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    <title>2024-11-202411C128202301290-00-TRA-DOC-HU-ARRET-C-0129-23-202410242-07_00</title>
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      <div id="rId28" style="first"/>
      <div id="rId24" style="even">2024. 11. 28‑i ítélet – C‑129/23. és C‑567/23. sz. egyesített ügyek</div>
      <div id="rId25" style="default">BG Technik</div>
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    <p class="C19Centre" id="para-1" title="page-1">
      A BÍRÓSÁG ÍTÉLETE (nyolcadik tanács)
    </p>
    <p class="C19Centre" id="para-2" title="page-1">
      2024. november 28. (<span class="note footnote notemarker">
<a id="c-1" href="#t-1">*</a>
</span>)
    </p>
    <p class="C71Indicateur" id="para-3" title="page-1">
      „Előzetes döntéshozatal – Vámunió – Közös Vámtarifa – Kombinált Nómenklatúra – Az áruk besorolása – 8703 Vámtarifaszám – Elsősorban személyszállításra tervezett gépkocsi és más gépjármű – 8713 Vámtarifaszám – Rokkantkocsi fogyatékos személy részére – 718/2009/EK rendelet – Az (EU) 2021/1367 végrehajtási rendelet – SELVO 4800 jármű – A »fogyatékos« személy fogalma”
    </p>
    <p class="C02AlineaAltA" id="para-4" title="page-1">
      A C‑129/23 és C‑567/23. sz. egyesített ügyekben,
    </p>
    <p class="C02AlineaAltA" id="para-5" title="page-1">
      az EUMSZ 267. cikk alapján benyújtott előzetes döntéshozatal iránti két kérelem tárgyában, amelyeket a Nejvyšší správní soud (legfelsőbb közigazgatási bíróság, Cseh Köztársaság) (C‑129/23) és a Krajský soud v Ostravě (ostravai regionális bíróság, Cseh Köztársaság) (C‑567/23), a 2023. január 19‑i és a 2023. augusztus 31‑i, a Bírósághoz 2023. március 3‑án, illetve 2023. szeptember 13‑án érkezett határozataival terjesztett elő
    </p>
    <p class="C02AlineaAltA" id="para-6" title="page-1">
      a BG Technik cs a.s.
    </p>
    <p class="C02AlineaAltA" id="para-7" title="page-1">
      és
    </p>
    <p class="C02AlineaAltA" id="para-8" title="page-1">
      a Generální ředitelství cel
    </p>
    <p class="C02AlineaAltA" id="para-9" title="page-1">
      között folyamatban lévő eljárásokban,
    </p>
    <p class="C19Centre" id="para-10" title="page-1">
      A BÍRÓSÁG (nyolcadik tanács),
    </p>
    <p class="C02AlineaAltA" id="para-11" title="page-1">
      tagjai: N. Jääskinen, a kilencedik tanács elnöke, a nyolcadik tanács elnökeként eljárva, M. Gavalec és N. Piçarra (előadó) bírák,
    </p>
    <p class="C02AlineaAltA" id="para-12" title="page-1">
      főtanácsnok: T. Ćapeta,
    </p>
    <p class="C02AlineaAltA" id="para-13" title="page-1">
      hivatalvezető: A. Calot Escobar,
    </p>
    <p class="C02AlineaAltA" id="para-14" title="page-1">
      tekintettel az írásbeli szakaszra,
    </p>
    <p class="C02AlineaAltA" id="para-15" title="page-1">
      figyelembe véve a következők által előterjesztett észrevételeket:
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<p class="count">–</p>
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<p class="normal">a BG Technik cs a.s képviseletében Z. Urban daňový poradce (C‑129/23) és V. Vodičková advokátka (C‑567/23),</p>
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<p class="count">–</p>
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<p class="normal">a cseh kormány képviseletében L. Langrová, M. Smolek és J. Vláčil, meghatalmazotti minőségben,</p>
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<p class="count">–</p>
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<p class="normal">az Európai Bizottság képviseletében J. Hradil és M. Salyková, meghatalmazotti minőségben,</p>
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      tekintettel a főtanácsnok meghallgatását követően hozott határozatra, miszerint az ügy elbírálására a főtanácsnok indítványa nélkül kerül sor,
    </p>
    <p class="C02AlineaAltA" id="para-20" title="page-1">
      meghozta a következő
    </p>
    <p class="C75Debutdesmotifs" id="para-21" title="page-1">
      Ítéletet
    </p>
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<p class="count">1</p>
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<p class="normal">Az előzetes döntéshozatal iránti kérelmek a vám‑ és a statisztikai nómenklatúráról, valamint a Közös Vámtarifáról szóló, 1987. július 23‑i 2658/87/EGK tanácsi rendelet (HL 1987. L 256., 1. o.; magyar nyelvű különkiadás 2. fejezet, 2. kötet, 382. o.) 2012. október 9‑i 927/2012/EU bizottsági végrehajtási rendeletből (HL 2012. L 304., 1. o.), 2013. október 4‑i 1001/2013/EU bizottsági végrehajtási rendeletből (HL 2013. L 290., 1. o.; helyesbítés: HL 2014. L 100., 13. o.), 2014. október 16‑i 1101/2014/EU bizottsági végrehajtási rendeletből (HL 2014. L 312., 1. o.; helyesbítés: HL 2015. L 273., 15. o.) és 2020. szeptember 21‑i (EU) 2020/1577 bizottsági végrehajtási rendeletből (HL 2020. L 361., 1. o.; helyesbítés: HL 2021. L 11., 21. o.) eredő változata (a továbbiakban: 2658/87 rendelet) I. mellékletében szereplő Kombinált Nómenklatúra (a továbbiakban: KN) 8703 és 8713 vámtarifaszámának az értelmezésére vonatkoznak. A C‑129/23. sz. ügyben előterjesztett előzetes döntéshozatal iránti kérelem az egyes áruk Kombinált Nómenklatúra szerinti besorolásáról szóló, 2009. augusztus 4‑i 718/2009/EK bizottsági rendelet (HL 2009. L 205., 7. o.) értelmezésére, a C‑567/23. sz. ügyben előterjesztett előzetes döntéshozatal iránti kérelem pedig az egyes áruk Kombinált Nómenklatúra szerinti besorolásáról szóló, 2021. augusztus 6‑i (EU) 2021/1367 bizottsági végrehajtási rendelet (HL 2021. L 294., 1. o.) értelmezésére is vonatkozik.</p>
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<p class="count">2</p>
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<p class="normal">E kérelmeket a BG Technik cs a.s. (a továbbiakban: BG Technik) és a Generální ředitelství cel (vámügyi főigazgatóság, Cseh Köztársaság) között a BG Technik által 2013 és 2015 között (C‑129/23), valamint 2021 folyamán (C‑567/23) importált SELVO 4800 járművek tarifális besorolása tárgyában folyamatban lévő jogviták keretében terjesztették elő.</p>
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<p class="normal">Jogi háttér</p>
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<p class="normal">A nemzetközi jog</p>
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<p class="count">3</p>
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<p class="normal">A fogyatékossággal élő személyek jogairól szóló, 2006. december 13‑án New Yorkban kötött és az Európai Közösség nevében a 2009. november 26‑i 2010/48/EK tanácsi határozattal (HL 2010. L 23., 35. o.) jóváhagyott ENSZ‑egyezmény (a továbbiakban: ENSZ‑egyezmény) „Személyes mobilitás” című 20. cikke a következőképpen rendelkezik:</p>
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      „A részes államok a fogyatékossággal élő személyek függetlenségének a lehető legnagyobb mértékű biztosítása mellett hatékony intézkedéseket hoznak a személyes mobilitás biztosítására, beleértve az alábbiakat:
    </p>
    <p class="C09Marge0avecretrait" id="para-28" title="page-2">
      a) a fogyatékossággal élő személyek személyes mobilitásának az általuk meghatározott időben és módon, elérhető áron történő lehetővé tétele;
    </p>
    <p class="C09Marge0avecretrait" id="para-29" title="page-2">
      b) a fogyatékossággal élő személyeknek a minőségi mobilitási támogatásokhoz, eszközökhöz, segítő technológiákhoz, valamint a személyes segítségnyújtás különböző formáihoz és a közvetítőkhöz való hozzáférésének megkönnyítése, beleértve azok elérhető áron történő rendelkezésre bocsátását;
    </p>
    <p class="C09Marge0avecretrait" id="para-30" title="page-2">
      c) képzés biztosítása a mobilitással kapcsolatos ismeretekről a fogyatékossággal élő személyek és a velük foglalkozó szakértők részére;
    </p>
    <p class="C09Marge0avecretrait" id="para-31" title="page-2">
      d) a mobilitási támogatásokat, eszközöket és segítő technológiákat előállító jogalanyok ösztönzése a fogyatékossággal élő személyek mobilitási szempontjainak figyelembevételére.”
    </p>
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<p class="normal">Az uniós jog</p>
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<p class="normal">A KN</p>
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<p class="count">4</p>
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<p class="normal">Az Európai Unióba importált áruk vámtarifális besorolását a KN szabályozza, amely a harmonizált áruleíró és kódrendszeren (a továbbiakban: HR) alapul, amelyet a harmonizált áruleíró és kódrendszerről szóló, 1983. június 14‑én Brüsszelben megkötött nemzetközi egyezmény hozott létre a Vámigazgatások Világszervezete (WCO) keretében, és – annak 1986. június 24‑én kelt módosító jegyzőkönyvével együtt – az Európai Gazdasági Közösség nevében az 1987. április 7‑i 87/369/EGK tanácsi határozat (HL 1987. L 198., 1. o.; magyar nyelvű különkiadás 2. fejezet, 2. kötet, 288. o.) hagyott jóvá. A KN átveszi a HR hat számjegyű vámtarifaszámait és vámtarifaalszámait, és a hetedik és nyolcadik számjegyet a KN‑alszámok részére tartja fenn.</p>
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<p class="count">5</p>
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<p class="normal">A 2658/87 rendelet 10. cikkének (1) bekezdése értelmében a Bizottságot a Közösségi Vámkódex létrehozásáról szóló, 1992. október 12‑i 2913/92/EGK tanácsi rendelet (HL 1992. L 302., 1. o.; magyar nyelvű különkiadás 2. fejezet, 4. kötet, 307. o.) 247. cikkével létrehozott Vámkódexbizottság segíti.</p>
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<p class="count">6</p>
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<p class="normal">A 2658/87 rendelet 12. cikkének (1) bekezdése értelmében az Európai Bizottság minden évben rendelettel elfogadja a KN egységes szerkezetű változatát a vámtételekkel együtt, amint az az Európai Unió Tanácsa vagy a Bizottság által elfogadott intézkedésekből következik. E rendeletet legkésőbb október 31‑én közzéteszik az Európai Unió Hivatalos Lapjában, és az azt követő év január 1‑jétől alkalmazandó.</p>
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<p class="count">7</p>
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<p class="normal">A KN első részének I. szakasza az általános rendelkezéseket tartalmazza, amely szakasznak „A [KN] értelmezésére vonatkozó általános szabályok” című A. pontja ekképp rendelkezik:</p>
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      „Az áruknak a [KN‑be] történő besorolására a következő elvek az irányadók.
    </p>
    <p class="C09Marge0avecretrait" id="para-39" title="page-3">
      1. Az áruosztályok, árucsoportok és árualcsoportok címe csak a hivatkozások megkönnyítésére szolgál; jogi szempontból az áruk besorolását a vámtarifaszámokban szereplő árumegnevezések és az azokhoz kapcsolódó, az áruosztályokhoz, illetve az árucsoportokhoz tartozó Megjegyzések alapján, valamint – ha az adott vámtarifaszám vagy Megjegyzés eltérően nem rendelkezik – a következő rendelkezések alapján kell meghatározni.
    </p>
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      […]
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    <p class="C09Marge0avecretrait" id="para-41" title="page-3">
      6. A vámtarifaszámok alszámai alá történő árubesorolást a vámtarifaalszámok szövegében foglalt árumegnevezések, az azokhoz kapcsolódó esetleges Alszámos megjegyzések […] alkalmazásával kell meghatározni […]. E szabály értelmében a vonatkozó áruosztályhoz és árucsoporthoz tartozó Megjegyzéseket is alkalmazni kell, feltéve, hogy azok ellentétes rendelkezést nem tartalmaznak.”
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<p class="count">8</p>
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<p class="normal">A KN „Vámtarifa” című második része 21 áruosztályra van felosztva. E rész „Járművek, légi járművek, vízi járművek és szállítás céljára szolgáló felszerelések” című XVII. áruosztálya tartalmazza a „Járművek és ezek alkatrészei és tartozékai, a vasúti vagy villamosvasúti sínhez kötött járművek kivételével” című 87. árucsoportot.</p>
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<p class="count">9</p>
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<p class="normal">Ezen árucsoportba többek közé az alábbi vámtarifaszámok és ‑alszámok tartoznak:</p>
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              KN‑kód
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              Árumegnevezés
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          <td class="table" valign="top">
            <p class="tbl-txt" id="para-46" title="page-3">
              Szerződéses vámtétel (%)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-47" title="page-3">
              Kieg. mértékegység
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-48" title="page-3">
              (1)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-49" title="page-3">
              (2)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-50" title="page-3">
              (3)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-51" title="page-3">
              (4)
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-52" title="page-3">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-53" title="page-3">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-54" title="page-3">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-55" title="page-3">
              […]
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-56" title="page-3">
              8703
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-57" title="page-4">
              Gépkocsi és más gépjármű, elsősorban személyszállításra tervezett (a 8702 vtsz. alá tartozó kivételével), beleértve a kombi típusú gépkocsit és a versenyautót is
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-58" title="page-1">
              
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-59" title="page-1">
              
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-60" title="page-4">
              8703 10
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-61" title="page-4">
              – Speciálisan, havon való közlekedésre tervezett járművek; golfkocsik és hasonló járművek
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-62" title="page-1">
              
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-63" title="page-1">
              
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-64" title="page-4">
              8703 10 11 alszám
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-65" title="page-4">
              – – Speciálisan, havon való közlekedésre tervezett járművek, kompressziós gyújtású, belső égésű (dízel vagy féldízel) vagy szikragyújtású, belső égésű, dugattyús motorral működő
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-66" title="page-4">
              5
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-67" title="page-4">
              p/st
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-68" title="page-4">
              8703 10 18
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-69" title="page-4">
              – – Más
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-70" title="page-4">
              10
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-71" title="page-4">
              p/st
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-72" title="page-4">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-73" title="page-4">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-74" title="page-4">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-75" title="page-4">
              […]
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-76" title="page-4">
              8713
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-77" title="page-4">
              Rokkantkocsi fogyatékos személy részére motoros vagy más mechanikus meghajtással vagy anélkül
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-78" title="page-1">
              
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-79" title="page-1">
              
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-80" title="page-4">
              8713 10 00
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-81" title="page-4">
              Nem mechanikus meghajtású
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-82" title="page-4">
              mentes
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-83" title="page-4">
              p/st
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-84" title="page-4">
              8713 90 00 alszám
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-85" title="page-4">
              – Más
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-86" title="page-4">
              mentes
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-87" title="page-4">
              p/st
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-88" title="page-4">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-89" title="page-4">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-90" title="page-4">
              […]
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-91" title="page-4">
              […]
            </p>
            <p class="tbl-txt" id="para-92" title="page-1">
              
            </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="C02AlineaAltA" id="para-93" title="page-1">
      
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">10</p>
</td>
<td valign="top">
<p class="normal">A KN magyarázó megjegyzései, amelyeket a Bizottság a 2658/87 rendelet 9. cikkének (1) bekezdése alapján állapított meg, és az Európai Unió Hivatalos Lapjában 2011. május 6‑án (HL 2011. C 137., 1. o.), 2015. március 4‑én (HL 2015. C 76., 1. o.) és 2019. március 29‑én (HL 2019. C 119., 1. o.) tettek közzé, a KN 8713 90 00 vámtarifaalszámát illetően a következőket mondja ki:</p>
</td>
</tr>
</table>
    <p class="C02AlineaAltA" id="para-95" title="page-4">
      „A speciálisan a fogyatékos személyek részére készült motoros járművek főként abban különböznek a 8703 vtsz. alá sorolt járművektől, hogy az alábbi tulajdonságokkal rendelkeznek:
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">maximális sebességük 10 km/h, vagyis egy gyors gyalogos tempó;</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">maximális szélességük 80 cm;</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">2 kerékkészlet éri a talajt;</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">speciális felszerelésekkel rendelkeznek a fogyatékosság enyhítésére [helyesen: fogyatékos személyeket segítő speciális felszerelés] (pl. a lábakat stabilizáló lábtartók).</p>
</td>
</tr>
</table>
    <p class="C02AlineaAltA" id="para-100" title="page-5">
      Ezek a járművek rendelkezhetnek:
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">kiegészítő kerékkészlettel (bukásgátló);</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">kormányzó‑ és egyéb vezérlőelemekkel (például joystick), amelyek könnyen kezelhetők; e vezérlők általában valamelyik karfára vannak szerelve; sohasem készülnek külön, állítható kormányoszlopként.</p>
</td>
</tr>
</table>
    <p class="C02AlineaAltA" id="para-103" title="page-5">
      […]”
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">A 718/2009 rendelet</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">11</p>
</td>
<td valign="top">
<p class="normal">A 718/2009 rendelet 1. cikke értelmében az e rendelet mellékletében szereplő táblázat 1. oszlopában leírt árukat a KN‑ben az említett táblázat 2. oszlopában megjelölt KN‑kódok alá kell besorolni.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">12</p>
</td>
<td valign="top">
<p class="normal">Az e rendelet mellékletében található táblázat szerint:</p>
</td>
</tr>
</table>
    <table>
      <tbody>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-107" title="page-5">
              
                <br/>Árumegnevezés
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-108" title="page-5">
              Besorolás (KN‑kód)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-109" title="page-5">
              
                <br/>Indokolás
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-110" title="page-5">
              (1)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-111" title="page-5">
              (2)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-112" title="page-5">
              (3)
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-113" title="page-5">
              1. Négykerekű gépjármű, két darab 12 V‑os, újratölthető akkumulátorral működő villanymotorral. A jármű körülbelül 48 cm széles, 99 cm hosszú, 58 cm magas (lehajtott helyzetben lévő háttámla esetén), össztömege akkumulátor nélkül körülbelül 34,5 kg (maximális teherbírása körülbelül 115 kg).
            </p>
            <p class="tbl-txt" id="para-114" title="page-5">
              A jármű az alábbi jellemzőkkel rendelkezik:
            </p>
            <p class="tbl-txt" id="para-115" title="page-5">
              – az elülső és a hátsó részt összekötő vízszintes alap,
            </p>
            <p class="tbl-txt" id="para-116" title="page-6">
              – kisméretű (körülbelül 2,5 × 19,0 cm) kerekek defektmentes gumiabroncsokkal,
            </p>
            <p class="tbl-txt" id="para-117" title="page-6">
              – kartámasz és kapaszkodó nélküli, két magasságfokozatba állítható ülés, és
            </p>
            <p class="tbl-txt" id="para-118" title="page-6">
              – lehajtható kormányoszlop.
            </p>
            <p class="tbl-txt" id="para-119" title="page-6">
              A kormányoszlop egy, gyújtáskapcsolót, dudát, akkumulátor‑töltéskijelzőt és a maximális sebesség beállítására szolgáló gombot magában foglaló kis vezérlőegységet tartalmaz.
            </p>
            <p class="tbl-txt" id="para-120" title="page-6">
              A jármű két, gyorsításra, fékezésre és hátramenetbe kapcsolásra alkalmas, hüvelykujjal működtetett karral rendelkezik. A jármű hátsó részén a felborulás megelőzésére szolgáló borulásgátló kerekek vannak. A jármű elektromos kettős fékrendszerrel van ellátva.
            </p>
            <p class="tbl-txt" id="para-121" title="page-6">
              Teljesen feltöltött akkumulátorokkal körülbelül 16 kilométer maximális távolság megtételére és körülbelül 6,5 km/h maximális sebesség elérésére képes.
            </p>
            <p class="tbl-txt" id="para-122" title="page-6">
              A jármű négy könnyű alkotóelemre bontható. Otthoni, járdán és közterületen való használatra, bevásárláshoz és hasonló tevékenységekhez tervezték.
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-123" title="page-7">
               8703 10 18<br/>alszám
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-124" title="page-7">
              A besorolást a [KN] értelmezésére vonatkozó 1. és 6. általános szabály, valamint a 8703, a 8703 10 és a 8703 10 18 KN‑kód szövege határozza meg.
            </p>
            <p class="tbl-txt" id="para-125" title="page-7">
              A jármű a személyszállításra szolgáló járműveknek egy speciális típusa.
            </p>
            <p class="tbl-txt" id="para-126" title="page-8">
              Nem sorolható a 8713 vtsz. alá, mert nem kifejezetten a fogyatékos személyek szállítására tervezték, és nem rendelkezik fogyatékosságot csökkentő különleges tulajdonságokkal. (Lásd még a 8713 vtsz.‑hoz tartozó HR Magyarázatot, valamint a 8713 90 00 alszámhoz tartozó KN Magyarázatot).
            </p>
            <p class="tbl-txt" id="para-127" title="page-8">
              Ezért a járművet a 8703 10 18 KN‑kód alá, elsősorban személyszállításra tervezett gépjárműként kell besorolni.
            </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="C02AlineaAltA" id="para-128" title="page-1">
      
    </p>
    <table>
      <tbody>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-129" title="page-9">
              2. Háromkerekű gépjármű, két darab 12 V‑os, újratölthető akkumulátorral működő villanymotorral. A jármű körülbelül 61 cm széles, 120 cm hosszú, 76 cm magas (lehajtott helyzetben lévő háttámla esetén), össztömege akkumulátor nélkül körülbelül 46 kg. Maximális teherbírása körülbelül 160 kg.
            </p>
            <p class="tbl-txt" id="para-130" title="page-9">
              A jármű az alábbi jellemzőkkel rendelkezik:
            </p>
            <p class="tbl-txt" id="para-131" title="page-9">
              – az elülső és a hátsó részt összekötő vízszintes alap,
            </p>
            <p class="tbl-txt" id="para-132" title="page-9">
              – kisméretű (körülbelül 8,9 × 25,4 cm) kerekek defektmentes gumiabroncsokkal,
            </p>
            <p class="tbl-txt" id="para-133" title="page-9">
              – három magasságfokozatba állítható ülés kartámasszal és kapaszkodóval, és
            </p>
            <p class="tbl-txt" id="para-134" title="page-9">
              – lehajtható kormányoszlop.
            </p>
            <p class="tbl-txt" id="para-135" title="page-9">
              A kormányoszlop egy, akkumulátormérőt, egy gyújtáskapcsolót, világításkapcsoló gombokat, dudát és a maximális sebesség beállítására szolgáló gombot magában foglaló kis vezérlőegységet tartalmaz.
            </p>
            <p class="tbl-txt" id="para-136" title="page-9">
              A jármű két, gyorsításra, fékezésre és hátramenetbe kapcsolásra alkalmas, hüvelykujjal működtetett karral rendelkezik. A jármű hátsó részén a felborulás megelőzésére szolgáló borulásgátló kerekek vannak. A jármű elektromos kettős fékrendszerrel van ellátva.
            </p>
            <p class="tbl-txt" id="para-137" title="page-10">
              Teljesen feltöltött akkumulátorokkal körülbelül 40 kilométer maximális távolság megtételére és körülbelül 8 km/h maximális sebesség elérésére képes.
            </p>
            <p class="tbl-txt" id="para-138" title="page-10">
              A jármű hét könnyű alkotóelemre bontható. Otthoni, járdán és közterületen való használatra, bevásárláshoz és hasonló tevékenységekhez tervezték.
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-139" title="page-11">
              8703 10 18
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-140" title="page-11">
              A besorolást a [KN] értelmezésére vonatkozó 1. és 6. általános szabály, valamint a 8703, a 8703 10 és a 8703 10 18 KN‑kód szövege határozza meg.
            </p>
            <p class="tbl-txt" id="para-141" title="page-12">
              A jármű a személyszállításra szolgáló járműveknek egy speciális típusa.
            </p>
            <p class="tbl-txt" id="para-142" title="page-12">
              Nem sorolható a 8713 vtsz. alá, mert nem kifejezetten a fogyatékos személyek szállítására tervezték, és nem rendelkezik fogyatékosságot csökkentő különleges tulajdonságokkal. (Lásd még a 8713 vtsz.‑hoz tartozó HR Magyarázatot, valamint a 8713 90 00 alszámhoz tartozó KN Magyarázatot).
            </p>
            <p class="tbl-txt" id="para-143" title="page-12">
              Ezért a járművet a 8703 10 18 KN‑kód alá, elsősorban személyszállításra tervezett gépjárműként kell besorolni.
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <table>
              <tbody>
                <tr class="table">
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-144" title="page-13">
                      
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4yo9u7dW5tQnTlgEjzeAc0dgTwitV6TnpXaMyqSmhA+1qgVoMeI84CC7D59+vTv35+CoW6Ux66l1BE5XLJkiXtPQTnnnHNyoeUZ5tKzBQMGDKDcLRJbr5cchUKI8QHObyTIfKkIKWAiBF+EEXkSobDBUPUDiuPoxAJiLXKMm4WaKfTxJiYvGMSgk0CCHHcf5k888URcqlxrUYdIdbj00kvHjh0r7S4lELRrdgo0bYHX5+rVq+WZpFsktoZLvmrFA1UpVLDCe6DBiwo0IYwkoFRKgcwUMeejp7wdte5xDxrPSiDzykE7d+4Moxhr1V0KNB3omguVHZTlFi9enN9jbeGy4yRvzrxPxmuuuWb06NESa19cWfZOqtUC+dy8ebNSmp2tT2tiqt3j4SBj165dW7duVa5UShUOFp05bxcYyi1Ph9yo8PIBnjYEkcEcBrn6A1DPTZClEB7DoMQF4tKEpBIuGbf6sGHD5NS6caxFHST59ARy8tetW+dLQMkk2bBhA8jqwqg3kqzq1ic0MdX/Cj1keCnmBwpqoYIvEkO5YRVRJROGSFDqpRY6wYsmvFaPw9rPgISdKzuEh2NGrIJhClmLQUORF4JOaF6+fPnatWt124y2qCM0ePDg8ePHKzH2zgXorW+nJNb1BaM2qK7X3FQrV/4DbVACMWqksg9nuWTJKahkYgMyXUOASBjAOYWCV1YRTJ966qnluwfpop49e+bTBwP6JPlUshablRt1CuJd99u2bbNWXdqijlG2UiuNKRMYJYBQMlUQDyr3VbdI7PPfPSggA5cCPkNOWA4ZxGidQrcwSXBMH/6gzec22AWCAV9IV5uPcXIElGZZC+W7p+ZBRVZk0zPIc4IPjUMtOiwFcF5QHl3eV15NumpENVj7NW1F1C2fOzDCpqU6LhNSoIZ0wQIJAEDVTgwMaWElXfp4h1Ii8l5E3o75EaaHJpIgIFP/8qcRWkQiO96RFOTIma5cqJ+NnGxpZQSfhVrUEUqu7Ii6iCTQyVcRyG0ZOaS6zaU3+s1Mz2NC6wbPPQ5wQAk08JEP56Ann8zkgqSDBBkUgmAjSUEhXz+FKrjWftGzfP3APWLWKhZ1NsgpGCKsvGvRC6B+/fqNHTtWJuXZtvrQ8dyyrXaQJPWyrtrEVP/uCbleXcQqf8AHOgiYAAV0KIgTU8AKprqBaT60Q0ZJEGwZRUEeHGchBH+mV59G9b/LYpRNXTk1V1tXbVHHKFs5aNCgSZMm2Uq3tr3zfemJqXDCpa1xX3WLJ2b9uwfxVQz9+/f3IsRDBvzBk9hS3gSWAkkOaroqK3LvO5GY/PAcYUKE1TOy9mz1rET5+skzVOvpWT6ALBrK3HjVoo5TtlKqbaKvcru2efNmNUL+nXxDtka9JE+ZqCY1KT3/80s0f/78Bx98kOuOVKoXfGDc1CQACp3lek2d0wIfYAV5WjjTgrgWOayIQoEvkiCwNrcUYKvoovDSev3110sotfjWog5SUrphw4ZNmzbZIOdfEcmlZwuUG/ehHbFNpSQ1Ie2360uXLv3ud7+7fv16rkOPg/Xss8+q/LkRogMo4skdDbh4LQIm6cBoUWAdHkEbZEsNiLOJdJEukjj6TGl1BwwYcOaZZ8K0tZr8WDcnOd5Kph300Ld36oUTLpN2ZOvWrSBrT6l1D1zyEj74vWbNGmVSN7jx+RxciipqWnw+jGBOETVKzTcgzXwMYsIXBvkGD0M5n0de4qYz6GTHFPtTp0697LLL1NRmTlwzk/Pco0cPd5RCINXurryUZFhFyBbUVZuV9quXZ1UEZLlMSUAzmIMtNTLVC1xErguXEIwRv/KJ8CGSMExpZQSUQ4zEAnKmpQwoXfGsWW78+PE33HDDlClTqGW5Fr1Qks+83Z1tm1LyrItUh40bN2Z/m5aef18GKyq8VyaUABDXvTWDOdUR0REzuOAp0IdL3fwkovaTz1e8QgpqXzr7fp9IGz5Ckjw3HV+apmNMlyxHecSIEe9+97vze//xqkUvlHLJ2KbVq1dv27YNEMeMGeMicju5/bLLEj58+HAbIfllSlPRfvXSCfPB4WGnOooB4IBPGYPC1EI6IhFzCHDJtUhF1AbNWl1Ugbn2R0e58fESVHtXVr/JgWIWIlmWqauvvhoo5atyp0VHSHCWQoCRYcmHTlXAvmBshHLzyCOPJO2pMs12NT1fL3nGdU4vXLhw1apV4KKYiSTAgjYKQFnOVnijqaaBrzZQMyUZKXItAnfQpGAu41r4Zhko3/CGN7ztbW/r06dPJKis1aKOk6RJnf1avny5Txy7kD/ysQXeY9lT+fc8Gzt2rEpEU1fO1dG6iSag2idwOMHwzCf5+973vhkzZnDUd5x4IEwk1PAUUi8r2NR+1Tzvy6CWGgk1RC3KIRIn1fVhITokefE41oDo6/vcc89VqgmNxp8WHTFlLz7/+c9//etfh8WJEyeCpjvqhz/8oYR7mMn/uHHjbrvttn79+lU72XQl4HlcIs45ZH//938PlwJzEWjJIcwQPowwMCE8MIkTnpgKQwdhoBYcA0RfhT4SKZ9yyinkzrHpQaRT6/FAaC0GK19adOSUPbr//vvvvfdeGzpw4MCRI0fahblz58q569vOXnHFFTfddFOvXr2aM+FtSzePna3ULR7nBofIABQRIsIiRy5oOAvjvshV7kvcre2+2Fv9srB3t2crHhk67bTTfPt7TYImHihjNqu06OchmQRNmLOVupKfm9p9ZXeMEkInYfgmpLa45LqLNYUwEmiDThRJCqEWhkjwwnNHPFMRzO2pyMsaCn1l+8DfunXrpk2b1q5d6+wuW7bMbbJkyRJzXdxyx2YF8hYijzLV/rSt+rOJPPRJcgGSyLZP9Xza2sroNxW1xaVr96STTvIKATjdQDBDgoE8AHURC9gQXpCm5PrGh/CIUN2VC1jHsKOaYmCXHcVyyJAheZ4ayippW3RUKJnPjsi83Pbs2bPsjnqpfHhr1rWbjNriksfi8UWSkBJDgYvwIKl3795Dhw51+RqCKseRvJRVpKv13e0GAcHoSAFERqJVYk3P6zPGW3R0yQ4eX/0zBwpKfgZCYvskXJmEyx07diiZNJuwHLSDS8USLlPhkLKHYDTd6OTtkqoJhQEigs5CunlralFGvSy1MuU7kTD280Jo0VEkKbWPp1ck27WfGD/3XKqArSSxLzur3x2mbPtIMrFJqC0uoQTanCreR1KCQUadPPHAk7MoZp/YRqlVoN3v2OW8yk5MxTJrObVA2YLjsSO5leq+ffv6GLdB+dPgcjvZKYzSEFzCKP0229e11A4uT6j+dXTQEQaqD1TkiicRoRtZMHiwIxeSiShqIaGGSreUVQxcljPaVBn5xaCk1H4pHDKvWHo+waL9yp5S8FVKiCc0VHaqGagtLtW2GhirT5nUuaBHGLpatzBcQhWGXDzkWkMdvAtqUK2o3m/RMSP7ktspF7ddU3TsbHbK1eeVmddU9JuH2uISVYWv/ueN0CMGLfAVXIowb0QKJIFmcBmmMtOWKijWsEjhYDotOrrk3vN2yqcC/CkoJ510kqLjyiKByyeffDJXebNRO/UyxQ/y3LaNAIIqQxnVbcQiIgmgwx+CCkBbdIyopBco+/fvD4g2xU7ZUFe2PcqoS3zPnj2u+HSbitrBpbLvezzFv+AyoZauw+fMURazLhBTAFnC1NEDKXNNLNSN0FnCb5ei0zxUXLKP/fr169Onjw9QxXLXrl2GUj6QoEjyL56WKU1C7eDSi8QrxJOZ62DHYwGgwFQrQt0o5yWKDyKjVllqS5lSmIOpdT5Vm3IYEinN8t3WSBG2a6cy32Ukz9wGzZNPPtlVbteefvpp9TIlk3tKj0+fpUuXbt++PXuqWNQndzXth0uecVcMQMnpcmuTgxEKbxu09ElUSsFTiwUKutp0Q7qRh0jyPI2RRopmx6k+rQH0Id1I6nqHJM4g8EKeziH7hH5a/Y1k5CnmvvOVYGtDLsEQIcoPruuTqy8M1uJMV1EyAIIBol3jofzbWWTURvN/w4YNW7ZsESlleaimdj21/Yi2TzbgIx/5yLx581atWiUAGQ8QgyoZF+SQIUPwUp/9EE9qRlrKgR1raZFZ4EvTW9u75zd/8zdvv/32vtX/l91otfgLJg40rlKXVm7oquXlwByCoCrIY832JCF5ZtSwWf0xKT7KhVJy6p39/7VlXbwqJTrMgXM7gfgmFs74rLn33nsXLVq0evVq7p199tm2QMg7d+7ks70+44wzrrvuuosvvjh7UZ/f1dQOLu3Qxz72sYcffnj58uUJLGhLxm2e8LxaRKUwPPXUU9l+IUmElkGUCLVhmC0El94Jb37zm//8z//c5qk9QGAJ0y2NgvIUHsvhtYw0oh8f44ackGx/5Lp4ahjLhaGgPCDe6hLyHx8LUcsssSB2eKU1kWYslLnIlKyICs9UDFJw5zi9AwcOdJPGcieTXeAt5M2fP3/mzJmLFy/mJ2HPnj091Xbv3i06OR88ePAb3/jGsWPHnnbaaQ6hofr8LqV2cKl4fOITn3jwwQcdMjvEdRk3ZGOMZhc9paXbzu3YscOb2s5RcApZE22jTbxdKRtjaxk095JLLpk+fbquJ05AkOLEvuXMKm0IpGIqoGFK0gOIgEZbZoWnFs0oRwdvCJkYhkFusG9LOJY/Uw4EMyQ6c/GI0MRsMKYsgec5/wUSIleKJk6cOHz48OSn84mfXJLhe+65Z/bs2WKxuUkF4jPUDhgw4Kabbgouud1VrrahdnAJN5/73OeEMXfuXDvB10Yd2RcYXLqLDfmaO2nf/3xXzAVV2Tz6GF1TdLVSQ9nG9+jRw7tH1ixHbhcpWC6AQHhqhCGIMUSYhOLBCKNLSCETrcWH+BnjJIzrYhRg9Zick7m+DbGATLeEoPLNF4Bmk9jPEnhtQksXH8rSEmIJNjGJ64orrpg6dWr+jVlq2s4kTiZ8G/q1r32NP3K+detWd2Dy77I69dRTX/va1yoT5V9fz9yupfZxeffdd3/ve99TMm1MttYQj43aYJsk0XZO9p1FdzGFwNFoEICinw2DIcQaYZ7hMAEK9j7wYt9ohrSGEAkLlsPDqC5rJPRJoCcT45uJ4SlYEf4gTz3AVC+C2t+Pg0jriii4NMrbTMlcdixhRV4RsmlRbXjyKMelTAklatPlREsB4adNm/aa17xm9OjRxdVOpoTmialkCtkDbFf1rw1Ki0MIssrKmDFjbrzxRk9PTqKSjS6k/f4dGMQne/bYY4+tX7/+8ccft0n2kvfczYbJNYJFEpthj3Wz8TRJKEffPjFoO+2xibFvO9kxSq4ypTjBHEqJCnzp8yRGtHgMs3yzirUsZF0SbTCBjxrkqQccw8g+8GHS5gu6KLAWr1DZjCzKGrMUrEUz0ZkYYg0xEgZZiJqWWjyMqy6WYcOG+aSI8S4hoW3atGndunV79+515gVImF3js40AzXPOOSdFveSha2m/nxOFeAYr3MXbnghDgQgmUMAAUDbPHmQjTQkl/tLSzxRDGEAsq0BqoIlJHaJALeBLBuuI+MlPHHoUhEEGIkyKMcFHdDCZm1GS6CNqhnhlRcuFdFHle+3PWjOLJn3I01qREa3rr/avhVT/XgjCkGBiuXKzToTmMt61+33KKae4r+VTgDLs8Mu2MO0anz3GfCfwtklAidrHpdKV6xU+QEckARCJjVTPbCo1scFlbltB0kktjBFDSFfA9pgCuTbopAzEdtG2yQ6D2iCpkDyGgpIiMTHUqIYJJsitEgULcYkzKOtyCS8ijC4hDxEGZW6cRLFT2iigjCJ8/NHWplWnkf0syqXEbiFkKEznE1CmHCZqntg122cXJG3jxo1r1qxpqn8c5qC4zFNPopP0wEILOpCkFZvs2xs65KrI7oqcv2xSrGXLsyUYLftaZmuYqn5CJFmxg6CTtRA+3agxi0xH9A1ZyyhhpV5TI+Se5aLDz+JJngeovBMaHWOEpi6yFj5tiOWyRPjKl+cppmhiUBgbn3dLHOhC8q3tZSlqpV3r4o63QaekeXEq+XXtJqB23pcSamuXLFkyZ84caLM92SHyGiKqLwCozS1MmL/u07NnzzPPPHPcuHFXXnmlj1Cnc/v27bIgbFNsT3ZIUlJLtFJT2av/FfVkyh5n75HtZx8Rxg18DgNXs98ZMhEfSJlIIaZQ4VlTvSA1OlmxFvO+o6KNS3EyrRhFav+yhfjEIgO6Wk9krZOcwywVQCAbZ5xxhipFX368MjMry3UyiUggPneWL19uQ/GJS0KkImkXhe/xESNG1Od0NbWPSx57Jvv68X2TP/jvVf2fbvvvI13bZo+FN3HiRPGMGjXKZx1cTpo06ayzzoKD/D/hfMqwSc2uJCNJU3YdBUxZOjkKzlDwpyWJEB8PAykMhAV8iALPnf4IkS5q5OnU4qxgXXyIh2H4iUcFiyij2nzD0YkwCoSBJlDmJYdOP/10XaMYGTPaVbhE4vLSXblypRYvlqQ9JDn8HDJkiE/yKGdWF1Jtj+tsRXyyc07VokWLHnnkkfxhmkNvM1Iq7ASFPXv23HvvvbNmzbIB//Iv/5K/2Vg3Uf3T81/72tfe//73e7UonJawhdlLo0EDPt0AhSTG8QVzhJgQYQEEtWSWXFrxRdMsoEQRGlX7E2NwiWHHXFRtyvP/2w3bw366Wquky0NDNBmMEGO6Ia3QnD241Ko68CdRnCRhEzN48GD7LZN4+ox3PnHVJ/m//du/zZs3TzgyIBWEeQtJkcPzute97m1ve5sQEl19ZhdRW1yGuJ6qIwB5FwAhd9PaJG+Rz3zmM1/84heNaqUeU02tkaf0XXfddeedd65fv75Hjx4kZlHItxRryCZl6aSAJLiMnZIXQj5g5JGRAJcO3hRdmrrUMiWthapFam6TWAiqtAo850l0MQJkVrCGtIT0M6uAUgtq7jgHTDe3dryio41XgSZE4qlxKbjUjTAOs9wlZOknnnjiG9/4hnrBeflROANKLd9Irrvuune84x3qvW7S2IXUPi5RkpgSEkkh++fh+KUvfekLX/iCygp/LnHxJBgTbb9qescdd6xevdpGZp/YEXCskdgqjCn4IM8QYTRJYg2TUV1DeACSRKYISbTFQiESToIdZROBz1EhDy4xoiaPjlF8JIgpZrM3FDCu4xtvvPHqq682kW8ZRRgLEYZH5uJNjEsYXQoh3TrX6cQfXzbuN9VE9nz3eGrbu2erf3UjGLj88svf/va3Dx06NJ5nYldR2/dlI3HXLvJSVMVRvM0m91njDbpjx46LL77YbS7UKJgl2vnz5y9dutQFQa5gKCcIk48DTEgXGdLqZkjiADSU1VG2nH2rFx9ACsks2MGcXGMsKuNISciPFZ0iXQoY3dxcmWIuXgugIf4zTmI0P/Kkedlll1111VXCdB2DqcPGZ96G+Kz85zhxMm3c7vINDvHEGRP7smXLBCixHE6wiJNG7ZRrIX9/sj6t6+ig9TLUbmZNEcZDDz30yU9+8v777/+Hf/iHCy+80FVOk75d9JTxuARNknyK2kibVzaMkZglQWWJLAdwkBEJRvqgBBPKaHyIhAK+mDWED4gxhlQyq3MDLuGshEyH0PQ2DoRHQG+U2nve857bb78dIhtHuxGJSyzqyEc/+lEXuqjFkmw4fmJ0pFXK66+//uabb4baLg/zMLhsl0yBBl9F3/zmNx988EFf3+K54oorMrpz507PSo9OYFJLwA6TPyZRmcwVc/BEGY9Ap/DkuvFKNlGUDUWCYROjG2sVtmvg1uYyldk4SYckGCXhmJqRbgxqYwQfCljNUrat4kQJ8K1vfavnVyZ2UxKjLfC4co/BqNoPl/YluLRHKog74Q//8A+F35iQLqEjwWWcXrVq1YIFC1ZUNGbMGNBUNclFKOANGzbYxccee2zu3Lnbtm3LlSoFMhIcZN0wBXYIH2yFAkTyxi4KerSmIxJDFILCWMCg1FcKSiY3lPNYo0Pi5LjR8LnaChlyr6WuwKUHtDuOkcrHbknyIxWf/exnH3jggT179vgAz4PHpkigeilSO/jOd74TIz/1aV1ER4JLJEjvS7Bbs2aNqxzm3OO/+7u/6+vHpgZACud9993n22jLli1OpIXIxY8xWuxooSfdUO5cWEF1UUPZSxWsIFeDJmuhLEpIk44hUMN4CGLYtBN4CuoxZRIb4L3oaas0AmheuiYarT179/1D+YasaInidnckzsPlt7/97W9961t2RL3UVS8dVPFCp3bkyJF/8id/0rdvX2eyaw/hEdZLQWoVwocffhhAly9frmr26NHjnHPOOeOMM0To64/Q9zh0qqCpQBBTHnOxgAm8Yhbp1taoiH7UAoiUPUIL4eWU80ADcM4D3igIkkCepKsHDsyb3vSmM8880yWVjzOeRJMdxGyxj6mtenAqmt2ReC4trq+7777bQ1MOhZMPu+Tc1vTs2VNxGT16dJf/nYojrJdInCIBu+9///vebXD56KOPKodApvyoQ67s3dX/pyfbT44puEQYOogpfCjyMDDElFm6JrLpbT5hwoRBgwZt3rx59uzZO3bsuPrqq92zjLubKAwZMoSOM6CQe2mQ+JSGSEeFHRtgrSynrbzYj7Juo0IkYdqd0l2I8w6znfrUpz61ePFimXGG3eNwmdAcY3nz3fPKV77Su6UE3iV0qJ8THZpEYrNBBw89WsdRMBGCQu/evUEBXNwRqhdyBqCQWoiFFEvpUOTcqspe+cNlR3bYsGEjKgK18ePHQ6SjbFROzcpCkyZN8mnieFh64MCBMAqaVncLq44mEgbcAWXl+5HQzzO3SUiKQDOXmGzIiR1x4LW6NoiOZ7QnWf693C6kI6+XoewW8KlPT1SU8+ehBlhS8LWvfW3Tpk3SYaFEjiggEBQ/DIEXXOaHgggPqRgKIAhhTrZ7B6Y9jHxRMUVIjWWo9YE5Y8YMRXT69OkXXHCBKYAo0WWtMC1CcnjXXXf94Ac/UCnlEChd5W456fLQ1F588cU+YS+66KKuzdvPi0vegyYjGOAjAT61EDLUMzCaP39+SqbHKOw6o3IhO9R8/V1++eWepKbTR0ZZkB3WtCyjMFL5la98xUHPb/wDH52VK1dC80MPPeQ5379//6lTpyqrim4u7q7NbHOSTH7pS1+aNWuWrwKJshd7qz+QJIdOGRs+fLir3Anv2uz9vLgMiarO7U/CVj7BFGRBUwpIIAbUrKsc5hu5oDCzUlbd1OF37drlkfqv//qv8D158mS4hEX6DvrChQtVTa8lb1ympk2b5tZWs8eOHSvphlrQbEOSnL+5tWjRIu8cu5BPH4x6aZuk8ZZbbnn961/vyqLcVQk88vdlR0j9Aw73hbeji9hHsctdYdP269ePxA0u+ALKZEF2SPA+XDwD1MJly5ZJE1Becskl+f1W+uDu0FPz9aMYU/Ddrei63D0PrJu3b4sKyZW8KRDIE0uSk0mgRPKpVTWdbVUTauvTuoL2+8HhUSeJEKqDqEymKxdhMlR0IqnNqSqlZKmRTvYdd9zxiU98YubMmT4S3/jGN/oSiiYFj04olNnMQgBNnvcApi5tUUVJGsaHo9IgydJFmDSmJfRVXn533Wg1tQvo2OISyYXSBSgJUluiNZQuBjUKly9f/u53v/vDH/6wF6QPmhtuuMEJLk9GOqAsg+vXr8erx+SOu7Pu3TllyhT1OMLYbBFKhuXE41tFdL14I+XHI4TJVZIPlLt37y5TuoSOOS6R8A4doXe37ETNp9Kdd975gQ984Otf/7qD6+K+9dZb3/CGN/Sufv2xPqGyaYoMKsBOeSm9sAuRJCnMLWqkgE+upC4vpUhCUqd8aL2OHPg2o51MXbx5cpTLV0ZUuwULFnz605/++Mc//s1vfpPwuuuuu+22237913/d9a3o0pRQs5Ivz0ePdBPDG0Ux2IUJbWaSUuS7EOw8ruQqkryFwiDv9XXr1ikWL1JcSgQMuU1gS5qAEiL/7u/+zpPcXXP99de/613v0noPJUFAmU/1zFUXR40a5dwzgnclSSW+lumuu4Canx5//HHfkV5BuWSQ/EujLoJLt5CSmY/0rspkV+IS2jy3JeXZZ5+95557/uqv/uqzn/0sgJ533nlve9vb/vZv/3b06NG5boqyV1HmIlkLCvFGoZakKFcqLWqHwG7v3r2nnHJKrhq5cqS1sieHnkAIo2rmduoS6uJ7XDo2b94Mjvfee++SJUtcx9dee+1b3vKW6dOnn1T9mtkhzmuGAke8UhpcdmE2m5mkKBnLreLTMPjDSxqKGqGS6U3l00c+I+x86uJ7XPy+uOHywQcflI5Xv/rVf/RHf3TLLbeMGzeuMVkHIwr/Wf2VXLw2GG3hsl0q+Ux19GQ//vjjJQ1MZd5eELqdXEr4Z555xhOzvJo6n7q4XrrBXStu5yFDhtx8882u8qlTp0pNMnhYctblLsr4YFRyM9qidinntl+/fh7xUvfT6p8VLkmDUbyLfsWKFRAcYQe34yhSV26haL1yLr300ve+970f/vCH3/GOdwwaNCjyKByWvJBy0NMFTdT5SexeBHneSy972ct8UGKAj6Q+Vl07hKC5ceNGVVMyc/t3MnUxLpXG3r17T5o06fzzzwdKB7c+1jGSstzdmSi/jSluUbuUb00VceDAgaAJiEgm5ZDcnZP3ut3xzW7IlM6HZlfiUrRIOk444QTH1xk9goe2xJkFjp2fu25KyqF0Pfnkk6eddpqPy1wykp/Pc7hMl46nZ3DZ+dT1TzHnstALwhZ9SdTCJYbEV9SPfvQjaT0CfL94KL/hun37doUTSaCi4IkvaS5u13oSKKVe/131Edn1uDwCkkqtQusNIKE53IQnnngiibvphb4HXlSUv2qydetWvHp53HHHAd+Pf/xjoITFPhVB6q5du9avX+8qz6xOpm6JS2XVmXaaN2/e7D6CSDXANaRe7tix4/HHHy8PoxYVkqWQowuaGOmCS7e52gmaiujJJ588YsQIx9tH+p49e5YtW1ag2cnPpGP7+5fHiIJL2fzqV7/qs1HiHPSdO3c69IRbtmxx4tVRD6n6hBbte82Do7tbF+bwUidpu3fvhk6F083Tq1ev/D6RDDvqwOouyt9xjZ3OoaPz++qdSbIpfcqhzP7e7/2eJDr0jvi2bdvUTk/1fv36fehDHzr33HOlmHJ9Wov2EXRK2r//+7/PnDlTGj173DZSCovun7yIoAIpnxI7aNCg2267jRqYdlo+u+v7Uo7cR6NHj/YSch/l4pZx+a3qQuvbvH2SGVfKwoULFy1atHfvXtc3UJ5zzjkDBgxwvfhqRJhTTjlFYk899VT6Tz311PLly5XVuolOoe6Hy2AONH05gqPzDYvu8RT+Fi4PSy6WVatWKY1ACYUeQl7kKqg3JfBJqUy60/OXqBC1NWvWGK3P7xTqrt89gCihCxYscHFLog/wRixCLap3WrQ/eTjKngvHQ9PLZ+7cuXfddZfWB7ghpx06KaiaPn1k1ROTxFB9fqdQd62XSGbBUQYdaHyEzroLHaV8tuhAGjhwYP7/a0qjMvnss8/iFVH3dX6sgXHmQVY19UaSXi/4kuHOoe6HywAOOnPi3eMkcpfRFh2Cqlvk/04//fShQ4f22fe/yIDFl7/85T4WfXS7tZVJpVGlzA84KUhyjx49Wrg8DKVeaiEyP/KQa20pkOm26EBK6iAMzkaOHOnLBvnEkUaIlECIrKBb/z8sEhryTOrVqxeAmttpue3GuJRfyUoq8dJ6IDQ7LY/di3zTTJs2zef2ySefrExCp3vc149b23vd5SO9ciufDv+JJ544bNgwNbU+uVOo++EyUMuN40mO0ZU+0AxkKXinO/F4WS5gbVFIflRBUJsyZQpo7t69W+q8Mj0otd6UUkfHK3Pp0qWLFy/2MS6NSbsMhznW1P1wGQJHJzg/ZtOtamX93Ymc9eCVsHPy2I1IQqRI3iZPnuytuXnz5h07dvgMT8aAEgpd4i4iarnQjSaNnZbMTsWlOOvcz0fJLFzmT88USxJ5DDTlFy6zVgFoiwrJjHSh4cOH+zB3tuEyPzkilEwZQ4Drk0jXUGCauUnssabO27Pkot45GuQe9/SRu/JsZ1/WcqGTRKdz8tjtSFogb8KECRMnTsxrB/K8LAm9jpx2x96pVi89Or2LcuY7jY4tLgUPK2IT2M6dO71UtM7fC8IK5QOJ3FEGO1eMtJLkfPvS9PF40kkn5VO9HPQWNRKQQRtm1KhR119//fSKxowZA45SKpMBpbMtt3v27Fm7dq1MZm6Sf6zp2OISJqAwP5sV2JYtW+BSqIYqdHWIYkoqGQFxBrUsM4sCO6NA6fRfeeWV2vLuhM6Uz4NRZbtOR7ecNzMJ3KnG+Bg/66yzhg4dqmpiUiZB01DtT8p/9CPZtl+bNm1y/qupnZSlY/j7RIIHGlFBD96xe/TRR70IvWl8BlrXKIK2MEVSiBF5QXSiVryNwbvvvnv9+vWWyIPS0Wfcd+WIESNk3CpwaSIcI7MUAPtRyKyUVSTdiJF0f+GpRLpu3bo777zzoosuUjW+8IUvwJ/MSIVsO9teStIoq7fcckv//v3JM+tY07HCZQkALJ555plcB97XzqK7w2cg4XPPPfdsRYArHbqEunjFFWM6PJkLmtJUbFKI29rdu3dTADijt95669ixY5csWbJ3794TTjihX79+7nQ8s1oKVs8fbygMGBnv3bs3Yampsf/iISE/9thjd9xxx+WXXy5FX/7yl1evXi0hDvaFF14oh+qIREnXsGHDpKvTUnQ0cdnoNOiIE2IAC+wcO7DYuHHj0qVL8SLftWtXhclnwTEljTLiD03EmlZJA5qc4AgZhzMSRuAV3E3Xffrpp4cMGQKIDG7duhVSAz42TdE1l3HK0dcC6KBBgy677DJothOV423JonXuF5HkBC7/8R//8aqrrtL9bkUSe+mll/7Wb/3WwoULwdEtn3dRDn8mHmt6wbgsngUiaUOwmF9FUdsUvKeeekob+z5EjK5YsSL/r32I8XbJ5x4dU4yWq1ZrlUxkH4ZSz7RhrEKfBVePVUiYAnS58y1pIoUIXdOYGGRfyzeIJNHS5NjkyZOnTJmiYNiPXOt8CFkaYQhDnbYxnUOSo0B+8IMfvOGGG6Ri1qxZd911l3gl5Ld/+7fdPG62nj17ymqfPn0UlORfEpLVQkc9LUeCSz7FuRALWthSsRQqcLH3QBCMCtJmU3CJK5YmeqaIFgjcEXYdLgNKQzRJYtNcy2mDJ3KwAzVDNBVjCX344YdVXMkyBJfk1CgohPEW4xiYTo17JHhEk5NKqaUpgKaCwR+FwZnhm50ITDEBdwCK8CzEPmrT7UbEc+0jjzzy/ve/HwqVxjlz5nzgAx+QE2+ta665RpJtovxLqbe7D3b5lDezhJyNiB3JCZ+hJKRIjoCO8B63pHoDNFDFdTe1GFypAWUUOKfVpeDrZMOGDQL2RoFLrf0GC1OM4gEroMwlC2q67JhCrZQ63bwKrLt582YHOmUP0Qnic0L4Yyi/08WOZ6jKmiesFcGLQW1WxICjNwD9AQMGqBB4e4DIjWI8tqyrqOjWUnAMikQnk92Rz3nz5n3kIx/5nd/5nQkTJsjnn/3Zn0m4eD2BZFWhkTG78/GPf3z69On2RWJVB0mWzGyxAywzppRNtzsSawePOEUvDJeWtP322HUMUiglR8sVG8zX4JLfvKdPqMs/ZC1C+5oA2Al6bLZZ8YRc8NTkAhSEh3SFbSI1ZMhyXqvOeiZqTZQgMKLJHydEy3JKYKBPR9mWa9DEsxyQsYCskhQjJwfEfRW5v3KKDNE0hNE1FMiaKBxD3Y64DXNz587953/+Z5+M3pTeRe985zsdePsIVXZHjK4R5ROR2FazVFbJlEYAiB2ZdO14iXqmO9KxL8NhjoBeAC4tz618u+R/uQeRUBXkRYEwECGs9rpmXDypf3axyJGwXa+AbihGCkowFSBruAlDR5srW7LM2rZt28qVKwmta7p1CYEyn405MACUuSAOoKZDpGoK1vHTWoT0zbUZ5BzIQiBoCmtae6OIkpCzyVr+tiuGfjclUT/55JM/+MEPvCnh0gsbTD/3uc+tW7fO5WZ37KbvwuHDh1900UX5X4DSFz78SYsM62olX/YkTaLoSwsaPHiwdMkwslB9yQ5TR/+eLuvWVuH4N3/+fH5ziLACWK3SAIQ9y46mG29gQoEBAt7Tz4GLZkiXnATgzNLCIiGSF0AJkhxNLRwnERHKi7XosxD7LKiRgMuydfFaPCcZ1Oo62T169DAEVUg2EYYPTGlp8tPS9knITzzxhOVMlGguMWItCvYmJTMp6l4kRq0AH3/88bVr106aNMkrSFzkyR7GaVT/zjzzTFe8JGzatMkuSLItCBCTJec/2IAK1tQLOpKMspVZ8QXR4eslu6klLs1FixZZ2xXJJ1BDRiFDNzXJYeK0zTORT/y2o1o69jsGQ0FS+TkRSdFhDR88WYKHUcYHEKZwSTpMtwq5rtb0fv36nX322ebygZ+ZWy1YCwTRZxxDmX2MITrRVCQYT7q1hHTkF9xdXjZP17Yl5LPOOkvVzPMgSzQ/Jd5Cvh1nzJjx0EMP/cEf/IEqaH/VHXJvGE9tx16YTqM3up2lvGzZMhtK7rFuo2kymDTCpd2RMftCDs1XX321jye5OoL8dAiXlvThkgqfNyWhiciS3KIGCo6X1xhKldq5c6eJvPSChhLxQE92EThSUAkdWQaDqsSgDVFjmX3EID4RBsemQ14sB4XsMCun8YrBAj5EmGBLG2sojLmE1jWFNd7mmZE/5wDBCy64wPbEJuWRI0f27duXpNhpThJ7nave/Z6Pjp9IYevhhx9WbuTTGXOH2CzRiRRG7abto0+Y32rwknEmVU1p2b59u5e6tKtHVZpr/8/3VI3sprUkZ9q0ab6WmNJ9QVnqEC49KOfMmfOxj30MhlKoeMAV2xMdS+LVSxB0zhQte2mD7a7blutWUYGcM9MZNCRCWysM9Ul4RgVDbpQ+AkrErIUwth+PAmhCOqwlcRhG5AtGEZtcMotvwbeJZhFaJVnjUuzUltn3FwZ0Uw6DyDhGiBeRLwNumEVfFfGK8vEu6qbCJffqXEXCRPznJPJlM2vWLJ+teKlTbmDOM8axJ6GPF5RvF1PAVzJtIjVDY8aMsbMpqPIDDPZCWtj3DWTrJbmsZZZ9UaS8XE1kMPY7SB3C5YMPPnjfffd9+tOf5oqu5e2iHeKWPWOB0GbbQijE21plfPLkyV5gAhCeXTTLy0MA9PEm2lEIAHEBmBgExDg50kUMIlAwRGhRTJAUB9RgPElSmf+nL1fVAwz7fJMUVEzFuM1AeG1wbygrcsa5x5vrva8rovxfE+kgztskh1CZeUEZP9bEGSEnagkRhfQ6YCTiUmJsJVzKmE0hiRyqZMzrMHeOnNg4fM4nBR806p+98xiVLhmQ9rFjx3rbUJs5c6ZcMaJlMNAkd7u++tWvvqyiF5SlDuESntasWfOd73xH2bcStI0fP55b/LArlrckV9R2FXHXrl10fLBDpwKjjAtSV9lXz8vThBAOoIEdPhRcIjEbwsgdBiULGP6Q43lFSMHSARZ5RqWVYzknYOpVxH+Xl0Xjc/Ie46Yjs2I8MNVl317qYhYuXMiOq+3GG28UVJa2qWeccYavTkGxUMtUpxNPytL4MDZC/jdu3Kg0uohFHbVCzq3kOFSrVq0SlxhtqAPskrELZtlBqfMYkweR2p1yiVNOcZUc5N0JmjIGrAsWLKApvdkU6HQe2JGiK6+88uabbyaMhx2hw3+Pi8rCtiEPRxWCKxwSmIeIx5whcgjjLolCIgCtqIQNjtHhrpgDl9y8ORLUAk0ShBeARQEFHx9kJ9DhSUCJD3q0iI5ZjKSNcZpA48RLuq0iMYuTPMlWkWSiliREx3Jmme4T6txzz3WWBEInvwlGJ/rwbZPshG4nk9XFKJlJAgkIqh0OoffikiVL8rMeyVcFoA3mpD3ptXFIIOS2xukyN/gDJkHZLLtZ0si4nGBAnILsudxNMZ0RO2KuT0P288mY9JplOnLRu2pGjRpV87vDdHhcxjPLOzEOlkeV975ghGRXAsGAEhHCKLmyL2VubSfJdGUVROSI90kQaAoyxk1MeOS6shAK4ASJF20RhkFGyU3EgFegxoglkkGLKg+SqDVqSqbXErbv/1+BDLEQO0atyAKX8oJ06wkECODSBhiNKfZFKnyzOp/ithA8EH2LuJF8LIMjdLqOhewopgq6oIUj4chEsJNwJw2wXAJuZ7OSNAaNitFhY5+yqFFQi6jFJmjipULXRLMg0gEmz1GhbCILShhcqpqEupYIc2g6PC4t79gpdbaWRR6LKhucjbR/unijXCQHTbElSNv20EMPSQ3I+p61wVw3i9NyyjiGJjXK7ORmseV0yLMQyymTppDjyY3iQ/EEkZtrCp4COVR5YLibokAoZZIYJskNGS1BCYGfArdnXvqmO3vy64BF04G0FrcRpmb62BOfszqyqALmi2TGjBneVyqlWAhlT34SnXTBok0RrxYQRQS1grIRIOVzRNrJba4rQuoYMYsdGQg6s1O6IsVDgh134BEH1BoHwDEI+ikgsxAfVF9VzE2romUfeV5COAQdCpfmo7wXuSuAbIahbDzebuE5KiQZEQAJEr/s5Abnoq7g7WtuDUfcaGqkUZEwxbjgLZTwGLE6BWrCEyTeWlbBJ3iz8Kh4my6GPwxqvSydYyEUzNUyV30ToEzMFAshEpZNZFw43OatCsHaiBEjRBR91qjZOQFSNqsTCMgsamk+8Mr3qEe/dHGDey5uh9CrEUaRLrQ55xAjCrCjKShzs3GCZQRApRSlTHo1MoWRK/nJta4FymQeFrUuCpcJNSlKJk2UVUM85KqWBRtqx0HI2XaFspwtOCy1j0vW4xaLAsPzTDoMWc+o2MLTibJR21PURC4MeZQUAUuB1Diptjb7qhphWIhBB9oUcbKAZ4G1mI2+VpdO7CMTwyAK0cTHYBzQ2qqcZkMsGJK+6MQyIqfMSfIspDXXkG1QVySBfc7LclZJ/ZZo24avOXGMKesmTJc1ULq4oUF0IOhDWxUExPwUQiBBjFa8WoFILIkzZi+0dodcC7JG8WaJGmU53xIlNMmRDdNR2QLvVMijk+kkcTLL2UrFEqC5xDcr0tTtyDFuH7ysc5Fp+yEqe8ZitjN7xsV4wMvsJV48VrVVFnbfpeCJwV7mn1eUR4mjo7Czk4UQC46ybFrRLKFqCa1CJ+koK0aIdMVfdFAUtHEVZUswRSdClG54RF66mFiOQa4S8kGrGzKEYi3dyI8RccZaOTlQJZMqkFJns10IHpcrVqzIXZyaai/sghZvuhYJQZ6hRLnxtkH2V9p1CR3dUixomusrNoUzqSCxm7bPUWTTFJouaI8BQggpexoLZtHME4JlHq5cuZKTZdcOQe3XS6YF7CAKMp6xjgcXy/PPZnARYygnqRZ3dcVEjhcwHkC56FjrsqAlUUHzNrAWC5RNiTWwzpHiQO6d2NdGQVSY4CApSMq0IfLoM2LUtsmgDTAUP4tOeJq1afv+ZNISRrOuc5INs99Of/7gkSYFxjGS40YzRHKsKYED0/z587/73e/Gq7lz57q47Q43cjWXwi/AkFlIXFo+p2qivNBsij0Nmo1ahYJUeD7aKTDatm2b7ImXkCaowaLA6ZtFjcSiRnXNtVDWoswrqxCqNabkBzI+oA3RrwfWHrWDS+vBRE5Psm897loDUBTkH/7whz/4wQ/mzZsH/jk0EsG5bBif4iJfTcfwzJCu1pcj5HELUqXG3EwRhgzixVxzorqwmBUGwtCJAiNhSLKibnKKMOEtjfAbN27kpC2MBdbE0mgHY3VL4LXI0iZS4zxo8tNxojNs2DA3V1ylRgcinSIZN/eYEid5BR8yD5Qi8sWD7EgipVOLvHJbjHzGFJ6aQHRtKx2pQAJB2SA1SIzUFGNTQFxc8GSbLI0Y0YraQhRMp2BPtYS6UsENOmZZglqU2dfa8RgEKlE43od+a7bFJbtaM7ko+3LBFkZITqrT+cADD+T3idQh8HeYfNOIit+gKc5Y4IdZhCFydpj10OY9j+0lF5mlTzMtEh6iL3iRiND0JMIs/tAp8STFZS61ZISklvLqnWTzfPc4aYRGQ5lS2ajBWpdlxFoMIn6SUJYK28kaXHpyGbJQjNOxhVKMJ6/sHRPipFwtWLDAs9KtrYwhQfEQOPhsVIblikTylTrZ07pk+/btK9vUuEoncUm+FgkwW2yuSNlh1jHGgxRl26ooKngKE2LTrCQNxTEO0JQTEgY5TEeXTaN0SHjFB2YBiU12bHQVXDvUfr10aMrmMY2EoUzOmTNnyZIlgCgSCwjAUQvRySEwy7ZZ2AFF7PCPhE1qOX/C8Oi02Wbh43dCpRx8G8KQYJK44DKYiG8xjs90Q9oY1NI35LvHbcV/PIVkDYWhlkhZllndWGNWLIRC4DlX8b5AfVRmIQqZLteeJbqRHCPiJB9mzZq1ePFixdLLUv4FmHW5hOhwxoUjt+q6FiL5PHjwYKiSTKiinOse8rT8Z5xQdKYDIqHCaQmtUUmgbyILgK6FUfoykE3R4uOJLr6kVNfexbEkig/0GaefHx4lugNpP1xm53KJxzSws6UoOqlf/OIXoYpnYE7BeoiC7RSPvVcL83soXGSE3PI5LrrmOjGGVC9J4RYX+Z1IkNRYUTqCDEfcQpJiFspFQ45nFhMPTYw+CmM5DGvU6Kxduxaw7CKeM9oohLJ05tI3C2WfdIX5+OOPO4eWtkOKJbcpM8IN1shp+k4vRgrpHpriRr1zEIqCVqIg0n2VYumYWTElihsOD7X+/ftPnTr1Va961eWXXz5mzJjzzz9/woQJo0aNgk7fxSSjR48eN25c/qKIcDgAIgjDiI2wUHZNUJZQR/JHuPnSMGSWwG0KjNogakFnrCXP1JiKQUSBq/SZzZGgQO30009Xy1moAm1LbXHJnDl8KrsuZk9JxRLyGKWQIp9VzbJ5dPBaaXK2nIPMJRQPebxHIkSMgK8lDFEwK3BxpBx0E+nDMTV+Q6dIIMCiJLEcwsftMCQxhQ+26Hty8NAqdLJKNDMLo0sz+4FMzFxEnwWeWNp+OHU21SxCs+yZnTBRyNEUjtb0Yv+wxM7BiKvywBoGetzgixYtghK7U/lYvzQl2QZD4SWXXAJ2qqP8Bz05wwgjjSiMAq+aKjESzngSy2fwilfMOgkyoBUUBZsujfxJotgxmlUQfRtEkzX+pNzg2UTxtswiyTnnp9TVo92f2uKSxSCA3Vhcs2bNzJkzZYQJQm9Em2GIJm8owBneXHvv6SBaRUWV5ZZoTVEs6VOwwY4g+4ZkhJcmWssoCWt89c1L00Rq9E0XCXmWo4aMIgyfCekjPM3MNQsTJ333yCnfsgrCoMSL0Zooa2LBoChg7AE/eZhngMIjCXgZQD77hGYi42oqxHgzeHMnRXYRiYK+QOxZiEs5pXHeoiy3SxQos8+Ctb7zne8olgAqQNjKdIwqfuGFF1577bVTpkzxlEplSgiMJJAw1kLSLgrFVdVM4eR/0ijeMBKIaPLTcjJgl+2diMjZty41jKrJpprFMXPpizG7U7lQP5+GAkpT6NsROlzNORdLG2qLS0bds9KRXdH1ppEUnrEo+zwrblkgMSPTYdGWROjUkiT7doVbdghq2bQrfEJevvy2hFBNib466hjl2S5fcpG9Z1YSnXI6csQNLsVnEvaRLrNmackZF4iLWBYwhBSSKQyq+V0RC8gqJXFGMbzlm4wnj7oWBXQkFhCUa9XCxfr973//29/+tgPse9l3odpGglmxYoWHxOrVq7mxadMm70LKMswOh7mawON/KM6EMirtrHlKeSkFFgE3SLma3/zmN6uU3pGs5SSLUQiIe3YKkZAjBpm1SpbOV5FsO37OkmxjkhD2kbk2gjDT2ee/iQziZca2anMHJhC+mU4hizJCzoJE8ZxQF1HjP5wQWjHCQvWvp5Bhy7iezLG2Lif+6Z/+ySctNQvYDIwwWASXIAPxQxZyNfto9ZS55ZZbhMRXs9iUWXNNwXsVKC0sDB8+nN+gTM30bENOsFPo/cFjwdtO++qISz1cgohVLA2aDJprlg1gAW6EbZTnVs8ZWLhwYXBgrXhbKOkwkQWJQyR4hMm5N8tCeBLXnxiTd04a4iGGXFzJhkWNZj8SV3EJo81yZjnG3GZBl7ckeNO5Qe7aYZbQEEwrlvLmJDBlVODkF198sTxLOJckStLYryKrHT9uYEiQWboo5wFjCg+FphhTVvBynOSq0WfwpZybWhJ02fTW8v1nRxJyZbgGAFGjSLIuxpRkCYkoKCe3j2r2dddd53VEgcTEQm3rZWDELQniusKgAPDekPNkNIthZIFzkiK/hPKi5ZZR5BzwmxFu8V5rCoPCRgmPgil4s5IIZIp9YoEcY3vocMl0o0KyHDk1ycrT23Qpswo10fIEWQssGFEDjMZ4wkTs11K47495souUY8dWsYMYoZy53AiGMh1lCXPJU5l4xSVtDeP7yBRztVnFFGQVB1IqVBqHXx2FOdn2Gl5X/U6Qo7h8+fKlS5equCT5g2xw5DNrTAHlNddcc+655+IZJI+r8IGky1okWTRTQomC8+ERNRb4rxaYyDcL8dysWMgUrZzbNTr0KWjxlrYivpaUfWthSPijZcRc8vgWkm1CDw+vPl06jdQOLu1HXOF6/uA1mCM3P4nmOlCed955Y8eOjaMqIv+cBjq8cRS8e2ySPbbZCQC+oYQdXZQfEzBF34paxEJOJ2WxBaaxGTuQyjESeWQfIKgFIskXHqPlD3KcpCDdhImqpWqIrPcrqFEr061FIlgO0CSXAWuRcBVPSJMbykABJXn2DxEKxKihMIjDuhh26gtXP6aWYSsiR4vDIAuIbhh3hcRCiUXdYzzklVXcKr67QdNC5hLyhB1+0kSJpb5ARQmWewgjRna4YSILKcCuIxNzLwuHmlGMVShr+e/G4KTYRZHkxKyJGEvHQ84Y0hUUublBDmJTlwNaKwISIZ1GaotLKHGIhUSVaXlxalPqKTCkEPo0wU+dOvWGG26YNm2ab0A+LVu2TGyvf/3r3fLSaidGjhwJsmLmPScIBYyRd5rcFaEVMQJgmbsWLRucPNobq9uGUaNG0VRFdGWEJicZt/1WpACvhfgjEMi2HB2trlZEyMSkjBGttbShSLSSqDDjLWcuHUKtubZEyz0xIt5SJkQcZrmsEiK3NCZbyIjWFHusza4jd5yDKicovOyxjxEvg1JhIjdM8ZVz5ZVXKjYOeWwi9uVQ11rc08qD1UVhSJcbFgpu5E1LAdUi3/fslkx5zgveQpYzRWsWwkuLUTnhG8dMScgYq9f8qLKETGeNHbxIBRVr5FbnGLntBidC0xtpP1yyDjFCZZoqj90gq1atysbAkzXA8fbbb/fUA19DTNPkaO4gzx13Qc6TVyaeQX7bXUTZLPllxywAEirNxIPnA57fyZRgzOUGl2TBC92e+eZln1yCOGwWsxgKgiSk4xQq2B71jBhiPAaTF0kJIFAkhrI0wiTRdhFlOjVDxQgylxHC8NzIKGdML8Sa6cUBXfEiKRWFNvpZnRHLkSQV9PnGPolT7bp3xuy0jXzNa17jkccOzdhnhLeUazFUXiEeygk7PNTSZ4FNCpTjc1G2CkRqAcgsBZsPdMySf5qm2Die0GHEqDar47XkcYmmjVAsrKsYRR+fcGjarOSWmroWa41U/zgKmcBLSkwnWaxkKAEYAi/PcI8hN7LMsm6UPJvkYQQ3EJxZMZL4GecHoumckZCjaCIKSOIMMcgailnR5lPUefB4oCw7IM4+fckKQTAdQshzJFwQ0OlhgFQdhDEUSJUlED5ZI6dgV6KmlUGztPhoyokhrYU4zBl5ty4nURVK/dJM1CirYGrxVx5qiw5TyCiJoTJKQk4BXAQboRo5YcKEfCuQN6YxEyWEso1QNUL2C6YpJ2pZSpLN0hWsVUQkRvvCT0ucc845vkqFY3+ZjXtZIkUKI+F4TOTx33SJknzVwXIQkk2RIjoUqCUiwkzUHkj71UsT6HE6AGfF2i5oy+tSsCTMLVq06KGHHuKBiuh9aSXB+5qzGLDCJdC4dsVmR+O6IaZgy3TRsixg59KKOTeMIEsYVRIsxIf4Q251dmhKIrRZRRkWMx+ckwzp8lzX4TZquommO69aFkpyUfZbN5lih4IWGUIckFaEsWfIkCmG8FpGTAzxvwbJiuiwacVYpoanoKsNQ86CFeOVKSjKyEJ0wtPXFZrHpRyCzvnnn3/ZZZf5VqCTGAMdXasLFgrXrl3rq8CbZ/369fmRls9to2JhwSxmRRHjLBiyFh84I4ckeBIXYDRRlqAgJ2ZBW/yxI1FAeDuuBObKBgNu2xEGDVFOSmmyxg12vFV8upFU4T5P7Xz3ZFPN4RyP4VJekj6jsCVUcXoeOVIOrg/2Bx54AFgtTJ+7lOF1xIgRdEjEBjpS5hynzlkiPmmtRYdxYXM33nMmrotfi7hulm9SyDaE4I8pYfOKBZr8tEpwaSHw5ae5HKBjCQGGrAITjJhoXZKET5kdyhwjL6QrKD5oKwM1YJlCOacCMaXN9PhjSDbCxGeeWCI2I0HxEKMlj32UvFlUK1KheZ9ceumlcGkKfTr0JSQ+0F+4cKG9ePjhhzdXJHyjYGrLbBxPcm/IsPzYHdNNTFCm8xYuVRAMNQyhWCyduCwqbwInx/MNBJHqCJEKLYY1Ey3NZ4uybLlUYozpNgJMTWcHBnyHODDUdAu1xaWA7XTqPBMkK1euJBEAz6zESwfCMobcDvPmzVMswYVO1mPHxPHjx6umXpBM8QBQxAYoWiGJh45IDMkpSRwwfdiwYYbIEYlFMfQlBVk9e0DIAXLRYrgXwgd/eMryS59yjqn4eY7wfPMAVXhsgAotuXJUWgqm8EdreoxnLd1AjX0e2gZkFE+hFsa+QxU3MCgbHNLVJpzsd+lqSRDPdcXiCKVe4kePHn3RRRe5i2Q7CzFrdes6jUCJQIF90w1RAxGjeA7DCkpJE5dVaHIydhC3BU6CMEbpQzCvspxw6DCIkmerY1jjbXbZlCDSVwc3+I/kXPKtG/tZnSmZ9ywxFPuF2uKScyYIUpcJG2OBlCWPBnLhMWrn+CFZLgvWkwWMBYzaWsfaW5AFQ8KTnZx4MM1aYhASxsTanlf7ynuzxJkuU1wCUydbF8OfZAEjSNjCZ1ESy4Wnk91KEkkQhwsJx7qxTBPFuK7QJIsnwWhuJYy1QnQkOvqIZetyDyUQizKOMEFbJFqpKBKahNEnwRvV4qOGZ18ssqcEcPKCCy6YOHGi77/4b0VzeSKZqsPs2bM3bdqENxeYBK6+UrZlhJH7MGDcRLUtXnEgCUemWAVj1ywhLrsPZ7rkRm0H90zHIwZrZ6h6QXISEPlpo/HUKLAgP6KQRkmzO4TBJa/ihhJWElioLS6TO3Z1uWJ7GBKt9bwXKYAmsj28p2DD4NUsYdM0y6bC1qte9Sr7l3TDottEeM597JPANEZGpBWDDOly3SqMM8Vdo4GaFj5CVg9clDoeKgAWRVZEuvTp8E1GtOzIAh/ExQ2UY63lEjniv/xyQxQWlcRgjv184LPPB2azFsrlRUhTKxtJWoiRQEdQItJF4rKENoGT8y1p11Iu+uZqhckxIJNzmnB59tlnWxQgGImO1k3txQ+anIch+ojzV155pS93Nx7EiM7lIAOgCW2e6TYu+ryNA4hlEsvJj25SZFbC5Jvlsq5ZsorsJieTRmi2kFGAGzhwoD2CAZEKxPRsa5WJ2gcDm56CZ555pm5iL1TLSJ1tuMfFqcsQko5777131qxZDA0YMGDHjh2ekmI2kX9aCtwSjDhF5a658MIL3/72t4tZeOT8doMDtxePw2QK13UlS2yyTNO6AuC3Fe23lnHW4AwyOGaV2n1QFSq+ZV8JWavcrMWMaGpNNMtcZh2AddXftQ2MjCaVfEDJKSE7Ajc9sEBJCA+Z0uJZMyrXWbFnz55sGjXXEH1qTGEQRkTWYtYqwtG1YoQ8ZIpaFsqs2oZXUGZc3ggHDx4saT5c5Mr+yeorX/lKK7JpUXPpg6An/owZM2CInFluQJKs3n777bfccsu73/3uRx55hJEcJzpSp0rdeuut/I+mRfnGMe5ZGhaZxeRPnrzWYMimx1WU1XULETILfyFZyiXjacsslwi17GRD2VfL80dW9tH0uqGK9sNlSMp80/ESbyVogyHfd5/61KeYFhgF6HSewM4CEsEohrIIHdDp06crmaYLLMddUuTXMbVDUixCj3dH3AvdUNwyF4MEw5SMl/jLUAJLDBFigJVj8TYppoOHS6mRWanh8Lhx48RCnpC5bQke1rBQgSaM6BA/ZTMw0oKdlpwCnkuJN14FYYgEpEj4GQf4xqUEgiHXylvSyzibjXtMziWMlh2flfLDeefZa/gd73iH9yU595IETjpy0giaHDOrOjK1X/jH9+vXz96rIwGchfgjvdyw7k033QTlUmSDOMAgHahlVus8c8Y9CQzf+9738LFMTRK0plgld6CEI8feDQaR8ixGnicPttu65mLSWsJ5cOre+MY35s97Ek6h/e5xVMt3VcyzQ3h2GYVx/nGCidwjwhaGHLGY5ZEzDXBOQG2HKxJPKjwcw2gmysW1115runQT8pUdrYViiifmskw5JLNWFy19ISE2dRUJrS77JLmgI5dus5wHPGsBZTBkOdlJmuQRgOyW4uHUySziITlJEo0oRJg9MJd7QuCbGFN3rYuJP1ndBpNow9C0i+Spryxwye7Kc1Ab93QxssFnOpyXNz5PmjTJlUXBdHIM+aOPPrp+/Xq3M7UgTzjiwgucnJOUa/taPRisqCtX9jG/6czhWItlS5tCiEd8hlE+c0/gNEOskVDAkJsVzGEsIXzHySp4o7lzCrFPzeqgYgif1Qu1Uy8tKdd5wAqSCQFYz35/4QtfWLJkifgtZkm+YuwHHYwI3/rWt7rEbaGMECLhSY0ayUu3Ocb151Xx6le/mgU53bBhQzQr+NWe21xC0oH4Yyg7iiHnHqFcVM7WKJIw5DaYplDFz22SZEp2DGGQIS25zbaLkedUmEKoyyDGrBhH7JvCE2iwH1wVe0AWXCJD5AIhwSPpynRC/ivtjFuFZYlVBS1qCj9j3yiGS/xxKtiXOlmy63/8x3/siZlcaalx5hvf+IbbLL+LaJb0Oj8W5QDLlkO2wG6yYBaXTMR7NN98881XXXWVeyz5TNq1/LFZsMWIiW42xY+OhLAgXvbjKsIwKHY8BbzoeMIgZauLwnOTJOuKi00HLD/zIqzSsx+1g8sQYIEmt5JBEVqecMWKFQsWLHCzx2mLWcmxHjVq1HnnnQdwPBM51w0pG8oVOxiIFKqh888/X1lVmbK0CGWBPMiTXPFjVEehYgJWfNSEoTU3qTQ9vNaihdeiKpQacV43SceTRAHJJlerDNewKFIkqPAFzSR42SAkMSpSpvDp4qkxyGercMzB0yLryhX/USBFgjEFLu0cyyQoc+MeoUUXL14Ml4Z88dx2222yZ0hymKUmsV/96ldd5UomeQnNXGhI4VQmmFXzVAH1HhANuZrtoGsUmcUxOubm8Mg2IDKurKhHJmqLTpCklXBJsJwuD0mSDQYlylouHCgk560w+UM5Rjwh4BI6Y60NtY/LTIZCx1SumbYMNARzEJbHLNJ1OoFMscylQ2KuzeOohEKwIIXnUDLo3emd50wnyHjMjjY8ZQ5gTCfX1dKUAgwh37LrWjxJQggoESYIC8kRIqdsKGrcs1zMMmWIppZQS59C5soyiZZN4YcJNFGQiqFDrhshHjFeQCwtjCOrWzdLS4hRT0CXjEjpIBEZAppcMnPmzIEJqzj5v//7vz9x4kQOyx475gLol770JcXiscceA30QtBEQAFKKMQU4Yxk+rAheduo973mPuvDBD37Qk9QH+5vf/GbPUBtkXX7ykKbp9mvr1q3ikvaFCxfi2TeaoDDcSOqsIlEBdI6BRHEYbPhQy/6+H9txwyqO61lnnZX/gy9Nix5Ibd+XhVhB4i8J5YSFvQbUZKfcozU0cuRIgfGAAudomsj71Eg5FY/UkNCREX7TNMq4loJWfnW1tkqOMFqzkOnMZvX4Jk5tJFp8PKwG6z/Sky+kGzCFIAZJWYqfIZpaWUvukr4YiXFu2ycOcC8OI6DRKv/uI4QBINdC2twMSGjRROayw8k4b1EO6FpFQkaPHq2LcchtnnOrKwNr165Vt0zkmG1WLIFYXLwyl5CHimXyDEAK0tSpUy+//HJJ07UoI66shEkZKQ0smEWucLri2KRvlcTOuE0POk0kzAkhl7ekqJapfb/8haixrLXFoJ/0RtMsLdhQ47Mu+SWXXDJ27FjnhyTb1IYOiktkgpUgI7AQM6O6orVGRiXLqhQcAnKzOEQiHaLSktshQzSHDRsm7/Jlt7RsCl5rbySChB3nSRsoayt41EYJMTaVD5HQRKaLTUsenmORVFNrUA5jLsf4HA9lJwCVMi33BBieXIBamkmxWSjYNRfhs3konsRtjKidLnup5IApYCk24Ktrd3UDXF0hB0DOYSAu6uwc4xSgJ4lC3LOXLj4uWSURWV2xpCmlZoniTW960xve8AYfqfnjYtbokAcZ/PES9f3OBw4rriNGjIBUm2VFcRFmObNIMNayfdy2ItjlLrYWJlezRJlIMxKJSv6pWVH+jdIxZFFCH+DeEkob/w+Gy4O+L0OikmJJlGtWhGeTyDltYtbjfbBCzhstXpxucG8aqZFr8eRH04KkTyGuywJKCjLEy1grOgxmAzCIGjmiQBNDmNhIkg5yU+QukmpevcoiwjAoQoEgpsyNQXL51Q1lSoYKsUwSCxhdFH0MP7Xczqx4Ev3ooJQQftozCtyWz+w9NVDzjgJWsJAZdfTWW2+dNm2aTBJSNp383nvvfeSRR6DNiqZPnjzZpUQC0NalpjS44qyyZs0ayzEuNI7ZGgX4da973UUXXWSXTbeoWTzBW51NvGeiD+fZs2fPnDnT91O+YFhDJbrExZ8kzRBPdAmDGbwTqJ00aVL5s0C+JQlaRhrpoPWSqsXMtBLneCC8HCaLUYhnySZJhKZAMBw7GXKqPJgo0Yhz5kpxKkSAWHAZzwTsWAsp59tuhZFKlCF2CNNVOQpjiD+CxHCG23gtYpb9LBEntXSiT6FyvwaXMMiQWZgoo1hAUTCatbQoZTVUeEx2JWpsmshC/JG6AFcqHGPIUDURQICdBMqk3DrVFNjxsjz33HNd8YyQGOIbOxToQ0xcNUtFkPl4aFEkyTHoviK3NGUb4QHmCaG1FxFyiWVdbYqopS+++OL8HXlQNouQWlCBQdywShLFCE1dicXHJrls+NZxg7s2dU3Pipys5u1HB62XVuIZJxKVkFxGHLWGREODValxkROsU6ZGX410rciyGChIhBNGJwvZIcGg7HrlW+2LhDy7xXttFU6tkBitAq8FZgnLkRNqddkJQx58V/Zq+YoOYs10iSbEJzTy5A7FckYzhSTEiLmZFTJauhLKSHh2+B8+lKHEyDjGKij2tSzrZolQnInnmcumC5TzHoKvf/3rvQUVS+fQqLlaCnA8a9asr3/965Jf5vJNnQMp3hLaODvIoG9To9YiNHHKlCnM+v5QdKxCOZlkSgWxlfbRXl999dWw67Ppvvvumzt3LtA7P5a2a0kIy1YMIwrYSBviBgycffbZin3//v0tEVxlCiNmYThW6DD3OCrvG+6CmrMoU4zKtVFMghE2ys/JnGCa3i7qP4d4Jgaa/FMC6SNCEORQCNZjipxZXiXvhUcYCiSckUSL8kEbzGnpYPgZnSjEgtHIUXYOsYaPTohORpPuCENRZtMqjLcZbZfEJeniKjbLXhoijxoiYVZbzCZjJJDBf6kbWv1/wBUbDJ8lihH+gOn3v//9e+65x77Y74SjrMITP+2FHTSF2qpVqwxhGAcsmq997WvhEujtmi6gyIDlgFJx8dWFZ8cmMoXhjw//RYsWwSjLYqmcrSWHP4hlXZ7zjdAUZ8nHsQeDYinGoJ8OU9SsiDcxaanZqujwuKRdJoiQN/AnWU4YJgdLi5gSrTUADnkP5cha3qrIEHdDulo246W2MBIkC/gsHcqoJYziSegERtEXsBbpFjJq50K6JlIIz1RGTSxu4A1Jn24koVjGUDArQlR0MivJLMLKRo3SRaUrdlvIVPYSE7PkJGVfSfBh2HeqXeXKm2xLILkMKIHr1q27//77vf8YIRGUT3tyWwNw1P76r//axPe+9710QBYQbR+A3njjjddccw01O2sJS9tfsbCvxOYXQWylquFtliHGMfmAs1Z8Ezgm4fPclHxRAaX3rlrr00IgZZXES8KyWdCJSIyGDo/LQjSTfS388ckyyFbhCTmktQAsahMPoYk8CChjCkOSnQ41+pQNTsCRa0vXrPiMlyMtIuFD4ekkg7GGR4RGwyNdQwXNZuliDMUs3nSEMYTCI6N4UzAc0xqNVwhPhzxDEZKEiSSjGBsvG0UoLTmxGUXJGwWOUXYbTpgwIafditTwCoQvdx9AwYpZpigK4KWC0PzTP/1TEz/60Y+qrF4CUOtCGzVqlI8euKET96xiQ4M8Qi+37BRJfnpgxbjBcq7+BJ6cxEhCcF97uaruPsIcAx8YUTOXAmWelxNIiNfWAq6oo7hkKAGHZ9TajYbakEg4QU2bGhMq6caLUJtuR8jc6JeiVQxiJCjCSKwb+/EBYUgi1KXPji7l8Kgo48WLoYynRseobnizyGUvS2jjBt6eZRWSQkWSKVpEmaRoZocQJpIyRFPCwcXTaNy4cePHjzfEpgrKTyXA0IwZM1RNcLHZfNBCklpoInCoWPnJkTKpapADpU9jdzRYWzFJ0CJPTxCnQ87P/KQPjyzHIOISstH06XAyCvwHMrcly2q2LvecBNC0Lq9IKGNQ4tKaSK2KtUYvoF5KhPmcSDlBtk0XkwWkycIMEtInyaxqdjt0sKE2E3XDYxhvs+VlNIS3OsfwbYZQCTYhYLQMxmekm1kUbJI2DAmd8PRjXxeDMjebarohjP3TZpXiiZawWGhD1AyZqATavLghpZmuNQsQe/Xqdd1114EXZQhonPutb31rzpw5XvlgQZjPHZp4BpliGeaA4IILLnjLW97iTnf1WSVLZEUeArcPCW+AvPvzCRvPMRYFplS7KIQAKyAjtFygZnWaeAqBplWoFQRTZvPIcYksmb1hJWGEyNlBVk1gWVgeCTlUn78/JZWU8ck+yxk6BJUV6/2KSjejmMCF/EBlxKswUaNDkomZoss3bShq2oCPhE4pqDSDV6RExYJR3RinRmhWmZ7VKUiXbjyMDrJhhiiba7dIYicoNHrVVVeNHDnSEJ1ssCTLIQDNnz9/yZIlGzZsUOGMmpu9wMTJAQMGmAvZnoCE/GQZRUfdJQFW0ERZN7FY2iq6/LSi5YJOhEcRBmeGuIcnYZkEj0y3CmGZFWv0jVILvQBcxiH6fI2XuhFqQxagYBsEkDgRTTy1yszzRMIUwvNPW8zWhvcnxsNklFkT8cmUFTOKikLQEGEjxVRRs2jN9QPgG88zxJQuwiCS8I1CdkLpkttOTkZBmyNNwXSWCUmKvtW1hjDIRQzi8ibAWDDFXubY+6QYO3Zs3759TSenE/BpvQt9lCxdulTBy8dKlrM1gOKL3jPA5wjiXoBrufgT9wCaERAntxZ5AokzWgaDpGArbXFAgWQzjCFCRN/cTDeqhUKj5HhMBdojwmWIr6ZIWb1fEWESWoJESYeuVFoeFXnRwSCSUOSYjB6MRCJ9zOLlWuLwmYsy/bCmir7NKEu3IUIRWSujBTdpEUkZpZmjwiA5RpaMJsOEQSEyinS1MZtYohBroIDw1kJCzqKZbgvVvCFDhgjfovYbMijY4NyVrvIVK1asXr06X0JmucG9TT1MTaTjfude2S8tNSC2TY7EE088sXnzZm8GXcuRRweVhSDPujyp8Fb7IWC6xx9/PLNR0MZ5TCyYziYhhn4YVEPlz4PLEHN1bn8SmzByGmRZyiLnUJhQFOqdimxbNhV/MOOhWm727Va62gOnkAutYK6NQiQHm1tILCUEVKYUikJAo0UkAo9NrVGSKOPhg1cYRBJokgSO2gJNLR2jmEYP7aV99UaUQA9NlzJlkhILBdusVoEdPOUjjGNwo1gaIreKnWIh3ppLQa68R426xNnXkhdXY9xCgRrMwR+ewQJBLaLDspZNwlI4MLqEMZWJeO1Rw+WBJAaL8UCrKzssH8x4UlnvVHQI5TZkbtCGT9tIRlGR8yfMgUTNaJJe9AnDhLh04BKJUYBZiE6M1BbeJ4km0kUYOrUIK4pOQBzYIXMJdUWXielq0408vKvWXCBQ+QKC5JPNst88RNEnZx/PiIkILo1mFaPgSGIUjt3+AEpolKY2dkgQO5XhGvpBrfAouNSNP4gyHS07unTiBps0daNjiihoGgodNVyGyqrpHiNy+OrcASQcKah3Kn/iTCNTjdSIcikGjUSTEXuAPzA/mSKVJVjoqUZqVISZWJYL/uKG1iiyROTRIbduo0spZhQQTaMhOmkJKdhdWESYwMJo4WPKcqyZQs0UE0kwhgiBEjSBUqVUZUmAxpDpFRprqYg1nrAQYX5ugDGUexyZSIflqGW5EOUwMQKLGQ2m8TVHKzqauIw39c4xpoMtJKEOfZtRjqF6Z39q1w5lRpLfRtygwmMa5+IzFCFYBDGNwlAmBlW2Tf5JQo1qiCSrF7muiaaYS66FpDz+bKqtZZBcq44ajVrmInbKirpGdRnMzy/h8sknn9y2bZs3QF6WhMxiKOMDO0ayhPwgDAmd1MWoxeHoZ11tYBdlFgyRsACdMbWfq0cRl01CjeEhibCdB4L1EBTNNnZCBaY2NRJEn7CN/QOnU5DtUgLr0gYqcoyFskTZIEJzdTFIhUv9Cw9VhhQt6CSJZpABK/hYZhYsUALRmojyB3iy5DP89IromFstVfMKegLBItTNWnEPyIocyLSEJpKHL90CwWiynDs9wtAvIC4PJDGqCuFLHg9GdjrKjWkKmVvS1SZvhlIC6/1KwkKb5UioZSiSKEQeSYj9NksgEkugslzgC1Llp5VwkwpE38anSlG2hC6doIQ+I+CLDPkAVzVJzFUvEQtQHldhlJ0Kz7UiGqGWjrbmWXXjF8jiI69m1Mpt9DHsoDhjOsK8SHGZjJTUHJpKoWqXpKvYKXnURUFJJCHC6Nf77fmQLnkKGN6UmrmKGndHV5tVMppZgAVtLnTofKr6xybhA6TMxdhys2JHlz6M6tLXmmgWU7t37yYxq2fPngGTiW7zoBCS0kJPo0u65OGLWvi0VgxT0EwSXGJMT8XFo5qVffSiwOXRItm0i0FPI8lsu2kkBxpAwdRF+6gYCVMU2DFFN+AIT37goiGjCNoQkPlqgTCXcgBnsz37YCLWMoXcKroeprm+3eMg4kmqTEItdGLMJcncgBtDWDyxbuMXdCNRMxGT1kRYxJhrqPDkyjNiiqSRWrh8YZRd0TamEg8HkNEmv7o0M6WRyIEV5ur9fZTpRT/TI8ytXfb7QLKPfKDArDsaQF3NAejT1f9viVw1De6ZIndxA9zJ1T/roD3llFMwNAlBE1wAKDAKLnmCcuFiDuYJAjgtnUAwvFm6ZuEZxJBorRWdRmrh8iiQROdyTPYBVLcMRaiNJES5MfNGASVq2kgyhCKkfzAoxJrRACIgVg4VQs6AqVFd3zQ5PxSiAxMnVf8IGaAAopaF2AkiMVaP2ZDR+FZcbZdMQZSLDh9SvEliUBvoR6GRWrg8mpStSkHK5kWobZPnxh2NQnCJaRxqo9bYbSTLsa+SpWvv7XeUyUEQFj0fc2tTNsQaWAAigk46JCBSVtHm+Vi6+DDaUCShRjk+mMYXHcLgvtiMA40TC7Vw2Rkk9WBn7+v9DpDNo1+KaF16RNQIgkYJgmCrAGu6R7xQcfJAbxufj0ZhvZyfQ1ALl51BNkaeCxrakCH4q3caiP7BpjRSIw7YOdiGUitXcCNZIlMwjQDCN0oOS5RzKWPqooosGobcwUhJjuQQ1MJl51F2ut7ZR4S2wN1a7x9ArmAKh9jLxqHc0fXOPiKJToYa9SPJmy9dy4FOAVPHyVwTVeWCKAspjbEciuVGycGohcumIFvYuFuN0MmPdRolhUw5cPvaaOqCArWDGWkkBlVc6CnP045gKMR4KF0TG18OoRdg7cDAWtRUZKfb3U5y1bE8DQ9GQOkr2KcYKqA5BDUCK0zHCQoLoEP4jizall7ykv8PB2OykrMdSucAAAAASUVORK5CYII="/>
                      
