﻿<?xml version="1.0" encoding="utf-8"?>
<TramiteCNMV xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:noNamespaceSchemaLocation="Esquema_FTA_EP.xsd">
  <DocumentoCNMV>
    <CodigoTramite>FTAP</CodigoTramite>
  </DocumentoCNMV>
  <TramiteFTAEP>
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      <NumRegistroFondo>10472</NumRegistroFondo>
      <DenominacionFondo>BBVA RMBS 14 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20191231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
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    <IngresosGastosReconocidos />
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      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
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      <E_0556>9398000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>9584000</E_0570>
      <E_0577>18331000</E_0577>
      <E_0590>52.28</E_0590>
      <E_0600>0</E_0600>
      <E_1600>0</E_1600>
      <E_2600>0</E_2600>
      <E_0601>0</E_0601>
      <E_1601>0</E_1601>
      <E_2601>0</E_2601>
      <E_0602>0</E_0602>
      <E_1602>0</E_1602>
      <E_2602>0</E_2602>
      <E_0603>0</E_0603>
      <E_1603>0</E_1603>
      <E_2603>0</E_2603>
      <E_0604>0</E_0604>
      <E_1604>0</E_1604>
      <E_2604>0</E_2604>
      <E_0605>0</E_0605>
      <E_1605>0</E_1605>
      <E_2605>0</E_2605>
      <E_0606>447453000</E_0606>
      <E_1606>488410000</E_1606>
      <E_2606>700019000</E_2606>
      <E_0607>447453000</E_0607>
      <E_1607>488410000</E_1607>
      <E_2607>700019000</E_2607>
      <E_0608>15.17</E_0608>
      <E_1608>16.14</E_1608>
      <E_2608>20.18</E_2608>
      <E_0609>9.96</E_0609>
      <E_1609>8.98</E_1609>
      <E_2609>4.90</E_2609>
      <E_0620>681</E_0620>
      <E_0630>24432000</E_0630>
      <E_1620>468</E_1620>
      <E_1630>17090000</E_1630>
      <E_2620>3</E_2620>
      <E_2630>82000</E_2630>
      <E_0621>6629</E_0621>
      <E_0631>414862000</E_0631>
      <E_1621>6570</E_1621>
      <E_1631>431195000</E_1631>
      <E_2621>735</E_2621>
      <E_2631>53907000</E_2631>
      <E_0622>94</E_0622>
      <E_0632>8159000</E_0632>
      <E_1622>523</E_1622>
      <E_1632>40125000</E_1632>
      <E_2622>7848</E_2622>
      <E_2632>646030000</E_2632>
      <E_0623>0</E_0623>
      <E_0633>0</E_0633>
      <E_1623>0</E_1623>
      <E_1633>0</E_1633>
      <E_2623>0</E_2623>
      <E_2633>0</E_2633>
      <E_0624>0</E_0624>
      <E_0634>0</E_0634>
      <E_1624>0</E_1624>
      <E_1634>0</E_1634>
      <E_2624>0</E_2624>
      <E_2634>0</E_2634>
      <E_0625>0</E_0625>
      <E_0635>0</E_0635>
      <E_1625>0</E_1625>
      <E_1635>0</E_1635>
      <E_2625>0</E_2625>
      <E_2635>0</E_2635>
      <E_0626>0</E_0626>
      <E_0636>0</E_0636>
      <E_1626>0</E_1626>
      <E_1636>0</E_1636>
      <E_2626>0</E_2626>
      <E_2636>0</E_2636>
      <E_0627>0</E_0627>
      <E_0637>0</E_0637>
      <E_1627>0</E_1627>
      <E_1637>0</E_1637>
      <E_2627>0</E_2627>
      <E_2637>0</E_2637>
      <E_0628>7404</E_0628>
      <E_0638>447453000</E_0638>
      <E_1628>7561</E_1628>
      <E_1638>488410000</E_1638>
      <E_2628>8586</E_2628>
      <E_2638>700019000</E_2638>
      <E_0639>50.70</E_0639>
      <E_1639>53.83</E_1639>
      <E_2639>66.61</E_2639>
      <E_0650>1.67</E_0650>
      <E_1650>1.60</E_1650>
      <E_2650>2.73</E_2650>
      <E_0651>1.84</E_0651>
      <E_1651>1.75</E_1651>
      <E_2651>2.94</E_2651>
      <E_0652>0.14</E_0652>
      <E_1652>0.33</E_1652>
      <E_2652>0.86</E_2652>
      <E_0660>1448</E_0660>
      <E_0683>82390000</E_0683>
      <E_1660>1465</E_1660>
      <E_1683>88370000</E_1683>
      <E_2660>1645</E_2660>
      <E_2683>119869000</E_2683>
      <E_0661>157</E_0661>
      <E_0684>8568000</E_0684>
      <E_1661>163</E_1661>
      <E_1684>9620000</E_1684>
      <E_2661>179</E_2661>
      <E_2684>13909000</E_2684>
      <E_0662>301</E_0662>
      <E_0685>17769000</E_0685>
      <E_1662>303</E_1662>
      <E_1685>19126000</E_1685>
      <E_2662>334</E_2662>
      <E_2685>26409000</E_2685>
      <E_0663>40</E_0663>
      <E_0686>3955000</E_0686>
      <E_1663>41</E_1663>
      <E_1686>4223000</E_1686>
      <E_2663>43</E_2663>
      <E_2686>5167000</E_2686>
      <E_0664>100</E_0664>
      <E_0687>6110000</E_0687>
      <E_1664>104</E_1664>
      <E_1687>6735000</E_1687>
      <E_2664>107</E_2664>
      <E_2687>8481000</E_2687>
      <E_0665>32</E_0665>
      <E_0688>1505000</E_0688>
      <E_1665>32</E_1665>
      <E_1688>1661000</E_1688>
      <E_2665>33</E_2665>
      <E_2688>2138000</E_2688>
      <E_0666>295</E_0666>
      <E_0689>15589000</E_0689>
      <E_1666>297</E_1666>
      <E_1689>16846000</E_1689>
      <E_2666>311</E_2666>
      <E_2689>22591000</E_2689>
      <E_0667>1094</E_0667>
      <E_0690>66985000</E_0690>
      <E_1667>1116</E_1667>
      <E_1690>72982000</E_1690>
      <E_2667>1239</E_2667>
      <E_2690>101821000</E_2690>
      <E_0668>497</E_0668>
      <E_0691>37213000</E_0691>
      <E_1668>515</E_1668>
      <E_1691>41433000</E_1691>
      <E_2668>575</E_2668>
      <E_2691>58204000</E_2691>
      <E_0670>238</E_0670>
      <E_0693>10479000</E_0693>
      <E_1670>244</E_1670>
      <E_1693>11426000</E_1693>
      <E_2670>270</E_2670>
      <E_2693>15736000</E_2693>
      <E_0671>208</E_0671>
      <E_0694>10825000</E_0694>
      <E_1671>211</E_1671>
      <E_1694>11860000</E_1694>
      <E_2671>228</E_2671>
      <E_2694>16432000</E_2694>
      <E_0672>2146</E_0672>
      <E_0695>133324000</E_0695>
      <E_1672>2205</E_1672>
      <E_1695>146973000</E_1695>
      <E_2672>2615</E_2672>
      <E_2695>227263000</E_2695>
      <E_0673>6</E_0673>
      <E_0696>415000</E_0696>
      <E_1673>6</E_1673>
      <E_1696>435000</E_1696>
      <E_2673>6</E_2673>
      <E_2696>510000</E_2696>
      <E_0674>34</E_0674>
      <E_0697>2165000</E_0697>
      <E_1674>34</E_1674>
      <E_1697>2290000</E_1697>
      <E_2674>37</E_2674>
      <E_2697>3061000</E_2697>
      <E_0676>37</E_0676>
      <E_0699>1705000</E_0699>
      <E_1676>39</E_1676>
      <E_1699>1931000</E_1699>
      <E_2676>39</E_2676>
      <E_2699>2569000</E_2699>
      <E_0677>771</E_0677>
      <E_0700>48456000</E_0700>
      <E_1677>786</E_1677>
      <E_1700>52499000</E_1700>
      <E_2677>925</E_2677>
      <E_2700>75859000</E_2700>
      <E_0679>7404</E_0679>
      <E_0702>447453000</E_0702>
      <E_1679>7561</E_1679>
      <E_1702>488410000</E_1702>
      <E_2679>8586</E_2679>
      <E_2702>700019000</E_2702>
      <E_0682>7404</E_0682>
      <E_0705>447453000</E_0705>
      <E_1682>7561</E_1682>
      <E_1705>488410000</E_1705>
      <E_2682>8586</E_2682>
      <E_2705>700019000</E_2705>
      <E_0710>0.29</E_0710>
      <E_1710>0.28</E_1710>
      <E_2710>0.22</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0720>6370</E_0720>
        <E_0721>61000</E_0721>
        <E_0722>387422000</E_0722>
        <E_1720>6370</E_1720>
        <E_1721>67000</E_1721>
        <E_1722>428109000</E_1722>
        <E_2720>6370</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>637000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0720>630</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>63000000</E_0722>
        <E_1720>630</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>63000000</E_1722>
        <E_2720>630</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>63000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>7000</E_0723>
      <E_0724>450422000</E_0724>
      <E_1723>7000</E_1723>
      <E_1724>491109000</E_1724>
      <E_2723>7000</E_2723>
      <E_2724>700000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.30</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>387422000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>387422000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.40</E_0732>
        <E_0733>0.01</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>63000000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>63000000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>0</E_0740>
      <E_0741>0</E_0741>
      <E_0743>450422000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>450422000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.01</E_0747>
      <E_0748>0.01</E_0748>
      <E_0749>0.39</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0750>9863000</E_0750>
        <E_0751>249578000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>2466000</E_0753>
        <E_1750>9855000</E_1750>
        <E_1751>208891000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>2466000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>1000</E_0752>
        <E_0753>528000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>13000</E_1752>
        <E_1753>488000</E_1753>
      </DetalleAmortizacion>
      <E_0754>9863000</E_0754>
      <E_0755>249578000</E_0755>
      <E_0756>1000</E_0756>
      <E_0757>2994000</E_0757>
      <E_1754>9855000</E_1754>
      <E_1755>208891000</E_1755>
      <E_1756>13000</E_1756>
      <E_1757>2954000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20180425</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1 (sf)</E_0762>
        <E_0763>Aa1</E_0763>
        <E_0764>A1 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20160208</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>A (sf)</E_0762>
        <E_0763>A (sf)</E_0763>
        <E_0764>A- (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20141124</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Ba2 (sf)</E_0762>
        <E_0763>Ba2 (sf)</E_0763>
        <E_0764>Ba2 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20180629</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BB (sf)</E_0762>
        <E_0763>BB</E_0763>
        <E_0764>B- (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>450422000</E_0771>
      <E_1771>491109000</E_1771>
      <E_2771>700000000</E_2771>
      <E_0772>450422000</E_0772>
      <E_1772>491109000</E_1772>
      <E_2772>700000000</E_2772>
      <E_0773>35.50</E_0773>
      <E_1773>36.50</E_1773>
      <E_2773>40.61</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>35000000</E_0775>
      <E_1775>35000000</E_1775>
      <E_2775>35000000</E_2775>
      <E_0776>35000000</E_0776>
      <E_1776>35000000</E_1776>
      <E_2776>35000000</E_2776>
      <E_0777>7.77</E_0777>
      <E_1777>7.13</E_1777>
      <E_2777>5</E_2777>
      <E_0778>BBVA</E_0778>
      <E_1778>BBVA</E_1778>
      <E_2778>BBVA</E_2778>
      <E_0779>A3/A-</E_0779>
      <E_1779>A3/A-</E_1779>
      <E_2779>Baa2/BBB</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>86.01</E_0792>
      <E_1792>87.17</E_1792>
      <E_2792>91</E_2792>
      <DetallePermuta />
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>398000</E_7003>
      <E_7006>665000</E_7006>
      <E_7009>0.09</E_7009>
      <E_7012>0.14</E_7012>
      <E_7015>0.09</E_7015>
      <E_7004>0</E_7004>
      <E_7007>0</E_7007>
      <E_7010>0</E_7010>
      <E_7013>0</E_7013>
      <E_7016>0</E_7016>
      <E_7005>398000</E_7005>
      <E_7008>665000</E_7008>
      <E_7011>0.09</E_7011>
      <E_7014>0.14</E_7014>
      <E_7017>0.09</E_7017>
      <E_7018>Epígrafe 4,9,3,3 DE LA NOTA DE VALORES</E_7018>
      <E_7019>18</E_7019>
      <E_7021>433000</E_7021>
      <E_7024>219000</E_7024>
      <E_7027>0.10</E_7027>
      <E_7030>0.04</E_7030>
      <E_7033>0.10</E_7033>
      <E_7022>0</E_7022>
      <E_7025>0</E_7025>
      <E_7028>0</E_7028>
      <E_7031>0</E_7031>
      <E_7034>0</E_7034>
      <E_7023>433000</E_7023>
      <E_7026>219000</E_7026>
      <E_7029>0.10</E_7029>
      <E_7032>0.04</E_7032>
      <E_7035>0.10</E_7035>
      <E_7036>Epígrafe 4,9,3,3 DE LA NOTA DE VALORES</E_7036>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>4</E_0855>
        <E_0859>0.08</E_0859>
        <E_1859>0.08</E_1859>
        <E_2859>Referencia del folleto: Epígrafe 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.09</E_0860>
        <E_1860>0.09</E_1860>
        <E_2860>Referencia del folleto: Epígrafe 3.4.2.2</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BR14_20191224_TRG.pdf</Nombre>
          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EN2IkeTBeRd5EbyRfIj8lsJioSJhLcEW2KTRJVEu8RNieeSeEltSWfJVZJrJcskT0oOSM5I4aV0pFylmFIbpaqkTkmNSM1JU6TNpQOk06SLpJukr0pPyWBldGTcZdgyeTKHZS7KjFMQiibFlcKibKXUUy5RJqgYqi7Vm5pMLaR+Q+2nzsrKyFrKhsuulq2SPSM7SkNoOjRvWiqtmHaCNkx7L6ci5yzHkdsp1yJ3U+6NvJK8kzxHvkC+VX5I/r0CXcFdIUVhj0KHwkNFlKKBYpBijuJBxUuKM0pUJXslllKB0gmle8qwsoFysPI65cPKfcpzKqoqnioZKhUqF1VmVGmqTqrJqqWqZ1Wn1Shqy9S4aqVq59Se0mXpzvRUejm9hz6rrqzupS5Ur1XvV5/X0NUI08jVaNV4qEnQZGgmaJZqdmvOaqlp+Wut12rWuqeN12ZoJ2nv1+7VfqOjqxOhs12nQ2dKV17XW3etbrPuAz2ynqNepl6d3m19jD5DP0X/gP4NA9jAyiDJoMpgwBA2tDbkGh4wHDRCG9ka8YzqjEaMScbOxtnGzcZjJjQTP5Nckw6T56ZaptGme0x7TT+ZWZmlmtWb3TeXMfcxzzXvMv/VwsCCZVFlcXsJeYnHkk1LOpe8sDS05FgetLxjRbHyt9pu1W310drGmm/dYj1to2UTZ1NtM8KgMgIZRYwrtmhbF9tNtqdt39lZ2wnsTtj9Ym9sn2LfZD+1VHcpZ2n90nEHDQemQ63D6DL6srhlh5aNOqo7Mh3rHB87aTqxnRqcJp31nZOdjzk/dzFz4bu0ubxxtXPd4HreDXHzdCtw63eXcQ9zr3R/5KHhkejR7DHraeW5zvO8F9rL12uP14i3ijfLu9F71sfGZ4NPjy/JN8S30vexn4Ef36/LH/b38d/r/2C59nLe8o4AEOAdsDfgYaBuYGbg90GYoMCgqqAnwebB64N7QyghsSFNIa9DXUKLQ++H6YUJw7rDJcNjwhvD30S4RZREjEaaRm6IvB6lGMWN6ozGRodHN0TPrXBfsW/FRIxVTH7M8ErdlatXXl2luCp11ZlYyVhm7Mk4dFxEXFPcB2YAs445F+8dXx0/y3Jl7Wc9YzuxS9nTHAdOCWcywSGhJGEq0SFxb+J0kmNSWdIM15VbyX2R7JVck/wmJSDlSMpCakRqaxouLS7tFE+Gl8LrSVdNX50+mGGYkZ8xmmmXuS9zlu/Lb8iCslZmdQqoop+pPqGecJtwLHtZdlX225zwnJOrpVfzVvetMVizc83kWo+1X69DrWOt616vvn7L+rENzhtqN0Ib4zd2b9LclLdpYrPn5qNbCFtStvyQa5Zbkvtqa8TWrjyVvM1549s8tzXnS+Tz80e222+v2YHawd3Rv3PJzoqdnwrYBdcKzQrLCj8UsYqufWX+VflXC7sSdvUXWxcf3I3Zzds9vMdxz9ES6ZK1JeN7/fe2l9JLC0pf7Yvdd7XMsqxmP2G/cP9ouV95Z4VWxe6KD5VJlUNVLlWt1crVO6vfHGAfuHnQ6WBLjUpNYc37Q9xDd2o9a9vrdOrKDmMOZx9+Uh9e3/s14+vGBsWGwoaPR3hHRo8GH+1ptGlsbFJuKm6Gm4XN08dijt34xu2bzhbjltpWWmvhcXBcePzpt3HfDp/wPdF9knGy5Tvt76rbKG0F7VD7mvbZjqSO0c6ozsFTPqe6u+y72r43+f7IafXTVWdkzxSfJZzNO7twbu25ufMZ52cuJF4Y747tvn8x8uLtnqCe/ku+l65c9rh8sde599wVhyunr9pdPXWNca3juvX19j6rvrYfrH5o67fubx+wGei8YXuja3Dp4Nmbjjcv3HK7dfm29+3rQ8uHBofDhu+MxIyM3mHfmbqbevfFvex78/c3P0A/KHgo9bDskfKjuh/1f2wdtR49M+Y21vc45PH9cdb4s5+yfvowkfeE/KRsUm2yccpi6vS0x/SNpyueTjzLeDY/k/+z9M/Vz/Wef/eL0y99s5GzEy/4LxZ+LXqp8PLIK8tX3XOBc49ep72ef1PwVuHt0XeMd73vI95Pzud8wH4o/6j/seuT76cHC2kLC78B94Tz+w0KZW5kc3RyZWFtCmVuZG9iagozMiAwIG9iago8PC9CaXRzUGVyQ29tcG9uZW50IDgvQ29sb3JTcGFjZSA2IDAgUi9EZWNvZGVQYXJtczw8L1F1YWxpdHkgODA+Pi9GaWx0ZXIvRENURGVjb2RlL0hlaWdodCAzOC9MZW5ndGggMjQwMC9TdWJ0eXBlL0ltYWdlL1R5cGUvWE9iamVjdC9XaWR0aCAxMjI+PnN0cmVhbQ0K/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAAmAHoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6pooooAKM1i+MfEdl4U8O3msakW8i3UYRPvSMThVX3JI+nU8CvMbjxl8Shob+I30jw7p2jhfMS3vpmSZkPI+YsBkjpnaT6UGtOjKauvxPaKK8Lu/2hLEaNFNZaFdyX+MTLJIFghc543gEt0JA2jj8akv7n4zazpP2+zh0/So3TetnCFFwVIyM+ZuwfbKn2HSlc0+qVF8do+rLo8ba95/xUX7YuNCjDaf+5T90cSdePm+6Oua9B+HmpXeseCNE1HUZBLd3NqksrhQu5iOTgcCvl3w7pmreINI8danc63f2k9lbie+gww+2t+8+SUBh0KkYIP3jxXr3wa8C3UFj4d8Rv4l1SW2a380aYzt5A3IQFxuxgE5HHUChM6MRQpwg9UmrdPLb57ns1FcRF4h1G3u/EF3dx3Eun2EskcahI1ibBQAb8l93zHquOvNaUvid/wC3n0y3sRI0dw8UkpmwFRIoZGfAUknE2