                    </p>
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"/>
                      
                    </p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="tbl-txt" id="para-146" title="page-1">
              
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <table>
              <tbody>
                <tr class="table">
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-147" title="page-1">
                      
                    </p>
                  </td>
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-148" title="page-13">
                      1. kép
                    </p>
                  </td>
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-149" title="page-1">
                      
                    </p>
                  </td>
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-150" title="page-1">
                      
                    </p>
                  </td>
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-151" title="page-13">
                      2. kép
                    </p>
                  </td>
                  <td class="table" valign="top">
                    <p class="tbl-txt" id="para-152" title="page-1">
                      
                    </p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="tbl-txt" id="para-153" title="page-1">
              
            </p>
          </td>
        </tr>
      </tbody>
    </table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">A 2021/1367 végrehajtási rendelet</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">13</p>
</td>
<td valign="top">
<p class="normal">A 2021/1367 végrehajtási rendelet 1. cikke értelmében az e rendelet mellékletében szereplő táblázat (1) oszlopában leírt árukat a KN‑ben az említett táblázat (2) oszlopában megjelölt KN‑kódok alá kell besorolni.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">14</p>
</td>
<td valign="top">
<p class="normal">Az e végrehajtási rendelet mellékletében található táblázat szerint:</p>
</td>
</tr>
</table>
    <table>
      <tbody>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-157" title="page-13">
              Árumegnevezés
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-158" title="page-13">
              Besorolás (KN‑kód)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-159" title="page-13">
              Indokolás
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-160" title="page-13">
              (1)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-161" title="page-13">
              (2)
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-162" title="page-13">
              (3)
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-163" title="page-14">
              Négykerekű jármű, DC 24V 800W elektromos motorral, amelyet két 12V‑os, 45Ah kapacitású újratölthető telep hajt. Kb. 65 cm szélességű, 125 cm hosszúságú és 129 cm magasságú (az ülés háttámlájánál mérve, lehajtott háttámlával 85 cm magas). Teljes tömege kb. 107 kg (telepekkel együtt 108 kg). Maximális teherbírása körülbelül 130 kg.
            </p>
            <p class="tbl-txt" id="para-164" title="page-14">
              A jármű a következő tulajdonságokkal rendelkezik:
            </p>
            <p class="tbl-txt" id="para-165" title="page-14">
              – az elülső és a hátsó részt összekötő vízszintes alappal, az alapot semmilyen módon nem lehet a felhasználó igényei szerint állítani (pl. összecsukni vagy elbillenteni),
            </p>
            <p class="tbl-txt" id="para-166" title="page-14">
              – két rugós tengellyel, hátsótengely‑meghajtással és 820 mm‑es tengelytávval,
            </p>
            <p class="tbl-txt" id="para-167" title="page-14">
              – 13‑os kapaszkodóképességgel,
            </p>
            <p class="tbl-txt" id="para-168" title="page-14">
              – 210 cm‑es fordulókörrel,
            </p>
            <p class="tbl-txt" id="para-169" title="page-14">
              – két felfújható kerékkészlettel (a hátsó kerekek nagyobbak az elsőknél),
            </p>
            <p class="tbl-txt" id="para-170" title="page-14">
              – konfigurálható, állítható magasságú, elforgatható ülés támasztékokkal és karfával, valamint a láb számára csúszásgátlóval ellátott felülettel,
            </p>
            <p class="tbl-txt" id="para-171" title="page-14">
              – állítható, lehajtható kormányoszloppal, ovális alakú kormányszarvakkal,
            </p>
            <p class="tbl-txt" id="para-172" title="page-14">
              – első és hátsó fényszórókkal, irányjelzőkkel és visszapillantó tükrökkel.
            </p>
            <p class="tbl-txt" id="para-173" title="page-15">
              – A kormányoszlopon műszerfal is van, rajta egy kapcsolódoboz, egy sebességellenőrző, egy kürtgomb, egy üresjárat‑gomb, egy villanófény‑kapcsoló, egy fényszóró‑kapcsoló, egy telepállapot‑jelző és egy sebességbeállító.
            </p>
            <p class="tbl-txt" id="para-174" title="page-15">
              A jármű két, gyorsításra, fékezésre és hátramenetbe kapcsolásra alkalmas, kézzel működtetett karral rendelkezik. A kormányzás beállítható úgy, hogy egy kézzel lehessen működtetni.
            </p>
            <p class="tbl-txt" id="para-175" title="page-15">
              „Intelligens” energia‑visszatápláló elektromágneses fékrendszerrel rendelkezik.
            </p>
            <p class="tbl-txt" id="para-176" title="page-15">
              Teljesen feltöltött telepekkel a jármű legfeljebb 45 kilométert tud megtenni, maximális sebessége kb. 15–16 km/h.
            </p>
            <p class="tbl-txt" id="para-177" title="page-15">
              Szerelhetők rá hátulra kicsi borulásgátló kerekek, bevásárlókosár, sétabot‑tartó stb.
            </p>
            <p class="tbl-txt" id="para-178" title="page-15">
              Szállítás céljából pakolható. Használható közúton, járdán, gyalogúton, parkok ösvényein, kerékpárutakon és egyes szabadidős útvonalakon, vagy gyalogosok számára fenntartott helyeken (pl. bevásárlónegyedekben).
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-179" title="page-16">
              8703 10 18 alszám
            </p>
          </td>
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-180" title="page-16">
              A besorolást a [KN] értelmezésére vonatkozó 1. és 6. általános szabály, valamint a 8703, a 8703 10 és a 8703 10 18 KN‑kód szövege határozza meg.
            </p>
            <p class="tbl-txt" id="para-181" title="page-17">
              A 8713 vtsz. alá, fogyatékos személy részére szánt rokkantkocsiként történő besorolása kizárt, mivel a járművet nem kifejezetten fogyatékos személyek szállítására tervezték: nem rendelkezik a fogyatékosság enyhítését szolgáló speciális jellemzőkkel.
            </p>
            <p class="tbl-txt" id="para-182" title="page-17">
              Jóllehet a jármű kialakítása olyan, hogy egy kézzel is lehet irányítani a kormányzást, valamint egy kényelmes forgó ülése van, támasztékokkal, és csúszásgátló felülettel a lábnak (továbbá opcionálisan felszerelhető kicsi borulásgátló kerekekkel), e tulajdonságok objektíven nem olyan speciális jellemzők, amelyeket a fogyatékosság enyhítésére szántak (lásd a [KN] Magyarázata 8713 90 00 vámtarifaalszámhoz tartozó magyarázatát, a HR Magyarázat 8713 vtsz.‑hoz tartozó magyarázatát és a HR 8703.10/1 Áruosztályozási Véleményt).
            </p>
            <p class="tbl-txt" id="para-183" title="page-17">
              Továbbá a külön álló, állítható kormányoszloppal felszerelt járművek, valamint a 10 km/h sebességet meghaladó maximális sebességű járművek nem tartoznak a 8713 vtsz. alá (lásd szintén a [KN] Magyarázata 8713 90 00 vámtarifaalszámhoz tartozó magyarázatát).
            </p>
            <p class="tbl-txt" id="para-184" title="page-18">
              A járművet személyek szállítására használják, és a vám elé állításkor nem lehet kizárólag fogyatékos személyeknek szánt járműként azonosítani [(2016. május 26‑i Invamed Group és társai ítélet, C‑198/15, EU:C:2016:362)] objektív jellemzői és tulajdonságai alapján, amelyeket a vámkezeléskor kell értékelni [(2016. május 26‑i Latvijas propāna gāze ítélet, C‑286/15, EU:C:2016:363)]. Nem vehetők figyelembe a jármű vámkezelés utáni átalakításai, sem a nemzeti hatóságok által bármely, a vámjogszabályokban meghatározottaktól eltérő célból végzett értékelés.
            </p>
            <p class="tbl-txt" id="para-185" title="page-18">
              A jármű a személyszállításra szolgáló járműveknek egy speciális típusa.
            </p>
            <p class="tbl-txt" id="para-186" title="page-18">
              Ezért a 8703 10 18 KN‑kód alá kell besorolni elsősorban személyszállításra tervezett, a golfkocsikhoz hasonló gépjárműként.
            </p>
          </td>
        </tr>
        <tr class="table">
          <td class="table" valign="top">
            <p class="tbl-txt" id="para-187" title="page-1">
              
            </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="C19Centre" id="para-188" title="page-19">
      
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wcvF46bo7WLI8vBjmlrw7BhWcHjDk8/n7hgkADhy7AihAb5nKoDyg4KzunbgLvG4/U+fnx7/94tiZGBoZ4O82KCNi/PPLJrXfWRnWeqCi/WlzQ1lLc0Hrt+/viN88evNVa1nDnefLrq8snyhspDxXs2rVmUHunv7uVgnZ4QVVt9rBOxtn9kBLWEHEH5gGwUyY+/HBBloVgYGnz94umOTWsD3e39XLgp0cEH89ddqS2pO7onNzvZx53DoqMyjU7BW1PJHJqVHYvuzAW3Ygf+JiUqaHXOvIO7tty92TwEzyrGV1CD/8WUHfo0irrBDA1ePtewZH5KTJBnXKhvzrykZYvmBkPsRbNg0y3dndiBPk6hAW7I/F0jgjyiQ31iwnxjwnziwv3iIvyiQ70jAj1CfJ39Pey8XTkeLiAY2I52bDsuk8O2YrMooKvAB1ApFjSqJdJYNrS46NDGM3WjI3/Xy6IWve/evigrPTA3JSoy0HNhSvSBravPHiu6cfZ468UTD6+cfNR8+nFzw5OWMzB92FR/92Lt7fN1dy/V37lUf72x5uKJkrID+atzMiL93TwdORmpSY0N9T1d7cPDA6N/ecoC4F4BZR/eu7Nh1bIwH9cQb+es1NjKQ7taTlWWFmxOjw1y4ICLNQdHwLIC2WblwGa62kHB6BDq75kUFbwsM3XL6qVVxYVvXjwG9gNZAf/VXhZsdOgTUJZ3q+XK6iULIgM8gBbxkQG+no54S0MdLSU9HWVTE20SwRgeZQeulYerTZCfS2SYT3x0YHJsSFpCeFp8aFKUf2yoV0SAa7C3A2KtG9fNxdbZievgwLazY3K5DDabymSSGQySNZNsy6F7utkvyEi+cuksPC+Cc/omIFLub246t2HNkvSE8Lnx4VtXLaov23/rwolHV08/bz7zouXs85YzkAB70nT60aWTredP3DlX03rp5L3L9Xcu1l0/e7yx5siRAvDLScHezp7OdssWLQBBzBvs/jQ68OnTMKgC1ADqLxmWffGyt2+0rF66MCrQMzrQMzc7/WR50fkTZVtWLgr0sGfRcFYkU5aVJYdJcrChuTnY+Lo7hAV4JEYHL0iNW5Y1d2veisuNJ/t6OzAN+J93sYC/wRn8HsCm/ARGWRQ8YxXxI7zRYd4Q71HrrU2rl4CzhCLe1YGFM9dTUpaWlReXkZeUU5JRVlPQ1lE1Mta2xBvR6ARbO4abq62/j2tYsE9MuF9suG9smE9UsGeon4u/h72Pq52nq72rq52jM8fBkW1nz+Jw6WwOzcbGyo7LAL6Ghfiuzs25fbMJvCxWUqGH/hsY7e7uqKspW71kflZqTHZq7K4Ny09V7L/eWHXvUu3jS/VPLp96fOnko4t1Dy/WPThfe6+x+s6Zqttnq+6cq7574cTN89XXzh67fKqstmzf7s25GYnhPq62IGx2bF37+sWj0eE+VMZgd/Fn54CdlACCRf8MCI6IQbDoNwGbjQwPjfAGbl1vXr1sYXyoL0QaW1YvaTheUn5w99y4MHtrMo1iyqCacxgER46Vu6M1CDnQb+GBHrHhfvFRQQsXpFaWFr15/Xh4uA/KK/5Pfw3BL/1rIPiNnwKW/33K8qktmIEDAWU/DYOEBcrClDcyPDzMe/384c7Nq4F2ULJT8Ebq6kBVMTFpEWFpcWEZSTFZaSlFGTllOUV1JRVtNU19bT1jfVOcCYmMZzEo4DidHW3As7o4cRztIAJjOdgybW0ZwFQbjpU1m8qypjKtqeBr7W3pvl5OUREB27etf/H8AQhKrKT6OWO+wuj7928ry4pW5mRkJkcvBMquX1ZbvOvKyeKbDZV3zxwHjraerW49cxzSYHdOH7t1uvLWmcqbZyqvN1RcPVV2qe5oY83huvL9hws25i3LiA33dndkRIf71lSV9HZ/4D8zPzsB/hI+IP31qj8D/qG+HFaw9DeB7YC87PMnDwu2b0qLCZkbF75369q68iIIkX2cbJhkMzrFzJpuyWUSnbhW7g5MZI4sH1dumL/bwsyU8vKiFy8fDPK6R1AvJuRf+fhHz+QP4MtP/Ayw6ieU5bPzC75eyE9jgNNEZ4qq5qFoREEp70Pb88I9m8L8XW1ZJDMjTXU1eRlFaXF5yTkykrOlpWZLSwrLSorISYnKy4gpyosrKYgryUspycsrK6qqKWtqqurqahoa6Rqb6BubGJiY6puZ6ZnhDHCWRmDmFobmOCNznDHe0oRKNuPaUIICPYqKCjo7343C8/IZ6Pb8Gt68eXm0aO+S+ckZsWGZCZE71uTUFG07f7zwyokjzSeKW2pL+HatrvTGybLrdaWQaD5ZfKX28IXqg6cr9tUc3XnsUH5Z4dZDu9duXbsoMz0qyNfe1YmZszD99o1m3uAA6geM4etzEOTTr+FbG/CX/zYEm/4OCHZAjB0CyvZ2dZyqqViUHg/PbcGWvF0bV0X4uVmDhCWiV7LWVhZsmqU9i+TKoXo7W0cEeyzOTC7cs+XqlTPtHa95wz1DwxBuou77/GMKfuP3gb/Lb0Cw3WcIlmLg31kApAWrMTb+jb/6N8Df9OvEF/CPODTM6+56X3Zkr5+HHcXS0ERfXVdTRUNDRUldWUpJTlxeRlxBVkxRVkRBBpmirKii7Bx5aWCzmLSUhIy0BDaVkpOVlpeTVpCTUZSVU5ZVVFNU0VBW1VRBU3UlDU1VHW11Q31NgqVxdFRo47mGwcE+1In87+H16+f79mxLjQ2JCfKCknFldsrB7aurD+84WbLnVMme0yUFDWV7G8r2nSnf31hxAOxsxYH6sr3A1Aqg6a71ezbnbl+3dOuanA25mbk5aUDZqFAPN2emr7fT/oKdbW/f8Hi8IawLu+D3MAhy59fwrQ34y38bgk0/g387fgb+Kv72cFZDPN7wYP/wQF9jfQ2qhQz1XZgWFxfiw7WypBOMEVPZFDcHVqC3U3JM8MpFGQXb19dWl9y9dbWz/c0Qrxd7uT0ILunrC+T/xNcQ/DYGwaLPEOzzDQg2+opaghW/AH8zAGz2N8GybwO2+5L4kuYDuRcMvIG+2qpSX3d7gpmuqZ66tqqChqqShoayirqSsrqiorqinLqStKqipLKcuBI4WikRefC7EqIykqLggKWk5khLzZGSQglkEsLSEmJy0pIKslKKGIMVZBSV5FRVlXS1NO24Njt3bH/16iWq1f87GYIAwmD3js1Bvi5errZerlwQzcsyk7bmLd6zecX+rblA38O71oIV7cxD0x1rDuSv3rUpd0ve4rzlC5ZmpWbNTchIikqJDokP848O8Y4Icgv2dfRwsXawY6YmxV4439g/0AdSHnJA8Hv/RvzsXvwScFYQGY8MDQz195w+UQnBsT2T6Gxj5cplBHkCR0MWLUheu3LR3p0bj5cfunK+/lHrzQ9trwcGuoeGQXGB5gGP8B+4rt/G76Is4O/cEljJG7x8viEhOpRJtjA31FZTlIGSX1VZFo83tbahGZvqq2qpgJCVU5EHRSurDFxEskFMDlgLBJWcIyU5R1KCPxWSFJ8jKS4iDQpYUkJOSlpeGiirpCyvq6vt5Oi4Zcvm+/fv9ff3wyn93XsG6OnpPly038vDkcOmsllkR1t6kLdTXIRfenxIVmrEkvlxy7OSlmUmQiInIzY7LWpeUlhKbHB8hH9EkGegl7OPm4Onk60LyGs2zc6aYs8mO3Io9hwrWw7N3cVux/Ytb9+9wm7wf+bWQib8DIIVP2J4ZBgo23n2ZCU8cjY0S08nzqol2bXHSq9eOnvn1tVnT+5+aHsx0Ns+zOsBcqNwbRSOguzzRUEm//1n4wsEi/5B/P59fy9lfxtwQZ+GeG9fPqmpLN64ZkVaQpQ9h2FmrKOno+rr65Y+N4HBpIBg1VAHtaAKggFMDWSDmqK8spyckpyMArBSVkpWBkySrxOQVJCSkpeSVZRRVJHX0FIlkSxjY6NLSoqfP38OfOX3WBT8/G8C3Mzly+cT4iMYNDyNakmn4GzoeAcbqqs9E5yuv5cjOOBAb2dfD3uY9XC2cXO0drVnQVnpbMuwoROZZEusgYQ51dKUbGFEtjCg4g1pZHOGFd6GRU1NTbhy5QJvCEk9we/9xYDIN9zf+f5FZfG+jOTIRfOTjh7a9/De3f7ebt5g/yAPioj+IeA0av49CE75d+bqfxB/mLJwYZiBuocCemQYKDvQ+7Ht1dN7t1rON9QeLtyzdvXSxQsz9hXkHzywa156YmRIYKCPp6uDLZtOoRBwlmbGJka6+rqaWlpq6hqqEISpqCiqqauAQUJHR9PIWF9LR11NQ8nUzNDXz3Pz5vVXr17p7Ozka0c+fl/+Dre9f7179zZXZ1sa1mqMRjJjUMyZVpYsOpGF1fWCMelEILQV2QK9XaNacJgkMCuiGd7MwNJE3wLMWN/cSNfMUNvUQAtnoovHGcLGPp4upcVF/X1odAXBr/2VAPkDTyxvoOd607mNq5dsXrei6eKZzo73AwMDQ6BmhkAx8AZB7o4MwRSM37bwL44/Rtnh0WFUGws2whsYGujraHt7o+VqecmR7VvW561aumblkvV5yzeuy922Ka+wYPvOres35eUW5G/ek79p+6a1kF6bu2RFTmZ2RkpyXGRokI+7uyOXy6DRCGQyDoSEubmho4NNSLAPk0EiEcySEqNrThx78+bFwEAf0BR+nq8HfjdlhwYHe2/fupa7fLGTPYdOJViRcVQiauhIQVNzMsEMjEQwJVgY89v1EnBGWHNeE5yJnomBFmY6Jga6Zkb6eJyJFRlPI1viLYxgS2s6afO6VW2vn6Ob/lmo/KUc1dBg/5vnjw8V7FixaP7p2qquzvav40X4Q4bN8O2vjz9EWZA7QwOjcJMG+z+8e33lwrld+VuT4mOc7Lk0Ch7uNL+9FTCDY011c+R4OHH9PZxjwwJBMCycl5Kbk7l2xeINq5YhW71sw5pla1ctzctdvHpFzuoVi7Bpzub1q3Zu2wDs37xh1eVLZz92feDxoPwSSEZgBuD3MAMoBDEvlH093Z3Xrl5ZtWKpu4sDnWpJwlqXA0fxOMQ81FECa13Ob5trZqxrDmRFaW1YSCHibNlMX0/3pLiYFUsX78zfsjN/0/IlWWFBPhwmBa6rofZ4b9dHAQn+SnyFk+nr6Tp36gTk+YFdW18+uc8b6AfC8k+S/4Dxwc9SwcxfG3+QsvDsfmx/f+t6c+G+3ckJ0Vw2A48zNjPWMzXmd+pCfQdwxrqWpvoEM32iuQHR3JCEQw29rYjmTCoe7rS9DcPVnh3g4RwV5JsQGZKRFJMzPw3Cgs15K/Zu37hn24Y9+Rvrqsta7zS/f/eir7cLirfhEVSWYYUXlrnD/Ez/Yr+O4WHeIG8AdFtfT3frndsH9u1OT4v39nKytaHRyRYU4K6FMQlEKnZuLCu8LdvKFZ4xP7eoiKCM9KTcFTnbtmw8fOjgqZN1t25ce/XyRVdnR3fXh1cvH51vPLl21eLwAM8VOQuut1zlR4SAz2f1HwQ6AVSfMjzy9NGD3ds2rlm2qOnCmYHeLpAJPDSWJMRYkHtok1/Yf/bM/z4QZeHv7wI9gwjoqngDfS+ePKw5VrZ8cZaftwuNYmlhbmBmqov6JBprG5vqmprqWgBZTQ3IOCMrgokVAchqRLI0BtcLBS6UyOCAsaZDlhwroh2dYkMj2dCIHDrZjmXlxGV4uXD9PR1C/N3mpkavy1uya8emo0WFtcePn2s823yt+eGTR2/fve3obMe6IiF+IPyiOlBw3thyuEMY1dGtam9vu3mz+Xh12b6CHfmb1m5cu3L96hVgm9auyt+0bt+u/OLDB6qrys42nmxpufzwUeu7d68+fmzv6+vl8b6uFoDgr6+vv/PRg5t7tm9Iig3buD7vXutdeDDgR2A1/xz4EJzHvwmCnABGDn8a6evpqa8+vnJxVvmRA+/fvuKLVXimUK3Ap+Efv2QhMGDDv/ls/wjQqwTs3dbfAdoWvaYd7O9qv3ut6cCOzRmJUYHernYcOhSy5ub6xuZ6hqY6RiY6QFkzM30CzpCMM7YimFlbWVhb4SDiAaaSiWZUICvqNmMBUyaVYEsnO7JoDmw6GPDVlknlMsg2dNSRgWWFQw3BmARbjpWLI8fXyzUsxD8xIXph9rzVq5dt3bb+yNEDDQ21ra03OjraQDNg9BCAf2F8QFqw9DPgSqCY6O3t7u7q/NjZ3tnxobP9A+Y7P/b19gwi2qHmsKPo/eQw3/juB9sXAUuisgZU8sMHd7ZsXpcYG7lr26anj1p5vB7sdTx2hJ+eyb8F8INDwyP9Q0O9Q4M9D25f37Fxbf6GNfduNg8P9iHfiwDnD5uNfIuygiP9hfEblEV3h09XuNCRYQg9P95sOp+/Ljc9NjQx3D86xNfZgQ2xiznOAChrgFEWuVicAQlvTCWaMiH0ZhA4DDyTiqNDqE6xoFvhGVYENKUR2HSSA8vKmc1w4jAdbRj2wFo2zZZF5bLIEK3bMCCcJzCsLGhUHI1qAVwnEUyI4KrxJiSiKY2Gt7Nl+Pq4pqXG7cjfcP7c6bZ3b4BCWC3Nj1xBp/4LfLk2fgLwdZoPbENYCMZ/LS3AV2uxoXJGhgcG++/cublu9Yqk2PD9e/KfPr03MNgFpBke4UHwA9n2Za9/MfhnC6wc4A13Dwx0tr15WnmkMG/JwlPVFd2d70ZHBvlUxcDfHm7u18Y/wn8BvkVZdP3w8PEvBt2eoaFnjx/u37F5fmLkgqToFVlpC1Lj3FxsIdbGmRuYmukhVWCkbW6ii7cwJBONrSim4Ca5LBKXSbSmWTKt8EwagUUnWTNQTy82i2JnQ3PlsNxt2a52bGdbliOXacdhgMTksK1sWBQ2k8yiE4HcNKolGL9TDR5niPrVmKNu5fyACeIn2DI6InDv7u0PWu8N9KE+sb+kLP+S/omAY6LHGMPAQP+15ssrlmUnJUQdOrTv1atng7y+oWEQ36AlwJP9e3gAt2nkhx+gcBgYGu7p7++8erlx85oVhTu2Pn94d3ioZ+QT71+RD/8R/F7K9vf3nT9zeuXizEXp8euWZe3auGrVkkxvD0dwe3zKgpY1MdZBAx2DKiAYU8mmDCsch0m0ZYHLJFjTiUBWGxYVGAlmy6E72Vl72HO8HLjujhwIxZxsWfYC1tIx1qJujALWUiyoJBy/+zgIYn4F0+eREBB3gc2ujrYb1619cO8+BBhfKPsvBZ+1ANC4vT0dF8+fWrxofmpKQmnpkTdvXgBrh4cHgLJYTv4b8Jmyo4iyr149Lircs37l0itn6ge724eHeodH//+j7If378uLj6xYOG/d0szdm1YX79u+de0KkLNkvAkWfumZmOjAFOu0bUQhmtDIZqAHuCyigw3V1hrISmYzKcBFOy7DHsyW6eJg4+nABcp6OHLdUKdFa9Ty0M7awZYlcLfWyN2yGCR+Zzp+x3FUhwrExRuRIKojAH0NzU11caa6EPW7OdkW7Mp/++bFCEjbzzHQv+4+wZEB2I+Aqx3s7vpwpqFufkZaWkpizfHK9vdveIM9sPx3dAP+p0BA2U+j4PQ7G8/Wrs5dfPjA3jfPn40ODQwNofqWf11W/JvxuygL80+fPN63Z+fqJVn5a5cf2rW5pqRw77b14QFeNKI53swA9IAp38Wao8E1qAQTOsmURcXZWZOduDR7GyqXTQUKQrjmYMdysrd2tLd2deR4OiLKejrZgqN1Bkdrz0Ydbu3ZGGtRh1suJhJASGD9xS0haANRSyGZUkhIeNCo5kQ8uFtdSzMdEk7fimgSHuxdV1Pe292OKo8x/EtZC8B4C2ELxOKD7R/eVVWWpSTEZWakNZ6u7e58OzLcj7ozYifA35K/1x8D/whfIFgqAEbZT0Ojw/3Pn97bkb9+1Yqc5qbLvIEB/iMFU8GG//34u5QVBJJ3bt/csXXj+tycgs1rygt3NxwvObxne0xoAINkQTA35FPWzESX72WBsgyKOZtm6WBDcbGjO3Jpdhwa+FdHe5aLo42rE8fFiePhbOvtbOfjYuftau/pbAsMdnJgg0FI52gLCoFPWdRNHFMIJL6uRRUOFHPgK4OGY9ItgLtEvAHRQo9iid7+W9MJixdm3Lt7fXgI1UkhD/jvuFWfsM+cDPJ4/e/evDx6+GBiXNSynMymi2f6ejpQdRPKPwEEe3wDsPonhmU9tvfnQwjW/ATYIrhOdL9GhvvOnT2ZNT/lwN4dHR/aoBSAnSAT0K7/V/AtygLgKpGLxS559FpLU/7GvC2rlx7M31Bz5MDF2mMVhQUpkaHWVAIBZ4Qoa6QD8RDmZU2oRFAFFhD1O3Ks3BxYrg4sJweWs6O1m7ONhxvX080WzNvNztfN3s/dwc/DwcfNzsOF6+rMdnViuzmxXexZjrZ0ey6oCCuuDYWDdAUJVSDQLOhYHQLdypzFwFszCeBoqSQTCsHQimBIJxnTSKa+Hg5lR/b3fHyPviv2Ve3Bvw5wfNT6CdVWoBEDXr18dqiwICkuMi938d0bzUP9faOoCz0iHfK3vzgXWAC5/BPDKilG0T/wkHyNA7wf/gQpfkd0EBuwEToa/6iwaGQE+xorj9dbW12ZnhhbWVw0NDgA67+UNoLf+xoY2X+0/xL8BmVRnvCncM1Xmy5uXb8yP2/50V1bT5YcvHLyeM3h/QsSIm2ZJJCzOFN9M2O+izXGem9jbZ2YoArons42Xi4cmHq7cVGncE97P48fLcDLMdDbyd8TWGvr5cqBLcE8nKyB5c4O4JXp9rYQq1G4NsBaojUTD54VWAse15qJqh2YNAIEZ1YkMwboEIo5g2zGYRCWLkx/2Hp9hNc/whvCbvA/djcQE/6RXWBjRC2MFqOjQ7yh/ufPHhXs2DI3KebQ3h1vnj0a4Q3yUE+x4f4fRnhfVZnxAU/VEJ+S2EEQhnkjA90j3e957W973r5pf/qq7cGLtnuP2+4/evvo8ZsXz9+8ffO+vaOnq5vX2zsy0DfKGxgdGRwe7eeN9g0Odp0/dSIzKW7nhrVvXzxHr09Q0xjU8A07vR8xgh4CZAA02AP6eSz9zwNcnSD158DPKAB/FlFWsODbgKtpunxuU97y7WtXHN29rbb4wKW6YydLDy5Oj3HikMHPQdgOjhZCeIIln7LgCPEgQ51sGUBBX1dbXxduoLt9iJdTqLdziJdzsJdTkLdTsI9ziK9LiK9rsLdToKcjbOCPXK+ttyuiuLsz28URhC/dwRZ0BdWWTeZYkzDWEpg0COasuGyGNYPKtCLRyZZMNHQSnknBMSnmQb4uNceK+3s+QlnN91GCy/gK/Iv/AsFSDOi+/douP4Ngz5/nHjBucHCg58GdGzs2rVuRs6Chvqqr633/0EDPMK9vFAsMh7HhFeHEhkdRjw4ebxC9ih7k9ff2dbR3vnz+9mbzq9rq5wf2t27bfmXL7tNbi2q3V1YV1FYWnq4qOnPiyNmTpY3nys9frzjfeqzxSe25d+ebum/c6nlyr7ftaV/bswvVpfMjg1PDgk4dq+zp+sjjDWCvadGbbuztFzIAZM0AOh+0GH0re0iwQnAdfxSCTMGy5fdkIx+CfX4KwbqvPAKkYfnPKYtu108BC+GCrlw6s3HNkm15yw7t3FR5aE9jTdmp8kOrspM9nRhQTONwhiBkLdHAhiYQ1EN0z7AicFhUR1uGpzPX39U+0N0ByBrh6xbp7x7h54bM3y0ywD0ywCPC3z3czy3M1zXM2wWo7O9h7+tuC07XGzVgZYO7dbFnONnS7DlU8LVsFpHFIFozKFxrmj2XZcOiWdMpTCqBRcFbWxFYVEugLJdFWr9m+esXT4EOX3sX/tVhV/nrlOVvxgd/CUAwj0GwCINgz19QdnSUN8Tr6+/pbDp3duXS7I2bVt5rvcHrB9IOodcLiKbg/YegCOAN84YHeoY6Pwy8eN59raWt5sST3ftur1jTnJje5B160c6n0T3ydNzSquw9R3MrD6w7u3fjtcPrrh1fffls7tkrS2talpZeydnXmLHuakLO7aSFdxcte7R54/1d248tyVwe6JHh6bx31fInd6/39bcPDPfBz8ED0z86OjgC/PyEWuMNo97RQ5AaQpQFvvIbkgquA4Pgsn83YBdBpnym7G8D+xEEwT5fARYKNsLwE8piu/y4Gj2APwVaODrYdKlh0+rFm1bm7N26tmT/jtNVxacrD29YNt/fg8ti4i3xxqZmehZAWbwJhYiGcoAYn2Nt5WDL9HSyDXJ3CvNxjQrwiAnyig32hik/ERfiA9PoQE9YBQY8BuKC68Wkgj2SCpiicEfNrplOdnTwtcBaDhvULdXWhgYHh5+wZpBZQFY02AlQ1gK0AY1omhAb1nzlIm9gkP9m4ccLwbzIL3OED/5mAEhjuYK2ESz6auFvAjaEH+0f5vW/f/H8wI5tC1Ljyg8Xvn/5aqRvYHSAhwbIGobVvb0D7T1tT95fv/Cs7PCjvLxHCSkP3f3uU20fGFnd1Sa06JKaqE43YxdeyzvcuKnh1ObrJzfer9vwsGHdvaY1d1pX3bi3+vLttQ1N62vOLdpxySPiIpF9jkC/ZMW8wLSpZNAPshkHXBxLEqKvH9z98cG1ge43fUNdfaOD3T+M9Hz6NDD6A+ohDc8y+HvgLw8MOdhB1MUfu87P4F/474Rgn59CsO4bEGz0DQg2+gz+QshiRNlfrv4J0Ja8litnN61asnZp5s4NK4t2b6krP3z2eHH+mpxQPycuh0Iim5vjDPDYsIQUEkT0FgwaAfjkaMfycrYL8XIBXsaH+iaE+SWG+0MCDBKJ4QGwhE9cIDGwFnxwuL97qL9bkA8SuKB9MY/LBe66OVk72jPsQSRwaVwbUAVUey6dy7ZiM8nWNCLbimhthWdRcEBZKsHYw9WuvORoX08PUFZwFZ/Bv+zfvuRf3Ya/8JeA5V+tgu2QDwXKfnz3tqrwQFZMxPL56Y0NJ7t6OwfRq//u/s63H+/daDte/mRD3s2U5CZPrxYK44GB+Ss1vXZ5rY/Smu8lNB7J6LVacJ/EL7u74djZTedqN96o3tRavulO2abbVZtu1226U7/p1ulN1xq2Nl9cWdHiHX0NR7xhYNqqqX9fXf+6uu5FDd1zRuYNNPo5X9/WFcveVpf33L/J62zr5/X2jAz1gQca/QTs5KG6QL6XRZRFOkGgGv5agKIS0zUIkMWohy1/5lvAwoLBG1fPb169dHXOPNAG+/M31JQUnqsu3bNxRXSIh7MTi8YggqMloCGOUdsXGtUSUZZt5WRv7ePqEO7jHheCxn1IiQpKjQ6GRFJEAKRTooKTIgKBu1+ICxYV7BUe6BHq7xrs6wzBWYCXA3AXAjVPV46rk7WzIxOIa4vcLQW4a2tDZbNQDwIug2JDA9YiYQBelsOibNm4vu3tW74wEFzJZ2Ac+ztX/asb8Hf8GX66ChwXuKzBYd5Ax5vXxw8dyIoNjQ5y37x55aPHN0Frdjadf1m4/0nmoicu/g8sWPcNyA+1cM+UDd7KanwQV/gwR/qdkNTbmbLvpim/ETN9bRnwNHT9jZzKhrUXSra0FOTf2LXj1t5dNw/vulG77drlvEvX5p+4EbDxDsn9oY7ZU3WD14rab+W1XsppPJBSvS6hekFKpUFRu8GYdMHN58bCnMeHCt9dPtf19FF/Z/sgSJfRga5P/d0jfYMjAyjgG4GHG1GWLw/+IQgu/e9l6Z/BTyjLT30LsCG6hpHBWy0Xt6xZmpudvnnV4oIta48d3nuuprRw+9qEKD93Nw6LTSUQTQkEgZD9irJsP3enSH/PpPCAjPjw+YmR8xIi5saFpcWEpMeGgmEMDgIGA2v5FhvmGxXiFRHkwR9hLtjXJcgHcdfHw87DjePmwnZxYtnbWtlxqcBdO66VjTXJ1pqCNQSjcEDmWlnQyWZ0qmX2gox7d+/+KmX/lYBABvNfQwO97R9OVxxdGOsX4UhdEup5ceu6V/lbHscmPmC7PDQkP1cyeiOj+1Zc642w2utZSq+nyb+eKv1ymuTjmdJPZsq3TVXrmGHwRpr2xCL4vveSm4m7rmSWnV1c07D0eMOy8nOLD95I2/I4cNErdsw7Y/cP6ladyuYdCoadcjrtUhqvJVQeiyrdm6PcKqR8a7biFSHFc9JaZ/QtG9h258Mjri9f9qK8pKf1Zn/Hm+6hzo/DH0GloOYQQ2D8IO0fA2QvVrz8vbL6n4TfRVnUt2tk8Pb1S5vXLF2ambJ+xcKdG1aBnG2sLinduy0jMczT3Y4NLo5kTkAjymOUpVjSrfBsJsXJztrfwzkqwDs1JiQ7PW7h3PjM1JgFydHAXWAwn7vAWvC4wFq+xYf7A2ujQ5C7jQjyBI/L526Aj5OPl72HO9fVhe3owHByYKCEPQO5WxuqA5vmYIM6wXIYBCYVDZAYGRbUeKZhaEgwoMu/B8MjQ8NoQBCsK3b3xxs15dtDvVaQzPfgCZeYDo/wnCeqZi9ktF6IKj8Xknk5Q/rFNOmXU2VeTld8JaT5VlK/TdnsnQ7hg77VR0N2J87hA9XjFdPvsU3wE27UM7ukp45pTxySH9vGPWGFvsC7vtGhdyjj+xQsB2Ut+qRM+iT0u8W1389RfT1TEQ74Ypry4+mKrdOkb08Rb50qc1dIqUlS7ZSS1gkjk7POLjcWLXlwpOjuudob18+1Prj56tWzno8dQwMDw5Bd8JBjt11wSX8x/H3K8jE8PHDndtOW9SsWL0jKW5a5NW/ZoV1bGo4dPX6oICct3tvNwZplRSSY/UhZrPmVNZ3kyGX6ujmGB3ilJYQvyUpdkpmSnZEAlpUW96vEBePLhoRw/zhsuK7oUJ9IjLtA3CB/Vz9vR083rosjC0SCh5sNJBxt6U5gXJqzLcPBhooajllZWpHMXZ24Rw8X9vZ0C67hXwDwSQjgWmHKG0LtcIcHB0b6ecO9vK62npvXH+etPWvNrlPXuyKr/Vhc5/UsjVczFJ7Nknk8R+apmPwrCdU2Wb0P6rgPxvQPJMcOO78un6iegLg+//i+kOSeqLkfozM+hCS0eYV32gZ0MLza6J7vKe7tBJdOU4duDesuGVKXmEWvmPmgmGmfiEHPHJ3O2RptM1TfTFF8O17+3TiFpxNkWieKtU4UfjJe5Pl4iQeTpa9Nk2qcLVknq1ZP5dRGx+zKiF+aGb906bzNG1Ydryh+/OAu6no5PADCBj11v7sPJjgFPgTz/0r8bsqODD64f33H1jU5C5JXL5m/aWXOvm3r6koP1R4tzF2Q5utqx2aQSJbGBEtjvpaF8ItOxbNoRDtrK1jp6+4QF+EP+y5bmA7TnAVJizISF6bFZafGgmUmR39WC6F87gr8bnRQYnRQQlQg7Bsb7ofG9wzxiQjwCPR08HKyAfN1tfVx4Xo524C5O1q7ObCAuLYsEpuOp5HNbVjUrZvXt7W9w0j1LwFWTz8EQcwATAcGh/oG+nu6e14/a7/U+Hj3zjsxyQ8INvfltO7NkXsKZf0MpY7ZqhBavVc2aNPHvbegvifbdNq49XiH98Snf1ywrGP15q6dB3r2HOzetb9n38GeA4e7dhV+XL+tK3tZb2xqX1Bsv1/0oFfUkHvEkF3gENF1UIPVJ0EYEDYbFjEanKPfO0u7a4ZGx3T1d98rv56g8GaswvOx0g/Hi7WOm9M6ZvaD74QfjBG9NVb4yniRUzNkawwtG+Jit8+NDfThODvSPJ1YSZEB+3ZuenC3ZaC3A8JH1HgSCdzfBQFh/0LCAPXAGHjy5O6enRuAcKty5q1blrVzw8rjh/fVlxatX5IZ4uloxyRR8EYEC0NslG0cisBAG1AtWTQ8m0HkMIkudoxQfzcgX3xkQFJMcGpcaFpcWEZCRGZKDF8qzEuMmJsQkQ5ONz4cpunxYWnx4eCbU+PDUuNDU+JCk2NDUmJCEiMDIvzd/d3s/FxtQ7ydw3xdQ1ClmIOPO9fTmQ2/Ys9GipZBRb0eFi+c/+jhPewi/hjQ1f/UBEA3B54EFHDzwLP2Dvf39/XwPnS0X73+ZP32O75Rl8zoV6R1H8xWeS6k9GqOcpuIeqeYzgcpg3Z13CCePcx157kG9ATGdM1b1LN1e09FWVdjQ9eVy11NTZ1XrnTfbBl8dn/oxaOhB628Sxf7S4s/blj7MX1+f2TScFjiaEjisF/ksL0vz5TbJYvrEjboF9brn63dPUPj43S1jmnIyz6fKPtsnOzjcVKtE8RujJ/TPH729XFCN8cIN48RvjBO7Pj3khXGFrdWLinfsCzM387ZjuxsQwpy52alR1UcLXjz4uHwEBrfgIfaaaAKW0yg/16P+6/Gb1GW/4ZmCNU2o4rGly8fFe7Lz5mflJs9d83i+VvXLCs/sOt0+ZH8VUsjfd0c2BQK0Rg17iagztbAWtR+Bdwt2cyKYkohGJEsDKwIxiwqGvmC37wLnKKXC8fP0yHQxznI1znY3zUs0D0i2DMmzAd8KhosMjIAvCzwG/ianhiRkRw5PzV6blIEuFt/Twd/D/uoEG8QD5FBnsF+Tn6eXG9XcLRMR46VLYvMAmVCxMVFBV+5fBbrIPAHgFVaYp9b+myC2wZ8RRWb4F55vRBktbU9f/js7t3rV+6crLu8Yu0lqmurjNkTMZ3nYupvRFXeiap8EFZpF1Z5J6L+Rkq/Q5fKs3IdsQsadosciJvfv3XH4KkT/Q+a+988HHj5+OPN6+8uXui8dX3o5ZPR189HHz0cvnhx4MjRrry8j0npfSHRQ0FRo/6Rwx7BAyy3Ln2rD7LG7WK6H+dod8xUez9d+QNmb79XePu9/OvJ8o/HS90eJ9o8Xuji+FmXx8++MnZO43jR+smStTLaF918WlYt35Qe7W5H5jDMuTRzL3taQqTXxjWLrl1pHOzrGgTKjgwgXY5scOTTAEaIf19U8C38TsryQMu2tb0oPlKweH7S8szUVYsyNq1cfHTPttPlh/duXBMf7ONiSwd2AmVJqEOiOYWEWEtFUxMKyZiENySY61qaaPMNb6pDwulRLA2peCNYS6GYWlmZ0ekWTCbe2ppoa0MG2oE529KB1u5O1p7YBxf8Pe0DvVGdl5eLDWhWWIt6NUJY5uXg48bxdGa6OzFc7RmorSObyqYRaERzbw/Hysqj/QO92AX9o/g5ZX8cTW14sK+7/fmT+1cv1FeX7j+wa0P++mWbl2RumJ+8I9D3ogXzg6xJu6jaawn51yKS76eLtk8W/jBJ5O33kh/ENQd0qSNElxGm35BdUH9gXM/CZR93bv1Qtr+jurSrqqKj6PCHgv09B4/0Hy3tP1IyUHBwYPXm/rSF/cHx/W5Bgw5eQ2zXQSuHPktOpw71vazJB1G9TmGdDiEt4CvQFOzdVIW2aYofZii9myb/ZKL4zTEzr4yden7slHPjpp0ZN+vEhDknhORO6RMq7Ty2+/pleDn7ObOduRRHa4IblxzgaZOWEFJTebTnYzsaRWZ08DNlB/5alBXIkF+Cvwn8NwrRxUBnx9tjZQfByy6el5ibnb4xd9GhHZtOlR8+vAOeVZAGbDoVZ2lhgH2BAw1pgZkZhWRKJpqQCcYkSwMiTp+A0+Mb0UIf/C5MCZb6eLwBgWBIJIIZoQTekAxmaQhKA9wzpImwL2xpge2I08Ob61qY6hAtDOgUM5CtHBbR1ppozyY4cEiOHKoTF9GdQyfRSTh7Dn3n9k3vP7yD8puf3YJL+11ATUW+4isUNRBQD/R0dz68d7Ouqjh/w6qcuXGpkT6p4V6LogJXJkWuyorbkhh4xtr6taLBmxlSL6bPfjVlyvvxkz6On9Q9flrH+Nnt30t0iap3KZp81MJ3Gll1Em06bFzfu/u2BYR0hEV/DI3tCIrqDI3tikxoD4tpD4n6GBDW7eTdTbPvNWP265P7NfE98madEvqdwFQh3c4ZWl3TNHumaXZNV/swReHNBJlXE6RfTpR+Pkn6+WTpRxNF74yb0Txm8rmx4+vHjjsxbsKx8VOKJkwtnCO6S0N7NZmxMy7x2PbNB3dumpcaFeBpG+YDQosbEeh6pHD3x473SMtiL3dHkQ0iwzpg/seBKAt/v4rPW8Afcja9Pe11x4tByy6cGw+Odv3y7P1b19WVHCwt2J6VFA0BEMPKAnnZn1D2i5mRicYkgiHB0uBnBgQlgWwAahLBYBuUxgyWI/oCpy1xehbow6paZiaaZsaaxobqYCZGGuYmWhZmOkBoKtGQQTayppnZMNDoviBnbZkUFgVvQyMtX5L18PF91I8RewAF1/a7MMr/ICOfsuB1Bvo/vnp2r/5E+dZ1K7JTY5JAuoR4pEV6L0mNyM9JP7Amp2DL0u3ZMcVW5BsiSq8niX+YMKt93OR3Y8a/GzPu/bhJbWO+fztm5pvxIi+nSD6dIf1ojuIzMfW3ktrt0vrd8sb9Sma9yqYdaiZtOuZtBpZv9MzfaJu+1TB+q6D7RkLtrZDi++lyHVPk28fLvx8n2zFevmO8Yud4pa7xqh8nqryfJP9qvNSTsRIPxondGSd6bazw1XFCF8dOPzNucs2ECSUTxx2aOv7g7KkHJUX3qSjswxke9fOoX7f28YXzva+fP229sW7NEl8PTlSAQ0KIW1Kkb0nR3o8f38MjOjrK+yTofAsJ3qevhkT+D+LHNga/Cj5l4aThzg32d52urVicmZKdHr9sQQrI2V3rV1YX7as6WLBiQYqfu501A0/Eo2Zcv+ArphPIqCsBRsGf8hWjLJCVSgIzAUEMBrMYgxF3+bvgLRBrcWbaODMdMxMtU2NNMGAwsBZnqm1ppk2y0LYiGNDJaIxfNg3PYZDZNCKLik+Kj7zSdAl7hf5jpffvA6Is+uwM5mI/drXfun6pqGDzkgUJabEBabH+6bH+qVE+GbF+i1LDV2REr0iPzkoJmetvt9ZA76Swwv1Z8q+mib+ZKvR4yqyH388EezRl9rPJos8miT+eLP54isSD7yUeTpF4MVHizQTJtonS7ydKv5sk+WaS5NvvpYCdbdPl3nwv9XKS+PPxIs/HibwcK/JqrOjrMaKvv0P26juJF3+TevmdzIsxcs/Gyj4aL3F3vOi18cKXxwudHT/r5PjpNROmVk76vmSWUJGM1EENxcNmOmVs0gl/17NzY29sX/f6wqmeV08HuzuH+3qeP76fuzzbAVSBGys+2CUzOeJEVXFvTydcNdz0/z7KYkANjqGI5A32NdTXLMlMy06LWzIvaeXCuVvXLIUIrLa4cMOyrDAfFzsbChUbrwAk7M8oi0bcQKLWBHOciKkEEAN4AzLBkEowArMiGtPIpmBWJBMwIPcXvsL2GL/B1+pirEXfseazFqYwi32JXQuP0yJZ6qK23iRTBsWcRSNY00ksK0Kgn1dN9TGI50EWCC7o7wOYDRuP8L0s6IEPbW/OnT2dv3FVVnJYWpRPapR3Qrh7VJAjlKTBHpwgT46PC9PL3sqDTfQmGs5VVz2opHlWU++qqvoNReXr8irXpBQuzxFvEZG6L6F0T0TxrpD8g1nyT2bJPxWSfwY2W/7pDNlH06TuT5F4NEHi5XjJtkmy7ycrvJ0k/WKC+JMJoo8miD6YIAbWOl747nihO2Nn3xwz59o4sebx4k0TxK9MEL80UeT8RKGGibNOTp5VPXV2+UyhkjlCRyXFy4wMq51sT0X6n89MvLpp+b3SfW+bGrpfPejvax8Y6oUAa2Cg98aN5rlz47lsvL87Mz7YefG8+MbTNQP93cjL/khZMMiQf+iB/1cBURb+fgnB+s8A/zQ8xDt35tSy7LnZqbGLMxJXZKWBnD26N7+u7NCOvOUoArNj0FFXWHMrMgq8wLMK+AqqAKMsqjqAUIxgCHQkIvFqRCUa04kmNKIJg2wK3pFBNqOTzYC4VLIJGLYxUgh8R8uXB5jp8lmLUVYbqAw+GG+pR8Drw/boh7AXtgwagWFFcHHk7CvY3tH+bgRifAyCK/wmYAO4PahgQV80G+x+8fRBbVXZ2twl6XGh8cGukT52wR42Ps4MZw7JlmFpb030cLYOD/VckBa9OjNlabh/moXZQlXVDeqqe9SUDqsqHVNVOyGjdGyW2Ik5EmclFRrE5E7Pljo3TaJphkyzkNxVIbnmmTJXp0pemiJ2YZLwxQlCTeOErk8QuTlJ7OYk0RsTRVsmiV6eJHJhsujZScInJwlVT55VPnHG0QnTiybOKJo068hkoSOTZx+ePKto8swDU2bsnTpr14w5W2aLrBUWXiMtWWBNO70wvXnX+tuVB582n+l49XCgt2NgqK8XvCuvp73j7fVrl7duXuvuZstm4gK92AlhbisXz2tuusDj9Q8Pf01ZwdMuyKH/NL5JWX4x+iUNXqrp0vmVOQsWJEcvTI9fMj8ZfV55x6ba0kP7t6yFCMzLhYO+3ot5WcTanxgIAzMa1dyKAgEZcrdkMDI4VFMGyYxOAr6asag4JgUHDpJGQfViYMDaL+r2C2vRd8dxejgzYC24W+R0YZZgaUTAXmSQCOjg6LewdxmoZ4Q1OXd51pPH91BzUAwo738z98G/YgNYgw/6cP9209EDO3MXzk2KDAz2sPN1pHlwiE4sPJdmac8kBfu6LVk0f9/eHSdPV9+62fT8/q07Z+uOLs5azmGl6WgkS4llCM9eMnv2hmlCO6bM3vn97PypM/O/n75r4vf7xn1/cMKMoomzj4yfWTJ2ZumYGSVjppeM+b547OSSMZPLxkwuHzOlcuyUY2Onlo+bWjxuatH4GYXfC+2fJbJ1+uzcKVMXTZqcNXFizvhJKyZOWTlhysrxU1aMm7JkwvfZk76fN3la0vfT42fPztbS2hfqf2HP5gcN1e8e3Oj5+GpoCI0JMjDY8/bdy6tXLx46sCsrI9HVgUUw12NTTUO8uMkx/hCtPn7yEDXrGR6ATEBdIJH9M7sq/Hn8BmX5hSO6x9i9HrnefCVvGURf4fNTohdmJKzKmbdn85rqo/sP79yclRwd4OlowyJ/oSx6bYuNEAPG72NIpwKNLGkUPoPNqcBOsjmdjKOTzIGsLKoli2LJQNsjZvO9LKZrfyJqUQ2DhYGFueAz+DgzYDDqvUO0NCVi38ynkOAEgPQCyjLp+MT4sKbL54CyX8tZwXX+Cj79AC52ePBjx7uWy2f25K/NTIuNCvL0cmI7WhPt6OY2ZGMOFRfs45a3PKf2eOXDh/c7Oj/0DHT38XoGBroGetraHty8cby0Zn3unpiwXCY9Q1klddqs+ROnZ06YPnfcpPnjxi8eMy73uwkrxkzKHTs577vJ67+bvIlvYyZsGDNu/XdjwTb8DWzM+r+Nzftu7Mox45aMHZ87Y8Y2FaVtOtprdNSXaanOl5VKnDY1fvyE5LETUsZMSPpufOzYCZGTJkcLzU5RV17Nph9OiCldml21fePDpnPdbc8/tD19+uTW1aYzxyqPbtmUl5IY7ebEpVNwOGNtQ21lBtE4xMdhaXZaw6m6ru6PqDoP+3zkfxNlfwDhMooNR4X0HEbYkeE7N6+tW5GTGBmQGh+6IC1meXZa/trl5Qd3lxRsXzovKcjHhWtNpWLf7EQ0xV7bgmGzljALHEJ9u9FQGvyOsvxV6DviTLIlhEoQ4zMpaKBt8Mc06hdfi9wtX1EQUcSGpDD/W8z84WCxrhDYwEdY00eQIuiZEVCWAPLA38e1qrIUydmvwi/BZf4K4FIH3r97cfZU9aa1y9ITI0L8XJ1t6WwaPE5mNKKxPZuSnhRTUXLk2eMHfT3dPAwDvP4BXl9vf1d3X0dH17t3bc8et7ZcrK04un71Mi+PIFUVj+mz/CZPDxk/OXLchMTvxqd9NyF5zMSUcZMyxk1eMGZi9ncTFo6dmDV2/PyxY+eNGYPsu+8y/va39O/+ljp+TPLk8dETx0ZPnbhQXXE722qft2OBr8sWB3aapqrf1Cl+4ycEjp8QPGVKmNicNH2t1XY2+5Kii3OzduXMnRvskxTsu3Flzq78tXlrcrIzkyLDfVydbCBPSHhTyDoTQy09LRV9TWUm2SIxKqS0aN/rF8+Ghvk10EBZ1L/6r0hZwT3EIFiGvCwQFZN0KPZCnAUteP/urbXLF4X7ucaG+0JJuXh+Ml/OVhzYvXphRqi/mz2HBhQErgAvkUPFjO/tGMBXKzTAERMkJmyAliNjUCwRX7E+BVi3AtjMgkHDMWhoSrcC7v7odDGPC1M0OBceZ0TABrLlSwIwNJYM6hOB2uWg54F/fCuCk731rh1b2z+8/1alAXa92DUiDL1ve153onjlsvkJUQF+nnaOHKq1lQXEiBSCsZebw8a1K5ubLnV2dvB4P47UPtDbc+/WzcqykoKCnes2r1+yaulc0LZxEYFB3g5sK7yagvmcWYzp0z2mTAuZPDVy/OSoMZMixk6OGjclftz3SWMmp343KXXspOQx4xPHjE34bkzCmDHx330X893fosZ9F/P9xJhpU4InjvcdPyZ4zoylJFxhuN/R1OidEf6ZVoQodZVIJcVkHa3FVqTN/h7F2WkntqzZl5eTGuvvwCUTcAYknCEdxBjFFI8XBAM4NC6lnoWpgamhjr6Omp62GtnSPCok+PCBvc8f3ecN9KEuaViF9K9Slp9jgJ+lv4WfreVvDxDMf7XkawjWfYWvF/42ZcHFYvHzyEh/X9/5s6fnJcV4OliH+Lqkxoctykhctyzr4M5Nxw7u2bh8YXSoj4uDNUZENEoc0BRxF3N1LDoRdRygkWzoZBs6Ceukhf9ifLKCsa2wzgU0PItuyWIgA9ZiHvdHpwv0BY3Br4XADA3AjblYbJRjkLN4U6RJkAJBLhxOwIZFWbYk+8mj+1iPasGVfg3setE1Av+6uj6erq9asjAxMsjF3YnBZcHDZkqyNLAim4aH+hYV7gXnOjjQOwyuaJiH7i4cdGS468P7g7t2etjbUSxxRga6mlqqqqrySorScnJi8tJCyhIztWd9T50+NUBIOHGOWNIModjJ08PGTQ4bMyX6u8nx301O+tvkREj8bULc38bFgn03JnrMd+FjvoucOD52+tTIKd8HjR0fMGasz8QJ8aqKBQEeJRnxawPd1/g4740OPRgXWTo/tX5D7qXC7af2bd2Yk+7jxjbDaenqq+gbaBgbaZkYa5iZalngdKGMIuAN8OZ6Fia65kZ6pga6eJyJs4NtduaCE9XVr1+95A0OwLWgGw7xFjaExb+ZsuA1+D5FsO4z+Ku+LP9WJRciKpqOCnbo6Ggv3LfH183BgUX2craJi/DLTo9bs3h+weY1FYW78/OWJ8eGeLvb87/tDQIAFcqYQdqaDmQlcehkLoNiy6RCArGTRsRGlv25sekEawaeT1kmHVgL7lbgcTEDOqLhaaH05xu4VVQ1gSWAvqgp2Wdxwvey8MAkxUdevXTh09AIZD7/8n4JuEag7L3W1tWrcvy9bFy4cIZmdLIRyUKXRbdIS4msr6v88O41r793eGgAohMw1EJvlDcyMtjV8a5wT76bvQ0SOSQLa1A+OAMLLRWyqpyNqgxXVZojKewrKpohI5ctLr1ARHKBpEzibNHwcd9HjZkSN+b72O8mx3w3KeZv42P+Ni7mb2Oj//ZdxJi/hY39Lmby5Pip02ImIK8cNWZi2NiJYUKz11hb7Qz1WRvsfnRx+qU9m64f2n2r4uC1Y0WVuzdmJ4Ta0fGm+mr6uipGBhqmRto4E10L7CU50VyPjNNHLyDNdMkWRhy6VYC3Z072gpIjRXfv3O7p6YFrB0AmAEMwjn7hq4CyX3KJn+Av+TLLB8aon0Cw4vMqSPB34c8CsJU/h2DdZ8AuAMHM36PsCP8XoPADyu7bvcPdnm3PILpwaWH+LvOTI1dkp27LW1q6L3/3xpXzkiOD/UAb0MGr2aK+WVa2bP6UZmtNs2NZ2TGpYA6QZlK4NJItnWLLQAPKchhA5S9GsmES2UzEWjRlEtAQGxiDmTQLZHTEYLoVSA5QwyAAUDDHV8afSYxDjXKw4O/zWIukQD+P4xVlvL7+z9U1fMCVCQwTBUODvIEzp0/FRAbZMoF2RlRLXYKZpg3TImdh6oXzte3vn/d3t3e1v2t///rt2+cvXjx68qT13oMbt243Xb54qmDXpoTYEH8vh0A32yBnG3eahYOxTpSR/ioL87VEXKamaoaEZI6I2GJh0SXSsktU1eZKy0VOnh4BrB03BRgZ+d3E6O/GR383Lua7cbFjx0aPHxs1YVzspElxEyfFjwPNMCVlzJSk8d8nCs1ZYKSzxo1zNCflYtG2G9UHW0+XNR0/VLBuaaSfC9XCwFRX3VRX01xP29JQh2CqR7YwoBOMrcnmdgyiuy0zyNMxITJw6cJ5e3fkn66rffTgXs/HzmHUoxP1WYMsgEzBCPqFsvw0ZBGWX1g2YYxArOIv4c9+AUYqmApoJ1j6GbDx518RgL/8ZxCs+wz+rwhmfkbZL0dECawbE2p4Bn9DQz09XaVHDgZ5urhxGZ72jFAfx3mJocsyEzfmZh3YvnbPlpWrF89dlJGQkRydkRK9ID0uMz0+a25CdkZS1tykrPTE7LT4LFiVEJEWExIb7B3o6uBpy3a1tXa2RQ1ZwBw5VhDZ2FmDkbksEodFtAGzJrJZBIy7eDAgLtAXjEkH7WGJjRyDlC4ajIOK/8xUpExATKPqAkRZIlDWxZG7a/vWjra3qDc0BrhEKPtGP8HdGsKaaKGAY2Cw70T1sWBfDxbJhGSuZW6ogjNWdbKlLl6YdmDv1qIDOwoLtu3atm7Lhty8NUuWLV2QlZWSkhYdExsUGuTlCT6WQ6WQjUkWOgQjdXM1OaKiTIyOzlEGq4xutVFZMWfmzAWTJi2aMztHXjpVRjJCWChi9qyIaTMiJkyJmzA1bhyIhAlRY8bFjB0fP3580oQJiRMnxI4fHzN2bOK4CXPHTckaN3Xx5FnLRSSXa6of8HO9sXvd41MlT67UXq45kr8iOxIVcOAd6C4OXD8Pt/Ag//iYsIy0mCXZKetyF+ZvXLl/5+ayov2naipaLjc+e3y/q72dN4B95Qs1oURyAOuLgJEPPdZgWBZ9BX6+faEsH1+W8IEWoXFs0FuYn+3Ox4+b/Rp+Y+2X5T+nLPw8v3SA/4eGB4eGB3iDfX3dH9vfvX72+F7x4f0ZiTHJEYEpUf7zEkKXzo9flZO2ITdz+/qlOzcs274Oprl7t64t3L6xaNeWIwXbSvZtLy/cWXFw17FDu2uO7Kk5vKvq4I6K/duKtq9duzA9MdQ31Nc52M+Z37sL65No5+tu5+XCgQjdjk3hssk21iQ2Rly+IfqyYEoE14u5W1ALSOwCg9FXkChIv/6onhnIv4KxGCRbG8aKpTlPHt7/hD2B2PX/2H5geGQQDC52YLD3zOm68CBfKECN9RXNjVRIFtoUSz0mxcyWSbSDB4mBRhhnUFE4SCIYWVrqm5hpGRiq6euo6Ggqq2nIK6pJK6lIqihKqEqJaYmKuMsp5OMs9xoZrBQWWjh50vxJE7Jmz0wXnhM6bVrQ9OnxEuKJIqJxU6anTZmdNnFG0rgpCeMmJo6bmD5uQva4SYvGT84aNzlz/ORFE6asnDht46RZO6cIF8yU2CurctTKqi4p6m7J3g93r9w4feLojvyCjRv278w/cnB/ZVlx/Ynq840NTVcv3bnd/OTR7dcvH79/9+JjRxv61hdEV0ODn8Ct8hBXsU5qqOvP8NAnvqGc+QGTsxhg9gsg3/gQzH+GYKlgOeQq5ghgCumv8MsD/jHAQX6kLMwDX/k/PzTE6+nufPHs0Y3mS40nj1eXHjy8N3/r2uW52XOXL0henpWUuzAF+Lp6cXre0oz1KxZsWpm1dU3O7vUrDmzJK9q+8eiuLSV7tpXv23780K664r2nywsbqw6dO150vvrwxRNHG6uK9mxYlhjuHeBlG+DrGOjrHODt5O8FCadgf9cgPxdPV44D18rWhmLLJgNxYWprg02xWURlFjDSEiQmC1ML1gyiNZMEbpXvYsG5AlPZTDIafw4oC0qaRU1Ljr929RL68BNytJgjQQMLgcHdGxzi9Q8O9oLdv3d7YXYGzlxPX0+JSjSkkYzMDVTNdVUJhlokU1CBBlQ8esPMfycHlDU31zEx1jTSV9fVUVHXVFBWk1VWllZRkFCXFtUWFbYRFk6XlloiI5E1a/q8KRPTJk5InTQlYfK0iMnT4uaIzpORmysiMW+m8FJR6VWS8qul5ZaIimXOnJU9fUbu9NnrZwhvnCm6ZZb4ztkS+4WkD4rIHBKTOiouc1haIV9ZeR3JvCp3/pMLNS9azr68fuHt/WudL+73vn858LGN19UON4/XNzDMQ928h1EvRPTNUv7VoosfhicXPa+Dn0YGga7Y1xNgA+R1EecwNYiBT4avgfni3zAomfmNNsE1CLjEBxyNzzHB/D8C/r58/MTLflkNMuDd2zeXzjUc2rtj4+qlq3LmrshOXjovfklG3JK5cdkpkeBi02LB1/olhHvHh3rFh3klRfikxwZmJYUvz4hfv3jejrwlhVvXlOzZDG61vnR/Q+Whhqqis9VHzteVXjpVUX10z8LUKEc2kUE1ptOwoIqKY1jhgIUcaxLqh+hs7YgND+MAZkO1t6HwjT8LUzsgLpMAPs8GJC/dEuQv+GNwvSBw+V4WnC44WuArlkC+NizY51Rd1TDqxI99lR8MfbpsEBzNYH/Px/b3716/fProQdOVC8uXL8ITTPT0VK0opgwrc0tTbZyBOsFYi2SGxlekWKKGkdgbOG1TYw1jQzUDfRUdHUVNLXl1TTlVdRl1FSkNJUldBUkjaXGO0OzkOXOWSEkulpRInz0jYtL4oLFjQydMjpg2PUFCIk1WNkNScrmi4iYtzXxdne36WhvVlVbJSKwUF1krJrJFXHyHqOReUekj0sqVytpVyhpVcvJ18or1iurl6loFJkZFTnZnI6OuJadeW7Tg2vrce4W7XzSc6Lh/s7/9VX9/1wBvgP9xXSxCHB0cHe379Ams/9MnHqrE4tdjoe7TQC3YamC0v/dTP3AcUeAb7WKBlEOI7b9lsA1G1p/wFfBnKAuAHfmAg/ykvSysg4uE+PHCubPr85ZlZcTNT4nMTIlYkByeEReUFOYd4+8S5u0Q5Gkb4M7xd7MBC3DjBLpzYUmIl124twNskBzmMz8ueEl6zNpF6bvXLyvfv+1k2YHTVUXn6kovNxw7U3N048osd1srvLG6qZGKkaGKvq6Sno6SgZ6yob4KMIBMNLLlUBzsaI6fNS5iLZviYENx5FBh1okLSyi2LCJmJA5wF4yNJAQWlmG1bFjFMF/R8isu3F3sjhza29fbCRoABEBnR9vzJw9bmi6frK0+WlS4fevmVSuWZc6bGxMV5uBgY2Sio6WtZGaqjZpDWOhbAGuNNc2NNXFGYBrmRsBUdSMDVThzOG2grAGkDVWNTDSMTbXMTbUsTXWopnp0PS0nScnYmUJpIqKJ4qLhc2aFzZkZKSwULSSUJCqWLiWZIS2xUEYyT1l+m6riDkX5XfIyBdKSB8TEi0SED4sKl4iKVQpLVYnI1KloXSSSr+obX58j1yqi/EjN9DHD9pa71xUbpyYtSrOU8UUlozMG+DN024vxic2bNlw5tK/peOXdc42v7re2t73p7unqH+wfHOH1fxrqw2wAKQO+HABmgYsa/sQDZ9zLG+3hjfRDNPYLvgnwhbJIUWC7/8xgIe9zXfXPIGDYH/WyX4AoK1iMrYAp/F5nZ2dlRVnWvKS0hNDk2EBwouG+jkHu3AAXtp8jM8DVJtjTNtTbPsLfOSbIPS7EMyHMOzHcJznSF1m4T0oEmiaGeoGlRPovSolek5Oxbe2SPdvW7Nm6ZtXijAAPOwpOF2egZmqoCjTV0ZLX0pDV0pTT0pDT01EkWhqADHCyowM7MYLS+JQFw1pwC3gMUZqdNQmL1YgcFlAWhC+Z/6FagaF6LlSxgAVnFhw2deO65a13W640nT985MDavJXz5qaGBAU42tsyrCh4CzNDAx0dLXVNDRVVdQUVdXlVdTkNLUVdfRVDQw0jQw1DQ3UDAzVDfVUjfVVjOHNjDTMTTaAyAaeH2k8SjUkUMytQKeD4mUjy2tMJjlS8h4lhgLqqt7Kcq4JkgJr8XG2Nxcqqq2WUtssqF8gqFkjK7hERLxSRKBOTrhGVOSUmc15Y6uosyRYhicsiEhfFJC+KSF8Qlbuio3/fw+kxhfJ4mtSzWUqvcKzurEV9h/d2rF/30N7nuoxRk5DaeXHNk3K6pxjc+ojI/SFB2339CwIi9qak78tdVrk9/0JJ8d2GU8+vNb+7f/fdk3svHt66f6vpesul5uYrLS3Nd6/dfHr79ttHrR9ePWpve9HR3tb9sRN9nGegf5g3iEblEERpaKA51EsFiidQxNiXRFGvYliCfWgT0mjEEd4A6miMdTrm8+qfi59Q9gv6+vpO1BxPS4yGwMgfQiIXtrcj09eJFezOjfRxjA1yjw/1BEsI8wKmYmT1A0uNCUiNDUyM8o0L84oOdg/zdfRzs3GF8p1JsmUQ7dmovxcY3E46yYRBMrWm4qytcAyqOZVoTAZ1iDcEfwYJcJkudgxXByYEYV8IivlXviESg2HVC8BaUAhErjUJGz+GymIIvgjCf/sFrMVePaC3vpAIDfbIykwJDvGh0QkGRjoaWqoq6srKqopgSqoKCspy8kqyyFRk5FWkwRRUZRTVZIG+6hoKGpqKGloKUPqD6WgrgH8F7pobaRLNdSl4IxoFx2AQWUBWFtWJw/RwsPFy4vg42/q72Aa52ga520V52md42K6gUbbpGleoG5+T07oqptgiLH9ppuQ1MaU7Umq3RZUeSKg8EVF6Plvh4Wz563Nkr8yWuDxDvGm23FV1g8cBvk8dbO8ISd6eo3ibbPd606bum+fenD12NT25xoRwRE5jn4xqvrTSNhPjbXasVbZWqynEPEOL+Rq6MRoaqXr6S0mULY7OhaHhpSmpZfMzihekH1mauX/l4l0bVx/Yu7u48FDlwUPHiw5UHT1QWVpUUXb0eGV59bGKE8ePnT1df/lCY0vTpVvXr7bevv7g3u3Hj1pfvHj89u2LtrZXHe1vOzvburo+9HS39/R09PV9HBzogXgAAoNhCA9+MbTUPwU/pyzf0cKPXTx/LiUhCpjhakcHykK5H+7jEOnrFO3nEu3vGhXgGhPkBqwFvsaFesaGeIC7Bacb4G3n7sK055KtmTgrkqGFmaaxgaqhrrKhjrKxnoqlibYVwZg/tLebA9PLxcbblePtwvFyYns5sj0drN3tGC62dDd7poejtYcT282BBdzlE5fPVIy7ggTf9fIpC2EZNgytFQrCaOgjTXzWYtW0JqhVDWqWAOpTx8BAXVVNXlFJSk5JWlZFTkZZVlpZRlpJRkpRGjMpmMooS8mBqUjxKaukJgseVw35XUhIq2nIaGvLG+qpmBpr4s11aURjeAhd7a0DfdzjIoOz5iavX7Vs97aNe3du3bN96478zfk7tu7dv6e0+EBB3uJ1Xm77rRgX6db3dUwfTpN49r3Ig+miL+TUnylp3xBXuCau1CyqdFVEqVFUuUZCqUpU7oSQXJ2ISoWyUZ2750kXboWcdKWobIk+viIq5tSRXfUlu48kRW03t1irqL5KVmmltOJiddWVDIv1zvT1JNN8Ta0t0vKrhMXWzBZdJyK5Vlx2jaxSnrLaeh39Laa4vXa2h2KiqrdvbrnceO3a1eamS5fPn248W3P6VHVdTVXt8WMH9xcU7NpeXnKksuxoeWlReUlhRenBY2WHKooPFB/aU3pkb03lkdqqYrDqisPlR/eXHN4LieZLZ9++eMrr7YYA4d/nZeGXgLI3b9yYn5bEpOAcbSjBXvagU0O9HUJ9HMN8nMJ9XcL9XPkDbob7uAa623s7sl04NBs6nkwyMjPT0NNTglJeXVVaQ01GT0vBzFiTQjCCOAn45+2KvpyIRtrytA/0tA/ysg+CqYd9sAdM7fxdwTOxgcHezjY+LhxPjLWu9swvxP0yBeOzFigLctYOgjNEWSpQFrVhACFrhUeUJZpRCMboRSVO39xUW1tTQUFBQlZBUkZeQlpBUlJRWlxeQkxeXExeTExBQlxJSlJZSkZFWk5VRl4VuVhldTlVDXk1DXlNTXk9XRVTEy0iwZDBsOByyI72dG8Pu+hwn6y5cRtXLzlUsKOmvOzimdN3b15/9fxJ29vX79+9bYMY9u2b169ef3gDC17UlBVujA3bxbU55+78hMF8PEv05eRpj6bNeiwjf01FrURaeoeE5CYp2TxZxRVyyksUlZbKKyyXkl8qpbhASW0pk5rnQM3VkV8pJ71CQ3udo2PZ5rzzpQersuZvp1qtUtLKlVVfKaexXE1rj71NaahPAZtWpKdfLKd8QETykJDUUWGFg0IKO2fJ7BCWqTAlNNg4HqEydto7NGzb3Pn6Sf8giN3uAd7HAV7H4ODHwd6uvq6Ou7dabjRfevf6yevnDx8/uNl66/LNlnNXL9SfqSkt3LVp56ZVB3Zs2LEhd33uwhXZ6QuSo1PjwpZlp1eVFr148nCgt2uEN4A08b8Av05ZwNMnT1YsXkQyN2SRzaB8D/TgBnnZBXmjEbeDvJwCPZx9nezcuNYOLJqNFZGON8ebGhjqa0DIAiGzqqqMloaikb4mCQ8eCI1gwGdqoLdjkI+gFjbExwmUA0jkMB8HvoE4Dva0gx8C4vq72vq72fm4cj2dbcDdejihYTXgOHzu8hNffK0duFgO1R4UiC3NxprCpBEFrAVHSzKHUpuE08eb6Zkaa2uqK8jJSUjKSojLiMFUSl5KQlZcTFZUTF5EQklcUkVSWkVSXllKQUVaEfiqJqupqWRspEXGm9ixSO72LC8XbpC/e0pSJMRpu3ZsAMdz9nT1reuXXj27393xYahvYHgQ1B0//xAgMyEWGeTxRgeGunq66k4ey09N3MXm1rm6PHJ1eSYr/27StDeTZj2eJVErKpk9Z7bvnFmustJ2igocWbkgLa0oTXU/CREf8Tk+UiJxxlpZZNM0DYUEWbFkLeUVTpzCRfNL81bujolcRMLFqShFyChES8olSCtkGhgtopFXshl7KbTdOvp5MrK5cyRXiiisktJcqai7Vsew3N39TFTMdqb1PDOzVf5+xwp2nqk/Xn+yqr7+2NmG4xcaQQmcvXLxTFXFkerKoy2XG5ounDxbf6z22JGKo3sP7t6yc8PKTStz9mxeU35wd8WhPZVFBVVH9h8/euDY0cKqkqLb15v6ej/y0Aek/o1elo/2Dx/27trpxGXaMgg+ztb+rjb+7lxfN1sPZ7YLl+HApHKoRPQtGpyRubGukb6GtpaykqqsrKKkipqCiYk+xDM2oOrsmPz+3AGejsE+LiF+ruEBHhFojC23cH/XyACX6EDXKL4FuET4IRKHeCN3C547yMMhwMPezx0N6s3nLt/jgv3M9dqjMbmwGgZ7BpdNZVihLy4BXyH2ohBMUD9ecz1LU11TI20tdUU5OUlJWXHgqyQk5CQk5MTF5cTEFUQllcRllCTllSRVlKTheTM21KIQzexs6P5eLskxYUuz09avzMnfnHf44L5TJ2tuXmt68/Jpb1cHb6BneLh/BI0ciCqL+PY1IHiBdYDewYGLl87ty8zca+dyzNax1dPruZ7huylzOieKPZsicXKa+MI5og4ykjQtNaKulqWKQjjeItMSFykpGiU8M15kdoaMVLaa+lxpucRZs5OkxRbgjXPdHVcH+y1xdUg31ouVlQ4TFYsWFkmcIxYvJx9upBVJNE431EuTk4sUFQ6YNcdTWDJU2yDakhCKM0llUZfb2mSYmoSpqQXoG0Tb2+WkJebmZK5esWjj+hU7t286dKDgaNG+PTu3HC7c3Vh/7FRNaWXx/rLDBcUHd+3NX7993YqNuYv256+vrzxyrrbi8unqa+dP3W0+f/1y47n6mtZbLf19XWisUjREkkBn/nOBKItqDn6BgYGBM6frUxOjQWtCYe3jxHYHQrBIIA3BY1kY61oY65kYaunqqWlqKYGpaMhLyYuLSM5RUJHHE3BcDtPBluXiYI0G14By39slzM893N8jKsg7JtgnOtgrKsg9OsgtLsQDpDCyEI/oQDeQyCCIw3yAuOB0YeoU5OkYCNx1t/d14Xo5oVGM+AasBTXM97WgaG1tyHZcqoMdnWNNgZCL/+YWpmS8MdHCgIQJAwszA0M9dRUVOVl5KTApOUnwteBlJeTEJBXFZIGsanK6OqqWZgYcBsXX3SkxOnR5zoLd+RurKo5eOH/qxo0rT5/e7+x4PzCAmsVg4wSCI0GvzbChPQTvgX8GWApchgISNr1968ah5cv3unmWMGyuu3s9J9Fez5D+OF32+QzZazMV9sqoB6irUnU0yMY6FAOVCLzRCpzpchmZtXNENs8W2SYiucfIfLsebv0M6TxRqY3mZlUJCVf3F1zcvb0uMLRY3WD3HMk9c6T3CsvtUdfda2eTx6ZlKCjOmyE8b7Z4nIict6RyCJ4SzGbZG+p5aWll4CzS9fRD5OUDNDRj2db781adq6m6dPZU0+Vz16833W+99ejB7eamc7evX+pse/bu5YPHd5pfPLzV9uLBywc3H1y/1HC85FRV8c1LDS3nTl6sP36muqyhuvR4aVFZ0f6WK+dRV0f0WUnIk59UTv2zgCgLf78EuIuXL58fKdqbEhsCUtXdlunMpYMk1dNR0lCTVVeVBVeko62irasKZmiqo2eiJaskJSQ2S0pe0tjMkMWkAmVdHdmCz377Ahe9ovy9Y4J8+AMjx4V6oxcQkb7JUX4wTQz3jgvxjA32AB6D9wXiRvg5g2jGPqzgBB4XpIKPMwdEAkZZxFe+owVtgCIwaxLXhmzPRcIAa+SFOp+hVrNkc0G/HaRojXGm+gS8GQ5noqwsLyUjISED7lZcWkFCQVlKT1eNTrH0cOJGBvtlpSdtXbeq7PD+i+dOPbx/80Pb64F+KOmGgJpDwwOogz+6JYisI1g3VPRu4qfjtX8NuHPgZeEGPn70oHjj2t0+PkVkWrOz2wsbx1dzVLvnqLwRVXkwU6VcXCNATs5UXppgpOHMNs90ZuXTyAVKqkdFpEpniZZIyDS6ulx096+W0i2SUCqlWD1Ysar/Rkt/680PazbdNqedFpY5OUv25GzFKiWd066ux329841MdkiqbBdVXiGrFqms5Ushujuz3FikJIbVLg+PjWxmrLpypIZ6Op1ekpt7/WTdtYvnr7U03b5z49HDu08ft16+2HC6rrL50mlwtGWH9hw7vLfxRPmVMyfATpQeBNbev3bx8a2mJ7evPrp55eHNK3evXb58tv5h600erxd7dwF58uMrq38ift7G4Avg9wYH+188e7Bv58ZAD3tvJxvQ14F+LgRLAz0dFRCF+rpqJia6lngTPN6EQDazIJqoaSuLSYuAQNQz0rGi4u24DJfPlAUXGxXgHRPoGxfil4QNhpwU4Z8S5ZceFzQ3Lgi9SIv2T4rwSYzwAR6D040JdgenG+mPIrwwUBSgnt3t/VxtvTBpC5T9IgyAssjLsskcNjhaKw6bCqoAWIs1NrBkWFlijRDMUJd01GvSzNfbLXNBhoeHi6aWmryynIqGopqGIqgaJgUfFxq4fsUSiOwbT9bcu9n8/vWzgb6PI8N9n0Z42AtM7M0NehXJw8ZQwV6jf0K9+bDEN28P2gtrW/Tm9cvy3dt2hAYeJFMv2tg/c/J8IaXfJaL5QVb3xUy100JqGUoqHF11Nw4lNsgxN9DloCOnTE+vWlK2WliiQkrmso/b3fCoC2qm5ZIKZThcc0rq09rKZ1fOPMxdc8mCckxCslhIrHSWxH4x6RImtdTLcbe5SaGMSsFsqTwJmThlJVe8gb0LJdCXM8+Vs9XdcROHnqylGqWkEK6qtpBjd2jFqprio6fqay9dPn/z5tW7t1sa6o8fKy9qPFVVX11yeO+24n07wJVePVt7/eLp2vKi08dLgKlA2XvXLt69eu5WU+OVxvoztVX3bl8bxL4piV3xNx/jP4NvUhYwMjTE6+8+U18VE+rjaseIDPb2crcnWBqBKDQ31SPiTchEMyaDxKATCQRTS4KxnrGWnLKMvIqcnqEOhWzBtaE521t7ONvwKRsd6BMX7J8YFpAaHYwNcgjT4MzkcLB5iaFz44PTYwPTYoDNyOkmhHvHhnhGB4JaQJ9RCPd1Raz1dABdC0rD0xn5Wr6uRawFbcBBnwdDVbNsKr+vDoRf6IUtncBvcYs+N06xAJkbERZYUVa8I38LiWShqauGI5iYm+mz6KTseSnHiotutzS9e/Uc4uWRwb5PQ4PoXc/o8A+fRrBmdmgy8sPoF0P9NdDXPtGU/w2uXwWUjkgbjI52fnhfdRB93e8glXaawnjqHvhCnfheWLNb2ei9iOZ1IdUdGjoBxroOVAsXFt7XUnexpcFuDbUjc0TLZokekZSqYdOvBASe1TcvlpAs0tU+6e9/8/CBx01n7+dvO2fNKZaROSQkUjxDfL+QRBmFVOvlUoozPyapWDlNrHCO1FpVjTQaIcqXE+3NiSGaLqHgV9MpGXraiSrK0fIKC8m02vWbX9y+9b7t5ceutp6eDz1d7+/ebm6+fOb549tP719vPl9//WLD07st4FMf3LgMfAXWXj1/8tKZmsa6ilPHS05WFVceLQRhcPtaE2+w9xNqH4eUEtBLkAvfBmzzLQi2+Clg+Te6K4LXGBkd5vXfvXV10fxkJsUcJKyulrK6qpyBjhoJZ0Qn4SgE1PcamIHKXJyhkbmesqaisoYyCAMrqiWXjSjr5siG8CvU1y0myDcxLCg5AqgZOi8hYl5CGJB1UXr0wrTorNTIzOSIBUlh8xNDMzDugtNNCPOJCxF8/4PP2mBv9LEa/pdqIBrji1oBa23p4GLRZxQ4NPS1DwbJGmsTY81EDQ8w1oLHxXPYVpFhgSdPHD95otrFyVZTV8XEXM/C3CA40KumqvTDu1cQ6vJQiQ8cQ6/KkVf9qnSDOwD8/WJf2j+DfSvjYS84BA856pHej501ZQe3JEUcoNNOmBEfe4Q8N2M/FVLtUjHolNF+OEvxqJSSr5ykoZy4gbIMWU0q1lhjs47WQSHJihkSxaLSFUT8ldDQczT6YRmJUn29c4HBL8rKBl48+dhwqjUsqkZVp2SOzPGZckeE5MotCY3e7g00Wr2c6olpYuXTJPfL6SwnkBNdOZGOzEii2So77hZXl2wzs2Ql5RQF5WWWpNLM7Dtn6h+33mi903Kj5eKlC6eLj+zfu2tLVdmhuqqjIAxADDSdOdHcWAdWXXygurSw+eKp61fO3Ll24d6ty49brz28c+3qhTNPH95FX9Hnlz+/Scc/g291V0RfuYQI4/27F/mb1tixKZZmehpq8mqqckZ66lYWJiySBQVvSrQ0AclIIpiamekZmuqqaauoaqniLE1ZTIo9l+nmZANe1tuVA+FXXIh/ckRISlRoemwYUHZ+Ynh2auSSjNicuTGYxS5Kj1mYFpWVAqvCQDAkR/knhoOKAO76xgR5gkgI83UO8nb097T3c7f1ceVgw8qy3VHtAVb5BVMHlpMdk2tN5VpTsE/mUsBQo1vU4pZowyQ5O7ATYsPra6vv3rqWmhynraemZ6BGJ5nNS4u7fOF0d3fH4MjgwCiPhwiLtW/H+IoyAwN6ijGX+0sDR8vPtp8BdkERGMjZkZH+nu662tJN8+IOWDOO65g+cA18wXC+L6z8QUmrS0X3pZDiSWG5BBkpM1kxHSVZnKY8RP1b8RZHpFROzJarFpGvNjJrBso62BUpypfq6p10cL67dsPrc+ful5U0BYXXqOiVzJIrmyZzYJb0bjWNo0yrKitqhZJayQyxQ5PF84WVMzT1g1hUL1uaB8E0hUpewmDMNzJKkJZJEpHIUFJb7+Jcu3PLjYunW66cvdh48lRd1aH9O/ds31hVevBUdUnl4b1AWVCxzedOXrtQfxyj7I0rZ65dOt1y8dTVi/UXz9aeqauqrSq7faN5oL8Hk08CL/uvwDc7hYMWgcChq7N93558N2cOyABdXVUtLSUTQ006wZRJMiPhDPE4I/SGiYIzMtbW1lXT1FHV0FLFE8y5NgwnB7YHqE+sHA/wcIwK8AEvC5QFVZCZHJ2VEpWTFr18fgLY0gUJyzOTli1IXJwRtzA9OhOxFpgdlBoNKiIgKcIvPtQrJgjUsGu4n3MIapRjF+DO9XPj+LqwvZyYno4MT0cW/wWEl5ONC5fuaGPlyEHfeoYnzQ40Lohda7I9m+rjbjc3Oeb0yep3b56tWrnU2FTPyYEJP115ZPfLp61orD+sbcfwJ9QCD9jGd7H83OADLfw1A/Dz7WcY+vQJYrQRHhIHvP6+c43VW5ak7LNhVSnptdr7vnD0eSCh1iav0atv+l5K47qQwnppBRtpKX05WUNVeUcT7YXmRjtlFYtnSZbOli5RVG90dz3taH9YQfWwqmYpgXA1JfVJZXlreXFzTHyDqmHt9zJVkyRLpkruE5EuI5Fq2TZlSppl0yWPThIrmKOwSEU7ik5xoRMpmireWpprWewtNjaLdHTmSUtnyshuYNBObVz9+l7z+7anbW+fvXn5uPnCmcbaY3dbLtxtOd9YU37meCmwExH0fF354YLyooLLDTXnTx5rOFEGYrem8nDpkQMlh/dfb7nS39f7denEz4ev04Cv038AvzGOAfrV7u6P+/fudHOxpVIsDA019fTVLcz16GRTK4IRwVyfTDBFr/Kt8PoGGsoqsppaKtra6ni8mZ0ty93F1tfT0c/D3sPJ2tuFG+rtFhcCFESqYGFa3OK58csy4ldmJq3MErS+XbkwFdizZH78orkxIBXmJYRAZAbuNhVFZr7xoZ6xKCZzjUCsRS8d0HsHd66/K9vXxdrPBb19CHCzA/NysHazZbjZCeIzZ1v0xsEOG9E22Ncle17S2dMn2t+/WpuXa2ZuGBcVcLqi8PGtC30f30FZxtet/O5h/EzgJ/jgz34Lgo1+Ct6nTwPwBAyiIa1GeINXr5zemju3wNa6Rk7nNsPtmVfQEyW9NinVbmPzDhX9e7PlC0VlvcUkDcQktBSkKbrKqXjDfG2N/aISRUJSRyQVzrs6X/b1qVDSPayqVW5pcTs+/mPdie6WS6/WrmkxpZydqVg9XaZyhvQRIel6GvOSi0e1plGVsFz5DIkDkgpLNbSj6WRvWwaXaBaGt9jv7Vvo67OcYLFQU3WRvNwqQ8MdQb7Hdm2sPnb42LFikEmH9uzYn7/xZMXhxhPl1Uf2nyo/jCh76fS1yw21lYcbakpB1z690/K09dqzBzdePL79+MGtlqbzT5/chyJKkCMY+PnwdRrwdfoP4JuU5aO3p6tw/253VzuQp4aGWkBNgqUhjWRKtkCVnSQ8CAMLtMpIS05BUkFFVl1L1cTMECjr5e4Q6OMaHujp7+7g6Wjj7+oQGeCTGhMKLjZnbsLSeYnL5ifkYpRdkZW0IjsZKAvTZZmJwNqcjFi+rwWDKC01JgBisvgwr9gQj6hAV+ydmWO4L3r1gL0zsw32dAj1dubXiPk6czzsWZ6ObNC7/JdnwF0HG6qbAys61GdZzrxzZ+s6P7zesG41UDY2wh8o++jm+d6Pb0c/DfFFKj/8F2TEr+G3134N3g9A2dHRwVHkb0eGb9+4tGPVgt0OnFo5/es4mycBIU+NLF8LyfdoGnVrmjwQUawWV0yWUybKyBuqKlANVefScHvMjYqk5MpEZEvF5M/b2jb7+h7XMALKlhobn3Nxu7Nx44OK4lvLck5bkktFFXaLSW4TE98iKnYUh2vg2h/XNa0QkTkyXWiXsGimsmIIGefnaO3FoYdRiUu57Fx7dqqJbqy8RLK4aIaCQhYJv21uYtnBXccqDtdWlRzZt7Nwx6Yz1SVXG2sbqo5erKu8d/3S3WsXQbzWHjtSU37oxqWGlvP1F05XnzpRdrK65OSJitMnjz978oD/Mf8v4OfD12nA1+k/gG9Q9nMvtb6e7kMH9ni42tGtCMbGOgaGmhSSGZOKQ6+UzHRBGEAY7mhnzWCSFNVkhWWEZZRltfQ06AySh5t9oJdLVJBvVKCPr4u9pyM3yMs1MTIoMyVmybykpfOTlsyLA/+6cmEKMBUsNztlBUZfYO1S8LVoIMFITNqGIl8bE5Ac5ZcYATGZR0yQW3SQW0ywO1YXht6iRQW48T9zF+HnBo7W28nG24UDURoYKBOI0oC1ELelxIWuyV108Vz9x/Y3mzbmmZrqRwR5Vh3eeafpVFf7K76X/edSFojKA6eDRg2E4448vHujYO3iHS72x5WMLmjhHwYFP6ZZP5ku2yOr06+FeyahcUlUZZ2iNhcoKythqSEXaa63Tldrr7BE8QyxIzPFjpmanbG3r9IxOSCnUqSuXkuhNmVl3S7af339qlNsboW40uFZovuEhHfPEj6qpdfA5tSa4iuEpUumzDgwbfYqGbk4I4NgGsUFj3M21k3n0jcEemZZWYZKCceJCqfLyy+yxB3MSL556viTO82Pbl1tPFFxvHh/87kTd5vPXjhZcb624taVszevnAUve6zkQFnRnktnas6frjpdW37i2OHqisM1VSV1NRWPH7aiQOCnqgDwy1lB6g9BQFk4yhfphmZRIIxu3kBvT1FhgTvccxrR1FQPvKmbCzfIx5lBNgNhgGlZnKMdy8HBWktfbYbErDnSIoqq8qbmBhCeu9nb+Lk6RPh5BXo4uztwfFwdYkL85idGLs4A5QqUjQemrs5JA1uFGdA3F+gLrF2QsHheHArI0qMXJIejKrAfq2/Re4ekCB/wu9g7CB9QunEh6Bt3MUFe0YFe4GhBJPi52/m4CZoo8KsXAr2d5qVE563MOX+2rqvz7ZbN60xN9EEqlO7fev38iY62518oO/KZsvw8+YIfM+f35ThshmI4EAZDEIT9AJr2+aN7BzbnbvZ0LFM3qZXVu+Pn98DV5Y6Q3EdR9UFdy9fKetdFFA/KaQVKyeDEhM1UZPxN9VYa6u8Ukz44Tbjoe6FSTd2zzk4ncKRCebViVfV6Aunx8uUdDXXvqstuR0afl9a+MFH87CTR6kki1bKaZ4GyNEaxrMKRWUIHZwuvl1eK0dXxp5MdaASWkUYEHb/MzWEBhRAiKRYlJJQuKb1AQz3PnlO5LvfyibLLp45XFhUcKdjaWFvacv5Ew/GjIA9uX2m8ffXc7ZbzdVVHQb8+vHMVJMGrp3fbXj1of/e07fWTW9evPH18/8uLwK/zEKZfZvnAcuj3Arb/ckCAoF4WFkG4hX4KA6TQK52REV5/79GifUBZuhXexFTPwEgrPjZ02cJ0kIlkS2P+B8JJeFMqFa9joDlbUmiG6CwpOQktHVVLC0M62cKWQfFy4Pq7O3k423o624UHeKbFheXMS1yelQLeFCTs6sXpa8CWzAVDrF2UCgvB+0JMBm4YFEJ2auT8xLB5iaFgGQkhwN302ECQucBjMH5/nsRw9IXRuBDwwT7gaIM9HQOwbzeDi/3ia8MDPeYmRWbPT4YiDCi7dct6M1MDfy/HowWbWhqr3795MoKEwSgYPxf4efIz8PPqdwJtD3sMjw4PfxpAb8lG3r18VrRzw1o/98O6uCph1ZuubvcDvW/IqnyYo8IzJHTqm98TU6yX11ymomonJ2WpqeRlabLC0mKnvMrB2eJHpwtXqGmf93Cvo1kfUtYuVdWs0jO8nhT/4NDuOwf3nI+KKlPUKp4hWjhj9t4ZQoclFE7SmVXWrD3y8gWzZhRMn7ZaUjJSR8OHTXFxYFjj9V2NdaItcXEGhn7CooHTZsYLiWTIyueYm+5Njr1YcejWxfr6Y0WVR/ZcPV9zq+nUqaojp6uKr1841Xy+/sq52rLDBUX78oG4JyoP11QcAp0A2qDhZNWJ46U3rjVB+IUCd4xLX/LhV9N88FnIh2DRL/D1XrAZoizM83/mC4axUSWGh9FHAkuLCz3d7CHMMjHRBS+bnhq7dUMulLNEnAHOVA8oa2FmaG5mrKmrLi4rPktkpojEHCVVWYjVzEz18GaG1lSCq4ONp6sdqItgP7fE6KCsufFLsagLCJq3NGPN4rlgeUvmAn2/Zu2yBYnI3WbELkyLBuLyDVXipkQgSwYL54vdtBj0tbCEMD8gbnSgZ5iPS4CnA5+pvsjd2sIUhGxsuF9EsHdR4e4P717syN9sjjP08bA7snv91TNVba8fjYzysOqCbwwp8wcx+sPw0NDwaN+nHwZHRjvb3pXs37UmxP+gEfHYDIVbTJtnEQG39fSfz5HvM8QPWFKfKmhckVfbq6HlLSdtqihlraOWaqC3Vk5xx0yRwqmzD0nJ1XA4xxg2exW1C2WVjyqrnvP3vLFt9fWCbScjIg+qaB2YLbxdaPrWOTMLhCXqKFb1trYHFZQPT5txdOLk7UJiGSpqwZbm7jQ820TH2UgvnkJKwVkGSMl5TJsVPEckRUFhnr5unq/H6YM77l2pP119qPzIzotnjrVcqqspK6wrL7p5+cytpsabIBkqDwNrG+rKwdcCceuOH62vKW2or6qtLrtx7Upfbw/wh0+ynxHxZ2k+BPO/wC9X8bcHfJOyqG4NMNhbUVoEsRTEWCamukbG2qnJ0bvz14I2wJvrgX81N9Uz1tc2NTHUNdTRNdZVVlcSFheSlZfQ1VNDNQy6aqYmumwWBaStl4ejv7cz8AYK6CULsJBrUerapRlrl87LWwLERb5WwFpM4C7PTPoiEnLmxoC6BafLd72L5iLNkP25HnduXEhKVJDge6LB3uF+rkBZvh7gB2FA2VB/V5g6cGhrVi5+8fTe3j3bLSxNPF05RTvXNjVUvnv18Atl+R1M+dmEUl+Bv/AfwOjID0O8oeGRXqDs8GhPe3vFkQN5kcH7TcmVU+VumpLeRAffJxPvzJZq1zYZIjPeaBtek1SqUNKMlpM3kxajqsknGOut0dDYLCSyb+qsfXPEq7nc014+RXpmhTJKQNnLvh4vina2naq6k7P4rK5lw/fild/PPDx11qEpwifw5FOuziVaOhWz5hybPO2AiHSOikaYqYmnFd6eYOJOMAsmWoQaG3rIynGmT3ecPSNQWixaXTmTwyxet6z5dHn98cLSI9vPniprvlxXW1kEXvb+9UuP7lx9cu/a+dPHz52qev7w5qsnd94+v9f28sH7149AGNy5dfXJo3voO2ifwWeYICs+s/BnOcmf5UOwCMPXOwL4a7HjfYOyAJAkMB0a7KssO+zl7mhFsQAta2ColZQQWbgvPybcn4w3smYSgbLKirK6ejqGJoZWDCsLgoWYtJiErJimtoo+1ihRV1eNSrXwcHfw9nbx8XSMDPZJT4zMmZ+8LCtlxaLU1Uvnrlk6d9WS9Nyc1JWL08BW5KQuX5i8fGHKsuwkSMB08fy4RRkxOfNil8yPR8HZgsQl80A2gAOOW5gWtSApLCM+JDkyKC4Y+OobG+QT5uvm5+Hg4cxxdUBDe4CGcXdiuzmxbTlWZKJZWmr8vdYbhft2E/Cm7o6Mwq0rrpwqe/viAWrdir31AsMyEIGfFXwIFn0GlpNfAPOoOzXfkIgVLEDfjR8ZGgVhMDAy0tvdWVd2eH1M2A48qWS6bIuayevIsAfOdi1zJN/KafJIjPfmpLuSKo0KOsvVdTgKskxNpQS86VoTo41ikrtmzNklKnGca3MhIryUxtynqn1QRb3OweZu/qo3dRX3Vq45hbMqnyl2cNqM3TNmFQiJl+Msyx04e3S1CmbPKpg6ZbPwnBwV5Qi8sa8dzYdL98JbuOvp+evp+Cgp2c+e5Sg000dSNEpNeT4ZvyMpsuHI7rrKAyWHd56pr2y+iN4dVBQVNNZXnamrrK8uPrB7876dG09UFoGLPXWivOHkscbTNY0NtbXVFdeaL/f2dqOOX1iTS0HefCYcP99+lpn8WT5g9stmXxJ88NcCYPlvelm4jQO9leVHgLJUsqWpqYG+gXZsTHhZ8cGMtHgi3oDJwAFlJaXE5ZWVtPV0TczMtPX1ZkuKCkmLKmko6epp6uqo6umokgimbq52vr5uPp7Oof5eSdFhWWlJSxak5S5Oz1sxf83yDMTURSkrwb8uTscoC2xOWQZ8xSibsyB+8fz4pYisCSAYVoAOXoBs6fzEnLmxWaiTelhSeFCkv2+4r1e4n2egp6uXq72bM9fRjokGnmEQOCyStTWFwSSZmxvGxUXduXOj6OA+CtHU1Zayb+OiyyePvH12Dxvi4B8AP/swQAobWeezQSAA/vqH4ZEfIOwa+vTDECRBzg73DXZdqKnYnBC10YpyWFjuvKTGo8Cgu8HeV6Xl20QUB/C0LhrniaJOs5xmgZahr5IiUV7cS1c1W0Mjd5bYuikzN84UOmhgUOfpcYTN2aKkuUNS/rC58YVFiY+qjtzYsLGSxtonLFowfcb2GbO3zREv0tCrZDMPmJnsmS1c8P33u6dN3yAuHaGl7EYydiaYM9TUuWoaoWYmoTpajkKzuVO/d5o9219aOkZTdYk9s3LTyvqywvKj+y82nrzbcrm+sriu4nDLlTPNV1CL72MlByqK9108W3Pl/Mmmiw1Nl89evXyu+cqFhvra6y1Nfb1dWCagZjEYx34EP9/+JCC7f/3j9l8oOzTYW32sBKhGIVmYmBoYGOhERYbUVJUuW5yJt9AjEw3MTHSlpCVEJSUUVJTllBXnSEtMFp09TUpYSlVWTVtVB6MszkSPw6S4O0EIb+fn4RwZ7JsWG5mdHL9sXsIqiMAWpq7KTlmVnZqXM3ct6Nqc9NWLwNJWZqfkguRdkLB0Xtzy+YkrMpNB3QJlcxemrchKX7YgdXFG0sK0hHkJUSBkowO8gzzcfdycEFmdgKzWdhyGNYNII5mige2pODqdYEkwMTTSnjc/7fGTB0eKDtCoOGcOac+6rAs1B189vvOPUhYAWfePUHZoYKi3+WzdlrT4TdaMEmmV+plyt1zcW2MCW1TVX82W6TMjDdg4vdU1uyGpUqqqF6mmai4zx1FLfoG6+opZYqsmT984eXqBrGKDu0e1p9cmZY38OVKHtbVbMhPfnKt5Wl583se3TFy2ZMqsg5Nn75wstFtUttrausqaUSgmVTQNqYUdc6SiZaVdjLXdaEQWzoRprBdhTY2m4Gwk5ljNmMISnukmKxWmrpTFJJWtWny+4vDp42W3Wi69eHDn6pmTTY11z5/cfvW89c3zezeuNt5qOdfx7mlPx6vujjcfO950tr/peP/23p2bTx8/QGPsoWaZP+9h+8+krCD5U3yh7DCvr66mwt/HjUzCAWUNDXWjo0Ib6qv37Nri7MhkMXCmxtriYsIzZs+aIykuIis9TVx0ovCs7yWERBQl5dQVlNUVVNXlQR6YG+vSyRZcJtXZju3j4RTm7xUb7J8SETg/LmwhSNu5QN/E3AUpq7LSVmenrVqYtio7LTczZWVmSu6C5OXzk7B06or5ELSBA56bu2j+8uy5i+elLkhJSIoKDQ/08vd0dne0tbWh80eIodMIFDLO0sIQZ6ZLtDSk0SwJJDN1LSU9Q831G1e3f3hdWnwICO1kQ9yZt+Bs1f7nD27+Mcp+BpZhnw21YwJVDDTGdMYnTCDD0XnDA3eazu3InLvV3q5cWatuqtR1hu2TuIhbRib3Zop1GJoNcB3bceQHEmoNSroL9XSsVKUc9JSzdHXWiMuunj5r/fTpW6Wla73cTkSHrjM2XCsuVaCueiUx/G310VdlRy6FhhTJK+6bMXvPjFk7hEV3K6pUsq1LaNTN4mKbZk7bNGv6WinJNF31UCuLUCcbZxaFbqIbzqKksWkeSnJcUSE7CREvRbkITbU0c5N1Ad57l2bt35IHYdaJiqMHd27dt31TWfH+spLCipLCAwXbjh7ac6Gxrvky+N3G5qbzLU0Xmq9cbDxdf+/uraGhftT4EGtY8TUEWfan8U3KAkDLoh/i9Z+qqwry9xBQ1kgvMjLkwrlTtTXlGekx/n6OIAxEhIWmTp8+dc4sUXkZEVmZqSJzZkkKi8pLSCnLSCtKSsmLySpIqKjKgkiAUIxIMGXQiTY2NDsu09WeHejhFBPqkxwdlBobmpEYMT85OjM1NjMtdkFKDKTB5iVFwfJ5yVHzk6LQ520TwtOTotITo9PAucaERwX7+Xs4uzpy7LkMJo2ItzAyM9YxNtKGyI/fY0JHV9XUTM8Mp6+urSQuI6ypp7p527re7vdVlUftbKyc2IT81fNOlRc8bb02+lXc8NsAhgpSX0FwZzAIFvGffFDGkNECDvMe32opWLpos5NjiYZu7fdS10yoL2KjW+m0llki7zR1+rncTirzpZxui7zONj1dF3VZKwWJKGWlJRIyK6ZPz/t+8jqh2UU0com/5xoTo1xhsXxJqeMO1te2rGrdk38uMKBIQblw2qwDU2fsmT1np4zsETL5CJWyQUpy3Yypm2ZMXSsmlqWuEmKm50HF2ZjokZXlPfW0knBmIYqKjtOm230/1XHGDB8x8VB5hXSCRV5Y0J7Vi6tK9jXUVZYd3FdauPf0yeMNDSfOnj5RUXqoquLIteYLd28337vTcu/utXt3r4OLvXT+LEZZfhN4JAy+QJAvvwbBFr8GwRY/xd/xspAYHeoHnxoc4EUh4UzNDA0MdcPDAi9fOnPz2uVN65cH+DuZGGrJyUgJi4pMmzNTTlVBSV1JQlZCRUNZXUtVUVVeRkFCUlZEQkZYUkZYWl5UXllKRV1OQ1tJW19Vz1DDxFiLaGHIoOHYLIINGj6DBMZFU6KNNYE/5iGLbsmk4cAYdBzNyoxBNWNRcEyyBQsN/21hhTclmOpbGOsCUw31NLQ1lDTVFDTVFTQ1FdU1FBSVpBQUpZRVZRVUpCVkheeIz5RXkV6au7D9w8ua46WOtgx7puWGpcm1xTue3G0ZRV8Z/juALIMpMJbP2s/M/ZV8F2yDVW9/piy4gKFXj1oL83LXuzkd1jWo/l6ySR33MjbmnqvDRRHRl/LKA0zrPrb9e3XTm1LKxeqqMaryVlJiQWpqCxWVlk+bunHixC1TphUaGh339iwgkTaKSO6dLXqMhG9at+TxkX2tScmnNAxqJgrVjJ1RPH56/uQZh0zMauzt9qqr7542s3DS9B3fCy0WlvSVk7E117MBvaSt5q6vlcWip5oY28+YwZ4yhTN1qqeoWJSicjaesCUkqHzrutvNZ149u3fz8vmbVy68f/eis+Ptx/Y3rbdbrqPOt08h3dXxtgtpA1j+7s5N4O7NgYFerO/GH+muCFn1NQRLf4q/LwxGhvrPnKoJCfQmEc35WjYs1P/SxYa2t892bV9vY03U10EjrMjKyc4RnaOmqWRkrKOvq060MCZbmliY6pmb6lrg9MDMcTqm5lpgxsbqenpKujoKBvrKJkZq5qaaFjhtSwsdvKUuAa8HU0hbWGjjcFqwHGaJBH0yyZBKMbaimdLoZmyaOdfKkksj2jFIDiyKozXVnknmMog2DJIti+Zsx/Fxcw72944I9ff3dcNbGsvKSUhIi4rJighLzZ4tMVNMTjghNfLp0ztQSjjZs2yopquzYo4f2vrw9tXfRVkUCw+NYCMDgaEBVNCwKagfGBpVBfw0TPkDfCOZMQSOFfVjRAoBMAQeqP31s5L8zet8PQ6amB6fKn1e2uBxeOSdYK9zUhLPRSV7icRBW5dOI9JtKfkzSkrrNDWdFZT8DAwytTWXzZy2bvKkjZOn7dHQqvb2KHWw3a2iViguWW5m3Jw991XhnntZ82ssLI8IiZZMnXV05pz9ohJHjc0quJztBjobZ8zcMXX6NmGx9coaaYaG3mwS2w6CTx1bI+1Ua1oKydJZWsJWTJgjLuIhLRMlp5yqrrOAQt6YElNWtLP2RFnJwf2VRYcunz/b0nTx2tVLdTXHqo+XX2+50nr3xv3WGw9arz9A0xsXGk9dbbrw8eOHQV4f8rXY91T+IQio+hmCpT/Fb1GWNzw6BBqa14dR1ouANzUy1tM30AkK9D7fePLDuxcb1i0nWBrq6ajraKsrKiqIi4uoqclSCCaO1mR/Z5swT/vYQPfUmMD5yRHZ6dELM2Ky50bPTwpLiw5ICPVMCPFMjvBJjwnMSAyZnxKemRqZlR4NG2SmRy1IjcAsElsYlTM/bmlW4oqFKbk5qauWpK9ZmrFu2YL1y7M3rFi4MXcRTCG9cfXibRtWFeRvPbJvX+WRwzUVZafrjkPUGBcTpq6hLCknISorKiQ9exai7JzAMM8bNy6cqqt0dbaxppiszow5Vrj5/s0rqOv9bzsGRMS+4aHeoYHuwe6O3o62znev2l4+ff3s4asn918+uf/q6YO3Lx63v3nR0/FusO/j8FDf8CjqJw7OeRS9UBjg8fq6P7yt2rdnbbDvPkuLymkyDXM0W32Dbsb4n1OQeTZD6KORMc/OtZPIuqeoclNasVLVMFhFi6mpHqUmv3DW9yumTMib/P0Gcak9REIBCb9VXn6HiMg+DZVzocEP8lZdnp9ymEnJl5XYPnvmrjmzdkmK71HVKGaxdhLNc2fPzJs+dZ2IyAYljfl6hiAMaHRzCz11hrqyv75OuJ6Oq4wkZ85s69mzbGbM9J0lGi0ul6SntzEh4kRl4YVLp05Ulp2srLxz49rD+3cfP2gFAdB49tSjx/dfvX72+tWT1y8fvXn5+NXzh1cvn71+7XJPTydqxom87O+irICev4Bg9S+AKCvY5BcY+kzZc2dPRoT6kQhmJiZIywb4e509UwfFxOaNqygkUz1tNW0tVTVVJTk5STUVSQ4dlxjqtWxu7NqFKasyEzbnLijeu6n6aEH14YKqoj1VhbuPH9hVc2jPySN764/uP1Vy4EzFocaqI41VR8HOgR3HplVHzx8vOX8cpsUXT5Reriu/crLy6qmqFtTKuK75Qn3LhdPN5081NdY3NZ68fvls680rT+7ffvn48Ztnz94+e/bm6ZO218/fv31RuH8Xk0lRVlMASS0uLwImrybl6evQ2Fhz9nS1j6eDNdV0VWbssYNb7924BBIIvCYypMOQB8Uc5+DQYP9AX09XZ/uHN8/fPmt9dv/agxuXbkPkcbb24sljDcdL6soP1ZQcOH50f3Xxgdqygw1VxRdPVd262vjq8e2ej+8g5EIyFnMCwNre7vYTxYfyooJ2kYlls+RPTVW+7ehxKzn0srb60ymz2jW1B7lOPdYOL3T0HwvLn5fRT1TWoWooRWoorhCauXbyxG0TpuRPFdqrorVfU3fHHPGCabOOKCs1R0a82rP94ba8Rh/3YpCwU2YcmjJ999QZW4Qlax2c65wddwiL75o8fcvkaeumiyWIydhoKNEtDFj6uvZqammW+JVW9GgFJYfJ31tP/p71/dRAEcl5KtqZJmbbk2NuXjnV0fmy9cbVG5cvfnj7qvvjh+7OD1D637jW9O7dq48f33d9fN/d2dbV+a6z/fWdm00P74OW7QMtO4QKGUFjg98GUPBXIVj9C8Cqb1IWCTCkDwYuXWiIiQqG8MvMzBAo6+3jfvp0bV/fx/Kyw84O1ga6akYGmvzvb1GJxp5OrIRw34y4kOykiPnxwUvnxZ0oL3zceu3R3RsP79540nrj+b2brx/dffvozttHt98+uvXu8Z13T1D6ZWvLk+uXHlw9d/fymVsXTt04V3+9sQ7Z+frrF+pvXjoNsfaD61cft958/vQ+CKn29686P7zp/tg2AP5ssHtkoH90cAhsZGBwqK9vqA+W9DRfaowM8dXXVVXXkFdWlwHT1FGwc2SUVxw8d7Y62M+ZQTZaOj+28mB+67XzIwOdwwNdgz3tvZ1t3e1vOt8+//Dy0dunrS/u33x4s+nm5bNXz1Rfqi05W1VUX7K3umhn5f5tZXs2Fe/aULQ978DWVXs3r9i1fsm21dmbVszfsCxjy6rsQzvXNp4sf/60daCvC6uOgOxEnwI+U1uelxK1nUkvF1E9PVH2Np3zMCP2Fp7weOLsd4oKgyybQUf392aEV8IqNyV0VqnruGorx2tp5IlKbpo8efukSdunTtsrp1ikrbdfTvGQsGi5klJLWGhb8YG3ZfuvhYWckFIsnzrr8GyRIiHJ3WLyx+0caz089sgq75o+e/uM6dtFJZaqaQSYGzpbEezNze21tFNwlpsYrEWa2gGzhJxmC9kLzwkUl0hTVE3W0Jlnzzm0c11Ly5nG01WnjpffbGl6cO8WkPL8/+PtLcDa6rY13BJDA3FXkpAQgRDcJbhToAVaatTd3V2oe6kbdUpboEBLcXd3d6dobe87A93/+ffZcva95zx3PKOrK4uVkJB3fvMbS+ZMS0r5klBXA76IuraW+raWhrbm+tammoLc9Nrqkh8/FMOhghb/G6P/6/i3yCrKBRCT+blpG9ctB17W1FSmLxUHBPolJMaBlpSdlQIMg5GB0MRIZG1p4GBr7OFsPdtTPsfHeY6XU5C388oFgYd2rkuMfT0y3Av8jSKnRr9PjoD8NjE4PtzV217XUFVYnJeanhQTH/3s7dO7L+7feHrn6pOIyw+un7996fT1c8cvnTp09uje8CN7wo/sO3v04IXTx65dOfvowa13Uc+/fI4tys9orCvv624ZGxn8MTl9F8y3yZ9T4z8mRn9NjjbXlh3ctcncUCiTcPXE2hIxW6rHcZKb3btzOT05Zt2KEDe5yf7tq59EXPgS96q6JKuqJLs0P60w43NeSnzWpw+Z8VEZH4H8v0qLeZny/nnyu6dp756kRj/+8uZB4os7HyNvfXh0LfrB5RcRZ+9dOXbtLHh7Ww/uWLFldcjaMP+Vi3zBct+OlU8f3qirLptS3FY+XRp8G8/P+nz1wNYIL88PNHEyglZm4dC2d3O9u1cNAttBo4zL5d+DQoec3Lrpknq86IWOdDVPexmbfZBMO66OOK0BPakFO03DXZMKr4p4V6i4B3RSvKdn6aXwsodXkpctimJp38OhbtDJj1nchyz+Iwd5pJ/PDb7uBTTqGk7jDo10USJZb2MW7GLvbWXpJNSdLxCE29icNTJaisX5YzA+WFQwSnM1gbRFIN7h5nrr9MH8nMTivC95aZ8aayu7Olq6u5pLi7Lzc9I62xtB+QWqrqH+3qGBnv6edqCy4Lv48W30u2IURODfFZ37b5j+70KBrEKF/1n8+jl9L83PqcL8jM0bVgKVNTY2EIkFnl5uH2KiQR9XVpq/bfMaUyOJTMqfGcXSylTPwdrQTW7hA+ohueVcb8ddG5fFvI0EivjjxwTgdRi4v9a6suKc1KRYsD3ywY3bV8Mvhx89d2L/2aN7Lhzff/XM4duXTt2/dvbulTPXzx49d3TP4Z0btq1avHrBnLA53vN9XQM95bM9HQJ9nBbM9VodFrJ7y6rw43vv37r4/k1kWlJCYU5GRWlebWVhXWVhY01RWWHamWN7PJwt5daG9hZSOwupo7XRbA+Hq+ePxb9/dmTfxhWL/PduXXH++O4b54/cuXrmxsWTl88cPnts76mDO47v23J894YTezae2b/1/OEdl47tvnpiz/WTe66d2H352M6Lh7edP7glfP+mU3vWHd6+cseGRetWBi1b5DtvjrOvh4W7k5GroyFYzva2Wb9qYdTLp3093dPtHxi8iYrirJtHd9/w83nPkSap0Aqk5u07N7XOCapWIzQT8INWlt/mL/waMKdPZNaKFiZT9A4w2Kt4nL0c7aMaKuGq0NPqsLNk7Esbq2cWpleJ2Ls4zAd7+9IrZ+s/RhYd2PFRVxKpqXUfi3tKoD0isJ6YWcUGBUXKTK9qom8j1e4gtcIJ1BVcToCFqaeVhb1QN0gguOHlddfZeRkW76Om7qmuNlddfRWetFUo2eokv7h3S27Kh/KClIKMz831VT1dbQpki3PyclJBXwfMYV93e59iALLO3q6W8pLc6oqCsa99U98nvk0b2d8k/Z+G4hqDmUsN/lsofvhrxk98Ky7M3rpptb2tuaGhvkCX5+bu/O7dG1BJNDZUHz20x9pCcbgeqKyNlWKoTWe5ube7XYCPU/Bs1/kBbqsXz3l6/3pNVXFJcc7H2LeRj+/euXH+zPH9B3Zt2rNt7d5taw/u2nh0z5ZTB3dePHHg5vkTD66fe3H/anTk7ZhXD0C+e3bn5cPr96+FXz198NT+rXs3LV8XFrRYMQaofLabta+LlY+Llb+H7Tx/t+UL5mxatWTvtnUnD++6dPbIzcsnbl8/fefGmWMHtqxYHLgoxGtJiPfSEJ9l8/3WhgUd3r3h3LHdQF83rZy/fnnwzOCNa5YEL5sfsHCO11xfp9ketr6uVt5O5t5yUx9Hcz8nC39nywDwu1ytAtysZzLQzdrfTbEFLH1cLT2czVwdTZzsZPZWElsLEVi6OBgGeNstmed79tShivKSmXkYgdGqrym+HX74SuDst7pGn9VoWVz95o1rOxYvqcEw6tGYHmOjbwsWjC9dOmDp0oWXVOHFD5iCXXqi3WLd4xjUJWXlSyoq10jkRG+/BB/fOwz6QwI+1t625taF3py4hgunUgzNP2jgo9Wxb7XIT3GMSBPz1LAlH1zdrxPI91DoBzjCFSZri1AQbGbqZWXlZCCdIxYftLY+a2m1lkoPQmMC0OgQFHoZnrSCxV4i09sY6Blx5sC7yIiPb5/mZiZXlBVUlOWnJsd/in9XXprX1FDVVF/d1FDb3AiyOi87BXR6w4Nd375NgEIVoPMbpv/r+HfITpvgqdLi3O1b1wGVlRnq8QVcVzcngCxQ2b6+jssXTzvaW9hYGdrZGAJjAJZye5MVS4PPntx/+/rZ6xeObV2zaMemlccO712zcnFQoM/CEP9VYSEg1y4P3bRm8db1y3ZsUFyEtWXVki2rFoOV3RtXHNy+ZmbikMun9984d/jWxWMRl46DvHb2UPjhHQe3r965IWzzyvnrwuauXOi/cI77HC97fw8bsAzylQf5OYUEOC8Icg8L9Vm60G/ZIv/li/0Xz/deMNd9+hYx9wUBrgsC3ebPdg72dZzr7eDvbuPrYunjZO4pN/OwN3OzNXW1NXa0NrC31APpYKHnaKHnbCV1tTJwt5K52Ri62hq62xt7yk29Hc1Aejma+ThbgMbj524z28t2tpedj7u1p7O5l4vF3NmOSxf4rV8Rsm5Z8N6dG1KTP09MTHxX1LNTra01D66HXwwJfCMxSVCnfiHxqpcublm5vIrKrdFCd0j1p0IXTG7eMugT0ss06sTppnH0LpqYbJcId+HRx1SVT6son8Bi7tnbP/PyuMphXcOh7+sJk7aurXxyI/fontc2VvfI5Cd4wms66wmbd1Ukehno+9jP4ySLdo2Au8dkRIh1DxrJ5hkbu5mayQ0M3HR11sqkZ2xsdgqFIVhcIBoTCKhFY+eTyGEGkg0ejue3rfn4/HZe2sf66pKerpbe7paqikLgFdtb60AhMQoKsuGB0ZFBUIFVVxbVVhVPjg+Bz6g4gfKnywX/b+Pfq6zCGIC2tWv7RntbC5lMT4fPcXaRv41+/fPXt7GxwYf3bro42pgaiU2MhOYmYsUI14aCbZtXJMa9/pIQfePyqYXB3rYWBkYyoUTIMTPW8/GQhwQorgacHlx2enzZQM9Qf495fm4hvq7BPi4hvi7zZ7sunOu5JMRnaejsFYsC1ywN2rBy/uY1C0FuWrVg8+oFOzcuPbhj7cmD284e2w30Emxcuyx458bFR3avPrBz5ea1oUsX+ATNViilt5uVp4ulu5O5m9zUxc7Yxc7I2dbQ2dbI2UYGVlxsjVxsZa62Mjc7IwWIDoojvr4uNoA/P0+b2Z62QL8DveyCfeShfs6LAtwWz/FYEgSk2hdI9coFAYpcGLAuLHjTitBNqxZuXb9k24awjatCV4cFrV8xf8+2lYf3rt+/beWG5cGgZX6MfTeuuPX0F/B5XT0tT+9fPRs695WBeZw6NR7FLA4Kqt+wqoInqlLXauXzx4PmTe0/NLxyU7fUphPHKWUJn5tZn5IZHiLiT6uqXIarnkOiIoxN3/r5PdbXu4FG3WYxPi1f3PD8TtnNs+/8vW6z6PfxhGck2jMS+w6J/d7VI3pO4BVtzl0k5hEKd49APUbnzuXynQ1kdlJ9Wy57lYnsspfHfhNDfy1NdxUVNzU1b6RmIA6/XE+8wcH6UGhg5PmjH18/SktJLCzMKi7ISv4cG/fhNfAGVRVFNZWltVUV9TWV9TVl2Zlfigsyx772K8ovxXUX/78j+9sX/PheXVG8d9dmUH7JZBI+nyOX27589ezbd+BNv0ZHPfPxdDLQ05FJdYxkAlDi6InZAbNd9u3euGn9Mk83WwCxRMTWl3DADhZmeo72pq4OACALDydLLxdLb9D5ulj7OFn7OtvMdrUD6eNo5SW39HSy8nC1nkkvd1tfT3tfLwc/Lwd/T3mgtyMAfe3y+Yf3br5y7ujFM4eO7ttydP/Wu9dOxb++l/Th6ZunNy+c2Ltp5YJFc7zn+jj7uNl6OFuBX+fubKk4wTYznZibjbebrZ+HXYC37VxfhxA/p9AA18VzfZaGKMauW7EoYGVY4Kqlc1aFzVm9dC6QSeAcNq8M3bpq4fa1YaArALlrw/JdG1aAPmHfljUHt69X3DO8d8uJ/dsO79q4b9vaI7s3njq47djejTvXLVo+33vjqgUfY96OjY0qkP3xbWio51Xk3dOL5j03tvqgQY9Tp+d7zW7cur5WZlyholnPYAz5zJ46fPLr3qNtju7NDE45nfdGbHheanicQb+ghryF0LyEwl03NopbOP+Dg/wBnviUycxcGdYX+6In6mnRkrCPdP5HDfI7NdJrTeozDDPRwSMlbOlTqdFTddxTdfQ9FO4kiTGPxfEwMJAbGVnwOP4C7R3mRlsMRAF4lIcW0h2N8sRgZ+OJCzmc5fridVYme+d4nd2z5fGju+8/vI59/zry8Z37d67FfXiTnvopKz05NzM9LzsdFGSJH6MzUxOHBroUg5dNs/Mbpv/r+OfIgiYyfcnnr7/8/F5bVbp/zzY7GzOpVAyQtbW1fPL04eTU2I8f48lJH0ND/A30eDIpz9hQV6oHCnM2EFpTY5GBPk8sZAJeFWO0ywTgp6bGQiszPTsL0O3KQD3kbGfo4mDkamfiaqNID3tzAKu7nZmrjamTzfRQ9DaKae2n51lWpNzO2MnWxNHG2MXe1M/DISw0YPvGFXu3r92xaQWwxTeAEry6l5n4Jjnu5dPbl47u3rwubN6iud5zp4eaU8wU4ucSFOgRPNdrbqDHnAC3oAD3eYEeC0Pcw+Z7r1gwe/WiQLD/zA1ka5eHrF3xO9etCNmwct6mVaHAigA1nbmKHOTW1Qon88c6gHjn+uV7Nq0CHG9dHbZ9XdiO9WHAH4cFeczzsd+yZlHyp48TE+PT5eyP8bEhUHqeW774iblNNJKeoELLtXdv2bmpxd6+QhlZhcd32ztP7Ds+evp8+7zgBrGojMGN40rPCSTbaYRD6qrhyupHUFr7+ax7vu4v5PY38PjbOFyUo33e8QNl186lLAh9y9CJRTNiydxXdO4dIuuWocmdub6XLIxvUCgPuaxHejpXpJI1ehJvA31rAwNDHttZm7LZwnC3tfE8NtmbhHUj4FzxOB8iMZTJWqcn2WFtscfL+fLe7alJCQ31lQ115TmZXz4nfKgsL+hsb+zubO3tAhVYO/AMQIDLirLHRgcAsgon+/+zyoLfp7jS+S+//vrzZ1115YF9222tjSVSXQ5f29La4uGjexOToz9/TRbmZ61ZGWaorxhdXm5rbGtpoC/WBpqqK2BwuRSBgCGWcPT0edLpaVuMZHwzI6GVqdjaTGJnrie30ne0ljpaGThaGMgtpM7ALNoauwIirY0crQwdrGR2wCJbyRRjcFsaKMo7kBYyG3PFRKxyGxNPF9u5/u4LQvwWBPstnh+wdV1Y+KFtty4evX315JXwg4d3bVi3NCR0jkeAt2KcudleTnNnu4cG+4aG+AUHegUFeAQHeMwP9FgQ7LF4nnfYfJ9lob4rFvovX+AfNt930TzvhfO8FszzWjjfe1Go95JQ3+WLApYvDFg6PX7o8tDAmQS1Wtg8xSC4YfP8l4YGhs0PXBY6Z+n8gEVzfUANt3COR4ivY4CbZaCb5b5tq4EIffs2CYwWyKnJ0c9xby9tWHnb3j4Ky0xH0HINrRt3b27x865Q1arVQHUaW4xs3T166dLgxvXtpuZVdF42S/+ZwACo7DE1jbMItaNI9YMU/BNn+2gPl1tU6h0k6oVQkrl5XcXdy2nrVr3hid5gyFHAGJCpDzCUW2z+XT/3Gy62l+nUe2zGEwHnloC3ic915XOlusDo0SwZhHVmBnvllsE8mj1G3VJL3VxT3R6D8qZQ5gt0VhobbJZbnV67PObFk+K89IKclJjo54/u3Xgf9Szlc1xGyqecjJT87PTC3HRQk2WmJfb3d4Dy6/vP315W4TD/Fn88nEbsn8TMT/+I31un4/em6Y3/Ctlf0xfP/frrj7801dUfObjLyloqkPIYutpmVuYPHtxVIPtzqqG2aveOLUZSXRMpH4hWoI+zVMiWijkiIZvLo3FA8hl8MUdPqmMo4wOtNTUSmBsLLIwF1iZCezOx3EIPpIO5nr2ZRG4ucbLUd7KSgnS2NnAGlZy1EdBjAKi1uT4wFeamehamUkszqZU5gNjIwdbc1Ql08XIvd7m3h2NIgMfqxXO2rFu4Y9PSHZuWAU+5OMQb+FFgZKetiPVsT5fQOX7zAnwCvFxnezrP9nQK8HYM9HGa4+c8188pCBRk/i5g6e/t4ONp6+VhA9LX297Xx97PW+7v66xIsLOvS5CfK0gg3iAD/5jEwcfF18vZ13N6iBo3Ox/X31Wdr5NZsLcd8NygLvnxY/IX0AGA7NRkZnLClR0brrg7vqFy8xGUPIGsdteG5oXBFUhcg7Jmp1Dav3LN2NWrY0eO9jh5tXD0KhiiLxLTe7qSCyjcOTWNE2j1cAr+vatD6sLgl2K9p5q4WF298n3behJf1p87nWpqG6tFeq+h+VpT6xWS8JTEjpsfFB069zqF+QBDfEQg3ySRN1PIrmyGVJeny2NZ0IlLRDo7LY2XCLVd8