AvcjqAcirM8znR0tFcYnjWU21tIdLAe8jtp7RPtIIeOeVY1Lnb8jAupIG4YPBYg0n/CbyG6jtY9HuZ7lGZbpLffKI8TNFlCqENyjN82zgevAOVi54naUVz2h+Jk1TWruwWABI0MsNwhdkmQOVJBZFHXH3Sw561gXHji5jurO8eyZdNubOSW3iR/MedmuLeKIsAu5DmXkDdw3cjFHKx86PQKKztA1GTVNOW4ns5rOXeyNFKrKflYjcNyqSpxkEqDg9BWjSK3CiiuE1/VNS8RteWHhiSeDTLYOt9qluAZZGXO6C1zwZONpk6IeBlgdoVGPMcH+0h4jsb7R49F013vLzT7xLq+EMZeK3Ta6KsrDhSWdQF/PHGd3QPh7D4tS18ReONbPiNplEsEEDmOyhU9lUYJ+pxn+IE10Ghnwrp/hxtH02wiNhLbtJLD5ZZZ0IO93Zhl+RtJPPtXAXPgPwQoc2mpeJLXSZ1M0lrFcbYSpzjhlLNuA45Jx78UcrOmOJpqHIpctuu//Df1qQfFTWfD17omg3fhoQS6FoOuJHfQWsBSJe4IAAVlIUgEZB3j1r3i3u7e5so7y3niktJEEqTKwKMhGdwPTGO9cVbReGbDwjPo1npEZ0XzWtmhf7sv7rzWkYnLH5VJzy2QOnbiP+Ff+CYXaNb/AMTHSjI7PYi4K25VclmwQGdQByVJIyM8kUWZEqtGcVFtq1/O9/1MPSr+01SD42X2nFWs54A8bL0cfvhvHsxBb8a9i+Ev/JM/DX/XlH/Kue0rwx4Qtv7d0+xF7bJrxFjcQghViKKQUjGONu/BPIyy881veFtV0jS9Jj0jTRdtb6fbjyjIu4tEIw6sTgAbhnGcdOcEgUJMdfEU5x5Y91+VinrUtvp2sa07+HND/wCPCa6ubyWYgzQYIYSBYWJztGR83HqeK0tDvvD8WqTWdlpwsbmG9azRjZNH5sphEjFW290j5JPOxexXNPVLrRtUN0uoG9hmvrFtPlREI2Rum9jyvBVWBJI7jgmqr3WjXV5cXiXmp2sj3sV3G6KhEUhhMQcbkIAeLdkNkAKT8pqjhvZiTHQL64FjaafZx6fdSWV0ZEiKG4y8zhSnlnPMJ4OM7m5B63/t3hIacLo6di10uVo8nSpQbZsCRuDHlR0YnpnryKp2Vpodvq1tp8E2oia3SGKGT7+TE08YJ+XszuCT1OD0BJzho2l3VtbaPqM+qbIjLbxuTA5USO0TFj5Y5Zo2O/BfJJLDccsWvkdNFdaFp19O+k2VrHcm5jtp50tnjRmklUFRKqEM2587c43ZyV+YjPg1DwiW1G4k06ySGcKqyCxdmvY5pEXKjy/3itKyj5dwJKsfvCo7eXSWyUub8WUsy38dupQoHSQyeZyu4b2j5G7GXxgFhmC2g0COCxaK4v57WPyVsfMwBBDFKspVBtB2AwDJbLERgA9DRYL+h2fh6XTpdLjOjxrFZq7oIxEYijhyHBUgEHcDnI61pVkeGGs30+STTmmMU08k5EwwwaRvMPHYfOCPYiteoZqtgNRC3hW38hYoxBt2+WFG3HpjpiiigYz7Da5z9mgzkH/VjqBtB/AcfSmtp9kwIa0tyCCDmJehO49vXn60UUBYc1latFJE1tCY5G3uhQYZs5yR3Oe9AsrUOzi2hDsdxbyxknOcnjrkZ+tFFAWFSztk8rZbwr5X+rwgGzjHHpwAKEsrVG3Jbwq3zchAD833vzwM+tFFAWHfZoN7P5Me9sAttGTjIH8z+dRiwsxjFrAMdP3a8chvT1AP1ANFFADvslt5pk8iLzCwcvsGdwGAc+uOM0SWlvKCJYInBzkMgPXIP/oTfmfWiigBslhZybfMtYH2gqu6NTgHggcdDThZWoORbw53K33B1GMH6jAx9KKKAsSxxpGMRqqj0AxTqKKAP//ZDQplbmRzdHJlYW0KZW5kb2JqCjM2IDAgb2JqCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMzIyPj5zdHJlYW0NCnicbZLNasMwDMfveQodO8ZI4qRdCyHQuivLoftK9wCuoxRD4xjHPfTt51jNCmMGW+hn6S8jOebVttLKQfxhe1mjg1bpxuLQX6xEOOJJ6Shl0Cjpbl44ZSdMFPvk+jo47Crd9lAUEH/5y8HZK8w2u9fNZ/24tkqcnyonzkruDw8Qv9sGrdInmH3z2vv1xZgzdqgdJFCW0GDrhffCvIkOIf5X5h50uBoEFvyU3if7BgcjJFqhTxgViV8lFAnnL2WEuvlzn2aUdmzv8dkYPxmWlAGuCJJhC4IbgluCS4K74KWMIA8wpZCbydYBspxCSDNPCfIpL8AVQdLMEoKkmVGFjN6Z7wjOCS6DmTOC66lsgM8B5vkkNpoFVc+p0PwGeWjZ1Juxe37uME0nkhdr/eDC5wjjGAehNP7+H9ObMSvsH4BvqRwNCmVuZHN0cmVhbQplbmRvYmoKMTMgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyMDMwMS9MZW5ndGgxIDQ0ODU2Pj5zdHJlYW0NCnic7b15fFPFGj/8zJwtW5OTNG2SbkmatpSmUGhLF6g0LGXfEWiBStk3Ecomu4ALyCIggiuCyqaglpalVBT0qoCKct335YriVRBU9CrYnPeZSVJK1ev9ve/v8/7Vhm+eOXPmzPLMM88yc1qAAIARloIAbfoPzsr+SVsyBnOOICrGzp3t6d43sw6AJABIEybMmDjt8o2tLwLItyHaTbxx/oQt9uGbAExYPve+SeNHjzv76dHXADpdj8/nTcIMc3e1PV6vweuUSdNmzzs+8eI/8LoKIKfoxuljR9NNwjmA2YicwLTR82aoRuFfALszsbxnxvRZs7Uk2IzXffj1zPEz7hlT8BJe34jtvwqCsJKsBwl00gNSDiSReE6HC/+ECdSmk6hRFimleip+DmYNYN4IrIWNF67v28WDKQ88Kb0VHEZylI6kOgDk6Gf/ARDTpDrWGohIXRw7IU5MAyeAdhbxDaPBydr37F5wuvYvij2GA2GEfo7AUVgDNbATP/tAJSKMg/mwGj/Pw7ewCh6FDWQ/zIIFsB3Tz5Bn6QwYjrPggBnwD2hDBO007IXFJApksMFJOAVDYYO2jkTjXLmgC8yEw8IJ4T3te9KN3AQU4qErDIKDwvfwPhHpdZJTmqW1Qs7o4WU4Rftgv60QA/nQE/rBSOzTLuzrS/ARSZe6aJ+BFwIwGFueD3fBY/AKWUfH0zl0u3BCGqI9oGErjMeQBt1gMpaaBTfDAziOC8RAosnz5CvBKT4U/DH4m7YdR94CcqETlMAcHM2L8Cp8AF/Br2QImUD99HphhiiJE7VYbT/2ORGyoRd++sIQqIBFcAtybAvso48Ja4IvBv+D8yPgpxX2Oh/a4/iHI69OwYfESlwklbQgPchgMplsI1eoQgvpMrqd/keQhHT85AmPCQeET4TPhB/EHuI88WvZqKVrvbVJ2jxtq3ZU+wJ56oZ06IN1joQbYDSO6mZYBrfCSpyth/CzBbbCDjgItXAY6uAt+Ay+gB/hP8RMskkHUkQmkBvJPPIUOUAOkTfIm7ScjqaP0lOCTxiObW8XQewqDhBniW8GIVgQXBPcF3xdM2vV2nHtnFaP3HQjz1ORo62gFMZjy7fDBrgfW9wDT0MVfurgI/gY/o2c0+NHJXbiICmkJWlFskgeGUAGkuFkIplN5pPl5C6yntxPHiJVpAZ78xx5iXxIviEXyY/IGWQzNVILddNkmklb0da0H51IV9D1dC89QI/g5zR9m75PP6Jf0R/ob4JVsOMnWUgTegi9hJHCdGGeMF9YIuxBfr4qfC6KOH8WMV3MFG8Td4hPi2+I34m/SUbpLmmjdJ/0lfSVDLIqXycPkCfJm+Ra+QNFUAYqE5Qlyi3KcuWgDnQ+3V6oxtWxD0fa6IeOhEfgLfIcfEp2Cna6hwygu8hmYhacMFV4kPxT6g130iJaRfrSWOEnMpfMhRjhcXIJLsFBKtL3iV/cRbbBEVxJa+hUOk+0kGHi42I9mS2+KQr0DOyk37N2ZLu4C1ubi4pgGumIqYkwDR6mdniVbsdZqIQX4GFZT9fjvK+DNNoD2pGebG7oBfgOV4eVFMMUXCf15DFpNn2ELBC+oSYYSurpZ6SDNBsmyCosIzW0n/AqOYMr7wjKS28yiRaSMVAPX5NHydd0CPSlt8Jj4kTpbfIJ8ZN+0iSUPxA/F3oKE2g0fQaa/jwN+3ElnII+wgkYSe7G1X+K+qEnnQ5bhGfJv2E/WSROFCZhL+dRkdyKa2Ev1Ag9RCN0hv3CfniO7BbeJX54WpxHbiIbtZL6cvhZ3ik+JeyT8sQE7ZXgx2QHOa3V0R8gX3tFGBKcSB4SXbguF+HqnYkcMsIefP4h1Bg7QYepVFyPd6G8xqBu0+Mq74aaqw/cQH7EFXMrcimPpEM/mgxTaSfFI9sBlBbwhMZW8k3Qknwo7kb9UCdWireKvwAEOg+5PlDc8bqiDu0LC/Lb5eZkt22T1bpVpj+jZXqLtNQUX7LX405KTIiPczkdsTH2aJtVtZijTEaDXqfIEk4vgcwSX7cKT1VaRZWY5uvRoxW79o3GjNGNMiqqPJjV7doyVZ4KXsxzbckAlpzQpGQgVDLQUJKoniIoapXpKfF5qk519XlqyfCBpZhe29VX5qk6z9N9eVpM4xdReOH14hOeEuekrp4qUuEpqeo2d9KqkoquWN8+o6GLr8t4Q6tM2GcwYtKIqSqHb8Y+4uhIeII6Strvo6CLwl5Vxfm6llS5fF1ZF6qE1JLR46oGDCwt6Rrv9Za1yqwiXcb6xlSBr3OVxc+LQBfeTJXcpUrhzXgms+HAas++zGOr1tSqMKbCbxrnGzd6ZGmVMLqMtWH1Y7tdqxwLzjivXmLlti6lKxrfjRdWlTgne9jlqlUrPFXbBpY2vutl32VlWAc+S1O7Vazqhk2vYVx0ZmFHWPfZUEKDGu8rYTkVUzxVel9n36RVUypwQuJWVcGg+d7quLjAYe1ziCvxrLq+1OetKo73lY3umrDPDqsGza9xBTyua++0ytynWkPc3Ge2hBOmqMaJ8Q33eIoXZ6negxrYSViPfD1RDKo8Yz3Yk1IfDqSAfY0vgFVjC7AY/pQRfKpqHE7D5Cp9l4pVanuWz56vklJVn2fVz4DT7jt/7tqc0eEcOVX9GViSCUeDgOH9SLrK76/KyGByoXTBicQ+duTX7Vplzq2leb4ZqgcJsg8GlOJjZe2zkOdeL5vV1bUBGIMXVUsHloauPTAmvhoCWf6yKlrB7hyL3IkZwu4sjdxpeLzCh+K7n/tRMVW6tIZ/FjU2umRS+yoS+19ujw/d7z3Y13vg8FJPyaqKMG97X3/NVeh+QcO9cKoqukupEE/DKRov8LsoiSMbCrOLUlOVmIr/ZC7J42oVHYoizyGeblVqRY/Qd5nB6/0fH6rVLrKnOLn6WLibVe391153uOb6mu6ZVgnYYTGN9r5++KpVhmvudUO9s2pVN5+n26qKVaNrtaVjfB7Vt+ow3UF3rJpRUhGZ0VqtbnV8Vbc1ZTiISaQ9SiuFzvt8ZOXAfQGycvDw0sMq+q8rry+tpoR2qehcti8F75Ue9qCq5bmU5bJMduFhF9CboKBXUx0vH384ALCU3xV5Br8eW0uA5+kieQTG1tJQnhpqKI03FEC3Y2ytGLoTiJQWMU8XylsaKp0eLq3DOyq7UweoyoHfDP0wVdHl+tLG8sAXWVkr7jQwKZPwg9ZRgV77KHmGtEaPWaH51SCJtaT1fgEMCkscIODSyRK7T0EgXWr0I55z+tVfiuqL+qmXivrWF0ExptXf8attG6/Va03FL4Kd/t0jHPs9IMEV8IjHWEuPaJ9IedJbkAJtoAMRA7dXeGZ4lnoeNG32SZN8xJdKcnJzXamp8UZjW4MhzRMfn4xXcTlGYza0bevzJcenxiemdjW2tWOB1DRnbm6yIc2OJSHeY/dJiW0NuWlOMd+VGptjzLKkOQ25xpxUly4xM9nXNh48SVL7xEQh0xNN2nsEo8+YPCHpcOL6trXkbI0c269lLRkVMGX1s1Tm95NdRdNmOf04vr7nL+FHvXSp/gwUF58vPm8rzLI5Cq2FVvwmVlthIf6zOvjlCnNr/2L1Rd2K1k6/DhNEPblCNb+oqOYiRkPQvajjqbZtoJxUlqfKsi85rV1uXn5efloLlsjLyUZLLSuxjrx8ByNKGsG77XLTfMkymvC0FrKCNDYnW/h1cfWNJy6NGF6yItdovmHv+LVP3vPBrfN7dn6485xOk1ZOCG7aWJw5sH23qcFnJq1sP/DBGfeum9Dzu+rZ1T3yrpvVoiBw/ZNjts8Z+49p5+8rmzdw9e2D50wbJizo3T+voMPAyn6jfv/l5xcCRddPn7kFpfXJ4EChH86cGfICli3mJ81UUcFm6kd1vyq15Ocaav4VasmlA9RlmbYgxDjGtfPqeeRa2zaknFBrrg3HmCMDjVGjSa8ttywf+uzaOcErc2cFB5JSMvVH8shrK99fHGwf7PVJ8GDwYSDaxuBAmstb7RawTjaQjeZtsM0smFWd7dp2AyZTP+aqZ1GBxqm1ZPC+HqwTv5T35ZNXH+5EObFZ7VSRFV8e2NqpAtn88C3Lhx1ZO5vIc2ZhPLs7uPmnYMWple8vIS+TA5+SXmQ0jv2cMFZYhr1wws2BgQa9yWxRrYpsJNTJPCoFREHnsEUp6E8xH4u7WOhh2UVF0BGDLBkBVLCrdg/GB4tlCYzr5dbS+gFY8WOuUyvZSirnwlVUX15UmFWEchSSLE4ZadsmOj/WkdYiR1YaJAJloAUKzLnWW3tEkw2CfeLtrW9ZcN30ee379yqYOzt7mfjkXQUtD3Qduyk3864Mc7uVQ/qvXNtryLrWLmy2bfB9Mgl9Yj30C1hTlHYKckQv6ERJAHmKUkuXV+tBqKUPBGyUkhIwCE/TEvI09DVM+5r1lncW1/t5teiX8yj5xFYI6knG3pz8HEWWFZzl6f7XU5PXjbbenHaq5pHNxv7eWmx3FKmlT9JpqAc8AZUsBPq08ICEFbvEuZ1DInNG/eUMZJ1nA/Yqo9JoeiqpPXCA7TywqOMm7LMAroOsT9gjnPYasT3r0iUUMnyINT/Xfyrz1CksrN2nfSP0xFnDOPggZQGxgXYykvZAyCLUYu2xyE8gok/fFbCG+vOsjqJiVGAKySGTBPuW3885pe8ux6DOm4Pq0i2mcU3ZMmCEEiJLJSLvAr2hWi6RaunKGl37WYw5vJ7zrDcEe8OR7n8tI7gU+yWUnTr1+y7WO6q9h1HLBakOazTDtkA3nSxTWadTJL3BJMo6s8mkyDqLpFdN95oI9aCyTlJMdkUxUZMoJgnULqDnrljQfxdU0xW0VXqdV5JryTMBs6KIoiCAzvS45dblTr9LvQTO4iKVfS6hhi4uOk+YuiosXNHav2Lxi0xXoaryhzUZ00zSiy+u4N+KinoLFZWP5ET7BK9AvAITvJZC8dkfn+te//R3pJh8VejVZVdIdZe7kZ3B4fQ6MuOju5c8ibwqQ/tyHY7QBgmQDu8Euqd5VGtuDPsqTJ4cczzheKIYnZ6YkJ4WE22UUloao9MTEhOTgGDIQ+zR3vT0Fi1AjE/wkop0kSYletNtoHNk6Grp5kCUOQNS+qdUpCxNEVNSask7gaREPSGgT0jQJyYu1FsgC+cNurXUExUc3QY6/X5/EfEv6KdeRI+53L+g7w9IMSvLr7KvBeqPLL+eC4G/HoqK/agzipAnWUVqfdEKiet1wGu+LpWiIibufn8O8WY7kijX1kxnyz7MYJo6zecVvNn5HSnT2ujW5pCXFxWNWdHr9jtvnrv6q7XBp0jLd55pP/qO4InzpN/trctnd152ILhGqjNYh2wsm1/bpsWWyfM/nS/0WLm84/CWVzbq1b5LSiZOxXVQp52V3kepjoetNZt1JLpW+7zGYs21Iw2YzdZclfHX6omy5jpZVlujNVd02p00zV6sdhPmqaJqtsfGuFSbpdB8t5EUrmfupmhrZRRcrUQ9LESRHh2wWxaaYzNwJWQpRMlNMHdJzO3CFujX6qXyyr6o08NCjuwpP6PWX7Ki5KAWsBVyHetnP2jbHDL4PGBVo/O82SKqrDSfR5GtzG7liW+9MDK47aPgz8Hj379NOvybeB2HEg+sC/60c/2n1ff9QsX4YPB30o20IWuIcPbyW9atWy68HvzqX9+/jGsHRqBkVaNkWcADdwd6OTw4yAT2Bahj29ir7KKFWDxUT4wJbhKf4PZkkSyP0l0iHlUNy5fb4yUkndLoQtWbbgFdXIZuYDLaDSVgDclON+8MQlB4mOygoJQTVE9oTNCk9A3LyJliP8oGFEkruHBwc15eXtlIKCjqQtmXmpOdz4x7HpOLFigNI0g2qdt6/bwnhk598tllY9YF3/tmy4I+ed3b9xmxqKL75mC9VOdwb/3+nn3BTz5ZnOTYmWjzteo15sq26qNuB87WSBz9Phy9EV4MXOenLYX2NKCMoZJBoNQo6fSiLsok6vXhgcqSF9WKAoLoTUc1YdB7042gU14Amci1dNQhSRL1wguUYjqQqBfxQf1CwKXUsIRMoSU0tekS4sumr9qwjhaw7DN8OV0qPxNZRvz72lXEfCZcQKhYXuQ2g3gVXCscI0mOmOz7/dEKoYfv99opwoM+qW5XsGBXkO5kNqAcR94DR66HPYE8N3GL8TohR8iTNXpFFtnIJZ3R8JdD16fjuGvJnBqVDZ28cFCSVBGHjsmAUxRV/cLZbMbD029gcz+Vzz2feiYCfevxQr10RmXkDBukvwiuGWJYFrhbGFYSjQZYTrKFw75642hB8P1ev5qNrdWu+ok4MmZhpuLIBLgnoFcloifFEpVqtWM1aRm5nDp9nAZa2GNyqSCEh0jTCRVwXJTqBWEbnzcI2HzFAKysNS45V8XaHxb5HD58b6M5LPeziWs6i6ER+SNT1bYNPsCHkEPmkJx/BF9neh5rHIQ6Ixv7K8GcgPPa7oiCN50dK7yAoUPLQLzCu3atSMkhkTpMWsLfSBVbbg2y1KhbrENeZRDJfjH4A/0NpeTyOS4hwwHky9gvJ+0bKN4aR/KEfCVfn6d2V7rru6k9bWXCCNuNwjRxsm6qfrJpctR02+To6XHzbbfE3Sncbl1le9z2vu2zuPitcZ/F0X0yC5/2GyDOhZz/psYUxWbgdCAOtaxZNSbkxgTwS4oxC0CMaJp0hHIPoohZCKYCuRTEHwaL9nm12SMf0Y6BhBBxZnyCKElUVnQ6yRRlNhvRobSao+0xMbZYh9MZs9Ks03tqtfE1ks3qqSXpgUEx6ARQSUqyxdhtks4Wo8O01Wy3StRq1hsMSUYzRkRm5iY4Y+xYg0ScMcOp3rxQl47CgZ6qLd1mtRqNBgNKi15v0OtwJRyQmMnEBdAhoGIguNCpj4nRO50bJb3ZzGSupT+X05hUTgNFZjXXnGXcanzaKEw33mL8zCgYs+KK42jcKwbsxEK90bhR75HWS7RCIpLkijMbY5yq0eF0dNvLJtrPnBDiYlYV9SRXGP4FX7Bv9cfKBWp55fOMay5mjkP3joUuWBGXynVLowSTU7UIWJ2YAcWcnke3lJnpsKSEnZsVOqRS4wQ2xDydF//yCwoKCkhBQRku4crymShv0SwcQ7HzRedFywrxcU9IGE6yf7gnUX/dOkp/Dr7+/P3txhaX13/67Ea73uX8h1T3e69n9t5TL6y53I2e/A/JWbfj907C3mV7n6/8vQxXwjPaWYwE3sLowA2bA3EtaLqRzo++zU6dzJhdNWvcyBvV3CRm0ZMwQ47WJ8RGxyeI6aSHc1i0kNhKEGJaRenjMmQ2XykFuZzGJ3MacMQ6cpei0hvotWa0AVzlBHI9uQO5y83sOYuTkCF9GzzXsA0vh/JoFbxow+0KN2XJKTTfHssMeJ6tXS71JcMz5CXShdhI2bBOL1du3l0V/GzT81PfnlP52iPlP+//OriNTiAryVfBB4Nvv3vozuN5PXaTVtuWvb9g6lHiWPEREYM3M3teinp9E7fncfBgoGC3uCuaZka3j54XfadNNKtxlmjVrMbER1NrnMUSVjVW1YsLB1xxXLdbUKrjasnRQHJMRpZcLA+QK+QZ8lJZliejCzCb0Aa9PhlVennInmNwWP91Ex3eoMLDvh6G9hFFDkyTZzM3D2NfGf27aHT1wr5eKcmh47ZundSrcnbnteuDGxZtJV2OVE0pmLAhuFKq67nvphFHFnS0eOufpL8N3FneY4Qfu1KBo34PR+2AFLgQWOZljluix2TNHWYkTCeoNpsl1pniiHfGRusld2p0bIrDER69DflgNtqxlM1iFFLNaW6jzaG/Iza+wunFHsaAL4XzxWFJtyCXdCkpeocjooRRSxxI1bszPHIbDDq6pDFlvK5LSBMjV1AgIv5wSB03sg4Na+2qzTujfoVcYqxiGyCt/Wa2zKTQuoOr/nJk/+Oq38wdZikWhTOaLSZko4+xNOQzI08rkKcTDx6Z+m3wyoCWIwtmfDS5sGf2pDlnVj5OLEcKp9/Vr/0NlcFkqe663Utrzvk6FC5bFTxHrPfc2Durfo6QIRn73dYnMCqZWYX16DOPwnWWDx8chkxcS+gdZ7C15MSEibF8duvlLWmemKcr8Ar6PCKym7l408scaYV9pWbltbrHKFiijBmZreXYdomFCVBIEhNjCWnnaxUryK3a6TGkZbo0qkWGx9bGRi22GTZqq6U5NQX6jLZsIRqwqbbHEzPiKhLYpZqcnutJaJNAsxJOJ3yeICTU0tU1hSdwKtSfUUFeqr/kP49SWtnI3bYWZqln1DOhXQHGSbZIGYnOV0Irs11uizT2iewkIZcVJbdFa1ytfNfIwT+M9yKu5/XHaL/9i6oOt83+7MnisTcsurC55pfp5Fmj/fqNI7aVdS3omfuPh4sGDN2gwY7fgi+RD205Q9b2fWBsSWFBRe/0TvePqTxYMe/ECH2MpaPvuutzeuSPyBvSMnFot/R291bcfPKmDxj3NZTz7TzS3RrIi6fEAx4lD8NXQa8jskDTZUUJS7VEvRjQKriWZVmvKExe3YS5NEyZeZNzuVNjSkjKzYI2UIXOErL7pYM67k2sO4zmN+JNhKXXz9b5tQLsD+1Vhs0DD3r5KudKz0u8+einEfJPYgm6feJyX9AX/EGK3rXr8nk2kpe1r2U98y5QW2frVb01t4XqiRsRMznmZjIvRsZFm2Q0oR02EYzRYwHnA6JMBGi60sqmT49C2ThgzrjDRExMSvQB4wAjBSMx1tKJAXMceVTMuAPIDGzn0dhacrnGlbucbSicKa/ENYZ6+gxSfzGc96OLUcR2GrlBM4cNGpcGkiOENgbz8vKjMU1xipkg5JPNLx5x1K2d8fyMVo+/WNN6c/CXqp0/zW+JBmrhjLy56yee+Eho8fv2j4Pagze9sLDvESBsd1i3BMeaREYGnOkO0gN6ukqhzDUZJrvmw3zXSrjTZQi5SIccxOO+A2eBTZMxPVeP3lIgBhPxAXYVr6KD5ARdjIk7SOghhR2k8pCDFOjriouPd4aPI6neYo6KUo0mk96G/pCamGSKT0pK0pvser3JocbEJMU6kLGOpHi9w6PGq3ohKTYmykRpktOhi1kYQNYtrlY9jlrSscbpVZHVHQ9EeeNpEqklb9aAV++pI5NAJW8eiH9Gv9GNYhNg+z+X6pHJ5+vPq/Vf4784l1of5zwf6i3+hHd6mV/RsGeCJKzSXlzROMF/eKJ3lWtw6WGI1z4/qHr0HuwrLM7KWpSFbkVBWVnIpHgF5liwNcqcC+5jhLwM7l4QMnz48WRBoWRBHnnulbY6wda6p488eqI+9s22inhdy6Ao1dX7c78OxFkHXZ4g9Pl918Y3csY/1k1ofxmD/Zk7V/f9vQezsMO1b8Q8sSO0gHbwfGDgiFYk1ZBq9JlSM9uTXkTO0hXqhnknesXczAyjmJWeFiVYIDXJl+4XoqMM2XHpfn+mIcpuMETFprgdxDEo2h2npBmy3YLRUWqJJcj0fwSSsjxyWp7FkwSlqm+Gj/q0pIDVlgtJatL0JCHpCJ2HCjgNv/lOQrm/7y/l59XzbNevHlNMwRWfry8/wyTbHDbAhZH1Gd4MDfHs6pY5Misln2s8XzLbD0V9x3nJVoHDlxaNTouZhheEoN7w1NiN+wfeMfo6MqRXTOvi+TM3eA8V/HT4pVmlrg4JsYcs16UNm/Dw8s6TRw/fWXHbwN5Prii7c7DNZE7s1bY4JXt8ufrw7hu6zRgyI/jrkv7ZN+SSry2q3uy/obDPmFFPMB53RR6z6DQafPB7YEKcB+OEJPYlevunzolZZX3cetgqt7RmpRando8ZGjMhRl7gJQJKeXI0dtImJKQIsjuaUh8BO2Fqg4CQ4nbLSnQ6GJxui1HvsRUnEEjISihO6J9wIUFKSGA+jwl9eBrNt7+io2tJXsCl515eMfSHUSACDE3hKnLo+CbR1kwMtULud8jOH+NOd+heZZeRpTUzEki+v7yM8NlhqrP+zNUorGE3bEVI6MMbIMy4Y1AeOsQwCzhRLZRohc+BLXSEochdSfaBaUPX9Nl0fMDcJbddN3lbq4xpZPnoUVsnLBs1Zns+6qX6S/07ffr22m+3jsqaPvMk2Z+88q7bSdzNd9xz75Y5qCFnIa9jUZ7jYU3AUChMtk+Mv1cW+Y7XELa/aFhtpSPjJ6uL9PPV+3WSbI+1t9R3IaW0VCdbUsyDjSSlDTpg65kNEW1uo+Jyi0Yo9ZA26CpeNMd6lLQESymYVTM1904s6B05S+DnQaiMr9n+OsONR3loyyskmbYUNny25ZUshwVQ8B7oemXbk++tImTHnhPVZNYN07aNmFda+gi5Nfr485+ffIoMePr5rabxM1cFzy5fufIOlKgbcZQnuV/sht2HIRE9FxycjY1yFMqVXpDNYqJLmGyqjTpoVmLN9sSWii+mu3mYWbY7SBbxGjJjhhomGKT2JNtQFNObdDb0ipGdFovJaLTrTRDv1isWs8Hupsao18ylptdUyyjLdMs2i2ipJSkHvapHSvOkHSapED4J40w4w7b/z2Oke76YRXKo6hbzuWeHWTj7qWEOsLUYjYqMcLckfHxlpoL64OP3ntx6Yd7L4+ftD76+K9gmc0qvhePuuG1cp6mTezxQ/dnbL5BO247SDpe7kWenLx2y9InLS+5qv/pdtsKmID864ay7IBmOHQYv8kGPDHEzzzmWcaWUcUVOT17tXO0Sna7ucVSBA66XXEKakGm8OW5FnAisLMTHgWAjVksipKikAs0SUckATIhksBgfl2ldb9uGnptN9LhNigMlA524uwPxdo8uzZfosQQcnlywqJYZls+QUx1T0jqGxMMfko8Qe7hwsFPRerTcoWNCR+FJPxOVmZXMNUFZCVvnkLDYFW/YdhNv+KxPGFCVFrzw7NyXJj5CYNNzX5p//1G8c2z5/mAKvZ6snDr7KJlsu/XctNO3P0W6bz33Wr9BbtemLQvIggTTyg3bQvtlQhf0e2Ph5cAUn0LSSUtjofJZ9Gd2yUnSbHk2QUQVI8YItpjYWCumQTIZTYJRb7bGxvpAQp9M6m8mZo+e2GmmEI0cEQU5FrVR9Gy7MFvFAMM2OyZGHxtbCnpxNnpqLLSEWmrf79C/uga1TaM44kwjP+wMrpusyPYZP5moR3GqZIolovpthepJRVKLihQ1FH5VsgAs2pefgwECipbCNYmSo/iE8ucfTXzU7cyZNbbkVu/Iju3y7c5XEl95Xnhgzb2V4zolPuxsN3bmmt8nMAlqFxwm3oYSlAw5JPEwpIVWVNvaEM1mMlTMNHZbe1sqOgv1Q9LGpy1tJ6X627SjqbbUmGIocovoPGc6HAaDKz0q3ely+QwOtIwOksKO+SiO/q5ATlSW266g2ySnu6MMsjvR4nTqXa5SPZZDbukdtziI25HlWOp4wyGOchBAm1pLU/frfR4Vfdo3AgnUsw690ZfUtGIDAQMx5KY7VIPDkGtIG+Vk+yiox/3qsfJK8jXazq/Uev+CH8vLK2fy/ZKwGj/NyQ8NGyngZGLJec6iijMRF5I7wSvM6ou6yJE0E0+HQ0a/hG9d5zda0fk5gpmGxDba7oi9qtXNtP0hmpzatt/2HlnptrVbH/lgz7nF/6xM2fmub+arty89POJsTNL0rmVV0zZM7bxoan6FtWNHa+yQwqND153/oIZk3v/yU1e0x5+d1PmWQS46eFp+34GLiXzzrQ923/AK87y7opruwDxvYg/c3F0kaQpxm9xRVE9SdT1JN90wYYXudasyUVmgW4B29hndM1ZZNIpmascgmQoOJ6VOpy8UZehNJl+UakcnMxptK7OyUSjRenQvTaVR+nUqUVV9VlRx1C1Rb0SJalT/qFFR06PEqKhaujjQKg5Nrd7pRHm3ERaaNDG0Lj0BNQptbZRjaMerW16NLC5Kf/m1++Zhexu+o0YmzNmwGYvzFVkZkcBaMYc3l8vLZ0J5ZSOLqwi+6LD6kBWBGdo5458aedvdnlsPrEjs0XVM9fiMUWheT40Zsnpmweb6tfTWNSm5nSfWHA8WoPBeh4skhe9DKyQrYNglvCycFX4WRD2LvPpkFeT21y/Vn9YLbn2Wfqv+af1RvaaXQRJFIiArgQjpVFF8IrGznLGMt7IkK+miAbmmKDeJepVzDfUIq9CJFS4VT4tUDBgtueIcFsmJYcaFmeavZPvU6IscEAN9Wxfzx/TFacVioGMqv6rpnRbKNXfyYq49Hb9svtCtxDYhmpAVoo5wUb2dFU1swa+qXd5if+Ofsj/MUVhRse/zjSJHRWqknfyV/KwXoy5S4t/vD3b99MCn4vlTp65Ei2lXPmQynIe8TeS8DQaGVEikv7RUOi0JOuKWsqSt0tPSUUmTFCoIvobNdBBQMvkG+k0RgbPBUXgD6FI4jdMVMKJ/PSm0uz90VEP0i1ybGWIaBJy2YogwDRjT+JU5IR+vkFmh0wIeX+eHKDIJIkwCxiSei0yCMLcZPdSJ3fTZruVcA+v++jwBOcU2U0keCmbDaUIXAHkpauUM0jNwXTcryQzoDblbM5/xHc18w3HSd5bK9zvu9z0V+1Ty05nPOOQS81DdEPMw2