SgHDEiMMw7vSaHNZrEWCvnrjKTbfVxvnD4QFx0J+of7EZcunz3+5O7NmKjnn2KjUxJjM5ITstM/JcS9Tkv52N3dMjU1DspMAM8MZP80fnP2D5j+OX7vMR2/N/17ZBVXHymQ/WtnS9vpEwfMzSUcEYvKZ5lYmN65e2tsbPjnj6m+7o4zJ46aysQAWV93Ow8nKz0BU0/I1pPw+AIWU5tMZ5NYPBpfyJLq80CJZmEisjYT25iLbUxFdqYiB3MJKMkBrA5mYpBgZQZiR8CutYF8el44O0sDS3M94DRMjESmxpLpuyMNALXTk9hbOv+eQt/K280+ZLbzwmDPxfN9whb4LQjyAPW7q9zE0VbxInIrU08n+7m+HoBXDydbxVz6jtbujhbujlaezjZezrZeLrbervZeLnbuTtZOisnzTRxsTeV2ZtMJVkCaONqZutibgWeBj+nuaDmzBO3B1cHCRW6pGM7WztxZ8dAMpJu9sYe9sY+j6ZK5bg9unutsq5++ivSbojj4/q0oN/3avi0XvJyiWPw8BCmbKazYuKJ12YJSHKkKod7C0OkJWjB+48Z4xM3+0LAuXdM6im6qxCRCV3RUC7VPQ3k7TmUPVfOikeCpn/M9Q/0rGPRdFuv9gsCc22dyTuz/YGv3jEJ9zSC+YpEfE8hXiOQID4c7gd6X+cLHXMFLseSpSHiExwvkcs0EfAMex5HNWKMvOeMi321uFEQlewNYMQQvLNGfzAiis5fr8Dcb6G+wt7xz+mBFQVptRX5Wavyn2LeVxXk9bQ39nc2D3a1DvW1D/W3VlfkV5bnDIz3T18TMWIN/Gb85+/+GrMIn/7P4OXOv6Y+/Dvb2Xr18ysJSzBZQKVyKvqHexUvnhob6fv6YHB0eiLh+BWiekb4O6PSNpHwhjy7iM/X0dHT4bAaLQmYQSXQCk00U6TKBnbU0FTtYS13lxk42Bg7mYsCrk6Wek4XEEawrHgKCFQm2AMV1tJTKLYHxBX5A39JUYjZNrZmJnoWZYrhCWyuT6dG6ASuWjnYWbo6WPq7W/p72gT6Oc3ydQGnl5mjmaGvoYA2gN7SzMHa0tfBwsXd3snO0NZfbmDlYm9hbGTnYABDNnewsQDrbWzmDNmBvJbczt7E0tjI3tDSTWZgZgBZiYaoP0tJMH+g98Cr21oa/00ox8ZOdpQwkMC2gQwDdggOwOjYyF1tDdzsjPxeLDcuCY6OeDg12f/85pZh286fiiq6q0qJrR3af8XN9LRBlIAhpRO3isPmNa8KKmNqlCLUGPK3L2Xv02pXJD6+G9+ztNZQ3kHSz+dI3OuLLKNwRFZW9mqp7cchjgEgX22fW5tdw2Ag86Y2TPO/UgeJTh+NdXJ5SKJEU7FMq7iGOdA1DvmJict/XL0Lf5A5d5xlH+JQnOM7hBDOZlhyOPothTsLOZdP3WZjsNDHwIWBtNNQt1TQsNZAOOIILkeRDoy4Q8heaSI+sXvzp5cO8L7Gxrx5F3r/+8d3L5IT3CTFvEj68SUp4n57yMS7mRW7Ol5GvvcAYAGT/96cSZmCdid+bZpCdrgn+SSh6MaC1P/8yMfb1yaMbckcZT5fM4BB0BNr79u1qbWv68X1icmzkReRjFydrqR5nerZBHbGu4nJViVjA09GmMal4KglHxtJoWJEuA5RlFkBcLfWc7Y1c7GROVhKQLlYSV0uJi6UYpCtYn0nFFonztE+QWyrOWtma/6bW3FQC0AE8AWSBN1BQ6wA4A12/OZA9LxcbHzc7b1dbN7mFIyjgFCQZWpnJAHbWFob2NqZ2NqbWlkZWFgocZzbaWhnbWZuAVwOyDZYgbf42PoOpkd50SkwMxSCNDYHMC8EbAC4FJNB+S4VdEVuYSqxAmohBTvchImDTXW2NvBzNgn3lR/dtys9OHhsfmfzxTTEjIfjL/vjVUld7++zxk0HekVL9TyrYJBS5MNCvbuPKQrFeIUK9WgvfaW4/eObkePL7sWtX+5wCmxn6ZUxhoY7he6L2NQTygorWWRT+GoWR4uGd7e75Ak1+rUFKsZJ3nD0z+PBOyaJFcRRmtIraG3WNVxr4J0jqS5ldyoKVbyycbiPpT9RpdzGUwxTSfBrVUahrLOLpU9FyKma9kWSbmaEvnWyLR1vhseZEnCWNZMOgONAps/m8+cbS1V6ONw/v+vT8/pv71x7cPP/+zeNPcW/iol/ERb/8/DE6LTku5v2zrMxPIyMA2d/XxP2m7H8R/41XEP8GWeBFFINvKMT222Ri/JuguU4SCYPLIXO0aYsWzc/JzfwGLMvUeHzs+9m+bnpibZlUx0Cfry/RkYh5Ql0em02n0EhYMgFDxFCpCmRNjHStzCW2FhI7IKI2+i42+s7WEjcbqbu1PkgPG+kfCR66Wes7T/taRyspEFqArDWgxAzwCliRTqNmYm9jphiwW2410x0DTIHWgp7a2c4UmAEbQLapHiDPzFgP5LSjUKimmYk+WDc3kU47Y4XH+COnBdVgeh89E0OJsUw8k0YGIiMDoaGBrrFMAOwNcClmJmJzEzFYKlqRschymleQNsDhgI/jaOrnahXk7bB6SeC92+ebWqomvo9P/fyuGGF5uv/q7Wh/fOPCsVC/u8bSGFV0kiquQO7UtHVNiY1ljiqyTA3VrGfas3f318/R469e9ixa3yQyLaXqFHFlr2ncY8qqh1XV9+IwR4iESHPz13LbqyTiTQ3Mc4Fe1rLlRUf3x4X4P+dpvybjouikSDzxNopwi6/3zH/OAzeP+wKDaIFhpK7oHJ+7isNxk0hMZEIpj2TPJa2xkO6yMQvlansQCI5YrB0O50AhOVKpLiSSL50RLNZd7Wp/8+DO3Lg3OZ/fJX98U12W091W291a19ve2NvR2NfdVF6aVVyUMTTUNQXKL8VJE8Vn/T8PQO2/RlZxkbcC2b/8+FZZnr1rxzIrM4FYQNdmUaytze/duz0MvMG3ydys9GVLQg2lAiCxwMKKxVyRiMvhMql0EpFKxJDxWCKWwSDoidkKL2uqMLJAaJ2s9B3NJc4Wet4ORr5yYx8HI5Bgxc/RBCRY8bI39LCVudkYuNoYOFobOFhKQdpb6tsC4bQyUoiijSlQ2b8ha+kMDKWDhZO9ub2VsbWZ1MJIYmYgMjUQGstECuZkIiOglMZ6II0NxYqByAHExnoWwGaYSIB+KxKsGIvB0sJUz9QEKKvISCYEpILl9IsITWS6poa6wP+YG4sVz5p+opWZno251Hb6AgZgCYDh8XY1C/J1WODvsm5xYPixHenpMcOj3VM/J2cmfZ1G9tfwQP+LB7eOLPS/YWrwVh2TjMDmG5q17VpfFeCRpaFVgtCo4wg7Vq0ZfR81kfSl99CpRkt5GZVTzBS+pLOPamrsR2pswWvtwGvd0Je88JBfF3LOa6FuMtgx/v7ph3a8XTLnqVDnFYXwkka8R8BdQ2POUWj3fNzvzvW9pSd7oWvwSCy8xNPewGR68PmmUqGETzWmoQK59K2G0lXaXC9VDXs4wkpZ1Q6FdkTjnDVQHpoYXxp1sYXxoaXzX984F/P8zrP7VxJjnudkxGemxKcmxiYCexDz6s2L+x9jX7W11YHO99u3bzPI/qbp72OaPUX8fvyvY0atQfx+wn+K7M/v/b2N9+6cnjPb3txIoMOh6uhohy1dlJmROjX+taWx7uihvUCiDKW6eorxZbk8HSaNSSbTSQQaCUXE4ogYNpss1eNOnyETWpuJgNCCwsvOUFduLPJ3Np/nbRfsaRPkYR3sZRPiZRvibQseBrpZzHYyBRx7OQBTaOgK3KGNzBmwa21sO92/T/OqGE4e1F6KImw6gU+wtpi+/UsqMtTXBSnVF+jr84G31pMKpAa6BkAspYBCkZmheHoOZZGlsdDKRBekjYnQFqSpyMpMYmEitjD+raNgOW0Gpuk00wd6P3No2cFKMdG94vZde1BvKWyJt6tNgKdtWIjnxhXBx3avfXb3fF5GbE9P/dT3kW8/JoDKAmp/TH9N42Nj7149O7x03hVz49dI/Bc4Npsvbt25rn7Z/FwUsQymXkPTbp0T+vXJ8295+cP37rf7+DfTeQ0YViKRdQdLvITEHscRT2AJkWKD3HlBcZbmd9UxkQR25px5HfeuVB/elaQni1FFvVZRf6KBfILE3cNRPwYFxIYtuMUS3Nei3cISLuLxO8jUuVwdZxOZtbFQrstaJNQ5amW9W2YUgMO6YjTt8BhbCklOJTvjCZ4YvD+NFmZuvDPQ+/ahHVH3LkXeuRj/7mlOZkJuxufM5MSUxA/JCe8+RD35FB8FkFUcMZiepw4Qpvi0fx8z2M3EP91hJsCPAK/T12Uo7skDD2d2Bs/6j1R2aqIvJyvm0L51Pu42+mKetjbd0FB/7+7tpUX5/T2dzx7f8/dxA72tnkQH8EqlEwgUHIVBBsiiSTgSjSDgM2T6PGMDvpmxLkAWCK29mdjOUGClz/N1NFsyxxXk4kCXJYEui/ydFs52XODnMN/XAeAb6GY529nMx8nMS27m6WDibm8CynNnR8Uo8m7Otu4udh6uIO093RxAurvYg+3AsIKeHaipoZFEZiTSNxQK9Xl8obauiCOW8MA7NNDjA+00kynm/LYwAX26yMpUCAyoHXhLioMYenILUBrK5BYyB2sjuZ2Js9zc1dnK3dXG083W283Oz8PBVW4OSPVVDLPs4O5kBd4SSLC+YK73ykVzd29aefvKmeyUuJ72momxnqlvI4ozhd8V/m56fHDF331qairxY8yRdcvOW5q/1CQmwdFpNO26dcvr167Jo2gDZKtxtBZnv6Ert6cKC0cT4rrWrm/WNaxBsTJwrKdocrgaej+GeARLvkHjxMjtX5oaXtZE30FT3tvKiw/szNu+/oOxUTSZ8pZEisRhH6EJt7Dkpy6OrxfOfWRq/kbX4JVAeI/HO6LNm8fhuxhKnS1lHiaiED3+NkPZFn19fyrBkYCyImEtaCQrGsmWgJdjMN5UynJzk91+nhc3rnx59fSHyIj8zIS25gpgDHraGrtb6xU3i+enlRSkA2OgmFtqOmYg+8eY4W8mfm/6hwBPB3+liYmJycnJPzQbxL9HFuwFHO3PXz+AQIz0ddfHvH28Y9NyZ7mlUKANHK2FqWzX9k0Jse9SEmPv3by8Y+s6WzsLGoOEJaCAf2VwGDpiPh/onJHYEpRQVlI7S30Ha9B1GjlayhxBRWUskuoyLI1053rLFwS6z5/tPM9XPtcTYGod6GqluGzKxcrH0cJbbu6lSAtvJwsfJysfF8CNvY+7g6+n3M/L0c9zJp38vJy93eSuTjag3reyNDKzkBmbSw3N9KUmYoEeV1uHriNgKajV1ZaJdUBvaAFU1kRkYSa2ttSX2xl5uloFesnn+bmGBfutWRyyZWXY7k1rDu/Zeub4gUvnTly/En7rxvmImxfvRVyOuH5h6aJgTzf744f33I+4cvHs8aMHdh7YteXUkb03L4c/iLj67vXTqrL8r8M9P76P/vgxPvVj8ptiUm3FGGcz90qDACKUmp58ePu6U1ZWz1DkT3CNL1hieei8ug1bc3T0S2BqNUhCk6m899CZscyssYLsvtNnmy3dKwn8Egz7vRY1XAO9E4k9gCSeRxFfGMueWRqfxWMva6GfSKXp61fk7Nny2tH2MYsRSSffIWJuojHncYTLJgZPgn0euMvvGxg8EUluc3WOMjkhDJaTWNdOJjLRodoxcKuEgp1S/UAi3kpN2UhDzRiHNsOhzTU1rTQ07LGoBTK9XR4uR4L9r+1c/+jKidjoJ3nZXwqy0nJSP6d/jv0c9+bF44ikhOjBgc5v36e+/c3LTn9cBX8gZtZB/Hn9nwbYAfAKYAUxswKW4I/275EFejAzCjv4I0/8+j76fWKotb78zbN7m9cvs7My4XPpHBYFmIGgQJ/D+3Zcvxh+5MheZzc5EFc0AYXCa5EZZK6Qp2sgNACdrKW+nbVMbmfs5mTp6WTjLrf2cLRxBlWYmKutTZHJdK0sZZaKYwKgOxYp6m5jkBJbMwN7CyNHKxNHa1OQzjZmrvaW08+19nJWHEb1dZP7eTjO9nQC6evu6OlsB0ytrZWxmanU0ERPaizWMxQCXlk6NBqbxOZQJfp8YB6WLQzeuDIsaLansZFYIGLrywQ2tiazZ7uHLQpau2LRvp2bAaP3Iq6+fHr/4/vXGSmJZSW5rc01vd0tfT2tA33tTfWVB/ZuD/T3/BgbNTzQ2dPZ1NxQVV9V2lJX2d5Y09FSNwS+s6mR7z9Gf/wc+/5j/JtinrBvisvlAamKQ1zTf9sfP/KLck/s23rMxuYxkRanrJqA1Crw9WncsqfI0LoYrlqjgm4Qm3at3zWa8HmquvjrvXv9HvM7aNImLe18Au8hgXEESTytRrmlQUowNfvs7HiPQr+rrvVWJKndtqX78sXUgIBIIvWhBvK2htp9ddQtDClCTy8m2P+pk104gXwZRbyMJp8kMRfRmW4Sob1ULGUSXFjkwxYWl+TylTpcVyzGFoezJpMV3oBEdCYS5CRcsJ7uDlf5wdkeR5fMvXZ8V9y7SMXNXrnZRTnpBdlfctMTY6Kepn7+MNDXAcqvScVIZH/H5QymMyyOj48D+fynMSOogM4/YAUbZ9ZBgB8Bav9HZMFOk7++j/2YGpka62usLXnz4uGWDatsLY0FXCZXm8bj0CQinqmp1MRCpiPiEagEwKsmFqlInBaKiCZSsQwWga1N4fIYQl2unlgg1QPVt8RAX8jVYZPoRAKNQKQTyQwilUmgsYjaHBqfzxKJeAb6IhNDqYWZkZWFibWFiY2lmYOtlYvcztvNea6f98LgOSsWL9ywasWOjev3bNu0df2qxfPnernJLc1lUqlApKejK+HqCLVZPBqJjqOxSJbWxuvWL79370ZaSkJm2qcL50/ZyW2IDCKeTmByGWIDkTEwwaBtuMkDgv3mLw5esjx0xarFa9cvP3ho14P7N2Pev/wY8yY+7m3UqyfLl4YCT3I34mp5SW5NZVFDTVlLfVVnS11Pe1NXe0NjfUV1VXFtTWlLS21/X/vE2ODP72O/fk6CzurX96k/Bvioqiq/eGTvUXv7u3TWOxWVj+oaWXLH1h37Kx3cCpTVKuGa1UxRS8iy4Vevv9eXjke/GV6yvlvXognNLWNInjK5ezVxh9UIV1Vxb3iCWFPzOwzWRU3Nh9rs/IULmo8cTg+e+0aH/5JEeoxCPVFD30OTr3N473w83nu63+MLn3J077F1zrH5i3k8Gz2+sYGuPp/mxGesk4j2ywxW8DjuOCxA1opEsibibbBYWwzaGqvlQicvNTbY7mq/3sPu+LYVn2NfVpTk1ZaV1FeWNFQVtdSXFmZ/yU5L6O5ompgEfYtCZmc+KYgZuZ1hcXR0dPBfxNDQEAD0z8iCmEF25uGM0P7PyP78BcCf+P597OeP0Ynxgdamms9xH44d2Ovl7qy4t1abzmRSKAwikYon0PB4Cg5LwgJjgCGggdwqqMVrAquAxqE1MVpaaE0sVotAwBJJWBxOk0TB0VmKWQ7pLBpbh82X6EiN9SxtzF3dHP0DfOaHBi9btmT9+tXbt23eu3fn0SOHwk+duHzh3O0b1yIf3o968Tzu3dvP8XHpX5JyM9IyUj5/iH518/rFhQuDJHo6PD6To0NnalMoTAKOjAKNwc7BYvOWNdeun3/2/MHjJ3d27d5mZmOOoRPUCVpInJYGTlMDr6UB3jAZg6ZgaTy62FBkZG5g62gZHBqw/8D2CxdOnj934vzZ48cO7/HxcjY1kqxZsfjc6aMXw4+DvACWZ09cuXjmbPixXbs2b1i/fOvmNUcO7b5z68qXhPd1lcUDPW0TowPfJkZ+TY3/AmXYz+9NjXU3Th094ux8i8N9raqcoKaWYWLevmNf7ey5uUh0GVSjAsdscPXrj4iYqi4cz/gytP9Ym7lzDV6nkCaIZGgf0MQeUEZfUEbdJ1CjpSYPdXTPItUjiITP7q5VO7Z+mRf0XCh6TqU+wmDuq2rd0iScpdAjXRxjA2bfl8keCkR3WLyTVPZ8bbaxrrZUypeKWBYMQjCVApDdLNZ11VAzV1MzRaHMUFrG6uom6mpGmmoWOPQ8PfFeL5etPvIj6xfFvriXk5KQkRSfkhDzKeZNXPTzyAc3Xj29V11R/HVs9F+NYgBEdGRkpP+fRV9fH6AWoAl2A89WlF1/iz/zqjAG4L9/DNAuZpD9DpD9y/fpaS+nB5z6OfVtcmyov6eytPjFsyd79+0KmTfX2s4SqBRfpAOwo7GpwBIQaQQ8GbCLIdFJ2ny2rkRXTyY1NjeztrNxcXX09fX08HCSiLiGBsKwRfP27Nh2/Oih8+fPXL126VbE9UeP779+/TwmJjrx08fUtC/ZORlFRXkVFSV1tVVN9bVtTQ2K2eO72gd7u0cG+r4O9Y8ND058HZ4cG5kYG+7uagk/e8zQSGxmbuDkbGNtZwrsgTafAcSbw6MDlI1N9KxtTW1sTfWkQjKLAgDVIGppElAaeE1VPFIFj1TDayKJKBKbIjIU2cgtfQI8VqxZcujInrPnjl84f/LyxdPhpw7P8fcCteaq5QsvXzj98P7NyCd3Hz26/eDhrTt3r1++Er5n79alS+cHz/UN8PMIDvRZt2LxqcP7Ht+7GffhdVb659aGmm9jX8GfsaOj9e6F8H3urhcFOs/UlRPVVDLEBm3b9zQtXZ5DoBXBNMqR+CZzu97Tp8bKcydrSr9G3Ov0CW6kScrx3Hi6zhUc47Qq4boq9j6W8snaKdbMJgKJeobCZTg7t588Urxlw1ux9Jkm9pEa8ilC66Ea/gqO+sJB/sHX9zJXJxyFu6iBP4OhLaWzrTgsc7GuqQ4L1FvLmOzrcqdzdtYhJKwLRtOBhLcnEewIYEm0IRNtqaQ5It2dro57A90OrAx59+hGeW5aRWF2RVFuWX5mQdaXmRHo62sqxsaBHQJ+/Te0v5GaDkAekNLfkP5DDA8Pz3A580QAq0Jmp+MPXhXIzvz33wL8cHrAdMXtzNODoYFUnL9VvNz0wYfJqfHBoYGmpvqMjNRnL55euXH57IUzew7s8gvw0ZUI6Gwal8+xsDZbujLsZPiJqzeu3L1/L/LF86joNx8/vnv54vG+3VvtLI1sLQwP7d3x6umjxNj3WWnJBbmZxYW5gM7auqrGprq29qbOrtbunvae3o7evo6+vs7+XkUO9XePjgxMjg1/nxz9+Q347AnQ5/4FlDc/JkdG+q5cPW9ja7Z585oXLx8/e/HwyvULoYuDhRIek01mscnaXCqVQSBS0AQyGrQoFAmDJKCQQF9xmqpYDRWshhoOqYZFquOQGDKapg3sOFssFZhayGztLZyc7Tw9nbw8nc3NZAZSoZ+v+/btG29EXH4f8zoxKTYpJT7hc0xs/Nu3717ExkV9ToyJfvPs0f1bN66cv3T21LlTR08dO3Dm+KHY6Dd9XZ2g3ff19z67eX2Xt9spCf8JUuUTQjmTI2rfvrt927ZsNj8HrlauqtEikvXt2fu1OGuqq2U8Ib5n46YWiVkVjpetLXlI451Qx4Wroy9hCNHmtm8srC7jMPdR6CRrm4bjB8pO7Psod3hOpT1Eo5+ooh6oE66TmI+tbT8EBTywsbzK4d6isS8zeGu5Agce11osNBfrmHFowRztkyam58xNVzDJ3ngtJyLWjoCzxmKssVgLPNYMj7UnEOaLBGvsTZd5WF85sjM7KbY0L72yOLemNK++AjjbhNTED23NdVOAtO8KZzDD62+kpg9pgV4eSCkQ1H8aQIABWwrIpp8Fng5IBTGzceZFFGe/Ztb+MWaEVpG/wf3186+KOfO+/wJ0KAZIAYXwtOsAb3BidHxkaKS/pbUx6u2rDRvXBgT6bdi07uGje8WlBf0DPWPjXyenJsEn+fZtfGpiKCM9cd3qRZZmYmOZjrODeYCvx/xg/6VhoWvXLtu2bcPefTsPHzlw6vTxy1fORdy++ujxHQDf2+gXH+PffUmOz85OrSgvbGmq6elsHhroGv86MDk+NDE+NDzc29HRVF5RdPTYQVtby507tsR8eBsT8/bBo7tLVyzmCzkUGk6bSwfsAnfL02U7OFp7e7k5OztY21qamhtLZXqgl2Dx2VQ2DdhxHBlHohPAnnQ2CU3Q1MQjUUQtNBGFwYPUwhHRVDqJqU3X1mHJTKSObg5es91953h5+bv5+LuHrVgQ/e7l+Ojg98kxIPxDwBO0NlaUFmYkf45/H12QldXf0zM2MT44Mvz24cM9Ab4njESPUGqfYcqZVG7zxs0dhw5mSwwzlNXKlVVa2fze9RsHc1Imh7onSvJ7zp5osXOpJgryaaIXVN4pdexxVa1TGpiHItkDc5NTdPxlTfXXAmHm6qUZ+ze/d3N8zGHdIqBvqKlfR2IukGhXDAxez50d6elyRax7hcM+SWetYHKctLVthLom+kKxDs2FTd6vL75pZb6Nw/JCqjloaVhrapqpqpmqqhoiNWQolCUKO5fHXWtrtlhusnvl/KjHt77ERX2Jj06Of5saH/3u+YMXDyMK8zJGvg5NflOUXzPwAfKATILOHfA64wp+E/r3AbYDAZ6pzMD+f8b0z/HvkAUx8yun5VYxlytIsAKM2EwCmmdCobx/AW1q6tv3iYHB3rKyotTUpPLy4pGRge/fgQmeAK1l2muAxfcf30bzctKOH9m9akXI/BBvZ0cLQ6kuMAl6+gJ9Q6GBkdjQWGpsIjMzN7K2MXVwtHJzd/D1cwuc6xM8z3/BwrnLVyzcsnnNvj1bjx3Zey5ccYP4rRuXbty4eOHiqSNH923dttHL293AQGLvYOPr5+Xm6WJha8EX8/FUPIqAAi6FyQOumSaQCPz8fVYsD1u+bMmKZUtWguXysLBlixYtW7hgSei8+UF+fl5yuY2rq73fbHdPH2cnT3tbFysLezMjcyN9Iz2RVAh6Et706GNoAhqUmzgymgFUXJvMYBJNTPXv3L42PjqkGDFJcU2TYli1H98nv0+NA0/1fXJC0UNNTX4dH//w6uW+0LmnrQwf4zUT4SopBGbVipXtp0/kW9hnqWhVIFSaKcyuhYv6P32YHO6caq4denSv129eO0W/GsVLJQgi0axrqsRLKvhInl6cXP5IwH2govGOxs1Zurj85P50b++3JNoTdeRTuPpTBPqWBvEqlfPO2e2ljf0pPPkEGnMMR1xPYfiQ6c4snpVAIGGQ5HTidj3hdWvzA2LdABzKFY91JhLlODxIGxLRkky1J1L8WazVlsZrXK22zfd7GXGpNDOpsjirqjy3tjI/L/NTYuyrsuKckVGALNDZ30MiA1gBiwMDA/8K1j8C7AB2AzIMyAauYObp/y0UyIJ//ybALr+mJ3D7r1Rcl6jgGLSCaV5BU/j1F2AbFAdxAZqKwSkV9zgp5hScXpm+VmHaa4BQUNvf11NZXpKTnf45MS7ixpVFoUHWFsZmJlJTEz1jY4mxib6pqcHMQxMTiamxxAxsNxJL9XUkitMBHD09xekA4INNDBXXIlqAnYFlNZYYAPTFfKGQJxTpcIBegsKORcEzSBgqAUMF/pSgRcRjKSQ8lUwC5pbP1ZVJ9E1lJlamNg42Tm7O7j4ePgG+c4ID54XMCfDzcnawcXWyCw0JWL1q0bp1SzZuXLZ129odu7bs3rN95+5t6zeuCZ4/BzgfljadTMUzaASpSMfK1MDa3HDDmmU5GclTYyN/+TYJkP0+PR/+TIJiAPRY4K/246fiWM+njx8OrFwcbm/1iEyJQWjGYah58+Z3nj9b5TY7XxVfilCtIZLavLwHn92f6m781t8xnpQ4uHZ7B9+iQUu7kiKMJ/FuqBIvKOPv07TjHWxfyiR31TWjSKycJQuaboWXL1n8icqLUsO8UtZ6rox9gCTfJrITHT0/efjf4IkvUhmn6czt2trzmCwvNsdJV9eMx7FmM0N0OAdk+gf0xME0oguFICeT7XEEByzOCoc1wePNUBg7NMqXzQiViVY720Yc2JUX/66yOKO6Kq+hvqgg70tC/OuqisLJibE/3xQ+NjbW29vbMx1gBaAJljMxQ+o/xoxD+I3gP14WM7P13wTY6885TagiFZBOx7TUgiVYUyx/ryu2/1dOk/3nUGgusBSN9bVXL53z9nAxNzEwMRQbGujKpkdEtDCWWEyf8beaPvtvZig01teR6SlucJAa8GX6AsV51+mzrzKproG+wEBPIJXw9cQ8PbGOWKzD5TOZXCqbz2TosBk62jQuC0claRFxaBKeSKfgaRQNAkadCGovjCYRgybhMGQ8nkwkUclUOoXNonDZNF0eC7yguYnUwdbMw8UmYLbL4tCAtSsWb9uwevf2jVs3r1m6JMTT3RHsYCwTmxqI7c2NfVzl8wJ9Hty62tfePApKw/7e0aGBsVHQ2Y2ABH3O8HD/+NjI1MTY1OQ4+F5TUz4d2bjqtJPDY23eO3VcNIac4Tu79+LF1vnLijDMfDVkER5fa2vbd+XcZGPVj5GBb+Ulg6cvNNu4V5N4lWSdBIr2VXXcKQT6HBb32MIgwkxyGqN1E42PdLaN278maXHIB13JYxzhBlLrMhJ7EUe+QGe/lLtEB865bm4ezucd0Gau47CCuSxXHksu0TWT6OqzGZ5c7eNm5hdNzRZTyHIcxhqNtVVD2aohjZFq+mgtIzTKGo91pVH9BbxVcuvwdcs/PLiRlfw+MzUmKz029kNk5JObOZlfRocHgWEETAB4wLcMkP2zvgJSZ/AFMUPtNL29YJ+Z3YDQAnsAnjiD3z/G/4zsf4sZ4gCR4HW/Tsfo/xTAnfzR5v4IsGVsbLSnq+P1i8h5QYFWFkZANfX1dCRARyXahno8M5mujZm+o42Rs52J3NrIxlTP3EhkYiw0Mpq+TsBApLgs0EhibPj7eqvpS66EgDOJiCcScoRCbaGIoyMEyeXyteksCoGCwxLQNCaZy2fTtKkkFonGobF0mOChQMgVSwT6+kIDA7HxtHgrLvKyMLSxMra3MZXbmzoqrhQzn74L19LXxcbX1cbH1Xq2h32gt+NcXxdfYGdd7BcFB+zeuv7D62ftDTVl+blxb6PevngW+/ZNcmJ88qeE508e3b15/dnjBx+i36Qmf87Lz3kd/WL/ppUnPZ2fSvSisaT3BFq6s0fv2fNd67YXautlovHZeFKJqUX74cPjRQU/vw7+bG+eePKiM3BxtbZeKZGTQtN5RGKHYynhBOJzS5NncuuLdMZNDPWBhXnc9pWZa5Z9MDK+RyJdx2AvY4hnCeTTTGaEheVjL68LpsZHtJkH2MxN2uyFXG1PLttVIrLRl0jYDBcOa7dUesLAYAmDJifhbEkkZxzFjUi2oxMt2XRbbaYzl+0j0AkxNljr6bh3SfDjy6eyUz4U5X4uL07NzUlI+hRVWZY/OfZVccPiTwVzCmH69g0AAMD9o/CaYXQmZh6CJWjTYB8QYGdQIQFCpnH7J/EfIfvn54N1wCt4adAapt+AwoL8mwBvdAbZmeeCUAjsr18KizM42NPVmZH65dTxw0sXh/p5u7m7yQMCPBYvDgbd654dm04d23/tcvid21du37p05QIoyQ4c2L91xcpQZycrYBtMTRXOwdhIZGSouN4KKLSBPl8sZPN5ND6XKuDSBDyGLp+lK+SYWcjsHCwMDEVg3UAmMrc0NLeSmVkZWNka2zmYyeUWTo5W7i62Xm72XtOzjPt4yBVzjXs6ens5zvZzDQryWrDAf8WSoE0rFuzesPzwrg2nDu88f3LftXPH7l47d/tq+LYNK8MWBF04cywxJrqyuKCtsa4oJzv65ctHd27fu3nt7o2rJ48cDJ7tJ7eydHN08Pf1WrJwPrAW67asXrFgzhEftweGhi9J1Ggy/bOFbcuRY537juRKLZMJlDQStcDQvGHD1qGET1P9vd8Ge6dSUro37azWtygh8vK19d7z9S/S2Rco1NdmZrEebg+E+g9IvChL++IDu+r37UqwtH5Io90lkSNI9GsU5mWOzm1zqzeBc+86Op7l88/pCg/yddcLdBcIdOcaGHibmtrqiZ242ovYzJ164mVigQOLYsOiO9IYbnS6A4dmrcO247HtOQwnLivAWG+5m936QI9TO9d+eHkvNy2uMOdTRuqHmPdPy0pyvk2MKYY4mhapmS99Btxh0MtMxww2fw7A0swR2Rk2pjH5XyA78ytnXgXEtDr+F6//JmbeH5BhgPif3wdYgmYEtivefW93W3NDUX7Ox5h3Tx/ef/Lw7vv3r1JSgQjllpWXtrQ2Dgz2jYBedWxkcKivva2xprLgy+d3x4/vmT/fb0lY0JYtKzdvXrFqRejiBQHBczx9veRODmaWphITfb6hmGOixzeXiYEVdnax8fNzdXWzc3K2dnd38PJy9PFx9PVznO3v7D/bBXT6/r6KCZrn+jrP8XMO8nNdGOS9YnHQpvVLD+3fevH80Tt3Lz17dudd1NNPsW8zkuILshUjQldXFjfUVrQ01jXUVr1+/vjapfCs9CTwYXo723u7Orrb29uamhtra6rKwIdLj379/NDe3Yvmh/h5ebg6OXi6Oc8Pnbt6w/KVi0P2ebvfMjF+QqW9opBj9aVVO3a2nziTbe30mURNIVFzxUZV85Z2PYocaW74Otg7WVnad/5ivdy7nKFfyjZI0DW8zGSfIJFuiEWRLg63ZLILJEaEWBq9eF7KxlXRTg53eNrXqeSrZOpVOvsKX3TLyvZV6IJHc/zDTWQnDPR2SUSrxMJQicjXUM/RzNBcKnIAustgnzSz2Glq6s6gOdEZ7iS6J5FiTyVaMKlWLIYNm+bAZfrIRCs95bsXBh5Zv+TR1dOJ0ZEJ7yJfPbt1J+JcWkr82PDQjylQn//dvF8zRdgMEr/5mI6ZLTNHZGf2BDHzxH8V/6nKzgTgFUjmjML/t9/9jwF2AHuC9/pn4kGAh//1In09/T2dIHu72rs7Wns62/r62vv7u3v7ensGB79OToLaDXyUH3/9y7e//Pg6NjTY29rXXleUm/L21cP4mJf52UkgM77Efvrw6sOrR6+f3H569+rty6dP7t0WNtfXw9bU2VLmYmfs6Wrl52Xv7+sIco6/S1CgW1CgS/Bcl9BgtwXBHkvmeS2Y6xbs4xAW5LF5RciBLSsundj9+Nb52DePCzM/N1YVdrZU9XY19Pe0DfR2D/T1gnbW29+jyL6+nj7wX29tdQWolNtb6gZ6OsBnUezW09Pf3dPX1d3frVjvamstKy748ik+6tXzxw/uRj5+EBv7NiYh+vTRfXsCvK9amTxgAWQJH3jckhUrO86cLfDw/UShJxMpWTy9crfA1vNXeksLBns6Jpoahl4+b124okZsW0YzTOEZ3uHwT1MpV/g6L71cHthbnyUzrmrrvJ47O23H+mg/9wgB9wqVdIlEuUxjnecKLhiaPp8//+mCkGOWhnuMRJulwuViQZBQRy7QNpboCHlMIxIhiELbJ5VtMTLy43G9OTr+DF4gQ9uDw3QUcJ10+c66XFchz1NfsMDBfMNst50LA++ePpQe86Yg7WNq0tvoqIe52ckKLzulOC/9BzzgGwc2Enzj03z+E2SBe5xRZRAzz/o38Z962ZlfPNNW/vhlMyv/JkZGFBL757cC4AV9BjDA/X39wMOAf4O93YM93f29XX29XQN93QP93f39nb29nYPDgzPHSkD7+/7tG6hgBvraettqe5sruxvLO+pKO+tLuxrLFcv60vbaorbawu7G0oGWyr7Gsvqi9Jhnd07t2bg00MPf1SrIT74oyG35Qt9loT4rFvmvXxG8dd2Co3vXXDix4+yRLfu3Llu10Dd0tnz76nmPr5/MjH1enZXQXJzeWVU42FI92tU02tsy2t8+Otg9qhjMZ2hkeKBf8d5BuwJggpWevr6uAcVpjo7+3s6+nu6B3t6Bnv7BnoGB7v4BsOwd6AOEg0/a3w9+BLxQb3dnX19nfVPl3esX9gXPvmRndp9Lj6LiY2m03IDgztPhlXPmJtFoX0ikTKag0tqj5eCR7uy0ga72kfbmkS+fOnYeaDL3qqEb5ekYv+ZLrhOodymsBDfXD+4uEWT2IxI32T+weu/OpAC/RzydCArtJplxk6I4d3BWoP86IOjdwoUnzYz36Ut2SyQbuPxFbK4bk2Gjo22kyzHWpvlqs9cZytY72sy2NHTSE3rwBZ46XCc+S67DceRxHHgsWzbNjkXx0uPNszJa7eVybvumL6+eVuYmZ6W8f/3ybkryx8GBPlBY/6GyIACOAMqZnnnGuc7EDK9gO5CwGV37/YR/G/+RMZiJP+zI71/4b2P6rYACeezXL9DawLtXJMD+519+jk9NS2yPQmEVetrV1dfV2dPV3tHeBLKrvbmjpbarpWqku2lysAvkxEDHWF/bYHtdZ11Je01he1VBR1VBZ2VBR2V+e0Vea3lOa3l2S0VWc01OT3Px146q0c5qkP1NJZXZiRHhh9YuDty0at6B7StPH9pyYNvK9UuDNi2fd3r/pld3zsc9j3geEX756I7DW5avDPHcvXZB8ttHfdX5o01lXxvLhhrLhxorhpqrBlqrhzvqR3taxnrbx/o6hrtaelvqeppre1vr+zoa+zub+rtbB4G4KroL0PB6wDcz1Dc43Ac6wuFB0PKGRoaGvwJzMzwEGirQXKDLILta2xoi797cP2/OObnFHR4jmoz7iCdmOnl0njjZsGhxOpOdSiRlUrWrTRyat2zr+pQw1NE10NU2XJjbHX653WVes7ZZCcfgI18SgSVc0tCKNDSItDG/SqDe1CS+NLdKXbIozs/rnlh0hc68SGVcZLAv6OheMDJ9FBj4OmzxBSfHvQay7SK9NRz+AibHncm0FWhb6OuY67C9OZz1xqZ7fD0Xuto5SUWOHK4Dg2bDINlSKXZUqi2DYkUl2tJJvnq6C6xM13i57126OOLkkcSop/HvIh/dvxoXF9XV1THTtf4G6K9/BbI14wMBr+Dj/0bkbwFEcGpqaoax30/4t/HvTiX8OcA7AMgCFzt9DGAm/u5YgeLYwdevIzP/ARX9+nV89Ou38a+/psb+8m3859To94mR72PDUyMDw90dPc31XQ01nfXVHfWVbXVlrbUlzbWKC4LqKgvrqgrry3M7qvKGGstGW6q+NleCHG6q6K4qbC3LAdlWkt1enN1WnNVWBDITZEthenNRanN5Rldtfn9j8UBz6VBr+XBbeW9D0cv7V9YsC9q3c234kV0Hd6zfvnrxQj+XjYvm3L9wNPn1g6wPz17fOhd55WTSi7tvIs6D9fKUmN7K3L6q/J7KvK7K/K7KAsWyOn+gsWSkuXKkuXq4saqnqri9NK+9NLejvAAocWd1UWddWRfY3lLb297Y19EC8B0bHpgcHVEcU5kcHf0+PvH9G/A4X0fGgVf6LTOgH+nqePX40f5FoaecbW/osN6Q0IloVI6RVcfBwy2btuQKDNIItGQas8zQsi1sde/zN19r2gZbO4Yry/vvP+0M3dAsdiihCNOY/Egs4YKK2kOh7ltb6wia9hUN3HOJYWpwcFygzw2p+ByLeZbFCmezT/IFJ42NL3q6PV8RdtPXZ5tEspLPD2IyXElECxzGjEG25DJtKFQfKjNMR7jBzGyFg22IlYW3WOLEYjiBqguoLJ9ry2VYsqiWLJqTWOBtYhBga7F8ju++zWtePIzISvsUE/MqPeNzd3fnTME9gw1YAnJmOmfw2X9//D/FyMjIn43svw8FsuBF/4jfm/8Wf2wBrQS0g5kADWhychzk1OTEt4lJkDObwLscnxgfmwCmZRxw/XVoYLivc7in5Wt389fOppH2huG2+uHWuoGGys7yotai7ObCjMbC9IbitIbilPrilLritNrCjLqizNqijNqClLbyzIGGoqGmUpDDzeUDDSXtlTlNpRlN5VlNpZlNRYrnNhakN+anzWRTYVpHadZAbeFwQ8lwY8lwc+lAY3FHVc6jW+H+fvJAP9fg2V5uDjbBvh7zfFwP71ibmfC6qTi1ozQz8/2z1DePO0uze6ryW0syO8qyO8pzOipy28tz2oB+l+W0lGV1VGQP1ReNNVWMNVV9bSjvLs8D7aS1MLO1KKulOKupKLOxOKuhJLexLK+5oqClqqi7sXII2In+9vHR3vFvw5M/xhWntSfA1zbW1//bVgFL3N3dE/3q5YGVS4+7OVznc6Lw6HR1ZBFb3LZ5a+uBfbkyqxQCI4FBK5IYtAWEdl+7O1xQ1VvT0F9VMRgT17XtUKuldzlBp4TETiTSb2qgHglFSZ4+L/VNrmPob2QWOfMXJM2ZfU9fcpWpfYPFvcrknWHxj+mIzlhaRa1YfjskeJW+OEiH48YCqok3IqCtGBQApbu2dqAOf75Qd4GeXpC5yWxbC1cTAxshz1rItRbzLcR8GYcuphAkJJyMRjLnMu1E/NnW5isD/W6eOp4UEx395lluVtpAfw9AACAL+AFLEIAN0PvPwPrfemnwEAjcH+7xfwwFsjMvOhN/pnbm94ElaAFAREFXDgK0FRCDgwMgwX/T3d6g4vHQYD9I8P9A/0h3Z29DTUtJdlN+cmtRaldJRl9JZn9Z9mB5zkB5brdie2pD7pf6/OSawpSaouT6QkU2FKQ25aU15qSWfvoA9C/n04uWyrTepvy+lsL+1qLuhtzmqvT68rT6ioz68sz6sqz60kyQjcUZjSWZTSVZraU5/dXF401VU63VEy1Vw41l7WU5JSmxF0/sdnY0N9TXNZAIDSQiJwdbLzfHsEWBF8P3P7l9/s39K6/vXk54+aA2P6WrprCtMq+9Mr+lKq+5Jr+5Or+pOq+pCmROZ03e1+ayidaqry0VA/XFbeXZoKXVFaaAplVbkFyd96U6O6kqI6kiLbEi5WNFSmxlSmzFl/flSe8qUmObSjK/drf8GBsZ/zrSPzDc+zdkQffY3d0b++HtofUrjnnIbwp1YtC4fDiyGMdqWr6s+di+XEu7NDw9mUQq0ubVu3k3nDzTnZbdXlnWWlk4lJk6FH6p32tBM0VShWF+onFOYXE7GeRz9tYXra0P6giOGhpe8/O46+d2wVB6Qpt7ksU9yRYc4+sdl5lccHZ9tGr5qbCQUCtDLzEPmFRbHYYZh2or5jobitz0BL4S3QWmhgstzJ1leiYSvkzEM+BzZBxFGnC0JVSKCIeT4fDWdJoTj+snlS53ctodOv/ynt1PL196GnEjNy1leLBvchIgq6BwhiLAz786xAS2A40D+8xQ9z/Gf0cWBPgdfwR4CPCfOaQ1fbYCODBFUwF/blB3KP7ovT0gu/oUdXJHX08nqI5bmnsLs2qinxbevVB2/1LDy7ud7yK7o5+2vnrQGf106NP7obSEjrSPLRlxTdnxDXmJDXmfmnKTQDbnJLfkpFSnJMTcu379wLY3V082ZMYN1eSO1BUM1+b3lKe3F6W0FqW3loDMAO0BZFtpTkdJTjvI4uyOstzeeqDH1V+ba0Df3V1VXJGe9Oz6xZWhcyyM9aVCgb5QV18kNDGUmZsYmyrG75A42RoFezttXBZy8fielJgXzWXZ7VX5ANnWqrzWarCcZrciF6hsd3n216r80ar8/tLM9rykuoy4iuR3pZ+jChNe5cU9z/3wNPvN48wXD9Ke3E65dy359qWkG+GJl44mXjqccOFI4tVTRe+f99SWDvV1gIoNGPiZ6J1GNjEh9uCmlYe9nW7qCd9rYQpgGsWalLrgoOYTu3NcndOI9FwsoZTMqLK1r9i9uy3uY2cFcE2ZvcUZY88jv67a0iGyLkWx39N4+ymUIIJWqAF/lZXxYn3hQpl4q6/zsXl+26xNVgl5qwXcVRzuWqFkg4nJQR+P6+uW7w2dHWIuDRDreLIZjnSKNZPiaiRe6CEPc7EPMTVYI7dd6WDvINSV8ThSjraxNs+CJbDUFlrxhdYCgY2Ojr1Ax9NQGmhlvsDFcd2i4N2bVx3ctuH4rm33rl4szcsZ+zr07duk4hasaYSAKwAl0O+P/Q8BFBB03WDP30j+i5jmUbHPP0H2zwF4nTk2AV56GlZFgB4NFBi9PYOgCAa1RmcfqJN7Oga6u3q7ulpam7Mysq+ff792cVSw18cgn+SF87JXLctcHRYXGvhhfkDymmV5B3YXnT9RGnG+MvJmffST1oSozuTYzvT4zqxPbUCr0j9+fn3/7fXw7Mi7Pdlfxivyxivzh8tze/LTOnJT2/Iz2grS2wvT24oy2oszO4uzuwqzu4tAZnVV5vU0lw20Vw62VvU0lLVVFlZnp3189mjfupXOxjITno6pjsCUr2suFFtIxH5OtttWLji+Y93lQzvvnjkUFXGxMD6qDfyK/LSWrKSGlLiaT+9KP7zMffUo8/HtjHvXM29fzrp+PuPy2ZQLpz+dP/nx/PHYc8c+XjwRd+lkzLljH84cjjq+//mhXU/3bHm8ZdXDdWGPVi98vDIkcs38qA1hUZtWvtqz5dO9a3WFGT0dDb2gROvt6wcVmqLNd2ekfzm+Z/Mhf48bJrIXWFyqsmaWJqnM17v11L68uf6fGdrZOHIekVpgZlG0bn3Ts2c9RVk1xcltFekT2UmDp8/UOPqmM8RvmcKzOsJVAt4aB6tN7k4rLM02yR3Cly26sHbpOrnVfD3BQhF/nrb2fI5OMF+w3cPt3raNB+b4hOoJQwX82TSaK4HoyKLPsTffvWLh4VWL1nk7bfN1W+cid5cI7UUie6HYUaQvF8vs9A3tjAzlpjIHE6mdiZ6jlYGr7fS4vC7m3s7mAY7mywM8bp892VheOgns4bdvUz8Vw3IBhIBpBAgpyPlnAWgGTP9B5MzKvwmwz7++K+HHD2BBQCP4/dr/Ff19vYOKBBwD2ejt6unr7O1r721vbi4qSLtz88GieVetTG+J+I+0Oc/Z/NcC8Sux+BGPG8Gk32Qx70r0nthaP3F3jAz0ilocmrBxbcaB3cUXTlU/vFkT9bg24XV96ofmjI99BWmjFfljlQVfKwr7yws7CnNa8mdcY2pTyZem0pSWsrS2sgzgXzsVKpg1UJM30lIy2gbK/MLuyuzO0kzw7QLKo8+fWmFp7klneNGYPnS2P0dnjkDnaJBf7p3LdW+elD+9k37lTPyJA4mnDyWeOhR3bN+bXZufrl95f/mi66Fzz/p5nnJ3Oi63PWRpcsBIut9Aus9Qtt/C9ICd5QG5zTE3x9M+bhdme18L9Lvo7x3u637K0/mY3PqolclxC8NjZnrHTMXhlrLLjjaXvFwvLQiKvXKmpTBjsK1xqKtnoLu/T9FjdZaW5F8+c3TXXN9wO6ur2uzHGOJrAiPJy6P21OGMsLCXunrvmJxobU6MmfmXJWHlN663fY5T+I3Mj61ZiWXXLiYvXPzB1uW5qe0VK7tdjg675/rvmuO/wVF+LCDg0e5tt7dv2OLquMhQf7G+ZLFQvESoFyaVnQgOidyz64C/53x9YbCQ76PNdGEz5EKun6P50nk+K0O9w/zs189xX+pm52oodJCJHQ3ELnpiRz2xtVRkpa9jK2bbCZhOfIangOnHZ4UIOEv4OmFs1jIdzl4nh1dHDzfl5Y4ND49OTY7//D59BZBC9f4wsv8YwMgC5wl4myFyhr1/E/8S2ZnGAXgF/RgwyH9vmRXI9vYCawLEtmOgt32gu7mvrbazprg2PSHz7tW47ZvfhMx9ZW//XCh+TGE+xpOfYQnPMbhnaOwDJPouinCPyritzb6hw73KF1wVim9KZQ+srSO9PJ7PD4petzzp4M7sy6fLn91t/PimPTm2JyupB+hr1pfmrKTWvC/tBZ/bCxNbCxJacuNbc+JbMhMA302pHxo/vmyMftIY9bj8WUROxPnMK6cyzx1PPrrv4fzgvbq6G0nkbTTGbjZnP4d3kKt9ycTgzWzPqADfR27OlyyMTxiIT8gkx2TiQ1LdvULuLi5rJ4u5jU7fTCFvJhI2oFGrVVXWwGCrYYiVqmprsZjdAu5efeFmHfZWHnsvaABi0SE90V6J7h4hf7s2ayuNsp1C2kbCbiVitlNw2+nEnRzmHgPxtdA52Y9u9ZTkjbS1DAKL1dPd09PR2FDz9H7E9kUh21zsdhtLj4rEl6RG9/z93u3aFrlk2SVz28tGRhcsTW65u7xavjTx7Imsp/eyXj7Kefc8J/rZ51sX3+3b+Xz1yluLQg+E+C8P9p4/1yvAycbfRLbJ2+3StrVnNq1c6+W8yMZkiZXxMkuz1Xa2Gz1cw1cti9ixaXeg5zwzfV99vqeY56oncJLqulvKPG2M3Sz1vCxE8+yM55rqO+myHAQsRx7Tg02fTacFUMiBRNw8PGYJFrMWj99GIO7DU06Q2Gdp/HAa7yxPdEvu9GbD+qqY92P93V+nxgCyitNA33/8GyMLuAK2E8A2I5//K2T/KLnAL1NcwDhdZv0thkAZ0Qd+Mtg71NupmByrvqy1LLsp73Nj+vuGjy8bnj+suna57NDBgtUrP3o4PRXwnqCwL9W0XqujX6tjo1DkNxTmSzbnOZf3jMeP5Akec/j3WdxbTM5lNueyjuCGnvSupfVjT/eXIYHvli9M3Lwmec/WL/u2AZRTj+/POH0o4/TBlON7Px/ambB/+8c922N3bX23Zd3LxSFP/Twjfd0f+bjddrG/bmdx1dToskR8gc09T6JcIpJvMtgRbG4Eg3mLTLqGx1xRTDioeUZD6zQKc4ZAOEUkHCfiDxOxB4nYQwTcYTzhMI54EEc4gMHu1tDYDofvgkB3QGBb1dS24zGn9UU3HWxOGUv38zkH2axDLNZBDnuPNmsPg76DSNyKwWxDo7dpaW3T1NqKQm3BYbYSsDuZlBPmRk/XLS9+9aSvpmygu623uwOobGdnW+qXxMM7Ns93sw+yNlpsabzZ0WHv3IADYYv3BYdudXZb72iz2ttu91zfC6uW3TiyI/LqmfiHt75EPvj48M7r6xfuHz9wZfvGk+uWbwwLDprn7evj5Gkq89LhhuqLVjhYLJFbBRnpB+oJgvSF8wwki0wNl9pabPBw2uzpvMBc5qnLlnOoDmyKA4sGhNabx/Ph8ry1Wf7ajBAmYwGNsZhGW06jryXTtxFo+7RIh1Uxh9RRhzQxh7WwhzGEQ1jiYRzpKI1xhMc9qSu4YWr63M/nyaJ5yZfPD9VXTYyPTCouvPw5NfV95G+XdQNHBJT2z2ILYALKCHj73yILqAf2Auj5yPjY4Pjo4MQoaArfRscnwf/j46OTE6MTY2Ojg18HOvvbatsqcxtzk+pTY+uT3tQnPq+PjWx6+7w58mnzjZstZ05X79uWDz6GqUU0iRmNpsTjmEkU7meObixfGM3XfScQvtdVrLzlCd5yBFEs/ksa9zmZ85jMuU1hXqfQrjHo17naoJq+KeLfEune0dO7LZPeNNC/qSe+LhFdE4uuiYRXhbpXeJxLVOIlHOoqHn+LSr/NYEXQGBFk2h0C+SGe9BSPf47HviSQQD7H4Z+jUU+RGo/UVO+rqt5RRd7VwtzF4m9gcVdw2PN4zBk8OpyAPYMjnMGSzmCJJ1HYw6rq+6Gww0qwwxD4IXXkQRz2MJ12wUD/spnJcZHwAIu9j8nez2LvZbBAHtDmHBWJzpqZXXOQ33R0uWIrP2NicUgiOSDgHRXpnrGxerZ5fWXCu97Wmv6edlCvDnR1NFdVvnl0b+PiYB9bEw8z6Vw7y0WebmH+vgt9vec5Oc61t5ztaDrPyXaVn+fGRf77V4aeWRN2esWSQwtCtgf6rvFyXuVqt9bRdoWd1UJL02VGRmt4ws10zl4d3W1iIai6VrAZK2iU1VTqWgplJZmwlEIIo5EWUIhz8Gg/tIY/SmOOpkaQhvpiLfQaAmUjhbmVor2HzDlE5B4j6Zyk6Z5hCM7RBZfI/As45kkt3CEkehcSvVkLtRKluRCFDGMQN0i520yFey2l51zsni8Ijlw47/Gq5cVvnk32tn2f+vrtx7fxaSML6FQ4+OnzhH8UoCD+bGRB/Obv34YCWQDo70fTAV4CAAochuICz69DPaNDfV+Hvg6PTAyMjA4ND44OD44Pjwz3jrTW95XmtmfEN3x6UxfzrB7Y0Fd3Kl/cqnlysz7iesGhwzHzQ1+5u0V7uSYHzk5ydHrE0L6PIkYTmZ9Y/C9i6SdD40QTk0/GJgmGhh/0Je9Fwji+8BNHmEDXiaNy31F5r+ncFxT2czLjKZXxmMF4SKM+IZGfEMj3iMS7RMIDAv4hgfiQCBIP8jEW9Rip8kQd/kxD4xUaH4Ujv8FTogggSW8JuHd49AecVgwWE4vHxuCwiiUW8x6DjsZi3+KIUUTKSxL1IZ5wC4+9QkRdIKLOk3DhBOJ5PPkylnxRCxeuggyHq16Aql6EqV/WIlwgUk6SKMcZrEtS6QVDowNc3V1s3l4Gdx+Nc1ggeew/J+PwwaKbV6qfPal99aLiyeP86zcTjx97vn7VVTfnI/oGJ+zs3p042FqYPtRa311Z3pWb25ORVhP98sPxg+cXhux2d93m4rzb3WPfbK+9QT57fTy2mJutkohWiSSrJXpr9YUbhbwt2uxNVMp6AnYNDrWGgF5PI2xiUbawaTtZjKMM9lkS+ypV+5ZIcsVQFi7RPaPDOs9jXONp3xPpPjUxemZtedfc+KJI5yyFHI7CXEBirmpgb2qSbuIZtxi8m2zdWyzJHZZBBEt2jSUNZ0sOswV7GNztFPYGAnU5Cr1QDRmsggxQ1fBSV/On4JbJhBusDbZbSXfbGR12trnl7xe1aPGD4ODIHRsbMxO/j/ZOfhsbmfjaP21kp5Ht7+nr756u5KfNpuKILOjP/0NYZ0KB7AzgMzHjBxRmWfG6ipOK/T1dg13dQ509Q129PX097QOd3X2tXZXFDe/eVly5VHzicP7hvdkHdmXu3559YHvukd35+3akLl/+Qu50madzhoA/jUVdoZBu0qmXtFBXlNUfaaDeUekfhaIPBrL3xsafTC1SLKy/WFolmZh90TdM0ZUm6YjjeIIPXEEcT+8TR/aZLYtnST9w9N9ydKMZ3PdUVhSRFEXAvyUQ3hKIbxUr+GgC/h0e+wGjGYdRj8dqxWNxCVhiAp6UQCTFE/HxRHQ8AZNIwCUS8J9IxM9kyhcq7QuV/oXC+ExhJVJYHynseJbue5bOE6DKFMINMvYWm35TW/salXaTSL2Bwl9R07qurHELrnFbBXUDQ7lEol5isC/q6EZYmD9ydT1paLyNzdtD5+6jaB/g6L5fuqL39cuxnNSp6pKp+nKQ32srx6tKOzOT0i+dvebrv0dmfHGOf9HTu01JcVm3b+SGn87fvzd99covoQtifGY/lbvds3N9YO/2RO780tnltb3jI7H0LlvnPlPwgKr9iER7hCZEqmOfqaIi1TSfI1Gv0LgXBPJjOvUBgxrJoL9mMKOorFc0xl0G7QKTeopKPEHGn6YRz2mzbuhLX7m6f5q/6OPCxe89vd9JzaJYoldU/iuyzguK7kM6gFV4maUbzhQcY/D3UbW3UZjryLSlJEoonhCMwwVjMCGaWkEaWnO0cIFo0gJt3pk5ATdWLj3o5XJIbn3Y0eqoi91NX5838xc8DQ65Mi8g+tzhzsrCsaGBgaF+UPH0AER7BsFaTx9IBVtAYgGyM0b2N4z/WSiQ/evfriIAT545BAteDlQHPT3dQ91d4+1dE+09w50Kgjv7O7s7G1pyU3NvXv20em28l1+MndN7W3m0rcMbO1uQ7xwc3lnbPBVLH3AFj7W5d/C4q2oql5XhV5UR12HwWxDYPSj8qaZmLF8AYH0tNX4hNHgrNooxMP9kaPnFwDRNzzBF3zDR0CDRQJasb55r6VHuv6J44ebUucvj5B7vxQYJdN4XAu0zjvQJJJ4MMhFPmk7iJzwmGY9KJWDSCMQ0AjUdT0knkNIIhHQiMZNEyySzMiisDCork8bJpHIzKJw0CjeZwksicROI3BSuNEdmlSwxieYJnjAYb6T6z6XSGwBZPOkaEnMZoX4dphoBVQPIXkITT+OJV1icu/qGD2ysX/r5XLKx3cRg7yCzdhHoGzGkc2YW0SuXJx7eU/rgVlv82960+K9F6VMNFd/aG/qL8hJOhx+Tuxw3t/y0dUP68f3vVy1NDgmJt7T+wBPFMgWxDH6MwCDZ2Tt7TmianVsyT5pM432hsdJpjEIyoxxPLkfhyjTQZapa5aroMiS2FEMowpPzidRcEjWHRM2l0HKotGwyNZvB+MikPCShL2LQh5HoHUjUehR2FZ68nq2zXc94t5H1AanFYY7eITp/P523l8bdQWVvojDWkmkrKJTFZOJ8UGPh0POwqIU4/BICOYxAXkYkL6eQl9NoK9isFXzBMl3JiYC5Bfcf5D95dHv1ivMebhdc5efdHe7M9no6N+DlwpCIebMvLvJPeXS7t7Gur6+rs78bIDugQHawp2+w52+l/IyR/S2W/3EokJ3hFfA7cwhWodog+kDLAPraOdbeNdTR3dnX3dHf0dNU0xgf9/nA/kc+PneNTZ/oSiK5ouc80SuObhRQQW1BFIP3ksx6TmRGsflxOsIoMvmJmtpDOOwxFPoEAnmiBHmsBHkIh78kUb6YWn62cXxnbvvOWh4NVkxs30mMYoV68Xr6H40NkszM0sxts3yC6k5c7IxObH71vvLo8VQXtyQmP4fIzCLQMimsLLp2FpmdhWfkkrVz6dwsCiObRMkjU4uorCIap5DCzicyQRaR2cVkbiGJl0fi5ZA42URuJoGXQeCmEXhfSPxEkk4sifeJp19s7VLh5J1t6RArlsaYmL4yNLxMIl5Eoc+pqJ+DIC4qwa5B4NdVNM+jCSfwhPNUxj2JwQ2pwS1Ly/PmlhtorA14yhYsaR0SvQVP3M1i7hPonLO2ujvb90loUNTm1fl3b/UXFkw2NjbEJt5fsuKk1OCFq+OHOb5xbu4Z5japdEEuTjsfz80kcbLERk3rNw3dvNG4aXOxvnkhgZFPJhUT0Y1ozXZ19Q4V1XaEaitCpUVZoxmJqcPiKoiEUiKxHEeoxODLsIQSHKEMh68kUwpolCQy4Q2ZEoEnn8bidmAwKzDoBRhMMBofhCKFoIjzUYRQDD4US5iPxYdgsMFYTDAeO5+MX0QhLKUSV9Kp69nMrTo6u8SSgwZGpy2sLro6XwsKuLcy7OGmtRHr1747c7o1+UtXblbKtcsP5ofcdHe94eF0x9vlyRzvt2EhkYvmnPVxitiwsjQxtr+rubu/s0dhCACyQ70g+xTIAsSGhoaAC53B7z8PxakE8B/gdeYQLNDqmZcDyHYrzm119vV0tfd3Nw51tHXV18W8T1i7+Z6t03VD4xsywwhDwzvGRvdlhi9F+vEcSbK2fhJb7yNDN4YljNEWxbH5sWT6OyQmCq4cBYG8UVIC+VpJ6TnAV1U9msHOsnUoDArOXRqWHhaWFDgvzs45Ws/gg1CUIJV8MTJMtbT55OGdtm1X46t3I8npvbci8j19Upi8XDIzm8LMZHFzOPwiBr+CrFPDEFVy9Uq0hSVMQSlDUMEUVjCEZVRBCUlQQhSUEfllBF4JjluE1c7DsnPw2jl4Xg5BJwOv85nIiyFpvyGy3nNFhXK3Mg/fImePVAubD8Ymz2TScyT8KS3kcRXEKRg0HAq5AINeVkeew+BP4HBn8cQIjs5VLu8sT+e4QLSJylyDJ23E4jdroLaqIneqIveqae1TQ+9Tw+7VwOwjUS5a2SfsPdISk9CfnPF5/4ELMuldXd0oI5OPEqMUlm4ujlOO4pRgddKInBSRUf2OPUPx75ovny21diwhskqIxFq0RpeK8iBM5StEHeQwTGNQGd2nQWhHERsxxGocoQKLL8XiizD4Yiy+AkuoxpIr8eRCHCmVSP5IJr8kE2+Q8CdIuL1E7HYcbjMGvxGN24jBbcRiN2Exm3G4TXjCBhJpE5O+m69zQl//orn5LRfnx8GBL1Ysebt9w8fj+1KunM69f6Xs5b3amOd1CW8qYl/mf3hek/m5r7q08UvCx317bvv53vJwue3u+Gyu15uFga+XhNyZ63vayyX65KH24qyBnlYA1EDP0ED3cH/3cF+vwtqC+H91acEfoUAWiO3U1JSi2Pq7g2cKZIETaB/sahrubOlvqspKerdjx3Vrh0vGZqdNTQ6YGu40l22zNNxnbXLRzCRS3+iDxPSToXWKlVOCuf07PZMPPL2PFO4nLconZVQCVPmjEvSjEiROSekDFPoGofJKHZnI4hZ7elWvWVm6cV3+6tV58xakyZ0ThZIkHX6KSJJqaPrF0j7ewT1r3rLajTsqgkJzJIY5ZFYWiZlCZ39ms1OZ2mVUbjOB20rm1zME1Qx+FY1XSeFVkngVBE45Xrscyy1D61SguRVYbiVGkaVYThGOU0jgg8zCcRIJrHdExksC/RVTJ9vOKc/JKdveLtXC4o2u6IlA9wIBf0JD9agy7CQcehqmFK4MvYBUP4tGndbSvITUuk0g3yBTwkmkIzTGDgp9A5G8GU/croHeo6x5GIE8AdM8BUWegWmegWmdUEYf1iSeFug9DgrJOX48fduWOwayCAL1PZOfwhBk4Jn5KHq5FrMUo51J4H5h65UuWtP1/nXL45uVzl5lGGY1EtuprDYGQUwpqX2bpTWlhJmEYseVCcNqpB4kqV2L1IQmVmMJRVhCHgZfiMWXAYg1ibVIQqUWvhiDz8fiMrCYRDwOmP5IAvY+DncLi7uOxVzFoC9j0JcwmCs4/AUy9Zyu4L6nc8yaZUn7tqWfOZR/82x55M2q6Ic18c8bM963Fia2lXzuKklqL0xszI2pzXpXkvq6OPVdW2Vuf01p6fOnL1aujHB3u+Pi8DzQE1AbFTb/ddi8C46WEUE+uY9vDjRXDgCNHRgc7h8COdSvOHIK9PGPq73+X8XvE7bAUoCqC1APljPxdfTr0OhI/9hQz8RQ79e+9qrSj+fDT3t77LIwWm2mN99Q4CdiuQgYDkKWq4gTLOZu0dM9Z2gYae+UsXhpyaYtqcEL4szt49mSZBQ7XZmUBtNKUVJOVoImQyBJcHg8AvEBoRyrhkzn6NT5+jatXlkGcvnyyrkhmfrGiWTGZ6b2Z4EoRWyQzNdL1NZN1OalUZlFWGq5FiUbx84VGecbmmcydcrR9A41SrcGtRVNa0BRajWJNZq4ag10pRqqUh1dqY6vVCNXalArkfRqTVa1lnYlSrsEpV2I5hagtDNRjE84WgyJFkWiPacwEqWyNHPzZGPDRJHwJYXxhES/jkRfQKicg8LPQqHhMEi4MuysmvIZDZVwNeVryip3NTRvIbXOIpFH0JidWNwGNGYjCr1NXXMfQuMYHHkaDnjVAHkapnkCgTqugj6gprWXgDtvqHfP2vIWi3cHiYvDUTNxtCwNbJ4atkQNX6ZOKtCkZKG1S239e+49GIiJbJozp1qL2qis2Q9VHoUivkLUJpTQ4zD8qDJxSJXYq47vQGJbNTGtSEyrBqZaHVWsjizSQJapI2tVNBuUNetUkVXqWhUamuXq6kXqGrnqGmkaap/V1eI11GORyBgN5Ad11Dsk9pUW4QGZEeXlXnHtdEtcZF3yy6qM19XZUfV57xoLPjQWxLYVf+otT+mtSuuqTuusTG4ujqvLf1+T87Yy7XVL4afhlvK+iqKMy5ce+PvfdbR/5u36NMAzatnC9ysX3Xe1vmxr9GTTsvqsxImR3snx0W/j4yCn/n7I2N8k/sfxW2UBtf+tcPv+88fkj+/jP79NfJ8a7+steB11cdHCdbamvjPfW5kAAN7NSURBVMY8S32aoZBiwCXoaROEbJKITZJxyA669FB9nV1mhg+C5hafONFy+Ur5+q2p5k5pZN18TWa+GjEbppEBgWchEFlqahmqqslwRDJcOU1No5iv2+zt07hgQe2ChZVevik84XskOg6LT2Qyk3k6qRxeIoUWg0KnqKPKVLB1CEI+klFh7921dHW1kVUtUBoYoR9O7FQhtKrhWlTQDQi1ehiiBgqvhCEqYWpVCK1KNVyFBgCXXqHBrECyipCsXCQrR4OZqcn4gqHFE+jvSfTXJFosTwAqvySBMI7GeIMlPkFibyM0rkOVL0Pg5yCwcCjsLAwejoCfUYaeR0Cvw+H3lFVvwpXPwOCHlFW3qqqtVVVbr6a+TU3jgLL6cWXkKWXN48oaR5U1DiHAFuQhBPIAQnW3KmKXpuoBjNZ5Lcw9da1ELCEXS8hS0ShEaJbDtSrhqEo4ugxOrObbDJ69PJEe1756RQ2W1oxQ74PC+2HwPrjaKBQzCSeNKZOHEIQ+BLZXWatbWaMXrjEA1eiEqoIPXgmDV0Bh4OOD9Vo4ogoO/gIaNQj1KrhqBVSlBKpcAEOAryBdRTUNoZ4O00pTwUer4h+xedl7t/RkfWguiK3KiqrIfFWT+6ah8F1raUxX5aeB2vSvdTkjjbkDTbn99ZndlUltxR/bSuKacqMr4h+1FXye6G1pTk+K3bblgZPLE0f587l+r5Yvfrti8Ws/lxuW0rOe9knXz4w2Ff8cafvLt+Ffv77/mh7RApAHYoZCEDMP/8P4XX7NPJhZB/HzL7+mfv2cAhyPjXeWljw6cnCtq4O3ocBYlywUkfm6FB6XqMMhcrVJOlyyrg5VKmZYybQ9xdprDKQ3AufmnAnvvn+/ZtWGXKFRCZZVrkktVifkIpC5yqoFGshiTVSBmnoODJ4DhedpICuY2rX6RlWGZtk8QYymVjQCEaem9gVPyGJzsrg6KUzWJxw+TUWzBKbZAMeUqlGqfIL7z4V3ePm0q+I61PBdSEavBq1Tg9iqim6GqbZAlRsg8CoIBHx5lVC1SjVMGYpaimYWo1nFGO1CrHYuWjsHxc5Caaeg2Qk4diyR/Y7IimMJMoSydG1BPJYUrY56hlC7D1W+BVU5D0OcQMBAhsNg5xQJvQiF3oDB7yNUb8AQ4RDoIQhiK0x5PVxlk7LqDhX1fSrqh1U0AK/H4GpHYaoH4Sp7Ecr7YYj9ENguKGQ7ArpHBX4agbinrJKMA/U+MQ+BLIUhq6GadRCtBiVUHQRTSxb17jkwkf2lbe/BSpqoBa7RqwTrhaj0wzS/wghTyowfquxJOH0UQvoKxY5ANYehGsNK6v1Kap0QlWYIvFYJWg2BVsFhlXB4FVS1Foqsh2rWQ8DrI2sgyHKoRhFMNR+ulg9D5kHRWWqkN1rkm7qC9JO7e4riGwpjq7KjqjJeNWS/acmLbi/+0FWRMFCTPlSfM9yUN9JR1N+a01X9pb0gtjX/fXN+dNbdM4UPbw41Vg131Fe+jny7KOy+g/xV6NwXq5dEr14WN3/2XSvZZSuDj+uCOl+fHMiLmOxO//6j/weA63+J7O///z4AsorpKL59+94/kBX9ZvfCYG9TibmQoccniwRUHT4VwMrTJutwyAIeRahD0xOzTPQ4Vjy6XJs2TyQ87eOXe/Roy/59ReZWxWharaJrppdrkAtVMIUqmqUaqApNVKmKeiFMuQimXIzQKFHH5mnik1SRMTB4DAz6EQ7/jNTMpNJzuDrZOjqZFEamKqoAqlELQVarEOu9QwavXe2dO6dDFdtE4XQa2A4Zybt5kmYtQiNcvRmmUgeBl0OUSiFKJUrwImXNPC1SHpaRj2Xm4Vi5eHY2TjsTy07HsFMw7M84djyeHYtnx5O52Vy9bDovXk3rLVw5EqY4HheBUL2gjjyipnZYVfUUXPUcTOUsFHZeCXIdBr+HACqLOAeBHoHAd0Dgm2DKm+Eq2xFqe1TUD6ioH4GrHYeqHldSOQSB74VBQe6GKG1XUtoKUdoNg5yCQh8gVNIIlGIcJQ+uUTb9uRqUtBpnoeohmDI0q3bZqqEvn9sv3qoQ27TAtDqV4D1KqoMQ1BCCOKHO/qXJ/6muMwFnjEIIX6EogOwgRL0fotajpNYBUW2CKFcrIcqh8DIYvBqqVq94WTTIeiV0NRRdAUWVQjRLoJrFUK0CCCpbjRRD1b4i1Hm/a2VHzntgBkrTXpSmPi9IvJ8RfS075mZ9btRAfcZgS8FQa2FfW0FjXUp9SVxD+qv6jJdN+dHZt05+3L2t+sO78Z7m/uqC3MsXHwUEPls07/napR83r0leHvLAQvLIlJ8VatF+xqv5QWBfVvjUQOmPH+O/Rw76239/xG/4/qf458gC9f7+a+rHt/H+pvrH50+FyK1sRRwDAV1XSBXq0oQCulDAEAtZeiK2VKJtoMc1NOCbS3QseCypDs2URw8S6l5yckqbG1hgZFqiRatXpdWp0eqQjCokrVQFW4TQqFDTrFVHV6lolcE0SmDIMmVUoQo6FY78DFX5BIXHQ2EfldWADuVwuUVCUSFbJweJzYOoVyup16riG+y8Bo6f6psT1KBFbjS2GVi7c3LP8aHZc5pozFq4RgNEpUYJUQqBFCnNKpwFyYWrZmni8rDUfBwtF0fLAfYRxwCZgaWnYagggT34hKUnommZZO1sPC0BrhIFgzxCQCJgsMsI1XMY3DEi5QiJdhxHOaqOOgZXPgWBXEXAgDGIgCHOQ6DHoLBdSrAtUASgditcZRdCdT9C9RBM9QhU9QhE5YASfA8EugcG3QGFbIFAtkChu2Cw01D4IxWNdCKjCE/PgWuUQtVqoOoNEGSTEqpeCV+oTi+cHdzz7n3ngxcVVp4NCHQLFNEBUelT0hxE4CeRjJ9owS+U8JsadxRGGlLSHFJSG4KoDyqp983S6FLSaFHSqJ2lVq6kXApRroJo1EPQDbMwDbOwdUrYaii2CoKpUEKXQtFFMHQBHAOQTWbpPjaSxm5f3pr+BjjUwi9PCz89Sn596dHFbffObvr86lJRysvSrJiyrNic1KiE+Eef3t/Oe3+7MuVpfV5U5cvrMetXfTpwpK84f6y3oTMvLf7IocjVKyJXL/u4fX3K2kWPzAVvTKgVIbzB/ZLuc7L2yPnDJc9+jnb85ef0KJpAGP8+fsP3P8W/UtmfP/4y8ePbcEVOyqENK1xNJOYCtp4umy9iiyUcI5nAykLfWjEbstTWSgZWbK1lVmZ65lJdU4nARMi1E7CWCTgRAt0UBq9Ek1aDINUjKADcBiSjToNcgdAqBTZLRbNOA1OriqmCo0BWquAKEegMqFoqFJEEgSfAVJI00blMdqlQXKLNz9PC50PUKpVUAOWVUovuzTu6/YMqCKwGz4Cv95//iP88uGVzLZtdiVCrgahUQhAlUEgxZFaRklIBDJ6roVmEIZbgyIUYYh6KkA1Si5Ctic/SwIFMQ+KTNfBJ6thUTVw6EvUZBo+GKj2GQ25CYWfgqkeIpP06vBMmxpfs7M8Z6B/HY47CIZcR8Puq6rfhyhegf4fsFpjyDuAEoMoHIMqHISqHlZT3z4LtgUD2AEsAUQLIboZAdkGg08giM6aRnTYGf4dssSqt0Nmv69mrvuiYap+QajVsI0y5FarSBUH2KePGtBhTWP53rOibFn9YmTyghBycpTqopDY4axpZCLIVgqxTUi+fpVKipFqhpAVIBbz+gSzISiDkMEwRXIFsrgoxlcj5YGycsXtdW/KrxoKY8oxXxZ8fZ7y7/vzanrtnNr+7H54UdTft44vMhDdpia8T458lRN3JfXe3Jv1VQ97bptiHebt3RocsL30SOdrfMjrQWp0Ym3w2PGrr1ti9O5O3rn5iI4qzIrTOI09uJX09Rm+/ZtMWc2CsPe/Xr4lpZP9OZf8oxX4j+K/jX6isoiSb+DbW//nd85VBvnKZ0EyXIxVx9A0EpuZ6tjaGTnJzJ7mZs6NithaQbi7WNo6mFjaGcmMDO32xhZTnJqLtYdFe4ai56pQaOKUORqlDUOvV6fWa1BpQEsG1yoGHU0E3ahCaVAkNcEI9glSpjM+HamQoIVKg8E8w+GdV1RwSuUJHWM7SyUfiC6BqZRDlCmWNUpawNXRph7d/CZXTOGfRaMyn78Wl/bv3VDOYlcpq1TBQasCLoJBCyKxCiFIhBFoAVy5WVS8HtTNSqxSJKlDXylVB5iA0suEaGQiNVITGFzjyCwws1VMQqkkw2HsoBBiDmxD4CYTqNgJ2FZ95wNXu9oqFkYuCr0tFR5Rh5xCwCFW1mwhlhcoCk6oE2wpFbJ5GdjsUsQeC2KeEOAhRPqikvFcJthMC2TntCn4jqwQJV4I/QWhkEuilBHqBskYJFFENUZlGFtugRK5SoZeZOnfdejCSklIftqZCi1QHVwZupwv0/sroERRjjKg7TpaM4gQD6vR+KHZwlsaAkmofRLVPSb0LqtEC06iHIoG+lkLUy2ZpVc7CVkOwNZBpiYViK6CYSii2DIYrgmHyYehcBPYLkvBRoFuwYUVXfGRnSUJDQUxl2suixEefX1yMeXgmP/FFS3lmd1N5X2t1T3tNZ2dlS1VGTfq7htwPTUWxjbGPqg4djHafm7BzX1dlwdfRzsGW2q4vX1LPnE04eiR9765IuVGCA7lrEWV8ndbQTkzPBfO25+v6y979mOxTDK89bWpnYvoYwO8DCL8R/PuY2Q0EWP87ZH9vnj65AJzs2HD/u+cPlwR4OxrrW+jxLQyFlkBcbWR2tka21oY2VjIHOxNnJwtPDzsfL7mzp62dm4Wrramjkb6lTNfagD1PSDtHo8UjacUIajmcUgqnlKmSS9UI5ar4ahWQ2BpVbCOS2IaktqnQmuC0OvBTZVQ2RCUVAk2CKX1CQDO10FVsfg1LpxhJLIBolEBUK4DxxbCaXAPa3LxKmNwG//lDb6LH09M6160vI1OrlJG1UJUKGKwQppQPmZWvpFSkBClWgoIsgcDKYIgKZbUyhHoJTLUAopoDUUuHqqZAVb9A1JKUVEEmA2mHwWIg0FcQ5TtQleMwxHpN1VA6Zr2twYWlcyKXz79lqH9IGX5KBXZdVeUaDB6uBDmsBNkJkAVFGFR5G1R5hxJ8txJ8LwSxH6q8H6K8GwLfBiRWadYMsluASVCCnldCPEdoZhPo5URaobJaMQRSpQSvhyAblQiNs+j1CEY5x7Tl6LmxnIzmrbvKcYxahEoLXLkP2Fm41jCa8ZUu/sqWDlNFAxhOvzJlAKLVDVFuh8E7oIg2uHIjXKUOpl4DQ1ZA1UsgyGIlVAkUXQbDloLKFaawBCVQTBEElw/FgvIrB66VqoqKJ1ByZvt1P43oL0xoLf7YmPu+JvNNxvuIpNc3WsrTf3zt+jU19Gtq5Pu34W8/Bsf661uKvzQWJbZXJrV9fl60f+d7d7+ouaHFT+5/7W6YGOycqK7KvnHj84kTOQcPP7Y3jXOgdC2m9S9Tb1+p1n3UoPdRWF/mg4m++h/fvn7/obggZoY3BbGKgwl/ZxV+QzmN5fRxLEWA9b+7KRy8xEz8+KmYIXhsbCw77cuB7Rv9XGztzaR2FgY2wABYGVhZSoExsDTXs7aQOtgZe7jb+ng5eIP0dfR0s3WxMrYz0jeX6TjrMzfwGPfxjBRVSg6CmKtMylcn56vhC1Sw5arYalVcLZBYLXIHitGlwW5RYTSoUavUCfkIZCoE9gWmlASDpKmol5GYtUydMhSlCIosgagBZCvUaC3mbm1ObuUM7SYHz/5rt4YjH7cFzKkmkJvUMU1QNVAyF0H/C9lCJWihYgncLbQIAi+AKBdAVPKUVLKUVNMgKsl/QvYLDDhp2Acl6Cuoyj242ilAobLyCixyDZey10h42ljvOJW0HwE9rgy9goBfhcJOKSntg4CiCgqMwR/I7lKYAfg+KGI/BLEbAtsOBRKrQHYrFOwGBdb2ElTljQYmj8L6M7LTKktsUmI0whilOEnV2j1DWendJ07VMfj1yoqTtP1QtX6E1iCeNco1GBMYj3Jkw2ThkAZjAI5pU1ZuUIM0qEAalKH1CFgtTLlW8UcARYJWPgyVB9XMh2kVTGchXFF1AV5zYSDBj5A5MM0vathPUuO644dGMuP6ypI6ShKa82PSo28lvrrZ2VD0128jf/kx8Zfvkz++T3z/NTY+0tFbX9hdm9Vdl9adHpV7aFvM7NlRTl7xK9d3pn6Z6G0brCxNOH/u08kTeQcO3TfVi7UldC6idi3UqF+g3LCZ1XnFu/vj2aGmgh+Tg4qp0BSm9m/kKcbb/jur8BvYaWRnsAQB1v8L2ZlNMyx///Fj8vvPianvfb1d6cnxR/du9XW1tTOXKibGtjYEzhWwa2NlYGNpYG9j5OJo7uZk4e/lOC/Qc46Ps7uzlYOdqa2F1MmAHyLiHGEy32pRU1XwWUhiOVNYwZbkIcnFyqgKOAoIbZ0GsVWT3q3J7lBnNakB20Cr0CJmINSSIJAkiBLwtbkamDIcpUyTWATTLFJSLYdrVCuTW6W2rbYO1VRWq6HNwMGjg6dPgIcteGqnFqEZBqo0eDEEmg+BAGQLlCC5SpBsJaUcCEhINhSaAYFnQFQyoapgmaaknAwBsKp/VlL7pKT6CaYaD0VEKcEjYap34OrnIKoH4aq7kMg9KM196ur71VT3qSkDZE/CIZfgsEtQ6AmI0m6o0mYoZDMMvhWq8ofK7oEi9kKB1kJ3QYDEKpDdAZZQ6DYoFGy8pqL2kUApYfEqSPQiZbUSCKRSCV4L0WhUIjYrsZphnCqkqCRwZWdi/MCNm00S0wYEEkDZD1PuVUYOkJgTYpMpQ5spidU4SzaK5QxqEFqxai1MjXamZitJtQ4Fq1aFV0NVqiHqJXCtfAQmB47OVcEWaJByVfFAVgHBuTCgr2gAaz5EvUBJIxOm9Z7EyFy6eDAhaqQqvbv8S2NOTNLLa+8eX2ooy/45Ofzr5/REOt+nvv8cnxrrGW6rHGop7GvK7M1+V3P1RELo3Hf2zi/lntlnzo5Ul1R/jn28Z8ens6dzduy4I2TFWaDaQgldCzQaQpRrlhOaDhi3PtzUV570bazv27eJ7z9//JgerhiYhF9//ZfIgvi9acYYzKzN8PpHAFsx+fPX+HfF1bOd7XU3L52a7W4vtzKcHjrTFKTT9NLZfnrd1sTJ1jjA2ynU3yPI18XL097J2RLsIDcQOetxl/E51/GsOA1iuha+1syqJTi0wMy+EE2vhmrWw7RqEdgGFVybKqlDndqiTmvUpDfiWAWgHoIof4HCU6HwdLhyjqpavop6ART05sqlMJVqGKqRL20xs6ilaLfrWQyv3/J169Z2Y4tWLKVFC1sNUymHwIsUyELzZ0HylCBZSkrpSrNAZkBmpUNBM4ClQdUyYOppUJUUiHKSklqikkbCLPV4iGo8TDUWqvIagngMVVy6dVFJ9SRU+ShCBZja01CVUzDEYWXYETj0HBR6BQ47B4EcVVLaDYFsgygBFrdPH+3apQTfB0EcULgC6F4lpV2A1Fmzts1SqOx2JbAPDGy/paqeRGZUaAsqyYwiFXXwVkshsHKIWi0U3whhNsM59ar8cgufzgcPe58/rrJ3q1fBdyqr9sNhAypqgxTGuMx8ysb1m5n7mK7lCEO3j0nutMIOLaCNLaGNBmP6XDVaZch6qma1OrIEgSpGEIoQ5AJ1ZjlRXE7Ty0Ez0hFaGXCFj8+Ba+RC1QqV1PJgmjEoQoyLU/PTiJGqzK7KtPq8uKQ3N1/cOpkZ92K4s+Hn1MjP72MggTSODzb3NOT3N+V9bc4ZSHtbefbQKw/nKAeHSGv75wGB9bdvfT544NqSJenXr6Vv3BTBJsWaIFtCcN2hms1zVWvnaTasoTee9ulNfzzxtX38x9QUsJ8/v33/y+T3v3z/Aaj918j+Of7OGPwR4KnTpxImR8f6k5Per1sR6mpr4gLSzsRDbuHjbO3vbh/oKQ/0cPB1sQFbXO3NfN3s/NztfT0dZvs5A2vr6mBuYyQyl/J8xLp7aTqPtUifkahyG6uuY4dadu+vNLCtVsU0wjTrIeg6qGYTVKsFjmlUwdWp4luw7HIs8zMClEQq6XBEOgKahoBkwaF5UFgeFFoCg1UBain0epGkjsxt55t8DVo0vnBpl55xsxahVkOzGAovhE5LLASaB5CdpZBYBayQWRlQpQwYJB00A6haJkwjHaaWrKT8CZAK1fgIUY9TUv0IVQHIRikhnigpR0BULirBTytBT0Hhp6CIk0qIE1D4UQTsBBx2GQK7BoOFwyCHIEqAyz1KswCaIHcDn6AEO6SEOAxBHFKCHpoF2QecLuB1mtqtSkBxoWD7HWX1LwRqBVunkswEyBZAoOANF0NVK2HoWiilAc6oV2bXsEx6j57oiXlRPie0Xp3ZDdcYgEEHlVX6KfRhY/OvTl7jTnOGjZ37xQY9FuyBtazv13R+XKd9P4+ZOowdX08f8qd3WeDrdNBlGHQJAleCoJVhBJU6sgqJUR5DJ10dlw3XzEYgs2Dq+RCNAjgqAUl4rqdfdPrgSEUGILKpIjn3c2TsowvJr243l6SP9DSNj3ROjXZPDrUNdVS012X2NmRNVKf3fXiSvG7pXSPZc1urF052t41kL+3kN42trnkHFN57mL5j7zUu46WhVn0ovWsJoS5QrTJApXaRVvU2Wcf74+PDtaAdTPz48fPH+I9fX7/9mvr+D6dvfxM6Hb83zajsjKz+t/j56xcQ7e8/Jltaqy9eOOLjbu1iY+jhYOrlZOHnah3s67Q0xGflwoAVof6Lg7yCfBx9Xa29nS1dHcy83e2CAz2CAzy8XW3lVjJLE7Gdvu5iLj8cR4rWQGUZGnWcPjnx9Fnr3LASHKNaGfCKrYNo1StpNECA6KJq4OhGLXo1mZOihf0IU06Cw5IRSl8Qs9LgSqBPz4VASqGQWji8QhNZTiTVointDOGQs9eIt387X68RialRQxbC4HkwaC4UkguBAksw4woygMoCZBXUQtJh8BwVrRItcq46JgmikghVS1LFpGsSk9VxiXD1OJjyGyXY41nKN5VULijBTitBTkCAAYAfg8CPKysfR6qeVFW+DIVdh8PDYdDDUMh+COBSac+sWbuVZgF294OCbBbsiBL8CFjOgh6cBVH8aBYwBrOAGO+AQI5AIPfgykkYQjmbB4xNiapGIRRWAIUVQZXLoZo1EAKgthZOK0frtK/ZMBDzqnH15kaMoBuK7IVBOxHK7SRyr5HpkLvfV7+FA3K/HlOLTkfB4E7+z3u6P+9RJyOwEwDcC7rfjnInthOGF2l22KrXMDUq1JFFqloFOEK5SK/KxKGUZ1KgxUhXRifDNTNhmjlQrc8quOcUZtrShf1pMSOtJT0NOXUlCVUZ0Q3ZcV2VWQPtFYN9dcMDDQMdlV31ue3VqV2lic1xj9OP7Hjh7fbUxPShieEjS8NbfO1TSK1DSOw1W3n5nftVVyIirMyvSzEFodzWleyKucii2fDKUPXytTotkdvG+4pHf04C86mYKebX2HfFdBLAkP7GD8QMnTMB1n9vnfGyM+b1H0JxB/rE5OiX5NjVq+a5OBh52Jv4u1nP9bIP9pEvmuO+elHAhuUhG1fMW78seOVC/3mznf3dbTwcFbMPB/u7B81283KxdrQyBBWbqUzgJOZtYNJvY4kxPEnN7v0T8R+bdx/M5crKlUmgN6yFoGohSFAy10NRtXB0jTqhlsbJotBiNTXjkepxCEgifFYKQikTBgFmtBQ6qwEKqVaGlamp1qlqdhGZQ1Z2w07urWzdOnWtGlX1IiDGMGgOVLEzgHUmM2dcAWRWGkQpDYYoQZNqyZx8JP4TVDUBqgbqjzw8IwtNTUSox0Lhr5WgD2chbigpn4fATylOFkCPQGFHgdaiNMOp+NMojYtw+HUE4iwUclhRfkGA0AIodykpqN2vpAR09AgEdlQJdnTWtNDOUto7/dMd0Fm7IbOOKSndhcITNTFlbG4tg1MK2phCZWGgpZVB1KqV0DUQfBWMWKxOrwkIHnzxpHP3oXq6XjtcowMKa4IjGvH4HiPTr75zvoau7A8I7ZTLW+wlvWsEP24Kvj8mjj/HT0aJp15bDz+Q9l+jfj2OmdyAGwhANxtrlJOU89VUM9GUTJ5RmcyxRmSVS9eN1yIlKKPToKhUODYWSU4yt26+c3m8IW+oKa+zEUhp5khzwXhX1fhA/deh2v7usrbqzPrcuJqUV3WxD/MuHnng73FRIowQ6F7ncq6w6ZdIuDOqKidUVM/zuKk7drY/evFy4cKT+sRPc3ktG/Uq5mML/GE1izRq1+vU31g+WPtp6ttX4Ay+Tf2cVCx+T6T+m74/wzsdv7f+03u//it+fO/qar1+LdzHy9bVwcjX1TLYV74wwGVRgEvYXPc1C2dvXTVv+5oF21bN37w8ZFWoX6i/q5+bnbeLrbeLjRdwC87WLg5m9taGRoYCmR7HT5d9lEJ/QRKULlz39WNc8+2IXFPXUgSzGkIC39MMsnUQzVqoZhUCVU1k5LK0M3T5qXzue031jwhYMhyaOQ1iCVSpATKrHqZUowxvg6v1aRFHDE3GbBw76LxaNc0qFTXQz4LdsiBKwMJmzpo1kzMqmwaZlQqEFq4CkC1FUzOUtT7B1ICF/QjV+KyG+aSK/ghTjYHBXylBHygpkL0AkFWCHIVADkFhR5SVL1BJV/nMcBzqAgJxQ1n5PAx6VGnWASUFkX+oLHh4WAl6FAI7pgQ7rpBb6P5ZSvvADn/76clZkHsA2f+Hsb8AiCPL1//hdsWlabob2t3dBbqhcXcLCcQzcZeJ20zc3V0JAZIAwTW4B+Ju42679z0NmdnZvfu7//fMN7XVHdhA16ee8zznnKpy9+4Kog6SqX04jy4YcDII8GP3wlD3oW734Z73kT4DmMABc/gXB/a/2bB5iKt+hnJ/jkQ8gyOeu3t+JVb8lJjxw8RZXxZMfZuQ+Crc8CKD9+1a2k+nvL+57vVdpfznxrTvase9vR79Ya/qmzXs75aSvp1BfB1F7mcHNbmT7+KJ9SRWl1jTr7Xek2kryaxKPKEK5VuBIZSQGc2zp7yru/FhoPbFSN3rR01fPe/4/u3AD++HvnrZ8XKw+hEwr9eOdx/f3r1nffPS2VeinUfF4qMc/oEg6k4fnx043G4keg8avdPH+6RRf2/lp3cXzt5n5pYlMF7MVT6aEDiYhX4xxfPVAmHH2oT+O4d++vb1rz//+uOvf3z9j9+//8fPQCH/Maq0/7UBSsfa/1tlwV/++kt3Z8uiBVMjw7WxEbqkGFNWYuj4VOeM3Pi18wsPfb7s3IFNFw59dnLXmh2rZi+fkTdjXGpuclRihC3CpgsL0cZG2RLi7GEOvVYrEsuYJiF1ehD1qA+nKTTt3fmzH24XDSRP6MZxB+CkIRhh2DXx4/YQhn8IUggCN+jp20ln9FuM/WG2ClpQGRpTi0A1IRBAaDuAxEKhwwjICAr+FoH5EuvznUDyk8Hymkx/gHMfBEENDm9GQBvhQFZdfmCsQPaqg0JqR6segWxGezShvGoQbsAV3IZhS6HYYhj2JhxXhsCWIFEXYYjjMPRBGGYXFPn5qDEAKrsRjz/Aoh0Ws3cSfMFROYLG7EYgNsGga1zGALJ8lMgVMOgqKAxgugGG3AhFboIiAbirINCVEAigFsgtEOAtUMRpBLrSw6edTBkgBfXjvbtgqA4Yoh0K64HCh6CoQThmBOk+giIM8DTv1298u2fXfbX1MdrjGRrxEg7/gMF9x+L9FJv646xFX89f8j533JsoxxOn4PUkyo97fL+56PmhmPVVecJPTct/atj09bV5b3ZFvFvL/GFl8A9Lla8LHH1qxT0vvxaMe62Xfyud16sw9GisrSJVOZlxw4t41p94Jdo+eHjLm/rrj1tLnnZVvB2s/+bhve8ft3/VX/uq5urI6b3t65fXzpl6e1zG9eiwiyrVWTb/JJV9mEDei/fch8QeQmCPoPGHPL32BRJPWQ2lOSkXQpXXrOT+fA5A9lGe29sZhNcL5cWTDBc3THnW1/DrN1/88PPPH/745WsQ9X/78f9A9q/2fxiD33/+8fvSm1fG5SZEhqkTog2p8ZbMBNv03Pjda+bduXCg4+6V3roboMBO7fVj5/asX794xpTclJSo0KgQfWSYMSHOkZzkjIq2WqwqpZqv4genBAev82VcEVkGNm/+tr788YLVnSR1HzJoEO4S2gdQ/EMoBtQIDD2A9eij0gcM+oeJ0a1qeSkOX4tAN8DhtUhYCxLeB4MNIKFDaPhbOPorlOdXbP73at2rQOoI1q0fg70HhzfBoUBTXTUK65i+AlhrRqsWCq+FYupgbtUI/B04tgyGuQnFFkExN6CYUgT2JhJ1AYY4BkcfgmH2QZHbIYjPgV7CkFu9vI7zOceE7H0Ev2N491No/H448jMYbB0c/qkrhAFqocDXrgGqDEVshLni2mYoagMUAczDKgjkU1CjArwVijiHwFR5+XYGBQ0F0Qbd/QCy7VBXUuyGwgYhsH5wTiLQjxDegwTu69kL3h87OBIePYL1eIiGvYLDvkKgvqXQv4tK/GH5qu937Xi/YN7LmKhnZunTKOoXCwJ/PBz49XnSm/OS91czf6xY82Pdtq9L5nyxx/bVCtYXayUfPo96Oy/moVHQ7eXRhMQ2oDwavcltHGmnytik1tWo1LeViiKrqWP+J6/OHrh/5Vj/tZMPb55/evPi8KVjPQc+v7di3t289GuO0PMq1Uku72gQ9Zg/6ZiH30GM5wGU+2Ek/ggSfwzjcQzvedjN64CX7y5S4CEh9yiXcYDmUeEgDuaRh8cRXn/CGZ6uPxIpWhevubJ+4XBFydevnn/9y/ff/P7Dr7//8Nczqf+P9n8h+8W7V4f2bUuIsUWHa5NjTRnx1oKMyG0r51RfPdZbc62j8mLV1cOlZ3bXXD/WX1vUW110/cTulXOn5iRGxjlMMRGW+Fh7YkKYM9JsDlXrTVKVgOEIDp5MDN7KENRMnvLlreK3+471q2J6UMH9o8iOQHAPIOgHENQwUBqkW39AUJdE8iA+atBuq/T2q4aj65GIagysEQXvAvYACelHw97AkR8Q+DdUxpcS+XMCZRiN70dhQEQD+lo/Cms9xFWunX8hC62BwashmBoo7i6wBDBMKRRdDMFch6CLIOgSOOYmEnkBDgd99xEo5iAEuRuC2AZFbkZgtrl7H2UwjzCoB339Lnj5X/XwOYHBbQGAwmEr4fAVUJDD4KtgwAkAS4DaCENvgqI3Q9FAa4GvANSuhMJWugbFYNuh8PNITLW3b1dw8P2g4AE3l8q6xuOgsG4YdAAKGUBAhhDwx3C3+3jKo8zxb4/vf5aZMeLhM4JBvILDv4IhvySQ34RFvN+w7ocbF7/Y9fnzlOSXGuUjJfNRPOXbNbSfTwR8dcb73QnmV+fs398q/LFmwQ9XC7743PRqBf3teu43Wx3vF8R0mUQ13vh6FMa1DgntW+UT3MAQ3hMrOpS6BpWhKTquZ+7sltXLmzavG9i/q2frZyXTCk9FhJ6WSU7TmacCgs54BZ71CDjnQTiP9zuH9jqNcD8FcwN1EuF+HOd11N3nEM7rAN5nn6//HmLALt+ArZ5uJ7heDQnBQ5P4z2bra1O1W6TMxeKgNWbpkXEZLedOvX/19Ptfv/v1tx//+P3Xv5vU/2pY/y9kH9zvXfvpgphwU4xTlxxtzIq1fjozv+TMvp7qoq67l2+f231s67Idq2ef2bO2o/zS07bKgbqblw5vXzA1Ny3aBrJXRJgxItzkdJosDq3RpjCJ+WY6IzaYsjCYciM07NW+/d8X3XyUPa3Lgz0AIw4ivAbh+GEYdgSBfYjAjyC8BjxJfTzBo4jwJ86IpiDGXSS2Ho9tcEcDZNvhsG4kZAANfYkARxH9khD4gcV/5ksaQeEHkOg2KKzpz4HYfyELxBUCrYFAqyGwKhiyCoqrhuIrIZhbUHQJFH0DCnhFfUQWgbwEg52EI07AMCcQONDN7UNhd6EwuzG4I4SA48SgY+6k8+7ky14BJ928t8Hw6+Ho1QjEKjhyNRQFai0UtR6QCsNsgmI2QzCbIBgXtVDEahhiNRS2AQrdBYNeRGGqfX3bqZQ+CrkH7wFcQQccDrwsUNkBCPQ+HA6QHYZjHyAJwyHRr/fveDd7xoPA4Ado9CsE8gMc9dbb74XB/GHd2p9q73x19fSrwolv1KYnbO6QNPBVLuGnrYSfT3v+cMr9myN+Xx8Tfns28qfLaT8cCf1yffAXyz2/XMv7ckf8k3kxDUpauTu2CulRDfe7iyDcRfpWYbwbPIl1AbQ7NP5thb7UFn47Nqkpb0LrhEk1GRll9pALXP5pAuW8F+kKnngFT7iC97uC9rkIdz8PdbsA8zgP8zyD9D6J9TvmRjiC9z+A9dnv7nPAL+AAgbzLx2+bH+6kyKcikl0eIzgipa4mBS4NDlhGJyxnBB9ITuq6fOmbty9++eUH13Nvf/vddS+vUVp/G32Cp2sq92/wupD9GMn+o/3xe1tz7dwZBZF2faRDHR+uKUyLOPz5p/fuAD9ws7b41Jm96z9bMXPRjLw9m5a2V1x93ln1oqumo+ra/s+XTcyKToq0Robqw23a+KiQyBib1aoKEYq1dLaeTplMCTjD5N2fPuv7kuKnqzd2sbTDcNLognz8MN7naQDtdQD7qVvQiBflsUj2OCT0WXhkF19cjsU3erp3+nq0YYAmQfvgkGEE9DES9gSBeIH3+iKA9tIrcASJ60eAThbWDBlFFviBUVhHVRZaC4XVQGA1UDgQ7Gq4WzXMrRKKuQVD3wQqC1wBBA0KIFuCRF6Gw04jkKcQ2EvuAUVEzlnv4KM476NYz+Mevqc8SSewlCMY4iE3r914zy0Iv41wr7Uo1BoUau3o0q11UPQGKMAUIIvdDBktKHo9DLUGjlwLgwPvuwcOvYLF1RL871HJ3RRSl5t7+1j8gsM7YYheKHIQhupDIHsQqEdwz2G+5vnadUBQhySqh2jcOwQK1As3z3dizQ+LPv2lqfr7xsoPS1e+M0Y9pfIGSZ7DWuzbKYSfd9N+PRn4/UG3rz93/3YT6cf9nF+O8X/YTv5qpfu7ZYQvNkq/2+x4mKWsCvavRHnWwQi1ML9amHstzLXcogrlcRvjcxPrV+QeWORDvUFilXAl1XrLPWdUXYi9SCg5Twi+4E68hCdcxvpeQXlfgntchLlfgnueh3ufRfmcwvkfdws44hZwEOu7H+150N33kD9xXwBhh6f7Fnf0DgL+cwJ+lTtmqZvHAh+PRT74Fe5u60nBZ9Jzem5c//bDm99//dX19KVffvvHr4Dc33/9p4tagOw//wNZ8Od/t99/++XuneKC3JTwEE14qDrGoV4wJfPmmb09tTc7a27cvnz04JZPF0zNmZAes2fTir6GWy976h61VXbX3ii7dHDtosk5iWGxdkOM3ZAC7EFieJjdYJVKVCy2jEHJCArY5U9qsEe/O3zo/dEj/SFxfWjKENKnD+X+yI/yhdzwndH5jq99She90lkehTgeOpwDSm2Fh0ejp1tfgG+vG74TDu+HQh7CoI/hLmSfIvHvPANfewaOIPB9cGQbFNr85xDBXwWQrYPBgIutgSKq4ZhqOL4Kiq+Auoysi1co9gYEWwTBuJBFIK/Agd3Enka6XfYOusVQXg4UHXYjH8D578P77vf2OkDwORTkfVLgdZjj/bmnz3qE1zokdh0SvQ6OXeuiEwOQ3QBBA30dRdYlt+uAEsNRa2DIDVDYLjjsipt7M4XSHUztJRBdg1xQRDsMBix4K9y1/qEXiu5CILuRiIdwXB+BOVw49f2OrcNRsSNuPu+AxMIRz7D4N2zpd58s+KGx+sfhni937H8TluxC1hvfS4YPmjzezaT/sof1y4GA7z7Dfb0W8+12958O+f282/e79e7frPD4fiXx542irxZou020ag9cPdytHoqrg6LroMg6KKoOhquBud2Fu5UjPMqQXsUY7ys478veAaUsQaPJdi8sssnquMWXXfAMOIfyvIz0uoLwuozwuojwPOtSWc/TGJ8TQGhx/kfRPgeQHnvR7nu8vPcS/PZ6+WxBYdbAYcsRsCUI+CIEejYaNRsLX4yCr0BiVlMYJwsL79dU/Pj91z+D1P/bb4BY13OSXU9PdY1v/f+F7E8/fn/14qn0xAiHTRNu1yVGmT77dGZj2dm++uK2yisV144f2rpyak5CQVr06X2fD9+retHb2FdXevf6ibtFp47tWjc5JyHBaUxwup4/mJwYHhNps+kUWjFfzqREBhFW+hKKWPKRuQu/O39yJH9imw+jB+XXi/Z6HMD4xuL8PiPny/iUV6bw1xHxD6PiBkOdQ3pLjT+h1h3XE+jX7+PZhUT0wqAPoPCnMMRzJOoZEvcS5/sc7z+CcOuDof6/kEVWw1zrYO7C8Hdg+FI47gYMdx2KHy0sQLYUgbwKQ5+HuZ9Aehzz8jpDJZ1ikY5y/c7I/K9YSDfjqRV5vObpwoElovoJ7D0c71Uot7UIt/Uo7DoEDgjtOhh2HRSz/k9kgdZugGLXwDAr4ehVcPRaGGI7CnnR17dTJBoRiju9AzqQuE4ovBXqmpZrRCDuwVGdwNoi4H0I2AgM044n9Ngj321Z/2zq5CEi7SUC/Q4Gf4HGvqDzP0yc/nVd5Q9vnnx75fq77PHPuKJhD88hN2QXCdVv8fowh/bbDuZvO4k/bHf7bi/2p8NuvxzA/bIV99s63O9rPX9aT/x+Je9FJquN5l6PQtbBEGNVD0U3QHCNEFwDFAe8fgUMV4bE30DirqHdrrj5FBNptTJtuz28SqW74E86jfK4jPC8jvS+hva5gPI6DXcDpvYMyvMUyvskyucEyusgwn0nArcF57bVy3uXl89WjNsa16IL6GI42CLnwOGfIKHzkNBlCMQyjNsGHr9k2ZKXA13f//LdD7/98uMfv/30z99//R/Xs4//+NugLGgAzv+O7Fdffji8f0d8pM1h04aF6nLSIo7tXtNVc32wqXSw5XZXfcnFI9tmF6QvmT6+5PyRkbbql31N3dXFxWf2lZw/WHRm38oFUzLi7YmRljinJTk6NC7CZjGp9UqxnEszUQNm+Qec8WW0RSZ+2L/j0eL5zUzRPbRvF8p7yJ/5xhr5xfTp7+fPeZk7/kXuhEe547udcf0mexOVWemO6yD59hF9O7GoLpBRYLDHMPhzBOo5EvcU5fkY7eVCFv7/Rhb6v5F1K4Xj/wPZMgTyGhR9GupxGO9+Qex7N41cP53Wtow99DnnwR7Oi1OqN5ctry4qv7kiH/lMeFDnswyDX4vwWIdyW43CrURgVsGxq2CY1VD0WiCugF0Ydj0UA5BdAUcvh6M+hcM/x6LPB5P6wyxPI+ytdGo9DteEgDfCoQ2ugrfCQC+BbAVmHQ7thyHbUR6dTPGLRfPfrV15X6Z5gsK9h8NfoDDPKOw3uYVfVNz69v3Tb+ruflgw94lSMeLh/wTpPoDDt5KwfVafL2fRf9/O+P0I8ZcTvj+f9Pj5KO7XPdjfP8P8sQn/82bPb1f7fzmVNqT0rcMh6uDwOhgoZD0U0wjBN0HxgNo6KPYuDHMHjgLdzg048gYSewPlWeTuX0QOvhIcfM434Dze5xra9wbK9xrK5xzC4xQUdxKGPwV3Ow53Pwb3AHUA5rYdjt2AQK9HYz7H4gGyaxGoxVDoIgAuFDEXBpuBgMxFQFcg4KsR6LU4z/16c/PBA1+/evrzrz/+9A8Xsr/8zx+//PMfoFzLD/5sAM7/juzbN692bdsYHWZyWDWOEM20wrTrZ/YMNJY96ah+df/eUGc1eLl+0ZR9G5c2ll180F79eqitt+FW6YVDxWf319+6eHL/Z4XZ8fFOU4RdHxdmigk3W0PVRr1ULmTKaYG5BOI+D9JtgfzRonnPV61oURlb3cm9bpQeb8Zjnf3d8kVfHN75cvXqJ4uWPl64tCM5u9sS0cmXVXp6tpL9eoMIbR7oNhRkAA57BJCFI1/A8c8QHo+RngDZfjgaeNk/p7ugf1XDmJcFBUP9b2SvwfDXRpG9iXB52SuucVncfl/P6kzWhzPqNzckb8uU39SoXtymP7vDeV4hGroa+OI6+f5u1kGrzxIsbjXcYw3KbRUWvwKFXYHAjK2UXQlFr/p4bQJmNQy7Ao5dikAvg8M24THnWcFD6dGvpmS12VSVJO9KLKIaCat1DczBWwCvUESza+UkbHRWDNPpThhMSX6/af2T2KRhL983CORzJOZxQPCblJyvbt784tWj9x1N7zete2y2PPSmvIT5PoZ7d+LwDYHoPpPnh5mkX3bT/jhJ//UM5efT/r8d9vpjl8cf2zx/2u71zXqvb2ZTRoz+Ne7wWhS8Fg60FiCLrht1tOAjugvH3kGgy+Dwm1BoMQRWCkXegmKLkW5XPLxAL3HB2/+qJ6EYH1CM9ruC9DgDwxyHoI7BMEfh2EMw7AEodi8MuxOO24rGb8S5bfLw3OLu9TnOYy0KO3rPU/hiKGIeDPYJAjobDlkKh61BIDfAMZ/5kE6nZj+8XfHbN64H1AAXC4zBz//zx4//8weQ249cjq0xGJvG/XsDLL94/nTrpjXRYUa7VWO3qRfNKbx788xQc/mzzrrXDzoHOmtuXzty/uCGW+f3ddcWPeqq/eJx/6PuxtqS87cuH+luKKu6eW7e1Lw4pyksVBsdboqPtYZFaIwmqUzMFtGCYgNI67z8LxBJHYmJb5Ys67PHtBN4QwGCHm/OA4np7YolX5ddfHn+9Mju3S/37u+eMuueNapPqqv2828k+nbTCK0+mFY0tB8OfQyBPYciXkBxL2DuT+EeDxDuAwiMa/YL5pr9aoLD/qpGOAwISS0okL1gOFBVAFkovgSGK4LjrsLxVwG1MHBIMDdQiEtw6DE4eq+/e/0U5rflqueVggelqmeVhpFbzPsl5JESysA138dFhIF9jCMO/6V43GoEfjUKuxLntgKDX4ZELweFQK+AoUB9CgcE4z6F40Eth2OXwREbcJhLXPrIuMT3SyYPZDhr+EG33dGVKEQVDPyEsCYovBkCb4QiGqBIgG8nDNmBwrZLRS/nzXs7ecYQg/MYhX2Kwjz0J76OSvjuwqUvHw9/GOj64uD+x1GxwwH0JzDPp1CPfiSuBY9uJiD7NPhXheSfNgl+Pyz67ST7j2PUf+wn/b6X+NO+wB+2BH43l3lfH1jlhqxCo6oQwN9jAKw1SGyVq/AVKLdbKGwpAlECg5VBEXegqDsQVAkcex3jdg3vec3d74Z7wA0c4TrK5yIcfxKGOAJDHEQg96HQ+zC4/R6eB/0JRyhBx1ms40LhUb7gKIu7O4C8BoNfikAtgiMXwhDzobBZUOgnMMh8OHw5ErUegVmP9trAlVVu2v7ji9f/cD1P1DVcAMD96X9cOewjmqPtvyALWH74YHjdqqWRdoPdqnaEateumN1SdW2w6fZwc/nj/qaRvsaWqqv1pae7qq8NNd963F339bOh18OdbVU3yq8eb6m81lh+df3y2amxoRFhhsgoS1xCSEyM0WyTi6UcEZ0eGkCe5edzzMejSiB5nj/pSUx6B0XcQ5b2+omHGfqXn8z5pqbkXWvN/aLLb4quP1yzqSUsrldpqCeT6wK8e+gB7f74exjXkPsjCPQZBP4cgn0OdSH7EHSLCAzI3a1wePPfeB1Dtt7V9wFqgcq6FnRXQrG3IbibUOx1mAvZK1DcVZDDEOgbSMRVGPwUHLvP2612YuBX5ewXVdzhYi2oR7fYT8uCH5cEP7pJeVFKHz4kOBkRuNwNswqJXolCfwqQxeGXoDCLUeglSDQ4NqCWITHLELhlCDwoILTLEajNbrgrfGZvauTTadlDyeHNAnqlB/YuElEFh9eMdtBNEGQtDF2OAAChO2DILhSi3df7YVLqu0VLRkwhQ3ifR1jcsI/PC6v9u4OHvx7q/upB75eXzo9k5/RQmfcR2EdQzBAM1w0sMgbd4Y3s4rs/ig/+cqHgl+3Sfx4Q//Mg5x8HWL8dYP+6nfvlDG6XNPAuFl+JcqvGete5+TXg/epRXrVwtzq0Rw3OqxLjVoFAl8ORFTBQmHIo+hYUA07yYoTbTbRPCZZQjCNcQfucReBPoNHHcbjjXp6nyMSzHOZFmfCqVllkMhSHWIrsIef1+gsq9WE624UsEg14XQCFz4fA5kKgM6GQWQj4fBRmORL3KdpzNVdQtmHD1y+egRA2etN61/CWa6jrn/966h1o/x3Zgb7e5Qtnh9s0VpPCGW78fMPizvqbg823u2uLu5vL+jsqOxqKO2qu99QU99WXAi/74XH/u4e9XXVlFddO3ThzoOjMwV2bV4zLjI2JNDujrFExtoQ4qz1MrVALpEy2IZCSF+C7z8u9zDugzxjxJDq9g6drC5R0e4kGiconmQVf3yr65unA48bqV5W3Xx050p6c1aU2NdMZNQTvbjqxg+jVikX0wWEPodAnEPgzKPo5FPcU7vYQ6TaAQI8h68LUNafwrxpFFlkDw7h6PQimHIIug2BuQLBAXK/AMVegmCsQ9HU4+joCeR2GugBzP+ThUZPv99XtoPd11JcVoufl3BeV5FcV9NcVghe3Oa9v8R8fU5yLoX7qjl2JxKwAjGJwS7G4RWjMQjR6lFoUODxLUdilSBw4HiuQ2FUo3Do0bpe31wUOrVwja7Hou7Sqdib9XgCh1de3Fo+7i0LWwJFNUDRQO6Bw1Qh0OxzRhYJ1YdFdctWTuXNepGWNEIJHsNghD/xzpfbrzZu/7Gj4crjnq7Kbw9OmtnM4/RjMCAwxDEMBgzQIRw0isK6lMGRcp8HncS7168X8XzeJ/tgu/n2r9NtF3KFIYg3Fsxrv0+Qb1E0XDHKkvcHce27EBrhnI9q7CeCL8axH4MEPUwdD34WhbsEQtwC1EFwpFFcG97qN9i/B+l9GeZ9HeVwnBJYwWVd57ItSwUWN7JJRdcVmKI6wl8VGlsZH3Qi3X1Kr9wVSVqMwS1GoBQjgCuALoLB5UOhMBHwm3m2er99SInmbSnVj/qwHteXffvfFd//49Vcgsr+NjcgCA/v/QHbUKnxs3R3tC2dNdVjUFpMiNsq6Z8uqvqayweayttprbXXXe5pLuptuNpdfunvleG3R6XsVRc8H2gC1vQ3lVUXnLh3dfWL35r1bVs2YnBkXbQ4PNzojrTHRtjC7xqiTyjlsRVBQamDALk+v2xjv1iDBiD22VxvWFiDpxfN7fIT3wxM+nDz6w9PBDy1Nb2+Xvim62D1xWqva0sTmVRMJnTRyF5nQgkP1IKAjMOhjKOIpDPkMhnmKwD9A4vpAZAFedpTRBij83wtRC3iFuya9KiDo2xBkCQRVBMQVhr0MQ12Coi5CUZfg6Etw1FWwD8MeccfX5BC+KWV810r9opH9voH1oobypIL5+Db3/jXK06ucp0c0lxLoK73wK5AeSxH4RSjAK26U11FxRaKXoTFr8B5bfQIOEkknKORTQaTTlMAiPrdcpylXq6p5kkYGr4nG7OTzhpXyfj6vGTgfNL4djr0HQ9UhEI2uJZTwVjS8FYtsCQwYzk5/P23qc650BIMbckM/F/C/WL7ofd3tr7s6vyq/83Dxwl6p/L6bp+tOOXB4PwJxH4YcgWD6YPh7aHSDJ7KZhu3R+DwID3ySSH0WS3+oITSTsFXebk3E4D6+/JHO+tRgeyBWdflTG1A+oBrRvg1Ir0a4ez0U3wDBVsBQN5DIUhTuNtK9DIa/BXO/g/Qpw/hdRXhdwvqUM/nVan2xVnfZZLxssVy3hdy0O0oiwq+F2S/aTBfUymM0+g43z7XgTMYg56MR8xCI+XDEXAxmlo/PUpF4T0rq5UULWk4fez/U8+v3X//yx68//fOP3/75x9iKwzEgPzI62v57/Orp7Fg8d0aYTWM2yJNiQo/u3DDYdKvj7pX622c76oqGWm4BC3v7woGrR7YXn9xz/cSe9qqb7x/2DLfV1pVcLD1/5OKRHacPbFm+YEpStCU8VGe3Gx1hZnuILsSgkor4fEZwNImw2cP7Ftqz2t33nlzVr3f0BEgH0dwud06vxvZq04Yfelp/uNf69mbxq9tF/QuX1srNDSxhHSm4k07vowbdc8P2IGAjUNhjCOIJDPkUjnniukYP2+OarHet4WqE/huy9RDwEkRj7F0E/jYMUwZBlf47shehyPNQ5Dk4CtR5GPI0HLXfA1WRTvqySPxtE/ddLetNNefpLeajG8KnN2WPrwpeXdA83m25EEtb7o1bivJcBHebj8AsRAJXgPkUiV6DQG9A43f6+J+g0C5TWTeo9LLgoNtU0i0Gpd1qfj6+4FlB4aPEtEFbeKdW36PT3tfqhvjirgBSB87LdSMSFKYTiQIS2wZHtsJdtyRqxeP7zKZX06a9Mdgf4rzvY9HP6fQvZ07/6s6N79vbv6m++3Lj+kcG2yMP//sIVK9rITxsEAYbhiCHoOg+GKoLjriHgjfj4U1eiEZ/VLMvpgOPa8N73PMj9nJFD7XmhwbbfY1hQCTvDKTXYXzvIj0rER4VCHfgaO9iPe7ivcu9/CoJxIbA4EZCUAXeB8TWMoRbCcrjEtLjgk/AXZWmKSyi0h52Jyzitj2izBByU6a/IpKfEkmOCoWHOew9gaQteBBSMYsxyIUY1GLQHXl4LCQFbrJZbqxcMXin7N2joe++ff/bH7+6RrVG65//82+Y/r39C9lRpl1Qg21fT9eyBbPCQrQg5ifH2E/u3jTceLu57GzZ5QMtdy8N37vTeufCjRM7b5zYXXxq75k9G8svHXs1eO/N/Y7OquLyK8dunt1/8/zBz1bNS4sPjQjR2616R7gpJFRvNSmlChGbQ7OS/Zd4+xRhPcox+DtEUhdP/jBQMoxkdGEYnVzVo9lzv64t/3mg6/Wtkpcl10fWbaxV2hpowgYyo4vFGWKz2909euCIESjiIQTx0HV5Knr0wlp0FxTeCoE2QiD1UFgdFP5X1ULAS0QNHFeBwJfBMcVQ1A0o4gYEeQ2CvQwFhbkIRZ+FIs+4LqFBn4aiDyOwO/Do0njqh/OGH2p0X1do3t9SvrqseHpYP7hd27JKVjVLWpQm3C4iLMZjFiFxC5DY2XDEfBhiGRy5AYHchcac8PS+Tg4updBK/Iil7l5lGMxtLKbCz7fHYPwwcdK38xd8M3vOh0mFr1NTn4aE9nOF9zwDWjEe7aBQ+C4MrgeL78GMWlIYrgPm1oZ0b6ELHmUXvI9JfeRNHkbhnhMpX6Rnfnf53M997T+1NX61Z/fLsOjHPoFDcCTgtRsJvD50GIoAPmEIChuEQvtg0G4kpBMFbcfA7mFRXe5eff7kQTrnsULzVG8ZlKnbOPymYHq9L6kK51OO9apw9630dd30vIZGq+NymoTCTr64my1oC2ZVeQeUod1LkfhiJP4Syu0iIbBCIb+r0d4Qia8IRBf5kjMc4SkW/4JAek2lu6IznFWozohk+8jUVW5uy/29l5MIy0iBixn0BRLh3sL8wcqyn79++9Ov3/742/fACgBSXZfT/OMfoNP/SOj/av+asB0bqh3b7+/tXrZotj1Eo9dLkmLtp/d8NtJ0p6n07LXTO6pLTg42l7bcPl9x+XDN9VOgbl843Fh64VlP49dP+l/2NXdVX2+4da7pzqWD21Zlp4RH2A0Omz4swmwPN5gNMqmMz+TQ1EGEKf6+p90976Dxt8Dp7k9+6EN/gKT0ICntJMFQ2rgvLl/++X7Pq7u3n1+7/GLX7lZbdA2ZW02kdfL4I2Jxh7dvJxw1BAPUwkENj85z9sKRHcAVQKD1kLEVBaMztP8qZBUMXw7Hl8LQN2DIazDEVSjiEhRzAYq7CMWeg2BOQVAnoaiTMPQxKGofArMNgy0KYTzeZH62R9+3XtWwQFRewCyKox83BG4X+KyjeqwguC1yxyxAoRYjUQuRyPlw14U0G+GIA2jMeTf8DS/P217ed9w8q3AeDRh8MxLVjEA14b3bWdwHEc7XuXmgXiQnP7U5hgXSXv+gDoxPK9ytBYFrhmPuAUeOxvXgPPrcfAe8yd1elEY84S6BOZCS+za/cJjG7kfhH3n7vbHYv9m1/bvmim/ry7/Yvv1lZOwTYtCga7LXhWyvS2jBJwO/D4UNQVzU9sMAuLA+OLIbie/1ChgO4jwVq5/pzP0SVSOVeTeAWOVPrAugNJCpzTTmPTavTSBqFYtbJOImkbCBy60NolURSHd9AsrcvIsxHsUY9xsot6tot8u+/kXB1GugPwmmXePwr0uVl3X68ybTBbMV1GmV7phAcVFpOqXQ79XpjqXEHUiLX+OwTVHJ0mWCgtiwA7s+6x/u/frnb3/8/aff//E7IHJMQEEbA/R/t/9cFgN4BV890NcDkA21qXU6cXKcAyALVBZgeuXkttJL+3vrbvTUgux148G9uw/aqgab7jxou/u8t+nd/c4vH3a/HW59MdDwuLv20vEdBTmxMeHm8BCjzaG3Ow1Wg1wOkOXRxTRiGsl/p7dXMRpbjsa2YNz70d5DCP8eBLHNk95ninm7ff9PvW1vmqsfX7rw+vDh3pScu2ROZUBwm0D4UKnsDiS1IVD9AFYI6P5g9yGIASiyx3XBN7wZAq2DQMZWwPytEKOXeeFuw3AA2etQxBUo/CIMcRaOOQ3DAFkFvB6HII9CkUdhyEMw5D44eifC/SiVeMUafN4SeEhC3Er12+iLW49DrUXhPkV6LEa6L0C5zUfjFyDRixDwFQjYOiR8Gxp9BIu/6u55y93jFgZTgcY2u3t3efh2o/B9cEw/At+L8x2gsh4ajE8c4Y+MtvsCRW8AswsX0IP07UP79eD8erwCej0IXRivLrRnv5v/oE/QYBB/SKZvV+nLBaru7PFvF84ZVMg6QAJz83gpVH6zeMmHojNvr5//YuPGt7GJT4NoAygkgLULOUotHADqql4YrGd0PW4vFNEHRXfB3Do9iA+Z0jcq22OV+R5TWEehN9MYHSxet1DSKZW1iaVtPFEzi1dLZbgeKuEXeMvDtwjncQ3nfgPvCeqmh0+Zl98NnMd1b79SHrdCpazRaGv1xhqT9bbecl1vvKg3nzVYj9nsxyKirufl1y1cXLvi06p1a8rWr9o5feIEZ0iIjK8U0VVqfnRSxOc7Puvv7/nlx+9dFy+Ozm+NtY+Ejra/v/wvyII22N+7YsncUJtLZROiQ07u2jjSdLu98vLlk9sAtWBnuPXWg3sVb4fuffO07+vHPW+GWp/3NDztanze0/hqoPHlQP2T7pqS8/tnFqYmRFjCbWZjiNYapg0xKQwaKV/C4bEpUUGEdX7eV3H4CgS6GfgtGKYH5tmNJLZjqZ0c89O5n37fUP1V372HVy49P3h4aOL0chq/khh8jyd6oNIO0JitKGwfkBAXr0BF4H2uexe4LvlqgEFroJAqGPQuDHYXCquEwCogsEoo6i4M55qhheKKoeirEOQlKAKYV8DrCSgawHoMgjgCQRyGIg5BEQdg8H0w9B6Y706k9xYscjMWsxHlvwERuAHmuxHmtQnutwZOXAYPWATzXohwX4RAL0fCt+AwR9zdz7p7XnP3uoXzqsJ6Nrh7d/gF9viTu939e9HeD90Jz/woT4i0p2zBsEDczeD0BND6PUhDuMBhHOmBG+WRL/0xmfOEIXxOEzwhMu57ke97UYYDOV3B/BapqjcmdjA779XKZV+vXzxiVLXj0QNY7PNg7pcFhV8e2//VpbM/btv+bUbOCyZ7EI0agEN74dAuBLQTAetEwsC2A+6qTvARwRDdMHQHHN/uQXzMVb7Rhj6QGVsZolYWv0cg6eaJWrn8ahb7DoV62590y4tQhve9g/GpQHvfwnredPcu8fWvJFHq6cwWDq+RzrrjS7hFDq43mZujImodduBlyxzhV2yhl+32kqSUumkzWlavadu3u+fimZbzp69u/Wzb7Bkz0hPDjEouN5jKIbMkDKGKrzGpkhNjD27b9vz+/d9/+eX30WtkxnTzI6Gj7f9Cdqw9ejC8cc3yMLseIBsbYTm6fd2D5jvdNdevn9l59uDGhtIzI/fuDLeWP+9t/P7FwC9vHwBeu6tv3m+++6i95sG9cgD0/ZZbdy4fXjAtKyHcZDcbtWa1IVRpMymsOrlIwuFwgkOCiUsC/M57elUgMK1QVAcM1Yn06MJSujDMTpL6QeaUb4uLfnzc97T05vN9B+/PmV8mkN4mBjdwBMNK7Qib34517wVGzcUr6PVcitKJgLYiYHUuWCEVcGg5KBisHAq/A4GXQ9EVIOfC8Tdh2CIo+oprfAB5zmUDsEeBc4UgDkEQByGIA1DEfhhiLwK2G4HZDSXsgfrvhGO3wt0+h5E+hwZthgRsgPqvhRFWIgKWIwnLkF5L4dgVSNTnHvhT/t7XPb1LcJ53sF53MV5NHsQeEnOAxusJZLS4BbTgCMMUziu+7DGd1xtA6fD0BTGrD+PzyJ301Jv21I/5lMR7wZS+4ipecZUv2LLnDOHjQNawd9CAH63FP6jUz79CyBtISXy3bM6Xn4x/LOL2YxH3UehHhODnsQlffr75p/Pnftm154fc/Ncc3jAGNQKDDMIg3XBIBwLahoK1IeFtCHib66pjuGu9GBzZjsB1eAU85ileqm0jMkMHR3aPJWyms0C/f8c34CaQT3ffYjffEje/Ox4BVd7k+oDg5mDmPQ6/TSRuE0taBMJGNreRxqwlUqoozEZtSENY1J3w8FvJyeUTJ1YvXNCxZdPwicMjF053nDxevnvX8RXLFmflJBuMSh6LRA/wofn50wkkDoklZsjkfKNW7jBp81ISzp88+uHdu/+KLNj/v5AF3wPay+fPdm7dGBFu1uukzhDd/s2fjrSU9zeU3Lp86OyBjVXXjt9vuT3SWvG4s/bVQMuTrtr64rN3LhzuqSp50ln3uKPqSWfV486q2ptnls2ZEB9uCjUZdEaV3qqwGeUhOoVUzOGwgo1U0ixS4ElfAoilbRBUOwzZhnLvdAvuwfN6fBWDISnvDx756enAh4ba1/uPPFq56q7FVkqmVzG4/XL1I76ky82nF44ehABq4QDZHhi0HQ5pgrsktgIKuQMDBXUVFAaQvQNB3YHiSmD4GzDsNQj6EgR1AYI6A/QVijkERe2HIvZBEHuhoJB7YMidSMQ2JG4bLGAHJGArzO0zGG4TzGsD1HsdzHs1zHcFxHsZzHsZymspGr8Midrkjj9C9L3qB3QIX4nE12O9mz2I7QH0jmBuO1XQSRO3Bwlbgvl9QtUjpWFYIO/xJ/Wi8MMoj6depFdkzrNg3mOq4Dlb/pKveslVvmTIntBED6j8JxTuE3/6kAexDedzF4u/6YatoJDatPIRufiZj98TJOIRHDnsFfDAZv/y05W/HD323YZNX6Wmv2ZxHqJQj6DQ+zAo+EA64NB7CFCuZWJjFxu3wWAdMEQbHNvuQ3zIVzxVmO5LdD0CVRtbUkuigt6/3MP/rldgrV9wPYnVSOO1cMX3pIpOlbpPpe6WyRv5/NtUahGBcMPPvyaY3kRj1dD59aaIpuSc1slT+zas79+3t2v/wfYDB6u3bTu5YP6KtPR0g8HIZYsoFFYAkRIY4BPk70sjBDECWewgsYCplQnMKrFVLwsJUU+cPO7WrbKvv/4G4Pd3QEEbJfa/IQvQBtsxZD+8f3f4wO7oyFCDVhZiVGxdu2iwGchqRX3J2UuHt1RcPjrUdHu4tfJhWxVwsT01N8svHik9s7/77o1nHbXPOmsf3rs72HS7uvjMykXT4iOsoWa90aS22DQWo9KsUygkPB4rSEMjTyRTDhOCyjE+LVB0MwLehMR1uQf1e4k6vWXd0vAnS9d+09P6XXfb88PHHm7c2JSYUhrMrQzidopUjwSKbk9iF9ytH4odgCD7oYiu0asU62HQKgjAFFoGhZb+WWVQ+C0ophTiWvtyGYa7BMVegGJA3joJwRyBYvZD0XthSBesUPQeKBBXzDYEejPS/TNYwBZowGcwz81w/Ca4+3qYx2q416dw3+VQ7yUwj8Uo3GIUai0WedDP8wrB546HVzXeq8bTr54UXMfmV4gkpQrFHaO5MSqxKzW/N7tgKGvc/ZjEPrVxiMJ6hCe8dAt8R+a+48hecmVPOPJnPPVztvIFXfIqSPSCLHgSyHnqT3/mRXrkHjCA92vFulch0VUobKO7R6eH1yOMxys4BiA76Ob5WKX5Zvacn7ft+HL+ovcR0a+CmcMI5DAUBiLXgOtuTgjwmbSMVivMVfdct3dAtiJxrb6B99nSEa6ynyEZ4Mh7WZLGAFq1L7mBzGym8dpZ4k6uvE+i7VcZ2lWaBqm0ig3cQlAxkXSDTCkJppUzOVVc/i0q47ZI3ppT2LlwRdPylXfXrrmwZPHWCYXzo2KzlGobjSEmBpB8PLy9sT5+7gFEXxqVwmDR2GyqmMdQijgqEVsj5hgUAr1ObDDL7OHmpcsWd3V1/fLLL2M0Akr/+Q9Xgd0x3R0D999UFsDqWpHw229fffnFyeOHE+KcZqPKYpKvWj6zvbb4YUd1e8W1ohO7q66ecE3etlaC7PWovbq/vqy26PTdK8cHasuetlX3VhdXXD1+7dTuSyd2rl76SVKM3RlishrVIWatxajWqSUyMZfHDpbTgjPIQbuJ1Fs4/3oYuh4JbUBhejyChwIV7URlG8s0nDv9w63i7/vbHh4/NrJhY0f+hDKWuCKQ28ZVDQu03X70DrRfL8KrD4brhaA7oOgWGLIOCvwr9BYUehMKuTFWEFgxFFU8ulzLNTIAxZ6FYc9AMacg2GNQ7EEoZp+LVNRoofdAMLsh2G1QIKvun0F9tkB8P4N6fQ7z2gz1WQf1XQPzWwUjLIP5L0R6LkJj16LQB9zcrgb4VQSTG1icBrGsUqu+ZtIcs+l2OgybncbPYu07M9MOTCg8UTjx4ri86wkJJVpTA0PY78987M9+Tpc85yqfcxVPWfJnLOULqvQ5mfuSyHrtz3zuHfzUjfAY7TmCch9Eu3fjvVrwHjUYXD0K1+rp0+sb8BDrMYxE9WHRT3m8b3PH/bxi1bdTZ30REv6CTBuAI/ph0EEY/D4U2QdHdiGQHXBEu+uqB0QHcF+uwrYjPTs9yfcD+feJvD5f5giZP0ITthHpDf7B9UHsOiq7nsKsDaQ1BrEbqJzKIEYJObiISLkZQCkJpBYHMa/TOVfo3FMUxqFAykm58kxa5v7c/E+jYgr0+miRQE+jCQiEYB8vf08Aq7uPn2dAoHcQNYDLoymUQp1OZjbI7WZlmFUdalIa1CKtkq/VCHUGidGsTEyKOXrs0Ju3rwCBgEYXqX/8DyiwC8gcfccF7n8i++uvvwLMv/rqi0sXz2SlJ1otGrNZMX/OhJpb55901/fWlgADAGzAUPOdkdbKoebyrqobgOBb5w42lpx/0FJ5v/52xcUjx3atO7xzNUB2w8q5KXHh0WG2UBPIXmqbyYWsXMLlcWgSJjUuOPgzMr3UjVALR9UjYE1ITIcbaYimbmfomimq+2GZbw4e+q6z4dmZk49XrB6eOKVCqrkdyGljq4aEhl4yr9uD3I8L6EN69cDcOiC45tEniJRDoCUQSBEMcg0OvQ4KhrzmWj/g4vUsFH0KhgH+FdRxKPYwDLcfht0LktYosruh6F0QzC4IbgfEbSvUfSvUYyvE83Mo4BVYAp+VCJ9VcJ81UL+lCL+5GI9lGNwupPsFd8JtBvuuSVsa7TiX4NwTF7IqyjgzUlcQocl1qrOcmuxIc7bTmmc3TbJp55nVG7TqY3J5EV9cwRLfE2lGdPaHcuswS/mYKnsayH/mS3vuSXrqHvAA5zuCdH8Axz6EY+4jMN0YfKuXd2MQ5S6dXhlEaxNJ+pjsITS2F40YpAV/ER3304y5PxZM+8LieBxI6UUgelyXzsN6YfBBGPK+66be6CEoGnRH3RC3boh7F9SjDxMw4st+HCgaIXB7PWm9fuyBYHEHVdhMZjUQgu96+lW4eVd6+lX6kW4TgyqY7Hqlpk5jKGEJzxHox4mMPWTGVgpzDZm2kBw0jU5L4jBDGVQdMUDs58v08yJ7e/l5e/r6exMDCcFBZDaLKhIxla57ZspDQ7XhYYYopyE2whDjNIbbdSaDTKMSqNVCjUakN8gAbNOmja+rq/zxx++BeI4i+c8/62NzIevyAX9rgNeff/7522+/vnP75uTCvFCbzmJSTClILbty5Flf41DTnfobZ1tuXbrfXA72O+5eLzt38Mjnn57etb659MJjILFVxSUn9x7fubbozN66sgtb1i5KiQtzOsw2s9Zm1lhNaqNOrlYIBTy6mBMURqesorFKfIJqEfhGBLIVgb2H8etnKLrEluYgVa/U+XDu0g+l19+cPP54ypwn6fn1emtZMK+FKe8XageZ4j4CdcibMoAj9MA926G4RijyLhReBoHegECuwqBXENCrCPhVOPoKDPDqdhaKPQ1Fn4RiT0DdQB2D4g9B8fthuL0wzBiyu6DYnRD8aLnvgLhvd4HrsQXmCbzBBrjXaoTXKoTXGpjXcoTXErTbRiT+ENr3WiDrtsF8KSVqV1bM0sTQSeHqLLsiOUwZG66McaqjnZrYKH10pM61Y5cnW8X5Juk8o3ydTr5DpbhosvRl5j/LmjigdvSTxA+8WE+w5CdI34cIjxGE+yMY/ikU/xyOf4zE9yGx9/Du3RJJd1JCpcXaGGIfCgsfDCB2opGdROI7s+OXvMk/5xR8ZbQ9IhB74fDuURfbCYf2woA9QPQDXmGYbjiuDeZxD+Z1D+XTF0B7Kta9UFlHBOpumrCdJurhqjo5inaGuJXCrPYh3PH2L/UnFZFpV+jsIpnsptVywRayQyxfRmLMCqQWBlFzWcx4erA50FcZ6M0je7EpPhwKgRlMpDFIwcwgCjMomB3MEjDEYq5KIdRrxQBNkLztFlV4iDbSoYuwq+0WuVEnArwq5VyFjKdRigw6KfiySKd5545Nz58//u33X/685gv41Y+TBqB9VNmPtI66AoDsjwDy775taqhZMHdGuMMEkM1MDr9wbPuT3vrhlop7ty53VF4HEvvg3l3Xsu6Te/asXXh0y8rm0osA2Z7KottnDlw6vK3x9qXOupItaxamJjgdIUaTXmnQyUGZ9Arw84kEDAkv2MQIXMjiFJN5dVhfILH3ALIon16WfMQc0ysK6aTqup1pjz/b/HbL1gcJWSO2mDazo5Ivr2dJOwXKIb6sn8K6H0Ab9CR1I33aoPgGKKISCiuFwIqg0KswxBW4a+XrZSgKmNfzEPwZKP40FH8S4nYC4g7qGMTtEAS/H4rfC8XtgbhqlwtWt51Qtx0wt21wt20w9+1Qj+1Qz+1Qr61Qb5c3gHsDcMF2K9xzP9rnVBD7itF6OjHus+y4eakRBZGWNJs6wSyPtSiiLYo4syrBoo2366LC1BEOZbhd7gyVxNgk6WbpBJN8il6+0KQ5np7SOXv+SM6kfrF1yJv7BEV6DfV5DfF4CXV/A/V8D/F6C/N+gfB+iPAcQLl3UVlDWTntOXl3Q5wDScnDKkUbHt9JIL7T2n5Nzv85KedbreWZH3EIhhgYvVi3Aw5pR0DaENA2JPweEt6CRDYisA0I92asTxeZPizVDCsMvTx5O0PUQhM0UYUNJG5NILssiHOJyj5BZe6jMj+nc1Yy2StEggUycQ6PHcGk6YgEoa8nh+DNpgE6AwOp/hRGAJURwGSTWZxgJo/KEjM5Mh5HyuNKuUIZVyEX6NRio14KvGWoReWwqEcLpHCxQQ0w5amVfIWMKxWzVXKBVi0eg3tiYU5NTcXPv/wwegPOMWr/1VzI/pW6xnj96aeffvjhh++//7a3u23NysVRTpvVrIyPNB7YtnK4/S5wrgN1pcC8guD1rLv+cUcNUNzLh7cWHd/VW3PzWWcdUNnqKydKzx3saSjrqi/dsHx2arwz3G52IauVAWTNBqVWLZGKWBIBTckK/ITPvcGW1nuRG1DurQi3eyjfbmDyotOf21P7GboOoak7M/fJtE+GLVG9Qn2XztamtbSI1PcEigGRGgjtSBDvvh+9B0NohbvXwZDlLmThRS5e0ZdgWGAGLkAAr7izEPdTEI+TEI8TEI9jUI+jUI8jEPdDELd9EPweiPseiAeo3RDPXVDPnVDPbXCPz5Hun8NdvO6Aeu2A+WyH+W2D+q1D+C5H+25C+B5E+p+mcM6F2valx6/OSZiTHTs+JSI5whJlUTuNCqdBEamTx2lVyQZ9slWfEKKOtSqjLPIIiwxsEyzKdIsm2aRMNIoL7JodGUnlBYWd0Sl9HO2IB/0lgvAO6vMW5vMWQXiPIr3BUl7gKc/cyE/ciD2e5HaNdSCnoN4eey8y7mF0ZBc5uCsg6I3e/mN87rexGV8bbM+I5GE46j7UdauHdji0FQlpRUFakdBmFLQRAW+Ao+vhbs0o73vupBZfRr0/szKAXhZIv0qmn6MwT5Lo+0jUNRT6bApjQmBQGpEUTQy0EAgRAm68QSPnMokEH28fd08/N+8ALz8ygUgjExlkMotMY1GYLAqLHcThBnMFdJ6ILZBwxTKeXM5XKwV6jchilDpsKmeIxmlV2o1Si05oUHO1CrZGydWqhSoFHyALvKISaK1KYNCJI5yWPXu3vXn7/I8/fh2T0zFYx9q/VBbwClwssAQuiXU9q+7bkft9Wz5bGxttD7GqI+3q9ctndNYWv+pretnT8LC9GtSTztpnPQ33W8obSs43l1182Hb3RXfD/YbbLaUXa4vP3G+/215TvGrRtOTYsMhwm80CspcKxC+jTqFWiqRCNhBaMYs4kc++JlQ0ktmNHsRm181QfduI7CcRSe8zCh5qnR10RYvcOBCVcF8V2hUs7ZEZBq1hbTJtK1/RL9UP8dUPGTJgyHqwgU0Ij2o4+jYMfhOKuAZ18XoB6nYO4n4W4gF4PQ3xPAnxOgHxOgb1OgLzOgzzOgT1PAjx2A9x3wvx3APxArUb4rML4rsTAgD1/hzh/RnCZwvC73Ok/0Y0YS2GuBYXuMIraCWFu4PKP8EQX7SFHMyMXZYbNTM/dnJ2TFqSw+nU26xyi1lmNcpCjLJwoyLKoom36ZJs2iSzOt6kjDEpYgCpZnWa1fVmpFUaHyorcOqXOi2HQ2wVWksbW9brQ33kevIe/SlZ+JyteS42PpOY3oqMX3K1TymC5iB+R2RCZ0pOnd05kBA7pNJ2BjGfm8O/SJ/wNjP/bXTsIy63H4frh7tmVRoQsDo0ohGNrEMhq7DYSpx7Odb7lltAmQel1IdxjcA5RWDtCqStogTNCiaNCyYlUgLCAn0Mvt4yLx+Ou2eQOz7AA+fr6UalkWVKKZPL9iH4eYP/CN5Egi+Z4EcNJDKpFA49iMMMYjMpHCaZyyYLeFSJiCWXclVyvlbBN2nEoWZFeIg6wg54lTuMolC9wKoTGDV8oLJ6DQBUolOLZBKOVMRWgO9S8HQaEXC906YXNDVX//zz97+P3sxgTFXH2r8hO+Zix5D99puvnz97ePzovvTUOLtNE2aVz5qUdvf6yTeDrW8HWoC4Aocw0Hi7424R8Ab9DbfAy6ddda96m562VfdV37xXcfVhd21zxdVlcyYmxzpiIu2hNr3ZqAJ2VqeWyiU8MZ8l4tOFzIA8HuuCRNvIljeTmc3uxHto/04Ce8Qc8SZ/8rO4jD6Wpi1I0i4x9nC1XQRBP1/To7VUcUS1HHGvwjgk1T/gqYZJ/G48qQnhWYPA3PkXsrhRZAGvnmcgHn9H1sXrn8gegLjvg3juhXiD2g3x3QX12wX13wUjbIcTPkcQNqNJ6zyCVwaw1rBl2wyhB6KTL2RNuJQ17lx66rG8xHV5kfPynJ/kRhWmOFMiLRE2VYhBbNUJLeCoGAQhJrHDKosMUcZZ1fEWVYxZFWVRRppdL1NDdKk2XYJZFmsRJ4TIkozCAilng0x0SaVqFCuGBeoX6tDn0WlPx016OWP2m2mzv8ie/G1U5ge9/b5Yc8/m6Jk0sT4l8V50+EiUs0+qeGGPej9jzoeVK19PndivVbb4eAIP0IRAlGPhpR74Mm+fm37+V0mU83TWEQZnG421ikKfT6ZNIdEzA4Ii/Il6fz+BvxfFz9PPx9Pbx9PL28vDyxPv44nz9cD6eeAIHu4ETwI5gEAiAmT9iP7EQP8gUgCVTKRRSAxqEECWy6BwWUE8jus5RWIhTSFnadU8k04cYpIDG+AM1QJew21Kh1kKkLUbhCEGERBas1Zg0ovNRtDxSgCsEhEbgC6XcuRStlLBj45xnDh58P371677Gvw5VjDW/oXs2EDBmCv47rvvvvn6q/fvXpXcuDK5cFx4qDHMospOdp4++Pnj7vrn3Q3DLZU9NTeBuF49vvPqsR3Nd648aK990t3weqDldX/jSGtFR03xwL3K21dPzp02LinGHhVudWUvsybEogXxSyUXApWViJgSDjlbwD2pMDYIdW104T2f4DYssceXfV9qfZE+/nXuxGGds4uqaKVIOgKEnZ6cjiBph0hTGcSqCmL3yw0jSuMDsXYoWNjlTm5GeNXB3SpH7/5yHSDrGnwFkcvjJNTjBNT9ONTjGMwL1NFRXvfDPPe7kPU6BPHaD/Vxzc3Cfbch/LciCVuxpB2e9D2BwkM87VGt42hY3NGUzNOTpt749NPqrduaP9t2a/myY3MmbZyYtCjHOS83cmZG5IQYe4pNH6WTh6lEoUqBTcmzKLkmFdeo4hpUPKNaaALKoQa9IVAXYYheGmVSxpnUiQZ5nF4UYeSHGbjxcuY4IX2xhH9Up69zRj8YN+nd+s+/PHPmm+Jr31+98s32fd/MWvpDTuG38elDYVGt6Sn1CTG1Bv1gdOSTsIhhc/hw4aTXm9Y+njezzma+xaCXB5LLSKRLVNJxJu0Am7OVyVnD5W4PCdkU4cyXCCMZQVpyAMfXG0R7fy8vXx8Q733d/fzdfAl4Pz+svw/a3xtF8EIHeOGI3u5Eb59AXwKZ4B/o708iEIICAqhEEo1IoQVS6CQqK4jJDuZygkZhpQJYdRq+2SQOscnDQlXOUKB0KrtF4bCCAvjKwixSh1kSapLaDFKrXmI1yQCyOq1YLucKRUyRmCUWs0RChkTKMRiVy5bPHxzqBSHst99djw4FpI61j+Oy/yGx33zzzVdffvnF+7eNddXLFs2LddrDLPq4CNuGlfPbakqf9TY/uFfVVXXj7rWTx3au2bB0+uFtq1srix4DZIdavnzU/qy3rq26uKWq+NzRXdMKMgGyYTadUSszG1RWkwawa9DKFRKeTMyWcsjpQu5htblBaupgSNv8Ga3YwA4MZYAoeWyMeZM7+UVWwZA5qpeq7PXmt7lz6ny4bSx5YxCnlsQYlGqHVcZhmW6IKen2Dr6H9mtEeFfBPW7B3W7A8JehuPNQj9Mw75NwUF4nYT7HEL6HXeVzEOGzB+G9B+6zD+63F+G/Ex2wBU/63I+2gy4+IDOcskVdTcouHj/l9tyFlSvXVGzYWL59W/nePXcO7qs+eKD6863XlizcNT1/aW7svOzI2TlRU9MisiNt0RZNiEZqVgr1wMBJOUoJSwZOSNCN8GhCHkMkYAIXJORTQUnFDJeQyDhGGS9UwQvX8SJ1/DgVL1HBS5MIJsoVq2yW07lZXTu2v668/WX/vZ8f9P5cVfXD9v0/frLo27T8+9bwu0p1sUR2hcGt1Og7o2IaQsPvJifXTJ10Iztjr9W8SSxdy+ItYTA/YTCmCPiFUmkWX5AmEs5LiJubmhQuE5pEbJ2MT6MHeRF83fx83P198f5+OFf54gheQFbxBA+3AE93opdXoI8fyY8YRCTTyKTgQFBkeiCJEUBmEINZJAYwrzyaSMRSyDl67UdSHaGqsQLIhlkVdovMYZGPIuuiNsymcJXVlcPsFpXdpjYbZGoVX6rk8qUMnpguFLOFIpZUzlepxZnZybfLb/7003e//fYTIPQjsGPI/m+J/frrr7/84osP7970dXds+2xDSlxkmNUQEWqYVpBRfP7Is76W572ND9uqW8uvnj2weenMvFkFSWf2r79/786rwcZvnnW9f9jeXnuzqvTiwR3rJ2QnAmQdVq1eI9VrZCCEhVh0QGgVUj5AVswmJfCYe9XGepW1natoI7Gb3citcGI7itpBlj+MSPly1vy3U2YMmSM6g6T3PHnVboxqEreOwaums9skin6NYVChv89T9AWy27zJ1e6EMozPDZT3VZT3RYTXWYTfaXjAOQTxAiLwAoJ8Ck46hCDuwwTuxpF2uJN3+tJ3UYX7ROqjutCzkYlXsvKLps4oW7S4Zv2G5h276vfsvXtgX/nhg7cO7S89fLD4yKGi/ftLdu0q3bjxzIJZmwrTF2VFAWSnZ0fmJ9kTHQa7QQF8m0EtUit4MilLLGKIhGyxCPR3XKmIA3o9iZAlEdLFQrpQSOMJqGwOmcsiS9nBBjHDqRbEaiUxGlGMSpqolKcqBZPM8k1ZKefXLK+5dGKkpeJ1bcXz3QceTZo9GJtea7ZfUaj38kUbuLytes2uyNB1ocZFZv00gy5dKnSyGSHBwSZCoMzXn+/nJw8mO2TCKLU8RqfKigqLsRnVArZNK4sMt4jkIh8SAfDq5u+D8wekegJe3YheHiQfb4qfH8WfQCEEBAUEBgFBJQUxgoLoFFDBDBKNQWJxggUChkzC1ahAwFeEWFXhDo0zXBvmUNtDlSFWuc0is9sUwAwAagGsYTZleIgqIhSYhNEKAT5h9MEFdtf4qUrFl6l4IgWbJ2YIxCyArFjKVSiFoQ7TgUN7vvji7W+///z7fyD7V/ACyH6U2K+++uLDh/dvXj8cHjx+5EBuZnKYzQCwS4l37Ny8sre58vVQ2+v7HQPN5TfO7l63uGB8inXpJ2lVRUef9dR8+bj92xd9D7pqK4rPbV23JDctJjE6NNJhMhuUgFewdd3QQCtTyvgKKU/ECYpg03eoDXU6R7tI20EXtfoymtCUFjilEUtv5+lejpv4zcpPH8+Y3h4a2U5XNXlxK71ptXR+I0fczJf2ynUDYt0gR9lPFbYHceoD6Xd8KUVuxIuYgLNowik06QQ6+DiGdhxPP+rJPkIQHWVpTqns52xx56NTr2RNKJoxu2TpsvL16xt27Wk9crjmyMHyw/tvH9pXdmh/yZH9N44duH78UNGJQ1ePH7pwaP+lffuLdu0s3rjuyNypq8clLMqOnJsTNSnTmR5ribSqAbJhwLfZtKEWjUkv1yhFSrlIpRBr1VKDTg7OVbUCvMMDCVou40okTIGQxgaphUbmMwLVAqpdxYvWimK14gS1OB4oroqbpZFMcViW5KVtXjBt35I5JyZPPpuUfSgkar1SN4cvzGXQk7j0DKMsxa7USej84EA6iUgM8A0g+AQF+FP9CUSCvz/RP5jkpxWznRZ1pFUbHWY2auUiLl2tFJusOq6Y6xPo7+Hv7e7n5U7w9gx0keobTPCnBRIZJBKDRAZFJwXRAKNkOjAAHCqbR+cLWVKQ67VSk0FpNalDLJpQq8Z1c5ZQjSNEFWqVh1pkY+UYRdZVAFa7OtKhjXJowRZUhF3vDDWEhRpCQ3RWi1qnl8lUArGSJ5CyhWKWQMgEWitTCLQ62aLFc4E3+PV/q+xfEgtcwUeJ/fLLD+/fv3398vnjh7dKiubOmhrltIVatNHh5tnTxt+6dub5YNvzgbaGWxf3bJq/bHb61JyQSRmmI1sXDTSWvBlq+uZZz+uR9tIrJ5bPn5qZFBkfaYsKM4PfEMAKflWtSqySCxSjyAo41HAee5veWmuKaFOY2vnKVrKg2ZPZhqE3o4IbvFj9Wvu7mbO++Gz9y+VLRxKzO3mmJn9eM0XQyde0c1XdXNUQXzvIVfeypD1McR9VeI/IueUZfB5HOuFFO0WVnZOGnDdGn3MmX0wbd23iJ2XzllSt+6x+1776A4fqj59oOH++5uL5inNn7p47W3nubMmZk0Wnj105cRjU9dPHrp8BdbTo3LErpw6fO7j30v5913btuLph1f7ZE1eMi1uQGz0rL2pCelh8uM5hkEeFGpJj7cmxYbGRoc4wi91mCLHqbKMT1CB3htvNoVY9YFerkmhAQFZwRBImn8/ksKksZiCXQVDyKA4NL94oSdSJ43TiWL04SSNOUYkTtbJYkyJMwYsSchPE0lAOVx1EFvj5MD3deERfjZCpljBZjEBKEJEYTPEmE/1IAQwmnctm0uhUCpVMJvuxmYEmEIMcerNVrdCIaSxKEINMY1MDgwN9ib6+RB9/kj/o+kk0EolOJtPJY9sgJgl0/TQ2hc2lAoYkUq5SJdLp5Saz2mrT2UL0ITY96C2tJpVF73q01ugErHJUUMe6ftcWwAo0NdKhiQ7XxTgNYBsV5gI3wmEAH4gj1Gi1aMH/m8miUWolUrVQJOOKxGzwz/H4dPAvAmozMpMqKm799PP3wAeMwTrW/juy7969ffPqxcunj9taGj7ftCY1KdoBPvoQXXZazL6ta/tbqkY66k/s2TA5yzkj37l4etzEdN3CyXG3L+x72l39eqh5pKvu5IEt0yekp8aHRTmMdgtwLS59BZbApUAyvlImkEu4Ij4jWa8+HJtQ44ht0lhapJoWprQlgN/mwW7F0VpQwd0E0Yg9/sXChV/v3vrF+g1PJ8zoDY2rU5qbzGHdjthBk/ORwnafp+ukiTuC+L1kfgeJf5NAP88S34lLa5y7qH7jptpdO+sOH2g8f6rpyoXmq5dai4taS0saioqqrl6/e7347rXi8stXyy9eunX+Ysm58yXnz988d774zBlXnTt98/ypm+dPXAMEHzlUeuRI8d5d59ev2D4zf0l+3Jz8mKl5kdlJNodJZtNK45zWzOSorNSYpDhnTKQ9OiIkLsaREOuMdNrC7KaoiJDYaAc4SEadwmiQ6wwSmYIrknB5QjaLF8xkBnLoRK2EHm2WJlkVsVZ5pEUaY5DEaSVRWkkIOJasQFqgD4VEALroRyH6Bwb4+vnSSGQFh6thcSTBVEYwJTCYDHgNIAWIBCytQgSsCJNNIQV7UWg+OrPMYtdyxIwgDiWASggIJpCogWQqyVU0EoVGptIpNEYQcLc0sEMPYrKCeXyGWMKRA6nTSIxGhdmkslq1gFQb0EWr1mxWGYER0ivMBoXVIA81Ke1mYE+VYwZgtJTOUCCuGqCpY7zGRhhjnHoXsmG6CMBDiNFoUGo00tHFUjq1QSZTi6QKAfhHAbIccJ6M2oOwMOuZMye++fbLMWPwEdgxY/AfyH4BHAQg9uXz588eDQ70nD5xqHB8VkSYOdSiToi1L5w9qfTyqfsdDWWXju7aMHf/ptnbPy38JDdkZl7YhQPrh5rLHnbcrSk9v27pzPz0GKA9wLiYdVIQv8Z6E1AgfulUEpmEJxaxMuzmIxkZFVHxtXpro0LfzFO1Atvqx2t1p7Ujg/rcOP1cU09Uysis2e82b/pm5863WzYPrF7Wvnhu++RJfQnpj83RA1x9A4HTFCRo4ymrmIKLLO7dzIw3p4993VT5vLd2pLNqsP5O792yzvKSjjtl3eV3+soru8sqWm+WN5dUtpRWNhXfqi+6WXX5esX5y+XnLoG6dfZC6Znzt86fv33+bNnZU6WnT1ScOVV7+nTlkYNnN6zYMC17wYTYT8bHjM9yxobr9Aq+RSOPc9oykyNzM+IzUmIBqTGRoQnxEelp8clJUYBagGxifERcTJgjxGAxK202FVA+pRIcIR5HyGZwqAwGScCm2LSCJLs6wa6ODlFGmeSRekmYVmxU8NlMMoEMAjvRLyAwgEQJDKQE+BM5VLpNpY42m81KJZvHDmCQfIP9vcnewUyCGFgFYTCF5edPdSfSvaVqvlwrIjMDA2hEEpMSzAqmsahUZhAoGpNCpZMZdArQe74rJrJlEr5SIdSoJUa9AkgM8Dl2qybErLIYFYBdg1FuGi2zQW7Ry63AyJrkdgCrVTXKKyDVNQQLlHUUVj2AFZAKeI11GkYtgSYqXO+wGzQ6BV/I5os4So3MYNFq9EqZQixTiEQSDjhBuTwaX+A6Z3Q6xZYtm16/eTFmDD4COxa/ALKAV5C9vv32WyCx79+/f/Pm9YuXz548eTAyMlhacnX+nGmxUXabBRhtw4TclK3rltffufGop3mo9U5L2ekrB9ftXfPJgQ1zSk7v7K653l174/ieDTMK0rOTnMkxoUBlzToZiF/gUwi16kCHYjaoDBqZRMwRStixJvXG6MiiiKgqc2iDxtws0t2jK9uIojYfZpsbtd2D3RWsbhPbGgzO1ri0J/MWfntgz7eXT747d7h/8cJGe0ybxNzB0dfRpTV8ZbVCe43HP83lVqSnDm3b9PTayZeNN9/31nzZ1/y2s/FJc9X9morByorBiqrB8rreivqOyrq28urmsvKGkrK64pu1169XX71SdeXK3StXK65crbwKtpfuXDxfeel87aXzdWfP3D126OSGZSunZswriJs+PiYrxW4zStUSXqhRlxjlAMhmp8VmZySkJccAOmPjwtPS4zMzE0EHFR8TnhQfmQrej3aE2rSOUG24Q2/RSzVKoUQm5Im4HC6Dw6KqJKxoizItVJ9s1cSalU6DzK4TaxUCGp3sHejnTQokBASCzp5EIgGrKpcIcrMSFy+YvmLFgtScVJqE6U33c6N4+FDcaewANp9MYROITF8yK4AvYYFuly1gAFipbOrHLMWgMFiuyA/gkIjZSrkA9H46cIx0QDuVo8v31FajKsSoAGXVy6wGmdHoKvNo2UxAXBXAD9gtLhswJq5jygp0dBRWF6lxkcbYCBesNoPYpBXYLXKnXaM3yDngBKWRmVyGVCnRGjUanUomF8tkQpGYA34e8FMBaoGjlStE8xfMGbrf/4//uFvMX8iOZS8gse/evXv95vXzF08fPRoZvj/YWF+9bcuG7IxEwGuoTZ2aED5nav6eLesa7hQ97KzvryttKTvfdPNM480zrXcuddZcv35q99LZBROyYjMSHAlRthin2QrOUdeqM6XN4loZAzoUg1YmEjFFUk6YTjrfajwbFl4R4qg32loVxg6uujNY2kkSthH5zYHClmBlC1NXy1BVcTRtlqhHOYUv5y54vnhJf9b4aqG+nMBroCq6tI4ue3STxV4sklygs67LNSUh9tsJ8c3TJ/V9vvrRlRMfWiu+6m983lnXV1/RXlXRUVXTWd3Qfreu6c7durLbdWVl9bdvNd0pa75d3FB6o+5mcc3Nm1XFNyquX7195WLl1Us1Vy7WnD9z+9j+I+sWr5iWMacgbuq46KQYs0HNM6pEMWG2jMSo3PTYnLTYnIz4rPR4F6ZxzpSU2PHjMgrGZ6WnxiXEOZMTo1NTYmOiQyPCDTER5miH3m6S6zQSuUIsEvH5XKaQT7epxWk2Y6pFF6mTWdQCvZInlbDJVKJnoK8bKcCDRPCjEn2CCMQgQmJS5O7dG06f2Ht4//bCglyOiBVAI/iSffwCPYFmCwUMJjcoiBkYzCTxxWyVXi4Qc+nMICabyuTQhBKeXCmWyfmg61e7ZvaBmshBagR9vWm0xwf9odkIukSF1QikVA7cqs2kMI8+C9bieja8PNTsemghENdwq9Lpmox1DQhE2jXRYfpYpzEOwBphjI80xTkNUXaN3SzTylkyYbBOybEZZSqViM6iEYMDwfkjlAvVBpVap5TIxBKpQCBkc3l0YAzGvIFEyi+cmN96r+kfo5cx/tU+GoP/QBao7PPnzx89ejw8dL+3q+v6lQsL5k5PjA9zKYRdn50eO2dGwbb1K26ePdZaUdxbf3ugsby34XZLxbWLx3Yum1OYnxmTkxaZEh8a5TSGWtUm18IIcPrK9VrwAUkMWolOIxSLaRI516qRFOhUe+xhxY7IaovjntbaJdV1c1TdDGUXU9nOVrWx1a1cbQtP0yzQNUuMHUprt87RprLWMxVVftxyd0alP++exDIQntQTkVijNZdLVLVqY6VEVcoR3RZIb2k1t5PjWj6df//CwSdNJQ96age7GvtbGnpr6jrKqxpKb9eWltXdutVw51bj7bKmsuLGkuLakuK7JTcriorKgdBevVp97Vrdlct1l86WHd2zf/W8ZdMyZ01ImJgdDZKEQclzWlUZ8eHjM2ILsxMmZCXkZyXkZSbmAq1NjE5JiJqQlzF9yvgJ+ZnAIbisQnpCWlp0YpwtKcaWGhsCustQi+tkVsqFYiGTz6MqxCyHTh4KEqqQIeYHi/h0noAREETAE7ywAYBaPy8awSPIzzfILyI6dPGimbOmFybEOKVSQRCdHEglApQJgd5BQQQ2N5jBJlPoxGBmkFDKFytEgFQ2hyoUsdUaiTPCGhFuNgFXrZO4DodOatJJzHrXQiozcK6gDK6DZTHKLQYZKKA4NrPSYlYAiENMilAzgFUDKtymcdrUkTZ1VKgm2qGNDdMlRJiSoixJUebECFOi0xgfpo9z6KLt2nCLwqwRGtVC4Hp1GhmdTSMCP82kcKU8uU6p0KnFSplQJuKJOGw+gw2o5dFcdlbCTU1LLK+4BQj9SOto+xi//kJ2NHu9e/369fNnLx89fDo89GCwr7+xrmrHtg15OUlREWZgD5xhxoy0mMn56QumF2xetejI7s2nD207umfT5lXzp09Iy0l2ZqdEZCaHJ8WFhNm1Bq3YoJNYTOAklgJSdRqRa2ZZAzwTW+Uay5QkKmXLLLZj4bHF9pgqU3idxtos0bdz1R1cVTtf2S5QtYvU7WJNu1TbJtV2SbQ9Ak07XdJEYNd608u9aeUB7Hq+utUY1mgJv6PU1xmsg7GJ/WGRLQpdg0BaIxCXiCSXVKprcVHVy+f2Xjj8suHOF10tb9tbHjXUdlXebrld2lhWUlcCxPVGQ/GNlpKSxpKSmhvFVdeKqq9er7t+o+5aUd2VKzWXzxYf3rF7+cwlU9Jn5ifkpzodwJXqxKnR1oIsILrJU8elTM5LLsxNGp+dlJ+VlJ0SlxoXmZUaP7kwd8qkcVmZiQmJkcAqZGcnpCeHpcaFpCfYU+NDgdtzhGgAKyoFVyykiQRUmYgh5FA4LBJPQAW9EFfC9g0mYPw8sf7e7iQ/H2qAd5C/J8kniBXM4bEYIHnRyODwE2mkAFogkUr0J/v4k7xpbBKdSw4MJgQGB7IFbFAUWiCbEwwMosmsjIkJAbEdMGrQicHRMWklZq3YAqg1SM0AU5McbMcMwNhLm0UZYlW5th/FVeMM0UWE6iPt+mi7LjpEExOqjQvTA0aToywp0VawTY2yZkSHZMWGZic4MhMcabEhCRGWmHBzrNOq18qpzOCAYGIgg8yWcKU6hVSrEiikPKmII+QweQwOn8nmUoFDEIo4UdHO69cv//Tzj2NTtWOO9r8j++qVC9nHj56ODD8Y6O3ruNd08dzxOTMnJSU4wx1Gq1kZZtfFRYUkxoQmxISmJoZnpkakJjriQKfgNKQnOLJSIlIS7ImxIWGhOr2LUTHgFZyjox+HzGpW6LUCrVYIwotWpQiVSrKUqkXm0J2hUadDoq/YIsr01hqFtlGqapIoW8WKdqmyS6bulWv65ZpBmWZIrO7jytrpgiYqt4bOrxVIWwyWTmdUsyP8plxZa7G+GJf/KjdvOCau2xbaZjQ3qQ01Uu0dsapYY7iVlNS6bOHD04feVJd80VH3pr3uUXNVb/XtVpe+3mi6Wdx8s7iluLjlxs2m6zcbrhU3FZU0Ft0EHrf84ukr+7dsXzJt8eS0GXlx2fGhdoM8wqYelxoJeP2kIH1mQcYnBRlT8lMnZCeNy4jPTYtPT4hKjY+YkJc2fer4/HEZKamxqenxWVnxGakRaXF216eU6kxLciTEhEQ7LUDGNEqBTMIS8Wl8bpBEBnpziVgtpPCC8CQvlK87xs/Lk0zwo5G8KAS3QF/3QH/PAD9vor8PhQA49qMGEGiBgXQSkGR/kg+dE8TgBfuTfH0DwD4dhDzgLhhMMsjjGr3E4dA7rGpgT8FBMWrFZiAooFzPfQfIykDX/2fJXbJqVoZaXTNVoLe0g5hlVQNxjQjVRdoNMWHGuHAjgDUh3JgUYQJnb3pcKAA0Oyl8XGpUQXpMYUZsQUYM+IiyEsPS4kJT4hwJ0aFqpXjsNHMhK3YhK9O5kOVKgOEeRVbAYnGpXAFdIGKH2q2nTh//7rtvxpYZ/H8h+/zF48dPRkD+6uvtbm+trry1Y+tG0MfFx9jtIRoAHyAP/BrA3YZYVFYz+PXk4SHq+Chzarw9JcERFxMSE2m1h+iMeonJABKoBIAOCnwjKJ1GoNdJ9VqNRqE1SJU2sTRGpshXahdqTRuMtv0my3mD6YbBcstgqdAaq9X6JrWuTaXtVGg65ZpuUFJ1l0TVJdW0yXRNan2LJaQzMqotKvK2XtfgsD8vmPB20qTX+flP0zJGohNGHDEPTBF9SlurzFirsdwKcdxMS6xYMK1r/+fPi869r7n1trn6RWPNSH1VR3lpQ8nVxptXW0pvNJeU1BUV1xQVVQOHcOXCrfMnLu7ZtGXh5EUTU2bkxGRGW51mFVAOILEzJqTPnZQ9f0ou2AJqgdbmZ8TmpsVmpcSAg5SdFjNtav6kyfmZWUnJKTFpaTFZadGZCc60OBeyoDKSIzKSIuMibaFWLbCVaoVAKmaDYMqXckhMMp7oiSS4I/w90P5eXhRiADPYJ5iEI/qiCa7FAGh/HwzBB0f0cgv0AupLpJNINJJfoC8wA3qzFoiZH9GXxqZxRdxgOpnOAMpNV6qFoSGa8BAQiWQAVrMW8CoFyFqBpozGLJtRbgNOwCgPMSn/9KyaMJvrW1xrXEJHRwPCjC7JDDe7btQeaU6NsQFSc1MixmfETMpJmJqfMi0/FZzJE7PjXbwmhGXGO9LjHWkJTvBrSqU8MpUE5B9QyxCyJCCIg5NVIeVIBGPIsgVMJo/G5tN4QpbeoNmzd+cXX7z/N2T/Hr/+NmLw5sULgOzjByMj9wf6erva21oaiq6eX7Z4TnpKTEwUYNFFLTgRR3sNNShgc2PBTw/6uwR7QmxIdIRllFc54NViGu2DdIBdKfgWgK9OLQAJTK/WauQGlUynlClVUqlJJIoQClPEkgkS2SypcrFCs06j36EzHtSZT+mMl/XmYoP1ttFUaTDe1ZobdNZ7Rvs9k73JFNpsC2uLiLkXE3fbbK4Ncz6eUPhi4pRXEya+Hlf4Onv8i5TsxxFJw7aoPlP4Pb2tVmus1BlKLIaiKMedcRmtS+c/OLDrbdHlD7XlL5srh5tu9dSXdFSXNN0urrx+qQxY2EtnS88eKzt94OKudZvnFsyfkDQ1MzIjwhRt02bEh00Zlzxncs7C6eMWTs1zUTs555PCDOBrc9NictPjMpKcaYnhhQVZMz6ZOKEgGxiD5OSojNTorMTI9PiwjOSwrBRndmo0+Mq0xIi4KHtYqNFm1oD8TmOQ/Eg+boBUPzcEwQPu7zmGbCCb7k8PwgX6oQjeSH8vuK8XwtcL6eeG8sO7k3wC6CQyg+JP8uOJuCDWBNEpPgHeFDoFIMtgB1NpRL6QIVfwLBaFM1QXOjoU4IpWBlkIANRVrvGBj0MBrqFW14psl2H9aAMM0WGGmPDRoYAIS3ykDWTrVND1J4aNS4uamJMwbXwq+N1nTcoCNaMgfXJeUl5KJKAZWIWMOHtGQlh6YkRUmEkgZAFkSYBagKyAJVbLxBqFQCEDKsvisxhcOkCWxQdbOk/E0uqUn2/Z9ObNq39DFrwAQvvXAoOvvvrqw4cPb9++ffnyxZMnjx8+GBke7O/v6QTeoKby1v5dWydPyElOCAcKGg76F7sOOISIcGOU0xwbbUsa1dfEuFCw7ww3mYwKjVqs04mMBqHRINJrPzoEEDiMrisUFDqVWqPQy+UGkVItUsjlUrFGLNAJ+QY+38Lh2zn8aL4oTSQdJ5ZPkShmy1RLlNoNGtU2rXq31nBCZ71schTZwkpDIirCYmqik2riU2/YIypiEgYLJj+YNO1JwZRneQUvsvOfZuU9zMwZTsvsiU1otTvumcxdav09qapaqrit1d60WW/GRlUU5reuWXL/5J5nd84/byx50nznft3ttlvXaq6eqbx44vaZg+Un91zcvmr9zNw54+ImpoalhRviHca81GhwkBbOyF8yc/ySGfnLZxcum104f2retPy08Znx4zLiclIj0xIduTmJANkpUydkZaekpsZlpsZmA3ATwjKSwnLSI3PTQVSNzUyOTo6PiIoICQsxgg8H9OAkKtEzwAft64Hw90T6e+OJfoFMGlsqCuax3UkEgCzCzxPhB5D1QPrh0X44PNGDQCUCZAnAKpD9fCkET4K3h68ngUwAHhFkmqBgApdPk8o4RoM0LEQLoBwFVDnKKABUBbZjO+GAVNdT4bURIbqoUEO0A3gAQyzwAE5TfKQpKdqSEhOSFh+WnRI5ITMOoDljQtqsia4HGs+ZkjNrYiZgFxCcl+riNS7ckBhpyoi3ZySGpyVFOEK0HB6dTCO7qKWRAbIitVSsVgiVcr5MBJAFNmYUWRoogKxaI1+7dtWzZ0/GkB2j9uOymP+cSngHkH3+9OmjRw+H/0S2uamuuuTK5c2rV0zITk6JC0uIDon7s+KBqY1zJCWEJcSGRkdZw8PNVptOA7o5jUQDkDUJrRYgsWKgr3qt2KhTmHRqg1alV6s0SrVCoZUoVWKFVCYHG5FcIpSKBVKhABw3BV+o5gt0HJ6JzbWyuGEcXjyPm8rjZfIEBTzxDKFknlS6QqnZYrIdjog7k5RxMjbpelpWy+SpXZOnDEycODJ+wsO8cfdzc/pysnvzcgZysofS0wZjovtNth65vk2mrZeryyWKUrnyhl53xWq8FuMon5jVunrh4MGdz66ff3an6OGd60Pl17rLLrZcPnpx6/LV09Nn5kTnJ9iSHbokp2VCRjw4SEvnFK5aMHndoqkblsxYt2jGspmFswszJ+Ukgl4yLz0yNTE0LS1y4uS8qdMm5uZlpqYmZKaCwxkHkAXxC4TU7NSonLSYzOSoxLjwmCh7eKgp1Kw1GZUSmSCITvUk+qP9fFA+vm5E/wB6EJXLIjGpniR/kMZAJsP4e6H93HF+OK9AD1+yN5EaQGGQQQ7zIPviA329SARfoj9Ali1gcQVMgCyLEySSsHRakWM08v/F6Gj817oMALCqVnWEVRtlA7lKHx1qiLEDt2qMdxoTI80pIFTFh4J4nZ8eMyk3EURtIKigk5k7Jcf1AO7CDPAO6HYKs+LyUiIAr/Fhhmi7Nj7SmJYQCnobgIfJKGeyg8eQDaSSaHyGUCURKmU8mYQrETB54KQEsDKYo8gKxBwgaWvWrHz69DGgFFAL2kdkf/vtt7+vPBz1Bu9ev3n5HOjskwcPhgcH+7q7Ou7da6pvrKy4durEmoWz85JjUqMdqXHhKbEgQNjjYkLjY10FPAPQV7NZBXjVaGVgq9IIDCaByQTMq8AIVNYAfL3GqNMYNCq9RqlRKZRKhUouU0nFSqkIICuTCiUSgVgsEIkEQqFQJALFl/K5Mh5XzucreSIVV6h2zVWytUyGgUW1sRnRfH62UvWJOWShzb4xIvJMVuadieObJ0/onJjfPSGvJz+3Ly9nMCdnODP7YVrmw9T0kcSU/siYNktIk1LXIFI0iRW1QmkJnX2VEnyFzrwqkl63ht7Kzq5dsqB1x8bmw9vrjm+vPrb1zKb5K6cmT8t05kSbEkM1KZG2wuzEedPylswqWD6nYN3iqZuXz9y0dNaquVPmTc6ZNi6lIDN2XHpkerI9KckxbnzmjBlTCgrGpaUlZaYm5mckZiVHJMfagInKSokEvKYlOhNjw2OjHJFhVmeIMdSmVyjETCaDQCbh/fyQXj4YPx9Pkq9/MIFAJfiQfDwJnh7+nh4BPu7+nv4kb4mcpzep+GI2lRUUyKR4BQe4g6wWTCbRKBQaMAYcoYQHzAaDRRaKGRq1wD66iGeUUdDva8e6frB1lU0bFaKLAbCOVpzDnBxpA7nKFaqAAciOnzouBfT7MydmzpmcPW9qLjhpgYMH5nVKXjLguDA7Pj8dOJ8w4HFjQrVRoZq4SBP4NdOSwkHfq1YJ6EwK8CpkOjmQ5kJWoBC7hgtGkWXz2XTOKLI8Kii+iK1Syz9duezR44f/BVlgZ8e8AbCzo97g/Zu3r1+4hPbxo4cj9wcHeru72lpbmutqq8pKzx45uHjWjKzEuKToMOBp4qNDoiOtURHmSKc5LFQHfK1eL1WrRTqdVAuQVQk0Gr5OK9QDp28CwdMQajFZDAaTTmvQaLQaILQKrUymlUg1UqlSKpFJxVKJSCp2lUQkEovAH6FYKBAL+CKA8agEA6QBzwI+V8BjizhsCZut4nBNPKFDKIyRiPL1quWRoQcyk65PzKuaUtAycUL3uPyhrLxHaTnPkjMfJ2UMpWb0pqT0xSUMOmN6bY57emOjQlXHl9TReVVkVjGBdp5IO0nnHpPKj4WYT8RHHMmMO7Fw4qHVn6yYnDo5NSwjypgYpkuPCZ2cm7xoev7SGRPmT85d/MmE1Qumrl84bd2CacAkzCjIKMxJGgfkMyk8Kc6em5U8a8aU6VMKszNTXSqbngj8ADiQKXEh4AsygeWND0uMscdEhkQ6bU67xWYzSMQCOo0WSCa7+/ujvIDQenkF+lPoJImMq9EI2WwyIdDbnxTgFxhACSZGOW2TCnPtDjOLR6ewKP40ohfFzz8IiG5QMDOIK2JJFAIOj8ZkUYRilhokMLM6ItQAMAXZP8phiHLoP5YdKKsuzu6yPYnhptSokOwE5/i0GNDRg1DlIhW41YlZoICgflKQDlQW7ABvAL4AdCxgOyErblw6sD2u4aPIEE2UXZsYbUlPdABkI8JNEimHyqQEMYOBgQFhkcqj8xUivlzElQq4Er4LWTYNJDAgsQBZrgA4b9HiJfOHR4b+DVnwP+A18AZjQvuXNxgdN3j17NkzEMJGRkb6+/s7OztbALTVNXdKS48dOrxw7py05LiIMBOAFfhaO7BHo/ejHR0ikAHbqlULtWqwFWtUErNBE2oxhoXawkND7dYQGxBivcGo1Rm02lFHq9TIFaBUMrlCAgyCVCaSjJZYKhSNlUQgFPOFEgHYEYEdMV8g4vGFXJ6QC7Z8MZcv4QlkPJ6cy1bx6DYhO00jnxNm356acnlcfs34iR3jJg1ljn+ckvskOWs4JXMgJX0gIcU1ghsT3xMb2x0d3eOM7LU6unSWZqWxWqa9I1Ze5IsOsJn72Ky9csmxCWkHl89YMiF9UrIzOz4kJdqSnRg+PT91ybT8FdML5k8cN29q/tJZE1bNKVi/YMqnswtmT8malJc6Li0hJzk6Iy48Jzlm5pQJc6ZPmpCXkZ4Sl5kWn5cZn54UBoQ2I96Rk+QEbi851mWxIiJDw8JCwGek0agEAgGVyfAMDMD6+WL9/HwCAxkMWlioKS8r3mKWkYPAO8C2konkAJVCEB0VarFqpUoBV8wMYgb6k30CKL5UFpnOCWIL6TKVUCrjuaZnpVy1ShRiUkc5TFEOI8j+cRGmuAjXzGqs0+AaXrXrU5ymjOiQPBAc02On5iTNGJ8GNBV0/a7ef2ImIHVybuL49GhA6l+8AnEd3SbkZ8YCg54SZ48OM4HzITpM7/odk8IAsqGheq6QHcSmUljBJIAsUFkeUFkRTy7gSHkcCQ94WWAMmDw6iF8AWQ6frlCKVny66NGj4f+C7F9COzZu8OfiGOBoXz5//hxQe//+/d7e3vb29qaGxprKqrLikhNHjny6bNG43JSEODtA1mpWmo0yYFUBrABck0GqVQu0KhC55CFWfVS4PSYiPNoZHuEAR8QOPl2r0QSoNen0Bs0YtSpQ6r9RO1oSqfDfqAX1J76CMWr/KvBSyheC4yLlseRsuo5JD2VzkqSy6WbLppjYM5lZ5ePGt+ZN6MnO70/LHUjOHExMvR+fMhif1JeQ0JcQP5CUOJScfD85eSA5pS85pSc5pTEp4YrNtI/J2ElnnEtPPLZw+sJxKQDZrLiQ1GjruNTImRPSF07OXTQxZ/7EnJULp+zfsvzotlU7Vs5dM2/iounZM/JTCtLjc1NishIiMhIiJ+dnz/9kytTCPMArqNyMuMwUJ1DZtLjQLJCm40NTYl2RIDomzBEe4ggLMZuNEqmEymZ6kYh4gj9A1j3An0yjGE3qpKRwvVlKpPrjCd44YoAX0ccfRDWyj0TJT8lKcETZAKbEID9gGCh0IoMbzBUxDGYVAFquFChUQo1GajOqALKjY/vm+ChLXKQxKlwX6XBNCqSEm3LiHIXpMdNyk2aOT5tdkDl7NFqNulVXtAKM5iZHgH/HZRLyU4AZGEMWFJDYvIzorBRnUowNiPcosoaU+NCM5PDUxDCTScniMYLZNEAtmRkUCGIYj8GXC/kKIU8GVJbHErAYHMArgyUAWxpXQJcrhatWLwHuFPD5L2QBr2Pt70ILHC2g9sOHD2/evBnT2ocPHw4NDfX09LS1tTXU1d+tqCwtuXnh3KldOz9bsWze1Em5aclRQHFtZhXgdXS6Sxli0Tgd1viYiJTE2NSkuOT42Pjo6JiIiAhH+KiO2IDWWgzGP6nVjIE7Rq1SKgP1l+L+Hdyx+ova0RJK+CIpTyTjiqVc0SjBbCmHKWezlCyWkcOOlIrHGbRLIsL2JCdey86pzc5vz8jtSc3oS0ntT0nuT07sT0wA29605K7M1J6czKH8vOHJhYOzpjVPnXDTGXZcJLuQEH90xqRpKVGAliibKj7MOD49dlZh1tzCrJl5KQsmZZ7at6G7vnigqaz84qG96xesmJk7tyBlcmZcXnI0QDYt1jk+O3XBrKkzpxbkZCUDZHMygBpFAfnJSHQA5+cabI8PAyd/bFxYuDPEHmYNDbWolHIqk+pFJOD8fdE+3iBy+QYTGQKGQMZmCoID6ATPIH882d+d5OPhuhwWR+XTYlNjQqNCaNxgACuB7COUccMirKEOY1S0PcJpk0m5YhFLpRCadHKHTRdhN4SH6hw2VYhJYjNK7BZ5dIgmPcpamBbzSX7anMLMuROzQM0qzADKOmNC2rT8tEm5yRMy4tJjHRlxYcAJjM75JQFYC7Li/kIWZMqEKAvgFbjkmHDjqF93JsWFajRiBodG5dAp7GAS86MxABILqAXI8qQ8Jp9BH71nB0fE5IqYfBFTpZFs2rz6xYunAE6A6Edkx+AFDYD8F7VjWgtM7V9jtCCIAXswMDDQ3d3d0tJSW1tbUVleWnrj6rWLZ04f3797+/rVK+bPnjFxQl5OZmpWelJ2RkpedvqEvGzwxrjszKz0lLSkhKS4OEBttDMSaG14qB1QG2K2jFI7Jrc6QK1WCeRW+Se4f/cJY9SK/3ILf6MW8CqRc1wl5kmA6eUL+DwBlwfMLp8r5vGAYVDyOCYRN1EpnWm2fBYRdSop+WZmxt3s9Jbs9M60tL7k1MHk1P601O7MdNfYwvj8gckT++bP7F25sGferOqMrBsF4zePy4w0yLVyjkklALlkQkbC7MLsWRPSp2TFb1g0pa3i0hcP2z48uPesp6bs3N7NS6YsnJQ6PTd+XOpHZHPTEgGyC2ZPKxiflZWRCJDNy4zJTo3ITnGC4z0hMy4jMQLk19g4R2RUiN1hcobbLCYdMD1kZrB3UCCO4IMmeHpRCQR6IJEWQGISySxSAJvswwgEb7qRvNF+bvgAT5C9gHRROdQgJgmorNakXPbpwt37ti5fsSA6ys5mBTHpJAGXppILzIbRmSCr2maSWfSiULMsJlwP/MmElKgZeSnzJ+XMm5QzpyAT/ILT81OmjksGaALvXpCZmJMUlRIFeoaISTkgb7lcwejPHwu24zNjc9OjgHONdRpHB3S1sRHmtEQH+DXjoixyGZfOplK59CAOlQxiIoM8Gr9EgFdArUAuAOJK41CAjQG88sQsgYRtMqv37N329t2rMWRBcyE7NtwFkAWv/07tmKkdmwxzLTlwrZJ5NDw8DExtR0dHU1NTTU11efmt4pvXr1y6eO706WOHD+/duWvL5s1rV61asXTpkoUL58+ZPXP61CkTJxTk5+ZlZ2SlpaQmJia6qI2Jjvg3aq1GILcmAO6YSRil1gXu36n9E9y/PK4L3DGrANKYlC/9G7JinlDMEYGcLOQKhXy+UMQXgrDmWg/KYxo4nEiRMEernGMzbY4OP5OadCcjqzk9pystuzc1syctuyd7XN+4gr5JUzrnz+xeu3ho7fK2RfOKFs2ckRwl5tJ4TIpSwASZuiAz4ZPxGVNzEidnxh7Z+unIvTuDzWVNt8711t1oq7x86POliyanz8xPApqU7Zo4iMhIjJk1pWDxvE8mF+ZmZyQCP1qQC3JYVHayC1lw4DOTALL2uHhHTCz4aCwRzhBHqAWcuCwRh8gMdiP6ovw9PIL8ALKBdCKFTaJwKIHcIAInyI9J9qEGeFL83AO9PQK8/SgEEMYDgvy9CB5UNiUtN2XDtnWzF36i0skCg/yptEAOM0gu4VrNKqfDEBlmjArTA1iTYqw5qZGFWXFTsxNnF2QsnJI3pzALaO30vOSpuYnAvLoMQHbiuNTY1Gh7UoQtLyWmMDsJnGn56dHj02MKMl3UjsuIzkmNAG4H+IFwm2sgIiHKCiw7QNZp1wqFdAabGswZNQasIKCydAFTqBRzZXxgZLkSLoNHpbEpLAGNJ2K6rquRckLtxqPH93/x5TvgWgGfgFIXsuDPGLJ/UQuQ/Wv04O+m9qlrnPYRMLXAHty7d6+hoaGq6u7t27eKb9y4fOny6VOnDx88tGfX7i2ffb5+7bqVKz5dsmjxvDlzP5k+bcqkgsLxeeNyMjPT01KSk5MSEuJiY6MjoyLCneF2h8MG+kBgEoDcAmr/ZRLG5FYlUwBq//IJf8d3lNrREkkkQomELwYlFoiFQHxFYq7YRS3PNUQmEvPGRsz4AiFPxAeuiS3nMY18dpxENFGr+TQkZH9kzNXElLvpWU2Z+S05BffGFbZNnNQ0Z3rr6gU965a1rlx8bvns7KQwNkiyLIqUz4xxmCZmJU7Ojs9PdU7Ojr10+POu2hun9m5aODVn5eyC0vOHLh/f+ems/DmFqQWZ8ZnxzvQ4Z3KsszA3Y9HcGTOmThiXkzoe6FN+0vjsuKyk8NyUCEBtbnpsUpwjPs6eEA/CtTUy3BYTYTebtUKZAOQV90BfNMGFLJETHMSnUbjBJA6FyKIQ2UGuYlGAvgbQSQQqkRBMDAgm+gT6ufl74vzcfSkEtoTHFLLBO74kPwqdwmTR5DJ+aIg2OhK4WCvoxFNibDnJzsLMuMnZCYDReZOy50/OmTU+HcgtOCenjI0GAEAzEjPinPFh5vTYsPHp8aDGpcXmJEdmJYZnuia3HKnxoYlRZuCJnSFqwGuk3ZAc6zKywCqEmOUcThCdFfyXlyXSKQwhB6gsV+pCliPm0rk0OofKEbpWpUrkPGDy4hMirl0//823XwImx+zsfyILGvgLQPTfqR2bDwP2AFA7ZmoHBweBPRij9u5dQO3tGzduXLx48eTJk4cOHdq1a9fnn3++fv36Tz9duXjR0rlz53wyY8rUUWrzcrIzMjJSU1OTkoBHiAMeIdIJrK0rIgNqQSb7u7vVq/9yty5wgeKOie6f+P5LdKViifjfm0gsEoqEgFI+2AgEwCiIBAIXsXzXn7ESCUFWE6g53BA+P0UmmabXrAoN3RubcC4j+2b++Mqpk6rmfdK0eknPupXtaz49tmxmfGIIV8riChlyCS/eGTIlJ6kwMzorMWRafkLp+f2DreUn9n2enxZr10o/nT/96un9O9fOXzglqzAzARzgtNjwlLgI4A3mfjJl9ieT8nPT8rISALKgxqVH56VG5qfH5KXHpiWEJ8bYE2LCopwhkQ5LQlRYeJhFpZExuHQvsh82wNOHRmTJ+TylCHSpLjtIc80hua7copEozKAgkMRHPSJ435dCxBP90P5eGF9PrK+Xq/y8PEkBgQwqlU2XyvkhobqYaFtCdAiISulxoeNTIoHDAYCCyLVgSi7w6DPGpbokNjtxUnZCIegTMpJykmISwq1AYoHWAl8EtkBrQWUlOpNjbCDDRYfpwm1K4InDXYtogZE1p8Y7AK8ggRm1QjaLTGMGBbOoANlAOiWQEcwU8vhyscvIygWAWjqXweQxeCK2RMaTKwSgCgpzausrvv/hGwDkmDf4iOzfqQXvjnmDvw8g/DWLC6IY0NoxU9vV1fWn1lYBaouKigC1p06dGqN2y5YtGzZsXLly1eLFi+bNnTVzxtRpUyYWTgDY5mZlZaWlpQFq4+PiY6NjYlwmITw8FKRk4BNCRn2CazDBNQT2J7hAcUfBdVH7J7tjiitxKa4YZOuP9bGJxBJgG4QiMcAWwCoQSPgCCc8V1IQCwDIAGAiwa6wM7IAXMh5Hx2U5BPxkuXyiybQ0yrknO/3y7Om1az/t2byhc/P6A/OnRobreVK2QMRSygRJUfbp49Mm58RnJ9pnFabevX7i/eOujsaKCycPrVm+cOGsKSf3bzmzb8PyGXlTchIz48NTY8KSY8OzUuJmT584Z+bk8Xnp2elxecD/5SUC/+darpnkHJcRl5kcOYYskNgwmyE63AaQVWtlQqmAIWQFjK7V4oo5PGBQWEEUGimYTmYwqWwOnQuii4DD4tDJgFcqkRgc6B8U6EkmYIk+gFqUnyfCxx3p6+FBIQQwggE0QMasNjVQWYBsckyIy8KmRk0BEpubPHtCxsKpecDFgv1puUlTsoG+xoN+Py8lNikyNC7MDLzsqCVIALBmJ0WBlzkp0WnxjvhIc9yfBYwBiF8JUSHpic7MFGdspEkuZTKYgTSgsiyXKwgApxkzmAW6PKmI45oo4oN+gAb+4wOJ5cnkfNfNaPXyZcsX9PW3f//91wBFACTQUwDqvz336y9qwd+BBtgd09oxX/vXYO1f1I4NIDQ2NlZXV49p7aVLlwC1hw8f3rNnz7Zt2zdu3Lhq1cqlSxYvmD9vzuxZ06dNKywsHDduXE5OTnp6enJycmJCQmJsXFwUyGSukQQArsMWMiq3H2MZABeUXv3n8O1ogXA2ms/+jGgA39GSS2QyiVQ+JsAgqAHPIPjIrlQAOlhw6F0+YayAR3BJLSAYcMzjS1xjujwFh6fm8W1SSZpBNzc2av+0Sbc2rKnYsmnjpHEOnVwk4opEbJWMnxzj+KQwe2peck5iOOhGS84drLp5bteWtds+W3v10plrF04UnztUdGzbxvkFM8cl5iU7U2IdSXFhaUmR0yfnzZ81uXBcemZqXE5mYgEI4H8im58Zl50anRwXlhjnmgZzhBiddlO4w6zTyiMiQmfMnDxlWkFcfDjI3QIBXSJmKZVCvU5uNqrNRo3FpAVbuUzAGV3KzebSmRwGyG0+QQFuRG88wQvn7+kW4BpwCGQGBzGDBGKG2ayIijADZFNiXSsG81OjgCsATmBuQaYL2cJMF6+5wBW4JrRy06IA2TFhhtQ4+/jM+ILshPGZcbmp0ekJztTYsOQYe0y4KSbcmBLvyEgCXtYxOj1hSIkLy0yKzEyJDLNruQIAa2Aw+2NXQKAGUlg0thiIq5Atdg3KMnhMGovK5bOlUoFSKVKpRM5w66GDu169ePTD998ADgGNH5H9nz/bf1ALtuArxrT2v1L74MED4BDGqAVpbIza4uJiQO3p06ePHDmyb9++7du3b9q0ac2aNcuXL1+0aNHcuXOnT58+adKkCRMm5OXlZQJzmwr0Njk5PiE+OjYmIioq3Om0u2LZqMEdA3dMcV1W4e+iO1Z/EQzYHYP4L+cABPgv5+AyDx+N71+J7b+XyCXAYuAmFAKeRSxMM+sX5WasnFKYE+XQSwH3fImQo1HwU+PDZ0zMmZKbmhsfsWBy3tn9W9YtnWlQgzOBMWXSuPLSK73N5XevHN63ZvbcCYnj01xD6wmxrirMT1swa9Kk8cAexaenJeRlxI/PiMlNdmYmhrmW0aTFxEeFxEc7EuMinA5LmN0UEWYx6ZUpSdE7t206dnjXkkWfxERZdRpRiFUV6TRHR7qu3R27ptd1NW+o0WrSmPQKrUYqlQlZAtYoHMS/KpBOBiYyiEkRiOhmkzzSaYqLtgEWAbLj0qIm5SZ8Mi5lLlDZKblAZafmJk3KcVmCPMBrrC16NKLlZkTlZ8WOAzU63JEMfqmokLgIa5TDtbwLGJv0xIhYpwUYWfAS7GeNzkUbTTIGLyiIQwFFYQeRGBSgssEcBuCVKxVyJHy2BBhZOoNF4wNkJXyVQqhRinKykm+VXP36i9c//fDtmJf9aAw+Ajva/k4t2PnLJPx92GuM2r/7WkBte3s70Nqampry8nJA7eXLl8+cOXP06FFA7Y4dOz777LN169atXLlyyZIlgNpPPvlk6tSpY3Kbm52TnZ6RnpySkpCYFBcfHx0TG+kCd3Q8YSyZjRlcF7h/TT0AcMcK4DtG8N8FeMw5ALM7Ru2/jza4qP0/Sjwa3YD4ArsgFfCUAq5ZKbXq1UolsMsCiWvemKPXSDKSI6cWZk3KScmOc86flHd854ZFn4yX8Gn+vniZlLNx/bLqW5cqrh87uXPl4qkZhRnRwNLFx4TGRYdkp8d+Mjm3IA/Y+djUlDiArCt4jSILvGxWSlRshDUmMiQhzhkRZgVCC3LY2C0g0lPiCvIzstJBbAUo66MjrfEAl7jwpISI5ITIpHhnQmx4bLQdIB5i1Rj0coVSLJILeVI+S8Sh8RijiYcCCiQ5KusjshHhxphIS1K0NTPenp8eNTkvcca4lNnj00H2mjkhzeUHsmKBz06OsQKTmhBtzkmPHJcVk5cRnZsRPcqra2QgPtIK1BRUWoITFCB4bKwAOBwAa2ZKdFxUiEwOxJ80hiwZJEU6GVBL47NZIsGo0PJZYg6N6+ocRBKeUiHSqiXgRF26aE53R/N3X7/7/0b2rzYmtH9RO6a1f1sG/mps5GtoaGhsYqy5ubm2thZQe/PmzStXrpw9e/bYsWMHDhz409puWL169dKlSxcsWDBnzhyX3E6cVDh+wvjcvJyMrMxUYBQ+ghsX5TK4f4LrGggbAxd4XOAWxsAFujtmdkcJdg0yaJWurDZG7Ri4Y3Lrcg5/G9wdq3+NNvx7ARMsEIt5YpFALAL5zCW5AuAbhDyxmA9SnWvJA9+gk6UlR0zISxmXHpce45gzKffw9jVzp+SIOEHEAHe9Xrpq1fxLZ/bfOHfw3P6Nq+aMn5wdl54YDiQWcJYc75iUnzY+JxkIZ1pKfG563PiM2NzkiLS40Mwk19rZhOjQ6AhbfGy4y86GApW1WoxqlVwIDmFkuGV0+REg1ZGUEJ6cGJ7omn1wgHdiXd9ldbpuEeBa42EyKvR6hUavUmlVMpUUGHm2wLUUlcam0lg0BjtYKKabTDJn2H8iO21cyswJ6XMmZU0fnwp4zUmNSIy2RIXpYp2G9EQH0NexmYKUeNeFa6PDAprE6NDM5CjXyp4EJ8A3zKpxWNQxTktyQlhGSlRaSrTFrGZzgoKZgWQWmcKmjKVGcOYwhK5LNIGd5UiFTBGbxg3mCekyBQ84H71WBvqZE0cPvHj68NuvP/zw/f+J7N/bGLVjWjs2jDAmt4DasZGvsfHasYkxQG1HR0dLS0tdXV1lZWVpaem1a9fOnz9/8uRJYG337t27bdu2zZs3r127dsWKFYsXL543bx6Q2+kglRVOLBg3flx2bnZ6ZkbKmE9I/NPgRkaGfQR3zOOOhbM/2R3D96+g9q/RsTHdHWP3T3w/gjs6UubS3X9X348lFUlcrLpUFphgYKtk0v9fe+cdJldxpvu/7927z73rdQAEBkkoTe6Z6ZxzzjnN9OScNSPNKI0CyqBMVACBQBFJSEIiSAQBIoOBNbKxMZf14oDvBu/6b9+3zne6ONMjwBjwGqP3KcSoNdN9TtWv3nq/Oqd72F041RUVLBtXVlZXVpYr5JUApSEbxqoX81j6WjJ3bp4Espr6MpW8IpXwbli35MyJ+585e+TY3q0bxru7G8LpqCscsPm9WPTNjelQIRMBspGwNxVxs7cwxAhZVy7hRzDwOI0Brw3BwGrSMK+1aPXaenwRhaGGHQGfGUbrcRmwrIM5h1Vts6hsZrXFqDYZlAgG+Ga1qkauqKqrq5HJ0Kpk7Dzp/rgFCxbMnTP3porKWVpttcOm8bmKyCY8HflwV2NUuPk13dkYzUaBoM5lAX+akNdAtwpEhITgssodpjq3TRnymrD6o2qM+m1eu85mqLfoavFFJGCLR13ZVMDntVRUYqJcc8Ms1FsCrzOv+8GN1/5w7sybK+aDVxgtKrCZZbNnzr+hvGqWrG6eXFFh1CtGR3pfeO6pj3/9L7//t9/94b9+/6nIkohXLoBLXku5lq4y0B4CvBbUUkK4fPny22+/Ldw68+LFixeJ2uPHj9M2AkXbbdu20f7X5OQk2e3I0PBAb193R2dbM9u6zWdymVQKATceiUYCLOAC3OlRAeCiFQMDVWlTfFcw3U/SAjWB3U/wpXYlamG3jFBZWU3tgrq6srra8tqaSllVpaySUVtRKyvzeUyN+Wgm5o24zZ2Nids3rVi3dHC4s3FiqHNycf/+3dveevWZD3/y+gvnjuxaO9ZTiALZSMju95q8Tj0MSUDWFwq6kYlzGNqwA8gmQ/Zs3Bfx29x2g89jBbJmg9LrtqAUs5o1yKkuu95p09gsSotJwZpRYdSj9qrTaWq1yjpVPc4Riai6trqqhpaKynKkmeqK8prKcllVRW11ZV1NdRUQmTervGKWVlPttGsElzWlBGSRXEEtu0WrNYVo63eo3VZFwK0NevQIBgG3jpmrSwtSYbEhjz4aMCPwxAI2ZFkkAbr11uvQRoPWZMydTgciUbdcWXXTrOtuuOma62cyZK+ZOYMi9U3zZ8+pmD+nYsG8SpRfC25cMGt22Y0VNbPr5PNV6qpEPHDggT0fvP/Tf/34N//57//6h//6zynICliWSsgF7A5w+gLfClFCoGpMmmvpJgS6ykDUvvTSS0Tt2bNnT548SdEWIeGuu+7auXPnrbfeipqM7HZifGJ04cKBfraZ0IGyrImVZdlMJplIxiPICRFUZiFfwO/28qhgNzPHLW4s6CkwFB2XUVvcYWDUIi0Um7RWoypNar2sCfgiNlSwMa6slFXUyMprhSaTVciq0apk1eyO3vkuh64hF8nEfUG3CRX0ro0rHrp7y+mH9px/+MAjD+7+0ctP/fvHH/zh3/7lp288u2/bqv6WRDbuIYP0OHQwpGzcHwl5fF52w2Em7ASycb85FXbCgOMhl8dhBLIIBrBMj9Mc8juFN9go0ZBrkRA0SplaUa2sr6rDkVWVyapwtBVTY3p5FVpFBaZfTXkFOxewy74AzRVl82dXlM3UqKscNrXgsiKyCK9tuRD8FakgB4t1alFvxUNWOGvQowOg7IasMHujVDxogekG3XoA6raqEV4dJoXbqgl4jLGwPZ30ZNOBUMSt0Mpumss2426YNWPGTPB6w/d/OOP7P7z2hrk3ziqbc3PZ3LnlC+ZXls9acPON82fOrZxdVTtHoS5zewxrbln66mvP//rXv/x/v/v49//xH4ikU5AlKEkCrmIeoEcgVosJ4l6Ln5fuIdB+LVFLV3TfeOMNovbChQuPPfbY6dOnjx079uCDDyIkkN2iJoPdIt3SZsLY2BjKsv7+/s7OTpRlhUIhl81lkul0PCEE3EjYHwz5pjguTwtoxTtsxLQg3LEg4isEhpJNhitkBkBMX9ei1K5h5FbXVFVXA1B4Eyy2VlbB/oSFsXW2ZgGWVASDbMIPg8lE3TvWL3/86P63Lj72wZsvvPb0mZefffTdH116//Ibr108e9/21SMdmYaUH8jCZYEsChQYbSTkZsh6ramgPRNib0BFMEA1lgi74LKourwuC9ZHh1UPZC1GlbK+Ul4Lm6yCX2JGVZUvqGLbF/OryxdUo1LENBMzekVVGZDFF6zhEWDKJySSPWy4smwOQ1ZVYbeqfC49IQtbRSHYmg2258PdhXhTyoeKkN21E2UtiS8i4vWtiN/od2mQDezGOrtJDmT9Tn3YC8dl4TWXCeXSQb/PVq+ounEOKi34K7un+9qbAOuM791w3bUzUXjNml0+Z/b8OfPKy+aVL5g9d9ZcHFLNAliyy2OcWDr85Pkzv/jg8q9/80tUTcAMC/sUZEUeBUkZpa9J9Ah+AD9G4EqppasMlGvff/99Tu3LL79M2wiw20cfffTEiROHDx8mu6WajNItbSZQThgcHOzu7m5vb29lF8sKDZlcMeCKlZmQcdmuAkxX2Mq1O602XqIJaYHdsSAt1Lj1Ts275LsivmTAaPWy2tpagWIEwVr8h7W0trZKbDLYs6ymTlZhtwDZSD4VBLLxgG3LmvGnTh5499KTv/qnl1+58Mj+3Vt2bl2z+/bND+3esue2FYt7GwuZUDTkRPHkdRkCHlM87AwFXR6P3ee2xAP2dNgZw5D7rbm4F0UMfZal22U2GBRmk9rvtaECq66YB0yLJioSyUiFv7I2paYU8GUhp7iAsAjEKlF2PgAeqMxUKcqtZri4NuQ1YsKg0mpK+5ozgbZ8qKsxBnyzwoXWTMyZiTpRPrJ9Oo/Ba4en1lvZBx3LXIgNLiwalhRL4YGGdDiTCgdRghk1FVjrkVyFax/X3TRD4PXa715/7Q9uvP6GObNmLrgZzjqH3ey8YO78OQvmza6pKtOo67Gerphceu6xMyiOkDd/+/GvQRchS9cRroDsZws/QMIP4ynwRBD32t/+9rf87hn2VvIf/5i2ERBt6QoZ2S2vyWC3d9xxB9KtNCdQWQa77e3p6WrvaGtqaW4oNGZzuVQ6k6AtBUQFFGfMdIPClTOqzwhcuqexyO4n4FIrYVdwX27AHOI6+dQGiIUETE249iarRq2TS0caM1jeTUGXYd3SgQsP33f5ucd++eZzz545ePft67beNrnvzs3H79+1f8eapYMtTdlINOQO+R0+t8nnMaLeB7I4dLfbGgk4kGiDLmPUY8pGEGqtyIWo+u1OVJoKvUHhcZsRCdjSz1icErtZYxt5JY+DWpgu8SpGdrFV18iwglQsKCubpZCXW0xylwOruQGLfjrmaEh5Cxl/UzYAo2XIRpzpkDMVsEe9Fp9Dj6MS3nPLfjGiy6L0A1b8VNTZkPI1ZcPNuTg6xOE0l1eWX3/jD6+5/rrv33DdD1gMmPG9668DrN+9/hrwev3NM2+cd/ON82bPWjB3Lvswstngtb66zGXRd7U1bd+2Be52+fK7H374f3/1q48+/vi3hCxdRwB4gPBPRRZGywMDIUtGCxG1xXeMiXcqfvDBB7wgg93StYYSuz1w4MC+ffuQbnft2kV7t1SWLVmyBDlhZHh4sK+/rwuW29He3NLSiKyQz6czAJd2FWC6Qsz1I+Z6nYi5WE/BrkPCrrjDUMIujw08ORTDg7hNJiFYhJg3IUvgCxkYSidDjdkosqzXplk+0n76gdvfOn/yN++8ePnV86+88OiPXrnw/tsv/vTl8w/v27p8pA2DGg15sMT7PWaUbuGg3e93sGO1Gb1OE1ZVr00bdGjT7LNV7HhCq0XpcOnBq1ZX73IazUY1FnQZ0soUNK/cQCpdx4a/Frf5WAOyLLsjuleWLyibzZAFfHaNH9nAZ0xFHfmUpzHja0z5Cikfe7+h1xy0671mtcPAfnknmt2o8NpZsIkHHJmoryEVKmSijWn20TjJsDfod2j1yllzb/7BjOu+e+0137numn+cca3QriF/nTF75g/nzka7af6cWWXzbl4wZ0HZXINGUcjE169ceuzQgUsvPA+ng+UBIYAEH0TJhMUcmH0xZIVoIIoeYU5b9FraQ6CdL34rAt32RdQiJLz55pug9tKlS88+++z58+epJjt69CjZ7Z49e5ATduzYwXPC8uXLl0xMLB4dGx0aHuxl4Ha1lYCbSsXitI8LxxU2Flha4Oy67YwHgEtJl+8w0F2OxQ0ySr2fgEvU8gYDloZg3lT1tVip4xizdBjj57aqhnty+2+/5flHDvzmn1763S/e/N0/v/Mfv3rvDx/97JdvvXB83xYg25xjLhv02YGsB9nAZ/F5aQfE6HejlLH57AzZZMCS8FsYsmalzaHV6uuVqhqbTWcxauQytlX1uU3g8pMmLgss6dBfa+uRe1CXld8sry8zG+uBrM+po7dnZRMI0958gt0PmQnZwk6dy6Bw6OodernbovY59SGfJRF2ZhK+XDKcS0Qz8UgyEor4vH6X3euwet02l9umN+pQAsyee/O1N97wvRnXfnfGNTDaa2f+8LrZN10/ZxYsdtaCOYgEZTUVBoshm0stnRi7b+9dTz356OuvvvjO229hff7FL34BflDWAyeyWGD2hV32iuLUlngtv4GG32JLN4bzkPDUU09RSDh+/DjZLe3d0i7Y5s2b161bt3rVqslly5eNTyxeyMAdKnXchoYMzpfXZ+S4LOb6XIi5LOmiSis6Lrv8S+xO9d3SfQaNgm01SJp4jU3aVPhTwT5BPxJ05VIhBAOnRdnaFNq5eTHofPHsoVeePvnqxTP/fPnV33/4k/deOn/4ro2To50t+Vgs4mXBQEDW7zV73HQfkMHnMgNZv0Pns6qiHkMyYAW+FpMCyOqNCrmiymRUAllFXS0R+dlNKCU/qwl3F1XXVM5T1JUZ9XUOq8rr0IS8etRVMFpQm40hD9gweaJuA1wWLepGzrYloq5UwpdOBFIJfzziD/pQS9g9Dgfcwet0+t2ugNcVDHgwDDAPm8OqMxnkGpVMIa/XKNkNEDqNXKtWGXVmp8Uf8RdaG1esXLZ7950nH3n4qafPv/TSC2+++Tos9r333kMdD4sFRTwVUJCFgNyXRRYC/uS10mtjeD0KCVSQ8Wj7+uuvU0h45plnEBLOnTt36tQppNtDhw7df//9lBN27ty5ZcuWTRs3rb9l7S0rV69ctmL5xJJxwXEFcHsAbkdLa2uhubmhsTHL00I8Ho6iPkNUCPkDQRYYYLougMscF45WDAy0Oybx3U9Ml/DljSAmmnnTsD/lBm09+MunQmGvxWFWxCKmTWsG7960ZO+2Vbu2rBgfa99zx8bXnj379nNnTz+wa8PywbbGBFwZP+J1mzwuPbKBx8OQtVhQjVmRZX0OnRvP4zUiGHhsGoO+1mrXGM2YIFV6Xb3NrFPJ6wWnFPfmPq1NpVPcFaE8IzRWaCpra+tl5fK6Mr1WhgrMbVfRHlYibEtF7emoPRW0JvzmhM8c91qTfrtwr5Yvk/QLp+D2umxuh9VpM6N5HHa4A7o65PNGgr5oJIhhSKXjuXwmV2hAyxcaYTIdnR0Yt+7e3sHhofFl42s3rb1z9x2HDj94+szJJ88/8dzzz7/6yutvv/UO3A20kMUiFYAlrN48yJK+FLIksE+5lqjlCYFHW2lIgN3yi2SwW6TbJ554AumWcsLBgwf3799POWHnjp1bb9uyGeCuXbcGjouoMD7OHbe/u6eno7OztQ31GUy3Md+Qy2YzqXQiFo9FItFIJBIOhwLBoN/Pbm70eLxuj6eIL+2OWRF2TWaz0WgyGI0GgxGljt5g0On1Wp3QtDoNmkYHiCWtyLRSr6kP+p3N+QQKfJdV5XGq1ywf2Lv9lts3T/b35MurbzKY5SuXjlw4+eDjR3ZvWD7UXojHI55I0BkULtt63AaX08Tithn4WqJBmxersEUR9uhRvLutar1OBmQtNq1CWY04azVrNQoFATe9Sbj8pBX/lXZFqLG/IvCo5XK1okalqNRpUEfK3TZ10K2P+s3xkBXxIIUWsqUC1kzIAVgbYr581J8IemGibqfDYbGg91x2Rq3HafO5nX4vUmwwEgrFopFUMp7LJAsN2ZbmAlbE7t6ewaGhRWOLUFgj76Fc2b59+9333Hnv/XsPHj5w4uTDjz12Flnx5Zdfe/ONd9798U9+/rOfw+PIYoFQSZAlfQXI0hNJvZZuoOHRVnqtAXZL6RY1GeWEixcv8pyAsuzIkSN8+/aOO+6ggEuV2aqVKyeXLlu6GOCOLsRs7RsQwO3qamtva2ltampqhOdm2S3kiUQiHo9HowzdUCgUgPyBgHDDDTIDrNftcDrsdiu4LcokyMjoZdLr9bppwkNFS1brNcpUPDzc11HIhL0OrdOqXjTc+fADux+4e3si5vnOdX//nRn/2+Yw7Ll90+kH71i7pK+tMZaIutlGQcDmh8W6DU4Hc3uDUeNxm+JRl99jtJvq/U4N0HFaVEDWbFWZzOp6eaVaUwtkdWrV1Hj9SeYmaouMiqTSN0u/jR5BXtcq2XVd4RN/aywmuRsx2m2MBqzxkD0RdiRDwicvxV15ZNaYPxXyhN12t9Vqs9gdNjbnUSr4XKgjncgGoYA3FApGo/FEPJlOp/O5bEuhoaOlqbuzvb+vb3h4eNGiRahMwOumTZsYr3ffvX//vfDXkyePnTt3Fp714osvvfHGW//0zuX33vs5IPnoo4/gdPA7slgETkoFhBn0FSBLoqcjavEyHFxQK93/QrKW5gS+mUA5AeBSTqCAe++99xK4ONVbb71144aNiAprJkVwERXGhkdGBgYHevqw5nR2drbBc5uaGhoacrlcJpNBD4LdWCzG2GXvOaOLERR23W6ny+EAt0xg1yJIyi7Hlws2TJu+Bo3GqFMnY6HB7jYg67Fr7WZlZ0v6+IE9oDYacnz/+v/z99//n3Oqb16+Yujw3i2rF3fDZZMxD/4pHLQFhE8qsdsZrzqd0uU0REJ2r0tv0ctgtCGPAeGYfaSpmf3CFvarYFCBWTBbtMWEXVomCk0KMfFK4ZvnctaEKlOlU7GP/7db1XaLCs3N7hs0Rv32ZNiTiQWyiVAmEUzFfLGQJ+ABoBaXxeQ0m512uCzrOjEGBHyxcDAeDcEd0ulsLpeHZbQ0N3W2t/Z1dwwN9I+OLpyYmFixYsXatWsxfMh7KFewih469NBJ5q+PPvPM06jIkRXfefvHP/nJz95//4Nf/vJfUAVRJEDIJIuVIgvSvjJkSXhqvABeBuLbCAjRBC7VZNItMLpJnHLC888/z961K+SERx55hAIugUuV2Y7tO7bctmXTho3r1twCcFcuW46Mu2TR4rGRhUODg2wrt7eXwG1paSHT5ewy4xX2xYQN3QDbGvMiL3jcgpxOLHgMX84uRO4LEcRMSBFCkDAZkIP1Xqcjl4hkYl6s6XarKp3w7tm1+ch9dxZy4TnzZvyv7/2Pf7jpH5s70nt2rFk+0trRGE3F3NGgPcx+o6/Z7TTabXq9QaXR1plNShYVXHqTvtYOZL0mF4KBVmY0KXQGeS2QVVbDZc16Hd1EwfK0Qtzi4A2AUitiqsCDwjfjRz5pOhWyjVqnVpp0KqcNmcTs91jQwn57POxNx8KZeCwZjYaxJrlcLju7xIg/4aw+VmAhG/jD/gAq3Xg4korFMslENpNGJxcKyGct6Pmuzs7+vt6RocHFi1gYWL169YYNG1CZYPiQ91CuYExPnjwBf33qqQuXLr2AoceSe/nyT37+8198+OE/f/TRr+BuoIV4laZYkTBCVty++iqEZ8Sz83RL1OLlKSeQ3fLNBDiudBcMOeGll16i/YQScKkyA7gUFZBxb9u4aePa9etWr1m9YuXyJUvHFy8eGxtbuHDh4OAguzusp4ezWygU4Lvsrtzi9gKqNMZukAUGZF0fy7qMXYwR2CXfhWxFTecY/0MN57La4kF/Noby1+Jyanxe8+plIwd2bxvqbZTV3PwP3/+7v7vu79MN4T07blk91tHVGBVud7KGfVa/B3HW4nQAfyBbazTIPU69y6Ez6mttFlXIZ0HM0Gqqdfo6nb4ewUCprDYb1ZgkVCBKtzh44+xKH8S34ZuRZHhDsIFbY4kw6dRWo95lB6+OgM8VwhLv94T9fsxness+msfhEjzVi6WJk4oOTMeTuVS6AfVVvqG5qam1tbWjo6O7uxs9P4TkumjR0qVLV65cuW7dOpgrxgslNYYPeQ/lCsYUaymGGEsreH377bdRciExUiRAhuSRALzC/jisImH0yYf476sSnpFeAK/EazLKCQAXh0J2iyOjsowHXOQEftEBiwWvzM6ePYuTPHbsGDkubeLedeedd+zctWPr9ts23bpx3fq1q9esnFzJtnLhuYsWAVy6XQHgdnV1sWu/ra0tTc1Nxe2FbDKViqF+R53G8gKFXYDrFUTsEr7cfUV4BXwh/I+VIDZ7xOfJxQPJiMPj1rkc2p62zP33bNmwesyorbn+hn/83vXf6elpPLxv+4alfX0tSfa+Lq8l6AUlVp8blCPLarTaOiDrdurdDp1BJ0OyDHhMDotKo67SGeppx0Ahr7IYQZh4IbqYpxm7vBWvj0x5kBg1CXcOUTPrDcjPFoOeNaMR5Z/DanOhJBUboqoTQZ9IDXp9WI4igWAsFElEQGoCXYcORDc2NxRaC80drcxWsbgNDAyg2zmsSAIoP7Zt2waL4eZ6/Phx2BDiH9ZSDDHnFUER/gUXk+4SlERYIpX0xz/+8WtBFsIrcbuVlmX86i6oldotjl66EcYrM6njIuNisu6/7759e/bec/fdu3bu2r51222bb8Xqg27CMoTkhF4bHx9n189GRrjpdnd2dba2tzW1tBaamhsa4RCZVDqZTPKwC3aDgsh3CV+p+3J8IfyPfCjodmZivnTMxW7Js6vSEceOTcsP3btzoDNv1tc5Hbq7dq4/feieWxZ3D7Zn2Pu6/NaQD+UXQ9bjtljtep1ebjYqgKzDhpKuxmyo9zh0NqNcraoEsiYLIkCNUsGCgd1sMuv53hzhe4VGXEqbxWCkZjWasDjYzGarxWyzWGwWGyoqu83psLkcQk71uHHOXkQmeGokEIoGw1iRUrF4JgFbBam5pnxjS2NTe3MLSl4UvgO9vYhkgHXx4sWIAYAVVTJgRcWM5IpKC6GOm+u5c+cuXLgAM8JayvLrO+/QVQMExc8uucDS14UsnperhFoKuFK7pb1bqd1KcwICLs7q5ZdfxvLx7LPP4lQff/xxgMuLs4ceeghBfu/evRRzUZ8hMG3evHn9+vUoTtF3YFdqukMDg/09iLpd3e2dArvNiLr5fD6bzbL3nyWTqCE4u/Bdwpe7L9gliR7sdHocTq/DGXA50lFvLuEJ+4zsPmi3btFA86nDe08f3rtz0+QD92x5/bmzpx66a8Vwa39rKhf3xQL2sA9Z1lKCLIIs0jD7vT1aGeohi6GeIauvM5rVArJVDFmL2WIwATtqwnvoxcYfRGNQsusmU5rdjMZWBqfV5rQJs86BKehyOjwul8/j9ns9Ab8P5xvEuWPpiUcYqUVbzRZyzFbRaZ2tbd3tHb2d3Sh5UfiiikAkI1jJWTEKSAJ33nknhuaBBx6AuWK8Tp8+jeGD+6BcgRlhcFHDEK8YegBQwitQIV6JIuAkEiboK3ZZLim1HFyeE3BkOD5elgFczDMCl/YT3n333eng4pzp6gPbDjt58sjRow8dPPjAgQf2oT7bvZvuVaC7w9B37PrZ6tWUFuABi0bHRodHhgcGB3r7+7p7ujs62yVJFwUEK9FSKWKXdsc4uxR5SaIBezyomtECbmc64mlI+5JRe8CrB7X5uPv2W1e9fvHsT197+sN3nv/5m888eNfGib7G3uZENuaNBx0RvyPgZUbrcpnMVi2QNRkVCLI29qGRVTBaq0lh0tepFOVarcxgUiqU7ANPbRa9y8auPAA7akCQN/4gGoPSapc2YUFg16jQMNM8Tjbp3G5MQJwJzginFwwFw5EwzjuG00cvYB7nM9mGLEurLYWm9paWzrb23q7ugd6+YWSAoeFFC8eWLB5fvnTZqpWr0NUwi61bt8JZMQqAFW5y8OBBwAqLwXidP38ew8fDAFzpvffem84rvIx4BSqEDSH0l0OWJKVWuplAOeHTAi7AxVnh3KQZl+8qnL9w4dwTj5969NHjj5w8evzYQ4cPPXDgALqJSjR2GWLnTvQgXfgl0wW7S5csYVXa6Ci74WZgoK+3DxUDVWnNzc3sjZP5PO0wcHalvsvxZfL7g152H1nY60lFPI2ZQC7tDQfNHoc64NB1FZIHd+94/7VnPr784itPHNq+ZnSsK9tViGWiHiAb9tnpDbF2u95gVGo07PfC2cwam0WjY792qwZ2a0EwUFbodbV6g7yuvgIu67QZvS5208/nNoRRxmWxeZ2shKKdKaGQQtWPeefD9MPZIA3h/GKxCOYpUhLmLZYdzOGmQqG5qbm1paW9rb27q6sPabV/AP02Njo2MT6+HLY6ufKWNWuwpqGTkVlhFogBgBWxFbDyJMBhRW2NChujSeZK4RWFOF0yKPFXiJghXiGRKkFfF7Jc9JIQsYsJBBG7V6zMKOMCXMq4VJzBdAlc2lV4/tILTz/37JNPP3XuycdPnzt74tQjx44/jG7iJRr6Dj1IdyzAdDdt2oTORcwidqWBAXUDqgdUaah5UaVxdiFil65KiJu7XGF2SwNaLBhMhQON6VBTLpSK2H0O9nkTPoe+ryW9b8uqR+/fcc+m8Ym+hpH2VHs+lAqzN/iHvGzHgH3AvMMg7BjUqdmHmapALdvY0tc67RqzsZ4jyy4lqGq8LkvIx96X8bmN0BTp9LASiqqoYjwNRcPsDJijxiKJZDSdSWRzqVwu1dCQLTQVaK8KvYE+QQ2AKha9NDo6ivIARcLk5CQsgEiFKSADoMCCTcAsEAPIWQErimash4AVyyO8BrBizeQ7AyXmSpe4aH+AYGXWKgjYEEVSMWTx39ck8UWK4uDiyEqoxSSjyoxnXB4VOLjkuGw77PXXLr380nOXXnjmuYsXnn768SefOHvu7JkzZ3iJhqTL98VguvAAYheBgVdpAFdapdEOA98aI3bJdCHKuwK+cN8EEE5EoqyFI+lIuJCOteVjhaQv5rN47VqXTRNw6Rvijv6WSF9LeKAlPtSWbEr5EkE7yq+A2+xxsXti7EDWrFFr61SqWqNBZdDBWavIZREMgKzRUG80KBTyKjixz2OLBP0wSMHdxcbuppjWgGbYH0QTAWUtHAuFcbTJaIwl1GQSUxEnhRiPidlYyONcW1qacN4dnWyvinYAiFRkKnQUumvVqlWUVtGNUlvF4oYCizIrxQDaEyBYketQT8NxsGZ+8MEHVGlhcPn1WIw7Rh8kwMg4r9NJFXkq6mtElkt8ZQm1Uq/l4HK7BbiYhfzSgxRc5rjvvPPmj370GmLuK69cKt6rgDWINsXQcSdOnKA7FmC6PDDAD3hg4FUaD7sYnhLTpcCAsMvzLkY5nc6lU9kUu/UxgeokFQMEkYZUvCUbb02HUkGHx6Zx2zRBtyHmN2Si5kLKhRQ72J4ppPzxAEPW5zK6nEanG7HUqDdrFZp6lUZuMusMeiVd9EeWFT5NutxkqDcb8GC1Tlvn9dkjkVBYRFBsADEejpQ0QpPoxEEKx5kUSv50Pp1pyOSwiGA2NjU1YWK2tra0t7d1dXUKhto3OPgJqfBUTuqGDRt4WoUFSG0V/Xzy5En4xWOPPYYhAKwIbyg/CFaUWdPNFWspvInMlcJAib9yZEV6pum/B1kSDrQkJ5QEXOmuAl02w/ljytKOGJkuQj3SAqY1sYtZTtsLZLpHjhwhdu+99162pytUafAJdgV440ZiF+sdyt7pW2O0rUu+yy6nNRQa8k35XCGXYe+SQMsmE5lkLJ+KN6WjrZlIOuhkv3vIrGTvpgpZshFLPuboLsSAbHMmyD4izmv2Ogz4JofHYnYYNUZNnbJWrqxj9/DqlEq6T8UkRx0GZM0GuVEnV9RVwmv9ARfiZly4RZg3KurRQCRvqPGJTgHQbGM2X8g1NKGKamQ7qe3NLe2trTgprCc4O8xPLC84X9pVpdWfSEWOAqnoJSKVBwCyVSxllAHQz3AKVMYXL17EEJTA+rOf/YzMlSfXkp0BDD1Lip9isSI90/SXQBaigyBkuQhcopaOHqdB4GIW4twoKlDGLTFdvpXL9xboPhvMcr6hC9M9ffo0bAD9W5J0yXSJXYwNJV2AOzExQUl3aGiITBdrpchua1sLBr2prdDA7jRvzOYaMqisk42ZZCETbclECslA2GX02bUxnzkdtuWitkLCjcKrtyXZmPTFg+xXoXjseqRYh8dscZq0JnWtoqZeUWswarU6hby+AsHAZmFbB4r6MqO+Xg+k6yttVm004k+nkhk2SVLFxuaMgGYW3kkNhyRsSDUCUIHRpramlvbm1o6WVmFzqquvq7uvpxcTEqeGE8RpYpaSp2LeEqmYxkj/tF2FXkJfYaqj37itYhFDryIDSGHlMQAjQrBijCgJcFgxmsQr7ImGm0iFAAPY4LyK0HyKPr/8wjeJX30J0YvhixJqITpoEk6D5wQCl9iF6eK0CVy+sUDgIi3Q7QowXWKXthe46WLNkl6MQNJF70urNL41RkkXg0fXIygtcHZ7unu7Ons72rvb+FWJxoamhmxTPlPIxgqZcEsumou5Yz5TJmzPx1zskwHy4e6meFdjLBfzxAL2kMfstGhsVp3NZTQ7DVqzqlZZrVChzNJoNPXCDawsy5LLGnR1GmWNSl7ldhgzyUhjLtuYawCRaHBNcCk0oNmEhoOBiRKgna1tXaj02zt6OjqBaX93z2Bv3zBK/oHBhUPDoyMMU5wdEhFyESYqTplyKlZ/kIrewEKE5YiTih6T2ioWsQsXLqC6gjtgfYNToDJG5yOzYSywDGJcKAlIYcU4Yv0kf5XySgxwWKUiZqbrCsgSVYz54hPR1yR6hEt89DOFb6MXu+KP0EFDOAGcBs4HXguBXYDL2aWMC/GNBZgu+oVfP5Oyy29aoH0xdDE3XWlgwHjwKo2SLgUGDCEsh5IuDwxDQwi7I319Q72wqo4uMNHV3trR2tTW3NDanCkUYoV8tCkTFH6Tm7c57W/Lhfpb032tqY58JBt1Rf02uKzdpLaYNVanweoy6syqOlW1WiuHyyqVMiBr0MqQZdXKSjS4rFpRjRbw2hpzydamgkBkCyyTQ0lcEppwUNA50NM72Ns/1Dcw3D84MjC0cHB40cjC8dFFE2OLlyxavGxiyYplIqa09ANTTFfp6o+ZzElFL3FSadMKnQkvuHTpEjIAIhldF+BbrRgLyqyAFYmOx1YiFQOKYcX4YpRJGHQRgi+DLH6YAOJPhG+if/oyoheDxL8XRa/CXxF/EriYhRDOEKcKAVzMUZqp+JMCA/ddCgw86RK7PDDAdNHFnN1PrkecOHHs2DECFxGNmy4WRJgNbY3xKg2BAQsoVlGspcNDw4P9A/1YYNn7gDu7Ots7u1ta2tKNDeHWfKg9G+jMsw+w6C4kh9ob+lrSbdlwMuQIuI3sYqxZbbForA69zYVgoJLJq1F+6fVquby6TraA7rkGrzBas1HOai91XTziw6zo7mjr7eyUcNk31Ceiydrg0EJUTiMLF42OLhodG1+0eGLx+JLxiWVLljJGV0yumly5ZuWqdWtu2SCs+9xQcb68ouLlP1b/48ePU11FmwBYr3haBalwBGlgff/993mBRaRidGhPAOOFsZMmASKVhBEXObiSRGKmaQqy+Lv4lSDpM9J3Q+LfixIf/bMkPkURXP4FxFLC1I0FmqYc35Kky6s09B3YlV6MALtUpaG7wS7fYZAGBtgJbY0BXDJdXqXRDQwwXdQlCLt8hwG+S5sMff39vQM9nd1YoKOtWX9nPtDXHOtvTfU2Z/qa8z2FdHMqhNqL/dZfq9piUsJlbTa9xWZQaBXVdVVqrUKrVcpkFXWy+Qb2+9frVIoKnaYGXyDIWs2ahmyC3YHa1zMyMADXRBsdGh4bHlm8cJTsE2188TgmFQ4PswvHiWmGA8Z8w5Fj4mHdAKasliqu+zykoirFWROpmMCYxqdOnUK3oHNAKqIqbQLwACC1VXQyupqctSSzXtFZMaDTSS0hQSr6p+n6rPLr036MnpEkPvQlRM8jPQ1I4FYEF2dL7HJ8KS1wx6XMwKs0ygzoSim76GgYA12PoKSLNCat0kq2xniVxk133bp1WEyBAoXdou+OjaBWGxkeGOrrbM025wItOV9HY6inJdHVmOpuzHTmE41xfyrsCvjMDpvaalI5LTqfy2J3mORq9rGE7D5Wtbymhr0ZS/jdaTIga9DV6jQytbIm5Hd2d7SMjQyOj45MLBpbungCbdn4xPKJJZNLl69esXLN5Cr8uWolAxRHCEAxxwhQWvHBKBZ97qZSTHGymKslpGIyY0rThQCQijUKnUaeSmmVSiuyVSKVOyuHlTsrROZKvNIo05+QSIAgekQq8R+m6c/ZMRCfUpD40JeQ+ETThBOjSQlxdolaAlcaGMh0ObuY7uhK6fUIdLR0awzgwnTBLm0vkOliHaTtBW66GN3dxRsY6HoEBQbOrpB3l05gEV68eLCvs6Uh2gRq86HWfKQtH+9sSLVlormoNx50+txmm0VtNSq9DlMk4LbbTTJ5jUxRozWolKra6ur5Sjn7oGNkA42q2qSXa9Uyg1aRT8cXLRxavmx8cvmSlSuWrwaaq1bfsnoNZs/6tes2bdh466bNrN16K+YVjhCAYo4RoDhsyqY4C8RT7qaUUHGmwJSWflRU6AFe/hOpyFTwVKxRmPBE6hVtlWBF/2MgOKwYIA4rCYPITGiqMYkECBIfkkj8h2n6C21y/SkSj1QiKbUQUYuOgIhd7rgkHhjALjfdEnDR+3ALMl1plQZfoVvGPtt0aWuMs4uVd83qW1ZNrl61fHLZ+Fh3a459ZGw2gsb2EDKRpgQKMm804HDa2ScZWowqv8caCXmMJm1VXZVcU6czKmvrK6qq52rU1ezX/yordepas0GlVdW5bOa+ro41q1asXbd63fo1eDUs8dw+cRg4GFrlASgOD7MLJopDJUCR0clKUe/jXIApuSkwxTlieSFMqaIiUmn1R8+AVPQSj6pEKt9hRceie9HJ6G34BTmrNAbQGGGwMGQ0dlJYxfH+c/VXhGyJ6PSEmSmKTl4wXMYuCR2EnuJC31En8rALJ6CkS1Wa1HQ5u3xbF4OHIeSmi6SLQoTYBQF8a0zK7uZNmzes27h+DbianBjtB6nJsAvgNqSDjclAPurNRj0hn81qUhu09RYj+4ytgM+u0tRXyCoUGrlGr6iWLaiqnmfQ1ZkM9UAW38bem2XRtzTmVi1fetvmDVu2bsZLbd8u1vWwTxwDOSjKJgIUUwsrA46TfBTLPZVQnFGcETDFtKR1H7MUyZ4bKlVUIBULEWY17VWVeCq6kadVslX4BSeVYMWIcExJ4uAJyIpD++X0146sVHTm6AWiFqKv0U00rSF0HwUGcl/yXTJdYhddz3cYKOlSYJBWabAcMl2MMdZNHhj4DQz8WhqWYGC0fdv2LbfdduumjZvWrR4Z6IyFHSGfJRXzZBN+4Bv0mB1WjV5bD/s0GVQul8nhMNTWV1XUlCu1CqWmrrJ6nqy2zKBju1oqRZVJr3TajE0NmTUrl+/atuWOXTvuvAvVElZ5sWCC63MH5Qs9HBQHiTmGJYL2pLBioITCWZCV0qKPaYkTxPzkhT83VHQFeSpmNRkqSOWbAOhDIpU8FUI/E6YQel4KKwFK40VjRxKH9svprxfZ6aLTpo7goj4SAC4Nu4RvSdi9YmCAqVBgwPghwGFxpK0xDDM8iQcGOBYFBoDC2YXViZsMDN7tmzfc0tNZEH57usbnMXldBotJrtPUoJbSAlmT2mzRqDS1lTVltQqZxqCura+sqJqrUFTjX+W1FUadMuR3t7cU1q1ZufvO2+/bc8/+fXvvFxglH+WrvNRBCVBMMCrzyUdx8GSlEG1O4bwIUwR6KqeIVPJUvvQDU1r9KapSAKCoCsEL0LElsEJEKhcNFpc4hF+FvknIksQ+KAq9Q9RCRK3gtizs4k9iF+Cir9HpEHqfl2gYFR4YYLq0rUtbY9LrEcQuUAAQWF7hYcQuFl/yXcq7+/bu27t775677t60fnVzYwKrvFZTrdfJNOoqlaJCraiymlQ+r81k0VRWz6+oXsAsVqvA17K6co2G3YVoManz2fiS8dGd27bcf++egwfuP/zQgSOHDh4rJlGYKF/lcTC8uicTBaAlPkorPoTTwUmBUZwdMJUW/hCt/pxUdA66CKQSrGSr6EMSwYq+JVLJLKDpmELimH2l+ltAVkotJHahICIYXUzg4k+YBJkuxoPYxSBh7eOmW5IW+PUIoEBV2nR2wVPReg8eeODAvXt3b1g3WWiImox1SlWFUlmhVlU6LepE2BWL+nQmTUV1WZ2iRqWRV8sqKqvmKVU1On2912cZGGjbunX9gQP3Hjt66OFjh08cP37qkZOnT586Kyz0hCk3UboKRYDi8MAoAYoD5oASowCUrBSnRgkVAqZkqCWk8tWfZji6i/pNaqvUt9Tb1P8kcUgkEsfsK9U3D1mpqF/EDpOIdyW+kIILoesxBhgJjEcJu1SlAVwMJ4YWPsTZBQQ8MMDJYGkwNs4ubI8uBZP1HoH1Hti/fev67q5Gt8esM8jNJnUk6EpG/XaHqU5VK1fX64wapbKuRlah0cp9AUdTc3rl6on999/zyKmjZx49+ejZU2fPnXn8ccYoFUx4OWCKOQNGYfwlCz2mFl/oOaA4BQIUpwNhJcGp8YQKTGndJ0O9IqYQMUoSXHVKdYUepiHgEgfm69Q3G1lI7KqpIlil4uBCUnCx5BG4tL1ApovhxNBimDHecCawCw54YCDTBTQwOdphIHaRJuGFsN4zp8+cPnXq5PGjSAmrVq0YGOzt7+8Rbg7r72T3JbR093X19ffg657ezvHx0U2b19573z0nTh6DcWMKXHjqyaeePo9nvXjxk7qe1npilHyUGL2iifK1ngNKjGJO4uykCRXnDlFCRYeQ+NIPEaMksSslkiIrjsfXr288stNFPcg8ViL0r9jxgji4MBICF+5C4GIspeDCnEAAUCB2eWCAtwEgHnYpM1CthogpEAz/PYdl/ejRI8gM0OHDqO4PHzl65Oixo8eEdvKRE2fPPnr+/BP4uWeeoeUedT0wZZEU84KWe77WS5PoFRkt8VEpo+SmOEEIZ4rzJVIJVvQDeoPDKvgpE/qK6OQSO7SovySspL9ZZEskdnBR6HoMBoYEI4TRIncpYRdjjMGmtEBJF1gAETLdEnZpdwycITYAX7gvwgMQhAeDY1rZITxCwr/ie/Cd+H4QD5GPUs3EV3xyU5Aq9VEClO9DkaSAShklTGGlbMkvYsoZxemTBEv9xFOJTvpC7DKJxD4tSuz3v5T+BpG9osTeLQr9zkcF40QDhiEkfKXsYsgx/ICgJDAAHTDEwy7A4nkXzEGAD/mBIgScWCo8gscBKDFastzj2aanUmL0TzRR6Io+yjGl8+WASkXdQmiSxC6bKrFb/zv0bUG2ROh0cUAkmQGjSJZTwi4sChBQ0gUfYAXQkOlSZqBCjayXVenvvksQQ7BhgAi/BJFc+Cs5qLRsgvAkfMUviaRglADljHJMQaeQSJkIUyIVx48T4aJTg6SwEqDThW4hNCGxy/5q9C1FFqLxIGQhGkKMJSRlVwouDwyEDmcX/setF7SBOYKYRCiT+NfkoBC+k0dSstISN+VWKl3ocSREaomVQmSlxCjz0qLo1Eh0soTmp+mvEFbStxdZiFPLxfGlocVIE7jggMAFIgAF0AAd8l3wBKoIX3DGCYZHgkISiCwRHiQTJUy5leJ56E/CFM/PGSVAOaMEKMTW+6n7pnTwEKEJfRqd1AOfJrGb/sr0rUaWJI5PURhIAhei8cbYE7sggyjhpgsRvmALhBG+RDDII4iJY/qTC38lEyVA8SP4WVrryU05phxQQpPEAYWYhU7FVDx6iT6bTrEjviG6iuxnIctF4BIi3HRJ5LucXYiw4xCTpF9zSX2UGCVMpVZaAiiphFEppp/rndMldsQ3RFeRLRWGEKNeIqBA1ELABdAAIxKoAluUGUic4D9FnFGIMCVSOayCh4qiA4BKGJXqG4fgF9VVZK8gwXqmCCiIgAgifAkjji9bsKfukX2upIwSoFIRo8xCixJf/m9rof+iuors54s44JRwfEWOJO4LATVi908RvllY55kIUKnwzPRCeMUS4TDEg/v26Sqyny8ilQvEEElcBC4JqBG7XCKSU0X/RGhC4g8L4k9IaH6axIP79ukqsl9AAGU6ryUi2riAI9EJ8a8FSq+84kP8Jb7NXH6GriL7BSS4G6P2M0S0cYlIXknidwgSf1gQfwl6OfG1r6qoq8h+ARFDnyFC7dMk4lmU+Kgg8eevJPG1r6qoq8h+NRL5+nMlPstV/Qm6iuxXLJHBLyLxJ6/qT9Ef//j/AT5gjK+u0EANAAAAAElFTkSuQmCC"/>
      