wTzLZmyniTrks3tdDnmbjo5k3W8f5SaK7TMoDQjg3GSeNTC2SyeJYlJST63x+5hGR7idnssNpsv2m63sww7iY62p7pll9tk4lpBznAnMcc7E+PGQJTdoreV2lWIVqMp+thTA1HuRDWpFNW1W3VTN8txA1UzSol6VR8M9ePEeFS3XY1mQh1a7yGEjpQiJ0os2Tj1IlG5dcSfiJHEUEla0Ro1M1MDmHJem7yqE/xMKfjRVOYoXCU4/lQxNE53+fRA6vit5WNvjxlYM/b22x3rDtwd3blo4O5y340HNqudcvs+PiV5spj2dOXQyTeMG7tkZtvK+uvpc0NTc4vGbN1RX09P9XTnBsY8/WjQENbUhTiXDrgQGMDfLfHRFF0e7aYbSoeZJtD5unnWJ6xHUUG/pjtpNQuxDirKAnU4+FwF1MIZfK7CSlrFjJkqCetqoZYEA1ZKiZxuckRFoV1kylZfSw5Vm0pVJAFU2+Sqyn6GLkZfkZK6akcphv91gehGc+O8qqT50e6Z8C5L/Rmus7ljUuQvLgKXesbJNXCY40wHhzjODxrMoWNMuMrxa3iNOvjT7S2m1o1etjFuxYG1MT1LVn+QM1FMOzxt3Jo5HW6pX0wfGZPVrvOJn4I2XNDj0MMdhNwzgwfmHQYr+iOD0R+JZ2FkCz2pSJ6RTGUpPsaeJJTZh8cMTRrqnh5T4Za7SGS2Ote+MG5B0n5BSnCLCgY1RosHAq2yciHN6/KAoiozFEGZlZw2vlE0c3XTH80IO77GkUWr+aFhhLaP8plT2pE2ePDjDt3787Hv7gleuHfRq1MPrJ/efuaYkhj3hpuGrKlsRzaS/Nd2X3ztUPCl3VNe2LD5wayKhd3Hjli/deBDb7C3Xr4LThZ74Pis4IXLgeQS91DxBsvwmKkWqX1MO3eJ2NfSM0ZKFVtb/DH5YpFFUmu1i4GBZnYOgl9lznlkvvNOci/86pVdzjRTAelBJqqTnLLOS2xWKiQ6qNUaVp+qak4M2XfZ4TYbrelg1nviIG5UHI2rpd5ACoua9VYrmvKVXLOyk1Loo4fkdKZOIdnwasdGrhYJuVLlfzTTTOGWIz0fttWhQNmKkdHVOHkF3/jmnhUGSuUCaRAVyiLGFkLYmYr4UjEkZ5e7fOOg+07ctG370KOT5+2zumb2fujYsoqSueM7BydLz94zuvcnr+8MXtjZ74X6o0LPm1t3GkBGHVqxseeGN1GOJiOfpyKfUf3A9wFjnYksdN0Zd0eiwI6QasyhI6WAFRNxsR2g0NwfRsAUkJOZim+Vk8tooKcjIVdOik0aZkb/SVWjwG6Kp2aLxadG2fGSBY/m9CiZRY8qO2Uw6y2WUlU/IwqXKzJTVdVitb86SsVJJGMDqt6K0aTqTY9SVYfqNWBYmQaN+dsPIyfmxTbw9Y925PxVZ6ghSmCOa/hQoZJvhjeKP2PRXeUBaIOXqsiKTH988K57Xnvwh6Wjt7Zt+VDw9QPB+5aPHrRr6h2jR3Uvb5c+b/0Xb7xMAtum3fSPy12E7lvuXUnUW5bf03HAvbPDnqgwAjlrgUuBhXrhDv1G3Qa9KEfFRu3UHRf/LV4W5DSaLhaQPNqDzCd3EsVsoYKRIt/C7mepTjaGBdMSMu/INwiY1Vx+PmNjc9aGbUxgNFEBM9DQX0R9FdJcAgxVubV/9TAparTdXc5dyJlo8g8D4BzavWEjbnagnY6KDRnvVg5Oq5PCdrss7ID6/9TnvMroiPyieogouVD8JaBy29Zq0JZBef17ZRWMOlE4XEz7YOHcFruT3w6eDw5l/OqHGk1AfmXCjweMGRaM1mu1d9kbSwKTQBcmNkU95H0oWZgrLHBtNm4yiUa21D1hOfWyUl0xcbuw2rnduDNK7CbMN640ChmmFG+yr8AkekxGIRF9AKQicaTEDoqGFEJaxrmjFcnd0pjIXjVUZ5NMFsLrSakndP6JMWpAbcX2Mi/qPJCqptLUi7H8nYmUlrkQq8bSz2NJ7POthz4fUpaV/r6XyuvPlGNy5nk0FJUNO0BsA4i9BGkNbVBCKHwi4UOZq2cyKaEjGSaVoX2hGHvoKIa/NpbcIm3IgTbLhs6bl5Ia/CK9S9cT+0/8U9wnLp1zw6RWSYtP5w0dfXxF7bJlZKqx303dKjplZWQsdLWc3mPJ/sP3mipmDM3OTovLG547+Ob+940YMYLvkH1P75Z2QxysDGT0skywzLWssNxnvj96l74q4VjCN9ForIkALgvYjJlWE/o9gtFy0YoWtlqdbasjQYim8TX2Ur2plsZXR802HqHxKKzxoEcmGVMyUVhV/Tq9oK+l62riC2r4a6z+S2cusffB8Du0R4RhvZWH8kx6UhU+zna5+SyMj84XWPAe2vMg3yV1uu7GQJu4ZesS1+W/MbA6ad9CR2pG0cZ7rO3SS3xL6OQ1RFocXLKm/sCMWE8yjm8pytVcMQ3tezAwx6Vz6TcZDyoHDWdjvnIqep1ef5vpDucmZZNhj/C4rGthyHfOVeYaZpvmOOVMkqUWWntaxRiXE92OWJc9Fr2MW3C6Y13M7ZB0dl0bdDt0RJJ0oHPF6nUYx1tQzbmcBikuPdalk1RHaSxzKCzO0mIXUV39XaNc012iC2PEmnhc4cwXSTB52kjktPS5dFESsiT2Qo/LITmkOEPB82HF148t2tAbyvyUzx96meEYCzZC5zwh48FcD37agwke/5kb3jeL6Dt+3hM5++GnPz7BdfTEwnuTlx64y9aze58Nk72xiRUHPt117P21E7o8RsfXlw3JKurSa8nQ/FXkVQxRCDyKvtt85KkBtgR621oIHlM3Q8A0wHSnslK/1LSD7DQcIkZZkgyxYgtDAUgYNOfoJLtOJ+HYdDQntG+t17E3TmQDxtSloFN1FLkRg24b3129SITpZB2hRDPWkb78MIAtqfqfy0Ov3zIGMLWjaxTscsuJqm2/zmBz5BJ/WejQhJ+TkAFPVY2wxOYOJGOP1m8T0+oPVXxQeTe9hY9nK8YV+TieOGw/7SsXsSR8lkBburq7bo6+Q1hqvMO0PPp259K4e/Xv2M/qvzF8E21O4GGjN5cfz3YxqrkqGjZrlMloNMfEOhx2pysuzsF+c0428MMqWY4Dc7TDzt+tcYw1GNjIo81j7fY4eWwcGKLr6Diw0/GH4hIcjjhbqbWOHAYjHVdzzEAMteRwDS0l6I2Mq2Gn8rXk+YDegq6IK37tGqZ2zlT2/aXya7X+l/Kg6xdnvatfyfiuXzv7qr98j7w6j6w6H+LYec42YuO/lFDIN2QjZ1F/9moLCxL85ZWhwyfGSCYunKHRVw+ezNOfahNNxaSM1vUv+XQ0u/LMgfrfjqSLtGVB8KyYFvQFLyWNmDBtPM2oPz//lTu+J/+68iGd3n731EX1m9nb1/UoS32R9xZiDthtqtVjpS0sAesA6wTLfOVzq2zlLkarDrmyPlaPTJNRHVFZUUCUMCbR63UGg4DCZDKbLUYj1esN6HnozHqZiBadoggClQ3o4FpQyPrIhrFGFhnozX2IZSzoxip1NBlkaqxhexBMlRFiP6DCdHSM6sgboBJhXw0/Yz+DK6+e/Y5C6Du8GRn6ZgcbjJM6/isb5iJd+Fc3wlzUsZejud/Bj0oOg077pTqlnaVW+wUnO1dncPJ0QB/jyFWY3OaHQ2QfITmo9pns+lqktSACeT34nxPDs9NJ9ifBzsR0YkqyP/gijafGZ6eMJivrz9b/9H7JhOBi5p0GB4qLkad2uC8w2BPbxhgwBWJXGCS9yRgVq3cYMowFUbJOp48ymxUgMRBNdIJFVXMUs11RzFFmg6IKUTqUaINBL+sMgieaeWxmgv/MhlI9qaN3QwwyB4VPPZN1PgtNHT+WC/GDvTJOQuqIK6OQ/8VzVPFFXRFfptb88J4hX6I4SGbbjAXt8pMzc9vvqx7gtJKPnq0fMea+scXBCU+oLu+ISWLL+rNbtwrDrvStmhn6GwMKwGnbe1+MshT9rHPp+K/xPjbzhaOMvruweu+VT+onGj5TruB06rE8/6sE7FvpGOwHXQxPXPnk8iAD+818pfEvApvekMNFaWEDZtH3SIw4C0YhJiuJcFwaCo+QFUSkT8CT9Alto5AI58S96C4UQlvMG4V0Li3U7sPyG8RZJAvpPMQMRDniLsQexK+I+xGrsPwc9iyrowGziKhzw3RpqPYetlcmHYc6xAhMjxS/hHK5EPtxHIayZ0WArpg/AusaJD8BwzF/HN5/BvNKkT6L1xWYXo/PaZh+GdNBZS0BrPsopi9gfjbWE4V4Cvu9Ungey87SltAnSAbWORzRFduYhfRGxBQsx8bRjuWT43AdOa7p8H43TOdh+114+VkwDuv4jvEMecKe78d4iddLMf0o9mOrCFo9ptmmaDrdC1OpHY7Qvdr1OP7toXEj2LhxzA1jwv6H+/RHhPo4pTGwzcWNcbVvf8DSJqgTcogV6QOIAKIjPQXTxD44f19CL+krGMygA+JEPg3HMZ4Xx8EiHWhPYj+fkvbjc3jdgFnQW3wITMIlKMB7C+TN8APmA22L+AV20XOwTk6FZ1C+hmH99yP2Yp1zuSyMg+vx+da8nq8gDtOPIFjbaRE+Md7gKtiurIVlyPff2YrA599HvEuOEx0C8Pml2P48xnM272Ro/TdYz0AsMxrhxfzpHLPQ/BTCYZzXH1C+38e6VoblcORVCiPDctsA1ocIuJyFwXn/BJxCHEOcRHyEPLsL0QPTfRFViABe67BtJ8pRGpdXlBkmm1w+UDaY/LO54jIbGkMplzG+ZoiEzzuwnvsQj8t7YSFiD+JxLPMNWy9MZlk/I3Uz2WIyE6FcvqfCAawnj42TyVQDZWsPYEbDGkTZilC27pjsM0oDUMCokAN5TGaZvEUo4wvvP65HtiYa6NWxati/eE7fgWlhWV8aoRFeNND1MIzzuxr2Y3qCOBPGCLdBifgWjKNBqJIKcC6nakvY2Oh3cLPuGDBN2R+v729C72NQ3iFTpGPwPefnO7AFaaX4Dk0W30Evd4/2bwnISWkPXcLTf6BNQY6F7jHK0Pje/2n+/xvQd6U9MAHT30rvaBqO5262JpTvSBuEJ0IxvxqxFJGh85P7dFNJrTIEVBngkszWQgDaSwHIF9HfFmNQDwCkYv4Q6VOYI6yFDuJ3MJ4sRVvwDolRYtAGbAYXa4u+C7cysPqRzmgkR9fIXFNZitCIvDalTOeHZYpTJs9MB/+Rah/j+t3MbAPTz9w+oI7m4PKqbW+Qz5MwBmnPiHxeK6faU43k8xzW72wql00pty2o3yPrlK2NyPiZfmQ6julIpudoIUmPlG9Krz5PcnCd3M/18CkYHl7b9yA2IsbivTTs5+e4bhcyXYZtvS33h7HySzBJSIAx8nBs7xxUyDkQj+P+vsGm3qCdC9vT7IgtZXzC++cidlRqAzquz16DYVzfvAatuB3FvjH7Ke+AejkWlPCzF9g65GuwEkrYPIgTYLN4t/ZvHMfDwgHkN+aLw2A5vwdQJFzUToljME5Fmyhs5DponLhJOyOcQdljz96gTZPehIfkDjCuoT5WBinLY/2Xn4OzIo5Repzb/PURfczmXrdC+1b5GMf/PHwlHsIyiXBWeoWNBXnQjo+pjD/7qHYLq0sZqh0S/w1jpcOYh+DPLNK+C/NjaGNecBlmvMA65ZHcZh+V/on3xsJHSjkMU8Zgu5VwVnFgHmtrLc5/a6SztVe4vV6K9q0VjBN+RNm6kcviFGmZ9pJQC+6IHRaO47q7VXtfWoR0IoKNnVPU+7h+uL/B/u7M0+ifMX9iI9r4FLhX3g7z5TdgvvgrzJe+xPLtoFi4gOtIxHQ37Zuw3i4RZMz/D4xm8h3yZUL+jNJDe1/eytsr4X1gfsosWCxchGH0EBSjLhmoewJlZSTsBdAmIu5BbAzjnkYI58HY0DXxIE0XVPgB6Zc0B5YDCJ9g+l2cs2niMkgUh2pfC21RLqxo5/8JQ8lv0F+wQI34CurqWliN10fEaHhcqAJF2A9VPP8N8JHftF/pm9pF8T60Y0XaW+JKeEgcBTnCPnhaeFv7CWVGYM9Jd6H/laJ9gXzvjzjCQL5E+RwKD8t3QH+s/0FWDrFO2K99xSD20L7gzzUC72sETfpMe0NroRe0Z/3FdP9r+ot9bejnSvSTWB//pH9s3LxefI6VER+EfOTTx4jUEA0ObERj/wd83IiyefgY53Q7swvyEtR576LuK0OfxQZLsc5LAPWdEIewXCnSc5jXAdOtEQWY1mPeXKQ1SM2ICZiPZbQXMa+rGI9rJaSnFmLeFLxfi/mvID2B162QHgf4/TzCHEK9HekGxCLE3YhuCAjRK5+E+qMNQLoE87C+3zfhM//B6xxM34/4DXEBsRWxGp/5FO9nInrj9TzEJCbbf/Br/q/TP7dn/yttZMcKcB1+09Qm/c80Mp9/Q5varsj8/x1t5IM2oSE+RMbRyJb+V5sZoVhFm8ZA3dwRdVQR08tMNzJ9zPVRmHI/IKQXv2U2BOkK1IOXmC5m+hB18cuoD5chnRP2QZ9HOjfSL1xjj6Jc1dIjqIV+hDXcH3gf1jB9zdMRehy2NfJdRsjdeJkO3GeeycffFe3GBPFLLYP5KsJvcKei5/FhHvJiTMT/YNfM5qFtRl9aaxPxi+Uf0a4MQz69z/qgfcfty1BYjs8MYzYX7foJ9GnOoL3ZxuNItDtod4/yGONZ+CfXzw3+scbsUg6mrciDyyKLv2Ogp7AMDJg3ldXP4gmhH+rRvTCT1WdAXa7HcelwPDoWR7dHH/4uyMO8ccpdKC/tedw4NzK/yLPf/sSnYT6a3OCrhcfcVDZ5/0B7itmZxu1GntN1wzn9AcQG/+xv1ljY3ueF6eI/9+MaxRtNZe/a+GO0OFJ7V1iiHWjwNYcjxbXCEeZx075E2sJpaPdXazKyRjC9UgztJXQVQ3sLRQg1nMdQKT0Kc5kfxX2B8wgbxjSFGout2nFMxL5Q2Cle4LH1okhdKF9uREfKfq3kuPYG4iJeK+JyaIO+wrQwuqAMqPyZx0M+hexBdAjtBaAvWdUI55FnMYxviDliN3ymG3TC+XuPDtYKaCViIJTRE1oO8s6PSMA6OqNNHMF9NdDeQjl/C+knYhJs4vI5GoHzj3gNr19BHEfkI3ycV05sw4Z+2cSQr0NLNTdrT9jExzgZyzHf8VZlKtyodEQchxulG5BfVbg296BPRKFcSsZ49CiutX9hHQUQTW+G9gxwWXuUPA/tEUmIFnQL2mg7vEVPot1ne1rvkZjIfkHI7yYYs5MnkZ+fIt5ptEf1JAPe+yC0/0EyEF7k1ybk0w1IryAvZqB/Pwivr4SxsxFUBEU8irHpu/Acxv/3oy+/Dym2g/7R5qbAsmNC0I6H9xHeRV96cxN0aQp8ltGspsB8RlObIpwf1xSYz2jnpsD8zn/Sj78q91f9+Kv8tKbA/LT/C/34q3p9TYH5vv/Sv95Ngfm9/w/68Vd8TmkKzE/5L/3o1xSY369pP1Bvzwv5Y0Fm99B3g2KkD7I/p4aU+fKnMY1+GDAf0x4qw8uhvwhWRAniM3ye+Z27EP9CXMQyixHPINDnCjJf8d+ILxEBRDzme5GiLxd8GXEWgW0Gf8Z8jAuC7B7z7SYj0hDjwnCFnq/H54PlCPT5go/j9X1I0Y8Njgm3x57/CNEer19hf4AX09OAvR4Q+pu60zEdFfJ9g1eQYhv1azH9bagv7H4EQVY3jq/ejddtEX7EYGC/ogcaQZzE+yx2QZ9VS0RE4/UXoT5o2FftdUQfvD4d0gvav3Gd9hcNuAYnQJFUBxcUMyxilOtdpnOXa281slUnuC78EsoFGeNmDeO0IvSlo2C/uAV+ll/SzshPYCwyFpjvXo3UL7q0E8xX4P7C5xj/vQQrpf9gfTdhbDkIcuinGHNjG+Kj2Bb6L8zusvaEFXh/BVj5fuZh7uewmHCpYQo++wKMlu3om3SArkohdMGYpKtUqu1APfysIkNnaSZ0kR+BRGkhdNG1xfQH3P/pKdRq9fIOEocx+0sN9s8OQYyDHo1Q3afwjFKG+VthAPo2SYbOeE2Z7Qy+Emm70Z5kIfJzeCgGAZQRyEZfHufk9z7hPi/lPhrGt5H9UCkd118u789Ybj8jvuIPcFZcBfMVLwyVHsQYtgZ9lkPch1yNbQ0Mt3kj963QRiqtsTzG0yye5zH1KQhIdnBHKPM3In6pJGKb6ZDB9gp4vH4cryfiddg/baiD7SNgLM/2gJv6NRE/qpFPwX3VBt83Mh6kzH42jD9M/+BvrIXhLOZn+xPcN29Kw33i+xNfcv71ZP6HsgV6ynuQ3kJ0cgLaun8THbZbq7yvfSe/qL2vi0N53AHF3F9DGy19DJruW/aGanALzhPGXWAPxfvsDZ3gvpDO0Ng9jCc1tlaqkNZjfj3zvUO6QbvEwlC2bhBfI6oRGFMGz2A+xp2A6y14mPlXIV3EdFXwsbA+uqlRzCCHcQ9iNstr5KuVhfzJJrSRX8/G34SOanI99H+N5dgaZmdFf7V3eZVq9Si3P13d09RKyPHgzxF/NuJHN6ViaB/zmyY0OUSDTIaHMzluSpvuy//VPv1/8WNLIzEKp9f419qPTWhhw3nD39Cw/z0rTAuQnkRe7EbKzuVmNPHbF/9lLDkU9Qw7YwvTP+6rhmPDBhr2y5ueL0RoaJ95VujMjvvvw/l5Bztz+C9oOJtaDrWINxvRLxm4f/8nkJNgOWKP8hTsQByNUL53+l8gr8Pn1sEenRt2II42oqcZru7v/TkEAssRe8QNsANxtBE9zfHn54bj5C3Y7hZstxW21wr7exL7exKfY/7/fwHygI3xqM7Gx/gls4X/FQtgKoPOgO0Y8Jmd2M5OTj9miPA9wscIXyLja+hzpP1wvf9f51GsRJ3/X/B38/J/a9z/re+NgX7JROaThOkxfnZ7TZ8Z37Dfy+GfiEXyT0h/Qp+FnRE8AbVhfPlXchTZfxfGwz8Ri7Dsm2F8+Qc52KSd4Qhfh84V4AK2+7j8NbaN6yB8PjuaxVh/xh8F20H5W6R0Rsp4xc4jQjHZepxv5kusYzo+rPu66A1QoayFLK5Hv4TH0O6+x+JU8XmYEPb3RiPQz9DC8bSmE/3aI3xPRoYb6XDNLelQJ5zQ1kpDYA4D9i8pjAFhtEHsRf0XRLyOWIg8OYR9uiMEdmaDMUdr7TnEEbx/ImznemG76H8HXwj5qhydwvkLQ75o8NGI7hU07U3piPYwPzcn/HxuFs5fV0RL4SXoyvwF7P+7wgCI4ectmyCZnyVUhc8S2N7DLGiD4/8P8iKBnZ8Lu3neTfx+Dxbvo21hcX8ivBo+f/FImzAmQnr1XQZIZ20hhokfab+ycwXOU7Y3h3WgP/g284uE7zE2fxZ6CI/AAo7TiC1hfAePCm/AAtITFtC9eH0/gsICcTrSk4hXEb9hGQusEpZhehciEz4V1sJjkge+RT/3JsRm+jbqsGdhK10C7fH+HsEVAh2AsjgAKoRkuBXd+VR6B97XoD2dgzQd778Ha5HuQtTQC2An6zE2fxvWCUdQ97WDefRjeE1YCTcJbSCdXoQPBRP2ZRncL5i0K6Bp/yIrtCosb8JyA4U22iEsc4Og1/6NZWxYZpb0JPrL18EjUj3a+Y9BQV+9SvoF+kvFKOsDtC/EvcDOUR5C3MvA3mNAGTlH38G5YH9rIvSuCKd0D/tVTQAyhNsj/q4OeQAz9oTe5OHvZ4RkfhD6pN8qfWGpYkWfzgSTw++VsPOiO/DZ68Qvteex3gpEmrgDXma/V4Uy9hWiDNj/3oIyh2t0XWQPlFF2Zsb2JsM+WQWWKaZvQgo76wnvRd2INvs0xipoN7RaRALK+DaG0Lsw2rGQbdUuCEac49kgyU7kYWj/ys3Ptyag7CwDb6P6bpWWQ7vQPqo24uq7Ntp3WC97d6Of4NQK+D5w6N0aZruHN9pXmxLaU9Nq0H+fGzqD1F6lgzXmdy0VR2pnBD0spR/CLsQkoSXsZPJCdsC9ZIf2LZMb+i7sR9npjRgTRm/yBU6LBh1RBl6n0zCmwjRiOJ2jTUfZKkS+DEKZ2ofYTY9BPsrJlyhbPfBegZCPOmIOzEJUotx0p1uhD8dFxBHwYx/Y+QvGstpdCAPiVpzr6SjnFpTptlhnG5RDI6Z9/J2o0NkuP5tE2bH9nW37O5/g72z435UXtsFC7I8b+zOPnStjGucD5S58Li8buE85Ge+bsL85eH9r+J2oIq7LkHJfa7h2K8bDo5v6bmzPnc0pyvg74h7tfeRPOWIrAuN47TgiA9EiHEfksLMyZTX4UNcYw7ovGetvi336Psy3LCavKGv5Df55xN+O+INsD/00DBVuxZipAKaHYxm2X/IaYjeiiu2L8POmkxgvsHP0k/Ak5h0L74PUIOoQ7EwM5zf4LOIDxEuIIyyuYe+tMb40+KxjYCg+exvn12nYputDQK6DLSgLW4Sl8BpZgf7dCu7v3s9AC0kGIhPvn8a1sRL7/iLW9yRivmDDtTsABNTp7P0uH6bZuzvbxRbA1u7d4nweF21AmVotXn13j52f3CUugWNiFvxLZO/uLYRV0ktog01wSPoVSvVDMY78FWoEivPcCUaE44UbcZ7PCL9CCTXwd6sm45q6BWkaYgHiEVae3ePyU6kdFu/EWOAfsFg8C/1R9/cTdRgjZGHZi9CPfItrfBZkYJn+qJf7I2/6iefwfltYKE4L048wbxqOSUU78AksFyfBHXIZ6oTp2mbxRhyDWTssb9CeRv2xEOtoh8+IvJ2z+Mw/IIf34c/A+sTKNQLrT2NE+tIUvB+NwfrRtO7GYGNn/WnSHgPjRWMwvog/Nu2LdoBRqcu1/GoM1tcG/HxtvzkPI2C8bAoVbQDjL4M5zOc/AeN7Y/BxR4Dz0IDK0JzwuQjLgPAU9rFSq+PjZmUuhvrI+YzjQZ1wODL/Ypb2De/315iPciCmQjLvG7YjdWN80zYjLxZjGQ+vn9UZlif+HCuH93jdrG+Mz0/DE7wPx3E+cMwR3jJ+ype0r+WDWOZD+E2MxTJjMd7/mvf3sHgH9G3o/2RtPatLvh71kxu6i19h/QzsmZXa17z/4XE19J3NP+s71ilFoe1ncvsx5i+Ge+V06Is+cV9pMuyQzmI7QxAvQ3/5aXz2I+2E4GN+PT8v3ILQI1LC1IvIQ0xBJCPiEI8g7kLsZuv4fwVb7/8rmF5ogpq/A9MHf4sP0d9sdM30BzVo/6DDkO5gaUj6uzqYjmrkG/wlUH99GdFfvI3JV9ugA7S9iPsEgFtQrw0O67Wr2Aa9kb9LERvD76Pu57bjKK7bL9F/xGu+f3ea77+x/nyJeA3TNqUOYzCd9r78CPLtiPZv5UHtlJKKch6yR0W6NXj/Ze193anQfhx7Lym81xh5N64Df1d5NgyQvRiPZeG6/Qp18hKcxw3aeXGRVsL3I4fCRbQrw1CmUDa0J5jfj/YxES5rVvRJfg+/O52NNvFrvMfikOLG77qwd1XC7/f8SxbhFZTp0VIdvCA9hv7iCXhVeh37b8dY9GUYLc/h926UesBksRBGK0NggmyFWuleooonYay0E3XaDnzuAJaV4KT0DPr2T8ARaTX3PUdL98FX8hQ4iHIyXnby2O5V9Akfl7rDGmkSXk+FO0QP1ulEmV4M0fxsvS8spG3JbHKcqGQetEE/uRN1Ewf5EPmVQK6Xa2CROE+7ID6GfXoE/cnFqLtY2sPPSS9IG/FeHUzD9HnyqXZOPqT9gH4p20tYJs7E8lno08xG/2AMVOL1MvKWpmL8tUz4SDuCtqcrPa09xttorf0sPsB92VXsvlzNzm2178XJKKte6Myv79EWYV3jpJ+gTDoGy3gsfR9011FYirhVYrb/S1jWGIYnYCzWGc98Kum45hUnagZDN+0WXTLW8642AduoiOxLY1y9UfpKe1/siHHYT4jLKB/9oVx2Qw95LntvH2LJXhiB9AzSHyI+kPwYaJKE/thUjDungk70YqzpRV29DymDLmQn9B2195QCGK4fhrQChutaIo2F4coq9Es//yPF+qexc9+/2uOU2qH/spD7QvwdY3kqFKIsOhQZnpHyYByOfavyMNuTRN6iXynfCxZpk7ZBmQmvy5XwdIMf9S48K13BOd0JB4Ue6M/sAqe4i/vKfdCPnBLxs8RxkCH8pJ26usfJ9o7RX40Gp9BV+1xYr2mI90RBexFxE8rKAoSHboFj0hSMUV6AHGUfdJEq+Xl5V5ntb46GWcLrWl1k/1S4Dpy4zj4Va+H6MDLFWcSI48uRJyBvX9F+jJSR0lBWgPuQXwt3wUrZh3L3Bt9rZe932MNnJF3lARAnTdPOYSy3AOeuhzQcZTIHWkmHkI5DGr7GPrhwPGdwXN+yM3msJwGvfw7v1f4c3ovtI/eBNeycAfXCw9J8GI/5LE48K7aFJOlf2h68Fth7nToZVvN9mHSMizdDtZQI96NOGS1+SWQs8yGme7B3ZvULtePieu0HxQ/DhLfY+7baF9IwoOHfpRhHf4Re9GXoSy5CF/mNht+h6Iprqo04RvsF53yZshbGIW7mwDlnEMeDgfkoyOt2ogzthPu1y5KkXRZehRnS/TCDvaMght6l7Mz6xWPGs7CSvVcqfqPdLR7TBorvsFgxOEN8J7gTKX+fkulrwYoxfxt4mFyB1cIg1NMvQoGcCMXY/iplFK+zlPkM/BzhS+2n8C/RzP570NZhbAcQMD4RLofA3iQSn2L/Vx9G8Bn/B1jy15AxNlcOAugw3tBjvGGoxpB+zVWYihrhbQDL8hDUVQDWpSHYvkVRmwQQkw0QmxSC49z/BtcAgDiMaeIfBUjAthP/BZB0CcCzFyDZjkt/xlWkYJtpGOe0uAfDLORTy48B/HkAmRMAWn0K0Po5gDY2BNaRfQOGc9Xs/4VtRjOa0YxmNKMZzWhGM5rRjGY0oxnNaEYzmtGMZjSjGc1oRjOa0YxmNKMZzWhGM5rRjGY0oxnNaEYzmtGMZjSjGc1oxv9PIOx/oIEfoQhuAgkoqJDFfuudrqd9QcSPEPorYVoL9ncM//jTyQTX02r2Iey3F910H63Cuty0qkZOdLd5hj6BLQTo7urCnEAt3V2jxmQzWq2wy8drTLbsWzpZ6U54GnEUcQEhQhv87o8YhRDw8Z3V61j5ndWjOKnpNzB7KaN9+mbz60CPEDVEhai+fYi2yWHltteUzGPX22uy24euM9qGrlNSsXmVbsc+XuDfFvzOQhQjbkGI2Pj2mpjE0GN6O3vssZq4+GzLUfoYlngMn3uMd/GxgAFv2/rL/RV6oVM+coPAVv59C/8exb+L+XcW/7aE737LWuffR/n30/w7i38X8+/+/Hs6/+blyXn8nMPPd/j5lnwbsEEmATdRM4nqJoFMEnCTw0RPjNW57g21xBjIz3W39nRxZyNyPN3dmUjdiIUZPdytEN6Mru58Auw/SSMUdOBw4NTarLpALdl7KLgiqn5FFOhrSXF1Rh93Jz1pD3Uiay4P8QBCrM6Y6X4On/bwSwAP3VPtvtKqlgytdl921+pItfs3dy0lgWj3r+4z7v+4n3H/7O7lPpmxx30YSz1Q7a5114pYaltGLd0TsLhXuwdh586457lvdN/k4bdu9CIJGN1j8aHhGcPdpZ5a1ko/D2+luxurOeguwZtdM2oJOegOuO9057Tij2azRw+627pnulu7eXOZoeZahvqWzshBdwtsLJm3UuIeEqWP0uev/1hZv1tZv1NZv0RZ30lZ30FZn6esb6esb6Osz1LW+5X1qcr6RMWus+lUnVln0hl0Op2sE3VUBzo7+y8i/ex/gLLLKiOyyL5FnlYp++Z/TQYXG9FR6AVV0UJv2ntwZ9K76thY6D3GU/XLYF8tMQwcXiX5OpMqW2/ofX1nZ1WBv3etog2qyvf3rlIGjCjdR8hdZZhbRVfWEri+tJa4WNbt8VW2LqWHcVZdt6+NZ1S7fW1ZGcTOLXYW2zpaC7t1/ZOvivB3o/8923ntf6bde8D8wzjLpTWK+zoFLwfj5Xp2uZ5dOhOrNvceXFr1RGJZVTZLaIllvas2DvaMLD1MniJ7S7oeJk8yUlZ6WMgkT5UMYvlCZteyst44Nbwciv1TrNxTjGA53btQzMpBse5dXk4koXI+Xg7FLlQu1gM+Xs4X67mmXBJ5kpXLYATLOT6HJF4uyfF5o3L76nwlXff5fJG66niZulBdVUW8iNuNRbxuXgSXipsXcRPKi3S7WqRVuEjrhiKteUsCuVrGHSoT5YmUiWIt+f+nn/Gd/f6SyUxWBpTu00Hnsi4jQzRWndGRz3uUq+OO+Dp4k/3VFX9ZlcHXucro6wzFxU6/WkSyZFOVjFkKgpXu4HUuia8TgezmpU2YHRW+1apTq07sFkovu2XGbEv4lnNJB298HdkdvqVithXbaNTP2bPn4A84SyZ3bfg3K/wzJ0xnQ++qjMG9q4oHDi/dpyglVYGKrmWY1yaSZzSW1GrHQpmtMbOIZQpCQ8GGPL0+XBC5cbB/JunvJvnYhTL/LOwKNtSYg7Nn8W/WWd49P/w/pEfcuQ0KZW5kc3RyZWFtCmVuZG9iagozNSAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDM1ND4+c3RyZWFtDQp4nG1SXWuDQBB891fsY0open4lgghRE+pD2lLTH2B0DUI85TQP+fc9dy8JlAo67Dgzu7BrZ0VeyG4G+0sNdYkztJ1sFE7DVdUIJzx30hIuNF09m4q+dV+Nlq3N5W2asS9kO0Acg/2tf06zusFquz+8F+nrVnXV5S0dLs3h+AL2p2pQdfIMq5+s1HV5HccL9ihncCBJoMFWxx6q8aPqEex/Qp6S421EcKkWPFs9NDiNVY2qkme0Ykc/CcRCRGFioWz+/Bcbtp3ap97T+ge4TkJkSpUQTG6IFCwROYHHStdnSUbgCyb3LGGDnxHpBUxGBIHLpAljCLZE+v7dt0DImT5nBmwPOTPgOQO2r3nOkBsZyCIi1w5LGHaG5EYGdjmT3MHA3iNywx0MpD6R0Y4qAykPn/GcBnK25zwLg/AE7ea+hGVN+rjgfgRWfVVK3wddIO192Xgn8XGk4zAuLnp/AaLtvKUNCmVuZHN0cmVhbQplbmRvYmoKOCAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDI3NDc2L0xlbmd0aDEgNjMxNzI+PnN0cmVhbQ0KeJztvQd4lUX2P35m3nZ7y+0p96Y3ICG5IQQieUOJQARCT8BIQLqF0FFXiFioCjbASmygoBISwFBcY1nrumJB0dWVVeyysoqISu79n5n73hBi2/19v//n9zy/h4TPPe/MO/XMmTPnzMwNQADACA0gQP6I0XkFrgWTPsGYA4i6ixctCEaefex8AJIAoNRNr59x2b5M+xYA3Z8A5H4zLr1iesVzgzGpBdMP3jNz2uSpX91+Cb4fvwAje83ECMdS/yQMP4rhtJmXLVgCTy+ajeGDABUTLp1z8WTxX33qAO7thuG6yyYvqfetlycCHF2L6YP1c+YviOTAOxh+lIfnTasXRvR6HMN/BbB/D4LwFj0AEuikO6VCbGV8lAqvw3Tq0EnUqIiU/YhHoEekDZZgyaBHwJhhA4KAv6Sn9GZ4JClU+pFmFUgkEgEQM6R9rDZwIU3g2AoJYgYgDyJHYwjPihxl7xilX2LdiVFoP83wKLxDskgQWshP4IFTxEd6whAQ4Qfk9A5oh9vBCWNgA3FAGrhhLAwhIqbJhbXkrsiiyBdwHtwC90eeIMsj2/D9OngeTmEL/iESKIbhmH4sTIMvhE+gJnIn6GAFjmFfGEXcMBnext/vsQ23wm3wZ/KnyCms1QnLsbxSKIfyyNOR05ADa8X10mH9brgZ9hM5cnFkFiRBCqymuZG3Ix9CBtTAA/AotimXtImDIRkugethE/EJz+PT7fAghImJ1goDpKewpiEwDi6HxbAatsHLxEGqpMPS8chVkc9AhjjIwjbNgi9IERlGHxJNkX6R92Ai7IUXsb/st02cKG6VJobLIvdEngEXPEEM5AB5WiqQbmq/JnJf5HEwYXt6IkeGYz1T4Fp4Gl6Cf8O3dFlkGQyG0VjzX0giCZIM5Pjb1EeX0qXCm9ADe1uLrV0Im6EJR2Qf7IcnkTd/hyPwCXGSeDKUTCE3k2+piU6lrwl3CbuEt0QiPoL8ToV05NECeAj2wF/hVXiNSFh+Pqkis8kcspHcQ47QJvo1/UHUideKP4vtUkb4SPjnyPDI9+AFP1wAV8Iy5O0D0AK74G9wCL6F7+AksZHeZCa5jzSRI+RrqqcpdAStpxvoQ/QxYbhws/C0WCT2Fy8RXxXfk26Q1iiTlfDpLeFbw4+FX488EXkdZceC5WdABXL0GpSKh+ApeBNLfxc+gI+Y/GD5fckEchHWMp+sJLeRx8hfyOvkS+wl8N8U2pcOxFrn0HnIp+X0Vnob1v4a/h6k79EP6Ff0e0ESUoRewlzhPqFJaBUOCp+KNjFD7CH2FEeIE8QIjkyBdL40WnpY2i49Ix2XS+Wpcr38ubJcuU731/ac9n+EITwz3BRuQdnVoSRdiZy4F+5Hud+FY/AycvRv2OIjcAJHwU+SSSa2u4RUkEoyjIwnF5JpZDlZQW4hm8hd5H7yOPYA+0AVbHsuLaej6WQ6jV5HV9Ab6S783Udfom/Tw/QYttwjpAq5Qk9hiDBBmChcjn1YICwVrkPO3ixsE14T3hQ+Ez4XjuGoecQkcaF4pXiHuFXcJb4uXSBdhr/3S09JbdLr0mnptExlv5wg58mz5YfljxRZ6aVUKauUt5TvdPUkgeRgy4PQ6Yf6cA4m0W3UKS4jxzAikYhgxZ7n4jiMxlnxHZQJYRwXC3uPbXNRnxjHcsqq2IT5F5D9UET+AstkKqBWRqXVTN6nR8Rn6XlwiNQRn7hVuFx6mSbDdtRG6+kBup/0h120lI6jdwtAPiEPwyco70vgNnIJmQ/byTHSh1xNiskyeIu6hdHkOiiN3E9FoidDyHHAFsA14lS4CH73h5TA+/BF+F7RLP4J9VMrbMARfRQ+JI/AT0SKfI3aTUBtNBm1zFqU9+uBab1anGfLcD76UINcKr8Gu4iMK0ix3E+8Eo7Dj/CFtA8lqj9q0s/Cs8R7xY8jxZHuOMNwlsHDOO9mwvk4Yz5BKXkSwyx0Ic50A+qSApzVVTABpsLVqPVujjRF7o5cG7kiMgdewbw/kW7kJ9KIM6IVc5TCi/i7Dt4la3Aenv/7/fytn/BUaIMviZekkwKcD8ekRdJ6aZu0S/qz9KrcE7l9HdyFEv0RSrMBe3AxvA5fwg9Eh2Pjg24Qwvb2xrZXw6W0RngSBhA/1OOczUI93l/ryXwsZTly726cz0/i3DiOeuJC+DMcJpR4sEcXY/06LKcS+TwJU2/BEbyWtGDMVNTaOfAV9ttCetMFWJ+KJW1ArdWGbXofPkVuR3i7uqFeGEjGYVk/wHiYijX0giqyE0dgD5SgZh0o/BX5nUZs0J+kkAcxXx3OUAskQon0MaHQLTw80pvOEp7ENSaC8Y24esXDeWQutsKK/WgHFxkBReFR2IY3iSA2kTd4K+6g0yIrhMXhS+EVeATHRBUXKQPFeeL14s9q/7Fj1LJ+55X27VPSu7goVFjQMz+vR/duuTnZWZkZ6WmpKcnBQFJiQrzf5/W4Xc44h91mtZhNRoNep8iSKFAC3QalVtQFmzLqmsSM1MGDu7Nw6mSMmNwpoq4piFEVZ6dpCtbxZMGzU6qYcnqXlGo0pdqRktiCpVDavVtwUGqw6dWBqcFWMmFkNT7fODC1Jth0jD8P48/r+bMZn5OTMUNwkHfmwGATqQsOaqpYNHP1oLqBWNxOo2FA6oBphu7dYKfBiI9GfGrypNbvJJ5+hD9Qz6A+OynozNioJn/qwEFNvtSBrAVNQvqgyVObqkZWDxoYn5xc071bExlwceqUJkjt32TN5UlgAK+mSR7QpPBqgrNYb2BNcGe3ttVrW20wpS7XNDV16uQLq5uEyTWsDnsu1juwyXPlUe+ZIBbuGFC9ovPbeGH1IO+sIAuuXr0i2NQ2srrz22T2WVODZWBeml5Rt7oCq16LTKwcHcTa6PU11U3keqwyyHrCehXt37TUQSymbnawSZ/aP3Xm6tl1ODT+1U0w6orkZr9f3Rs5Av5BwdVjqlOTm8riU2smD0zY6YTVo65o8alB39lvunfbabNHGbvTYtUeTObOD9M63vEnnpw9VY7q4CxhLUodggLRFLw4iC2pTsU+9WYf03rD6ot7YzL8qSGYq2kqjsisJv2AutW2Piye5W+S0m2pwdXfA0pA6rGvz46ZrMXI6bbvgT0yOekQNXwfe27KzW3KyWEiogzAMcU29uPhou7dFrXSXqn1tiASZB9UIW8n1/TJQ/YnJ7MBXtOqwhQMNDWMrI6GgzAlvhnUvNyaJlrH3rTF3rjGsjcNsTcd2etSUZJ3AfMcXE26jI5/Vps7btDMPk3E/Tuvp0XfV45OrRw5oTo4aHWdxtvKMWeFou97d7zTnpriBlQL8VR7ovECf4tCeWFHYhaoNjWJ6fhP5kI9tUlAoeQRJFjRZKsbHP2sMSQn/2aeVkXXKVNr5DjLxcmZbForm/rknh3ue1b4rNaZVgvYXjGDVo6ZsHq14ax3FaiAVq+uSA1WrK5bPbk10jAlNWhLXb2XbqVbV9cPqosNaGtk35r4poq1NdiJmaQPCiuF/jtTycqRO1WycvSE6r02dGBWjqlupoQOqOtfszMN31XvRXtF5bGUxbJIFgiyAFQSlPNmquPp4/eqAA38rcgjePjiVgI8TheLI3BxK43G2aIVZfCKVLQ0L24Vo2/UWGoR43TRuIZo6iwttQ7f2NibfYA6HfjL6A9TGgPGVHcWBz7Harozk4vJmIS/aIEo0H8XJWFZaaVlahxIYlgAgyKGCfh0shSmwgGSAXo0vL3gzbWdLG0vHW47UTqsvRTK8Nl2Gj965ifbk+3p+EGwraeDQttpVYKfISi2oRkEl4RH0pnSm2CDCtWSZd0qUJ2egN4GDt2TJAUdS4KfQG9TDfrvTHcFxXyRiq10Q4v9oUtYjbXH2k8csx2DsjJbqQ3rIrUkNYMW2eJ6FRdS6nI6PG467ek7Gi8ed13bqhnnFaWGR35Gvv0CzWN65Mnw6+Hx/3ow/PBd01lLBmBLVN6SIao3k2YaZtAZho0oJQ9bFL3OBvjPYWNtQnc32qZduu+ku0ysNY7ZA1hrjrUfPbsxcf2EohAVCt0Ol1OhwqDRA/skTF/11Mat/SsfDY9s/vOpDxf+izxC8t4JJ516/ZvwifDPrCUJgpf+G1uSBK+o6aviyNjEcUl0UGJFEk00GSWvZLUYTQavlCi4If6GhFy4gbSSDNWpd3/i0n+iunKbDMSw0moBVz93a6RNzbTHhdz94ucFE1R/QmhEwqQEmtDP+olq4UHLJAu19IN5QcLSujAt6WfoZ9WTMv06PdX7Avf/yZuLo1o71zfsqPdErt/XfqI21+9t9zHSjjG+o+AtKz1Re9T/te2Yz3byhPeE76jd4Smxl5QQRnvmQ21tbVxmr+JexRmZGZnFbk9GUaFTYWGPrHjcHiVT/n7j4OEBnW/R2Pi+187wNsc7+0+4oGjOLUvSXHesOE/wLhw5NEknJroMTUXqAzOGPKsLZCfu9nlXZPunfXgp8mwsvCmOE99Cb2Gw6tMJeipNyRdUgQrFdEoZjMCpo5siG1rp/apNIlNG0HW0kQrUZxo2INq7YSdQVo9CXu2J9tqj0eFLtyd3/JJD4QbSQIBcE172Jpr/Crk6fG34x/C1bLwWhveShwjzVMp263VG2aC0kiQ1Xr6b9DYaDPNIhpJmhQAEIR9ngM80Y5FW5dF2lJVhx060E3sJILN65sclu5yyrGT26lWcupb4chZOKB47mK4kvpeuvLE+uCBhylhW33yygt5FG3F+FqjJ+URFg7YYZ6tNCAr5gigMlGy8LgF84kOXsrqO1g6zfVoLecdqsQrszXyaha6gL/wZK+1W/HgUWy9AmuqivcFAMzq1VuxobTtra8/8Qsx/K9tiYLkpjIt8JlqkNrRdg3CrWrnEsNKwlWxTtum3Wp7Qv6jXjbPXuGv84wIz7DPdM/0zAroSWiL30vcyD6FD5EH6CvNW/Sv0Jfk5/XPmd+nf5bf0b5ntNm/QS71MHNMd7pB3i84csOZZqVXFkHULSImHR4hE9Kc4Dxt9yW8+w9s37Nhw28m5w5Chx3LnMrDph2JHCjxuu02RU1PAbivu5UmRFdluc7sLC1D67LaMDFpwaMm69YsPvR3+CT8Lq9yJoRGFUSK1bdoVnhSu27MBXbst5N49G74oH3NZGH+eVsvHXIpsp0+XIwfvR+ZnIA/0ME7VX0KvomtQtMRWkt0ySSJSK73oCZ1eImDSw35SjTwjtFY1SyAGxKDYJIqiz7CPbEX/Ksro0mFMj6ICZXPqGJ88ycl2WSnqlVZcKGSEP7vz9csJzT8qpq4fFEl76QY2hoXo2ZqwBYmkTJ2027vHvzf+ZfEF70HvQd9Bv25A/ICEAYnjfHeJt3u3iVsSdLI/CFlysX+wOMA7wDfAr0vzpvnS/II7A+fQSu/d8Xcn3J24LWFbos4BibbEYGLPxEWJ1yWuT3w7UZfIxsXtdIUSqc1kTWSiRpmsqChA+KoFxwha6X0tlJisrWScmhow5ZmoiY2daUucpD/sdqNLQ8AfsB62Laa+pNgAnuAjWFo6jGnQ9ty5R3EJya2dW2p3oBYpzK1FW2IvJEbamu0lrA3NVk5Ui61E1NlKJJ0dqb0kl//U7JTZAqca9fG+eBofR9ieABaE/2prmGRUjqx+EuLR1k1AJEaO9O7du4bMRS1F7Mm9HKiXehWFMlJRWNJ7pRUWoJuEYiPKimg6nWlr/PrPuX2m1VTP1IU/9xHd8++eOn9YYfjk+W4ihX++jej/vrNs/NiLps2+KuHzl798/OKWKeUnqjLYKA3DuRKPo5QN76oFK1wvuehVCWsS6BbhEWmrc4+wT9rjfM/7gU/ndpIb3Td6aLLBDCLxxLmTA2abydBK0lTTCDNRzevM1Gwm7lZCVWsgLi+OxjH2xm2Jl3AlGLfbhnKF8ofMKcBocUumucnUhmNgctsOLwusC2wO7Ag8FZACR5TDI9JImj/XfdizmBwGX07HZDqhTSeUQHtJXq02IOyDBeceI4yZJRpLGVeRqcg+qI1L53OLc08pdnewsR8tLGDupuLGD0hNSRtGbOZ5I8cvnjeqV2Vg3pLqIYOnG8Pt8Zc9e8VrV894c+nG8KdvvBD+iVyfPPPy6+pn/8n1iTBr/NDqqXXdrt888bpLVz49P/7A9U+Hj3+C8wmZKw5EvhrADB+qJaaguURv8plyTaNNl5g+MsnHzEQW3WK6mGUebJ5o3mp+wvy8WU+oDkyyWZEMRrMCJpPZ3EoeV/2C6BRQiVKTaBbMVDSAoprbzAcxsJ9koU1Fya49IIqYAVpJ9S5pHS62bCAcNmWz8pQiKH5rGV2GxqDPso9cQAbzWX10Lpoqw3Bus4ldhiZSe20pY6GjhPPQUbJC6pErXm17zmq1xkS3u+k80zDTq6YPTBJEhRbZm4uLUREptBe6Uu3ETujS9ofpn77esyd8PLyDZJ4UHjh90Q/hd2kS+T5sRImbiBJXJG1BvWBTs3WWoKnYMcgxxHeH+V7LRsd7Fr3DHudItqc6rnegOiJmA3LBYbe30kbVbTE7LRazw+BkO7QqEarIelR4Z4nXE1y64s1oAk1QzQFDnoEamCAatjiZ8Bmd7lDQme9UnYKzlWxXnXZ7wJZno3m2MtsIm2BjSW2srjir1SJabSiOBz1E9RCPP2BpJcmqw7yYHDgIRIXNsIMtZ0lv7iXna2qSCedRFFL+wNSljWsLjMjtkNXaufYoay3IWtIhr1xWzxLUzDjkq9KrsABQQnGtSJtIvKZFw6qvvGLyFXVH19PP2v/V7aIp+4k4a134lQiQKxInzVm3fsWKS5Lpz+Eff8wLH393903PvIeyOB45noOy6IFUeFLtO9u4ULdCt9G3Vdqqe8SyLW6vZY/9ybg2+2txZpfUyz7QdqV7N33DdtCp7IfXMLtIFK/DFh9EpcVYmIQsit9iNQeS85JpMmNY8pYyPVH1B/URvaBvJSNadhBCGLNSAmIeDovKx8Ql4XRenHR4hImY/Oneww5fWpd18kRUyZ6oRQZqKyYTSNDmMooakTL41EWuOPiUxQUUUBcSZwffZNEaPm4YM6DmKtusu5t+Dp967R/hj0jOv7b+vf2+pSOHz6wfM7JeHJ00pqqx/U/hE2/9M3yc1JBV5FYydf/pL1bdfuWaddcvQykdj/PXi1JqhBv2ghg5ova02kMGo9/YR+xtGCyNM24z/tn4qvFdoyHZSIyCAgFjnpHmGcuMI4yCkfXYuI+ZQ+TRJygloqIz6XBqtuQpBP2WOtVCRwhE8JvRaTFpXChlKw3Ox3a+zNqOcdEhsb7noo3kkin1JDscxeOFpxefvIaE/60ce168j0h/XRgeGo57huTTJT+iTI6OfCp6cLy9kAb5xLw7X5cYCGW0Rk6pl+LDC/YX4t6R3lHEhbZFzutsQgbkmHpBX1MFXGC6XLxYh1aRa3HmisyN5k3eB82PeB/xb0namrml2yP5e/1PJHkWx90Qd4NzRaa4EcdxI/MMemzCp1w9e04XerCul/UY0YP22EdvwqWsTbW5vaH6hIYE2phAEhJkRxaTIj0my89Ss2hWK71JNTvMZSkjUmgKy53CYvyyFDisX5x7eISVWP0FvsPC4vTDbl/PX64G3LyqLWuvzbXxdSD3WG0uZxsDlx1tJYC5tbm5JCOjKNRLWz6Z3hdTUzJZVFwnERI6PZPBl138yZuvfza77spl4fZ3Xrz+nkV7J42oqps0fGSdf3HN+HkLamZMEzw97qt78O23H5y+OafngateCc/60+HFL5CRYy6aNGbEpLr28xYsv3rRjKtvYtZpOY6OU5uNB9XqvvZK+zTjlbpVukekR3RbLFvidsNeYbel1b4r7i/wsr0tzh6KG2esMU+yj4qri5N90mL3HZ4PbB86pZlxJDo5A/F5ODnV6MSUbMlBnJiMyTY+OfP1ZIT+Q/1xbXI2RidnpxU5Pjo/zd7DIxzE4U+PzlNTp/l5osOS/Y35GWOwpsGKUV/RohBOTTZBU1MyCOeli/O1ltgMYwaNv9I+e/NjPxP9qx+SpPDb3zz6Fr3o6lHDZ+D8nENGJ42uajx9FTG+/SGxh7eGF4YvD9/9hJCwcsNVa2+6vgG5+BIaLx+JGXw/oIcaL/QmstxbNOh3CJTKGSQo5UtU2qF7dTv3yJnjX3oSBaXsWNTbQJPK/hLzF4hPMDN6+ruY98B2Gp6S9mG5BlK+F5TIYVVfXBKSs/BD4aKbVRSSVfzA0GG1KjkT3+FHNuSgls0y5Jl6Q7FUZpoNs+k0Ybo0UzfD8LlgHSoTto0gGPR6UdETEgTFCaDIelEMSrJTkmSdQfUn9jPwZcqfGDKkU0GQRRyzA6pFVqgkigR0Jo/Hj7bsZNUYIPygsoEIpJWmqfqAnuTrG9A93kfTQMQU+iBa+j7jRRfHnCUfjhsuUt724YOmDfwU1Qwypax02DEcvzy0a3NL2bK04urnVvTwMqLYSktXPPdcdO3fpQ/pzSHIZYt+ZZNxdGVT0sgJaPwKkXCzTjTsi4SRU6d3ymLv3prdGrV6k5MF/CXJcYIgPRX+c0P7nivCz9O+pCTn5efJsHCLtO/0ahpsP8J2djYg56cg5+PQfu8Gh9WyxTlkpmVJzqfiSVHUJ7v0cla35HS3I+Aa4aL5rh0u6nI5U1PSHXG6oDOdAI3PrJcbZCpXZmXuQJ3ETH+9MYSmwFr0SXuoPap61PWo79HQY32Pxh66YI98VFLOlCAE4/LRXG2la1q69xwdc3ja0eivnXsyN2pw8r0jBq5iuNnvijQ0J5a4mNnvZ6RhZxyz9GswUadZEeWVFXm10xBEvjBzNLkgicbUD3rWspSMzkRBcS+mcTIzUgV7shbISN1Ahz6+fcWEOZNuWF9736Kh4U/CZpL1zGM5F4yvHNrt9W3E0Zjbf7R6xcvSvsQL75g049HczAPLpj4516yj4vPhxyT9+PMHjtVL7XvDS/Sm2uH9L8xhNv/kyGfSRdKb4Ie31eE36Fc5V7k3wyb5Bf1bwlvG7wV9uj7LlGXOdma7F0oL9TdIOiVO8XjiPJ5smiOkS0qWdIe0Uf+S8BejVEZGoAU2ygbkCBzHycNYbveGODWgvLSSCarH213UWVSLI2SpnGQlTKGrLm8IPbEsNcXR3SBYv7GMg2+AF+XPx0XCldmoEKsSUPLRdsXRa4lfOrrDwhpuQ/2jGQsncI08mssoe6hlfilhDpMki6lBpnqSgx63J2o0oIeNykcsI4H+4Ve/Dr8fXkmuJCFifnhqQfjv/ocWPfDKi42LttH4ice/IOvIBHI5uX3zRU0V8677MvxT+MuvNzDdcBtK6GSUUBsEYJlamIXT/XzPNHGaScrxlHgGu2vcM91SiadX/Ir4O6QNRilgZ2IZ50i32nS+zB1s8Y/KJOuVGteQTILJ+ais7Q6UQlu+jdqYFAZ/VQo7RJD1ci5hYuRx8008mf2mRoWoH2Vyg1J0G018ou6a1rruxdOHXTvlwfY3SdYHfyoePKm09NLR/XZL+xIyngl/9rfd1zZeXJkTEJ85XWRxjPvLtm17pjssTEZuR/vnOPbUCOvV83QSGjDpsiMgkXxpBypWSS+I6ZRQgz7dCDpFrhToYAOgIeQPmvPNKjomoj5ImAuOIoE9MnXuER9AtHRKT5T+yrSScD4llkg4n3BaSWdNK0FCjcR3e1zJGm4Xy05/QY+0B4VCad+p8P4fwnN/wNZvxNZfh63Xwzy1DFsvS+lKUJeve0r3oU7M063XUZ0Ool3QY/vL5BGoNUYJ6EhRf9CYb6TGs9tv+LX210Y3RNpLHazxv9a+jcKx9r50avvdrG0PnWq/mXF2Cs6+J3H2BVHDVfROqkwapyzSLTJdr7vOdL3nuni97JHjHR5HfJY9y5vlz0rSDTZOFMfoJxhni1eJV3oX+PdY9theMD9ve8f2mc0iJMhBNtvUgL8kwCwwSog7obusd7AJ56gcEUfi2GyLY7Mtx93dKgCuG75JGJ3pGEcDwaCAXU7JR9vLl9loIFZDwJBvEAxs1iUv3XzWrGOdt504NpevF9HZh5OPOeOl7XNzS7nC4xOQFCXbcQampKEwOop7FQZFbQ66bA5mHRQJZXRpbXjz7k/D2x5t23vjG+g2FnYLvxfY3vDMJ58fqN0/gMb/0N46YdXTZMabn5Cpk4Z88nLxpVef/Db8c/jnIaF92E+2VuRw+XxATdeLkkGgekO66NiBZrUAsiThUCo6HUqnpAvKr3Gze42aopqrzHVmod7cYKZMVBvRjxbN1Bgd7Da2X8TFdeHZE3DeyVrtBIEvmfjBxpzLq8DlVYguA4x0kdeYSHT8biBZdCDJCh9uPyDta3+Klv9UQa9pZz7HWhSPXdgnAebwedBSEApJTGGkpnOqljk9IZBUqUpqkI5IUkCqk+ql45LYILF9PwF0VHiXADTBERDamD5mnTqIIREuF3vGBnOe1pUyfhwwdx62lrVvLcmS9v1Uge24B2fPQ9LjIMF5qr9KYWWLqPdBJ0p+hQqdJ4bcc2/niRFm5Q5r14rmvXbdg/09Ij3+85AfmPTjFEATdh+YqFc1GoUMXYZREHHMcKKr+oQ+IUOwT9+QvjVypEWj6oMJPTAWP2S9zvCx/msD2gIGQxxNEG36gCGVdhOD+jzDDDpTnKafbVhMl4gP6rcZduv3GU7qfzK4N4vr9ZsNz+tfMrxDD4tv6981fEY/Fz/Rf2kwL9YvMVxL14rX6tca1lOl2jiNzhZn6GcaFtErRGUgrRQH6isN43Xj9dUGxWvIs4RoHzGk72sosyhsM0bW6w0u6hc9ekXbIAkgowx6yaQoBbLFVMA3wKmuSmcOGdkH76XFaA7pVEtmyMg+MOpu1cYejDqBmfNUMYCOCVpZKTuniFpRtSTvmO2tYywCffC+anesJSjq9PqC6NYQNRoMBQLFR4rFCCaRUpMBLU1FF7AQSysxt7BrFPtoby5WE2uj4uQZPSYkFSiqskxHdE8uw1F40hg0mmgr7a06UI5UTAgqJoKCADOnsBgzmxm2E2j+59pK/2Ur9fts7XPb55b6vTY0IDHCdnQu2/fg0wRbe7ZFqVmPcaNx3ugiR3Yag8xUrOU/XA5zIXcuExtC+AEHLmk3k/3EQBRyIHws/EH44/A/0GD0Cp//VCEu/3kpA8rUJtQFqUzbk7+pFr0g63yCRyc6cDYgd6HFYSxj85J1m1E1B3skFCg6p6LoBB2liqBHfiGvBJH1WGQ9Fgvk1/g++RrVpxqrjHVGod7YYKSNxjYjja4QOr1WqJ5v+Y4eHdIXnKVFDJ20CBrXqEdiigRDfP4xO7EEECt6sM4jh6JyxLTKEVWPUqELRmWk7Qk9kxpugjPt0jN/AE/VsMdYpGswFvGOnefvEdKNxg9JcAsFgiqIFcL1uNg16pp1RwX5OeE13Xs6ISjk6UJCX90I3S3CZl2jsEPXJDylM0Zdm8KiEFULuWtzRDXnFYRokH0oziKM2ajqk3uE6Bj84KkrkoIYwg8dVRQvFTxKN5qp9KWFynCqKhfScYreSeOVYXSQcqeyXXmFvks/p58pP1JjJs1ShipLlJXKo1RmOmhebuwHYqJQA1wSmA4h9k0kSKtJXPid9p0oAN2FN3+qEA6cHshsshpcTz/D9dQK8XC/OnajtFG3ybTJIuqIYtFZFW+md4l+sUNZbF/iukFcpVtlusFyvWOVc6VrpWel9wa/SXGgJPhdDr/T73X5lbjuZr2vuyK4M3cYCBhshmB0NVSD+YlqYl1ifWJDYmOiHEw8nkgTbZmNQNjJVD4f87UtCUuf7VgyueVWGz3/YX4nCvpctP5DaNuzNTFqngJxOjr2GmoGFDw2Y1ULGUiuDy8NPxneG15Ken66c+fHHzzxxBH61pFN9c25fdAVvjN8T3gOGqkzfwxHIpHTp35mfGAW2ymcBYwPi9V0Wdrr3OsVzpfIDOltiTrs6WaLBeJtzOaxgs79C2vUHUjM1/onJdqsnbV8wtkGaYc9qhk/Z2xSHDA0uDW3JjXVR7FrmldzO/k7sYxaum3KxuGzX3r6/h2LBlw0uKhR2udO/mDHitZZdlf7O+Iz4boeU8qrZpoNWDFb4XGFBBckwyl1eYl1iHW8Mts428TO8RpT91gO6w2yTjZ4dG5DL0uFpcKq6Gx6u9PitDptvSy9rOdbF1qusL1pMC7RL/EtSlypX+m7IVHWu516k9Uy2rLQcp3lNssDFskSNJucZrPJanKZPe70OJuT1DkbndTphGAyYxcyzgU6C3PEM8FsM1PzW/GZjXKT3CYflEV5RX0qCabmp9LUZFdnrqX0vPgM17gsaJ4kV45nzEauBVAD1HbaEeaG1NxaxtACt7ZX5YlLFnrQ1FS7/QxX0UGc89Whhmeerrt6dkv43rfnjbloeunfD80uHTE4bddn0r4RLy9/6J2E3jdsD39EyrbXJLffLQxPq+4/dKJJYqvx0Min4rc4d7qRg+p5e+2tiXuynu8morvnQnfP5c2dJk3LWiAvMS/Ietf0dqqpxjDWMjalJnWmabpjRvKsrBndFifekLgh2eRIZSt2UiDEqDrN5w+NTBmZ+nTK06ni3JS5qdekXJP6z5R/psq5hhxzWkpaaok5lFppqDQPTBmQOts8LfUK85Upq8yrU7YYtpofTonTG/RmOUVO9Rl8ZneKkpJqMIvEM86r+oKhOV4yx7vZS7376DSIRy1kQsM3nsR3dwowmN8XGOIPhtjxQBWpI+tJI2kibURH/iWq/hKbSMTuOXrvNxEP8ahxnpCnUsnM8PcIZDbamtD7qiTf2KMD6Ov+hibzlaOrd4Lau4bvAwy3nUSaO485n3NzT9TmHo3SeblHcbWLqi5uFqYgP+IT+yE/Dmr04+a4khRkDxIMvdTsYKGDqtVRYg46SgwcVhb3uWoxYZy5xOBliCvJ7fwTO0Z09TH0MRelFCEfh5gHpFSkbjE8kmLgpzJR97DjLCGT/xaFep0xxBXZ5fS4RS5ZzFMeSoL+zSvW3XzeBaG9/6pbseybR4iTeJTw4birr75mSF633qTptYVrI/BU+Mvw2+SDhJtXXjEyNCTe0aPvuCser392+rcvm+deXJRSEkrPm37Zk2uWvn8JIUy+uqFO2sv30uapqXn6fDFfqtLX6xv06/WKTCSaLgpUAZ3e4/GLy9h6S7qrBlkJknxYxmYRBu2CpYrW0wa6norUp2t/VBuVkdU7KY5KafQECz8GTRt4VNNJpdz8ZMdSzAsjH4aHiTeGh4vPnDr1cz92uwBXjDRslQ9Wq70VnaJXbKhE9Ofrztcr4/XjbBtsG+2bXHe5t9qecL/j+kQ+KRvNJhM68kp6nN5kDJpfY0YVdyfiq+Lr4oX6+IZ4GozPj2+Mb4sX4wna3UFfvq/NJ/iYIvD/pjtxjCsDbobHJdtxSNx8auOaZ7PQ1BTmyBfdSrKMcev+tLTBT7Lyrzn8+BvvLnUm4iL46ZO9J1w2Y8PjQu7pcPjUextqJt81dulJYF9uQc05BvsnE0sLCETHfGlHCTc+x/j7hNp0b5O36bviu5LEDN0l0kaygd4hbpI263QCGOU8HTOm63SLieIDt5wNGfIQOF8ej6MoUBok4MTBlYWOfUuhlU5RjTJ6WiLaUYRK++hkEHEiomgbRbJMbBA/FI+IothKjKphmdAgfCgcQaMf5+puTIFm5z5iBMp2LPMJIT6l044lzrDaE7W1ud5jHVblsbNtyjMWU1uLLWor7UYzaQwa07XcUOJH6JBL0LJIJsyyJNTYfoKUk/lkBunT/p207+dnxfPQ8UHJcKO8Psktyels5/f4bmuJQolDm3ImikJLZLQTjQamaVqCmSHCFF48VkgERVYxQg5iALkjpIsoL8yUP1bWjho9N5d/8MtHTOHHqy4qKyjqFNlJ5RyJooslUtJKM1Rcn5V0PehkabCuXk+4gZmuN4X0fs0WNYrsIlGVUIf1jOIGCGosw+lHY2KGYA57Lt9mid57+5R/xpinGZAEOxEfDHG1mco2shvsRSoZLFeRqWSOXE+WyQ1ER4PJWSFFxXS0NbKl2V5kZMmLbL7QcKVWuZjOUubRq5Ubld10v6JPpDalOw0qZTRfswKrlNW0wbDOeIoeV6zavjAbmly0/NHxJGySkmSXW6DtY8Wepz8Q+hOj8MSpT0+n/oC9GhL5XOwh9oNUKCBz1ZmKX5cgJbr9Q+MHJwxJ/7vtQ7u+l6/CNz5jum9Gxg0Zt/hu9W/x741/wf9ivEmWzS637HNnytmuGt9iegPdIu+Wn5dNT4XetdHEtIKe9m7mNDW3RyhNTcnCD19iaE7a6TSaVsFvceRbrKHzEgm7bdKU+GOimJjYjRSCirFRho9NVhPsZclqvA0/vP5QcitdsFtUTGZDNyYc+I5TfM0ppuiGKVTVaUzqmaHL1meZawKmzSaKvlUE3SvV4g6Z/CNCJFSHkngTmwqF2cmTPORDDxnhmeSZ4xE8vsJZ5TEvHtehucdqo8PMQ0e5RkHGohJEF4OvTtzGyI3Kb3NeIplbcyw2YdLQqYhPDI1Jm5pGa3Nr2IigXAoWW1R9zq1ly0hmL3ZW5nYJTrcnma0jsoxqia0lxb2KtQMyZuvxkx1+RYVMi+S+8dqB1kohPj38pdGmCIMfrH3wyXF33fKXC6rmVI4hF/X6Mq24euAFgwptRvpRjztvq1n1RLh17fUXJBT7dBUVzSsn3FiZkB5MGDmob/gNR4E3s7TvuIKM4rRpyPIVKA23cRs3Ae7ZC47IKbWnsaQ4/vx46hgnjzOMc4/z1iT8oMhFYl9z37ii+EFipbkyblD8bcodeoPJQigBPw5Cs6Q42VjEGY1WMHiSdf76JJJky6ZChrWVZKsmUg/slMmXWBbl99zSYcfaSz8djrZv1PI9xnQ3LrVza0ntgGrVOF2ebpjunu6dlSDVoufCd1TYKXX0+CvTFYfKvcPOX0F8y5ufCYfb907cqTpCQ66ovfa6GdNukPa1H78t/Fn4x/Dx8HsTa+6mOQ+NqN+8fc999zDdNBb7XoYzwQf/VEdWW2scNe6Z1lmOWe6rvVf4NtKNpudtz3vfsb3t/UL+QvdF3BeuU3Jc77jerqGOoe4Kb41plknp4yh2F3uFxdJi6wrpBusq38OOre69jj1uvYVLaHzIwpWyM2QpNLMYX1KIU6s9ZN5HRDAgzxx2I6iYFFRMB4XrUU734YIg4qugRyEsliRDnpk9mJNH4FLpj1eSnT5/dfmZ0/7aYcdyTxzLZZuItUdzozv4SKO2y9zYOX/0vLBYkuWOk36xZ/gry8UjZl297JKq6S7izD3x6hfhr4j72DOf0K8LRo+5eduTd0+ck/fnZ0gGEYlC0rcy32gM8m6yJjfr1e6OGrnGUOOISssmFI1Ten19UkMS7SOETH1cId9QYaBpqGug7w693snFxcikRrUYFYsVh8LgybaYMwiTFKsV/OuY7CTrfInVpR09nHsyKjHcIon6f9yiR1kxz5JnGWY5otIi19YkJxdpHURP0IPebmdRESeHfy7fOeGJ8M/hZ5qXE1+7I2/glZNXXjdj6oq7J9aQTLRsLcR3G7Wdrt92weUPPfjEfZv5GfPnYibKihMSyAN7wYbzpMJYcof+TvMG28PSVsN+/X5zq1+nc5LB9Hy5wjAi6WHzHnmP/wXDi6a3DYdNp5QfzOYEa4JLRQ3hUi32kNX1lOs1l+Di0pBUxqnFg5TeqKI75aiy1FmoxetgS8keX3yIFDr4IVBiMHoYlJIdpbndo9SbwKlqRXXayL5CYMNmT3I4kM0totHhZexOMyqQTPJcUSHKS5qUNCdpc5KYZE3WqWZrCBmuacPcs06FjqEBrjq9apazzKsmWfEDVbCX6WpuP5e1cwPdgY3AFA7WGEzk0FQ1o82xpKhmuc3NMwC+cJSwRjd7GGlq0Rv68WB5clku25apOco0aC2v3qIilyysUgur3qIis6JbN/yoFd0E9PsKueWH2oIwEQ+iscdkHIRkbgfGRS11D/2JeHt9sSP81fWziPPNY8Qht6vC8sn9J2QKS8ZdWFpKyKi8O+/bffMHKAu54RfCT169ZjC59MplAwbMZ3rDixPgU/Tx3NCqFvQSSY4YtAXtNWKDV9KJT3mpy22nTofbbomzgs0SR8BGnXqd1UgmGSNGamQDYZCJ3eomETdxs2CSDcs9jkXLcU6DvrBMN0JXpRN0WbY8+yQ7tbcSUTVb4jKocxI0utvclN343oPmi9vnWbKXzopelspFlcru4p+uReM9el27jLnDiDL8KCmw4o+2DsUVcu+lwKNwreBiN82S7aneu0vuWLhkfsaAfucVvfFG+LO7xYyqG64bnfacrWRk5QennxCG8LkfHinWcQsijwxXpyxOXJFIHSZzfc8bzA09xSBBv13IJ4W0UFDJADpAmGitcdakj8seh0N1ifWU/VSco6+50N03q7AbOqzuyqyB3Y6b2j2Gm3DNNprMxhyTOdPi9ri6m03oUnnT2AzYzWcAF3SLnQtJi9EUpVk50QmQmh6lPUPRiaB3xfOFf5LEFE7AmsmIxdCdMdzoUrw+OSfbmOH3MqWj9/n8/nU9SU9UQa2qAQrTkh2+/A7tc0LTP7ZjtvajscWq/YS2xxZb/4E3jlfejIPDxZdbp2z/gZuois4WW+Lmcr1lneWclT4je3rurDyZrXIeye2JrftFMr9IwwTYU4S+DPovQTQUOl+ruYKU6xKzxl1enB5nXtr29tVTCHnqLw1E6Ve/f134249OX1s346aVM6ddW5HZ25WU7O6ZetFdj+5ed4gYif+x20+ff2Df7NK9N1notY/cc9+9DzXeg8y6Be31GtTrbmhWc60kQErYQNr6k/72f5AfiV6R3FIarbbPtEtoZMc57Y44wUmJlTE1UVD0BoPTZUCj32jI0OnVYFpoh55E0OD285ve7pS00Hpvo5fWe4976Tde4gVnhtvF1RambXSR4y7i8nnKooxH3187HsSnk1qI63/mtxxDnnq4eaUr1S6zMQMhibpQlEN8uZPZI9m+8snJd49IDH8WHHlexeWF4c/QLPhk8+D6levab6Y9t04oGrjqhvav2Z8uoNF78vzESIHFe0HPzojshjJVX6WnDfomfZv+oP4bvRTQ1+mX6RsxQhJkBSRRsLIbjOxkSIBatIlkSVZEA1VwzeSymJwWEn06rV9n+lHGp+eZYy2cnPNyY9dpbo1epxH3EDF8+uehYsbP78Vu8vMWjuZnWmo2a59UJdEGqUlqkw5K30QPspZJjRghYWMENDOEDAKxloBP/EVLtLq1i//audVSAHkTzvRM0ncvZGPuWqwLNavJJbtNISGkC3lDqQPpIN0g78BUU1DIyx6tr8tuyN6c/aC8Vdli2i3vNjVlH8w+km2B7LzsKnzxVPaH2XI2+1JKGYYb+EtJSRYVfyJThc0GJZlrRFGx2e2Z8QkJGZkGZKfVluGwqxOK6uxkDjKnlVaoVn98RmICxs1JIHUJJAHjdqWjg8+siGaATL6w6ssYVXthuzMxaaZajihFpGWGMtU+54XyMl/L/DBTsGYGMhsyBcgMZuZnRjLFTF/Wx6Uxx0DbKIrO/9KTuIahmj2JjlfpGXHkrjSqhU43VeblMlVLcuOSXczm93DL3+Pm4pnZIZ5nJHUpEda0Td+QX3H/hQvvz0J5Tcwc2Xdmj/BnSWW9ymd2D38mZtz8yJixY8dMunDgpvYaOuneHqWD12wIU1px14RuFdfd0X46eh4o1uCYuWGz6lXiPHETdDN1YqtIcLRsA3UDrV/YJJlPV7tiMcsmoxHNL0oy3MCnK3qw7N7+b0xXgzHDZGH8NZtNHbPWRI6j5j571nJO/WLi8u2GDsst+axpypmEk1esCX+WNrJkyIJcFH5pzZu1d44I0KRHp/Wuuq45HBAz7t41YOZ1V7G5Ogptsjuxp2a04Deqgz8nn+l+iPvBJb5AP5eowyf59LTGNi5unLvGu5FukjfpNppa9Yfo36X39YdMn0mfyZ+bbVt1r9C/ys/qnjdJC3Wr5Ot0gp1LodHDWOQUFWeJ4q+Lr4+n8ZZkOMvkjjouUUM0ptH1s2zT0Q6d5RUJU+ekNi7kiF44ZrfhM9I76e5Rq9vv/jcJhV/6+pbwD6tJcMPll99+++WXb6Apa4m8OvzCN/8OP3td5OF7H3648e6HH2b9XRO+VNyI/bWhzX2n2qN33OA46ggJJeaSuFD8QGGIeUjcwPgf4/XMb4vZ4ieVH+N1OH86+2huo9FmtcR8NHu2xWLNsNm48W3s6qUNO1aKA2k7+gs/jetbtoYxP62T7c1uY7mYpGv3FDOZ+X2m12uIXPj47L2Ehk/vrV43AofYfdP0KctvuHjGShzaqqnhf4TbwyfD71aMbf9C2Nuy/Z6Wrfcz+3si9n0K9t0OiXCPWuwopSFzyFmaMJQONA90Dk3Q1QdIos7lCdVINYbx5nFxNZ4a/7jELYYtCaf0J80/OE12sMQzJohGV9RRVaw22YtORpIjG72tDLudO6r6dTZi8weiS//JTv0/0aX7uXM1BsySZhmmx83yzPJNT0QGELvMF+6od8VW7s5XNYUhxQ9O2r1wNRHaZt9VSoTw8eunTl913eTJt4Qvpe7zR6/cTGwESGDCxHt+qhB2PbD5/qYddz3OrM4VAEIxH/2H1ayNEtFbyGhpurRQEvIc1ZaZlnqHaNBbTQETXWeKmGiZaYSJmlrpYjVbUXCGC1Q2ZIHeps/X1+tFvX+ZY7ODTnIsc+xwHHSIDhtkEIFLAKUNpBHdep+9bC9JgJiz3jGhT9b6hkWNS2QGzu+SgqgwzIXKJs/oyqYifjOvoHcN/0ZTVBaiZqZsJ41sTg+4ZGBdzfjzz+s7Kk/M2HjJwKLve5RvC/8b+5iPM9qGfcyhz6htsl1O1WV67J7UTY5Nzo2Zt+foFWeFkzr2m/daXkj+JPWU+WSKnG0ea55mvt240bE1Za9JKU9V0wZmzEiZmrHCscJ5Q8q1afrijEFyhXGoeYS1Irl/ipKSlplRbCpKZjv9RWmKbJDs+mSvOdOUkpKSqqSlqN3mm5Y4r3Atyl6Ys9J1Xc6drttzdqXsSjU3kHWetd47ch7Jaeome5LdanJqyK0mBEIBN/kQDflCXXJV+rp0mq56E0Pp/m78QgCuO1XdSH43kteNdEtKzkfhKkRnXluborf7DGXRlZmdRftyl7Qylp/G9YbvR2k6lN+aZCvRMdD2TovYzilxk4yUXskVyWNIjWcqmeU5SQzEQ0V/cgrNijObaJZ/kkjEiixjlZ/4K+IU9ATwX3TLNIraufHscOUVZkcnt0ZpCj98SmPhIy2BtGjY5+dhNR4fLjGTXikVKZvMt6U8l/JWipycYjKLoh80Sx0K+W6up3sZ0dw6Hk5Jj26MJuLqDyR6oiTWkQZynAiAcs/Ol0SeMs6NKQlRh4FIJonHRcq64FaxaHehR8VyPSoW6lGLikMett/oUdOz8QPLtXoCfGtP9Iz1q7h+Wf2kyh/xU63z/IiJ/7BbjrVz2X3HedFglBnamZB2/Rp/aqO3ktIiL6l6o6PMmoUfyIev95hLTE5TCXtsNrFTpi93Gku4Q0rYUXvs5jb7jllmRmZapnZL/qzjIvZdKbb9l0/8jssvvqw43ekaEn504tL3PnnvrazwD/ZJ1XPygwkZ5Oma6hPfvNtO8nJHjc1KyAu6nPbKfuPuWH3gpjU9+/UPuFOTXAnTh1becMsbTTiLApHP6c3SPbgqvqpmsz/VlWrItvaxDLXUWBWfC7yC2wUeR5yTeBzUSbyCXjEoJi9jtxU8jZ4mj1CHpM0jeNDxbHYRtmi0gIt9P3yBajEZ9XmGPEDfbxL/qpCoZnmFDI9jrKvMudm5wynUORuc650HncedEjhtTvblINHp8y9pjJlTlU3FqCf68tvOzkgbO3I6HT1xsp3gfusxvrOOSY+yr/IUan5rLUEn1cl56pG1oxx7alFhUbqdXtlmzEzIHOqd8qcLriwx6q+5hvjFjCPhMctzE+LfyykcOajn7eS1I28+GF6F/LkRtcxoMQMtpLtVz3j7DPsGSdDLPrmUltoraaX9M6pwf8YuGt1gcDnRJUe/PMPlAqYgLW5uJ0Wd99+xk/S6DgNJR47riO633ZroItPFPqqNbmJlZLDDK+eZcyxheJ8nZ12y7QLiC4wqGzwvh/g2j51y0bYNtDHsPTKt74iFR0kbOgrYTyNaghOwn0YSr7qkLH9eSGEfMvvQsQ+hNXK4BSl3UYL+PqE7RSILRp3OYDKiH0Ydgl/vN6RAd+MLRhPO7eOqOzEYMoBkdILPmA45xhD0Ma4AvXaj3UDMJl6WUe8JiQT0RAYDlLF7VyX8GyQl8arDCAbRaNDrKSUyPutL2H6o6k3IChnNAX7XVTR7PH6bocwwgl8UyVeNIi0ximXiCFEQ99F8NFEbVKupCEiQfWeN+EzPoWz5mHDleocdq8WVqtbHb+TzcPTbP/yGIcEm8Kmdy75lR6L36UlynIdtvsclE/JEeAzJfLGPR7bYXibJYeRe+0e7B7m7d6dJUZ6akKd1nKeb1DVZyosi3aTsJe+TQ8pxs6RT/KJXzpKLobduMKkhfyILFUMGyVV6kT5KBRmqbDKekk8p+nQxQ8kxhMQ+hgHicMOzou4CwxixxjBVvMywhFxtuE3coOwzHBLfN5w2mAVRQa/aLQbFHEOhWGaoEPUu0WfoYxhuuMSwVXxCfMlwUtQrODgtDi8bycMtaAWJTFG7TPYQEQ2KCJQTHeh17ALXkT3Z3UMRfkXwiGp1p4WEDKp3UqqXZKNRe33cSNij6sHXxgyQnACSLEloRej0eiNIrfSyZrlQj0Q16qaNMG82HzELZoFF00Iji3Ycj25CRr9iPu3MGM31sg0V3zBb7Un+BHkdd0DZWVru3NhZZPQptoPiKYlK2W5DUJ/MO9iMFLiuZmq3du7ceYR9FBIcUTaYyYJgIsvCN5PxB54nQ8ObyKrw1sPv0VQqhN8naWF9++tkSPgJNqqW8EhxFI5qHAntcmRJJI513WuyhnRuszWksA+ZfUhujKPRy8F9QugIi2ajRbZRiJPFOCoKAjvHjavDRb6V7EBRt5rzLFkQdOW76lwC29rgq2BGiO94OBKSQi52Tl8iqF5fiN0WbCWZqp7yECWUhRykBNSEXiHtDoXzOU2L5kaPcpnER798gtyaN8x24ih6JLV5UXknsW/vst2nEsXC9540qa+tbLKhEu6DSrhZtMG+CI5W5PhOwUb4t020i+OfqxazvSzOFufDD4e3TGJihgFGmzEcLasmjvNbsQho92byAwYLyQ2fIqnhVQPSB4xfVjVyuK9/0ZSLfDidLPTb03Rv7ZTzUuzvm+fXMO6noGX7NnLfRobtcrwkErQAImpPmz1kIPihEJ2B/kBOGWix8XzD+aZqUk1nkVl0mUP3oXjQ9I14xCQa8sT7lP10AejAQMagJaXXySTPdB9X41abDQzrxM1oRAQzeqDkkNxdekOhzaoZYVZ+GMysMKvNGrTmW1XrMqts9SPv29A2pg5FVwgNpvXMnGaXCLEMxeRhIZLbTMhv2HImtOXsS66K2XLMgK7NnWc7gWqf3VZgMSdKj+XO499p/f4o+34io2RubDeRRA6qFr03RKxgyEdqUHRsLPmhd41mcqOtEb3jT1E3G4wlRpsJYeZmSA0UFpFexbIiseNgpVdhsiuF3DQlr2dVeJVweXj2uoUJpOXv5KX6PIHQL14Id7tL+QEikej3FJQSmgFZODgK3EhGkenQTXWRoHWEdZ1VAGTSZusO6xGrZCWtdMCuwbmEWPfSEGQz6aqdW4Sl8PMS6U0sZXC0FPgcAHqqdnokeDxIg8ERQe2JrxcWeyhozBqcS0lwLy2KFsRmdBFr0VL2Z214WYewLBlufBYgbQ9RVIcrem3S6E1AMVnO2qGcyZ7L2sH3CHjeUVpv2F+/SVbjqC2RVCXWJR5JFBLFAlZzYkdW7AKTy/3iw7RBehMEGKDGkSDWRoJoFFcJhN9Cxtlao+rx+ROwsdlKJz9BLgef+OmfYn/qoJb9kQP0kXC0cnPZFNm/mvQNHxMfxtlxiHn0fnqUHsQajOCBC1TTF+Yv7J85P3OL1qP6VnKVmu46KpA6B3EcCsr5MpWv980xEdMh4Dq1DrVqmpf93Rbb6Vqs6iR+YG3t3HqIi30jEw2I4k7ut//Je+/585P33vvkm0P79q2s7Nt3qDix+fkXdu58/i9Nl9fWXn557YWM4/wGKJeBAo1rO1AGElUrtQXIjgAJKMA4Fug86B1/ZYR/h3Cwmso2IrU9SaEOCQ3wLUkB1/3/dEMyel+PbUhGNz9z+J/GUgBez0p+bpK19HudT8f/0uD9H5fyvyD79nWfxP/00+l2G+jmYVo9gkT/FCNm6xceDgNs8NNPP11pAy2+48e+QdaiaImGbdAqvAL14nxwICqURKiRXoAJ5DO4EN9dghggJEKC+CiMxfQLMTwf6a20JNKO6cch7kcUIoYhMhATEeM1jEaUY56XENuwjEmsHE4/htnKq3Ae1gWIDYjJiNukcXA7vtsol8AUFo91rcUyUvH5Doy/R94GN+PzJnxfw9JyyvKPg6H4vhs+3yqNi0SUG0HBOMDndox3Y/23sDYjzcD654vzI8fwOQfLHoLvVyAdi3SM1l4vf/6Y5eF9ZX1cxZ6RP0sx/mbEKMQaxETkD8ufj/kCGL4Rn43YLj1SE8IiAqRgmlJ6HjQh7Y71D9D6Dbzf2I+OPmH7eZt+HWNZ+zoD28T69QXiVcTBTm3rihvPwnwYKBTy8WN9NiP60lehP/IlzPolfRL5gQEl7zD2az9CEqdCTx1EtmE7y6RdsAnDBYhSjvlAxLthjnACx2AXXClvgPswHmhPxElIp1+DX06HYuRfNZY/HjENy3yWy8NU1obI10gD4ifgx7LqELOx7pdifGK8wfBgHNdqTHuazQjk63WIWciDTYh5rH1Yfx7jOY77D2Rc+BFMewTrqWTAOgMc2PfouMJCzD8XyyK8nug4RCkC389Gnj6OeArxNGtDDFzONPCytoFAt0W+QxqH8CNeRdzM5A1RhyhhabB+A6Y3cHlFmWGyyeSDyYb0ApfV0azt0T7wubBGmzOXYf6JCB8iS34ULtSQhWkZf6YwmWXzJVY2ky0mMzHKZfoSLvcvsn4ymepEb5PaYCRrA68XZStG2bzDcq9gVHDxNt0pHOJ938TkLUYZX5issfnI5oRGqzr1tZs2R7ph/iQu6yiLMRrjRQd9De7EMsfJN6OcfgXDxfdguPBXGC5dgfQW7N9ejMP+iIdQh+XCCF0bZONYjsC8d3ShmxiUQ2Q21rVO3I68OAT3cL4eoiniISJJ2yNfSEBekrbTpfz5F7QrSFv0HaMMnd/9t/H/J6BvS9thOj5/KR2KRLA/t7A5oXxF8hHBGMX4ZkQDIkeXSzbpLiGtyliwyQAnEHNEFfpIKhSLbVAmukBFPqVj/Fj5fK5312P5L5Cv4EYcrxsUF6QKX6BuxLro27g+IFj5SId1kqOzZK6rLMVoTF67UiYzTO8ilZD6cN7tQ+xHvKfhn4iPUB4HI85nawPTz3x9QB2NuFGT14YO+XwJ7kZ6U0w+u8jpVV3kU+kql10pW1uYfudrC85TrOvGWP+ZfmQ6julIpufY2hdL35V2yn876o53uB5+FSZo8zobkY/IwzIOaHpkP7qzJ3COfi6/GdmvlEX2Cy9H9st3RLYol0RelHdF7kZeZHesqW1RXcbmU2wtZXxi62JsHZUyYLqmz+7kabF+vo6O43oA5Ctw/s2GKVjuX9m6yuahcDfOO+QnlrdcfBguFT+C9dh2q7AjGi+OhuFMJ4qL8BnjUaez90ZhPX8/SvwOFonZ+Pww0rvALiuwSH6G5Ym8yuM+jr5jcdIE2IhylyeuggelnVDNxor1gxZFXmZjj3Per2uAe9BcKsZ23Cn+hH1uwz6+wOldXJ5Y3pbIT6x/Sl/wSAL2j6VBsDzSPRDU+LGB86KN8+h2LsPIC1am/Ba3N0A6jOk3w9U6A9ypy0T99D34FdQlvK6dMF6ncr6LfL3+N86Pr1DGxsJKyRn5kcv/o5GI8BPOoa9wfjEQfOcCn/QV3IVzaSXnT5SuYfNH+ApcTEawf2O4PfEVyvhDME/eDmvlNpS7Q7gWHMJx+wr7cgn0xuebxe2RnzHtICwDWN0YP5LbJ2ydUiMH2XxR2sCrqFg/pmFt4PYf1ot2/gbhVliJuqRc9xU8IDMr/D/6iTwapewKf+RvWMbVSIvpNHgRW0HxmbC5ID6Cc+8uKBe2gkGcjvbDl7Cc5sEKYTjK3TFcMwS4moXFbpAlHINK4RRff1ZIBijm6dy4jn8OVWIN5m+DqWIzTBUi+OxF3I7yiPmkVpggXYx21kVYjgbaC/PooUpeg895ONcxHa/jVGQIg3gFFPB8ncDbGgNr8/2d2owepHANygNrL/MmO7WXtbWjnVobf619vJ+sXMzH0/wdypFP7yPSozQ8kt4I2xGN9D20w9tgKdkQYf/7REUXDO4cFpeSlYgqhCguhXuRdkf6JeIQ4m7EAcS/xCK4HstuQ9rC/AIG+mfUXUjx/UOIJxH/iL3rDFbPr8V3hvhpZF/nsFQAJQy0G+r0bme/4+nvhZC4BMcmP7KPQVgEBgbZAtmKDrLpRxg/DvN1CUtZsFGcg2lHgfBHbfo9MN+9Ex/Vzn2MjQdS93+A9zvRIKM4v7qz9fl/0r7/E+D42hH5nP+N0IPL0OcgUyXyGjkAF5EjkZ9Qn8sM0TD4OT/vxXzaOGH8Sh7fZfxQVnoxnneN7xruOq5/FMZyZ3VGTA5iUApAZRD/gekRXcO4HqgMMpOxbr8Md9T7WxgDIeRThTgG2/LRL8OyDfIYaD2GN+H7TyGToSM8BrIZWFoG5G0qA/J6HwP9CJIZhFH4bhRP34+hE1+rGV+FNpaX5+fjE5PzruODeW3ic2ATjqLNPAb8XWnnOdt13naNi+mSX0vTZW70/K0y/18Czp2XES8gnv//tR6UcwIoqwgboE33JtobTWirPoB+1itwI0D7SoCfnwY4PQn1EOqp049h3Fh8zkD6b4QX42YhxdXo5yP4XI/v3kK8imgU42GJZlf6MDwomrd9i1ZeejQ/y/cTWjs/94rm/3kF4i58/htiDD4/i/Q2pN9j+ibMV4N0KcYtRxrCcBUC5eH06xjuh8B1/3QfxBcIbOdpNGNO52H+exGLmD3yK37o/y79Df/jP6XRPQCo5TYntrerD/Ef09h4/gHt6mvExv+PaMyX+AXV+IA238sMnXyf3/VxYhTH80cNJxDfiKsi7WhTKtyORluW29zMftQot7cPcXuSaHuKnDLbmdmvzHZm9ivSu7mf9xq2Zz5cwPx83q7YutFJt9JuMA3h1oB6DwZgmjewPcdR91hxff0ebcv1DHyJBf5/1iAir+DaZUWd+xQ5EPke6asYTsS1TB9b02K69Rc69g/WtP/t8H+7Rv4frKkjNMzqglj8dA1d3+dpSGHouhb/t/ijtfv/eC3/jTW68zr9Pw3H1vkY9P2ggEFRsd3qL+3SrnbAH4X/yM79b8Nd7Y5O4Z0Mv/Oeh7vaJbFwV/zi/S9lL2rP+HG+xdBl3v23wHnaX5wTeTc2X2Nt6DqPO+abFpaXwUDEoBglD7MTwHA2Yi0CfdVIKlJcAyNXsvVNdxoKdI+xE6IIrr+RHYgyRE107Yu4yC4A+gMzg8LXY1gRX+VpqzXU/JE8d5VbZp9z+xB5xtu+HsfiBOQh+iIciJ2IyzrGOo/dmQwfEXDlZX6ucDTyPZb1/W/Zgr9F0c+bx/w9DFsxbEVdHC/vhCS2r8H97zb0Xz9GvfgCzDqzxxdpl1t4mgv53vJ7MBz1/HT0ieeIH0ce5Wc4XqDKvNg5Ct9bu0M7S4lne0PKN+zsJ/KYtj83TvHiOvgdjJXLIYmfQ0T34qdi2ovZ3hT9J/s/1Pgeslej3dn+FFuv5Gy+xlg67SP3QdSIvSAHUaKdU00UfsKy7+d51/AzmZ+hSXwMxrGzMMM2uE3/Atymw/7ox8E9SgLcI86DWw19YJOO7SEnwM1svYqtq8j78K/s/bG9zLROe5q8z11tAt6+XqhXSyL3d643lk83AHkzKno2pO2z/65tg+UUI7ojTiA+/fX9zsir2r5ng7bGz+hY87vu098LPcRsXl90TxbXbMmE5Zh42zmPu7YlVhfypf23bKGYbaLtUbFztuXaGVwI4dTixnC7oBwuwPEawfbMpBXgFVfDKLot8lxHGrSZ+B7j37jMrmbt1M7t4hGXCP1gIGUXy98FJ9+TfIuf4V2vYSnK6RZ+ZvYV3wsbJW9HsH3HCIxCXn16Bji3OhD5VNyOdTHwc7/IcxruEkdy+fRpshkvnoJK8WEuMw7tTNAq3oxgvKtHGe2lYT47e+Pne5xyXn2FfF8NI3gf2d7cdpRb5I9wL98fnBhLqyuDMcoqlNcdKDvLsd4KCMibECfAKxehfbga+z0I8y6HlfTfUMBAbop8REV8xoYwCAAFIlrmqHuAnf2yM2HtXG0h4jbsDzvb+o6l42mjZ7kMOQx0G0nWzgljz3HRZx73sobvNGzpBEwX+SfiZ3oM607G8im261/RNgk2lNUuwDxTNAiIRHYGKI5HXp2NAV2BeRnN6wqMZzS9K7R4f1dgPKP9uwLj+/9KO34r3W+147fiM7oC4zP+F9rxW+WmdgXGp/5O+yq7AuMr/4t2/Baf07oC49N+px3DuwLjh3dtB+onXMvDT6GPultb95cgZf/f4XlI5yAeZ/vYiOla+EUt3cwz4PveAQ0DEcyXxvU48jXibsTIM2B1RVzRPLF6Ipfg87dIz4/WxfKG90fr5tDqDG/R2voE0j93CrO2Y93hj6L18bqxHeF9UTsmciem2Yvhvlq9W6PtDnuQLtDqg2gfeb6tZxDB6RdBPd7O+jb6DFjbw+j7R+7TbKZWjZf3R+ttRz8x4kN0196vPKMX4EX0E2egPjSwtVpH0VlDynQt17mzwNlprVqsnVlvZPpOxtaIpZAoow2HZRiY3cB0OPcnUe9zf/Idfq4+lSMN15G3MPxPLKMR5dCCevM6yGJ18HOZ+ew+S+R+ZnMIb8FIBm5rtPG1upytB4bzoEbug206AX4sP175G6yVL2L3S/iaZ1RmYngG2h3sjEyBRbp7Ya1yGN8LUIHr1YBYfMy3la+PRKRuYIxR3UmoUV7B+OsgVfJDKqtPKQK2p1Mcq7vj7P5R5ufycWeyc2MUp3MRF/A2Y3uR2pHGx+4NcJ68hD65AN34mdNH+J6AWfbgvDoNWYoe7Ys9sFJP4Q5lEvfd+4qbIdTpvkB3dv4kvwHdpGvBFfPd5feQr5fhGGqU7Y3E9gOke+BO8UUs6x4I8nMtbT+gg8bKYOdtX8Fd7K5EV7smZkd12DfaHkFHHVp/GGVrZ6f+c9rJ3ojuKeyE8exsjJ3jcbujC421iZ3jsbM0LOcibn/1g4uUK3FtfQwq5OdggDQA7fShMEDnh6DyEPiYfaZMR9lk9hrbwwlCd+kuwDkeGYBAyY7Mjp6LMX8hglITmY/j9w7iQm1/YlwUgNZ7xIjxY7W8+D6yEDFVS4PvIqu15wEapkbTsLztH2jpH2N7NBrao/s2fM6eYs+d+LyB2/S/pLGz+9s0u/X36X+4h8bmMLtT9Stn/F0pOx/uGwvj/HwjCmbLRf4Ws6O7Uu28/9YojXyl0Q80+gqTNWbrdaVd76/81n2W37ZjtXkWo2ffe+lKazru5fwBFTvdk/k1+p/u3fHzetRTMfrL+wfanlwH1ezyrvdwztBb0E77h2bHWqL7inAjv5vzO+i4w/Vd5Fv5u84UdSSC3en5NchJmC4JQHk88q3y+BnK7xj8DuR1mG8dri+ByLe6QGcKTgbNF2X3+vYgnkP8A/E1ogXRJpDIt/x/2L458q14c2eKa8fN3D/5tft1o+R7sN57sJ6xWB/OZOUlbO9LmI/dafgdoM0OCi7Duim8j9+xtfB38TesB60F3Q1Yzw2Y5yes5ydOv2OI8T3GxxhfsG+f8fGKtTlWv1bu/3Qcscy1v4ffHpfIdwz/W/3+vbZLL0ReR3zAnnEuva/5Je9H7+5hGWe3+Sbe7k+xjwhlfBT8Ls22yLcavkO+foL4O9NRGp7R7ix9zmRLQBlgwHo0YD1d5eA7DVo4ev8m0i5/GjmsDI18wOYBu/vDwGypX+OPMi3yOsrgB8oGpH/DPLO5j8RsL3b+zPZu2B3byZruS9a/iuvXjXxPJsjWel0Tyjag/nkapp9t80VGazqY3YNld4occguMEcIwHv3lm0UT6qS3I58yYF3XaXhJw81R2y/yF8Sz2h1JFv9IZwg9IIkBn/tE18nIPWf24yLzomD/1QqLP9OujjuSaAmjrwvYt8k43lZuv9yBbbsDfXACa5m9wNcIKwxh95LQprTwOzea38/3Hv6NNIpk5MsY8RZ+Z3Q0xxeYjt2rQfA7OdF7SiPlNBgpHuH3a6J3ftld3w8R32Ler9HmHHvmbg0rg9mDzC4SPkY+ok4R7kcfl/2viw8gHRuFKCD9E/ro89BG/Qc+NyGSMD4F6WLEEnzOQHolYiLiUS3+Kihg32ESJHxmQF9a3BOlguZXc9/6tSiEINaB8fRlTHcdhOi3GDcYYUAM0cDSHEAbj73rz9MV0C+wjgvAIMRrzwPw3XsIXdR/5/sK32rvYmn6n0mjXA0Vhk1QQbciXQIVUnlkH/kCktg5No6pGYEjGWb+EPN3cOZEcLZGRiDuZWc+v7gXEDsn16j0IpRIt0CB7Iblkg8q0Rcol624DldDFuofdv96bOebS+w+MbtLLByK7ntr++P8WT4IPfRon+N70O4cc0q3R//THzKWr538Lj1Bbwu2R8vk96dxrsXsXKUOblTuQ1vyPpio6aLJ2l6Xna3r+FzC94Syob92hwppGO25CJsPo1E3dOy9MsrutDHZ0mxBZmM+KrjZnStsyybkw3mQpOUdjBiCWKrxcCiWe2+n86c9DP+3z7e6nk/91nnRH93N+KO7Gr8I/5dnKl3vbvzRXY4/Cv/iDOYPzsvEjyNPMxua6VElkT1HDiH+IuAzA8pyBN+9h7KUjOmupcdxzr6P68PPEND2ROMx3on6yyme4vK3Iloe2ufpfM+V7c3Xd/qewxq0Xaczu1TYF3mO6Tl+DxH4nuWQTnu15R37tP1gJNe1qFO1vdobmZ/GdZCBQ2Z6hukgchwMCGB6hu9LLsBwclQvsWe6CGfDTfhche+HRPUU00HCJMwzCeN+iuosrjOZbmPzEPWVoCIuwvCXGlAH0aNIEcKfo+2gn7OzmvAtUXDfbDNbm7jupNFy+T4kPmvfR2FrH7u3PhnTlf+RvaTZlzEb87mu4T+yCzHNS53R9X3HGc6H7K4/2gsvgDv6nRfN79LuRsuF3F/hegfHMr7T/ntI23MO8fFaBXbUKfG/8AsEmMPGNubTI5+e1+6WxOikKPg6zfj4GdeVBGp5HajjNLmTuV3D/DvmO2yLnkVovl/Ml3NrspWFfduA6+BKds9fW+8PsPMWDQ8y8DskL8Hd/C4zUnYWhunytXYdQrQhDiIOn4325zU/bmKHP7SX/V2h8F1yPMa/C7JuIsb/A2QuEwkwlu2LM7DvFTCw86JOELS7UL20e4TMrx+oUdS5fK4wPZ8rPgAXCldAmbgSBoujUR+sgJ7iJKRrsOxCnOvse1Pr8HkOjBOugb7iNVCKGCfehXJ+DVThOE0R+6J9wdKtRn/9AaiS2P2Rd2GDPgc2IF2La0FfaRPcofVxDE2E5WI9LKeL+VnLGFqlnZfM53thU1h69o7LAXJL/Bf6wC/gu38jvQGRjfw9Dy6UHLAJ824SDkK2eALju8EmOQvfmRBDMf1apKORnsR3V6E/68N0X8F6tKUM8kjUN/ejLbQFdFheQP4r2mx7MW036C0Nxv7fiHn+DWmSFe1u1oZfA2vTDVqbNNCqyI/YpvVI30H8I9aWruDt6AzWjq5lI1g/eb+xLV3rYuB8OE9Li/xA9MJ6DyI+Qfwb2zKe8Ug6fDafOoO3MQY4u72cdzEwHnYG42dndO2TBsbrzuB9jQF53wHsNxsHzv/YuHsQ7Dk67gHexyFwIesT78uVkZ9jYy72gQt4u9l3bHDsxST0A1m7sB7pWriAjbc0B9NciP3SytRkaD3vK0t3ISs78g/eNvb+EOZnbXgZ32OfWb3sPeOl0g0EpRLTrMY0V2GaseATT