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">Az alapeljárások és az előzetes döntéshozatalra előterjesztett kérdések</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">Az alapügyben szóban forgó áru</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">15</p>
</td>
<td valign="top">
<p class="normal">A BG Technik a Cseh Köztársaságban a „SELVO 4800” jármű (a továbbiakban: SELVO jármű) importőre, amelyet 800 W elektromos motorral ellátott négykerekű járműként jellemeznek. Hozzávetőleg 120 cm magasságú, 60 cm szélességű és 125 cm hosszúságú jármű. Legfeljebb 45 kilométert tud megtenni, és maximális sebessége 10 km/h feletti, de legfeljebb 16 km/h. E jármű egyszemélyes, karfával ellátott, lehajtható és forgó üléssel rendelkezik. Többek között külön kormányoszloppal, a hátsó kerekekre ható automatikus elektromágneses fékkel és két kerékkészlettel van felszerelve, amelyek közül a hátsók a bukás megakadályozására szolgálnak. A kormányoszlopon elhelyezett, beépített, ovális alakú kormányszarvakkal kell irányítani. Egy kézzel lehet kormányozni és a sebességét beállítani. Az említett jármű első és hátsó részét egy vízszintes alap köti össze, amelyre a felhasználó felhelyezheti a lábát.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">16</p>
</td>
<td valign="top">
<p class="normal">A SELVO jármű megjelenése konkrétan a következő:</p>
</td>
</tr>
</table>
    <p class="C02AlineaAltA" id="para-193" title="page-20">
      
        <img alt="image4.bin" 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OngjP2e2Q3DjPUFi0SA/TNZ2nI0vGPl/X3nDeKJdJ0p/JsrgXslyu/zZMSsroVBwWB6q3f0rl576a4bMzs/oCePy6V6h4z/Z28UeHZLbVPBLN4gCxutzBOyQyqxxhkBZVYYGMZz9a8s1bUtZ0C5+yeI9EuNPl7LOjxE47rvQAj3FcGMws5Tb2jp0P0LhDiTDYXL4Yeo4yqQcraq6Teis9bD7e+ktpVmh+V05Bxn9DxW7D42ukI8+FHAHYlT/AOzCuQTxHErPcYWRZCcQFdpjA6HcBg/jSJ4kTeGaJHTPKkYyPqMVhGlUitG38j6OWb4LFWdWKulpdq9vVf5nqWn/ABd1CxASFpYlAAwrK+f++sVfHxq1SV1aa5mbbnaAq9T1J6ZNeP8A/CRIwwsUan1C/wCJqM6yA27v14GP5VftKsVu7fM5JYLIazc50afM+tk397TPYLr4y6pOhjuJ7h/TAVTj+Wa5y58f3MrlkiLHszuSfxA4rg212Jj8yj/P4UsN+bqZYLZQ0j5IQHB468nAqZSqzesm/kzWjTyPBpunTpwXW1kvwsdTceLNSugyyykKeCF4/wDr1RN8uCc5B7Vz11dana+Yz2UoSM4Z8HaD7kAiqo1wOMhTz7//AFqrkqWuzSOe5bC8aTUfJJpP/M6BrwBiex7VFPqjunl9FPUVhnWgDkQBj/tMf6YrrPAWj+IvEuq28tnpsH2GNwbi5ljPlKg+9hi3LYJxihUasuqS9DkxvE+HowcrN8uurST9L9fkYyLd3R220TyHthSf1rrvB3gX4jX+pRz6HpsayjBiubpAVhYFWEihwwLccHBx9a+g/B/w9sZraLUB5S20qh4ni2sXU9CpGQB6Gu0u9Q8L+D7LzdQurXTYAOXmkVC2Of4jlj6CumhgGvenKyPksy45r11KlRpq0lbVt/etnp0PKV/Z8tbjRpdV8bazf6lrIhklmlEg8tSoLBF3q7bRj1H4V4lpdvYzATaeZbe4Un+LIyDjjpXr/wASf2jtGGnXWkeD43uPOjeKS+lUomHBX92hwxPP3mxj0NeQeDYZby3ijt0Mssp2oi8sWY4CgdScnAFdU4xivdWiPl3WqV6jnVacpO70St0SstEl0XkfVvwmNy3w+0hrs7pGjkJJ7gyyY/SuvNZfhjS20Xw9pukyY32ltFE+Om9VG7H45rUrWKsl6HPJ3b9RaKKKoQUUUUAFFFFABRRRQAUUUUAFFFFABijpRVS+1TTdMTzNQuobZT0MrqmfpkigDhPjtrVhpPgKeK7LedeTRRWoVSwMiOJDk9ANqmvAtB1D7SMkgvG5Q4zg4wQR35B4zXrfxr1vw/4y8NwaNpF4k91DeRz/AHXCbAkisNxUDndxivJ9J8Ny2E7SG8QqwA2KjE/LkA5JAztwD9Kyk023c0gmktDtb/F94OuY+pgKuPUcjJ/WvGdVt2h1GVWH39r9u4Br1+zlEVjPYuxdbhcMdpBHuPmx+dZsngTQb+UT3Ml3vC7fkMa9ORnKmknYqUb2seU7c8H+VOCbSCM8YP4163H8L/C8vAlvVJ/24zz9PLqX/hUHhx1yt7exk+qxsP8A0EUcwlBnjzxkMRjI5x/MUeUcDHFema/8KrHTNPk1G21RnWIfMssQXIGSfmDEduhrjBpELgMt0nIzzjp1/vUcyBxaMcL+dIU4z1IrYOiswJSeMgZ5HPT3BNUZbd4XaJx8ynB5HUfzFFwtYomPNNaLjK8VdEeeoOaaYuCD1oEZ/l4P6/XHNO2Mp+UdP5dqsGPJGaHjwVY85A/wP8qdxWGKTt6k+3+e1dn8ItZbQviFot4x2xyz/ZpecDbODESfb5gfwrkEQYJHb/OKngkMEqSxHa0ZDKw7EHI/Hij0BeZ95UVneHtTGs6Dp2rLj/TLWGc+xkRWI/WtGtVqQFeW/GD4njwso0DTZfKvZovMuJ1+9DExIVU9JGwef4RyOSCPUq+SP2kIbrSviHd3VyCY76CCa2PYqI1iIHbhozkVM27adSoWvr0OM1vxJNfM5dikRJO3JJZiSSSTyT3JruPhb8Dtb8eGLW/EXmaZoZwyDG2e6HX5AR8qf7Z/DPbzbRdSPh7VLLWryxt9TkQ+alpdqXtz1C7lBUse4B4+terj9qDx/IgFvpWlpjp8kxA9OPOFZx5VuU7vrr/XkfSHh/w3onhbTY9J8P2cdlax9EjH3j0LMTlmY45Y5NQ+L9buPDXhjU/EFtbfbJNPtnuBAW2Bwgy2WCsQAASTjtXzPdftH/FWYHyRYW2f7kGcf99u4rB1D4+fF6ZWR9XSNWGCEt7YAg8Ecxn16VfOnsieXq3+Z0Go/ta+Oncpp+j6bb46b/Nmb8cSIDXJeIP2hvij4is7jTb5rMW86kSRLYxuAuMEYlWX171ztx8RvHJJ26tNET18nZD/AOi1TFL4V8U7dYeXxJLPdwzOJJ/3mJJA+IpgXLA8xue/aoqScYttXt5s6svw8cViIUedwcr2aSbuldLVrd9TnLSyv7udo3gMYT/WNtKmMc5JXHTjoKWe1nt1Mo+eMHBYDGCegIPIz2rT1i/N1eSM2xDkRSyR/ddU2qCdpIOdmcjvmmT6hcXQXS9Py8EqRw7Aiq0zgkgtwTnc3GT2FcnOqkrqPKvI+qp4aeBpuEqrqyTvdvRKy9etzLEhUgjikaZiSc1cksUF3PbxMXETFVKKX3YOD04xkcVE+n3kBHmQMm4cbgRn3GcVM7ddjphKpNJRb11trf7iCPdM4QcDkk+gHJNK0zpcCa3+QoQUK8YxwD9eOatixuHUBEC5HOO/PA5JqZdJuHADZ49Bn9OKlTgi/qtWorP8bfqz0/wzr1nfeE/7dvBuktz9nmhTBaSc4CIi+smRgfX0qtH8C9T1adL+4vorN7j97PbxQ5ETuSTGmGUEDOAT6VmeB9Q0fwvqsepa1ZzXMcKqYIbdML5pDATuHkI8wAkL2ANfTM2j69qHhu3vfBqWcN3exxyLJfsSIEkXdnZGHDsMjqcexran+80jq0eBmLrZZUe8VJuzfW3Rb7dzxib4ffDb4a2Sap4pLX9yRmC3mw8kzD+5CCq49WfgetcR4o+JXiLxKjafaRxaVpIG1LGLHKjp5jADd/u8L7V6pP8AsxeKtev5dU8SeI4p7qYgySnzJWPsMqgAHYDitOz/AGTNIQg3uuSv6iOAL+pkNdEadltc8avi6leXvTfzbZ4fF478dR2MGlx+Iby3s7aNYobe3maJEQDAUCMrx2Gaxrq4muJTPc3MlzM3V5GZ2J+pJP519SWn7L/gODHn3N9MR1+eNQfyjJrqNH+CXw10Z1lh0aO4kX+O6Zpv/HWOz9KtQfYw5vM+RfDvgXxb42uxa6Hp89yMgNIFIjTP95zhFH1NfUPwm+Clp4Eji1HV5Eu9TAyipkwwE91yAWb37dvWvTra1trOFba0iSCJBhI41CKPoAABU1UoonmCiiiqEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUNdnvbbRr2401N93FBI8C4zlwpI47njgV8pan4rgvbl7u+vmurl+SctLIc/TOPpX12yhlKnoQR+dfEmrWmp6L4z1rSLsMba3cpESuFDRuUO09e2TmoqLVFwdrmi+talOT9kt1iX+/cNz+CJk/nTT/a0x/e6i0ef4YEVf1YsaqC4AGWOBVeXXbaA4Q+Yw9O31rM0NNLB8ZN9ek+0xX9ABVyA6lZ/PDql5EBgjfNuX8d+RXHXvi64Xd5JCey8n/61Yj6xrGrTGG1cO4G47m6AcevvTUWyXNLQ9bg8e3mmOPtk8F+o7Fdr4B7NHgZ+orctvjP4NjUNqAntHHYlHXPpncp/OvEbfw3eXRDajeuc9Y4flH59a2rHw1pNoQ0dsjP/AH5Pnb8zmjlS6gpyey+86L4i/E5PGcUeleGVdLKM7pG/ikY8dAMYweBXns1pq4+7C3GPyrthbAABQAOR8o749BR9nOP89KFoD97qcTbprQkVBGyZP3uQAO5610Lgs29uS3P49K0JLcmomgyvSjfUErFBlOc96XYCpzVh4cUzZgEdv8ii4WKjJjkjnrRKhMYPXBOR+RH4c1K64Bxjj+tEozblsgAFT/MH2oEUyemOKTfjjPWhypz3IxVWWTJyucf/AF6ewm7H0p4B+NXgjwl8MtLHiPUQLu3863WyhBluWEcjFfkH3V2sAGbA96xdY/a909GZPD/h+WUfwyXk6xf+ORrL/wChV8y6gxF0+VY9Onp+VQs0gJUgoQcFSMEEcHOee2MVSv3M5S12PbtS/ar+It2GFnDp1gp6FIXkYD6ySsCfwrgPGHxL8VePPs48VX/21bUs0CiKKPyy+N2DFGh52jIPpXIqM8nmrFvDLO4jgRpGP8KAsf0FFu4JtmiNWSaNI5wxKDCtg037cuMLI6j2U1p6b4F8R6hgrbiBT/FKcdfYBjXYaF8DPEOrsBDa39wOMvHbi2h57iW6aMN/wEGp02W/kaWm9fz0PPQ8U5wblhn1BH86mTS4JMFpmI9sf419A6L+y0zgNq89tbD+7ulvHx3HBtUU/wDfVd1o/wCzx8PtLw08M143cMywr+HkrG/5safK7bBot2vl/Vj5NTQtPOMmRyeirjJPpjBofw3KJY59N2QSoGBWcblYnuG2ke2DX3Bpvw/8E6UhSx0SyTPVmhWRj9WcMxq2fCHhUnJ0exz/ANe8f/xNKVNyVm9DShiXh6iqwXvR2ukfDDeG9cvcnVcRQRI0n+ipG+/Z1+6QAcHkt0ptt4e+zbH5hd13I0khU7WBGchUHtkV9T/GvRrWDSdKe1gjitklltmiRAqATAMcADA+4c14fq6G88GaXcuMz6PdT6VcN6rnzIT9BhgK48Up0E3Tts+m+36Nv5H1vC0qGcVfZ467vUjBWk4qKalq0t7ySjq95Kxy1jb6lbRyrbYgiiKqzrkgFs7cEN32nmpZra8mULdXRkUcjIU4PqM5ND30tlY3cSx+YJkQlO+UYMpH05/AmscatrPlSSTWiL5biNgG6MQSB1JI461hRjWrpuErW32VvuPfzZ5Nw/UjTxdNycrunpKbaSV2+Z2TvdWNE28CEI0krk4xtO0c/kK6OTSoE8Fx65DLM0p1BrWdS5KBPLDxkd/rXI3c2p29pYXxiyl7C0q7UJ2FJZImQncAT8mfoRVuz8QXA0DUtKuZbxFZ4Z4baJUETMhIkd8hm+VDxt/GrVCa5lKabs+rbT6PU5HnmBl7GrhMDUjGNWLbdKKjOOqktLvZ30W6PRPhh4G0/wAd3T2d9M8ITODGB2XI69frVPx34Z1P4dax9gsrqURE5V0cxnkA/wADL2Nc14B12ws9WS+vDqUsNtiSW2tnMJmBIQKrI6En5ugI4zWp8Ttb8O6le+dpfh7UNPlO0u11IzliMg8tO4wc9farVFezSb9++6e67b2OOpxA/wC1pT9nF4SVNL2UoO0ZaO91Dmvrsk0+5s+Dvih4i0y7mhk1+SELbySQ/apBNE0qLvVHMu4gNtKggg5Irs0/aS1jT2lnv9KtL+yDfu54J2t2KnBHyuJssM4PI5rwHSNai0zU7PUX0uOZbWeOZopWDLIEYEo2VcYOMGtPUtS8NzIZ7hRpc6l4/sZiLMFDMykHahyNwU5x0zVwlUhFcrb12uv+CcOMpZfjsU3VjTowlDeFGrZO/lyN6W1d1rsj6K0f9qD4c6iVjvxe6a/cyw+ZGP8AgURc/oK6QfHD4aMgkTWInyMhV+9/3ycHPtXxxZahbX062Nod8sudijGTgFj1YdgTXSeFP+EWkS9bVrzz7hrNzYIheJluMqUwx2hiRkBec56Vp9Yr9aenm/8AgHJVyLJ4c3LmPNPpFQfl3l0vd+Xdn1ND8YvB08zQRJqjPGqu4XTLx9qvnax2QtgHBwe+OKnHxd8BBsXF/Nan/p5s7uAfTMkCivDfhT8cLbwrdz2viN7q+tLhEt7afMZkiNuXZYjvkXP+tb35FeuW/wAcvD93gQaJr77um3T2YEHuMOcitoVHKKbdn2avb7jxcXhVh60qcX7SKdlJOya7pNXR0UHxN+Htxjy/Eemgns9zGh/J2Uita08SeHb8A2OqWdxnp5VxG/X/AHWNcHr/AI50TWNLeKTwtrUyl4SfO0o7MCVCcljjoKffp4NkKCb4c3Fw052x502yBZgpYg7pVI4Unn0quZ919zMeXyf4f8A9GS5t5DiOVGPoGB/kakyK8L16DQ44JY7b4TXSDy2/0gJHD5fB+cmDzDx14osPDS3NlDPb+H9N09WjQ+dPqWsKzKVBDlY4IhznON1Lna6L8V+aD2afV/h/me6UV4NeeC5xBPex+NLWxaGNpEsrC6vWaRlBIjzcai5BJGB8v4V7RomnJplglul1Peg4bzZ5DKx4A4JJ44zj61UZX0a/G4pR5ev4GlRRRVEhRRRQAUUUUAFFFFABXifx+8DaZBplx46si8V55kMdxEADFJuIQOeMq3QHHB9M817ZXOfEWFJ/AfiCORQ6nTLo7WGRxExHX6ZBpS1THF2aPjPWItGl0WyuR4gMd/NJJHdaeLOVvJALbGWUMqOGABIGMZrmrayvJYRI86+U3IwG3dwc5OO1WNZtY0ngMJ8sbWfAxgOGI4zVhVFvaxxjJPb+ZP61nsl5lfFJ36Eb6VawSPA58wujbHb1XByB05VlIz71j6NDJZ6ozehKt9G4/rW3fmSGwedjmW3KyYyD8gGGAIJ/hY8e1U9PMcuppIhBSdSPzGR+NUndMmUUpI6qzk3KpPXA/Tg/yrXgTcAcdP5f5FZcduRA7KARGRnHYHkVqaZOrgR55wR+QyKlmiLnkBgp/wBoDj34qVrTaMZFTxRboy3TGD+XP9KvGEZJc9evsakqxgvBjPTH48+lV3gCnA610M9vjOCCOf0OM1QltyWyeAf8RQFjEkhIB46VVdSCQa2ZoBnpgf4dKoywKG9aBNGZIvHNRMpMciHn5D+GCD/Sr81u3THtSfZcg8YyrfyNO+grGKIySffH+cfhTWh4+p/+tWkLfjjj/OajaHaAWGCR/XP9aZNjS8CfDJPiPqWo6NDdfZL8ae9zp8zZ8ozRSxApJgE7WWQ8jp1weh4R/Dt7DfajppaIzaV5xugJAMeTIIn27yu87jwF5NfQX7PtqIfGFrcAY329zH+aqw/9BrifHHgyw1r486x4UtCunRXM7TJIiltkkkUc0jYLDIJZjjoM003a4nG7Wmv+ZmfDb4Q6740f7TFps01oNv8ApBlhWEbs4zmQOfunIUHFe/8Ahj9nzTdNVTqU6qB/yytlHP1Zhj8NtdT8JvCEHg/wymnQ3Ml1tZxvdQnG9m6An+9Xb9qaipav/gA5cui/4JjaR4R8O6IB/Z9lGrr/AMtXG+T8GbJH4YraopPrVJWJbb3YtFFFMAooooA4b4yWi3Hge5lPW2mhlX8XCH9Hr59tttzb+MdGxlnih1OH6wujvjk9VmOa+mPiJbC68E6xERkC2aT/AL9kP/7LXzV4emij+I9rbXH+p1K1FpJnPImtzEOv+0BXJjYp8t+rt96aPo+EKrp1cQ09YUvapd3RnCol8+Vr5nKyoGsLe+j+9G3luPocr+lYcGm2UOtebrOqra28sbSRpCoaY/ICse0sAob7oYnGRXUaXas66jo03EqEhQf78ZIP8q4vxLaxKkV2YDJIGMUmBnAGCpPP1H4Vx4GbVTlbtzK3zR9dx5g1jMtWKguaWFmp+tOpb8E3+Bv3k/heXT7UabPeBLeVo5oJ5lZvnUEvEEVQE3KevPNa/wAOF0e58RNYamhuIb22ubdF2PMweSJthCoGOcgYxXKeG7iWXT9Rsba0wGVLg5ZU2+UwII4JJw5GK2/C+q3Wk+JdOv4lUPHPE/zv8uAy5yQpOMdetaVY+zrXbdrp7/oeVkc1i8mnTjGEpxhNJ+zbadrq076O7000JvCE9pp2uxTXFsZ/Jf8A1Yj3kEMASQwwPSvevjJLcat4OE0Wj3MaKADI5t12hlUjgSs35CvD9chvtG8ZavZ7IY5Yppy2C2zaz7wQcAnqME9q91uZPEPiP4atKL6zBW1jdo1tXZiYW2uNxnx2BziqpfDOG+j89n1/4Gplm8nHGYHMIK0faQV0oxVpqNrJXWqT1lofMZmcKyJGTkHBJAxx7ZrrfHL3Gqi117UraIyXtra3SSRSbhmaLymD74wc7rYlsdCetcpdw3EF3LCSoKOynCehIPVjXQIL298G2txLOJFge5skjMSlo1h2XKAEYPPnyHnPSsYNcsop+eifTTr6nt5hB/WMNWmqnx8nvSprSSu7OGzulq9DB0z7cl/bXdpBCz2k0Mp2oSVQNhnPIyADk+wre0+z0rS9bs7fV7O11SczSae1usn2mRRMrIknkGKNTzJhfmyGHtXNRxSMkyNcOAyNlcrgnGRkY5HtWlcXPiOHVYb7TYfllt4btb1rNHkSUxq7Ey+XncHUgd+ldFFuVF6/DfpbzR8vn9GOGziEkuVVkk/eTtf3W3LZdLlGxv7zw1qFvfaXH5E9hdb0RomRo5kRTIHDsvTG3HqK+uPCms/E/wASaVaaznQIbe6j3qFF1I4IyCDhwvbsTXyv4x0mSw1S7mg8QLfyiVLkz/IrTC4jWRjtQkBgW+fn1r1f4LeL/Clpplzo3irXJ7TyyGtsX9xDFtGMhfKkQdGUY/2TWlGXLPlezXmldeZxZnho1cIsRH44Tad5RbcZbWitdHq2ezeI4vF66DdMbzTt4VT/AMes2Mh1Pe6Jqhrtp8QUlsW/t/Sbf/ScK5sXXDGOUZ+e6cHjIA965LxJqHwl1HQryS11XULuRI28o/btRcB8jH+tk2EeuaknsPhyn2FdMtro/wClRgH7bDuIIbjM10TjnJzWspa2v26s8dR0+/ov8zpr2bXksp473xNYysYpFGJ4LYbiMdoJDj8aj0rUt+kWRluYZXNvHvWLWJtwO1cjEdutK8EBtZI9ON1GpRl/5CNoDgjB6NMAKl0Ky8YtoGnGzvz/AMesO1nuYCp/dr2GmyHH401f+tfzDTy/L8jL8S3+jto93Dc6DqV65hZfO3T3cUZwcSbpWB2j7xOO1ek2aIltGsUH2ZAoxDhV2Z5xhCV/KuH16y+JC6NftNqGmm1W1mM6PE8kjRhCWCsiwBSQCASDXdWyzrCq3LrJKPvOqlFP0Us5H51UE03/AJJfkTNppWf4t/mTUUUVZAUUUUAFFFFABRRRQAVieN1MngzXkUZLaZdgD3MD4rbrM8Trv8N6qn96yuB+cTUnswW6Pg3Vxu+zHviQf+PA/wBa2vEnhuXRIdHuTKjRatpUOoR5YLtzvV0JYgZ3IcAdcisTUjkQN1wZB/6Aa9F+JFiX+H3w71XGFk02a1Pr+6kDAf8AjxrPomWt2cHYy6Y0Mlte252vC6JJG+GEp3FWKlcbeQGH45HSuQsrl7O5EG7iNw0ZP16Vu6pcx2esRwwIwsr2JHtg7BnViNrAkAA/OrDBHTFZ2tf2MLC3eBZF1MXUyzkn92YAkfl4GM7twfJ9CKuGmncibvqn8LO20zxCgMTFfnb926H7kikevZuOCavRskF3HLbnMUhDJn2PII/SuCgl8y0Qq2CAB9fTHvXXaJKbnTSZD+9RvxPByRUuNi4yud1a4ltnK91OPyPWr6pGwBPBwD+eOn9KxdDnR02FgTjn1zj0/Gt2HIgQsUcBQcEYx071DNFqRNEckjvk/qc1VlhJbPBwMdvX1q8MldwQH3B+n0qMqBkuCAQTj3FAzJlgLPjH+eKqvZbj044rYZAznkYzn9acYUb5xjGevFG4rGHJZd8Zxnrz05qH7OM7SCAQR+hNbU6AKSvJ+lZdxPHFMp4xxx9eo4oB2RkNH5ak9G9cev8A+qopYjJ8xwSxGMfQDoOKnvZF34BAHf6EAVRj1BFlUtyEJP1xketMk9k+DL29v4v03TN2JxbzysPYxkAdOp3Zx7Vy3jA/Zv2opj/z0eEf992UdY3wy1i8PxZ8LqrktcXkhdPRDBKgz+DE1ufE4/Z/2mbaQD7/ANjP524X+lPaP3/kK95L5fmj6L8EyNJo7bjkrO4/9BP9a6Cua8BsDpM3OcXLfqqGulq4fCvQmppOXqFFFFUSFFFFABRRRQBn65bC90XULPr51rNHj/fjYf1r441m5fT9a0rVY+XiSOQEesMzMOn1Ar7VIBGD0718V+OLZrS6S2PWyury1bPqjKB3z/Ca5cerUm10t+DR7/Bk4xzenCXw1FKm0+qlF6fNmz4rt4tI+JFy0GPs966XERHQpdIH/wDQmrmde0maS6vdLgA825TMBIz84IkX89pX8a6Pxt/pGheEfE8fLz2BtZD/ANNLKTb/ACaofEyM8Vjrdrw4wQw7EYdT+hrzW+StJx6TU16SSZ+iYWKxmV08LVX8ShPCzv8Az0W4X+bizz/woly+pRwPcmIXMbwlkVQfmUqB8wIxkgGpk84SpmVs56/LkZPstVNTttO0XXz8oljdo7pFO5gUmAfb1I4JI/CrOomxjvp0t0KIJXZMoynYSSoKkZ6Hoa7MSudRmr2a6JHxvDMnhK2JwdRJOE7NSbSVm1okteh13jGISeIBfreSyfbtMgumld1Zy726h0ZsD+JSMV6Z8MpPCl/4ejg1vU2h3l7aSOTUJU4liznyxKoA3JgV5rrD6Xf+D9A1SC0cNard6fdTLARG0gzLD8wXlgr5J7AV3HwH1z/R7/RoNOnuZWWOZWiWFdvkuWGfNkj/AL1RTdqq7Svu9Nk7W3euh0ZhFVMuq8tlKhKEbpO9oylBu+y0XNt6HlHiKOxg1i7itZxJCkhCOJSwOOvJbJ+taHhz7JP4c1m3kAMkcttcIwYlvLzJDKDg9P3yHnuB3xVv4pWv9n+Mb+BLGW1HmE+XI0bH5juzlHdT97nk1S8ETbtQvNPiDvcajY3FtHDhQrOE85DuLdQ0QIGOTxWVmpuLb0bXxLt2tc9PEShVwFOtCMNYQqXVCadlZ6yTaezv0fozn4/sQnAZBxkA+W3Xp6VbmWb7Lpd3Hd2yCAzwXEZuChdRJ5qgZjcb9kmDkccVXuJplui7RjAfPDg9TnsuKmLaE9ndQ30d/N9nuILtoYGRW/eAxYjIDnaSyZ46gVvg5K84+nW/l8tzxuMKblTw2JirWdr+zcFqk1ve+2hJ4rvLO80rRp7bR0szDALdrhF/c3fku4MwYIpyQQGzzkZrU+Gfia/8Na7Z6pYWcLlXCbGV5N+8kLjCgBjl1H+97Vzd5cvqOkXNxJctDFHIuyG5LNM3BEhDFNoOUBYcZJwPSszSL60D+X59xxwF3yYySCpAjC4IYAitHFp3S1j6/wCdjio11VpSpSc3Gre6fs0ry17c2l9lY+z/ABTrGuX/AITvporJmtZrNnz9gU5Rlzu+e+BHByMocelW9au74W1qL2K5jX7XbLxaWg+YyqABvmlA69a888Ga1L4g+Gd6ItLic2VtKn72C4lKoVYqQ0swPysrICM/c/Cu31vS9Qh02KWHQNO3rc2hAWyiXB8+IAZN1wDnBrZO6vq9EeDUpujOVNqzi2tVqX7v+zVicXjXijBzug0339IzXKaVefDCPQrBdWkuFYW0QZPIU4IUAj9xEXPPrzXVlfG8CkWnh7Thkf3Yoxn3xcsai8N3nxIi0HTY49H0x40tIVUm7dGICKASBG4BPeqtd7ferkJ2W/3NI5u8/wCFTLpV9JpUmoi5FvIYWb+1FRZNp2E5CxAbsZzx616/bzRzwpNDu2MONysp446MAfzrj9bvfHcug6kl5pGnRxtaTiRkvpGYKY2DEKbTDHHQEiuvtWnkgRrlVSQjJVGLqPTBKof0qoaN2X4WInqk/PvcnoooqyQooooAKKKKACiiigAqnrCl9IvkHVraUfmjVcqG8QSWk8Z6NG4/NSKTA/P/AFH/AJYjoNzfyWvoPUfC8XiL9nzw1PiMHT/3rTyswWCN3ljklITltuQSOnGe1fPeoABk3dA7fyH+FfUXg+xu9e/ZtGnWE4illsLxFkILAqk8pZMDn5lUrntmoSureRV7N+p8j+MooJ9YuZNGLtp9tIY7bzDmQxDGJGwAMnqR2rOaymu7W2ugxYz3EkJ3f3kVG5J4531tfZJLp5YAUGCc+Y4QfNyvJI755rd8JaRa2aGDxBcW72ke+aNI5FkYy8AY2hjnaMHNPncUvIn2fNJ36/nc5RrW+09BFLE2TyMDPH4U+x1q4sn4DAdxg/yr2PSofBBuoPsdl9qheRUup5JPnt95ADshQDZzkkGvXj8ErbG1bOyIP8RGf5rml7RvTluX7FL7SR8v2fjhYVBwVYVt6f8AESxT/j8lPHTv0r38/s/aRK/mXFpZyEdAchfyC81YT4D6JGuWsdOAHqn/ANrpNt/ZY0rfaR4SvxN8NpgPM/1Vc9fxoPxR8L5z5k/Gf4B3/GvZ7r4beAbFvKv7vQLVh/C7wo35EA1Tbwj8KISN2teHkI774T/7Nil/26/vRSv3X3M8hHxR8LDPyzuccYUDn/vqkX4qeHF6QXJPsq4/nXssOhfCVTtXxJ4fU+0lvn9XFatl4R+G94wSy8QaRM5/hhe3Yn8BLmj/ALd/FBfvJfcz59vPiTo84P2eK4BP95B/Q1gX3ixZ1JiSTJ6fKRz7GvrqL4R6LN8xuleLt5USA+/JZxWjafCrwnakOsBaTu7BS34EqSPwpqMu34ktp/a/A+Jm1TWJ1MkdncOMZZhE5GPc7cVVg11YC7SxtJMAcK3yqD6nv+VfecXgfw8gdJIDMjjbsdiFwQQeE2+vfNfEHxD8Hp4W8Yav4egkkZLO6dEeTlmjJ3Rk477WBNPbdWId/su/yOk/Zw1OOX4z6W+oDzGnjukiLfwymCRlI/AFR9a7b4zrHbftCaXcnjfFZOf/ACIv/steSfDSdPD3jvQdYkkP+i6hAzt0AUuFfn/dYg167+0Dth+Nmhz9jb2Of+/8o/LmiTurL+tB001v/WqPd/hzIJdMuyOguT/6AldbXG/Dd1Ww1BSQFW5B9MAoo5z9K6WXWtKgyJbuEEdQHBP5Ak04NKC1Com5uyuXuaKw5/F2jQjKu8p9EQ/12isy5+ICKSLSxlfHdyF/kGpucV1BU5voddS151c/EPXdxFvaRIPdWY/qVFZk3xF8VIeBEvt5f/1zU+1j5lexn5HrApK8db4zalYOEvvszeoKlT9MhgK6rwt8WfDXiSdbFpBa3LkBVZgUYngANxyewNONSL8hSpyXn6Hcd6+Sfi7YG117xBBggRaqLj6C4WRumP8ApoK+tQe1fNfx4sfK8V60TwLqytrpffyzGh6/9cjUYuPNSkvJ/kd/D9b2GaYWe1qsL+jaT/BnJxK+qfB6Rs5Oi6urD2juUx/6Eafp/wDxMvCJQfM8C8D3Q5H8qb8P5BeeEPGeiNyZbCK8jXvutX3E/qKh8A3G/wC0WTcj7wB9x/8AWryJ35oS/mp2+cW1+R+m4S1P69Ti9aOLVWP+GrCEn98nI4vxLDu06KeFS0ltI0chz/yxk2vEeh6MG/Oq2oy3U5tr2dU3XNtE4KsSCEXyiTlRz+7ycV0+p6dJHdXejrhRdg24LdBlleJuQR1AFcchV9Mti87GeKWaF4mZflAKuuFC5HLtn3rphJzw7i94PtfRniZnh/qHEMcRTvGnjaTmmmleSSb1aaV7ep3HhmfUL/wBr2mwrA0enSwaiUkZvNIcNbPswu3A3qTmtT4Lahq2l+MksLfybaS4DQS/aI3cqHGB8oaI5yR1NcP4du3gkurMXEkS31u1uSkgjUksrLv4wVyvIPFavhK5SLxPYXOo3TCMzYkkWdoWULggmRWUgYxgg1HPb2T1vFvp5r7txTw/N9eptwca1NNJ1OvK1stG7pvodb8cLXV212HVNRkhl+0QxYaGFoU3FBkYaSQk5U5+lcP4Y1I6Vr2n3YWNJVuYwlwdx8oFgrNt3ANwxODXpfxl07wzFpdnc6Vq7X8/mSpt+3Nc7UWRivDSSYO2QflXlMC6sIHaxWZo+jsq7gOvfacfUU6l41pOzvo9Ip9uu5WXSjicqpxbVlB07OtOGkW18Fmlp02ZJ4k0yfRtdvtMkk3/AGWeSEMUA3LGxQNgHjO3NJpmpyRahBDaWtotxcRtEly4l3CRfnjBxLjG5ATgZrR8ewaQNciu9EkXyLu0tp9izmRo5GiTzVYl2IbeGyDVG2fxW9vE9lLcGCOVS6rMFVkyCynLrxxg4q6Pu12rOzutkl96OHNmsVkylJw5oQi9aspSumk/cate19L6Evhoa9qE+r6LAyzPqEc63McUqpHIbYfaQ58yOUsf3Xyrxk45ArkYLnVIJz5dsoHQ4QcqeCOFrchtNLi1xYdbmkjsxfIJ3WUl/s24ByrDfj5eR+lZWu2MNvq95DaXxe3SeQQu7NGzIGO1ipVSMjBxgV0Tspv07X/rqeJgnJ4aDTWjd71LO6dtuV9Lf1t6J4H1nW7G21KwuNWOnW0tq4eNC+2QSBwMYkQZ3kf9/CccGvftY02I6YDJ47YkPbkhLlOglT5hunfkdR9K+StDNjEI5YlS7uId7PG6vKpUK2TngDCkn/gOa+uIbjwxqPhAatZ+DDEWhDOUsrRNjxsA+MyKxAZSPfFVS1Ut9O+n4I5s1pKFSFRWtNXdm3Z7O7aWrtctNo+njJf4jXyg+l9aj9SppfDlvox0OwZvGt3n7PGCv262AUhQCvMZPHTmugT7EozH4SnB9BFYr/O4Aqv4YugfD+n7fD9wALdAPltBwBjoZwR0rayv/wAP5HnX0/4Yo6vDpI0e/wDK8W3EzfZptqNeWzhj5bYBAjyc+ldpY3EVzaRSwSLKpUDepDDI4IyOM8c1haxcM+j30f8AYlwm62mXcRa4GUYc4nP6VuaeQbG3YJszEh2ccZUccEinHdiey/4BaoooqhBRRRQAUUUUAFFFFABTXGUYeoNOoPSgD89dbOwFemJWH4YI/pX11+zoFuPg7pMTjKk3aHPcG4lB/nXyP4rXy7+6jOBsupVx6YZx0/CvrX9miTzPhFpik/6ue8X6f6RI3/s1RHZDl8TPlDVtLg07V77T71yr21xJbugGWDQuyE9z2wateHdOTV9ZtNC0tw13eTJBCruwQvJwuTtUY45rV+NOnLo3xS1+DG1HunuPwuEWf8vmrmbm31fwzrqo4ex1C2ENxGc/NG4CTRNkE9nDDFTtpcrzt1PS9U+H/iX4dW41/V5bSzdnMEts1ykjvGQVLhMklee3PtXoepftVeG7UxaX4X0y61SVQsf2i4ZbaJiABuAxI5HGeQtfM+oa9qmv3ZudbupbuZic+axPJPOMnFEUgiwUQIRnt69aa9176g3zW00PfdS+OHjXUW2/2lbaZG38FnAGYfVpTKc+4xXP3niuPUAG1bUL7Um5LCeeRlOT2UtgCvMIrpjjJNStdPgHr+P61Ld92NK2yPS9P8T+Ebf5X0lWx/eOM+uMc1tDxN8P7xQtzpQjJ7q2SPXv0+leOG68xOTyMj3ppnnGMOSKNGVzNHql7p/w+1AF7d3ts9nIYZ7YJGcc1zN74RsJnb+zZo5D/DjKnHr3Fcj9umHAlOPT/wCtg/rUtrrF3BOHikwfrj+RppeYnJPdHSxWXjDw2RcWMt1ajHDxOyg491aul0r4ufE/Toxi8luUXr5uHP5yK9YkXjieaxSG4BZlGN3J4A7jFdp4O+IlhbWYtrq3VwevyBgTjvgEfnUu61Q1yvqEf7Q3iqLC3fmIw6jyomBx/wAAU1wPjDXtA8Ya7P4g1WOZrq72ed5ZEQ/dosa7Rhh0UZrpfGlxouoyG7tYViyDkbNoOfwH415+32FpCrAAE/5/lQrvVt/eD06L7h8SeC7eQSC1vJSpBw020ce6gGuj8UfEiDxXqEGravp0c93bRpDFORh1SNiy8jngsTx61htbWaxISoBIB46HqPf05pY47IHBAIyKdhJ27GgPiNqUYP2aDBJySxZzkdzuJ9etVp/H/i2XmO4mQH+4zD+VSxSadESdi8H0/CnLqtlGcAJj6f59aVl2He/2irF418dA5hv7sH2dv8auL47+JLcDULs/U54/EZpyapak8bQPp696k/tiIbtpXn/Dj+VFl2BP+8QN4t+IkmN13dHPv/8AWpkuoeOb4BZ2lfOOpP4YI5q42thUwCAVPGOtSL4mKDdkAfh198/TtRbyD/t5nNXdh4jmmAmSQux2/U4J/DpWnY+H9T01BfXsxiZMOihiD7ZHWtGXxYvmpKBk8Z6YPUf1rN1PxDdak4gThTx05/P+tAK1z64+HetSa/4N0zUZyWlaHZIxJJZoyU3ZPJJxk15Z+0FY5121uBkfa9Jubf6mLew7j/npXpfwqsW0/wAA6RA4wzQ+Yc/7bFh+hzXH/H21B/4Ry/P3UuprZ+O0wRvf/nmauavSt5Dw0/ZYmE19maf3O54v8GJIpPGK6ZN9zVLK6tCOx3Rlv/ZKyvCUj2Ovm2fgjehHuh5H/jpqHwDdvpXjbR5zwYr6KNs+7eW36E1Y16N9D8d6gj8G31GQ/wDAWkJH6GvGqfw4Sf2ajX3pf5M/WcM1LH14LbE4GnNebpuab+6UfwN3x/pT2t1HdpwJkVlb3A3If51wOpaSbayvL+G2aa1nlgnW5VU/dysrCWNsMHA3NwQMdK9r8U2n9teCrW7iUGW3zCSOpKnKfqv615Be2s1xC6WSosgWUszqWDQyKrBTgg5Dxrgn1raHuTaW04f8Ffiedi1LH5bSrtfvsDiLTsk3yp8st+8WnbsY+g3lrY6zY3t1bedFBPHLJH5e7cqMGK4I9sVs69DbaN4xvFa0ltkhvfOSCSIK6xM3mKpUFl+6w71zdqbhZlwELc+uOQR25rsPGv8Aad2NF8QXfkP/AGrpsS7og65e1zbsG37ssPLBJGBRZOn0ve+77f52MISksck+dRqUlD4Y73k0kttlJ38j1f4mXY174fJcWmhXNuuIZzctbxBNpiCk5SQsOY/TpXhMNvDIjPJPFHs52Or7mOOANqMPzr3LSL/xD4l+E7xuNPa3htTGYz9o81vs7hh935d2HPSvD1+yRb1uo5fNQkDYw25BxzkZp1necZ6e8lu2jLIIyo0cThn7ReyrySSjGWndtpu78tDofE00WpeDPDd99kmiaySXTXn2L5MnkszjBDb84k5BA9q5gWGnTW7tNqEMLFT8jwzNgjkZ2xkdvWul0ttRv/AuuabDDG8On3VvqErtI/mqjgwsEAQpgnbu5H41gx/2EYT50V2ZCD92SNV+nKMaHpOE0l06vpp+gU6bqYfFYVurbnnoox2muZXurr4u67roUriQTTQzxAzPdCMRFIzteRUMJKgsjdVJAq98Q/7QvdTtte1uKOCfVrWG7BtyHR0KiINgklWJiJcf3s4rAvby3FrFbwxP5VrN8mWYuCxLdQACMgkY9a09RgspvC1pfRNdXBinmhkjkhuBEv3Xi2uzshJBYlVxt985rsqxV4y018r+mz8z5bLas4QqUlz+63opKKWmt7p7uK1+XUzNMuhbsVhJAfgs+OO4IwM+3419H/DDW/F1/wCGNX8Of2lZQR2lrNJtmtZJZmWKKLdhhPEoDI0bgkHO4nsa+Y7eQGVQtqUyRgiI8HjnJrrdGuNPSKab7NcGUxyImMxr5oIZQSJFLKyB1J7YHXOKUU6bvZ/db9SsX/tNOza5opWvU5mrPouVfmfbi2Pi/A3axZH6WDj/ANuzWf4Ws/ETaBZn+1oOEK8WndWYH/lv7VxNqPgsLKKf7FcSBo1bPnXLk5UHkC4Yg+1VvCF58KH0i2j/AOEf1CeX95832C7nyPMbHzIHU4GBxW/Nd7r72ePytdH9yPTdUstf/su836nC4+zy5H2TGRsb/ptWlo/n/wBmWrXDrIxiQ5VdowVBHG5q4Gdfh7LZTrbeHNQRzE4UjSr1SCVOMN5WB9TXZ+E3tX0CyNpG0amCLcGRkyxjUk/MBkc9RxTjv8u7ZMtv+AkbNFFFWSFFFFABRRRQAUUUUAFFFFAHwR8WtKm0nx3r1i4KiLUbhkB/uSOZIz/3y4Ir6N/ZR1aG9+G82mhh52n6hMrr32SqkiN9DkgH2Nc5+0j8NprzVF8V6dFuF7CsVxjr58KkKT/vIAB/u15T8FvibJ8LPFjT36u+k34W31GJQSyhSTHMo7shJ47gnvis4SesX9l/eujKlHaS2a/E6z9qTTksviTBegYF/YwSMfV1aSE/ogryG8uLq8vFurmVpXxtd3YsxAUKvJ5IAAA+lfTvx/8ADB+I/h7QvF/gWM648Ujw5sv3u63mUvuODn5WjwR1G45r5c1gT6RcS2N3BPb3kR2zW9whjeNxkHKsqkfjSad/66hdJX/rQpXso8w4xxx+Iq3pMsk0bAkjGMZ+ZfyPI/A1nG1upoklhgnkDD53EbFQ2TnBAINaljAbWFUcYduSDxz75qp2jG3Ummm5X6GxHHFKmFRhKOfk+dSByTwAw9TkUeWQOlRRMMjn9aveH/IvreSF2/eWrshBPO0HCn+maxle10bxtezKwiPpSbSo9K2ntbZOrg/j2qCa2tWBZJFH40lfqNxMiVCx3D/P15piqc55zV94E7MDTPJA6EVaZEo2CLIGM1at7hof4jioEXbTJTtBPSq3Fqi1d6kWjCZ/Njx7+tZrTruHJJHtx+X4VRnnIfryKhNycYJzTUdCXI3J9SLpGo4wo79sk/h1qMXcm7JJ/wA4rMWcuR64X+h/rVlA7crzStYd7l0XbYJJ4/rUUtwvBXg/jUKjPBPJ96sRWF3dHbBE8hPZFLH9AaLpDs2tCv8AaXHJbNC3j5PPFblr8P8AxfeYNtouoyhumy1mOR7EJWjD8I/iDK4SPw7qJJ7tAyD8S4UD8aPQVn1OX+2Nzkk+lN+1Owxk8Vt6P4L8Q69canaaNplzez6NKIdRhhQNJBIWdNpXcGJzGwIXPSpj4L8SQ3H2afQdXikP8LWE44OB1KAYpXGlcwoZJZW2gEnH+FdH4R0O61jWbWyiQs0siKAPUkAfzrqPC3wl8Q6pf/YhY3kLuBulktXjhjQ9S0sojQn2TcfavevA/wAItB8Gyx3xd72+QcSvgIp6ZVQOvPU0uWUnpsVeMOuvY7XT7OPT7C3sYuEt4kiX6IoUfyrz34+2rzeCYryPG6yv4JvwYPF/OQV6XXHfFyy+3fDrW4wMmK3E4/7YOsp7H+5Wsl7rXkZxdpJnyBfs2n+IbmSI4MN20qY7fPvXp9a6v4wxRjxvLqMB/d6lbW12h7HfEo/9lrktdIOryPnPmRwv+cSA9z6V2Xj5EvvB3g3X0+ZnspLKZu+62YKo/Q141WN41ofyzT+52/Jn6rl9dt5RielWhKjL1lCM9fnTf3no3w2EfiLwbe6exzK0SSR/7wBXP5oPzrybUrUWetS2chMUTv5bEEqyxXBByCOQVJyPcV3/AMAdSRb9LORsBxJH+fI/UD86z/jJ4d/svXWnQYilJU+m2X51P4MSK0fvUKdRbx0/VGGDnGhnmOy2r/DxUPaQXTVWdvN2PFWtxa3z2yzMGikZOWBYFSQeD9K6S48i78AWcz30rXWnajJAtq8wYJDOiy7kjIyo3ockd+tYmsbVuzPPEzGb55GCg5cHDE4wckjJra8Mz2Mnh7xHpEli9xLcWkVxBKkG9ojayB3YnGVUqxyRTWsVvZ36rsn+aOXEUvYYlpqHNSlBP3ZW+KUW79kpNtrtoegfBm40650vUdL1DVrmzOSYoxeLbRsroyHgjBPIJrzu9hvLW/vYrULeKrndN5Sz8HkkNtb161u/CDUNLtvEXkalpxv4bmFozCtt57scZGFwT1UVQ8ZWEUPiXUIraL+zIt5aO3uEa3fYTlfkI7g0pNunF66Nrpf5jw0aVLMcQrwtVpwqK6lbTR21ve+r0truHgeGG81DUtLvL6S1gvdNucnzREjywr5sSvkAMu5OFNUbYeJhagrZM8BGdwsYmJz33GEmk8H32n6Z4r0rUL6JZ4IbyIzR+UX3R5AbAK4Y4PAqTVdGW01K+ga5t7ZormZRDP5qyIA5wrII2wwB5FXvCL10b6ry/wCDYj93DG1YtUnGdOLXuSaum07K9725bv0OXv4b4/aWd/KljKNGhAQtlsMMDA4zmtTTnurvw3qEEws0lt/JniYmczttPlNtZS8ar84Z92M4GCKrtBAL1rUt532uJocxrglnUgY3bRkMARn0p3h1NFjv0s7K3vtTnvIJLdIUDRlLiUMsbJ5btu2thuRzjpXU5c1KN7307emrPl1TWHzPEU1azbaupJWupJJWbWnc54LeLKPMuYjhhkbiT154xWtpst0tw9ulxGvm/cZIyzqwYFMZZAPmUA+xNYsyabFclQs24P8AQZB68jP50rzaakpZopCQ53fMcZJ56Y9Mina6X+V/yBStOSu7Wa0bj17SifX3wh8T+PdT8JW2mWENpONOihiikkiUEwOgMLNi8BPAKk7RyD3Bro/DT/FZdDhW0h0UES3HE3nAg+fLuH7tiODnGK8E+FN7pGnalpzPLcxWV9EIpZo7G4m5lyCuQZAxScCMEA/f9zj2jwfpOiNoSCbVNZiWOe7j2paTRKNlxKoAzbPjpyM8HjtVQlfd7X62PNxFL2cttJJNaX3XdHUj/hbDwOLkeHxlSMIbvPQ+oIre8MO0nhvSpD1axtz+cSmuAubL4f2chlvvFWs22eD5t3cQJz/2yjFdp4Fjhj8I6U1vK8sb2kLKXYtgbFGBnkAY4HatIu7/AODc55Ky/wCBY6CiiirJCiiigAooooAKKKKACiiigCnqWnWer2Uun38YlgmGGU+xyCD2IIyD6181fFv9nPWTcS654QjF2xJaS3XCtJ33AcAP6joevHSvqEUVLjfXZjTtpuj89YdT8e/Dy+kgt7jU/D10/MkW6a1L+hKnaG9jzWFr2rat4ivpNT1q6kvLuT/WTStudu/Jr9H7qxsr2Iw3tvHcRn+CVFdfyYEVwXxA+B/gvx5ZRwrbro91Cf3d3YRRxtg9VYBQGHpmizTE0n1dj4Qgu7yz/wCPW5mhxz+7kZP5MK0YfE3i1WUW+pXcmMHazmUceofeD9K+0fAH7PHgLwT5d5dQnW9TjdmF5eDKrkEAJCCYxgHgnJzznpj0qKys7dQtvBFEo6BECgfTAFD13S+YkrKyb+R+eo1Xx1JA1y1tLNEFZmdtPRlCgZJ3eRgAdTT9H8HfEDxOo1vw3od9drOzqbqyt3EJYNhl3IBGCMcivsn40+FvHPi/QbfRvBVyLYNJJ/aGbp7YSwNGU8k7EcsDuOQcDivnfVdH+OHwQ0qJIL+fSNLnuGjhSC4iuoPNYFzhCrFSdpJOBnFK9m/d+dtCuVtL3m/K+piWfwR+ON5tYaFdgHj99LbR8e4klUitqz/Zw+NFyR51jaW2e81zDwPU+UZKpWn7QfxosyB/b6TgdprW3bP1xCDWzaftRfFq3x540q5/37dl/wDQJY6Pde/6DV11f3v9C9a/sr/E+XBuL7R7cd8TXDMPcAQYrcsf2UPFIAN94ls4znpFbyS8fUvFWda/ta+Ok5vdB0yYf9Mnli/nJLzWvbftfXOAL3wmfdor09Pobb+tFov+v8g5pd/6+ZrWn7K0SYN74lkkHfyrNU/DLTSVBrf7KkksX/Ei8RFXwcpeWwYE84+aJ1I/I1Ztv2ufDLD/AE3w/qUR9I3hk/Vmiqtfftf6LFn+z/Dd3N6edcRQ5/75Wajlj5/iPml3X4HzHqlnqlnqF5p7/vXsp5LeUxqSu6N2QnOOmV4rPjaXzVExkCBh5hRQzAZ5IBZRn0Br1LwR8atR+Hmqa7rVjptrct4hn81orqVlEOJZZAAVHzf67Bz6VlfFH4xa78To7SDUNGsbBrJ3aGa1WTzCrgBkLNIUK/KCOO1CvZESSu3c6zwT4o/Zr0OBRrWla5qd22N9xqMMbRjgZCxwXGwDjjcCfeuF+KPiHwRqmui9+HhvrK0O4PbTQRW8UeCNvlCJ2Zl65381ya3cbWphkik80gFZFHORgk8nGMZzXUW0PweubO3F1qPiW0ujEv2k/ZbOeES4G7ZiaNymemeadrPVC5ubRSS/AydP+I3jXSomh07WJIFII4SInB64JjJHXrXY6P8AtE/GAPHZHxPHEhwpmuLS1OwDGCT5GT0rK/4Rj4SXLDyPHN3bIev2rRZGYH/tjcP+YqrqHgnwbHbyz6T45028aNC6wSWd7bSyEZwqFoXTcccZIFHupbW+Qvf01uvU9k8H/Ff43aje20134l8JyW7ctDf3ljCGUjO0/Zj5qnnj9a9Og8e/FOXH2ex8I35Pa21twT9N0BFfKdt8ModVhE2leIdHtyoCyQanex20pkxk7Mb1ZOeDkc5FWovgX48uzjSZNI1LPT7Hqtm+7gHjdIh78ikrNbsvVdPxR6h8GPEvjzTvG/jyXRvDEOsXt3f+bfwpqENuts5muTtjeUETKSxwR2APevYE+IXxQiYC6+Gt5juYdTspP0LLXybqnwk+Kfhq0e61TShbJboWaQ3dmxCjLHgXDEjgkYFLpnxu+L0Ris4PEd5txsTzSGHPTJKk/iaErddhX7p3Z9MeI/jl4u8Pokk3w41oIc73kZWRSMfxQJOPzxVLQf2p/Cd3ci08Q6fc6TIdvzbhKoycHdlYmGOpwDXD/BPxr8cPEvj60sdW1K5vtJtJG/tQOlsVVDHJs3EIrjLAYxX05eaVpmop5WoWkF0h/hmjWQc+zAihXfUenVGTpfj3wdrEKT2GrWzrJ93LhP8A0LHrVzxNaf2n4a1SxXDfabK4iHfO+NgP51z2ofBz4b6jIZjosNpL18yyZ7Uj/vyyD9K663tILS0jsbddsEMaxRpknCKNqjJJJ4GKervzWB8qa5b/ADPhLWiWubSb+/bKP++HkX/Cu2KPqfwXRuv9kaqcY7LKOf1lrlPElgbMhD1tbu5tWz1+QrjPHsetdv8AD4DUvhn4w0jG541juUXvnBP/ALSFeVOP+0VYfzQf5J/ofouV1ubIsBX/AOgfE02/Jc/I/wAJfcZHwv1Z9P1yMqcEOrr+BGR+gr2z4z6IuqaNFfxjcJImXd7j50P/AKFXzn4ZuTba1bsOCWx+PUfqK+u2hi8ReBYyi7y0Csg+n/1ulPBL2lGpT62v80HFlX+zs0y/MYK3vcsn5O2/pqz461lHfTJ1jiBmicTZI6KAUlBI567SM0/wTdXsPiG3t4UgL3oezKyOwiIuUaI7tqs38VbXiGzbT9YurNwFWTerbum2QGNycc9Dnv0rjoVutJ1EbZ3W4tJvvgruWSNuCOOxHFTB2i094u+1z0M0pOdf20L+zxFFWtJJX7We+99Dd8E3t/oni60McSPPFcCMxvIUUkNgqWCsR044NdJ8W4ZP+EkN3rEBgeeFSHtnadXZRtwTMsBBG3kAVzPie1fR/GN01rdvNG0qXUVw2wu63CrKG4ULn5+cCu/+K9rqbaHo+v310dThuI9qNdJGpBZVYFfs4hI6nIbPNJpeznF291p7O3Y43KSxeFqr2i9rTlTvzQu9FJJX09U7Hk6SEZKKRggg7huyDxgYP1rqvHMmn3Guf2xqfnifWLW21Ai1ZDF+/iXdguobO4HcOx45rkUZ1fepBPYbc89upNdXrN27+FNA1BrO3ujGbrTi0qN+7aJ1nVV2SKcbbjPzZOc9qunZ02k+z0T9P1JxinDEUajVXVyhrKmnqr6NecTkry5SFre6t4NiQuNjE8ttYMN2AM9e1M0i9u9H1p10uOMXFrMJVmfc2zyGyGA/u88inag1zNEHKIoJYeWqcDAB75OKrM9x9vt5G3CGeOJ5nC7mUkBX6lSTlScGuul71Fx8n087rRny2ZXoZuqsm1FzSd562sk7yV9NdSfxdp+o6T4hvLGdIJnjmOZkjIVw2GDgHoCGyBWUx1YlxHEoGTj5AM4zjqOa3vFX2S6WwvdO326taxR3AcsqtPCNkjDJIIOASfUmualhthKxmuQOTwN7Y/Sik7xS8+yX6hi4qNV2knzQ1bqSkr6d1rqdt4Subi6s5rK+uLe3+zYlj84zsWSUrHMQIZML5eBN93nafpX0V8Kp7G88HWcsukWN1do86XDDTbqQiQTOSpkFvIpPI78cV8maDeaXpeqwXdy73cKECa3G+NZYiNroWRsjKnqK91+BviC3gubnw4b6SeK7eWa3la/1GEb4WIYKsCqHZkZXPQ4GT6VfwzbezOHEx9pSjJNXS1smtrJ9Ee5ve6hZgHSvCkNyCCTsH2U7vTEsC/nWj8P7i6n8J6d9pszaMkCKF3KykDjK4wR7hgDWPEse1408QJZydmkuL2Xbjqf9JugprT+HCyDwpa51EalGC6xzDYcBJGUjcnDcjvzWkfi+Xl5fM4Zbf8P/AMMdVRRRWhAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUxpY0+8wH1OKAH1y/xJ8MXnjPwRqvhvT5Y4Lm9iVYnlzsyrq2GIBIBC7SR610BvrResyfgc/wAqY2qWQ/5aZ+gP+FS5R6tfeNRluov7j48vv2ZfisdRFla2NsUBAN4t2qwEEE5wcSYGMH5K29O/ZI+IEpH9o6zplsvfYZpm/WOMfrX1K2r2w6Bj+H+Jph1mP+GNj9SB/jU3gupShN6qJ88/8Mh6mIv+RphMncfYW2/n9ozXNeLf2ZvHPhvSrjV7C9s9VS2Xe8MYeKbywMs4D5Q7RyRnOK+qP7Wc/djA+p/+tTW1WU8EIM+v/wBc0nKn0ZShUfRHwpYeCfHmrWr3ulaJdX1vG5R5bVDKocAEglM84I496q3nh3xdYHbqGi38BH9+CRf5rX3gNQZBtV1QeigY/QVHJqKtxJLkfTj8sVPOkv6/zGqTb/r/ACPgEx3av5bWsyMSBtaM9ffIx+dWLbSXuJhDfZsoJPlkuRbiYxjqMLH83OMfjX29r3hjwz4u0+TTdWtI54n53IPLkVgCA4ZQDkZyM8e1fPXiT4b6bo3xEPgvR9RmEktkl5brMiM5UiQuu4BVONmRnFHtHYHRX9aHkcXheeG8DWszyxI2VJRodyH6tlevSlXwXI7EmVYgSfl3FyPToo/Ou/1OHwjpcNtdwanNrC+S5vIrUxx+XKkhUAtsfaMYYevPpXonhr4Z6PJpi3eu6BrJuSNzxeYgiVQAQ3mSywIR3zjFN1ZLUlUIvSx4Gvg+1T/Wzu2PQY/mRU9v4X0+RxFAkk8jcKifMxz7AMSa9Zvfhlr2q2NrrXhfQre6tReSpHbt5cMpty6lJGd5GLlcEHt35Fe1eGPBWl6Np1uZ7NI70oGuPLdgocgEoNhQMB0BIpOq3YqNCPVfqfMek/B3xZqbD+z/AA3esp6NLC0K89PmlEYrqbH9nD4gzkB9MtrUes08Zx+CNIa+m7e5e0jEVuFVB0XAxzyferC6vKPvxqfpx/jTUovdsHTknok/6+R88W37LXiuXBur7TYMf3fMkIHsPKUVQ8afs/a/4WtLC4sbpdV+13UdrKscRj8oy4CNy7FgWO3t2r6bXWIv442H0wf8KlTU7RuN+36gj+mKr3GviJtNO7jdHC/DT4Uf8IBJc35v3ury9hjjlJRUVQp3EAAMSdx65q5e6f8AGG3vJZdJ1fRLq3ZyY4Ly0mjZVPRS8MpyffFdsk0Mn+rdW+hzTzVKK6N/eS5NbpfNHgfxK+Iv7QPhK9s0tNAtJbcQs802nQXF9C53YwzFUaLGMgH16ntgeHP2nviLe3Y0+78JG/nHVLGC480Y4OUJc19N80gRQSwABPU460cr7i5vL8j4j8XXFzey6rc3tlLYXEuqNcyWkylJIfOMrFGVjkffHFdR8BrpW8QX+iy4MeoWTgg9zGRx+TNUnxytjB448TLjCyCzmHB7pb556etcx8LtQOmeONJuCcB5vJP0mUx/+zV5mJfJi6b7pL9D7vhtfW+HMZSf2HOUfWMVNfijGljfS9XeBxhrW4Kn6oxB/lX1p8ItTGoeGRaE5NsxjP0b5l/Rq+ZviPp39m+ONVtwMBpzKv8A21USf+zV7R+z/qo2m0c5+0wKR7PDkH8w36UsE/Z4mUPNr+vwO7jCl9eyCli0ruKhUXzSv9ybfyOP+N3h3+zNbkuYk+RsP/wFvlb9RXjuvW8McsF6wLtcoS7kZPmIxVhwPQKR9a+sfjVoiajpEF8ihgjvDL/uyYA/Jlr5g1W2C6fcwhN1xBIGTA5/d7llUkA4G0hvwp14eyrSXR7a23Hk2K/tTIqU371TDPkldczstNt9rPQg8QrpU2m6JqVpD5DPaNBc7YnjR5rdyN27aFdirLuI79a7NpfD138N7eXSGdNYiISby3kVWXkkkswTp1A5rlkuL+/+H7QtAHi0vURJ5glUtGt0hUrswPlLRg7s9a6LwtqlzdfDzUtDeGYQiQSmRdh5PYDcSR/ewKm9r6vWH8y8tv8AMxqQvGHuq9Oum/3Mvhb0Ta6crXu6dEnsefEnzDhzvz/fP+NdjZJqk3gq+SC9kju7a8tZLcLdbDJDIkqTgfvQAAwTr+Fccy5LNtYquAWA4GenfPauw8DRWtzFqujJIJpdV0y4t/JELfIYwLhJMkqCQYc4606N+71X8yf5BmMYqk3GMFyuLdqE1opJvV6Wte/daXRyN/EQ5WaXzHIOWMochuOpBbPSs+W3hktIJJrgRG3eRCwG4MCwdepU5+Y5HpVm9mtljQCT5IxjzNu0tkDkgknvxWesmn3FvPGd7qrpMfXPKfLgf7fNdeHv12tvdPr/AJHzWd8s2pQtzxqbRg4uzjHXVvtojfvDqOqeFTNcPbi1025+RYztlX7YNxAQlsp+6yOmCfeuWlmtFZsxNIQxzucD+Q6VvaJNoNxaXlpqVvLEXtSLQwwLJmdGDJ5pbDCM8gleelZmpW2pafOscloEaWNJkZIgdySKGU5Kk9D3ojFK6030su3zFXrScoOcmm4XftJWfS9rLuUorqJdrQWSMT6s7EeuQDXpnw/1fWdHis9X0tRELW5kkeGOcQSF4V3SY3QPgSQu0a89VPsK86j/ALWIHnTm3Uju6oPbpzWro13HYoJp78+YJInYK+duxshhlGByNw59c9qqaum7a3XT9TljaVot3Uk1Zzb7dEtEfZ1vrenSQpLcTLOHAdVt9fkeQ55A27oBn1FaPwwm0+48PefZWMlnI08wm8xPmkImkCt5gLLJxxkE+/NcP8GvE1xq2jR+HdLu9QkNijPbuTYLEbMyEQjPlSOWCkBv5813/wAPV1ZNDlXVHSTF7e+WwAWT/j6m3iTaAmQ+cFcAjsK0hdtPy7enU86ouW8b9e+/yOqooorUzCiiigAooooAKKKKACiiigAoopkkiRKXkYKo6knAo2AdnvWJ4p8V6T4T059R1adIVH3Qx+8ewAGSfYDmkvfE9rBlIBvYfxHgfl1rhPFel+H/ABcF/t2IzumfLfe6lNwAO3awHasatayap2cu72OvB4VTqRddTVK+vKrtryuYp+Pfh2+mYy3VxEA2AHt5FT2OUDD86dL8bfBVrOkNxPK4cZ86GJ5EGfXA3g8cgiuB1v4XeGxJINA8QRW12CcQTTxMS3937yOPTmvO9X0XxDot82m6uGhlxlA43LKvTKNghh9K4pVa0dXZ+e/6n1eFyTKsZpRnOMrfC7J+qTWtvJn1Bp3xH8Eamiva63Z/PjCySrE3Pba+05rora7gu4xJaSpOh/ijYOv/AI6SK+M4NHuCpL2y3CZ7Ha4Psf6HNPhgm0+TzNPu7vTZByPmdf8Ax+Ij8zUrFNfFEdXg9Nv2Nf5NJ/fZr8j7IvZb2OznfTo45bpUJgjlYpG0gHyhiASB2JFYnhG98aXLXp8V2kVrGDH9k2ujOSQfMB2Ko2ggbSRnk1846f8AEn4laO6Na69LdKowEnZLhSPfzATXSWX7RXjW0KpqVjYXeOpCSQsfxV2H6VaxMHq7r8jircKZhTTcYwmvJ2f3OyPo8PTgQw5Ga8Ih/adIUC58PfN3Md1x+TQ5q3/w0/pgT5fD1yX97hAufqEJq/b0/wCZHJLh/Mo74efyaf5M9sEUec7B+Qp4XH3VA/AV4PJ+0/ISfJ0BVAPG+4Ykj8IwKzrv9pbxNJOWsrC0gh7RvG0rg9/m82MfpR7en/MvvQR4fzKTt7Ca9bfofQ9wbtbeRrREknCMYkdiiswHAYhWIHqcV8d/Hi88WXXjoyeMbC3069W0iWGK1l81GgDSbHLBm5JJz06dK6e4/aE+Ij7vss0EO7OP9HjO0H0zuP51wfirXdc8capHq/ie4+1XCRLArKiR4jUswX5AB1YnNL65Sg97/kdFLhHMK+k4qEfXX7jnLDUZ7S0ubKIxmK5I80MgZjtzt56jGc8V9FaNrP7UlzbRxy6Bpstm8SgfbFt41aIqAN2LgE/L1GK8J+z2UZP2e0UKQMiVi7EjOTkbMdegroLj4h+PJoEtTrV2sKLsWNJCFCjgDrnHpQ8fSfQt8F4yFuSat15v0sfU/wAP4/E8ejsniWw0fTdrZhj0eVpIjnO8uCu1T9GNbtxqukWoJub62iA675UXH5mvhpr/AFeMnF3Ovt5jY9em7HeqcnmyktK7OT1yTU/W4vZD/wBVK6fv1UvRP/M+2Z/iF4GgJD65Y5HUC4j7f8CxVCX4reAFO2PWrFzx/wAvEQ6/Vq+LjCPSmeQx6A01iL9AfDXLvUb9F/wT7RHxO8M3BK2V9aTEdknRj+QJqpc/E7TIgf3kZ9MH+ua+VTY6LeadFc6fDLHd28eL63dtynGALiJhg4OfnU/d6jjpW+2XARY1kkCoAqrvbAA6AYIp+2b6ELIYvaTTW6as/wA/uPpy6+LdsQVicg/3kwCPfkEUWPxc1KNg1leLMQRut7vbscdwHRVZW9Ccj1r5v07RvEmrkf2XY316T3hjlkH5gECtG48BePbBDNc6DqEKDkuYXYAep2gmmqk73imKWT4Ze5OrC/Z2/K9z7R8IeNNJ8Y2LXFgWiuIX8u6tZOJIZByVbBwRzkEcEEEV0NfE3w98eal4C14aldyTvFsENwjEhggYFSVI525OAexNfYvh3XbLxHo9vrGnyLJDcIGVlORzXTQre091/Ejx8zy2WBknH3qctn59v8j5+/aA09/+E5nRVwNR0lGU4PzSRmQKOAT1iFePaVdGxvra9jPzQSpKv1Rgw/lX1B8efBd74j0S21vRI/P1LS9/+jj780D4LBRjLMpUMB6Z74r5cS9sYrpotQgEDAnejFo2B57EgiufGYWVealBpOPftuezwrxFQyelWo4mnOdOrtyq7TtZpptKzVj0D44Q7fGCXyfcu7SJx9RlT/IVofBfWWs9SgXPMU/A/wBlgQw/ImuK8U+MU8QfZXvrmGZrWIQxlSBhR0BwRk8U7wr4r0PSbtJ2lEDKQwkEpBBC8HAI7jjNY/U6irOsmkm7269P1PR/1swU8oWW1KNaU1T9neyt1S1vfayeh9Ya5Zrq1tq2jdS4guIe+N+AcfjGT+NfL/jWwfQvEk5MfDb0kT1JXZIv4g/rXen4z+ClXz7jWXMzR+WzqZWfYMkJnBHBPH4fjxOu/EnwDfTSywNI7yAfO8KkliAGOTk9s5/+tW9el7e32Wuu/W/l3PMyDPpZMqkHRdalVVnC9tbJN313tfbc4zRYfElrBrOjLE09pJFGbraUVdqSBomLmJ8ckEEY61t+C7XxILHUUYeRZRIWk2RzXJGVYnJtzheFJ5rD1bxFY3EF3FpV08InA+UEqr7WBVZAmAw46HvVvQvEfjTQtAuYoNMkksr1cNdwSvGMEFRlgGQ9SMHnmlKFOO/Je3VJE0sVmOI55UI4iznok5SfS19dWlZLToc1LdyRKzEAEylPKAblVCkMc4I5Pf0rtvhZcLda3NJYwSw3FhZXF211HIuVWNCHyku1NuGIPU+1cb/aF7vLTaZKwJ5/eKevXqprodF8cwaFDcraaPcpNdWsls7oIEOJBhgx2sXU9xxSiqa1i4fJr/M1xFbMJwlTqwxjcr7qpbXpa2qMHUJoXQ3NvHEiO8m1NuAFKrxjsOOlWvC2gz+Inlt4J7ayaQhQ8gLggHcQyjJyTtx071nz6nLcSB0sNoQ/6nIGcjA4AAGOtMS61QJtgs1gBYndvYHkAc4OO1ae0ivtQTt5P8LnDLBYyvpSw+Iabu7qWuiW7SV0zVn0m50/TNSeeWCS4h+zw2/k7sMZHZnlHzKQQE2kEY+b8a5iS31OZjvkAHbdIB/7NWqZdflsm01miW2klWZ1WMFy8aso+c5cDDHgcd6hXSLxSWeQqPYBf160lXhHeXM/JNm39hZjVt+55IxVryaXbV3d+nYorpkzoDNPGuBjks2Oc9ACO9WrWw0jaj3t2qEMM8KPlAweCxb3zikfT9OX/j5uNx95N38ias2C6dcTra2iRyOgLF2jLcDA535HsKbxCe0W/lYSyKpTt7bFYeFk9L8z18kkd34O8b+BPCl3ay6NYRz3uJI3muFkng2yNn5k8pG+UAAFcnivq/4YwtD4J052VIzc+ddbI3Z0T7RNJLtUsWOBvxg8joea+P8AQdJin1SCSWR0kH+rNuFhbeoLIo2qACSNoI7mvpX4KeLba5gu/CV44bUbZhcx3Bzm+tZVUx3HJ+/sKB/wPJzTo1bzs1a+iu767nLmOWQoUfaUanteV+9aLSS769Lnq1FFFdR5IUUUUAFFFFABRRRQAUUUHgUAUtU1Ow0axl1LU50traBd0krnCgfz9gK+e/HX7Qd3qN49r4VgUW8XypJKjSO57ttXCqPTJJrJ+PPxKTxDqb6NbzMuj6dKyIsRAa8nT5ZGz0Ean5Q31x148YufEN4AFtFjt0HRUQHjty+41y1pVK1403yxXXv/AMA9nL1l2XqNbHKVarJXVKNrRT25m7XbXToelSfFvxocCaSGNj/z0tNo+md361V1D4q+L5rdrWNIrec8/aI1yduD91WLDPvXA2niPUGcJOFmXvgBWx3/ANn8xXe+Drfwj4jmk0fW7qXS7liEhuGA8uN+ySIeQp4wc8Vyzo14u3Np3vp8+3qfSYHM8gxMLqjyTjryuOum7SV+a27Su7LY4rU4DJMbo3Aunn+eWTGDvPLZB5zVSeS7lZXmmkkK/dLsWIA9Mk4rufG/gPV/CV+lrqkaDzMmG4jOY5l45H+1zyOtcpNamI4ccHuOlc9TnptqWnkfQ0MNh8XSjWw8lKEleMla1vlt2a6dTR0CVdSf7FLOILs8WzsdqSN2jZsgKT2PT1x1rYjtfEvkE3Wmu8QJDDhnBRirZXO7II5GK5N7V4gGxlW6MOh/+vXovhTxhFeWR0/WZ1iubdP3dy/Hmxr2cnq6joT1Ueo5Kc4t8stH0f6MjFUMRRj7SnFTtbmVndLurb+fbc5Q/YrhikkSg564ORjr71p6J4bsdW1G2sLi6S1iuJBH58ylghI4B5zz0FWPHMmlRpDdRlTfu3PlEFZY+u5scfQisa0vGlgIU5RhyD1BH9ad1GdtGJVK1ahzQbpuV1d2fK9r6rW2+p3fjD4Fax4X0mfWYbm2vLS2QyS5Xa6oMZIB69ecGvLzZ72+UDB9On6nNdBqXjfxdqGlx+GtT1Kaexh5SNiPnGdy72xubGOATxTvBnha48X6nLpNpKIZ1t5JoiRlWZCvynHI4Oc0VvZ1akY0otX0tfqjbLYYjB4OpWzatTqcrb9pCLSUNLOVkterstF1OdGnzFxGqbiemOn5nil/s64VihjOR17j8wcVczPBK8UmNyMVYe4yD/KiSW4AD7sKSQMH0x+PeueXKle7PXjhk0pJKzK32F4+WCnIPGenvxxSC1jX7z/goz+pwKV5WY/MSacrAYJ5FEbS26dylSitH+AzZbr0QsfVj/QYppcDPAQey/1qVmQHIFVZAXYk8A1okorRXfoY14pLSJs2WgQazptvcLKsMz3LWh3hsSOV8xORkA4O0D2rNn0eGw0m8ubyOT7TBdpaqpIAjba7MHUjPO35SPQ1oaPqM8eiX+m8FIXivohtGVkjdVLbuv3SeKzda1Se6mvmyAt7Iksi9fmXJBB/4Efzq04ppPdo8mvTqyjKTSXK9H1tdO3TfVW12MYz5PCgfhQ1wwHFQ96cQSD6Vaexyc0nGSudP4budFs59JvtThE8E8s1rexsMBY3AUSqQch18zIPt6Vy987213NahlcxOyblB5wSAecjtU2WFpGoJ7n8c/8A1qrSS7pQ3fADH6AD+laUpJprzZxYyi4TjVTd5QV+21/vuz1P4bfHK+8DaFFolzYyajDHPK6KZViCQuqkIpKseHBbnjk16pp/7Svw9uHiW6ttRs2fG8tCkiITwclHJI+gr5cAGOSKN6ggZP51oqko6XOGrk2FxN6jUoyk224u12/LVfgfX3xA8IeGvif4TbWNDaG4vEhabT72DBEuAT5LHqVbGCDyp968h+GfxL1Pwd4W13w3ZylLlofO0wuN3lSO6o64OR8u7IB715/4Q+IvifwTeibQ7144S26S0c77eQ8Z3Rk4yem4YPvRHqTat4huNRRBCL2WWVolOQu9jKV7HAPSirWslOOklpp9xOX5M5SlhcRJVaPPGUb7qzu012dvTc7bXfiX4kknWz0XWb428caK9xJLmSaXALv91SozkADsOtJ4OtvEvxB146Tda5drIIJJlkkkaQnZt+XDMPWuHjzjNdP8OdYfQ/G2kX6khTcLDIPVJv3bD/x7NcsKsp1I8zdm9VfofV4rJ8JhcsrPCUKftYUZOE3CMm2ldXutW2rfMm8ZW/iHwvqd14WvdRkuYzGnmcbVdHAYKRz681yZsbZusSjr+vXvXq37QGnfZvFtve9Dc2igjHeJmX+RFeYx8HmssVOrTrSipO19Ndkzp4ew+Dx+XYfEyw9LnqQXM1CKTlHSTsl3TKo060HAhT8qU2duvIjX6Yq+6AYIHBFQstYylVu7ts9b+zsJBe5Spr0il+hX8mBUIEYDZ4I9On/16gvrAhmk0+Z7cyqCfLYgH/ZIBAJB45qd/wB2cnof0pcA8flRCrOLTT/rszkr4DDYmLpVKasumzT6NNap9mjEj1TxLpM4lil3kf30RwfwcEVuy/F7xJc2xsr/AEnR7ldoUSNYxpIMdw0Zj5qJ49wIIzVV7KJzygrrp4uytKmte2lzwcbw3WlOM6WJqPkd4Ko+Zx9G72KEniq6lYv9gtwSegMgA+g35preIdWlwIoIU+iFj/4+XrQ+wwxo07KCE5K8/wBK93+GPwm8MTeE7PxJrtvHqdzqYEsMKuRFDEclc7GTLfL827p0rWlKM78tNJeZ5ebzrZZCLxuNqylLSMYbu276JLvc+dvN8SXfBldQePkVYxz/ALoWrVn4D8V6y/8AodndXjnr5cUkn6hSK+wdK0fRNPOdO0mytfcW8RPpk5wc10Ns0mzDytg9FBCLk+m0A1rG/e3okfP1s4pSu1SlPzqVG380v8z5EtP2fviPNbm6fTPs8YGf9IkSNvbgtmvWfDHwEsU+FzrFF/xUzym5mdwNytHuX7KCGYbCpyCOrEH6ew3rSwRyToFQxKXbaAzFRycE5OO+aqQarDoOoxC8lP2e+uEt0c52rLL/AKrqO7Db9TWkJJO0m2paa9PM5K2Pq1lFRhCHK1JKKd3bo7t3TPl1YZLSYMuUlibPPBV1PH4git97++0mSHxJob+VeaHdI8R5w1nfK1xCrYxlQxlhI9MCuz+Nvgc6RqP/AAlGmwn7FfN/pe3kRTk/ePoH/n9a5DQ7c34t7UcjUrDUNOx/02s9uoWx+uSVHtWUoSjJwvr0f5NfM9enVo4jDKpFLlknzrtZap+iv6n034L8Waf418O2uv6cQFnXEsWcmGVeHjb3B6eowe9blfLvwW8byeD/ABUml3DN/ZOuOsTr1EVyeIpAPQ52tjtg/wANfTltd2t2nmWsqSoCVLIwYBgeQcEjI712YeuqkUm1zLdenVeR85mOClg6zik+R6xfk+jfdbfiWKKKK2OQKKKKACiiigBDXIfFPxKfCngfUtSRylw0fkW5Bwwkl+XI91GWH0rr65D4m+Bm8feG30iC4FtcRuJYHcExlgCNr45wc9RyP0pTvyvl3HTaUk3snf7tvlc+G9Rupry5aRzkn5VHZVHAA/kBSR6PdTq0hGwKB8p+8enODj1rd1vQZPDmvXekTSQXM9lM0MksLM0QdOGAJVCcHg/SqfkuQgZgQpzyOSTxnP8AjWUbJJLYuTcpOTd23dvzZTGjNA4LPswpbcSMYzjjBbjnvURiuYpBNBKQScjH3WKjGB68Gtu1u2tY98qNv80bdrIqbScuCCoAHJIOeDVjUrEpbHezRsjqsisqtzKxKlcM3HPGCehp2vvqOE5QacG4uLumtGmtU0zYHxD1LXfCMHhbV8SLZSq9tM3MkWAw8sk5JQg8E8jpWOrq4KyDIPUVleXJazYkHB6cgl1POMjjcMZFXYW8xgm4Akgbu2DjB/XNefjIOEk3rF7f5f5H6TwTmtDGYSeGklCtBuc7ac1/tpdLv4ktL69R7KbUlMb4n6r/AJ6GkMIQiWI7kPfuD6Gr2r6VqOg30mn6lFskXoequp6Mp6EEdKit5IcFCuNwwR61xuOttrdHun5H1FHknGNSnJSi0mmtmjMuovLYOv3T09varGmSmOYxE/LLx+I6f4Vae18//RgeWP7s/wC0eg/HpWSpZD6EH8sUneDTMMTRipOK2krryZsaxFEmx0Xax5+oPWut+C2pLp3j/TWYgLcCW3Yn/ppG2P8Ax4CuOvLyK8tIn6SJ8pX+ePap/Dt21lrWn3aNtMVzE4Pph1J/lVQqRhWhNd1f7zCrhniMtxOGe9SjOOvdppP77HX+BfCsHinxtc6Tc48sSTElugwzEnr6A4qL4reF7Lwh4gXSbTb/AKoSMV4GGPHBJx07Vq+A7l9N+Jl8ijavnXKn6FyPp0asr4qag2teM7+7uMAxxBVwc8Jwv5960nGCw8ko+/7Rq/l1OfD18ZUzqklUf1RYGM/Z9OZ2Sf4/gcC5qSEbztBwe2e/tntUTmmk1yRbWx683aT1LMiSJywyD/EOR6f0qBm59qQSuoKgnB6jtTXY9TzmtFJ3vdkTndO5PaXAtpZCT8k0MsTAe6HHH1waz7nkt9BUucOPxqOVl3uCOCuPxxkfyq95r0OGu0qcvN/o/wDMS1tPt4iQLiRpFiTy9rNIWIAGzIJbng1Z1/wzq2gDzbuIi3dtkc25CCcZwdjNtPsayYJJIZ0nRipiYOpUgHcvI6g46Vra54t1bXLCOxvBAsUTb/3SbSzAFV3ckcAnGMV1NU+RfznzLlj/AK7Jq31a3W19tWut7/IznGLWLB9c1RPU1ZLkxKD0H+AqqcEn61NJWb9WdeLkpKH+BL7kl+g8OWAHpQzEYpFBoYirld7GUfdhbYjLEkmt/wAM7TegkZJyB+KsCf1rBxwPWun8K2xYJdhukpj29/uE5/Ss6jtE3y7XEK76N/h/wRUJ6HqM1NGZEdZIiVdCCpHUEHg1CTiZv94/zNTLnHHB5rCj7zd+h9XFc8Gu6Pcfjog1Xwd4d8QgBmJG5uOlxEr9fTKV4gpI/CvbJJl8T/s9Bnw1xo5VST2EMwA/Hy3rxLgHNXmFueFRfagmeRwU5UsFiMHLfC4urS+V1JNeTbbRrGMSQhHPQHBx3xxWa5I+UjnpXRWVn59oHHYoT9H4P6isi+s5Fm2xqWZmKhQMknJ9OazrJ8rknt+R71LEKUpRk9v+HKDAEEEdag+4cHp2P9P8K2rrwv4itYhNPYTBSM8LuI+oGSKx5FwSjr7EHtXPSq06i92SkurTTs/VXMp1adf36M4Sceqaa9HYXNNKg96dBb3M8hhhUyNjKgfeIHp6moySpIPBHXPaulLuroz9rGTttJbrqv8AgE1m0CXCNcrviJxKnqh4bGe+DxX0T8L7eSL4e2Gnwt5ws2aKNgQd0azTMhzwPusDivm5jXuH7PviE3dteeF7kkG2/wBJgPcxtw6/gcfnXRQlq49z5LjfAuthY4qOrovX0dk38jpvEt3rljaefpEgSSFslHztdP4hzkZ9MVu6NqviaSyhWPRFv1WFZPtIdAssjDOPmK4xjGKreL9ttpE32dFM7kBHI5TBzxx145+td94ZurK90OyntGV0aFOQO6gBgQOhBBBrrowUnvZnwFSXKlpc4+8ufGT3NtLdaR5NsTtmfzo3EUTgqx2I2cc8k9KwvFuljVfB72F5N9nLW8ZWdTjy543xHIWBBwHAyfSvU9aghm024il+VJY2Rj0+VhtP5ZrjPFdjaXfh2aykdUgu7S5j8xjgBXDMrEkYBxjJorQ5G1voaYKp+9py2tNdOzX3kPgPXYfiX4Hls/EUQN3Dv07WLc8ETx8Fh6FgAwx0P0rzhPB+oeEPEem2UwZorfxRZC0nI4mguoJkYjtnaoDY7isnwN40m8FeLbXVNRkBstXk/snXGUhkW9tsLDdbhkYZHViR1y3pXqXj7VYL7x94L8I27BrlL6TVbhf7kFvDKFJ+pJx9KqMo1Ixk/ii0vW7/AKf3no4ijWwGIqUqf8GtCU1bZJJ3t6NW9GvI8K0u0eHxbbKhytubicL6BJTDG3HuDj6V7J4K8SvpF4s24m1lIW6TsuTgOewIJ5Ppn2rx7R71ZfG2pqOUhhSJMccIQDge5Yn8a6nw5q8mmX37wiRJARLGekiN95T+HT3r5XMcVUoZpCrCTgqXLtqrO97q+q7+R9HVwSxOAdFwUnKG22r1Sv0a6PufToIOCKKyPCt4t9oVrMH8zaDHvJyW8tigJ9yFyfrWuK+ypTVWEZraSTXzVz8/qU3SqSpy3i2n6p2FoooqyQooooAK4f4weMj4L8EXl/bymK/uiLWwKkBhNJn5xkMPlUM3PpjvXcV80/tM68L/AMVad4diIKabbmWUj/nrcEHB+iRqfxqZuy0HBXZ49bWjzs0mM855PJzyTk9T3JrVtbLT0G28eNHPI54P1yas+GtFu9f1ODSbA7Wk5eQjKxxryznHp2Hc4Fe1Weh+E/BVgrNbo0hHLuiyXEp7kkjgewwBWEpW03ZvGN/Q8Nu9HheE3Fm4dCwDICGUkcjGPp0NUYW8iS5e4lIESCSMsAyb0DEJgsNvUgMPX3r37+wvCvja1llgtfsVwhA8+NUV1JyV37CAw4ztb8CK8c8d+G77QdQltruNUywwwyysDyrjOAVP+eacJXdhThZXRyep21tJcXBtgqFSvkuAFXdjLL1x1HO2q9rPucjGMckehPLL+uRWrcywmymtg2THFHtRiGPmEkBFyMgYGQO2awbpBZXR8jiNsMgAAGRkEcfWlWpe1g49d16rY68lzKeV46liIv3U7VEusW7NfdqfQmv6bb+LPg5a+Jdoe7s7dDJIRllaF1il568gZrxQgYr2P4AazZaxo2s+CNRO+K6iM0YJ6o6+VKB+amvKNZ0y40TVbvSbxSJbSV4nz32ng/Q9R9a4sTBShGo1raz9V/TP0bhjFeyxGMy+TvGM1WovvSqJNW8o6J+pWVyozuIIPH/1qk1Kwnu7sXdlGWF1A1yyqOhiB8/8ipbHoRVfOVFdF4P1EWN/b3DqGFnMHIYZBhnBgnBz22uGOf7prjg+aag9n/X5HtZjzRoOrTXNKCbS73W3321OSQnB9OKmhJUjHBFXdf0o6Rrl3pkfKxyHyveNhuT9Dg1QXcDzxUVFy6dULC1Y1IxkndSSfyZ13h7WLibxP/aMxXzrgPvIGAWK56fUc1T8UzvNqt6zHnyk59c7T/WqGmTi3vrabptkXP0zj+tT+IpN2rXuMY+Vfy2/4URm3T13u/xRrOjCFdShFJexUVbok1ZfJNGGTTcUGgZOT6UrWM3JN2YoVmYIvJYgD8asajbW9rKIIX8xkGJW7b8nOPYetVC2Dk0sjE/WtIWs9NTKTu99F0JvKsza+cJHE4ZVEZGQS3O7PpweKoT8OTUgb5h9ajnBEh+taLWUbLp+py1H7ktb6r5aFJvvdKsRWTy2Mt0eFVWx74HNRNE7EFVJz7VrJNEvh+S3jXD5COzMg5c5OF3bjwOwraKXXpqeRXU1dRV23b7zImTES/QfyFVjzxWrf28aRCWGRZYywRSPlYkKCcoTkDnGfas3HzUoPuPEwtJJbWX5Agpsi81ItKRmrJ5FKNiDFdV4UdQqxyHCKTKT6Y+XPr3rmAK6bw2hCluxjbj15H+NZVXovU6Mspr2zb/kf5oZOAtxIByNxx+ZxT0fpReEfa5cAY3kVGtcvM6cm0fSUnoj2f4LOus+E/FfhCduLiESRgHn50dGIz7qteRSAbyB2JFdz8EdXGm+OraGQ/u76KW3b6ld6/qg/OuZ8V6a2keJNT01l2+RdSBR/sMxKfhtIxW2Il7TDUpfytxffujzcsgsJnuYUfs4inSxMF0uk4TfrzJX9To/CURvbQRIcko8ZB9SCVP/AH0o/Or1ukOmeI7e/nRWtYrrMpPG0ToVjb6b3XP1rJ+HdwP7RW3Y4BkUfQOQAfwbaa7f4l+H10a5MsSbre4WPKHgFGDoyH2xgUOj9Zwsk3ZOLi2ul01fUwzLEKnmEsDKXK8RTfJ+F1fvZ/cdELUXjpFG20sO/AOffOKxfFPge1clNYswhb7s3Qn0w4/lzVLwN4kj1KBtMuJS1zbDCOessXQN/vDo/v8AUV3Flr8iQNpWsqLmzYYCvyQPY9f89q+OwlGODxFTCYirPD1Yv91UWsX11W9n3W3VHh1547L637tXUPihdqTXeL2fo9+54Pr3gjUtHJurAtcQr8wZeJExzk46/UfpWet9putIIdaP2W7AxHqCLlX9BOg5P++OfXNe3a1YQ6XMt/o0oktJCSYX5MfbBzyR6E1w/jbwRZ6rYy+IfDsQiuYQWvLNekijrInv6gfz6+/gMfUjN4bEyhKa2a2lG26a0vbXv5HqYbN6eLjTdbnhfRVUrOMr2tNbJN6dUzzvVNGv9JKG6jzFKMw3EZ3wyj1Vxwfp1rX+G/ig+EfGWnaw5xCsnlXA7eVL8rk/TO78KydM17UNKDRW7LJbyHMtpOolgk/3kbjPuMGp/N8LX7kzxXOmMxyTBtuIVJ/2HaN8fRq9anKN1KErNdH/AJnXjIVK1Crh8TDnp1IOPPTV7pq2sd7+l/kfXOp6fp+pQtC7I0T8/eOCpJIIx+BFT6DotjpNt5NhcOkQO9kQnbk9T1J7cnNeK+Gfirp9poVrZTXkU13ZA2+6RVgaWOM4jk3T4GSuM89RXS6r8UNYs9PNzotnZ68FTdK0F7FOsQI5BijYSHGcH5cV2Qmn739L7j83r5Li6VT2Li177ScrRUrPR+9bfc7/AFnX7KIGJpxKFzuAyxx6HAx27mvLPi149v4tIXTbC3RoLtGhllLBplVgQVjiQk5P945+nevO/EXxe8U67LkLbWarlVjij6fh8o/MVyF9r2s3IYz3s5z1Ct5YP/fAX9aznVUr6tnr5fwvWpyp1KzgrO/Ldv8AFKxYv75bXTr7TW0ya3gvkhbE52FLiBzsmRWG4ZRnUr75rT+FnjVtF+I+n+JfFVzNc26RtaTXUjGRo43iMSMSSTtXjPtXFuDJ8zHLHueuT696lB8nDoOOjCs4zaaa6Wf6nt18vhOjOnPeacbrezST1b7JeV0en+JNBi8G/Ft4LNjLp+qRLNZzbgyslwmVAYcEBkIHtirc9nPba1LagEGIkHPb1/nXnM/iDXH0u1sI7kyQWL+ZaKw3NFhgwVGPOzIyF7c4xk16BoOv6brkP9rT3kVsNqm/E8iq8JTlsAkFlOPl9a8bPMLKdVV6UW+dKFl010v63tfy8zPCOph6caVeSbhCzevvcqSTfZtLVa6vRnvPwivoX8PvpTODdWUheVM8hJyzxn6EAj8K7vFfHOh/FrVvDfi/UPEmjhfJvcIbWUfu2ij4hU4IIO1QAR0JPuK+mvh78RNF+IujJqmmhoJl4uLSRgXjcdcEcMvofzA6V9Hls+XD06Mn78IJPtoktD4zO8DVpYipiOV+zqTcr9nLWz+ezOuooortPLCiiigAr4w+LGqjWPiNr97GQ0a3RhUjOP3CrCDz67M19nE4BzXwh4nu1vfEGpXgIImvLiUbSSMNKzDBOCetRPoVDS7PXvgnoiw6RNrcqkvdyFEOOfJgwMfi5OfoKvfFBNX0/SpNX+zlAdoQuwB+bgEL1x3roPBFqNI8E6UgXlLOF39zN+9b/wBCq74x0iw8TkRkB0nUKVBOQMDP0rDRybfc6LWikuxkfB3T57PwlbSXQJnvt95NnrhzhAe/3VB/Gqfjmzt/Fum3tq0Q+26ejzWpA+aSED94n1GNwFd54bt7e3uobWMDyvLMKgEEAKuAODjPGKw5XstD8Qrf3YH2eJZhMcZwpjbJ/ShXfvBt7p8zqGtJ5Z2yCgK7RgdOqknB+bpxWV4gsxHLcGL/AJYsDhThckBjx3rs/iHpUdl4luBZ7TbXZS7tH7eTMokVhjvhh0rmtQiV7UywKqZYxOgOUZiMk5JY54yfrWsXezMZK10TfDvxRL4X8RWmroTttpcSqP4oJQQw/InH0FeifHPTIF1uy8RWxDRanAA7L0LxBQrfijL+VeKafIY7kxMeTuTjpleR1+hFerHWD4n+Gy2UnzXvhuSOTB532zEpu9cKGw305rhxC5ZzpPaS5l+v6n3fDVd1qOBx6+Og3ha3nF/BfyTcV8/IyvB1laX9zPDcKrHam0H3JBx+Yreg8J/YL+8swhMcsBXaQcglSWA79N2KwNAnis/EVs0Q2pNhHX03cgfmBX0bqejWlxc6R4kiC+VdiBZfTdn+oJFZ0qHOm+sWvub1f5HrZ7nE8trxhK7p4inKy6KUUmo+rsz5t8VvJOumau+TL5fkTn/bhJBz+O4fhWVqEYjuA6jAYZ/r/Wuy8eaK2lXuu6Gw/wCPS4+0QcfwNhv/AIr865C7PmWNtP3IwT9Mg/yrlxUXCdn/AE1oduVV41KdKcH7r29GlJfgyutS6hOLhvNA5ZE3k9WYY3H86hQgYNPl5jb6D+YrGC0f5fee3NJw5utvzsUiKSnGk471WrRxyshByaa/JNO6A1GxrWCskzGo0tBv8Q+tMn/1jUufmFMnP71vrVPWd12OWpK0H6r8mdNp3hnxHremW8GneH55yCWW+AkVXRiSAN7LDgZ6itnT/gx45uW2TC0sVYDIklV2APA4iDkdMV6x4MkluvAPh9YhISLeMlowCQYXIAOTjt39K15EvZLprlYxFI0Wz5pBtCgdcDJ+8etfOYriTFRrVKVONKHJOUE5Xb912vulrZvbTzPmK+b11OcIJRSnJbNvd92eG+KfhO3h3wtceI5dWW8eFowIo4iqHfII2JZmzwT6V5wADuHoM/yr6N+ItoF+Hmtwq0ZVUikCR5wpEyE9eT9a+coSDLtb+JXH5qQK9XIcZVxuHqVK0ueUazSdkvdtFpWSS6vU2wuKqV6UpVJc0k/JaWWmgzvTqZnijPFexY6I1EhW5GT2rtPDulXMuhT6lCuTaugIHcSLuIP5cVxLEkHNeseANY0fTtCubG+k/eXLowQKWyghQdvckcVjWgna8rbu/mtjWhXnScpUouUrLRJttcyvt5HETyb5ZHwRuYnB6jJNIrHtVvW4kS/leBHETHKllK8HkdazgWB4rkcb7n0VKu3CMrNXS06o09J1GbTNQttStziS2lSVPqjbsH8sGvQfjHYwXV9p3jCwGbTWbZW3D++irjPuVYfka8uR8HntXpnhu6TxZ8PL/wALzHfe6Rm7sF6kxgkso/Nh+IrWj78J0H9pXj/iWv4o5Me/YYnCZlHanN0q3/Xuo0rvyjOz/E5rwjP5OtQjON4IPtyMGvov4paYuseDoNTjAEkKxNIv8QEjKBx9a+ZdIl8rU7ds4y4Gfrx/WvrEBNf8LwxJjdqFgOPR4HTPHsXNb5b79KrDy/4b8TyOOKjweYZZjI6KFRpvpb3bp+sbv5Hyil/eaNqrTWrlZIZS6H0J6/gRwRXreg+ILLxbpmYyI7peJYzyQepx/snse/515H4ji8rVJOMBsH8eQf5VX03VL3SLtL2wkMcqd+zDureorxczy2njb30qRfuS/R+X5HuY7AQzClCtT92qkmn302Z7xHbzx2pt5mLEgrzzwccc5NU7VW0+ZpYyQc9DyMEYI9cVk+GviRpOsolrqbrZ3Z4w5+Rv91jx+ddQ0CyfvEw4I7cg5/SvnZ4fFYOo3O6mndX20eln/lofPuM6EpUq8OVvdbJ/8A8V8e6LFpWsfarRQtve7pUUdFcHDqO2MnI9iK5jJPHQV2vxLvrO41G302zkExtd5lKfMA77fkyOCQF5rmDo+oiA3LQlUAzkkDj6E5r6vL5VquHpzqxam1r9+l/VanvYWf8As9Pndm1pfRtdPPa3qUCT60+2vp7K4S4tJGimQ5SROGB9iOaEiDqxJxgfqelQNGFOD1rs5pRsx1YRqJppNdbnU/2n4Y15Wl8RwXFteBebqwVG8xuxeN2QZ9cH/CuYZHYkN93t+HT1/EU1SVOc1MzZj3HitIy5lt6/8E444VUJNxb5XtBu6Xp1/G3ZIryFVIHv/wDrNI0gOeant9L1G/XzraFmjJK7+AoIAJGSQO/NXbXw5bvIEu9QhDn/AJZQHzW/HaCB+NEW3stDGvWpxvd3a6LV/ctTIiufJOxvu5yPaqt7tEvmIdyvyP8ACu2h8H2Twu1pbTXsqKx5JC5HTdt5A+tcn4htbay1KW0tGLRRkckIMMVUuBskkXAbIGGPArSzS1RwSrQqylypprXX1RmedIoIViM4P4jkfyrqvh9471bwJr0Os6bIREWAuIM/LIhPORnrzxXJGpoVfy9207c4BwcZ6002rOO6MJU6dbmpVUnCaaaZ+hHhnxDp/inRLXXdNcNDdIGGDnaRwyn3BFaua8O/Zf0nxjpeg3z6zbvb6TdGOWxWfKyM+CGdVPIQqF5PXAx3r3Htz1r0qUnOClJWbPhsdQjhsTUowkpRjKyad9O3qtmOoooqzAjmGYnGM5U8evFfBOvp5Op3UQXZtmlG3IOMOwAJHHbqK+9mAdSh6MMfnxXwd4ttvsmvXtr/AM8riZORjgOwB55qJ7r5/oVHZ/I+lrm4k07w3YPD0SK0DL2KiFcj9Kn1qSX+zAun/fuiqKyjnYRuOMc9Kryr9u8G2U68h7Kzl/OFQT+lT+F5mudGti5+eDfHu7/KxA/QCue3U6U7mfpR1rTtVsTYrvhSQCaPplWAGcnhmB6Ae+a6DxRpMk+NRtIzNBN83yjcVbupHWtHU9V0W10o3d67LdFchIlLMXHAIAGBkjOTUNjqVzPAl7bb7czje0RxkMeoIGRntT0iLVnhvxU0Q6bp2iTrHJCkcUtqokGGCI5Ma8jJAVtoz2ArzIbzB1YmFjIY2GCd5I3lsnJr6A+Ocdzd+FYru6yzwTjaSOgIyf5V8+TSuJrjIP3NnyglVJwSxJxVwd1oZVNHcwrh0iv3eMggSLJ24yRkHFdV4f1h9F1ATlfNhdWguYe0sMg2uv5Hj3ArmtVQCUbRwYT+PqRWjbkvbwzD+NBn6gYP8q5cxi0oVY/FFn1nANZTqYrBT1hOClb0dn89V9xryP8AZb0GGTzBAwMUn95B8yE/hjNfTfhe9XxJ8N5YUJ326iSMg8gqfOXH/fJr5Ztl37sHlRkD1A617z+z5rQPnaFI+7zAdoPQ4+ZR+QNRg53avtK6+8+g4yw3tMvjXhrPDTVT5Jq7+65g/Gkk6pp3iVcGLU7RFmIxgtCwVwfwY5rzR7Vhobt1NtcNG3t0I/nXsHxU0eQ+GNS0tRk6Jf8AmR55K290MY+nK5ryvTj9psNQgPPnQRTj/e24P6ioxlPmk772v8+v4ojh6v8A7FSSf8OaS/w3Tj/5JJGApwKWZspjtSAcU1/u158Vq0fVylaDXkQ5ozTM0A81pFanE5j3OBUBNOkfJNQk1rbWxz1ql9gLfNTZGyxPrTS3NNY81ajd6djknU0fqfSPw61Oxt/hto8l5dQW4CTrumlWNQBNKO5GfpUerfEzwLYSMZtWjnKoY9lqkkuUOMjIGz15zXzg7EjB5x0pgJUg9a8lcKYerWqV6tSb9pOU7JJW5m3a7vfe19DxKuWwlUlKUm+ablZJK13ex6v4q+LvhzUtB1HQdIsbpzfRiI3FxIBjBBBxmQnGOBxXkTsQcr1qSRUb50OCeqn/ABrQtNNSOJbi6GS4zHF7Hoze3oO/06+lh8Hh8spuFKLjGTu7ttt2S3fkvQ0w2FfN7KhFtyf9N9Ekilb201zjYu1RjLHoM9Oa2rW202zQGOD7dc4y7S58lP8AdVSCx9249qkt7d5ztTIQ8O20kDGD0x7VoSWkUNuyaeJ2J4lcr94ewHAX860lVlLVaLy/Q9rD5XRpqKqvml1fT/hipHqF0GVV8iFNw/1dvEgA/wCAR5r0yKz8Fa3pkVzNZsTsC+aXlibI6soJ6enWuHtNMh+xpP5CvcR5Yo7n5sHIBXGPwpkurarqEn2dGMY6bE4wBx16gVEako6T96/Tf89jetl0K/K8O/Zcjd5Rdvy38tTav7uy8OJLFomoSl5MloZSWDZ/vKA0Z9iRXIzXHnytLLGiluT5ahB+AUACtWPSgZCHBJGN7tnBJ64Hf6mrX2Wwij8rylYd2I+b8+tKalOybslsjoo044dOzc5yteTSu+12c/8AZhMR9mJdj/CB83PbH+Fb3gTVZtB8W2FywIUzfZ50PGUl/dsCD6Zz+FU5I47UkiLz4SMcHbNH0IKOP65ra8N+MNDuZ7eDxrYfbRbujQX8RMd0mw5AcgjzV9jyOx7UQglNPm5Wnddrr8jLH1JOjOCoSqKcHGcYNczTTV4p6Nrqrp9rvQo+KtPbQfFN9ZAYWC4LxgcfIxEiY9sEV9FfDnU7W/8ADumyLcCOa186IK3R/NTcDk/7I3fga+ffiDr1h4j8UXGqacGMDJGisw2ltigE4PP0zXoXwi1ZrjSG02Y7kR1ZRgZyhIOD1+63SrwlSNPEzS1i27fJ3X6Hm8SYKrjskw06qcatJQc091ePLK6a83pp6o4T4j2Vvaay6WriSKJ3i8wcBiDkkZxxziuQr0L4qm0fUHe1IZTMACBxwgz+NefHvXPiV+9dj28rblgaEpXv7NXvve2t9tfkNPPHap47+9jj8mK5mSMjGxZHC49MA471WJIpRkHIqEr2T1RrOFOp8UVK3dJ29Lm/o+koH+1SFXjQLlufvNu4HbAxyakv9bgdnt4cyqAVAUFsnp2q3akDSYIieHjZD+BBB/U1lTX0umRQ28SQF1TDHB3AgkYYfhkeua67cqtHRHm1OadRuzlq1FXslbq9PLoZ6aTqEzEpCUUnI3kDr+tWR4fEa7r25SMenGf1NMN1rN+2IzKwPaNSo/PpT4/DepTfNOFiHdpXyR9e1JRXmxTqVNpzhDyW/wDmQzwaHHG8cDyTOOsigkD3PQVmsCEKkgggHr06jn8q2JNP0Gw4u7qS5cdY7dflz/vHgVHcwwXdkLmwtFto4ixyzhmbG0c5ILHJ6CjbVL5f1cVOejjrJO+r0W2i1s9XtoWNLv8ATYdKjtf7Pub64LM8oyqw9cLgFZQeOvFaS3euzxiOw0y0sIx/HKDKR77HLRj8FFb9hpOq6zPDZabDCZJgGRFZPmVgCGAJRtvPUKa2m+G2jWrtN4212CwRBueN2advTaqHykz7bGrohTm0raL5L8TwcVjcNSk3JLmd3a7m9/5V/kecalJ5tq41fVbnUTGM/ZYWIhXnjITKJ9eKx38I6lqGqzWGiIt7HCFeS5QslvGrKGO95QgUDO3LdccV6bffEL4KeDpAul6fN4hnh5hN4QkCOP4hCAVB4/uLXF+I/wBoLxlrUkp0ZbbSYpXLn7LbxpIGIALhiGbfgfezmt44Ry1bfr/wX+lzyMRxHTw91CG6+20tbr7EU2rebj8znbnw5PpDoNaje2ZwGVZlKMynJBSNtrNnHBOBX1b8FvCPwrm8OQat4ajj1O5+U3NxeKr3MUw5KlDlY8Hpt/M9a+ORc3d9dveX8z3Ms7bpJZnLszHkliSTjiu7+H3jfVvAOuRa3pZLbRtvIWzsuYON2/3Gcg+1bU6MaT/mf9bHiY7Nq+Pdr+zh2Ttf1/yPuUYHAorK8N+ItM8V6La67pEnmW10iuvI3ISASj4JwwzgitWuhann7BRRRQBCXC4Jr4v+LenSaf471aKZg7fbJGLA54c7hn8+lfZMj18xftFaZNB4ta/MeIrqGGRG/vFQFfoOuRUz6MqPVHovw8uF1b4baVJkMRp8ls3+/ayEY/75IrQ8PQC002UYJw7yDHoCNwx9Dn8K4v8AZ+1eOfw/qGiyNk2Nwt0i/wDTG4XypfwBAP416Ptt9LZ4o5Bi2fl26FsZb8OSMVhJWbR0Qd0mc54g8T2azJorRgtcgIrNGxUk4PLgEL1zya1NQu5NF0SIWRzIwwjHnGSST9OeKrXWkaTrt5BqVh5Xlxy75Ch3AuAAQcEc4UAbhnAFaes2f2m2hCjhVI+nI/wqbajvoeb+L/7Zv/h/qWqapcGWJ7lIbdGA4ZFZnYY7cgV4g+wXcZUYzG3m8EcEd+OenFfQvxQKWXwvs7RCAXvJC34CTOa+ebyBXuIQ/wAwljx05G0EgjH65rSFldL+tDKpfS/9amReRyEQEk4YPtUgcL9ev4Vd0wM2lg9djkH2BAYfzqtcybjACpyu9ScHaTgjOenbtWh4UQzQ31swwB5TKfqpBrPFx5qLXb/hv1PY4QxH1bN6T6TTi/Rq/wCaRZ0yZIbyKWZN0Qb94vqh4YfXB4ruvAupS+FPFSLI2PKlC7+m4Agqef7yn9a4YWzxzrEDyx4Jrudft21TRrXX4gIrkRLb3AHaaLAVsj+8AMVw0FKEX3T0P0XMVTqwVGprTrwcG+z6admrnq3xEuNMn1xszKLTxBpxgLn7u5l/dOPoyrmvBtIV7e5EEgwSJrdh7giRf5n8q1dY8S3Gq6HbRSyN9osnQohP3cHnafTPSq19cWnmQXBIWW5uIZkP94OXSYHHHDEn8aurP2jbtb/g7/ieXluXTyzDqEm5P4f/AAG6i/nGyf8AhXYwprMxiTB+6T/Os+XiupvLYKrsR3Of1rl7jPPcVy1IJWaWux78KzqUm+xWJo3Bfc0wmmsc1pTp29TjnVauBbJpjGlNNrWNOxzTncYaTFOxRVqNjGWowimkCrMNrcXcgitonmcnASNSxJ/AGujsfhn4rvI/Ont1sLfaXM923lqFHPTl+2eBWkU1sjkxGIo0tKlSCfS7V36I5qwtvOuFGzzMEYTBIJPAzjn8K7saJptlD5mp7nl4LoD+8Y9fnJyqDttGT646UaVog8OW6CTB1CdQ7MM/6PGRkAZ5DkHk/wAI96qaxdiNCgNQqPtpc09tkvL/AIJ5OY8Q/Ub4fANKotKlXfXtH02bGyanbpkWttFEoJ25Hmtj6ybufpVmx8W69pp32F9Jb47R4UfTAXFcwZicCrCElK6I0oQ+GKXyPn62Z4zESbq16kr95O33XsvuOh1DxrrmsqIdXuWuEyDkBEYY6YIWoLGRHu1jWVAJmCs8mFIzgZOM598Vhkc5J6fp70+YfuwRzyKiph4VHd6PuellfFOPy2KpKSq0usZJfenvf108jrtf0vUPDlyltqabDKgeGRDujlU9GRhwetYUl8Bwqk9eTxVuPxpcLpsei6kDeWK5ZFb78DHqYieQfUdDUKaXJfMJdOYTwucK442k/wALg8q3sa5MRRlTfu7H3HDmfYTNaXLVlCFeN7pu3Ml1Sb7bq7M95ZZDuzjHpVnSdDm8SalBpdm0UN7OSsRkbYkjYyFz0DHoPXgV01l8O9Wu4Q5RkyGYsVO3an3u3aqt94Pv7BVa38z7UmJUVR8wxgqcgZDdxWKozTTlrHqv8j0cRi8JXhOlQrQVVJ8r3SlrZtaXV99UZT6BdjSbrUCpWbTLn7NqEB+9FvJEcn0LKVPv9a6X4Y6m9pcyRL2cN+DIyn9QKvy3geaDxjqYxDqS/wBkeJ7fAUo0gxFc47A7Q+R3X3rP8MaFqGl61f6VNE3nIyxRnH+sJY7Sp6YIII+tU6Ps6kZU1p/TT+a09Uzz6OYPG4bE0cW1zJX+6ynHpfleqfWEkyj4+mDToi9Hkkk/PHH61x5zXefEfQ7zSTbDUdkEwVm8pnUuVcjnAJOcjkGuCZ1bAXnNY1oSVVpo9HA16MsJTlTmpRto07p69H1DZkE56dqltYHuJlgT7zHAoS0uWGVRseu04/MgCoWvrTT3DzXkUDD7pDFm/Dyw9VTozlJWi3btqZYnNMHhot1a9Om/70kv11+R0d5p2qWqQrsZ9n3AmTnOByB0GM0y5t5S8EzyQxOm5MzYYAkErwc45GMnpmuWuPFungk+dd3RPXHyKfqXZj+YrNm8Xsv/AB62SIezSu8h/wDHfLFdkcHXn9my82l/wTwcVxdlFBWdfnkr/wAODd7+ei/E6w6lqRcCSd0AP97PTvtXaCOe9W7eOPUQzapqcsCDGCsLyMB3+VAFz/wKvOpfE+tSk7ZxFn/nmir+uCakstdf7Le22qLLeNOitbStKcwzIThiCGDoVYqyHHUHqK2jl8krza9NX/kePieOcO7rDUZ36SfLG3ppJ6nW3epWemzyRLJZRAE+XJOvmzMp+6xjJnCkjnFUb7xIDJE9xLd3pjAkiQoIolB5BVXyNvHULg1xwhLtuxkn6/17VciVsDzGJAGAOTgDoBnoPatVgqUdW3Ly2X4f5nk1+Mcxr/w406Xmld/fLT7kjstS+LPj/VLcWkV4LO3UbRHBthBHTBEKxIfxFcjdt4gvj5l5JI6ufvMwVT6nAIFSoMnC8fzzV62tpJmwqF2OO2a1SjHVRV/PV/ezyKuKr1rqdR2fROy+5WRnWmgCTmaXI9Ixn9TgVtWekaXAhR4txb+8ST7Yxjmp4bPyz+/fBH/LNMM349hT3dsFYh5a+xyx+p6/gKJTb3ZCgl0CWHSbZDG0ABP8CFlbnBzwcdu9UUkaNxsGWU5GfmJHoeg7/pUvlEvwOKhuA0U4ZOOQvXqcYH9TSTu7BKyVz3D9nH4gf2Jrx8HX0x/s/Vv3tmXYKscxHBwRwGwEA9dtfUIr89LDUptMuIbuzcxz2syzRSLkNwcggjsMA/hX3T4C8Tw+MPCWm6/EQWuIgJhuUkSplHztAHUZAwOCK0i7aEvXU6KiiiqEZcz4FeO/tA6OL/RLPVFj3m2keGRgOiOMrn2yCa9dnaua8V6ZHrehX2lSDP2iFlT/AHwNyY/EClJXQ4uzufN3wn8SJ4Z8V21xdnZaylrO8HbyZiF3fgwDV9H6lpi3EErvKqOgEcu7O1uMI+R2K85r5Nvozp+qN5ilV3FJEPHQ4PH4V754R1hfHfg2XwjPfyWep/ZvIhuIyPMuLYEEAZ48xcY+lYzV9TaEraM5G38WXfgbxpEt3KsulXZMN7sDfJliFl57r147Zr3S1SK8tpLcMpZk3Qtn5TkZGPY9q8L1z4VXmk6YdI0S5m1O4eUy+feFl8tDgMGUE8jHA716J4Gm1PRfDFvba1OGk09Duu2UxqIkBIzkk/KBisVJttNWUXo77rv5Gijpvv07eXmcP8YruaHTLLR5z86efcuhP3fMcRoP/HSa8VvFmivpDGQHEW5e/wAo4bHI2npXa+O/EMvibW7rURnZcyAW6v2hjBCZHqcZPua4Rnm82UNkvvMIJPK5I2kgcdxzmt4Ky1Maju7Ed3s/ciILtWFiMZ6kd89+eaueC2B1G7gBB/cj/wAcZR/U1TuLWGNpjGCBGqx5PBLOcHPvgVs+BZLSFr4zxEy3kQgtXwMIyuJnb1JKrgY9aVZXpteX/BOrKKvscfQqPS1RL73b9Szqluy5YDocjFbfgzxEkdyuj6ud1pcjY+7pz0Jqrewsyklcj2/wrEmgdXDqCQP6HjmvOjoz9Sp8mMw/JN9NH1T6NeaOw8Y+Dp9LuDcWEbT2Tjcjjnb0yCRx9M1yqebc2rWbA+dZubmDjkqMecn5KGA9jXeeHviDFplkbDWFa8tJUCGPG5x/sjpkHHANdDD4G8FeI5E1jw/qhsJQokihlGUDYyNwcq+PUHNW4c+x588wq4KHs8ZCbjH4asU5J272u03s9LHn1xNDNGx3ZD8jHQg89R2rm7zT5OTHyMMcewBJ/lXXa1/ZWn3NxplnBtvVO2P7FIlxZyuccqH2uoOegY4rEkjurW3ne+S5juoGGYjDtiVHypZmJ355GOMVnKGtmrnbQxkPY31jzJWT3adrOyvpqv1OYZfU0kcJlOyJS7eigt/KvXvhbpfwmNis/im9ibWnYuIZ0cRwoGITaMFGJAyc59O1evWfhrSJbcXfhuW2uLbput9vGAOAU4z7HmuijSjJfEo/ieBmfEywtWVOOHqS5W1zS91Np2drrVHy1ZeCPFmpp5ljpN06f33Ty0/76faK3LH4OeK7pQ909pZqeTvl8xgPcRK474619BSWMMTyRTOVdv4ZG56dhjg+9QyWUWDvfJJJVRhVAA5zg5NdCwsOrbPGrcVYupdU4wgvRt/e9DyK0+CumQIr6pqUs7HkpAqRqMHBGWMjHp0xXQWHgPwfp7YttMR5FcfvLndM3HThzt/SuylsXKjyUfAXJHCgA+/P1qM2Uoz8o5+8Bk/QknP5VaowjtH9Tz62bY2u3z152fROy+5WMxIreBS1vFBAmQGEaeWoAGAPkAJPaqWqXB+xFZCGgclmC4xsjBZl55wcBefWtyS2aRjE5c7Dk4JAPGMccY46Vz3i9YoNNd4Rt8zbGOMZBO5v/QRRU0i7ddPvMKNR+0U5Su43a9Vs/vPP7qeSaWW5mOXkZmY+55P865XUHkvbgxwDdt+9z0rc1q8+wWckzdEUnHue39KxNAW4Mb3Eg5kO52x1z2qKcbptmNabcvUzLizv0OcgZ4G3nnt64qsNPlmYgM4cDJDE89uhPT6V1l1BwZogMfxJjr07frSS2H2mBJ7dSHUEZQZYA8dcZJGcZHQA1tHXQwlffocibOVWKhmjb6kD1AP8qSS61CAb0lLKPlZX+YqeDgg8/SumurIXVuHCgSx5XZjBYjqFA7c5LGsq5sd8P2hBk52OMEDBGQcke3UelTptJBqtmV7O/juf3Uo2TenZh7H+lalje3ul3AubCVopOhx91h6EHIYexrmri2liIkQ4w2VfgYI5GO+K37Cdb62EnAkHEgHY+o9PapqQSV90zowuInGWjcZx1TWj+Xoe2eDP2hFsba307xLaExQgqZLdQVZWGPmU/MPXjNN8V/FPwTqlxLd6FqNnbhs+dHcM0Uu/1w6KSfpmvE5fkPFcldSlpLg8ENKRuY88HuM47cZqVR9quVyaS9NPvOmhmtTAVliIQhKbune9nfW7SaTd9bvU7zWfF+lvNKseozTm5ysqWiHy2BPCnzWiJ/KrV945traz0wvHe6g8Me2Pz7tYlRFPyKViQuQOxLdOO1ecC1lmuIIY4FLSEACI7i2T6AmvS5/gz4wvNHn1y1sZDDb25uZriZRbxbEXcQhl8reeMAAUPCUotKzfq/8AI3q8U5piG5KcIdlGKVrqzs2r7eZg6x8Ttb1iUq2n6ZCIx8vl2oLAD1Z2Yt9TmsgeLdcMqu1x8gPMcSJEpz2/dqlZiXDWl1FeoAdh6EcEHIP86uXvnXCoVQhD0fAVSevB4FW6NNNe4tetkedLNcdOPI8RU5V9nmdtfJO34HU6Ncva6raa7azT3csO24gL5fbOhDGFQ4w2M8k8Vli5sb2/1STX2jiMhmPluApjeRiwKhenzNuwPT0qms13/wAI8IICyLbXXmtOpICCRCm3cO5I4A9DWb5MK8kF2Pc9/fnmnGG7v5IxlVlJrmd+rv1KTDDFVO4A4BA64PHHX3pRbTOMkYHvWnHZTuMxxH6kY/nVpNJkYgzOo+mWP6cVpz2MuS5jraKMAtn6CrMUGFKoDhuo9cVtRabaRkZDyfUhR+mTVqMRQgeREiEdwuT+ZzUuVyo07GLBpV5cD91ExHrg4+uTxV6LRlj/AOPiVF9l+Y/pxV53lk4kcsPQnj/CkWM9e1S5XKUUhYrWxiAKRmRh3c8fkP61KZJDlc7E/uKAo/SlVeMYqRYTnJqb3LSsRrGeijGacIVXO4HPFSsY4VLuQoA6ngfrVaG/tbre0LgpGcMeQAfqaLBe244hUy7jAHP4Csy5iZWkRyC2Qw7sVYBl4z6HFR3Ors96ltHiOMPh3bPPbgdh9as3EpZIHAYfI0b7QOSjEjJPf5smrjGxnKV/kymkmJ492cSZQgHGc9hnt6mvpX9lHxQ09hq/hC4dme1kF1AAmVCnEcmXH0TAPvivmOc/KRg4QjBPOATwOOfrXpv7P+uLonxR01ndEiv0e3fLmNRvUgZxw3KjAPcintqLqfaVFFFWBi3A61k3YODWzOvFZd0nBFAHz98ZPC4h1IapbxbYb3l2A+VZxwfYZ6gfWuB0bxDd6Q4iZ3R4mDRSodrIw6MpHNfSfirRo9Z0u406UAeavyMRnawOVYD19K+cte0CfTb+SxvwEmjJAI+7IucBx65rOSs/Jlp3Xmju7L4831vEF1rT01BwABcxSeS7ehZSjoT7rj6Vi+IvifrPjJDp6Riw08kboUYs0pHIDuQoIGM7VAH1rjFsEBw54HarGVhj2qODg59+nb64qeWN9iueXVjNTmYxSyRNzEvynIzkZIxntkVkxqZQYgSpciZ5D0wMFdoA68d6dezrPIqwsShjbcM8jJB2kg8dDjHvTMMwjlZ2QyIVUKBtjiGCTznd1/Wm9Cd3cjlRngLO7MZmD89dvKr0A65JqSym/s24heIcQtnHqCTu5/HFIFDhZWH3eE56YGB04OAMVE/WqjG929mNTcJKUXaUWmn2a1X4nbWuqWN8oMEq5P8AAxAYfUH+lI0J3HC5H0rhWBznpU0Wp6jbEeRcyKB23Ej8jkVz1MDfWL+T/wAz6XL+MZ0Eo4ilzf3ou34PT8TtViVgMgf/AFx0p8iyiIrFIw45BP8An9a5KPxRqaHLiKX/AHlxn8QRVtPGBwBPaDPco5H6EH8qxlg6sdkn6P8AzsetR4vy6r/Ec4f4ot/lctyaXczTb5SQpIyw6/px+NdFfS6gNHMM9wbyER8xXY8wgIM4WQjzE/A1z8PjHTSAs0UsfvgMP0Na41XTdS0yeO1uY3by2AQnawypByDg1Lo1I35k0dE88wWNcfZ1abcdlon6pO1maU3hdLnSbKS2CFlgjbymwpBZQzbXAyOT0aqunXHibw7eC60W/e3uBgeTcMIJG/2RJnypfYMT9K6mB1+zRBDlAihSCCCAoA5HBHFQzokqGOZVdG4KMAQfrnis+Vp3vZ+Roq8MRS9lXhCrDpdJ7/1vv5nSeH/jLFNKmm+PLH7PcKMC4MflufQ4OEI56qR7Cu4ih0vXYlm0G/inQjcYz97nscFT+YrxCfSisRhspfLiP/LrMontj3PyPnb/AMBxWUgutHk861F1pcgIPm2TfabYkdzDIRIn4E1rDFTho9v6+R5eL4Yw2IvPCy5JP7L1X+a8kuY95ntLy0bFwjIqkHeeh7HD5wBx1qswWRC0bNgj72TyTnuBg9cGvO9G+M3iTS4wl89vrNuOGaN/3uBxzHL5coP1yK67S/ir4A1tjFcO+k3T8Mso2jJ69Rj9K6IYuMtDw8VkOPwl3Kk5RX2o6r521XzNJo1VSVyCeMHqTggZHXvXH+Pph5MKAEb2ZsZz0Cj+nSu0OmxX++TStShuw4yoWQZHcFgpP64rgPiIslpPBaSn54oyG6dS59OO3anUmpRST6nFGDje6tp+p5f4kL3U0Figz5sgJ+i8nNa9np8McAWMNkAfMDx+ArNUC61dW67FK9uCx59+i11lvZ7kRFlVG5+TAJZSOD+fcUJ2SRi1eTMWeIxfe5HHI/mKh05zbXv2UgGO4BB7cYOQCTwvPJ7mt3UrBUi68Z2njp9f51z11FtiHygvEc4PTg5BJPb2q4u5Mo2JJrb7LfE+W22TjCbEVgOFGAQ20Y2knriqrpCsxwE8uTKjBJXscLnj2rWvFS+05LkhCWCq0joSzFjhUQAkgZ+YkelZsgZ4VnBZgABkAKikHGwZ4Jz1zTlqk/k/UmOjcem/3mXfaLI4YorA5xwMsecnA6YBPGKwwt9pzSeRgO2VdSMgHPB/wrsE8soGx5YcfMD94leOOepNZt7CjHcsa5J+ZA2SMjjdn2HaiLunF6ikrNSWjObaJbaKO+1O5bBL5jRwXkx2AJ49DXPF98p2gfM2cN6E8f4cVp6toi2rNJDKhJBfy87doyQBg8du1ZcQjMoWYjGeeCR6npz+VaQSWt7mNRttJ6fMvRzXWk6lb31vG9ncW0iTQyRvuw8bBlZTz3Fa2vePvFHi2XzfEWrXd8SchZpWZBn+6mQij2ArF1D7AzK9imxcDhd4XI9A5J96pGNgOmM8j6U7X1E5OLaT0LzASxtjnFTkySacl2EaUo6wuzgsi4UlVz0HA4FRW9rcWw2ToVD8qWHB9ce3vT/tuppYzaDHcyJZTTpcvbbj5bTorKshHTcFYqD6Glox7avqTvcSPpURACKJgHReFOAwVjyeeetbmgywxzvN5SNKsZMZYbgCcDIzkZ54zWBZxTPp93DJgsoWRMf7BBP8jWlpEuGibt90/Q8D+dTJaNIuD1TZdcMZCxOTnqf60oBBqZo8sad5WB9anoWkQ4PQU9UNSpFnpUscQY7VO4+g5/lwKVxpXIFj/Gplh9quw2Mr8BMfX/AVoQaKxw05wD68fkBSbuNRMiOAt7n2q3HYzPjauM+vP/1q2ltbW2XkDj1/zmo57sKu2MAfhU3vsVa25lS6ZDGN0xDt7nOPwqn/AGXZCc3JjUEfM3vgZ57dqlluXnuFJIzkjj0FJqkwt9NuH7lNg+rkKP51STuS2tX2OFmmZ7gz5ILSb8jsSc9D/KtiQ5iGOcEHGcZzjJPtxyKxHUbTnp/n05/GthmHkgHbjYDg5x2wS38q2Vm0vJ/kc92rv0/MqNy0g45/u/4f1roPAV+9h4v0K9VmQxXUQ3BA+MOpwE6sevFc/n9+Rxyp7Y7dqt6MVS+snYqpScEZYjgc/KR0+tT0ZS3Vu5+iSsJFDAEZGcEc8+oPSioNOYvYWzesMZ4bf1Ufxd/r360VYyCZMis+5i71ryJ1qpPFnIoA5q+t8g8VwPjXwdZ+IbfLKIruMhophxyCOGx1XjpXqF1b7geKwr+0yDxSauNOx8ya34Y8SaGLkXFtJKikeVNFlkKjIJJwSvXPIrm7i8IkeQyKixoVZWALFjjOFyDjjIFfTeo2R549a4/V/D9hcOWntYZD6lFz+ePaly22HzXPDQoLraW6mVQgHlK2SzDGCwTIA55q7Bo8qKr3Iwccp0wOwGOMe1eiXOlQ2ylLeJYl9EUL/ICsS7szk8UcncLvocxPEc/56dqpyR1u3FrjPFZ80GM8VQjLZaiZavSRYqB4yKAKpXFNxU7JTClAEJFIKkKkcUYoDbYvaV4g1jRWB0+5ZE7xN80Z+qHI/Kux0v4kWU4EWsQNbOePOiy8f4g/OP1rz4rSYxWdSjTqfEte60Z14TNMVgv4VR8v8r1X47fI9qtry0v4fPsZ47iP+9GwYfiByPoabIoY+9eN29xcWkomtJXhkHR42Kt+nb2NdHp/j/V7fCX6R3iDqxHlyf8AfSjBP1Fc1TBSWsHzeT0f+R72D4qpyssTBwf80dV81uvxO1n0mwvD/pUCOf72MN+YwaqP4LsbggRTOq/885cSL+GcMKj0/wAaaDfEK8rWshx8s42j8GBK/niuitZVcCRGDoejKQyn8RxXPKk4v3o2f9dT26WaQr028PWU1bZO9vVPU4zW9F1Xw3HG7j7VZyA4VSzABcBvmADxnkEYOK29ZnhXQNFKOyRtYRkNM+5sFmPzE8k89a7WHE2nyxOAQeoxkEEYIIryL4pyyxa9baXattgsbKFEi5wpYFiffqBWtCF52T0seBn2Ipyoxk4JVFOza0urdV5E+liCa6klhfzFVR821kyw7fMASOeK6WCN7/UoLSxiZ7l2CRpHyzF+Ao9enf0rkvCTSR6c1zICxy2QMZ74xyPSvUvgnbLd+JNR1p42m/s2zkkjRAWYu/ygKO7bVYD610SXLfyPAi72b6kWt+FPEGiQD+2rUpHLwJo3WSMORkKzA8Nx0rh7+LbIM8A8NkcZHQn1r1Kx+NugeJ/E7fDvxDa/ZP7TXyI7g5VIriQAxxNu5zkgB/71efeI9Pu9PuLu2vI9k9vIUdc8ZRirEfzFKN1v1HOzWjvYp6L++gurBj5YILeazfvNpGDsA6cdMetVSkzvLEYpi7fOiyNlYj0k3YwCQe3WjR7wWmqQXW2PZJ+7Zn5IycZAyAPrVrUbRY71/MgkaMytk79ol3k5ZlyMAuDg/wD1q0W0l8zN9H8jJQrCj4CqFYOjE845AA7gnGaguUUq8bFCOex3E4BJ9a1SslvfMQkZO1kzx8uRuGOOcKMH6+9Up3SO43C4GCCC+zjA4GD055NKLsxyV0c1rVtDMI71l3rsILIflRlII68H0Oa5BgiSbwSD6Y45HavQ5rdbi3uLaQqxRtygqcBeoLDjPXNcVrVsIH2BUUk/wAj37k4rWD3TMKidkze0p/DLaLfpqqA3eYvs23O4JtYtjkDrgZPt2zXMAyYEMsf/AAIdu9Xbe2nltluQNsYKqXbgZx3PpxQWjcfMMZ9aUUo31bu/uBvmUdlb8TqdF1W++I97o3gu4NhYSxpLFDfzYh8xlWSVEd8YG4jaB6kVyt7G0MquwwyMVcehBwQfyxVeSwjbJQ4+vIp1y0ohEY+YAc+xFCik/d27BKTavLfv+RtaTbyT6hFbxqN8wIVHOzeGBwMnA6HINPgtktpHtUkDPE20pnDAgkEeh6c4re0j43ajZeEE8Ja1oWla4tpD5Wm3l7Fm4tVH3RuQgsFz8nII45PSuKtp5Lkm4nYu7uSzHqSSSf50uWSvfYalF2s7s7NVUqJGwARnOR1P6UjXNkvBmTPoCCfyGTUVpaQPbq+wEuvzZAPbrzWnpunW65cIoI9hWbsjZaiWVh9tUHBKN7EZ/PmtiHT7eFQMDjsOB/8AX/Cp4EWG3aXHJwo/HrUEjkn5jU6sq1kTtLFEMIB+H+PWqlveyTzznPyxjC4Hc9fxqtf3awRFurH5UX1J6Cltoms4FjkP7yX5pG9GPIFOwX1LLE5JJyaq3cmyNm9AabJeLBkXAZT/AHgMqfcY5FULvUYJx5EJZyx5IU4AHJ5ppXE2R2i7pxnqBk/jVbxTNttYLfODLLuP+6g/xNXtPXJeX1OB+FYXim48zUxCDxbxAf8AAm+Y/wAwKcbuRE3aPqYcv3eO/wDnitRsmOMHIIUdh2H93+dZcvICcc4/yf8AGtKTORjAIUZ5x0wDz1PXoK1jo0zHp9xXyftDZJztOc/1x0/CrWlxtJeWkSfMZJ1GFQknPGCD1POABVVPmlkcdMevGfx/ma6PwXpr6j4w0iwI3F7qPO6Q8rvUEFkBOP8Aa+lT0KivzPvDTB5Wn2sRH3II1xt8vBCj+EdPp26UU+MbF2ICAuF6k8Dge/4mirGTMMioJI6skZprLmgDMnhz2rLu7XIPFdBJHnrVOeDOeKAOOvbLOTiuc1DTsg4FegXVoCDxWJe2HXigDzS/03rxXO32mkZ4r02+03OeK52+0zGeKB7nnF3YEZwKybi0wTkV317pnXArEu9OIzxQBxs1rjPFU5Lc+ldPcWBGeKzprTHagDBeL2qNojWtJa+1VntyO1AGcY/amGOrzQ89KjaKgCmUppU+lWmjPpTDHQBWK0mKsGOmmOgCHFWbDU9R0uTzNPuJIDnOEb5T9VOVP41FsNN2n0pNX0exUZyptODcWtmnZr7j0jwv8WEt0a08SQEgj5bm3XnI6bkz+q/lXEeJ9Y/4SDXrvVwpRJ3/AHaNjKxoAqg446DnFZ22jZUxpRhJyirGlbFVa8YxqS5rdXv831Ox8LoY9CdnGNzsV+mcZH5Gu/8Ahn4lu/CXhnxT4isFje4gksYoxKCygyyupyAwPRiQK848PyGTR5ASQYJAoAJxg5bkdO/Wur8KRTX/AII8V6dbgNNJcaWUX1LXRQc/VhWc92/P9RRe3p+ha8J/FXR/i9rZ8G/FPTrLzbxmGla1ax/Z7i2uEyyL5gJI6fKemeCCDXQfEvT3Z7bU3mS6a5hCXE8eNsk0GYZXGCR820McetZfgj4I6/4W8UwrapYy38oLLcXuZIokJOTHGuA7DBBDcdOxxXofxJ8GNo+gT3aBTG91HLgnnzZIRDM52gD5zEjHAxuJokr+8tgp3S5ZWuz5+Z2gcMoTfC4ZWcZGQQQMd+lbWuPFPKt3GWm82EO0qMQAVIIVcnB43nFZF7EdzbwvXBz0BB/WpBOLiytC48wqWjIU7VwflPQ5HBwD71Ud4vvp95Mtmvn9xNeAGDcYFRQAURj820EFiT2Y5AGag1CZo/IDMpcHoPupwQC3r3IpIy0ttuMJZiMO8rEFmGQAckcZ6/So7pWGlg8QxDHyt8zP2OSM5HB/Op2dh3uirKUF4NjlkmTHAwGYEgngY71P4W0n4e6lLqtv4/u5bJljiNjLEX3BtzeZgKrqT0AVhVe5k/0q0Mkow77GKDKruAIT68Dmo/IWyvZJjCkh/wBvlck5BBJAqnr1t6ELfVJ69SnquhaDHfpZeHdVvdQ075vnls2gZAOQPvEPn1AFSReF7PHyQXE2O8hEYOfbtVqXWSp5liix2T0/AGqkmrRk8yyyf7ox/Min7z7hyxTvb+vmMvfDkRiVYxHabSSSG3MRjGP61jXWk20YIVnlcd+1aj6kD92LP++2f5AVE19Ofu7U/wB0c/rk/lTXMhNRZzsumSA7n/djtnqf61NbxeVGFBJ+Y/rWuzGX/XASe7DJ/wC+utV57dETfEpUZG4ZyAT096pt9SORLVHRaY/+iID6Ct2wGR7Cue0tgbaP6CugsThSaxZ0Q6Gk74sx/v8A+FZ9zcx28ZkkOAP5+g96mvbkwafvRDI27hB3yR/jWIyXMjC6uk8xxny4QflT3OaSQ5PoizaRyXE39o3QwB/qIz2/2jU9zOiRs8hAHcmqrS6gbeJI9of5i5bkgk8dOKrtbRBhJfTGU/3SeB9BTJ20JfMvpkhWBtiMpZ3IBzknAwR1pL2VYo1hjwZJCB0H49KbNqDMPJs03EcD0H5cUtjp0zS+fOfMmboPT6UbbhuWLdFhjG84SNSzt6AAlj+lcNd3Ju7qW6brO5f6A5wP6V0PijV4YIDo9o4eVz/pTqeFAORFkfm2PpXKltoJPWtIRsrvqZVJJu3YdEPMuUHZTk/hzxV/d96Q57jPHGOeM8jr2qnaLtRpm/i4X+uB/Q1YlJWMRD77HHGD15J7GqWibfoiN2l8/wDIfYRyNllUtvOT8oYgDk9eCOM17H+zf4fbUvGz6s65h0uIvlSFAlOVXgD1OCK8nsLSSZ0ht42kclUjRV3M0hIAAAJOec4FfYPwh8Fp4L8KwW0oBvbsLPdvz95gCqck8AGpWrsaLRHoaH5RRQg+WirEXKQilooAjK5qGSP2qyRTCtAGdNADnis25tM54reeOq0sAOeKAOSu7EHPFYd7puc8V3M9oDnisu5sQc8UAeeXml9ePWsK80vrkV6Td6cDnIrEvNM68ZoA82u9M68VkXOnYzxXot5pfXisW70w88UDOBnsSM8etUpbQjtXaXOmdeKy7jTsZ4oA5WS17Yqu9uRXRTWJGeKpyWhHagDDeE+lRNF7VrvbH0qB7f2oAy2iphjNaD25qNoaAKJQ00p7VcMVMMXtQBVKA0nl1aMftR5YHagDW8Nn/Qb+H0COPzINdl8K7qOO+12ylwFksY7nHvZXMMxI/BSa4vw7Hvuprdc5lhYDHcjBGT6cV0Hw5uo7bx1YRXI/cXplsZiT/DdRtFz7ZYVlNbmkHZo+ivFtnr2o2iR+G4IHnP3Lt5DG0BBycYBLBhjj2rmNe0bxyPD9xL4sv4LuCO1cQwovzRyRtHIH3FQWO1WGawtU+MOr/D3wvpM+uW4knju5dNmg2lZJ1tsqbjJIAGFHQc5rppfHWhfEzwbLfaNcFIIorr7WjqQyubWVRETwA3z78+g96ztJL+6zS8XK19ex4HqSqLqQdMNnn1Iz0qosn+ismQ5V8gR8ZPBAPp05NaGsIPtb7MHABHv1FZRdQrq7hgR8wjGGxnBH9K0i9mYy0bRLDLEySJiWVkLAbj8sYB47gHinxuz2DmPKFUIaSQ52gHIVc8kcgVXsyskcwLSSNkYhUYPQEbjgYGTxn0p9qQ0DqwMkibgiPwiZyeeAD0zRPST9Qhql6FCeRksIC0iRmN43THOAGxub/Z54qDXVDzxS4zuTlvXBP+NSTDOkyyYjQKWIcc+YQR+G0Z5Bpl7iaCCT7xwcsOnIB/LuDVR6P1F1a9DN2+goC1Nso8vFWIixShTUmynBKAIwuKbOpMD/AIH8iP8AGpglOEW/KY+8CP8ACk9g30LWlNiBB6Vv2khxj1rn7D92BGeorbtmKjFZStcuOiL08qfZmDHGw7v0wf8AGsyXUreIddxPQD/OKsSEvx60xNOiRfPkVY04+duB+Hr+FIp67FH7Ve3RIhTYp7n/AB/wqe20eSdsy7pD6Dp+P/16ma9tohttkMrf3nG1QfYdT+NRSXF3c8SOQv8AcX5V9Og/rVKLfkS2l5l1I9Ptj5csqhgD8sY3cjsSOAfrXK674s1NJH0+2t/sEfQtndM6nvuwAB7D8634bb2q02jWt9F5V3Csqn+8OR9COfyqlBLV6+pMm2rJ2PM/OyeByackbS/NIdqDue9ejRfDjR55NytcRA/wo4IH03KxrStvhHpszqy3tymMdVjY/wDoIqzLll1PNUIC7nyqrjavc+h9c+lb3hfwfr/iq7C6XaPKSdu/B8uMerMeAa9c8O/CPwvZTLcXMUt/KOn2lgVH/AUVR+Br1XRtMgtIUt7aJIYlxtRFCqPoAAKTTfkioxS82cx8MvhDp/hWWPVdUZb3UU/1XGYocjlhkZZ/ftXr1qh4JrPs4MAcVsW8eAKEraFN3LCLxRUirxRTETUUUUAFIRS0UAMIqN4wamxSEUAUpIge1U5rcHtWqyg1E8QPUUAc/cWYOeKy7mwBzxXVywe1UprUHPFAHFXWmg54rHu9L4Py13s9l14rMuNOznAoA88utL68VkXOlnnivRrrTBzkVk3OldeKB3PO7jTSM8VnTaf14rv7nSuvFZdxpXXigDhZbDHaqctkfSu0n0sjPFZ0+mkdqAOSktSO1V3t/aummsCO1UpbI+lAGA0HtUZhxWxJaH0qB7f1FAGWYvakMfqK0Gg9BUZhNAEugX02kaml5bhC2x4/nG4YdSp4Pfnimzmaz1FLlTh45VljYdmjYMv6ioxGVIPoRVrUIi8UcwJPy85OeR1qJpJrz0Kjdr0On/aGaLxFpui+IrbKwy2Yu4d3Ku8jKk0fHG5MKee2aw/gBq199n8W6FCA6PpE98gP3RLDG8X4Z80D8K7TwFbaR8QfDM/w91qQRXFsz3WlTEZZGP8ArFAyMjnkDsT6Cuh0v4X6X8JvBniPUo5/P1DVYY7Pf/BGkkiqETIUnJbcc+grNySi4PfoX7NupGonp1PKtXcrchiNu5Bx+JyKyJ3JBxKDjP8ADgr71ta5h73A/usOPZuKx3fAO9xgH+Ievv3FOOxM9yDTrogvD5h2MBnCjzW4xjkZ7cGixIcTw5LYbKwt3z1LnsPrTLSRVlmzMV4AU7P3zYLcAAHjnINR2sjbpol3NvYfu+kh4P3u4HY1VTd/L8kTB6K/mRO3+gz4VQTuVpM8DIzhBn25pwxJZxD5SV7r93kDp7ccVGj7bS5ICqPnG88gDB4X+pqe0Qtap90gY+6Pl6dv6UR3Xr+gd/T9SAx0nl1b8n2o8k+laCKfl04JVvyT6UogPpQBUEZ9KcIznI4Iq2IKeLf2oAZEkEuGc+VKP4sEq31xyDV+F7VFzJKDjsqkn8MgCoFtvapo7Q+lS6aY1Kw978LxaxAH+++GP4L0H41WZJrh/MmYux7sc/8A6qvx2RParcVgTjimopbA22ZcdoT2q5DZE44rWg00kjitG20vpxTEY9vp5PQVrWmmE44rYtdJPHFbNnpHQbaAMux0vpxXRafpmMcVfstJxjit+y0zAGRQFyvp+n4xxXR2VptwMUtpZBccVrW9sBjigQ62gwBxWhEmKZFFirKrigAxRTgKKAHUUUUAFFFFABRiiigBpFNIqSkxQBA0eahkhB7VbIprKDQBmSW+eoqpNZg9q2miqF4PagDnZrEHtWdcacD2rq5LcHtVaWzB7UAcXcaWDnis240nrxXdS2Oe1UptPB7UAefXGk9eKzLjSevFeiT6YOeKzbjSuvFAHnVxpZ54rNuNMIzxXolxpPX5ay7nSevFAHn82nnniqMtiR2ru7jSsZ4rMn0s88UDONksyO1QNbkdq6mfTiM8VRlsD6UAYBg9qsKivbGE9cZB46jg/wAwavSWZ9KgeCRFzHgEMG+YdcZGPxz3qZq8fQqDs/Uw7O4udO1L7Rp1y8N1bSB0kQlWRhgjBFdtf+PPEviuK0sdeuleKJt+yNFjDMoIV229W9K5eSxiN6J4wVSf5i46g8A59OnSrtjbmMC5PyspYfNgk5GB9OvSspWeppG6ukU9TeQ3DM+AQvGPdieay5WJhOMqCeo+Zc8knHUH1FXtQk3SzHOSuFx6gCs+MO8YVRjJJyDt6devGfWqjsRLVlSCR1uJdjyBlAXG0NLjJIDcYA9KLWX5rgPkk7cjOG4H8TdMVFbYAllAk2g42q2FHGTlycsOeopbNgbebn5DJ0YfKMAY92NVLdr0Ij0Y35RYTyHgktggbiccfKOw9a1rCLdZgYycjnoThR27delY7bv7PVQQBNJj5WCk5bj5vXjpXWaZZk2UZAIzk8/XAP6daI6tfMff5FL7N7Uot/atgWR9KetgSfu1YjFFsT2pwtD6VuLp5Papl00+lAGCtmfSpksSe1b6aYfSrUWlHPSgDn49PJ7Vbi00+ldFDpB9KvwaRnHy0Ac5DpZOOK0LfSenFdJb6P04rTt9H6fLQBzdtpHT5a1bbR+ny10VvpHTitS30oDHFAXMC10jpxWzaaTjHFbNvpgGOK0YLALjigRmWumgYwK1beyC44q7FaAY4q3HbgdqAIIbbHarkcWKekeKlC0AIq4p4FKBS0AFFFFABRRRQAUUUUAFFFFABRRRQAYpuKdRQAzFIUBqTFIRQBA0WaiaEelW8UhWgDPe3FQSWoPatQximNFQBiSWQ9KpzWAPauiaEHtUD249KAOVn00HtWdcaWOeK7OS0B7VTlsc9AKAOFuNKHPy1l3Ok9eK9An08HPFZ8+mA54FAHndxpRGeKzZ9L9q9DuNK6/LWbcaUDnigdzz+bTT6VTl0/qCOD/Wu6n0nrxVCbS/agDzgiW0unh/jiYEr03KRkMpOOfUeopTcjbI46A8L6uecV0PinwzcXVt9u09f9MtgSgx/rE6lPfpkD1rgjrUUkZ3ApOhyAc8HuMVjKFnboaKd0R6kygfMSHOc+5PP5etQmPyrE3bdUDADaG68A8nb34NVbm7kvZwxHLEDA96bqt0RbppYTEpfBBHpzn1HrxVxV2kRKSV2VowqWJmJQhssOGfAHAxnAUcZxToz5OnK/QyZPXOc8AEnH5CmXoBMNhG29jjcck4AHJ+8351bhjmvryO2t0LLHt4A3EkcKAOSTSlq799RRVvyFigaW8srEAsRgkDBJJ4GeOnOcivSrPRxBBHAB9xQD9e9J4M8B3Nq39qavGRcsxZI26oOgOOgPfArto9I/2aqK6sb7I5ZNMJ7VOmlE9q62LSM9qtR6P6iqFc5CPSParMejn0rsI9HHpVmPRx6UBc5CLRuR8tXItHP92utj0gDtVqPSuelArnKw6P7VoQaP04rpYtLHpVuLTgO1AHPwaRjGRWhBpYGOK247IelWY7THagDKh04DHFXYbIDHFaKWoHap0gA7UAU47XHarKW4HarKxCnhB2oAiSICpQmKeFp2BQA0LTgMUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAYoxRRQAmKTFOooAjK00xg1LSUAV3hz2qF4AauGo260AZ8lsD1FVJbJT2rWeoH70AYc1j7VRm05T2roJehqnPQBzc+mdeKozaWO6100tUpqAOak0rviuA8Z/CZdXlOo6Htt7piTLEx2xyH1HGFb1r1l+pqFu9Jq4XPCdP+F3iuwR5PsEUtwfuM08YUccYG48/Wqh+Efjie4lvbm2ged+FAnjCrz065r340q0cqQXvY8J0n4H+K5Z3l1Oe1ti+MuHMrBcjKqqqB9cmvTvC/w80nwzAEtIzLOeXuZRmRmPUjso7YFdetTJ0oUVcL6WM6PSgOoq1HpQ44q/H2q1H0FMChHpY9KtR6ZjqK0EqZaAKKaco7VOlgvpVyOpkoAppZAdqnSzx2q0KlWgCsloPSpkth6VOKetAEawAdqkWEDtUi0tACCMCnBacKUUAIFp2BRRQAUUUUAFFFFABRRRQAUUUUAf/9k="/>
      
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">A C‑129/23. sz. ügy</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">17</p>
</td>
<td valign="top">
<p class="normal">A BG Technik a 2013 júliusa és 2015 szeptembere között behozott SELVO járműveket a KN 8713 90 00 vámtarifaalszám alá sorolta be, mint „Rokkantkocsi fogyatékos személy részére motoros vagy más mechanikus meghajtással vagy anélkül; Más”, amelyek vámmentesek.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">18</p>
</td>
<td valign="top">
<p class="normal">2016 májusában a Celní úřad pro hlavní město Prahu (Prága főváros vámhivatala, Cseh Köztársaság) a BG Techniket az e behozatalokra kivetett vám utólagos megfizetésére kötelezte. Úgy ítélte meg, hogy a SELVO járművek a KN 8703 10 18 vámtarifaalszám alá tartoznak, mint „Speciálisan, havon való közlekedésre tervezett járművek; golfkocsik és hasonló járművek; Más”, és 10%‑os vámtétel vonatkozik rájuk.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">19</p>
</td>
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<p class="normal">A BG Technik, miután sikertelenül támadta meg e határozatot a vámügyi főigazgatóságnál, keresetet indított e hatóság határozatával szemben a Městský soud v Praze (prágai városi bíróság, Cseh Köztársaság) előtt, amely helyt adott annak. E bíróság a Nejvyšší správní soudnak (legfelsőbb közigazgatási bíróság, Cseh Köztársaság) a SELVO gépjárműnek a C‑129/23. sz. ügyben szóban forgó időszaktól eltérő időszakban történő behozatalára vonatkozó ítélkezési gyakorlatára támaszkodott annak megállapítása érdekében, hogy e jármű a KN 8713 vámtarifaszám alá tartozik, mivel rendelkezik a fogyatékos személyek számára készült jármű jellemzőivel. A Městský soud v Praze (prágai városi bíróság) úgy ítélte meg, hogy a KN magyarázó megjegyzéseiben előírt bizonyos jellemzők hiánya és a külön kormányoszlop megléte nem változtatja meg az említett jármű kompenzációs funkcióját azon személyek számára, akik korlátozott járóképességgel rendelkeznek. E bíróság azt is megállapította, hogy a 718/2009 rendelet, amelynek értelmében a külön kormányoszloppal ellátott járművek nem tartoznak a KN 8713 vámtarifaszáma alá, nem alkalmazható a SELVO járművekre, mivel azokat fogyatékos személyek részére szánták.</p>
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<p class="count">20</p>
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<p class="normal">A vámügyi főigazgatóság felülvizsgálati kérelmet nyújtott be ezen ítélettel szemben a Nejvyšší správní soudhoz (legfelsőbb közigazgatási bíróság), amely a C‑129/23. sz. ügyben kérdést előterjesztő bíróság, arra hivatkozva, hogy a Městský soud v Praze (prágai városi bíróság) nem tekintette úgy, hogy a KN magyarázó megjegyzéseinek, a 718/2009 rendeletnek, a 2010. december 22‑i Lecson Elektromobile ítéletnek (C‑12/10, EU:C:2010:823) és a 2658/87 rendelet 10. cikkének (1) bekezdése szerinti Vámkódexbizottság egyes véleményének megfelelően a külön kormányoszloppal felszerelt járművek nem tartoznak a KN 8713 vámtarifaszáma alá.</p>
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<p class="count">21</p>
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<p class="normal">A BG Technik a maga részéről hangsúlyozza, hogy az áruk tarifális besorolása során kizárólag a KN vámtarifaszámaiban és vámtarifaalszámaiban leírt objektív jellemzőket és tulajdonságokat kell figyelembe venni, amelyek a KN‑re vonatkozó magyarázó megjegyzésektől eltérően kötelezőek.</p>
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<p class="count">22</p>
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<p class="normal">A Nejvyšší správní soud (legfelsőbb közigazgatási bíróság) pontosítja, hogy azt a kérdést kell eldöntenie, hogy a SELVO jármű a KN 8713 vámtarifaszám alá tartozhat‑e, még akkor is, ha meghaladja a KN e vámtarifaszámra vonatkozó magyarázó megjegyzéseiben előírt legnagyobb sebességet, és külön kormányoszloppal rendelkezik.</p>
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<p class="count">23</p>
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<p class="normal">E bíróság először is a KN 8713 vámtarifaszám hatályát kiterjesztő 2016. május 26‑i Invamed Group és társai ítélet (C‑198/15, EU:C:2016:362) és a 2010. december 22‑i Lecson Elektromobile ítélet (C‑12/10, EU:C:2010:823) közötti eltérésekre hivatkozik, amelyből az következik, hogy e hatály korlátozottabb. Álláspontja szerint a 8713 vámtarifaszám alá tartozó áruk „fogyatékos” kifejezést használó megnevezése, amely kifejezést az első ítélet 34. pontjában úgy értelmezi, mint a nem csekély mértékű korlátozott járásra való képesség, valójában csak ezen áruk rendeltetését jelöli. Még azt kell tisztázni, hogy a KN magyarázó megjegyzései, amelyek e vámtarifaszám alól kizárják többek között a külön kormányoszloppal felszerelt járműveket, módosítják‑e az említett vámtarifaszám értelmét és hatályát. A kérdést előterjesztő bíróság pontosítja, hogy a 2016. május 26‑i Invamed Group és társai ítélet (C‑198/15, EU:C:2016:362) kihirdetését követően egyes nemzeti bíróságok „hallgatólagosan figyelmen kívül hagyják” a KN magyarázó megjegyzéseit azzal, hogy a SELVO járműhöz hasonló járműveket a KN 8713 vámtarifaszám alá sorolják be, míg több tagállam vámhatóságai továbbra is e nómenklatúra 8703 vámtarifaszáma alá sorolják be az ilyen járműveket.</p>
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<p class="count">24</p>
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<p class="normal">Másodszor a Nejvyšší správní soud (legfelsőbb közigazgatási bíróság) úgy véli, hogy tisztázni kell a 718/2009 rendeletnek a SELVO jármű tarifális besorolására gyakorolt, a C‑129/23. sz. ügyben szóban forgó áruk behozatalára vonatkozó időszakra vonatkozó hatását. E bíróság megjegyzi, hogy e rendelet két, a SELVO járműhöz hasonló járművet ír le, és azokat a 8703 vámtarifaszám alá sorolja be. Az említett bíróság megállapítja, hogy e járművet szintén e vámtarifaszám alá kellene besorolni, mégpedig a 2004. március 4‑i Krings ítélet (C‑130/02, EU:C:2004:122) 35. pontja alapján.</p>
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<p class="count">25</p>
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<p class="normal">Ilyen körülmények között a Nejvyšší správní soud (legfelsőbb közigazgatási bíróság) úgy határozott, hogy felfüggeszti az eljárást, és a következő kérdéseket terjeszti a Bíróság elé előzetes döntéshozatal céljából:</p>
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    <p class="C09Marge0avecretrait" id="para-204" title="page-22">
      „1) A [KN] [az Európai Unió Hivatalos Lapjában 2011. május 6‑án és 2015. március 4‑én közzétett] magyarázó megjegyzéseinek tartalmával ellentétben a [KN] 8713 vámtarifaszáma alá sorolható‑e be a 10 km/h‑t meghaladó maximális sebességű, külön, állítható kormányoszloppal rendelkező elektromobil?
    </p>
    <p class="C09Marge0avecretrait" id="para-205" title="page-22">
      2) Alkalmazható‑e a [718/2009] rendelet – az abban kifejezetten leírt járműveken kívül – az alábbi jellemzőkkel rendelkező elektromobilokra is:
    </p>
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<p class="count">–</p>
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<p class="normal">négy kerékkel (hátsó kerékpár bukásgátló),</p>
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<p class="count">–</p>
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<p class="normal">karfával ellátott, állítható és forgó üléssel,</p>
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<p class="count">–</p>
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<p class="normal">a jármű elülső és hátsó része közötti vízszintes alappal,</p>
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<p class="count">–</p>
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<p class="normal">800 wattos teljesítményű villanymotorral, amely lehetővé teszi, hogy a jármű akár a 16 km/h sebességet is elérje, és akár 45 km‑es távot is meg tudjon tenni,</p>
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<p class="count">–</p>
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<p class="normal">a hátsó kerekekre ható elektromágneses fékkel,</p>
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<p class="count">–</p>
</td>
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<p class="normal">külön, lehajtható kormányoszlopra szerelt, a sebesség beállítását lehetővé tevő karokkal ellátott kormányszarvakkal?”</p>
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<p class="normal">A C‑567/23. sz. ügy</p>
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<p class="count">26</p>
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<p class="normal">2021. november 1‑jén a BG Technik 79 SELVO járműre vonatkozóan vámáru‑nyilatkozatot nyújtott be, amelyeket a KN 8713 90 00 vámtarifaalszám alá sorolt be, mint „Rokkantkocsi fogyatékos személy részére motoros vagy más mechanikus meghajtással vagy anélkül; Más”, amelyek vámmentesek.</p>
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<p class="count">27</p>
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<p class="normal">Az illetékes vámhivatal úgy ítélte meg, hogy a BG Technik által javasolt tarifális besorolás nem helyes, mivel a SELVO jármű a KN 8703 10 18 vámtarifaalszám alá tartozik. E hatóság így 155 785 cseh korona (CZK) (hozzávetőleg 6200 euró) összegű behozatali vám utólagos megállapítására irányuló eljárást indított, és utólagos vámmegállapításról szóló határozatot bocsátott ki, amellyel szemben a BG Technik panaszt nyújtott be a vámügyi főigazgatósághoz.</p>
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<p class="count">28</p>
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<p class="normal">Ez utóbbi hatóság a 2022. május 11‑i határozattal elutasította ezt a kérelmet, és megerősítette a vitatott vámmegállapításról szóló határozatot, amely ellen a BG Technik keresetet indított a Krajský soud v Ostravě (ostravai regionális bíróság, Cseh Köztársaság) előtt, amely a C‑567/23. sz. ügyben a kérdést előterjesztő bíróság.</p>
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<p class="count">29</p>
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<p class="normal">A BG Technik arra hivatkozik, hogy a 2021/1367 végrehajtási rendelet, amely a SELVO járművet a KN 8703 10 18 vámtarifaalszám alá sorolta be, ezen árura „nem kötelező és nem alkalmazható”. A tagállami vámhivatalok „önmaguk kezdeményezték [e végrehajtási rendelet] elfogadását”, és „szó szerint olyan helyzetet teremtettek, amelyben már nem áll [a BG Technik] rendelkezésére mozgástér arra, hogy megjelöljön az [e jármű] fogyatékossággal élő személyek általi használatát lehetővé tévő bármilyen felszerelést és jellemzőt”.</p>
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<p class="count">30</p>
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<p class="normal">A BG Technik szerint a SELVO járművet a Ministerstvo dopravy České republiky (a Cseh Köztársaság közlekedési minisztériuma) műszaki jóváhagyásról szóló határozatával az „Egyéb járművek, fogyatékos személyek részére szánt kerekesszékek” kategóriába sorolták be, és az a Státní ústav pro kontrolu léčiv (állami gyógyszerfelügyeleti hatóság, Cseh Köztársaság) által 2021. november 22‑én hozott határozatnak megfelelően orvostechnikai eszköznek minősül. A SELVO járműnek a KN 8713 90 00 vámtarifaalszám alá történő besorolása és e járműnek az e nómenklatúra 8703 10 18 vámtarifaalszáma alá történő besorolása ily módon figyelmen kívül hagyja ugyanezen jármű műszaki sajátosságait és funkcióját, nevezetesen azt, hogy a jármű fogyatékos személyek szállítására alkalmas különleges felszereléssel rendelkezik, és azt fogyatékossággal élő és rokkant személyek használják.</p>
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<p class="count">31</p>
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<p class="normal">A vámügyi főigazgatóság azt állítja, hogy a SELVO jármű tulajdonságai, paraméterei és jellemzői alapján teljes mértékben megfelel a 2021/1367 végrehajtási rendelet mellékletének első oszlopában leírt terméknek, amely azt a KN 8703 10 18 vámtarifaalszám alá sorolta be. E járműnek az e nómenklatúra 8713 90 00 vámtarifaalszáma alá történő besorolása kizárt, mivel nem rendelkezik a fogyatékos személyek szállítására szolgáló különleges felszereléssel. Ezenkívül e végrehajtási rendelet kizárja a KN 8713 90 00 vámtarifaalszám alól az elkülönített kormányoszloppal, valamint a 10 km/órát meghaladó legnagyobb sebességű járműveket.</p>
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<p class="count">32</p>
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<p class="normal">A Krajský soud v Ostravě (ostravai regionális bíróság) megjegyzi, hogy a C‑567/23. sz. ügyben szóban forgó behozatalokra ratione temporis alkalmazandó 2021/1367 végrehajtási rendelet elfogadását megelőzően a Cseh Köztársaság jelezte, hogy a nemzeti ítélkezési gyakorlat szerint a vámhatóságok kötelesek a SELVO járművet a KN 8713 vámtarifaszám alá besorolni. E bíróság szerint az ilyen gépjármű rendelkezik bizonyos olyan felszereléssel, amely azt a „fogyatékos személyek” általi használatra alkalmassá teszi, e fogalomnak a 2016. május 26‑i Invamed Group és társai ítéletből (C‑198/15, EU:C:2016:362) következő kiterjesztő értelmezésének megfelelően. Egyébiránt az a tény, hogy a SELVO járművet a fogyatékos személyeken kívül más személyek is használhatják, nincs hatással az e vámtarifaszám alá történő tarifális besorolására.</p>
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<p class="count">33</p>
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<p class="normal">Így a Krajský soud v Ostravě (ostravai regionális bíróság) kételyeket táplál a tekintetben, hogy a 2021/1367 végrehajtási rendelet alkalmazható‑e a SELVO járműre, „mivel a Vámkódexbizottság e [végrehajtási] rendelet elfogadásával igen formalista módon reagált a jelenlegi ítélkezési gyakorlatra, amely [e járművet] rendeltetési célja alapján értékelte”. E bíróság szerint az említett végrehajtási rendelet „közvetlenül felsorolja az áru azon jellemzőit, amelyek nem tekinthetők a KN 8713 vámtarifaalszám értelmében vett fogyatékos személyek szállítására szolgáló felszereléseknek, ami ellentmondásban áll az áru rendeltetés szerinti értékelésével”.</p>
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<p class="count">34</p>
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<p class="normal">A Krajský soud v Ostravě (ostravai regionális bíróság) végül úgy véli, hogy a 2021/1367 végrehajtási rendelet alkalmazása ellentétes az ENSZ‑egyezmény 20. cikkével, és nemcsak a fogyatékos személyek jogait korlátozza a SELVO jármű árának emelésével, hanem a gyakorlatban a kerekesszékek vagy a fogyatékos személyeknek szánt járművek innovatív elemeinek tervezését és gyártását is.</p>
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<p class="count">35</p>
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<p class="normal">E körülmények között a Krajský soud v Ostravě (ostravai regionális bíróság, Cseh Köztársaság) úgy határozott, hogy az eljárást felfüggeszti, és előzetes döntéshozatal céljából a következő kérdést terjeszti a Bíróság elé:</p>
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    <p class="C02AlineaAltA" id="para-223" title="page-24">
      „A [2021/1367 végrehajtási rendelet] szövegében foglaltak ellenére a [KN] 8713 90 00 vámtarifaszám[…] alá sorolható‑e be a következő jellemzőkkel rendelkező elektromobil:
    </p>
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<p class="normal">két tengely, hátsó tengelymeghajtás,</p>
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<p class="normal">két kerékkészlet (a hátsó kerekek nagyobbak és bukásgátlóval vannak ellátva),</p>
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<p class="normal">a jármű különálló, önálló kormányoszlopra felszerelt, zárt, ovális alakú kormánykerékkel irányítható, vezérlőelemekkel rendelkezik, és azt úgy alakították ki, hogy egy kézzel lehet irányítani és a sebességet szabályozni,</p>
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<td valign="top">
<p class="count">–</p>
</td>
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<p class="normal">a jármű a hátsó kerekekre ható elektromágneses fékkel rendelkezik,</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
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<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">a jármű méretei 122 x 63 x 125 cm (hosszúság, szélesség, magasság) – a magasság a menethelyzetbe beállított üléssel van megadva,</p>
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</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">karfával ellátott, állítható és forgó ülés,</p>
</td>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">–</p>
</td>
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<p class="normal">a jármű elülső és a hátsó részét összekötő vízszintes alap,</p>
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<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">800 wattos teljesítményű villanymotor, amely lehetővé teszi, hogy a jármű akár a 15 km/h sebességet is elérje, és akár 45 km‑t is meg tudjon tenni?”</p>
</td>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
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<p class="count"/>
</td>
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<p class="normal">A Bíróság előtti eljárás</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
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<p class="count">36</p>
</td>
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<p class="normal">A C‑129/23. és a C‑567/23. sz. ügyeket a 2024. június 25‑i határozattal az ítélethozatal céljából egyesítették.</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
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<p class="count"/>
</td>
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<p class="normal">Az előzetes döntéshozatalra előterjesztett kérdésekről</p>
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</tr>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">37</p>
</td>
<td valign="top">
<p class="normal">A C‑129/23. sz. ügyben előterjesztett két kérdéssel és a C‑567/23. sz. ügyben előterjesztett egyetlen kérdéssel, amelyeket együttesen célszerű vizsgálni, a kérdést előterjesztő bíróságok lényegében arra várnak választ, hogy a KN 8713 vámtarifaszámot úgy kell‑e értelmezni, hogy az vonatkozik az olyan árura, mint a villanymotorral rendelkező olyan négykerekű jármű, amely egyszemélyes, karfával ellátott, lehajtható és forgó üléssel rendelkezik, külön kormányoszloppal, valamint a hátsó, a bukás megakadályozására szolgáló kerekekre ható automatikus elektromágneses fékkel van felszerelve, amely az e kormányoszlopon elhelyezett, beépített, ovális alakú kormányszarvakkal irányítható, és amely jármű legnagyobb sebessége meghaladja a 10 km/h‑t, de legfeljebb 16 km/h.</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<p class="count">38</p>
</td>
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<p class="normal">Előzetesen emlékeztetni kell arra, hogy ha a Bíróság elé tarifális besorolással kapcsolatban terjesztenek előzetes döntéshozatal iránti kérelmet, a Bíróság feladata inkább az, hogy megvilágítsa a nemzeti bíróság számára azokat a szempontokat, amelyek alapján lehetővé válik az utóbbi számára, hogy a szóban forgó árukat helyesen sorolja be a KN alá, mintsem hogy a Bíróság maga végezze el ezt a besorolást. Ezen áruk minősítése ugyanis olyan tisztán ténybeli megállapításból ered, amelyet a Bíróságnak nem feladata egy előzetes döntéshozatali eljárás keretében elvégezni (2021. március 10‑i Samohýl group ítélet, C‑941/19, EU:C:2021:192, 28. pont, valamint az ott hivatkozott ítélkezési gyakorlat).</p>
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<col width="5%"/>
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<p class="count">39</p>
</td>
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<p class="normal">Ezenfelül a jogbiztonság és az ellenőrzések elősegítése érdekében az áruk tarifális besorolásának meghatározó feltételét általában az áruk objektív jellemzői és tulajdonságai között kell keresni, amint azokat a KN vámtarifaszámnak és az áruosztályok, illetve árucsoportok megjegyzéseinek a szövege meghatározza (2021. március 10‑i Samohýl group ítélet, C‑941/19, EU:C:2021:192, 29. pont, valamint az ott hivatkozott ítélkezési gyakorlat). Az áru rendeltetése a megfelelő vámtarifaszám alá történő besorolás objektív szempontját képezheti, amennyiben az szorosan az adott áruhoz tartozik, amely kötődésnek az áru objektív jellemzői és tulajdonságai alapján megállapíthatónak kell lennie (2016. május 26‑i Invamed Group és társai ítélet, C‑198/15, EU:C:2016:362, 22. pont, valamint az ott hivatkozott ítélkezési gyakorlat).</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">40</p>
</td>
<td valign="top">
<p class="normal">Először is, a KN 8713 vámtarifaszám alá a „[r]okkantkocsi fogyatékos személy részére motoros vagy más mechanikus meghajtással vagy anélkül” tartozik.</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<p class="count">41</p>
</td>
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<p class="normal">A Bíróság már értelmezte a „fogyatékos személy” e fogalmát úgy, hogy az a nem csekély mértékű korlátozott járásra való képességgel rendelkező személyeket foglalja magában, e fogyatékosság időtartama és az esetleges egyéb fogyatékosságok pedig nem bírnak jelentőséggel. Ezenkívül a „fogyatékos személy részére” kifejezést úgy értelmezték, hogy az érintett járművet kizárólag fogyatékos személy részére szánták. E tekintetben pontosításra került, hogy az a körülmény, hogy az ilyen járművet adott esetben nem fogyatékos személyek is használhatják, nem befolyásolja e járműnek a KN 8713 vámtarifaszáma alá történő tarifális besorolását, mivel az említett jármű – eredeti rendeltetése okán – nem felel meg más, fogyatékosságban nem szenvedő személyeknek (lásd ebben az értelemben: 2016. május 26‑i Invamed Group és társai ítélet, C‑198/15, EU:C:2016:362, 26., 27. és 34. pont).</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">42</p>
</td>
<td valign="top">
<p class="normal">A tarifális besorolásnak nem a lehetséges felhasználást kell figyelembe vennie, hanem csak az árunak a behozatalakor fennálló objektív jellemzői és tulajdonságai alapján értékelt tervezett felhasználást (lásd ebben az értelemben: 2016. május 26‑i Invamed Group és társai ítélet, C‑198/15, EU:C:2016:362, 24. pont).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">43</p>
</td>
<td valign="top">
<p class="normal">Egyébiránt a Bíróság megállapította, hogy a KN 8713 vámtarifaszámra vonatkozó magyarázó megjegyzéséből egyértelműen kitűnik, hogy az e vámtarifaszám alá történő besorolás meghatározó kritériuma a jármű fogyatékos személyek számára történő speciális felszerelése, és hogy következésképpen e vámtarifaszám alá tartoznak a kifejezetten a fogyatékos személyek szállítására tervezett járművek. E magyarázó megjegyzés utolsó bekezdése pontosítja, hogy ezzel szemben a külön kormányoszloppal felszerelt gépjárművek nem tartoznak e vámtarifaszám alá, és a KN 8703 vámtarifaszáma alá tartoznak (lásd ebben az értelemben: 2010. december 22‑i Lecson Elektromobile ítélet, C‑12/10, EU:C:2010:823, 19. és 20. pont).</p>
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</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">44</p>
</td>
<td valign="top">
<p class="normal">A jelen ügyben nem vitatott, hogy a SELVO járművek egy külön kormányoszloppal rendelkeznek, amelyen a kormány és a vezetést segítő vezérlőelemek találhatók, hogy maximális sebességük meghaladja a 10 km/h‑t, és hogy olyan platformmal vannak ellátva, amelyre a vezető a lábait felhelyezheti, valamint egy bukásgátló rendszerrel. Egyébiránt, amint arra lényegében a Bizottság a C‑129/23. és C‑567/23. sz. ügyek keretében benyújtott írásbeli észrevételeiben rámutatott, a SELVO járműnek az ezen ügyekben hozott előzetes döntéshozatalra utaló határozatokban szereplő leírására tekintettel úgy tűnik, hogy azt többek között az enyhébb egészségügyi problémákkal küzdő idős személyek számára tervezték, akik csekély mértékű korlátozott járásra való képességgel rendelkeznek. E járművet tehát nem kizárólag fogyatékos személyek szállítására tervezték a jelen ítélet 41. pontjában hivatkozott ítélkezési gyakorlat értelmében, azon körülmény sérelme nélkül, hogy azt adott esetben ez utóbbi személykategória használhatja.</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">45</p>
</td>
<td valign="top">
<p class="normal">A fentiekből következik, hogy a KN 8713 vámtarifaszámot nem lehet úgy értelmezni, hogy az – mint kizárólag fogyatékos személyeknek szánt jármű – ezen áru objektív jellemzőire és tulajdonságaira tekintettel magában foglalja a jelen ítélet 37. pontjában leírthoz hasonló árut.</p>
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<td valign="top">
<p class="count">46</p>
</td>
<td valign="top">
<p class="normal">Másodszor meg kell állapítani egyrészt, hogy az azon időszakban alkalmazandó 718/2009 rendelet, amelynek során a C‑129/23. sz. ügyben az alapügyben szóban forgó behozatalokra sor került, a SELVO járműhöz hasonló két járművet a KN 8703 10 18 vámtarifaalszám alá sorolja be. Másrészt a C‑567/23. sz. ügyben szóban forgó behozatalokra alkalmazandó 2021/1367 végrehajtási rendelet, kifejezetten hivatkozva a 2016. május 26‑i Invamed Group és társai ítéletre (C‑198/15, EU:C:2016:362), ugyanezen vámtarifaalszám alá sorolja be a SELVO járművel azonos járművet.</p>
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<col width="5%"/>
<col width="95%"/>
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<p class="count">47</p>
</td>
<td valign="top">
<p class="normal">A Bizottság akkor fogad el az áruk besorolásáról szóló, az előző pontban említettekhez hasonló rendeletet, ha valamely konkrét áru KN‑be történő besorolása nehézséget okozhat vagy ellentmondásos lehet. Az ilyen rendelet mindazonáltal általános hatályú, mivel nem egy meghatározott piaci szereplőre, hanem valamennyi, a besorolás tárgyát képező termékkel azonos termékre általánosságban vonatkozik (2017. április 26‑i Stryker EMEA Supply Chain Services ítélet, C‑51/16, EU:C:2017:298, 59. pont, valamint az ott hivatkozott ítélkezési gyakorlat).</p>
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</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">48</p>
</td>
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<p class="normal">Amint azt a Bíróság már megállapította, a KN 8703 vámtarifaszámának és 8713 vámtarifaszámának címeiből kitűnik, hogy az azok közötti különbség abban áll, hogy az első az általában személyszállításra, míg a második kimondottan a fogyatékos személyeknek szánt szállítóeszközöket foglalja magában (2010. december 22‑i Lecson Elektromobile ítélet, C‑12/10, EU:C:2010:823, 18. pont; 2016. május 26‑i Invamed Group és társai ítélet, C‑198/15, EU:C:2016:362, 21. pont).</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">49</p>
</td>
<td valign="top">
<p class="normal">Az a körülmény, hogy a SELVO járműhöz hasonló árukat adott esetben fogyatékos személyek is használhatják, vagy azok ez utóbbi személyek általi használatra átalakíthatók, nincs hatással az ilyen járműveknek a KN 8703 vámtarifaszám alá történő tarifális besorolására, mivel azok alkalmasak több más tevékenység olyan személyek általi elvégzésére, akik nem élnek fogyatékossággal, azonban bármely oknál fogva kis távolságokat nem gyalog kívánnak megtenni, mint a golfjátékosok vagy a bevásárlást végző személyek (lásd ebben az értelemben: 2016. május 26‑i Invamed Group és társai ítélet, C‑198/15, EU:C:2016:362, 25. pont, valamint az ott hivatkozott ítélkezési gyakorlat).</p>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">50</p>
</td>
<td valign="top">
<p class="normal">Mivel a KN 8703 vámtarifaszámot a Bíróság már értelmezte úgy, hogy az személyszállító járműként magában foglalja a SELVO járművekhez hasonlóan a jelen ítélet 37. pontjában említett jellemzőkkel rendelkező árukat (2010. december 22‑i Lecson Elektromobile ítélet, C‑12/10, EU:C:2010:823, 24. pont), és amint azt a kérdést előterjesztő bíróság a C‑129/23. sz. ügyben megjegyzi, e járművek nem azonosak a 718/2009 rendelet tárgyát képező járművekkel, hanem csak hasonlóak azokhoz, az e vámtarifaszám alá történő besorolásuk céljából nem szükséges analógia útján alkalmazni e rendeletet a SELVO járművekre (lásd ebben az értelemben: 2018. április 12‑i Medtronic ítélet, C‑227/17, EU:C:2018:247, 59. pont).</p>
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</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
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<p class="count">51</p>
</td>
<td valign="top">
<p class="normal">Ami a kérdést előterjesztő bíróság által a C‑567/23. sz. ügyben, valamint a BG Technik által a 2021/1367 végrehajtási rendelet SELVO járműre való alkalmazásának mellőzése érdekében előadott érveket illeti, a következőket kell megállapítani.</p>
</td>
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</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">52</p>
</td>
<td valign="top">
<p class="normal">Először is, ami az arra alapított érvet illeti, hogy e rendeletet a BG Technik különleges esetére fogadták el, ami egyrészt megakadályozza őt abban, hogy megjelölje a járműveinek a fogyatékos személyek általi használatát lehetővé tévő felszereléseket és jellemzőket, másrészt pedig figyelmen kívül hagyja az ilyen rendelet általános jellegére vonatkozó követelményt, elegendő rámutatni, amint azt a cseh kormány is tette a C‑567/23. sz. ügyben benyújtott írásbeli észrevételeiben, hogy a besorolási rendelet célja pontosan az, hogy konkrétan leírja azt az árut, amelynek a KN‑be történő besorolására irányul, anélkül hogy az árura vonatkozóan bármiféle szubjektív mérlegelési mozgásteret hagyna, ellenkező esetben az nem érvényesülhet hatékonyan.</p>
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</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">53</p>
</td>
<td valign="top">
<p class="normal">Másodszor, azon érvet illetően, amely szerint a SELVO járműnek a KN 8713 vámtarifaszám alá kell tartoznia, a cseh hatóságok által kiállított olyan dokumentumoknak megfelelően, mint a Cseh Köztársaság közlekedési minisztériumának a műszaki jóváhagyásról szóló határozata, emlékeztetni kell arra, hogy az a mód, ahogyan valamely árut a KN‑től eltérő célokat követő nemzeti szabályozás alapján kezelnek, nem meghatározó a KN alá történő besorolás szempontjából. E besorolásnak ugyanis többek között meg kell őriznie a KN és a HR értelmezése közötti koherenciát, amelyet egy olyan nemzetközi egyezmény állapított meg, amelyben az Unió szerződő fél (lásd ebben az értelemben: 2016. december 15‑i LEK‑ítélet, C‑700/15, EU:C:2016:959, 36. pont).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">54</p>
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<p class="normal">Harmadszor, bár a cseh bíróságoknak a 2016. május 26‑i Invamed Group és társai ítéletet (C‑198/15, EU:C:2016:362) követően kialakított ítélkezési gyakorlata alapján a SELVO járművet a KN 8713 vámtarifaszám alá kell besorolni, ezen ítélkezési gyakorlat, amint az a C‑567/23. sz. ügyben előterjesztett előzetes döntéshozatalra utaló határozatból kitűnik, többek között a nemzeti hatóságok előző pontban említett dokumentumain alapult, amelyek – amint arra a cseh kormány az ezen ügyben benyújtott írásbeli észrevételeiben rámutatott – magának az árunak az importőr vagy a gyártó általi megnevezésén alapulnak. Márpedig, amint az a jelen ítélet 39. pontjában hivatkozott ítélkezési gyakorlatból következik, a tarifális besorolásnak figyelembe kell vennie a szóban forgó áru lényeges rendeltetését. E lényegességet annak objektív jellemzői és tulajdonságai alapján kell értékelni.</p>
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<p class="count">55</p>
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<p class="normal">Negyedszer, amennyiben a BG Technik a C‑567/23. sz. ügyben benyújtott írásbeli észrevételeiben azt kifogásolja, hogy a Bizottság a 2021/1367 végrehajtási rendelet elfogadása előtt megsértette az EUSZ 4. cikk (3) bekezdésében foglalt lojális együttműködés elvét azáltal, hogy nem vette kellőképpen figyelembe az előző pontban hivatkozott nemzeti ítélkezési gyakorlatot, elegendő megállapítani, hogy a Bizottságot nem köti a tagállami ítélkezési gyakorlat, amikor besorolási rendeletet fogad el. Az ilyen rendelet ugyanis azon jogbizonytalanság orvoslását célozza, amely többek között az ugyanazon áru tarifális besorolásával kapcsolatban a tagállamok között fennálló ítélkezési vagy közigazgatási eltérések esetén állhat fenn (lásd ebben az értelemben: 2019. december 19‑i Amoena ítélet, C‑677/18, EU:C:2019:1142, 58. pont).</p>
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<p class="count">56</p>
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<p class="normal">Ötödször, ami azt az érvet illeti, amely szerint a 2021/1367 végrehajtási rendeletnek a SELVO járműre való alkalmazása ellentétes az ENSZ‑egyezménnyel, elegendő megállapítani, hogy mivel e járművet nem kizárólag a fogyatékos személyek részére szánják, nem állítható, hogy a vámoknak az említett járműre történő kivetése sérti e személyek jogait. Egyébiránt ez az egyezmény, és különösen annak 20. cikke nem követeli meg, hogy a mobilitás támogatására irányuló járművek mentesüljenek a vám alól.</p>
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<p class="count">57</p>
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<p class="normal">A fenti indokok összességére tekintettel a C‑129/23. sz. ügyben előterjesztett kérdésekre és a C‑567/23. sz. ügyben előterjesztett egyetlen kérdésre azt a választ kell adni, hogy a KN 8713 vámtarifaszámot úgy kell értelmezni, hogy az nem vonatkozik az olyan árura, mint a villanymotorral rendelkező olyan négykerekű jármű, amely egyszemélyes, karfával ellátott, lehajtható és forgó üléssel rendelkezik, külön kormányoszloppal, valamint a hátsó, a bukás megakadályozására szolgáló kerekekre ható automatikus elektromágneses fékkel van felszerelve, amely az e kormányoszlopon elhelyezett, beépített, ovális alakú kormányszarvakkal irányítható, és amely jármű legnagyobb sebessége meghaladja a 10 km/h‑t, de legfeljebb 16 km/h.</p>
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<p class="normal">A költségekről</p>
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<p class="count">58</p>
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<p class="normal">Mivel ez az eljárás az alapeljárásban részt vevő felek számára a kérdést előterjesztő bíróságok előtt folyamatban lévő eljárás egy szakaszát képezi, e bíróságok döntenek a költségekről. Az észrevételeknek a Bíróság elé terjesztésével kapcsolatban felmerült költségek, az említett felek költségeinek kivételével, nem téríthetők meg.</p>
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    <p class="C41DispositifIntroduction" id="para-258" title="page-29">
      A fenti indokok alapján a Bíróság (nyolcadik tanács) a következőképpen határozott:
    </p>
    <p class="C30Dispositifalinea" id="para-259" title="page-29">
      A vám‑ és a statisztikai nómenklatúráról, valamint a Közös Vámtarifáról szóló, 1987. július 23‑i 2658/87/EGK tanácsi rendelet 2012. október 9‑i 927/2012/EU bizottsági végrehajtási rendeletből, 2013. október 4‑i 1001/2013/EU bizottsági végrehajtási rendeletből, 2014. október 16‑i 1101/2014/EU bizottsági végrehajtási rendeletből és 2020. szeptember 21‑i (EU) 2020/1577 bizottsági végrehajtási rendeletből eredő változatának I. mellékletében szereplő Kombinált Nómenklatúra 8713 vámtarifaszámát
    </p>
    <p class="C30Dispositifalinea" id="para-260" title="page-29">
      a következőképpen kell értelmezni:
    </p>
    <p class="C30Dispositifalinea" id="para-261" title="page-30">
      az nem vonatkozik az olyan árura, mint a villanymotorral rendelkező olyan négykerekű jármű, amely egyszemélyes, karfával ellátott, lehajtható és forgó üléssel rendelkezik, külön kormányoszloppal, valamint a hátsó, a bukás megakadályozására szolgáló kerekekre ható automatikus elektromágneses fékkel van felszerelve, amely az e kormányoszlopon elhelyezett, beépített, ovális alakú kormányszarvakkal irányítható, és amely jármű legnagyobb sebessége meghaladja a 10 km/h‑t, de legfeljebb 16 km/h.
    </p>
    <div class="signatures">
<p class="C77Signatures" id="para-262" title="page-30">
<span class="signatory">Aláírások</span>
</p>
</div>
    <div/>
  <hr class="note"/>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-1" href="#c-1">*</a>
</span>) Az eljárás nyelve: cseh.</p>
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