2vtPYY01v5/onxjWfIdaLuNQxtT4zXPsxsIb79D43us7Wz8WduxTOlere0Kxj8FU9G/2iS/jenb0IZsxrj9iFdgiPxPPk56YSq2cRsUdf6OFsKBSNHiCxFs/yZPC3PK5+5/CjbH/1O8y/VAZ6z9IzAdoKFEoz07xXGIwyKrOoe5zliM/VdguZDBniM//lE5TC912A2/A5oYORDTWV3rQJkQETr0gawduqwz3kZ9y+aLNp87jQUfB3YXGuXlHgb5LshB/+x66WO4nhbAA4gNiOGIIGIGoidltmwB+qdR9EckINIRPRAehNE8DSosBWwNiOyzTuF0avQMJrKLnc/8kQ3c1daL2YBd05EDkb+irTgT6adIl//WXZffCne9S9P1TswftetXbPKz7zUNi7wiPhT5q9gPbdP7I68qe9Ev/QYKlFSkHigy/iN8DNfZbsiT07guXoKYz2jXdv6n9/7/036ze4Lcpmjhd1m6iY+Dk3/XJy76vSiMm22YDgPFRajzxkGCLgOC8hfgk5fA7fIlsEb5EUT5i8jPPO0iuEn3PgSV28Cnl2CDMhrtFHb+ED3juDu6V8rvqHjZvRhc59aKfrSNnbgevwejcT5nSb07voclos1xj3Qn2tDsbgHbjyAwhJ/Rf8HtOfbdZjf7vptyK3xtPC+yTfcGgPF86I1yNpB9J6QDR4CSh9FefhgqePhh8NOR0Adpdqe4wRrN1mgs/nJOT8A0hFuDnZyIvEF7wI34PIDcgX77UzAMMVZ8Fnl7CstHiBeDwCBNQRvvdyBeirxn6INj2On5D/3FLvijO/h/dOe+6x36rmGhBHwcsXlyCeQxoAwlaT51krYfNUI7Z9kdPS/lZ7mdnyF6bsco38tKQ4zXcEsX5EXPhyIhRM+Yfc99+07fl2LfHdJ8/pzY94PEK3Ad/CMw/mB6IRP1YD44yZXQA8tYxPY4pE9xjfgz4juYis8T+PPbOC+uhEb2rJwPt/N3a7Guh6FRWQmNcjeYIW3DNHlQirK/nOf7FNbIKZj3Rwx/grK7BZbwsu6Ey+VXoErOhA38PYtj6euxzOXR9GI5lvklrrV+tBXHIr0DJmj3TxaSv0ZupCTyNJ0G02l+ZJuYAP2VEM6pT3D+TMNyatFX/RLxLUwQn8A4Kz+/4e9YGtoXblaK8P17GGbpME68Ce1v9vwhXInhtbRvZIv4ZWS7mI58xveCB7y8jlvgcrQvWB5W31olD+lRDP8AE4T1WC4L4zwVf4YJ8gPoK5bxPc+XhDRI0YlwKQP2r0r/GqztDJOff8fWqevYiYoM6zoPyDhYGdsT6Xp38Bd7E49BCfkC11xt3WB3CkT+txOwT4ci9xjvifykvzPyo5zM/s4RQvPnlBmom3ujfZGC/R2HGIZ6qgi8aNvkyxthxa/ssZyl7/n+8KWwhLwHU3F8lmAbpsb8OvlNXGv/gnZmA/owDIPRr0NItiiYX8HWaf0O1IVhGKJfBaDMgiG6N5EWwhCF+QgX/pJi+Quxb5VI2d9Y8HU6E+Rh2Qj3CDX8HIzpTUnpiX77RHAqerSN1sAow+1Qo7PxM7w4TGOW30eZS8f3d6K9/B5ioeYbfgI1cneYyPZMhP1YRg6Uc3Q5UxMfw77V4jyIlueIlYu+3lr0z9cIT0AVg7gA+8ywAf1zBI5Zd7kCxgi3wa04tkvx+WZ2ZiiXor0p4pxPglIs38L3oAHu5n9rohXLOarhY+jHv5dwA/rAIZRJLY00FeV8Ls4LNg7VkCQ7kc+n2VoTOYLtVrTz/VtwrA3yUhx7pGytwvk6QdyHfDnC59GoWBjb4BQ/jvyE5Rm0swR2DseoE+tzYn/Z31WIl3dBEq6B3ZgPLffgeyUevtYi/+U+kMfb8xGs1/lwrrA7Hx9h/jsj/5aSUQaje07TsKwpbF1k9wr0M4CKX0U+UySoFkUYgXVI/M6B9jc6UEdmCd2glP4MWcokzH+K71ndLN4J4zk+hhnsb0YgahjYmDOIO3Gs0LbHtWuFuBjhQnmcg+NSiDrqfKjq2Lf6GOJZu/iZSTby4C6wo75zih8gXkNZOxDpLXkjvZFmiheAhf/tB3bHbj046Tjs21qUpUNoPyyEW7H+ucoLvMwxzOfR5ki3/3QvVfDhuuQ7Yxd2XbP+g++lnbX3iGvNa4iT0f2S9i/x+TJtP9mOUKJorwU4XcjumeBzKaZBEWu/S/tOyAzhNPxLvxz6s11r7efS/wLsP55qAKBoHwvYBqER8S/+bVoOCeOkZtQE1QC6JgD9y2j1YBtM9QBmfG/BsM2GmP3bsB8FiMO2O28AcGE+N655bsznxXxefOe7tBNeBEhIAEjCNTeQgvg2iuRxAKl7ANKwnHSsN2P62cg89dvIQU2bSwG69QPojnXn9QHIRxS4AQoZWs8ghLZB0WGAXs8AFGO/ez8OUIL97nMbwHnvAfT7CaDsI4DyXlEMMAEMXA1Q4f0DXPRfYFsXfPpLnJ/yv4zr/ucYnPD/AMb8Bvacwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzmcwzn8XwcBsG+kb0Ap3AYyULBBHvvrukolfQYkDAvaX9HKhHfgV37KTTBG2MF+aREkQkB4XHgMywoIj7XIiYGGcrPwKOxAYMH4GUQ0IgRQhUdbFHOB2orU4eS02Z1bsDfShg99Cnl899sKGg4I22ESFGL09uaxLHp7izqwgNPCvlGa15PTZl30teIsCJT7MVsegoJVexqBWIfYjHgKIWODtsOHiAhCEB4W7m+uCGAJD2FB1nKn8BCyRsXP1xARhICtfwj78hB8o8WI2KoHWvQmVv0DPFe88ADmsuKnDdGA2IF4DSHBHPzcjIggBHy6H9/dD1S4X7iv2RawlRuEe2EZggp3gpUQCGDpm1psnDd3tFjjCtRym3A7VCEoNAnDoA1BsdibMdvNQDF5ZXP3npyFlS0GS4EN06/BRq/BhqzBKhvxk/CwimDp17TEuVnx1zZb7TzfVc35oehDi81bUIVcWAJEmCZcDqk4pEuRJiG9GCkb6inCVDDzdqotVltBA9ZXhsnLBBdk4+tywQ0FSAcKfojnyRY2W6L1LGzOyinAHg8QvDyJVTBDCKlOUJoLAsH9gsqZv7JFb2TtW9lscxU8KVwvKODEVA2YyhOwPikYcGQNvCdjWvTmgvXlJmEMdnMMsiWAbSTI5ct5QZc3Y0HldmGQkABufHeJkAgupBVCEqdbhfugAuk9LRkJgbb9wq081y2sUKy+X1S0+rWYLQVt5XqhH75tEm7CAbiJV76+JaN3AZRnCFmQj6DI42X4tIwL/Wp8Wo2jthpHajWO1Gps1Gr2/2kLq/DNKkyTJ1wJ9cJiWI/YjM9MrFzNyNC9/CEtq2Cv4BO8yBjbfmQlwVh/i97CWuZtdsTxZN4Wk6Wg7ElhPsr5fCxTFRa0eLwFc/YLObwr3Vq88SxDfTOK65OCJzo0mNHNhuRJIQEZwRiTKCQ1uwJN5QEMM0EOAKEv04OMSfRNeogNN30Nw4y+otFXNfq3KI200YPRSUHfYPRIeQL9BAubRD+AzfhE6X76LORjhvdoK2sFfZfuhTKkhzE8FelepIVI9zUnvxhopa0tSLDtdzWb3ayz9Nnm3DztIZCuPXjitQeHu6A8nT5Dn4YELOIdpGlIn6ZtkIL0KaRepG10AbyIdDdqrb5Id2n0OXqAiTh9gu6B3khbmi2sCU3NCiM7mmVGHm+GaKgqL3CAPk63gx+TPtac4cfYh1sy0gLW/VgeoQ/RBc2JAUe5gd5HqskJTNQIhxkFB72/uZgVsr75QDCwl66n61VvsZqudle3CPnp+d3ztwjB9GD3YHFwS7DcRm9CBbKZ4vyla/CzGIIUpQehItbTVc1icVN5O/aJ9YtCA3428qc6/KznT4Cfto63x/lTGb0eRiAolrEUsQzRgLgGRPy8EnEV4k+Iq3nMAsRCxGLUJvWYox5z1GOOep6jHnPUY456zFHPc9Tz2hciWI46zFGHOeowRx3PUYc56jBHHeao4zlYe+swRx3PUYU5qjBHFeao4jmqMEcV5qjCHFU8RxXmqMIcVTyHijlUzKFiDpXnUDGHijlUzKHyHCrmUDGHynPkY458zJGPOfJ5jnzMkY858jFHPs+RjznyMUc+zxHEHEHMEcQcQZ4jiDmCmCOIOYI8RxBzBDFHkOewYQ4b5rBhDhvPYcMcNsxhwxw2nsPGx2chguU4gjmOYI4jmOMIz3EEcxzBHEcwxxGe4wjmOII5jtDFO4WD5X/BLAcxy0HMcpBnOYhZDmKWg5jlIM9yELMcxCwHta4v4MygKDZLEcsQDQiWtw3ztmHeNszbxvO2cfFaiGB5mzBHE+ZowhxNPEcT5mjCHE2Yo4nnaMIcTZijiedoxByNmKMRczTyHI2YoxFzNGKORp6jkQvuQgTL8d8L5X89NPQaUq3DtZY2kGxOl8HXnC6Fw5xeDTs5/RNs4fQqWM7plVDM6WLI4BTL43QBBHSkOVBsLXejChiBmISYg9iMYEbSUwiFP72G+BARoUVqimhVRiiblR3KU4q0QzmiUKs8Qt4s75CfkqUd8hGZBsvjqZnrUVQtsI5/LsPPbxC4iOBnGX8qoyGsN4R6tgh/QzSk2o8Fv8khr+WQp3LIjhyyLoeU6+n5ROSaLgjFFBtOqlVTRr/AYURxRmY/1Ew37fnaE2jO6BVoJQeiJFvNRfo1YidiC2I5ohhRgOiOSEcEeFwOpq9WU7QiDyAyEcmIIKsC3G40Hh12nbqXmsmWlr+YQc/qyczCfPubM/ORtDZnjkDyRHPmlEC5nuyBTGYVkd04ctuR7mgOHMXXj0XJo82B/Ugebg6EkNQ2Z/ZAMrE589VAuZmMhYDIso7R6GjsN6OjmgPjMNnI5kA2ktzmzAyWOgcrSse32aQajiJN13KlRWtKbQ70RZLSHChhqXWQyQaeyNCdN09CMCq0YIO+2UuqRaIaA8cCtwa+xuxfIWNRPN4NtopIXktvJeNUQ+BA93sxcXmgudzA0uP6sFOjTYzuDmxJXxW4C8si6XsCdwR6BG7q3qrD6Bux3at4Fc2B5cFWul2NCzQE8gMLuh8NzA8MDUwOjArUpmN8c+DCwAHWTKgh1XT7nkAVFjgEe5HeHDg/vZU3sSJwRUANZAZKggcYf6F3tNzi7gcYB6AgWns35G9OeiuT8bHFrcSu5ijHlfXKRKW/0ldJVVKUJCVRceocOpvOojPpDDqdTtaJOqoDnbM1ckTNBRRbp2xjRBbZp8ifbZR98v/9CZcqoqMwFJrihEpaObo/qWxquxgqpwSbTo5ObSWGkROapNT+pMlRCZVj+jf1zq1sVSKjmopzK5uUqonVOwm5qQZjm+jKVgJjqltJhEVdH9/kGIAv4fob4/cCIb7rb6ypAa97UZm3zNHPXlIx8Fc+6rTP3DM/3s6PiU0bKkdXN21LrGkqYA+RxJrKpmtGBy+s3kut1Dxo4F5qYaSmeq9YT62DRrF4sX5gDSY7ypOhNFswGWQygsl0/SHIkqE+6c+S4RhF02VgdkyXzAimM5ghg6fLMJh5OpGwdDsPBwcN3BkM8jTpAId5msPp0CkNSgzmHbgzI4OnSg2SapaKVKcGecOyeUGBACbpHuBJCNp1vKAA4ZU15Z1Jkq4lKepIUsTrEsiZNIFoGmdWLI0zC9Pk/g9/pvXPJS09Fy59dtC01EF1qYOmIeqa1iya6W1qmBIM7ly6kL0INgkZdVMunsno5GlNC1OnDWxamjowuLPns7/y+ln2umfqwJ3w7KAx1TufVacNbO6p9hyUOnlgTUtZaXX5WXWt6qiruvRXCitlhVWzusrKf+V1OXtdxuoqZ3WVs7rK1DJe16BZTO6rqnfqoH/NgAujtIUaDSjDdfHJNf3dtvp+TKD39k32Lo3fJwJ5GIy5NU2m1P5NZgR71b28ezl7hfOMvbJgtFV75V3aNzl+H3lYe2XDaHtqf4ixFliiyqaikZVNyaMnVDNRaVIn//qYzWc//LUXBs0aiP8wvIADfzunhPm/+rPg134WLlw4n30szJ0PUNmUM7qyqddIbImiYFV1A2swrkcsThB43E69flBrpA1f5mIjyAJWHXvKJbnIQdWAXpdCG+VGhTJXYUGLP7FgzpO4gi9DoB9HFzfncfeZLm5JSWf+y4KWvKIoRXeV0WZ/cgHW0FKMWRlNj1LV3h0f1qev776+uDG9sXtjsYyxe7ZgZGALW0qb87YIsCB3fowR+LigBpmNzWL13deckMgrbmQPubk1ufMJ59cvmU1iTO9g7Hyt1Pm8+AWxAYnGz9cKwZGI1r4wlm2hlom/XMgzRQuJhjo+zvwsWMiKYvxELf3/AaoFaqQNCmVuZHN0cmVhbQplbmRvYmoKMzggMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAzNDY+PnN0cmVhbQ0KeJxdkt9qg1AMxu99ilx27EKPf1sQwdrKhHUbs30Aq7EI9Xg42ou+/U4T7dgE/cgv+UIwsbNiV8huAvtLD3WJE7SdbDSOw03XCGe8dNISLjRdPc0Rfeu+UpZtzOV9nLAvZDtAHIP9bZLjpO+wSou39PT+muquuh6OL2B/6gZ1Jy+wOmWlicubUlfsUU7gQJJAg63peKjUR9Uj2H/9v9njXSG4FAueqB4aHFVVo67kBa3YMU8CsRCbMLFQNv/yYs22c/tb75n6p7hOQjBjyOJuGOYUCcEwI+jOPhaf7W7AkMV3GUZLM4I+w+3SjOCaoMfNZgm4pxcyZAk8gqYL+dgeCob5UkKQ5wx4lmBNEvFIQcqQ7VFEMOQBZ9lzz8jhEpY9/5CIS2bJeaRoz5AlTwmudxTNsvVpN8sSHmsyJwXL/q36prU5Dbo72vtj453E52mqQT1c9P4A4E24qw0KZW5kc3RyZWFtCmVuZG9iagoyMyAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDI1NDE2L0xlbmd0aDEgNjM4MjA+PnN0cmVhbQ0KeJzt/Ql4VEXWB4yfulvv3bc7nV7SnXQnnY00EEjCEoikWRL2HUICRMIqq6w67gaRxYiKOjK4gjuiDh0IEMB5YdTRcUGYGXFGHZUZcRdlHGRUTO53qu69nU7AwZn3/T//7/medPO7p6puVd26VafOUlUdgACABeqBhx5jJxYWuYdfehOmPIeom33lqvCzhz64HYAEAaTL5y27bEnfxz1RAMNGLBS/bPHV86458OlbACllAKM2zJ87c84XI6uOAMx4Ecv3no8JruK0GRj/EePZ85esuqpq/n5adRigcuripbNnil2/fAngieswXrdk5lXLvLeZdgJ8+VfMFF62dOUqpQA2Y/xHFl8xd9nDuz79HOAUtsdaCDy/gWwCEYzifWIxtjKgUv4PMI9zGUXOIgkc/QgnoLtyGK6ahrWYEDBp9OAwxCAMP4h/ah1Pig0DyK4YEEVRAIRc8SB9GqSKB8CPSBOfBL+QCz4A5RPEp5S2LlA+pfcp5bBF0KwBYDs8SxbAs3AIniensdRO2A9N8HvwwhB4AK6DX8J6kGAqptwCE/ArYvoviV9pgkJ4GMfhYTiCeafADXAAPMSnfAY3wlr+T1hqLdggCwbCOFgKt5FRyhUwHT4Q1kAfGAWXwzJSr1Qrtyt3KY/B47Cf/73SgiObBrPxe0T5SvyL8lfohiXugXvhA3KXaQ/2wBQc+f38g7AC7uNrBaJcpvyALciEX2AbBBgNR8hhLoq1z4VPiI9cxw/GWh5V4sqLmCsItTAf7oMDpBcZymWK05XRyhHw4DOuwlrvhV2wF7/N8Bt4h1jF08pjymnwQ1cYju/TBG+Qw3xry+rWcuwxEXupC5TinaXwP/AyHCMR8ltuqWgVi8SYeI3yJrihJ0zG1j6JJT8m/+JuwO+N/EtCpTII7Ngvd9Leht/B30gaKSRjSRXXhVvKPcSvACM+sSd+58AC7O8tWPv7JEr2clbuKP+o8LRwTkpvPaHYcURy4X54EH5LbPimYbKS3ETeIh9yg7kZ3P3c3/lfCk8JfzTMxLe+FJbAbfA0/Iu4SF8ynkwj88l1ZD25k9xLjpBj5FNuIDeJW8R9zc/nl/O/EQbhd6KwUlgjrhNvlT5trW59sfUPrf9SipR1MB75YTW2/h54CN9sPxyFt/H7AfydiMRC7PgNk0wymVyL3xvIbeQRsp08RZrwKcfI38ln5BvyLTnHAX4lLsBlcln4jXAruF9wv+Qe4I7i9xj3Jfc97+Wz+Cjfiy/ja/il2Kr1/Cb87uH/JqQJRwUF+7lI3CxuFbeLT4vPi6clq+EmIxhf//HRloKW91uhdUPr5tZdrU3K3yAVxzANeyEEZdj6mfhdiOO9GTluJ/yJWLHv0kgBGUBGYc/MIAvJcnIV9uTN5D7yOGv7r8lz2Et/Jl9jm21ckLW5O9eLG8SNxe+l3FxuObeJu4tr4t7ifuANvIV38Kl8AT+Ur+Xn8qv4q/nNfJx/nX+P/zt/lv8Rv4pgFkJClpArRIWhwgzhCuEh4RPhE3G6+Jr4kWSWlkjrpGbpH4behgGGcYbxhlrDHYa9hjeNdcidL8Ae2AdJH3KCX81X8Hvgdq5Y8HNvcG8gP8+AOfxoDjmV2042cNeTJi5bvErqz/UnY+C0kIt9/RK3lTvL9edHk5FkIizkeqq1SW5hB5Iy4QU4JTyH7/YG1nyVZCU3cF9LVthFgCvFZ/6O7yFE+dfgHf4DYhAehncFM/GSU9yT/Djkgt8IA8RqyOQfgF/zy8n1sIerADCfM25EPh5DdqBcmESKyHe8Ajw3BrmoD/8hrIFF3F/gFM7jDfArMke4DG6HYnIdfAJP4KzoIl4uFUip5BVugdDApZAm4ISn8O1KSTbhRTfcTGr5+6SvubfhCjgqmOF9/hls/VHu1/xo4bQ4gczHGXA9rIPlymq4WqwW/kguA55UQQ4K2l/CdXyRkIn0RpQq01Gm7cXZfQDlwEB+NKb4kHNGIV9MRglxH363oJwQkIMW4ByfglLsDWiSJnHNcJloJyh1UB6/1joBpipPwL3KZXC5chd0Q3mwXrkOa9wOH8EdsJ2sbb0WlkEGzpz3ySixkjsqVirduAbubW4it7n9+GJv5xAffI7fX2NkAMr6BuHPMBHKlY3KceTufJSw98IsGAEn8S2/wicM4w9DcesYrlGp5Jfh+34A45UnlRAxw3xlMYxFXfm4QYSZhiiOcZz8Ed/3WpjLTVBW8XNbF2A/3IG9EMPeugLlzy3CcmGN8D1sxDm/GeXNNpw3O3Dm0LkPsWlrV61csXzZ0suXLF60cMH8y+bNnVVbPaVq8qSxYwbGygdcUta/X2nfPr1Kiot69ijs3q1rtKBLfl5uTnYkKzMcykgPBtL8Pq8n1Z3icsoOu81qMZuMBkkUeI5A14pIZV04nlsXF3Ijw4Z1o/HITEyYmZRQFw9jUmX7PPFwHcsWbp8zhjnndcgZU3PGEjmJHC6Dsm5dwxWRcPzIkEi4mUwdX43h24ZEasLxUyw8moU3sbANw5mZWCBc4Zs/JBwndeGKeOWV8xsq6oZgdY0W8+DI4Lnmbl2h0WzBoAVDcW9kWSPxDiAswHkr+jVyYLRho+JpkSEVcX9kCG1BnM+pmDknPm58dcWQQGZmTbeucTJ4dmRWHCKD4o4oywKD2WPi0uC4gT0mvIC+Ddwabux6uGFjswyz6qLWOZE5M6dXx/mZNfQZzig+d0jce81JX1sUK3cNrl6ffDfAN1T4FoRptKFhfTi+bXx18t1Meq2pwTqwLJdTWddQiY/eiJ04cmIYn8atramOk7X4yDB9E/pW6vvNjVTQlLqF4bgpMigyv2FhHQ5NWkMcJlyduSstLbZfOQFpFeGGSdWRzHh5IFIzc0iw0Q0NE67e7Y+F/e3vdOvaKDvVjm20O7SA1ZYcmJu4x0IsOw2NnJDoWUJbFBmODBEPzw5jS6oj+E596WVuX2iY3Rez4aeGYKn4HByRBXHT4LoGuR9Np+XjYo4cCTd8C8gBkVNftk+ZqaVIOfK3QIOUTxKshvf1cDwajRcUUBYxDMYxxTYOYPFe3bpe2cxFIsvkMBLsPhiHfTuzpl8hdn9mJh3gW5tjMAsj8frx1Wo8DLMCuyBWGK2Jc3X0zmH9Tupkeqdev5MoXhdBTm4CamKnxo25iX8O2ZNSMb9fnHj+ze256v2REyMjx0+tDlc01Gl9O3JSu5h6v2/inhaKpwyu5gOcFuICPLuLTDk9kZlGqq1xIQf/SYyp5zQbjMiVLIWEK+Ny3TD1WmPOzPyZhZqV07QUI23FtGbG+0Xbx/u3i7drnrWBxwajeh05aWpDg7ndPWQ19YHDNYIcD5OqM8OD4zAZZ2YO/mtWDvelqAnEY9hlg2kG5D81SYu2yxjQwjX4odzZrWslCrqGhspIuLKhrmFms1I/KxKWIw37uee55xuWVdTpjNOsHLg1EK/cWIN9NZ/069Y1Qu80NMxpBD4HHxMLNBIW6DP41pr42GhNJD4rGsmMVM/Fd2nsB9bMSXWDMcTBoMYI2TC+MUY2TJxavV9GP2TDpOpdHOEG1w2qaczGe9X70XmKsVSOptJEGgnTCIwk2DW7OCPLH9gfA6hndwWWwOKzmwmwNKOeRmB2M6emyeqDctmDYmhYzm4W1DsxPbeAaUY1rV7Nna/lNuIdmd45AKhxgN1UP40YmVQdM/eJ9Yv1jw3gyjnsEZq0C1MOYN7+BHYPIOUk0Ih1TmDJzaS+sX8ssJ/VNEHLWY85aVp9Ig1bTrMlVYTPU198ctsbTJ5avXsAYP3sijkG0Q+VtNiI5DnEBBPl8ynRaivXMHIiciC9ae4bMCfdDtOCcRKJz4hclUnfLl4VuToTEyPxMEprzNQIQ4M1DQ1h/EawV2ZXVatXeot0DWJNNfH6WXreQBB5oi1qxaKMr3YHqQxJPO1a/Wkr8Gk00KA/Lj77gk/D1sfJNHpl/1jzG3tDRH0+amn1oQ3TG6YiP2bG0+mDtXZg1B6sYTVgS7awlhCmnGajTTCPzqUwFXIoJiMjGrkxUUYJow0jIhVzMAcFKt1eOFiZ4Tk1NFeEThrK+D+ZiSRlooqEVd4g99djRIup07chfln76PxEtJICbZSc7qqYwHdhUzYzvjAQX1wTTWSZSd+5Aed2PzrB+7HCQynqUO0MjdfPnolNRH0zfHYEE0ZgQrh6ltqDVFE3UMtp9kwsRntZe1L88mi7KlEmEBRRWBF9nXj9uHBdTbgOZQgZj50dCMdFpOF5aD5FZlK5MU59n3Eo/JHMbJiIZYEOWyBuQHk2b+bcCBWuccrvau/TNgrYOphYHYdAQ0MEeQibmFOJmbH63LiUO5wS/LcsGpk5l1p286hhN1c1ObC5rHdobYGKSGYNZuFyWF9ix+FEm0Uvsxuo3VhbF8WecDa4GsKlDTjha2W6dDK7qg7lWlgOV4bZUM8MYAw7YTiN1WBFakZTDs2I5dm/3PiSaGOtIacthf1bGlUzG1mtzIiIj9OzGNg/DCyPxjlvX7xJX55MmMr0Ag4U7TwxZzh2bwy5KkBL4yyapKkNtfxwWjSgD5haDFNqdAWA/N6YQzaMS5aE0+OukROmBbBjuzEhByJ+gQcDDGriyEnJ0MzdG0sBUTjJg9kgnCTgN0riSY5/Dp1CE7mXdAdfVD5b1lI2Rj5TNrqlDMoxLP+Il549Mp2Zzhy8EBSyP4b5wz/GRDgHYeEwui1wXet4rk78E8hwZXxttDpmzefyZc5klgm4TM2keLd5K0+QNsFW/lI76t8mWeYmY+C7JoeDBU422Wws8GXMYTZzkx32kJ2zP+N6cCNtUm0UPy1nT8lnT2GbyrE5pDawmzhMBHzl5T161qREwFmSl4vfYg+6GTLXsppEo1mX5F2z+rmpo4+2jicnyN+e27+5Yeofz7W881XrN61G2u4dre+TNXAEzDCHtnuPGTvraamZjIvlEr6M44iZlIGZ4zECUl9Dv7Hoby9F73Ebduw2y8NbsG1nas+clE+VydhZ9CqfkltOEaertGePwB6DRKjm8ZWnHSk8gq0s7lWc6pYMeb1799l7ZNyUotLe/JEjy2/NHe2fOQ1bM5A0cwu5JThil7Be9C/jlvHcaDIaGxIBLk1chpn8wrLbfNEx8sla+WMoHH2qZw9Yjp2B1h/2RWEafUxKr8zUgVwX0rxnDxY4gC+6Ht+Rhz6sVh9HX6lMfZGdIGzDPNsE9i5na2uxf7FK7Fu94VqzDxw5cgSVHSxtHW84Lh6HoTCF9GL1TREy5bAnMzOnl63YXmEf7huSWZldOXxo1ST7NV3snpwuJNdUkJ7bpVda79LBOVW+mvRpmVVdqobXVM31zc2Z1+XKtGvSV2Sv9d2ctjH91sz1uX67PM4O/MRm7mDM7MjrYRln4SwGz0FuGAyGkdzBpsH9eHMI7+7rR8LRZVEueoCMhjzu4N7CYdkOA0EuXxNzyOMGQLZrmyO7h7xM5uQD5CkIcA81lfctyMb8JohwD8VM4V6kl796ykban2dqR59qOXXm1JnaU2daTsot2BOFp07Vlp8qP3lKPlVee/KUq7RUHVioxQ6PBQoKCvs58goddsfEiRaLp99I3ggez2BjqB/lyuLyYieFq7Sw2FVaVF5cSIPYmzmSFMnKze1V4updXOTx9inmpVS3p7ioT29XrxIOHWaBS3W7hOJwdp9iSRIiWdnZeZi7jwsyiwTK2wZaPi+X0EIDuF4luZEsOyfcMvDh8TXbFzz6zYopD5Vm7d6U0SW9V9WKtU+3Pnvk89brjx8nd39LJDKrek/xd607/vF+6y2t3w2eNOca8lsS+47cumLm63v/UjHZbWv13DSp73XLh62fGVu+MPboyGnz/7J6KynfNq32/paZGx2BvEvGEdsdT5KsX7/betnn37Y+9FT8hgXv3Ljio3t+8+6Z94iDhF975dnXWt//26sFeX4y6pYtg29+bd6GzQM3vUEl0WYUxJ+JB8AJ6VBA3qf8sx8E5Uysi8UiTRaEykhVZF5kpelmk7Qg7QpxmWmlZY24xiLleUy8L68gw5NuGigrn4IVrMigVWDCsAUsibANbCQW81WZTCmujIKCLl0gmJ6BFmooI8MJRh+WbU2U9SnfJMr6lLOYTsuaq3y5kpVKJ6lZ+TiWQ8WT5KKySZKsVrwaaUsxaMWr22bD66ScdvXmJNWbk6hXrsrJtQZpvVYzrc3ajG9tpXVZ07piG63WZhJrqsqwWyxqwGy1YSBmr8oIkzBO0TAtC83KWSYxWYDWg4EfmmjDtIBEA6djZtoyqI32n06ndZR9asta8IqyncZHn8LLGfVGlIaZrKdALi2TW8pKCzHRWYpMS1zeUipwsbrALpOroJkv3rPY5SKQgaGmxWAk6RjYtZhwyPbRcixUGC2lYsOZWeTxUIFHr3YuQjKRyXsjw+ZGUJEU9WHMi+HNXO7211bOu2ztHVPqf7ux9W5yyeq+I0ZW3vRQ67tkyaW5g6f2m3TPxtZnxQM1++de+kRx3nP1lzXW9eQnOD3zRg9f2uXcNoO176LKCVf3RPn0EGq9qchhDkgnY5h8coVDZLBR5QOnnOEAo7fdeHmTxsubGK9QlTc3bCKhGO1kE+t8k5n2vMnHUtjw0e42pYXSZX3UZOx3NWBlA4rDJ//s4fuXPnzf6cOXcYHh06K17casZ4/BV8d68wGDUTKKRsEoSH5fmo+TLGbkNjMKGI/bk+LhpQDvzSQuO158xmAm8ZidmRCNoqYswM9qlGqNIF94ULXx9KJ2daW6ORzNnMyi3upw5uEYPkS+f3rqDTWrVo655s4ja1sbSemdj/esGP2rxWOebX1dPJCaPmpW69EXn2xtfWpm0bO9e1Z89sTH/yrIoDr4EZQJdL/KAqfYeKVKYobRaDAAL9AhM5syLGA0oPMbc8uuEsMkfkTYHLZx5jSbYNKnjUkfAFNi2pj+g2ljMv3E/LH2n8Z0Q1QfgtH6FKodfebkeXMGFWejaGTzQxQJmPSuFM6bH2p3pmZqeETI/vEhPvrjcf5m8cCzreXPtNqepX2zHftmLfaNCf7E+iaL9c0dqOT07sGueSDMhS0cl2b5X/ZHzMI6hAkljLee1xtmyo4/0RsnoVzriNp2PbGP9USHLnB17IHt/Hs/fsTFW8bRt+/3bMs8bOljOJOzKF+QSlVP2JAFPCmpJQKfYTJvMx8zc2aR4yxG5Ph2E9qYNKGN+oTeU2UMGwwo079iL46Bb2IWJtZlJtablROxVCbaCRPttfU2YuMseoda9A61qB26r8qi9iflSzM26md0rFHr2KR57tHYLGwjYds4W51tmU3oX+OL1i7XZ33bvK9VU7B36ZWZwaW1hWzyk2igkTdjD8dsi3keiNEIRpFjnY0fZ6K7scMREbw+9jz3w/PPt0jigZYnuKk/VHK7W0bj2xxCpluNfc6TcbTPd3P6+/N6gDNoHcFjYKCNdTJRvk90OOhhzCpaVWHIYyCR9Zw6HiyrFt5bRfmYE7Evd/e9pITR4hKVduuh0vwuKo3kqDQ9Q6W+NEZjBTa5JCxuEneKPB9G3+cOtNHjIBRCDMbBB3AaRFcYEzcBz7KzoQefNmZf6mP2lT5mZ2OMLSDMxuwR4a2aJEE8eHr1rnogpLZm+Yqyllp9oHBMyulYJD6B3cj4nOah0N4/9Lx44IdKVUsJLdjPNvCR7mxmZ8x1LnJzI+WR7mnyNLdgsWY47Hbw+tQ57mrH4K4kBncp36lWz+4qV67xILK7agPZq4zMzjDK9A2MVF25KNsZ08JpBP+l+Wz6kNp03rYlhIXtPxUW54tOf7LuarM9lqtsPFpVX7rsZEyMBkag0W5lQsNup0LDd2GhUeTNQBOZy8x0YjihgLgud41efFfNV62vtG4g1z73UO2onje33iIesLvm7l1ysLWl5RmebLxx+ppUG5Ws05VPhC/QY+3BD6T9P9AJeXpPYq/mJoVz9HBTlU/WusyvB9IwMDDE8tmSbFFrUtiSFA4mhQN6GCeITxsBTg8QNRDLr5rNzxZW8qsEISevF18aHMwPN4xKrwgNya7Mm8jXGKanT8m/JcUeQXnGfOpsPZCjB3L1QJ4eiLCBVDOrgRw9kKsH8ugcqKShfFtuNpfN5+X0dpREhuRUFE4NV0Um5yy2LLQtss9zz/VdbbnGdo3jevmK7JU56/gGyy22Bsdt8trsNTl32TY7NqdmNEpshbVbZq4rkJtmykWPEKBLmkso6pkLc3E62LpdHbglwAVyPLZuGXk5JEf0iAkDS8zoZsrI8PDomJafiqIwq0VopBYdMm9p4Sn1G4h1y8m22yxiJlp7AaNBEnhOIjnZWZiGijPQLS1GmfYO5P5THuhGqCBw0RSZhMk4UkeWkU3oIzWTeMzaLSOckjJoMn2wSHWDjcZoU/ANRlAn5EySE/JNkhOiMcveKlMudCFdmpXPm+x2bnIX+j5sznRJK8q0auyTqU+9TCMzHPdWYR+RXBcVSbSUS59yLqotHLS4axKdmf6es6dpXutJasDLdD4xy75WteypHx/Ff+jIRqk3Gz1De8rppT3HLPoa6scubxNWJDkSBSq+9pEA6RbwdBOZHdPN4slg8xGHQrNjcEpSjzalTwZXXKSZguisorfam/q2Hq8BzfssdG+9HvRcqSuArmt27vR9thm/v37pjonjpvdvXTx+wWU3fPPLR79fJx5wPPtU/OHSvuTt6vpr1p178OXWf95L/ixfftuUQSuHVFwW8c6M9nl07tLfzlnw+mr7rbevnja2uHhRfv89V15xdOWqz+jqxAjlUyEoDIB86MNnMbna1WQzFfhtaQVdbAUFpbbeqX0C/QqGF9TaagsW2hYU1PVosK3rcp/n/rSnbKn5zcqnTVSgIfN/GvPT0BP+Hfl7/QfzX/Qfzf9j6nv5xiEekkGH0klZ08VEqsjYtBflkrE0FPKGfNGuBSWlQmnX4cKwrlXGmug844Loldb11les39u+jzr7lNiJIBdml3iLMt2+GV2WduG6BAvt5fY77Fvtil3cat9p/9rO2w8qP6ista/KbtVWyj7X187OoEEsS5PtVipw7ZLDgddczf+w+xiH7amy24O8t5nbsdvXVZUo9ipfV7N50GTfPe5g0ACJd4GKPHNRkLd0mSnPBOTvs0kq/bsEr4Pyo6ZgLFUgMWWQk5lN2VUTPl+qqjVboLyaTdf1LBYWOMN6FgN/jVlos7NZgzH+I1Md2c3ctJg9Lwa5cm44t0fuzlyxFOcnmwUolN5SAwdx2mnaLrcnvR+zZURKepQeLuW2lZJSLz5mH63ca1TdL1OVN8eXVWjUeqVQn3eF6ryLOasKsw9JRyUuJJVLnOTWZiN17NWAVk/3KsnOzEYrMxl9zGS00jeTmAaU7GwlQGamY8++bcYbzsfl6nyMRmWcYWeZ66Zb0FGmFaMffURl20mcrhg9ycy1tsLLVWlXyiQdnbNssi5HAssD+4CPRq1We5dmvhtVmsE8M1/EwrzF5/UG3c184a7FOMw4YYsKi3HWMufcSZelEktRdLb2Yd9eJXl0vhryBnBs+npSU90ebySXlwx2ji1S0Ux82Zz9C3c+N3TlsF6L3rmMFFdsuPHq9Ljv8mO3bNgxTjZ5s54Leme9uHR60ZIF8x/JTV8zufLptWNWj3HbbWnZOebLu11Ss9y3/NaRsZkjul91+tzaS/qS9/KDcv7owmF108Ze8gs6j9fhPA6hfSRDOudi8/haIlod2WIvsUIUy0PxEBcKZQWLg4OCy0KbQlK/lDJPWdooz6i0WmOtrdpR67k0baFxsW2+43LP5WmHQ29b3/G+4/97ypfeL/0fpp8IKSF/WCx0FLp7iOWOmDjKMU6cJ76T/q3wg2yVU+2CxEEgKBmIOTVot9BlozZzwJck+RNLSLGsKl/2MQuRLTFLnaXeIqjrBhY2Zy1sxcBCRTnlGwtd/qZMY6GTgk4CDJxgk8DClARlJcsq4uQ0JnSqTLi3ylkMLo1DQWA3YykYYoaYwKyuYl7ncF7l+Zi/is/huMMENds2EieniRAi5WQs4Qn18OikxcCPsXQ6vQjjbsIsX+Ki3E0YdxO6Tk+nFcvqoU0mPtpewhbAiD9jaJ9kx5Ax7oqy0dRTYWmoopjXkjQhKMfjP7bApK6oLl+BDN1EzLI9Fbl2z2K7RZACGGpaLBk4oFZ0tBS5mNrSmRHkYNQwaAbKEMnK41HBFDNLELmXdHuyaUXjrJ3LY63f/Oa5RVzJ5DuvfObxK658Bn2db+8Ye8erK1u/bn3rQbL50ORbj7x27KUjqE7HKZ/yp1BvpHEzKbc9B17ltDrKTVVmo+5U6wGHHpD1AB2i/ZQlGjlm6pTYb3QQBxWf42AZ8CC4ghaDLyhYiD3VYKR9bWB9bbDSvjbItK8NbNYfefMlZujIL9YWUaAjHRtqspJQcHDKYO/ElIneupQ67/3c/fx9tsfkx9KsRpvfvJBbwC8Ur7Aus9XbnrDuMe0177FaPdZ11g853p41w7HUcaODdxBUA7HcHswjqsNmbUIX6QR6RiZwOCzQ1sYgNn2gOYnNHQk2d1Q5su1Gpm+yAnTHIjkbKF8lskG2JRoiBJ0kErNHVZM2pvEziWm9RnqrUjiMSYzPYozJhjHWSmOsNTyYqgvvVJ21UzXhnVmVmn3UQEKGcgNnsNMKDGZagYFpZdrBLLvBqk0fQ89AyYsJn0RlwyQ3e4W21b4fndTDfWvw7oozdGV0BRsPFMooOuXak/iPWU7IsDWarxeImdHjdKGGcAk+xrGCxeJiotdiSKz5FFMg8xIvlbrg1Nb/dROJMjBf1pj+9a/faf3Xis9uefavoZ3+G6du2PHYzQtvJ2u9+46SdGJ+hnCrdz4cWLT4hT+99fxNKCkrkXM/UFfUuRQmKa8zc4Itx1ZiG2ITe7l7Badwk8wT3BODl3FzxLmm2e664OHQm+LxlPf8H6V85P7a+4X/IyYRPaFQNI2K0ZFpVKYaunPZtu6eflwv20iuwlbpHh6cYq6yXWb7SPrE8wM5Y5dJKm+3yA6UlBaDE1BUos5BhkgWld/pk8hXTOCgzkYovnKcjnZS1XFBdsuucuTI8jEnkZ0xZ52z3olylU4VVbo6XVR8OZkFQ+WsU6ITy8mkrZOt71CecNopTzipb0/ZwkllGWUt50G9dShYV7l0LnPpXOZSuWxvlSvboHt7BlkVqv2rDhmOGj4wKAaBct9YA2/IYFOYGQaGDHVqM45kxpkhjXGkP6NkXJKcpAY3M9YTopElljFbHuVl2UlVTJZRtAnK5bUoJxt5KiRjZtTzxG4Hs0WVlBaDQ5WU5cWuUrZom9mr3W4Tyk22b6TJSr7v3BdvPH7FwjfX1G0u3N0SfuaKKx/ffu1VD697aOO5R7cSvmH8QM7+QyXnev3V3770zusvUt08EnVzBsrKVOQ4D+M4bwiCqdxkvlasNU22zOUXiUtNcy3GVHVXl/X5ydgEGkoP0mue623xB/fZNKGnq5+/Z3Cga3TawOB413T/hOBM15K0mcGrpKtSz3JnfTJ4iMPm9Y7z1HmWeXhP0LFJ3iZzsiwEgmYDHOB20Lmqa7HDMTbUMsqce1JQjtFl/tM/scyfWDTxxmxokjIfy6au/0g08DljFhut1JRXUBK3EVtaiK435eSWULqPmp0hEvIc1A3ivVWe4oQ+aNsQMOp6Ws42xLILSnR+0dlME1OxaJUhnMRCQcZCqlALMuZhS4WUhdqr2tooW4Q9iWnITmeXJy2unKJLUyeZ6Kota1leRjcvS136Vg41IlcEYunAVFQ9agOxhxY4DMdAQoUgeyiP2RbLIPeQuRReNgspmngzB5h4M2vizVU649LawqizuLB2eZKIk6G4CJxuQ6aHshzJzGXmJX/pga5f7f+s9Wvi/utxYic/fmretXb2xpZ3uPHWvlW3XPcUqfI+2kRCaKNYSX7r+63fy+GdB+aTe9YNnv8EXbtJQTasF/8EXnKpunbmNhGHv9Dfwx/zL/Pfb33A9pTNmGbLt8X9h/2Cnw5iKC1Ukm608VZH0ExSuag7ReAlMG91E7eSog7WvqqUmODVB86rCwSvtpNjQVdCAJ67i7BF3909+5awxd9oMFSyCYg/RkWQP2ZDEQRutm6WzxbNsqhQgq7autk32rqZW1s3+5zZVRj4mFmCdCVtH/PGHvX5nyMHIBPOEjP4otGzyTKCrgKfKZPLmKA4FT1VS1fSyuhexKlSZynbDHLLTslkkIzo1cgmVwCckiNAoiRasHo1iaIIWRHYA2ZPCs+ht9C0mJfMjma+CAeUqANaXKSuWUZ6Ffcq6UO9eVRUVE+lFqdGnLu2bk1JW3PlqOmBvkUThhw9yt+3cfmiksoprgfNlXWzNv44j8qJQa3j+c9RTmRAAdeFjVOdxSK6u1py3KMsFW7JlO5P72rJdXeNlFp6u0dYKt1VhmrLfMsP5m9T7d0jXfMGRAbkjcrb1HVbV0PvzN5dyrtWWiozK7pMypzUZYFhdubsLnVd67u+k/dp5leRr/OcXo+U2sw1NuUHUwzM0pHD0IPZOfWModHV5a6PyWIw6DBXZAWtZk9qcU6xGWVEm1wwY1iXFwlFhlrInOPzHfMS2Rvz1nnrvUJXHEVuclemhbxMC3kTWsjLtJDXw+7hAKtaiOaSaFzVQl7q9tIJ7UWF+UOSjPpBe6a1yrvKQXIgK6QzZEhnyJDGkN6qUPYhx1HHBw7FIYQc5Y6xaOPpYsWhaaruVQ4mVhxplO0cWbRVjiBtkYNpJgfTTA5/tOuqTKqcomPaJMtybSVJTtZPTEExiXOWnng5SaXMSUrZCu5yNIzQGsJJ6uEBUoIis+Sxx61ZGNq3GHtdSk3JZ7IjRfVKVbMeZRRKEGQ5L91hZH5mHooQTtVb3l7FTrZ2lJuSpLzm7bQUDV51/QafnVwZf/f05X+47blrnpj77rb/+fzeJ66/bvuz11y1vTptfE7RnKl94reSsve2ELJxS/2PC787etXTfMEfDh96/YWXXqDyZD0AT3cg3eQVdafJg/M71VvC0yUd5tnnCL34Cv6ATWBJqV5/idfotDrdvEjAERQNbovZ2s6esSZxlVW3bWJ5VdYcU6y4d4liIodNxMOMGU+MbS7ns6ubMo+JLqM42TYzc+5MaTSfia7IMmYysXUfE10SZM4i3Zhm8bN72Y70GA8VTN6S3iVxz2kPt8yzzRP3KB7Bw7l1JnLrjOLW+cudo25mydi80/TgdxgnzQkQ2OK+tg/wQ8zLpJmg72fRsL4DoDqGwDHxxTF3dEzq0HG+ZBt7eVTfzFoePdOeq/RDCKpTWEpcqhyzS3ZDjl2yBojNiBIM6Gb1akARSKKBvRYzmHkRJVePpsWigehOor7dwtYgU50RJ2MXKdW5vumGw1f+emTTFYvG3VaG7uA3d9U+9kDLDO7h9ddOvP36loMotTYgQ5TRHTAwcGZ1D8ys73jpAUkPGDAw0K9tbP2YtGDWFhaTwoIebqriLLqfrgckPWDAQKLSliTvqi0sJoUFPYyVCtro8npA0gMGDCS11JbYgmsLi0lhIbHM16fK1JuO81jTJtM2U9x02PSB6bTJAKaQaZmp3rRVSzphUkzmkAkdPoPA8SaJP6gc1mooqOJvICCJkmCWDDkiCFuFbUJcOCycEKTDwmmBAyEsHMOYIKjrDNxkIcFqAmM1wUybIDClKehKU6ALGJTNBLoqYaZsJ4wxdmS4FWX0GCNlqyizfyiopFqRvNrd/hPYJ5hFiZ6nYwfg1POFvYpTeWSpDU1NTcIXR4+eSxVyz72D02QN8ksftmO6+nxuSWx6XoA3OvBAIusFRrzDyCbVet447qsS2XCxvdE+fdU90pJeKu3RU6VZ6h5qLAdlnEMMiVvFD0RhLF5Oi3xIXCbWi4oo4NubOV4VCrQmJhxS0RrYCuQwnMapkiQhvmuTEOlJEoINm2brGDVDRx0zDCj6lqE2eDBGaD94dPToEqm2r8pi543VbjCr816b82ua2BarKtWlXLQ/IvxStsN3F6QkCWW53R5qW9iZFE5P6uFgUjiQFE5LCtP8+uAFk8KBpHBaUtiatKdrSwrbk8KOpHBKknkiJ4VdSWFnUjglSSElKydXUtiZFLYpZ9jg0N1iFkCV8pfYaIutJEc4KZw0/c37UVg8Lp4Nc15jOGLyBcImno9kBKVUalEYiBRJ88vmYzlkU862HC7H602z52xyEqfA/HQf89HZDgHz092URZx0p8VL2cTJMW/dyrx1tjfg1LeV23z2ZlK726c7WT5ddfm0xVBblS9nU4AE2JMCiScF2JMw/lXMSZ8UYCorwNaKMLVVVaIBK31mQN+PCOCj9gJXHNEfEtFVZ0Szv9xVkRxyDAhdRuNCUA5jUWnQ6tQZIDOLX9Z3yfHq0TTlj7rNfybmZipTZX9maIA/O6eZXLU7c2h7Y0xdUGV2V9Iya23yIT4abxlTMXfIx8tXAHUHUOqNlk/Jp5xedm5VV6hWd0qu2+oMEJctVVeoukf4kyIxZpbNaahtiWRJRXW7d7HFYOKlDAzuWiyphlwR+g3l+jxMZRuAXnpRFTBzHpJV8cNFTyy88lehG159aMfuyPQBy37ZVD1n1Op+Qu49Y2bMqj6wc29LHvfg4hn97nms5VfcrquuGnffnS1v69baxzivPeRj5lWkiLyUwm2Xm+UP+U9STvNnUySBnkPIQr69WiZb5GO+Ez7FJ4SNbrvb40JrjUgem9lmt9rbmWz2pJlvT5hswSp7to9ZaD5mrVmYnWZhdpolYadZmLyzZLEcbBGfLfAzOw3j32uL+mZttf+sehbDwkxBC8F/ljE+Kl/TqM3mO+3jlvm2+eK+wz7Bx3PFqR6d9zw6N3p0+83DJPTZJqdTO8J2QVPN3MFUcyaZaoImjw/HXB1NvzFe+WzytrBqvJ1h5lu7G1H1DCk7BY98d6rNfvNITpPZaDaYeUnOdUr2AHGYXRrb0ROHy9GWQ5fBZDN7kLl40cVYStR9gwQ7aftRSby0/pEr3qt7eJxsbipYNGzlk0Lur3ZWLBtddH3LSm7d5UsG3vV6y3OopIYonwp5yC028BOF8sveVB994RS618s8ICqB5tKQn91wGcx+61BpmLFKqjFeJi0wGkvkfq5+nl6+Cnmka6SnwjddnG6aINe6aj0TfEvEJaY58hLXEs8c3y9IqkkSbdP4SeIk8zTrYn6uONeMLo83KBicKCHd7XxNd9KKpzvha8pV7uwA8ysDjN0M1INkfqWBrWtqWwX6FhILsIUhGqCDygJswYgtiGXnlPRAw9ggG8IG3pDYPqWL4R+gpGRHoehSFobtOpPZdd6yawvtA3EOgNVOVzPYSWhguxYQZEzF1qg04cWEN3gYW8Xw0VQqcqAvxINeL5WHbGkVeqbR5Sym8mvbcZK8PFp7Nlpb256/2Eo8mgJ0CXTw9OqYaaI40TRLnGUSSG0NMEHVaHGqK6EWwcvcTMGQOMCaIvdBPgL1GAIku5JDHrvld+8Sz7Vf3PpB66n9u9av27V77fpdXArJu/3K1r+1HPniJpJBbK+/9voffvfaq/hK61sXCJnIVS7IIMeZFFpllbvJl8gjZaE8HA9zoXAXayS9KLUofVD6svCmsLGft19ghHdEoMY4zTrdOz2w0LjIukBe4l0UOBz+k/s933tpf8o46T6ZcSKshD0RISpHU3sJ/eRKYYQ8Vf7I8kV6q2xx2nlPkG5LSp6g3QJ2fzuG8icxlD/BUMEqf/YxM5HNMXOdud4shBlbhRmLmekJdwtlLrNPi6uHYs10nYKOq1nfojTTWeKgA2teRVKKueK2BXNdJGkr5zF/lSsH4MI7jvpGo5y00Si322g823GjkR2uQF3FNhpDQ/v4SLudxsRGY/TMyfP3GNkmo7O0/RYj2J12D1uOsFtQ5EjBZr5bQosxB5Lyiq7DPKlujv3gwsknMcz6x/rdNX/DsYVXfHDt1Du6O5+48qqnn1y1srF1gfibhvHjNypbHm09d+uofi3n+MeOvPja8dde/TPK1bUA3EvINU5iYDzTvzCFyAKJCCXCYGGiME9YJUgmp9FkNNlSnCYb8EZiYcMNZlP+JiMxZoVTSAqX5dS73KkPglOfWs6f9uITNvp3MWeSapDYLG5nlaiOvMSmsVF15F1DX7yQI39Srj2zgh79pb2MXjszNEpBfmW9/foXaZ+vILWBfdRsQGvB0sz3TrIWki0FdXHRgFJ97SMDFpRPu3TAoEH9L3VnCLkPLx/W78m8oeV1K1repNq/XPmUb8Q+7CFkMH8rsWCbsAb9GBjYh02D/KQpkZcUzk0K5ySFs5PCkaRwVlI4MykcTpgJ11UJWe6sfqYRpiHZVVlzs64z3W66OfuJlKe7Ps/bTN40n7fHyK5vecUAN5nj5CJi9k03TjdNN0+3TLdOty00LjQtNC+0LLQutDXlNuU56DGq7C69s6eaayxzcufkr4qsyq7Pvtv8gPWu/F91vafHY+anrI/mPZa/O/d3uZ583VzP0gMRPZCtB1geOqBZeiCiB7L1QHqz8n7MlVE61ZiXYzULaeHcVMHSPT2NLqZm+buyjTd/uX+sf4Z/p/+oX3L4Q/6l/g/8Qsh/h5/z/wbZKBU5nO3JxNw0u0xihJPJMcIBkQlH92h2uz0lbK9GtjtLCOk+PX1xOpceTDUI6hEh5vx/rDv4H8dSKC8Kwe6WUBpJy/bHUnwlRbR4EVtu96lXKk38HsrO/jAt6Q/TUn52HMfPNk7o3YEmVTZy08Cgy83dVYbsAqxvT7D0WAEpoI+m1RRQ64DWzQK0mgK67EBrKjioD/ruqoI01pbMvIKSuqLDRVx5UX0RV0Q3oLLBp9r/bPqE1WFAuUsDtIU0sI82MqzpWE9VONvBRKGDvYgjzJZqqbHmpg1x2NlCrbpoK6mS1lnlyPoACPU8OPD31HaGapePTv5dD2qS6KkVY/TDR9Hocro/lOQ0nKIb3EjLTy1nJ4+on01PDFKinj3Sjh6hNRfL65YREd1dc52yS06ReSnLFg6AKd8QIGI3vGS4MZppjwQgK2KzGruYAyQ/z2SWokIAQnI6tfuiMlqJ6oW5GwXR1atXQ5I8p2sztW0JRHU/gJB0S25ueneBSe7uFn9aWmo60/CpbcebnPRok7rNntLHo4rrvNy87lyvkt59zjuTiF96kJgtLJfvctxy7XVX9cq5+6V7xw7sW3DnxOt/M9UZt65ccN1Cj6cwcPOhX1UteOn6o2+TS4KLVswdcknEl1M0fPWYoVfnh6LDrr3MN2H6hD6RYHqKObt44HXTp26d8gxKq2zlG65AvBe85HK2BhFu5/Nb2v1ooS1sSApLSWEzPf+eW2KiPJeNgXo/AWK1mQkPHtkUdZjRLuAtDjkLsojtAgrarLJNFipoK1EMxgpTRZ1hmaHesMkgABqI2wxxw2HDMYNkoPqfaguDqv9Z4Bt2BM+g+uJagO1Vql6HanpScwJDkmaBqia24QC3EHykd+O8Dss77Jez6oLwyTNlbK+7pYyqa2dxsfwKXfPR/c9GHjV2URPd7gYMxEyLidlmc9rNJqa8zRJlgeKiokLN1MvxqtvedAPL2cdJN63clB84OW1U2azFXW++efeePSnR/IyHt8oD5j7Czd5IDItbb9vYcvformlUz6xBPXOC/mU9sk/dE0ijW8Gp3hIunOIpcdBX9bvcJdEUkm1M8VhJiseCatqJ/Q/FnnZ+pSfJRvMk+ZWeHJ+XOoBpzLv0Mr/S62KbR4ljlF6mo70Jj9Lr1raRtJV/L1u08FKP0ka7XPGSw17iHZNGWcRDncm002ncsrRtafE0JU2gp4VUprDqTGFVLYfddGciYTiYCJjCpmOmEybBpBsOpoThoG1KmNlWBH00sxdMzJs0sYV/0xh/u6U8bXX/fLdRNSLYWbAy/de1KGbSBNluc9g4Sf09G7qOgjUANqMzANRxLChYjdYcZYsmNC14J1uQ4C0eibFBuX5ITD35kIdMUOzE2e5hR5QxzJdfd/zSR8fKliaL8/Lx42/v3/RA07AlY3ut5O5q2X1bz6HjJ96xgStlq7sSgLgPucAlfvkcQNv5FeoZ/U/S5g77dQB2gPbjP321Vkysw3OJZVu+3bLt5/pPC2RJ3weQEovBpqStQbsebqpytOVwJeUwtuWg809vXqLNXOJMgqTvYwiJJWpT0hI1XfzQyjisiRwuPZU9KpHD0JbDrHuXbAPhjP5mzqykHJ8mbYYkfv7gDOtmbBa+mV3L+n7SFkcirJ6v209bo668GNRDyJLmv7zZZLUxE+LTmIWGnGGreuNwk13dWDgcK6QhZ4zFzU6egBUtTyI5zGC2WdmPfK1OwglmwWnWlihViedE5XjkiPzWEfnN6BFq89KfVrEzucmayuNwkwKhi5kb4ZzmvN3J05dj/tMJfbPihH4o5nTMFMoskYPpeVSmn47tC2WXCJLVlCIFTH6XKIAgWUwWu9ElQwrvNgSNAUs6euI5hgJj1F4CvQz9jP3tQ/ihUsww2jjSMtgx1DnCNc0xwbXIMMd4metq6RrDKuN+6YBjr+tb6Zwp3+LMh3xbnj3fkecqdPeFPq5fGNcZt/C/sj5JtnPbLU9Y98Be6YD998Jb0tumT4VPHZ+4zkg/mIIWibbYyq6ypB43Vw0RtmKi/b4jYLY7BBc4jQZjjsGRY6duoN3A24g1x9asvBXrQwWGjcshBczXsxF3imS2OHPNUeckYYJ5unOx8zpng9PsNAs8EDoc6sC0dXUtcy8Ko2cK1Z8zyCfpVzVS8F8g5uZFEaWGQTSZzUaL1WqWnU6U1SN3i+BCk2t4bJ7ZYQ+/4DQYwwanyxUVDW5RNNhxnHNsdrfNZjc6HY6o2ejG4iBy2FZwE/pHfojBJRgdTqvdxprnQmlLf6PKcURyOegvtczus7KN0B/w1dt45OYnY+bwWDNZar7RzJmbuckx01gnWeq80ck5acwii6SObbXwImbeQ86mnJ3HzDf/6DO1tT40v/Bfmr8Fwx9DOf3DEmXqlX5d6opuqYv5XHhdP7p7dP31L67v7jufIFeut8svGuxyGQUNU4yMhybGucHx2Lip1U22sDXMPaecQNP9BM7/Y03QwxF2IauSvtqnZmS8JJF/P0qAY42GHoSlZ04cGS8ePzX55olGQ1i96cKbGck3sfa9aNziA43NyrFdhh70MbugL3dAfXziiYni3uTiTuXEbnNYCAO9X4MmwuDprNI397pKoSsCZUBjSim+dI2+PhBVf86yvFZfJErM1p/6ZJLiFG/vPil4xQuJ8Hk8Gdl68MBT5ULxU/u39rpk787WpoNPdfmzkNty/0nnq9zlLVteO8LNO/cOd92eH49S+8EBwP8DNYfMRdUTxbY2SSwntIepLZHHxOQjxKkOQv9GsEniJBtOBQdzdRyFUTYbnFTsBPY5XMSR5S+VqOM2zl861bFZ2Gy8136f47B4WDpseM1hcsQ8pWl8iinVlib3Iv0sq8ntFmOha4pQY6ixVNt/RbaYt1j2cc3W31tetb8uv8MfN/3B9q78kdmlz2qLFVxOh8+GdodExaqdhhwScDYwmzmJ/Q6V8mJU3V8NxOZJEm8wmkxEkkyiwKNB6kBtbiMOh01G6w0tBAtvlc2Sg3OY5ZfgJRMn54DJDWDiOdtLNmLLsfJuq5U3m0w8z0noQVmtYB7rIq7hthusWWbHTMl0Q8zcTAL7YtI4qV7ipWZucMwe5m/gssZi1w93XscWK2rPnKITqCXNd0r+SD5z6uPadhNpvdg9WqtNk9rr5ReBNt/hWG9k00O9IqFzpsxYprFak92XXmqh/W1JL7VmeUt5BI3vyiyV2W+BU0tJVmapKRYs1bmphi1y019YMZYMxKys+3BQ6eAmfqPL/mQCIcXolfTu0wdDyHbEQW5uvfdvj3YPds3Z/efWO8mt773Tr/UzLp+0fj+0x6Dic63WljfIiJrWWspzma3j+a+Q59K437G1ERw1/bRH4gy1vpGgBxxoovxPQsFrKtuu37XpAWsif2JxWA/Y9AA1JfWqEmxt7cDW6Wa3g7fwQb/DJVmklJjLEbbErGGNvf2F0bT30nxH0vwyJWxhianYwG5HkDhov68Mlua7qxw7zXzMFkMeCuf3KJHpxWA1uTw2nyvPkmfNs/W29rb1st/rtOS78lOGeWpcNSk1qQtcC1IWpF4tXWm72nmN+5rUtbYG50bXxpRb3FvM2y3PyQedB9yfmz9xf2trkb93K8EMV4rPbh80WZsKnhRLMCA4hjhudvAOf+Il1OUvl6adArE+DodVRu1iBt7vTknJcZndGHFYUX3kWMxui8WcQn84ZpFoBRCUg1xh8FCQCzZz5Xsc2CMxdzM3KWYpd8Vc3AzXIRfnaiaD9jpIFlQEzPQW67NY2NrDOtbKj7MqVg4HYNDuQgf2EFfeFAhfh6oEu7Bl+RnUIT6cBfIpn3zmpF8+Wbv8VJpPPsVCyHmn2qaCEacAUl/Urs2F9YzxUU/YUQb72mTwQfXXrcqnVMDXRHUR7Fbe39un1JzVp9SOYmJPaqkzK7VUY3/6W6Vanf/bPoB+nZ+nP1s3L/Y7HGYz6006H4rV9fo89SQYflEge5hEJmgSoF1/o7t/17JhXmeuaGld8vx70axQ9MOm1sUDs3tcV1XSetlTcn52YJEjXchvufeK1dddyS069/udg2omgqKovxEUn+dyYQhOGgPcBv8AgEDMzhX2L+/P9Q/CsChH+u/nsqAL9TaW96Kl2KlnVmqYVuqfWqkTmaczuUwzK5WZKFXLSrHdJ1ZqglbqjF4q/XQ6ly6wUukdSjHfk5Wq1kp9gqUyYykkiFZrSSg4FrnFWTYsSkiwrZnRXlQGvC/s4MaKzwOv/iUu+mOG3+/2+ks4uvaGlKdCKhcDN5J67gPCL+VvhBt5fiksJdxYMo7jUG/JPMevJwJp5up2cev4Zm7iHvALbz/J7JPRLWdaoLyllp33q2U7NPQPjLb98amUYv79tV/+VdhBfK2fsr8gagAoLDV7ZjjKvjUGjEA/j3yYV0DpWzef/PKHnS2XyWAcD/Qv4BNWgr4JGAa0joHBMvyw84drZNDSEx/nZklLon+nWkOc+zNcKqyEVMRwQzr8QqyCarIepnI74DoKPh1iwjOwAvPuwPhApAdoWcw/GfEBogxRhUjT0kYjZiIm0jjm3U/LYh3LaD2MroSpxhAsFauUFnzeZvFlmId4CMOPCB/CdqkUlmD8MSx3SADoQ/Ngmc3SDtiC6Q/g/dmY9hDSaow/jOHpWK6HFjYZbgM/pQgJ07tgPbdq75vH/xZ6CyuVv+G71GCdIxDr8BnjkFYiRmKeFKSDEOvJy7CBvKw8gveRwhp8/nqajhii0WFYz1q8X47lsjG+BsNp2A4JqQORicjnnoFSzg3PIS3E95+ivjfiZZhP3znxTth+rU3nQ23jyGTgM3+DiHClykdITUlt64g1HTCcL4Z6pIsQAcR47ggsEUYBwf66V/wIeArkPNpP7yMuEebAGIwTbOdEsQnuo3HEaIaVSovwAGzjz0BfvHeNtBnfYw72d0/EWSjkvoRuUg7ciPw1BOtfjXgI6/yU8cMcmITP7460WPiI8dA6xEZ81td6P9G+wfhqHNcJ+Kwf6YzA8hMRQ3Fc6hGLaXvw+YW0z+m4k6rWUsx7EvNMp8B0LwO+O+VJWoaWx7pyND58pI3CI5jnNuzXE0gFRCptgw7GZxrw3ktYjx8hIdIR3REfIR5BLEL0Q4xE5OOzAZ/LM35FnqG8yfgDeUN8GfsQ28Z4Vn2Hh9h4qnPmYa0u+pxM6RlYpCGT1knnC+VZbEujXjedU5RndMr4exHj+6/oe1KeSlCce8IXMJS2gc1B5C2d0nmHbabzYTM3GTYw+gysoTxL26dT2i+U11if4JzQaFnSu/ZgcwQpDxDReH2NTvW+SND58BjWWSfNQpmyDYYJq2AYfyfMEk7DEL4LdBd7YBq+D+aNc1/ABONhKMaxHIvxezvQLRSG42SheBjf82nsz+PwIPbpcuE4lyUcJ6L4tPKZCOQV8WnuBhY+j3YEOazeo5Qi+d5/mv7fgHtLfBpl5tPK5+JxRcH3uYvOCcMXpAcirFNM34WoRxQYo2SLcRFpNkwGWQI4g1gqxKCfGIM+wmEcn1SU8zgXMH2y+Dc4xN+GY31ceZvUQz2HdRhSYSa3GWUaPot7C9ZQ0PqRLkvio3Y815GXdKrza0dKZb7GUyGkEs6/NzSc1HAW8S3y0UjkST/VDVQ+M/2AMhqxTuPXhQn+fAUeR3qrzp8d+HRhB/60duTLjpTpFpTv+jzFZ92ivz+Vj1TGURlJ5RyVM3r+jjSpfAO3A/mYyuEjMFWb11kaRmAb/67NfZTDON5TFEWqVJ6UmpTtvEvZLhVh+C8IUXkS++KqhE6tVlo1fdpF16VqOlh0PSoWwxJNnj3G5M038EumR6tY+0zSTrhRPIfjjjKQtXebNgexP7Hdi4Q67PP7YCO+h59fj/MR0xHTaZ+wsQDwUb1AdSJ/D/Yz1UW3wRr+XbQXaNlicDJ9UQ5TsO2vsDTUqZTSNHEKPCJ9AUXCZJS1h2EOHSv6HrQ9dOyNV4DNmIpy4jj0FJ7CPKlgxnzbWB/E4EnGF7TsIgDaF4bZYECeHYN5aH0PszIxcGn98RjrC1YebRHKw7QvsE4pFSYwe+IL2CpOhik4hx421MPD0mScc6mwHet4HMuNoG3BcmlMX98D03B+bUDZtAFlDjD+n6qc45/G97kK5TqCr8c+ehp8Yj324SL27kMEVcaup/OH3wG5lEeke1AOU3viHmgQolAhLYLbMO02EeUkPvdWTLsZ528U5+4tWD6kyW3AZ9+C6bRsObVlqI1A54shBilSPbMDgLWB2in4fP4zeJgfARuQjwca78F+WAvd4Gd9lGdUSpf+lDd4Ga5H2ocrhj/iEywYpjp0v7AaFghVUMT3xLnrhG7CH3Cufg/38w6YIbwK9wvNsJHGhRTI5+P4/k1oW9L0ozCOpnN/xPgWmCqUYfkNcLkwA1byjch7b4JZmIdjjeXE25FPsrH8N1ivBvIhTOWrcG6tw/D3qAcxH3tGkzKcQhgG3Vi5JLC26ujQZm4kvtUIHFNsLw23ay+2NdFOvY0XaB97T1ovlqN5hPuhDPvpr4gclbaO526DpxHbuHdgMD8aribblQPYyZUdMCw5LvQi1yG6C71gH2I1hrsi/R/ETjWOtlsveBexFus+jHS3xDZuCHCDoDelmPYQYgviNf1eMuhzLpSeDDGgHGgX34O6BkHOKAcoOubHfu6Nz+stXKIcoEBeHEEh3Qhuw5Xg5vMwPQPLdYiLAZxPeyCbB+VfF2vTvwN+eib1Yyz5HfXxQOr5GfhrEg1TqumG/7pt/y1wfJ2IHqx/v4JUlYcghbyl/BlpFXkLnPwVyIMIjHfHeIren/o4YfrdLL3D+HGDlFba5x3TO8Y7juvF4txumJEMnQ8S/HAXDKAQyjE/omPc+AoMoJB+h/d+d35cePIimAoF/H20TciDeefHpbGQR8FlY1vTaBmcc4hE/CjKCATNy8rbYCgFnbsUXBP6a4jE/V5QQdHWr9Cb9it/n3pfHx99XDqOD7avp/AGDESah7Qf0olIR+g0ec52nLcd03RZcqE8HeZGz5+q8/9LwLnzKuJlxEv/v34WAeRVhIyQ/op2SDnakcfRPplGfzHVgrLkx0LEEyiHJiH9M6ah9m7tgrBh2IlplyF9EODctxhegenHVSicEIBtml3px7S9WlmjVt9Etfy53wP8cAaxUy1/bgdiIYb/gUB9fu49pL9FugXzf47lbkb6vHq/ZQbGr0Q8h/EvML4YUY3hTUhTkXZFpCBcWH4zBbVHzvND/8/phf2Pn0vRZpmN7QzRNS+k13X0IX421cfzIrSjr6GP/8Vo0ppBB6r2A/pMf0e7L57s+/w7H0enOJ6tyRAmKy1oU1qpHU1tWWo/M/tRo8x/Y3YsPhfArVNqO1P7ldrO1H5F+jBbMxBZeyZTP5+1S9MbybKVnIGHEDIioNFFmOd7Lk95A2WPA/n7W/SNHqPAOPIYPSbCjoocRd3lQF13COXut0iPYDwd6be6TtNl63ky9iI67f86/p/qyP9CpxZpmNEBP5Wuo6+G4RQddfF/iovp7v9al/+Ejk7W0//buK7ndZgGQBGFIaYcoOhol55nB1wkfjE79z+Nd7Q7/uN4B7tEj3fEefc78p5uz6RBWgId5t1/CupbCHvabH+9DR3ncWK+aXHso4pkoBzI13ToI4h/osxIR6COUu7C+A3GH6HI+CwUYXwDAvWiUo6YQ+8h7U1uo+vbSgvGb8K4LBxheas1zLkYP3fkW2qfM/sQ+4zJwU20/VCI6I9wIRoRS/Sxpj4kPvsEh1qX+rnCVOVb4Q1EBxvworQXLEc8i3EHxh0oi92SE+V2DJ6k6/FIzUjNKN/Ht63xKS3SNSzPCLa2vAqGoZy/XDhO176UF9maXis4DFa2j7IGdWhIX6fDeCpdGzKE6XqJ0qytz9VJ36AenIL60ER1Bz63iu0JLRLoOu438EveAkO0NWS3vpZM16eovpK6g8zWMZLXkT9E23g6DEGUC+o+1WS6/sJ/xPZq1tN1d34MPKftb8XNO+Ah08vwkHEOVBpvZPtNm/kHYA2mPWC4HR6Qomx/ZbKuV6lOvMDaH13LTEusaWrv3NEmYO2bDqPoekzyc/VyxkrUpd+wdSh1HfMitg3q+AbEHHW/Qjl74fVO5XVt3XO+puOvTOj8juv002E8fwP6ffqa7BNI34JLhXUIrY87tkV/FvZLy0/ZQrptguEpbK1P3e+ha1ApSftwlayfP2PjNZyOmWjDOeyg46/sF9T9uUHCVZifA7/wNUJde2T7c3RtGDGFexvzP4Rz9HKcK8iDwt1sD+9mDZhXeYKVW6zum0kTEeXYrnlYbgfdO9IBa9ugnBQmQwMDW1dTHuHcyn6kK7jX2B6jQ9sL9AsbYRJb02zbE/QJ+WzdOl+YhMDxR1yN8Wz27hplfRXDcg4Yzt6Rrs11B8B7Rr6/tkaq5TXsg0pDDPnVApXibsjml6L9chhlXRDHbgSOqwPW8H+HDKEvzOadMIeCVCpvkC+QoqVOwX2O6W8jvZP9z0dT6Z6wvq+mrk/DOYZX0VZAaHu5FHMpuB0kU9snrNHC6WoY00phL4Nexw54IgmYT/k74hz3S3z2IJjDNeMztmFb8Dm8jPOvA7DMLA352nOGClNwjrXH4I7AspQWdgSmU5rTEVp6WkdgOqWDOgLTB12gHT+V76fa8VPpuR2B6bn/B+34qXojHYHpkX/TvpEdgekj/4N2/FQ/Z3cEpmf/m3aM6QhMH9OxHSif0I9tfQl902eQ/kXT958hHYUUua/1RbqOjZinxf+i5fsVAv1f5V4E+srKIA0o8xTqA69H+iUC/WplfBtaX0EaVNfI9ecodyMKEFXqs2jZ1oPqsxm0Z7buVsu3PIv09x3iHsTH6vPYs6nsPYA0grhPe78N2nPjattb727L3xpU35GVi7dB4RETsHwI6cQ2tO5RobyA9NcIui76stYuGs7Q+oO+8z5aV5tcgB+E+1Bm1AGgrnYbdqhUuBZGMZl7tJ2uWsbk4Yewnck7BWVfGRRJNrRDHoRB1G6gMlycy/LfKs5B3QRon6CtwOyFEyAKvwO/+BHMEC6HIfxetIuHorzFZ7B9Gaybym1qc/C3wGgE26tke0J07+QqWG9uYvaLjHncwifY3nvhEPpsG8RqIFheMnTH+CbU6w/DVeK1cI1xCRySTtM9U5iH+iokzYBS8SYYpvu20hIwiVa0CzRq3AKzDV0xfQeEhY8haFqPdt0xGId91kd/dmLv3gBuTH9CXV9h/If4MYoYxdqM7UU7TEDf2q2fGxBrsU/msPaMYXtOT4GAPjqIX6PuHg75BhPaXoWwweSDbdJZfA8J7dQo25efp/V9D7r/ZLgMeorrIVf33aWT2M+TwKxTuh+nrweg7fawMJ/Ziy62r6WtBySoXgfdb6uHjfSsREe7RrejEjaFtkaQWHPQ3wcp1Z+J99dokr2hrikcRvs0FaJ0H4+tiXSkWpvYPt5h5CXNnjUcghEGHukTME9aBxPF0dgvKTDR8AK4DEPBR+0zg4HZdUuojha/R1t0IuTi2AxGoE+hLFT3xZQabY7TNbc/I6bjZLxUS6NrFTjmigXTJ2tl8b5yhepnsDx0/6xBCw/WMEfNQ8u2vKflfzZpreYDFcwPCSfbqdpZqnXn0ba9e8o/lRelP3MNjc5heqbqAnv8HendSOfrcbTzPsA5eheWDSMk3Y7uSAV1v/8GlTLbkNLHNfoo5TVq63WkHc+v/NR5ln9jx6rzTKftz73o9FKN5ibO5VyEJp+TaaOKosXtP3ftTltzS9PpBc4fqGtybVQ6z39KpmxMgNfsWGq/j2D7/PRszr9B4gzXTcgD7VFFQc8TXAgSahIKw+L20Oz8n4R0B5ZDGEMdofyTAtu8WoVyv4YvNDxCwRP0pRHCnR2h/JPhwufrhkgP4nMRxm4qDK+oYPb/vwH2ARhQkxpdjEpUF/5boJVBYfhaw606FIVC73e9H/V+wXf7GN97fqLN+vO1ev+34/i/HZf/q/f+d21PhnZGT6f07J50wXbj+DD8UwU7S7MDUjRI2K8HEU8jXtVwNwXOlTR6Vomfi/w0l51XTJQ5jw9uQ9+UQotr528kCS07g0+dB/TsjwqouVD/GOaq/GfIU/uJndtRba+P8D1s2hnbeZrsyzaNg4e1c7IhKltQ79J53kP4Lcxrb/MpE1V/WnkE9aSI+Z3iKqjkXlMeFa9BmXBa+b14I9oCCHzWzRpe0bBNtf2Undo5SImdB94BTyUDfdsMCppH1ZPK45q9Te3YFSpaP1HT29qly17+O3yPc+Bn50tjzL8eJyxAn34B+Pkv8D7aC3S/iZ8JA6nO4HujbUXP3FylnZelaw/vI1Vhw34Zx29Pmt/0fA09V4NgZ3LoOL2EOoDmf4mV1/37fLa+tAjl+LsQYmd/8B4704N10LNO1C7i0aMQxyJfjMe845U/8FuQDtPwHeJybG8VLOBuhm78PPSHj6G9k4rpyxFLMexD6kDUIB5AXAk9Wfo55JMfMD+CFzD+OlIRfXsR077XsFEFvc/87b0wB23iOVifmu84K6NCgjnkefasOfwgrA/zcegp8WhR8KlaWML7a7HcIdV/p+sKND+7p+cxteUxXA+V5nlQya9BWoh2xEDlAPkMyoSp4MQxtSF64Vi/ofkP1G86isDeUh7C+KvnnQvQ98k1Kj4LC8RLoJvYgvbBX5EPTkCZeBbuF8shXxqHeuwZWJF8comeJ2ZniY8rb+hr3zqkakg1/Q6G4hgCPb+hU+5p+uea8X0nM33EztIT9LbgabVOdn5anWvMzjUMgTU4jysRw7Rz3/PU/TG0QXHuCeo51XzhcUjHmjjVh2rF3lLofJiIsiGx9kopPdNGeUuzBamN+Qz3R+rXYlvSlAPcOMjQyk5T/VKFrlf/EkHXLB9I2n/aTPH/7/2tjvtQP7VfdLGzGRc7q3Fe/D/cU+l4duNiZzkuGu+w53Kx/TLkVWojV6JeOSTtUI5jfB/iTpSvj1EIoChsfVS1127hLTi3V6EPOhyytTVRuk6agfIrQ9jI1vTXqfVBCsqmQeravPKj9jsHtp5K1+aoXcr72O8g0gT1dw20/hHa+i373URinbYEJlNZS2Uq0xn0bDf6aShv5lDZwr0CxdyPqgwixxmAyiK2LjkI2ziIURbmCjSZMghMXDG+y90qeIfyCpNJdlVm8YD1NVN5hvpXlVfpfJoqv7g3VRnEvY95dJxBfE73aqg/zXxq6ps9xXTTD6qcZLKQrkNimP0eRfWfHHQO0t/BXMxe0mzLpzvQgzq9mF2olXlaK3N+fm3vBnVJCtPJL0MXerY34XcBFLOz0R8zf2UY3qc2SJudr6+3s3HCMVL39klHv4Du59Cx1X16dd2s9c0kOkMF09O0Hz9Bu8yMencUewbKOLbfs1I5o7WT+id+5NNbE76f7svpvgZAf+EheIy/DG2hHvRMEtP3zyX5t49RsDMkr8Dj7CwzUkw7gvmGqXqD6ZDfIY4h/oD4CvGWuk7V8jb97RDtl4Q/tJWeH2jdL/4V++slMBlHgV86oNorfD2soOviFNi2eynYb6d07KDnathZqP7aOULq1w/RKMpcGM7k/Eq2vzGdd6F9MA75pBIuwXhPDF8iXI+2eh7bp6oSrma/iZnM+7Ef2n5fVUTThBswXyE73ztRuBYmi7+DheKfYLb4HTxhGgFPIH2A56C/OFD9/YSwAiqpn4Z2xXrOjP7aShiD+sGOts9a2hbWHsxP77F5uxx12i2wRXgB732CdCnCiHqsEOOnYQv5HLbwK3GcMA//HDs3vUX4EmlPvL9Eo+9i2hKUDzLmew/uFOaDUapBmbMUjMJihB1CEvpUKGemYx19sUxP9pxPUCe+AJtYGy4E2qalWps0kM+VM9im25HuRbyjt6UjWDuSQdvRse5kfKK1p8PzKGhfJIP2i/ANdMfnb0b8BvEmtmkAYr04uH1/JYO2NYFv27eb9aEO2pcdQftWh13r5wuA9nsy2HsvbhuHBLAP6JiwsdB4gP81PpuG6XvTPKfVNlIeYDwyFTh9/JEnR7F2f8zau0XIgYWsbfgcsRJlAY499gXNMyFRp8pPt7NyNB/eY2NI20b7eSd0YW14mfHWCPpcep/2p3QGHNJezPMOPsODeWZDhD2b1r1ObR8ruwBlGNYlTcL7IdRVH2EahUe9x9qvvVei7XT8aduxTtGmth1tyS04R0dJ+VhXBua/Du1KyiOTES9BpbSTjZWLj8AWlAdZyb/XQni1NPrbsOGIAkSxFqc0i83jnws6338uvmMyIRkPXAxUHnRAUcc0waM8kxyn8gMxhluA9HEWNlysHiqjqHy6GFCPPanLr47PoLKMAm0Ae0KuJWMbTEnqf9b39Cy0cAoepJAsaNMch7Xih7CWy0W5nov15kJXRAZiNqIHIoBI19BFu5erxY2IfOtmqLRbqQ5QDtj/yCi1vXFGKejHKPdfzAbuaOvpNmDHfGgnvkDeUmYg/Qzp2p866/JT8Y5naTqeiblYu86zSTuea2pSToignBA2K58KJ5VPDdPRJnwHigx2pClQatnH9qK6Av0L/ACLECsp7djOn3vu/+e+Nz0nyGyKI6rPRf14tmfwjGZ/rISp6JdSf/8GjKcbfg0uKRV80hh4SPwfWG94CkzSO4kzLOuMG8FmSAGfyY569g1tjwP9fPFRtL+WsrXSFPZbYmp/Z8EhvhB58wDKlVVoS9WgXrkfzMw/pP7gX9GG2UR/I6rQtZoh1Haie/TUbtV+20x/w7xAKoMdlirleeMIxWWxQhHy2ZB2PutbwJHt7Cx/pZoGadx49MO2Q5ektGEa7aJRPf1yRs87b6l8z3WH29i5y3vRVzjE/HhqizjQhk6hEPKUf1HQPv93EOohm4L/CMcwKXxRf7HDGf2LnsG/yJn7i86RfTj3KPR5sggqKZCHMlT7klK2HjUW6fdI96j7pcrQDmFQ9+0oZWtZ2YgpGu7qgEJ1f0gpQfTU7Xvq2yf/9oj+dkjz+Qv03wcJQ9BGvATRkVYkhWn/YH4+D+VgD3CTa6A71nElXeMQP0f+ex1xACqR1ytZ+Bm0H36P9FXk71XwGLtXAY8LpfC4YS48jjx9P/Ls/ShDy8QnoIGVuw/ul0xY5iDcKe5QvhTvxblF69oC66UpmO9TvJ+uPQvlpTgUbZ0lGF4EC4Qw1umDceL10FdCn0/yY3t7wl52BmWacjW5T3mYC0GIvKM0CUEYJD0FN6FduV54FO3op5AuQVwGw/ivkWK6OEW7h2H0CddLz2J8CsaXqPfRXqlk4avgdozfRJ5XHhWWKC/yT6B/hPe5l0Bmz4jADGENK0Ofd5P0hPbc5TAI+3I9i1+mfCcsw/f5J75jE5v7+7ktkGXkYDGFeAwqjcfhJoZjKrWkYrmVEDS2/YZudMd5QC6Fu/U1kY5nB89bmxiE5e6GfrreoGcKBPq3E15WDguLlEfNjwIYb0d5Mhllz1qkmj8nYbo0Am2cSkiRJBXCSPQpv4FyaRq+Z8c1lg7ynvpm+L5LyDMwFek0pGN0vw7r7iGKOM8Xod9EkYl8SNGowajatqYBSothFNLVSGtghLEL0hCMMOxG2XjifMrWwADSUTa66F580p6gGu8Fm7lr2e8bXcg/koRaBmUoGCS0h3rDEPMXMNvwINvDc2Eep/QwuMX7sT+vQpl8DUL3Dd+CavEc8swTkM8PQ9v5STaPylTfWDmp+47CHCjj/4kyTq1P0usVUlDuD4H1/CYYRyHw2PcU16Mfh+AexLoWIp8/D2sMjcizy+l6C6yVAPXCTJSNb7C20N+TDucvgUPsb000oy9IsZX5hMPZ36WYh/PyVXyOlkfMTezlPsbfDm4pAg/gmK1HXviBrhFp5+zWS/Pxva+BDLE/W8NMEaeirilGPt6HdA5SLY5tyMD8dG2AnttM1X7jSim1Y1O1vcu+KCfc7Pe19PcMV7OzCALze3tCufh3tP3pON0HG40SzGL7FvR/nd+MNng62iF0zelDuBTz1FC9SM8VmK4Fr7BN+dpQgjrxTygjVirfa2cO2N/o4L7B8Esoy04rZyV8P+F27e9zzMK8s3AMP4S76d+MQExiwDGnEOYiL77L7PS1ggRr+aewD0TI4F/DMbyX7hVo61Yrwa/tGa9nvmAxjumnylnhMOI4XQdTPMJxBLR+StdUqD1P17FQvmaQc1jfBKz3RdgghWEDPn8+8jatczL1c1hf0POrP3MtlU/F+ZbaZheeZy9dTCd2WHtEXdOIcxfFjzJAPQfUSs8Y0PPLxQhZRcvNAD+uQ9DfIM3FPD2R7lN1Xutl/PvwN+Mq+jewEkJs8X8Gkp2EXciF2B6u6v8Gwi9VSGdVGLcDmF4EMB9WYUU9a3vgp+HIaIPrzH8Hz3MAfrR1Ax8DZFQDhN8ByKoHyCkAyOsN0GVeG6LYJd3/wn5aB8XTAXrdpaL3WwD9cRwuwXEqH6Ki4gaAod8AjPT9Fxjzb3Dzz8CBC+Dsf49RGzrRiU50ohOd6EQnOtGJTnSiE53oRCc60YlOdKITnehEJzrRiU50ohOd6EQnOtGJTnSiE53oRCc60YlOdKITnehEJzrRiU50ohOd6EQnOtGJTnSiE53oRCc60YlO/L8cBMD5K24PlMGrYAAOZIjBOgDRK34JIsZ57a9o5al/B73jp3HS2oEWviv9clmQDiE+yhdgZSG+YJeUHmrm83fn+kLHnuO7wAkEx3fZFU0P7efz+PRd/UOxZj6y25Va5BjYjQ9jUwrZNYzXpYidiEMIAWbwGZgu4/VGRD1iJ+IQ4hhCAsArvRtGLEVsRZygd/h0PrgrHJIH5vF+LOvHF3LwXvgaoSB4bKcXn+qFsYgZiDsQWxESy0dTliJuRBxCnGZ3Yrx3113F2HbvrlsZ2b1wcRGLzlSj02tZdPeUGpWOHq/SIcPVbP3UbD1L1OTug1Sa11WlrpyiekrNtqLDAz28B1/Sgw1fhlfCvQgOQiAE2/hUiCM4XtJSYrxrd3Zu0dZDvACE53gCcyCkHObJLpuzaKCZU7ivwQUh7ivulHqHO7Xb7izaOnAE93fYiTiE4Lm/4/dv3N/gRu4E7XO8liO2Ig4hjiK+RkjcCfx+gN/3uffBwb0HhYhyxAzEVsQhxNcIA/ceXmXur5TV2JWGyxEc91e8yty7+Frv4tXBvYOhd7h3sGl/2tWntGg/C0QLtUAoRwt4A1rA5Slq5v646/suyFG5ONLIUQf5LBgAxXzWrpyeyH6+XWULQs3ch7vD0dC2gT24NyGO4LAlb+KT34QwYhyiDrEMIWHoLQy9BfWITYhtiDgCuQyvMiLMvYp4HfEW9EDEEOMQRu7YLnxMM3d0V+6g0EAP9wb3Mnixx49wv2f0de4lRl/jfsfoK0gzkL7KvbQrIwQDLXgfsIxM/0oe0kK8L3K/3Z3tCikDndwh7LsQXgsR5YixiBmIOxASd4jL2jUn5MJKDsKrRsCcu+AzRp+AR4wQWxiK5Q5GBgzTS26/SzCEl63hrblcLHfzvRill9zb78IQveTevBFD9JJ7zWoM0Uvu4isxRC+5cxZiiF5yp87AEL3kjp2EIbw0cw/ty84L9Rm7iIQHOrhfYC/9AnvpF9hLvwCB+wX9wvcCbdv9uwoKsMfui0W7FITqD5D650j9BFL/CKmfS+pvIPWrSX0Zqb+U1EdJfZDUZ5D6GKk/SPpiV9STWFO7aGnMR+pfJfXPkvqVpD6X1OeQ+mxSHyZ9Ys1c5q7hxYxUMLJ7IJ10SC8ZgNLHwWVij2Yiz2eiTDiE16MIhcVimCmcpWb2Z1CatbugXI1371e0FKfPC1jwBRyGF+ADhIAD9AKy0QtYyQtYgQOv5YgZiMOIrxEKQsLcWdjwO9jVgddCRDliBuJGxNcIiTXnawQHS7Um7mQNo40u1Bo+FiFwL+A3C7+ZXGYsXQ7KUXkYf0eQODLI2Awlg+sDHg+KbJfT6Gwmtr3/sn33LxuYBpq427k7qOjmNmn0jl3fo+gmW3blHgwNTCW/ggwBOY+UQi7JQdoXVrJ4LwgaKS2BIPc00qJdwSos5tiV2zV0gNhpqb2h74MnQ58FmzkMfho8GPpzuFkgu0LHMeXpvaE3g7eEXilsNmLKc7nNBMmBMMu6P9g39OyrLOtqvHHfrtANlOwNXR8cGloUZDfmqjcuXYmxmCM0IXdqaBjWNyQ4KxRbiXXuDZUHLw2Vqbl60TJ7Qz2wCVE1WICN7RJkD41kYEpTqNfkyX2ayfxYV8NmQ7VhrKG3ocjQ1ZBpCBnSDQGD2+gyyka70Wo0G41GySgYOSMY3c3KiVgUcADdkkwJ/V8ACAgsLHP0yv5LE5zXxMjBCIin8CO5kRMHkZHxw7Nh5Kxw/OzESDMxj58aFyODSNw1EkZOGhTvGx3ZbFAmxPtER8YN46ZVNxJyew2mxrkNzQQmVTcThSatDcRdg6v3AyHOtbcFKM1fe1tNDfg8V5b7yl0DnKWVQy5wqdOu0baPr104fVB888iJ1bt67diRPqgmXsTCioLhkfG7J4anV+8n35DTFUP2k39QUlO9nx9AvqmYQNP5AUNqakY2kyqWD8LkH5gPWecfLJ8RtTTNB2FjhprvPjVfDpbHfNmUYD6TCXJYvhyTieUTCM3XuDK7YkhjdjbL4w3DSpZnpTecnOfVHMyTk8PyeOrhVZbnVU89zRMfwLIEg5glI8iykDQIsixBksayVLVlKdSy3JLIcgt7Ek/a8gTVPLYTeh7bCcwT/bmfuYOiUbK7f83s6RVzIxV1kYq5iLr4rVfO98XrZ4XDjbNr6I1wnM+tmzV7PqUz58ZrInOHxGdHhoQb+0+/wO3p9Hb/yJBGmF4xqbpxemzukF39Y/0rIjOH1OweOq6kT7tn3ZJ4Vsm4C1Q2jlZWQp81tM8Fbveht4fSZ/Whz+pDnzU0NpQ9Cxirj6tuNMKgmsHTVbqbs5iRbesCmTWDPPKyAYyH+2f6bggcQNNlO1iiNXFrZFDchqC3ug3sNpDewqlFb9kx2aHd8t3QPzNwgGzXbsmY7IwMguiqK1ZeAb6KBUPUfyvxg0mrrqAdrl6jK3/qg/cq4rGZQ1auAhgZL5g4Ml4+fmp1o8GAqXX0leL99DSLpaJZOawmdsfEfjSR5xMZaVoZTTOZtIznj/8VGh1MZ0E9d3A3iWWQVbCyho9njJzEoUSYNBXfdfrU6gNoWFFdsbIGX3AliZKVeh1as6NRUONA31nHqiu0kNYXqzSqlsQiK/UuSXxoZ0UTPbaKVcu6Mzq9eqCd780XwkC0nXsg7Ya0G9IipEV8YcyVG+K5PiGTsU/IYh4SMkhDQnqtNVH4fwD0bU+PDQplbmRzdHJlYW0KZW5kb2JqCjM3IDAgb2JqCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjQzPj5zdHJlYW0NCnicdVBBasMwELz7FXtMKUWOejUC1+nBhyRtnVDoTZHWRmBLYi0f/PvKct1AoQJp2d2ZYTSsqg+1NQHYGznVYIDWWE04uokUwg07Y7M9B21U+OnSqwbpMxbJzTwGHGrbOigKYB9xOQaaYVde378+y8eSjOyfXlyv6yB7o46XB2Bn0kjGdrC7Vk3sm8n7Hge0AXIQAjS2Ufwo/UkOCOxfqTvwMnsEnvr96lM5jaOXCknaDrMij0dAkVfVq8jQ6j97vrJu7R3+vMC3wnORhod1uBZeJqmNtKjGXGBznqmJKH4qhZdsLgaNxd98vfMLK91vTyt+rA0KZW5kc3RyZWFtCmVuZG9iagoxOCAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDExNjA5L0xlbmd0aDEgMzM3MDQ+PnN0cmVhbQ0KeJztfXtAVcUW95r9PDxEQAQU8Rw8CAgqPgJRSQ8vU0lFUQPUBF9pPgvzfdOstEiLtCwttfRahpUHSMVHPrKuaZqV0rWystTKtLKHdvPB/n4zex88Uln3++4f3x+c4++seayZWbNmzcya2VslRkR+NI9katcvN7HDhfhd25GyAygcOW2qY9iR8WeJWDMibfOYKXdMrB67D2H9KOIj7pgwc0zHnxsqRAEp4Dk+dnTRqK9f3F5DFBiC8sljkRDQLrAL4rciHj124tQZy/bGnEF8ClHH1AmTRxZR2OtfEWW8jLhrYtGMKcE75PNE086B3zFlcvFUozn9m2i6v4jfPXpKzJLN4Yi3JvKfQ7J8VNpBKtnUFWpHas4iBC2Q36cxUrBNlfx0RZIkH0k5QQGGi2YMQS28vzSwT4aDoshBz6lHavqzjno3VuEituvzX4mUGHUrb40UdRtFCLxAEUoMRRAZpz2oGW+c5nk1E4zT0temhjiszyz6kMWycLrAgmkji6QD9BodY/E0hw6xURRKYXRFiiYHU0mjcBpIZXSA6ZRPlcYZWk+30TmF0eN0grWmwXSQBWB0BtFK6ssaGxvoLJOME6ihC+VQKQtRp6nH2HxSmSw9aCRSA5S8n0KoGz1LR9gcn01GNXWi15VbjR/paRYuxVMATaGv6DzkayOlSMOMiVREc2kP0+QMdanRmibRFXmBsRaS6JSLdofTvfQUWu3Gdksb1VHUjLpTT+pNw2givUCvSGPU89CqRDE0AbLvo2/YK+wT+Rv5N8Wm3K4sUlvWdEebLagjpaBnw2kEFdMiepp2MmJ2NoAtVztcvQ86caCG9uCZR/PpYapEbgALYo3ZYLZSulc6LH2vvKQeMw6D6yaaBpnupz30Fp2ln5jG2rJ2bD7byt6XmDRTuiQ7DDJ2UBzdQgNoKE2n+6iUllMF7Pog2yP1kTPk6bJbOatcrnmT/KkAMs2mStpP1Ri3YNZMipHOyVHyg/Ja+aB8AT1ppNwP3hPoRTvIeCu+ueh/McZ5IT1Kz9MG2kzbIM979D59QqchdQobz+awVWw7u8guSVFSCylVmiw9KbmlbdKXcqjcXx4o3yUvk1fI/5KPKEFKupKtrFQ2Kx9rbbRv9KKadTUnjb5GnnGfscTYbrxhHDG+Jx9qAAmc1JrGQdd3oV9zoclXaSe+b2OefEQf03E6Dasj5s8iWBLrzXLZIDaB3c0eZY+xJ9jT7C32ruQrBUmNpX5SjnSHtEB6Wzosd5a7ylVKnNJByVIKlPHKVGWB2gHfPuoidb1apm5Qz6tXtGCtzEa2g1fjr35WM7ZmWs2nhq8RYDQ32hnjjAuYh80xekV0B3TyDHTyT1jHy7Sb3qSD0MpRSHecPqXP6HNI+DNdYSEslIXjG8Faw7b6sjvZDHYfRvFp9gxbyzazKraD7WWH2HvsffYBO8a+YF+yb9n37LwkS00ku+SUEqTh0lhpLr4LpKXScmmFdAB2clh6T/pQ+kb6Tg6UW8iJcgq+qXKanC6XyBvk95TGShi03U+5R5kFjb+g7Fb2KO8rJ1VSA9VGarTaWs1WH1F3q/tEnwO0cC1Gm6Tdrz2grdOqdEUP1ZP1+frD+jP68/pRW4jNaXvOth29iGNNWFPy+rA89i/aKN/K8tlCNpA1YCUsn0KkBHpeuUvqrTwrPSbFSxs4p9ZZcXMqv0SPykxqqJTKj7MnaBNj1JUeYN1oOluCkf4XmwLrak0r5F1yjdSDYVlg/2QpdFE+jDWpGtq6ibVnt1Bv6W3lXXXf0IVStHQ7+0i5XfNR/kVLpe1KoZKkMOh2JpbBh+TFlEzfy8XyKcyKiUopZuQcptDNUlf6BfRD2FAgaym1pe6sl9yE5chjWFP0k5etxioxTiqXutOb7AlpvBzHZrMOdIFqqFLdS8vVAUq10VfZZDiQMksoowz1oI9skVyotDJuq/mVLZTDpT1yjHQz+0kpksbVvMr6sZuk03J7VixNZZdZJYuDBR2Q+khprKn0T9j+BToHG7pCP1KFslRebHwmb6jpjx0gWh1KH2BF06i/tI39TEewnu6EVdiw5r6iJNMmeRKdlwulKukq+1X6lVbRq1iFN0qx7BPJRd9pw5UT7PTkANZcHoM1TaJ1WJVHyN9TmvEF2dlU47Cxi0VgvmzDuvSjuleaTEuwXuzEinIv1rEiWPME8mczMQMC8K2E7f+E9SEMw6NiDZ2EeboC6+U2rBfVWDW+Qf5xuoi5u5w+kRjlaM9C8vP0Bvp3idloK3XAnhGAuXTKuKh8AN29Rg/LjPbqjbRuygJ6Xd2ld6MyoxPW9UnUipbRZvaxsp52KncrDypXiFwZgwa6une7ObVrl84pnZKTburYoX27xLZtWifEt4qLjWkZ7WwR5bA3j2wW0bRJeFho45BGwUGBDQMa+Pv5+th0TVVkSNU6y9mj0OGOKXQrMc6ePdvwuLMICUVeCYVuB5J6XM/jdhQKNsf1nC5wjqnD6TI5XbWcLNCRSqltWjuynA73oUyno4oV9M9DeHGmM9/h/k6E+4iwEiMiDRCJikIJR1b42EyHmxU6stw9po0tySrMRH3lfr4ZzozRvm1aU7mvH4J+CLnDnFPKWVg3JgJSWFaXcolsDSCVu6kzM8vdxJnJRXDLLbOKRrlz+udlZUZEReW3ae1mGSOdI9zkTHc3TBAslCGacWsZbl004xjHu0OPOMpb7y5ZVBVIIwoT/Ec5RxUNzXPLRfm8jaAEtJvpDpt1KvxaFJUHZ+Qt9M6NkEuywsc5eLSkZKHDvbt/nnduFP/Nz0cdKCu17FFY0gNNL+JaDE+EIFx83hWzU6OdWTyl8E6H28eZ7hxbcmchBqRpiZsGzIyqaNrUtRVORdMsR8nAPGeUu3uEM78os1l5CJUMmFnZxOVocn1Om9blgUGmNssDGloB/wbegdG1eSIk2Hkoe0CtOhmXyNkLZuB2jHRAkjwnOpLCf0anUMnIFLDhk89Qyj0KwzDO7ZNRWBLYhafz8m61ZaDTUXKBMOzO785dn1JkpWgtAy8QD3LjqDUw5HvC7oQEd3w8tws9AwMJGbuJeFKb1tOqpMHOKYEOEKiPcvJQLL9LInQeFcVH9ZEqF41AxD2vf54Zd9CIiApyJSbku6VCnrPbk9N4EM+Z58mpLV7ohPm+JhzTxm5bTO2fhoGhjbLGdnGz0Btkjzbzs3Od2f0L8hxZJYWWbrMHXhcz81Nq86wQMzOgcLfSEprq5YTFDSjI4wn4o7bs4cwaV9gTMwwyuhtl5MkRUr4ZkiJkURXMdmhtzTyS58/rUlpqwuxHuWWYrUhgjh7uwMKe5m++b1TUn5ap0m1ehaqM87yUINeKWV1yd0m4Pt71uvh10vmXyJBXiZGyBxaUlPhel9cDa1RJSQ+no0dJYUlRlTFvhNMR6CzZClcxo2RKVqFn9KuMbY9EuHssykcnxrIusGyJ0sud7KH+5S72UG5B3tZAHB4eGphXAVc0ozA9vzwaeXlbHViXRarEU3kijzh4hLIZJkWFZBP8EVtdRPNEriISRHxkFSORZvOkMRpZJZlpgWZDMaIhFzawkVWKmePycCtIs5lp80zuOIvbhpxAnrONsOyTyDQ/fFnJGJjnbTtiQua3gS1yXmxvKpwW7HGpr0lsi6ZXSRdc4aQqW2Ty1ZUtjJrYNHWLJLt9dn0WnhB4MfVqat/AX1L7XE2l7ggHXsFP+3ZRQVFBLfHDIOUVh7z7ikuly+RQdvPT2n45XF6lHsHpzs81rsD/GX+pYWSQb4hf40ZBIUGN+0XqAa4o502BDYIDmjW0B8b6RzeMDYwPimsW0zzJv1NAp4apQZ2bJTef1WxB+MNNnvBb4r+60eqQp5scC/+o2bfyb82a+QQ2CWwVmMl6Nekd0bvZLP/f/H9r4BuubmOBFCRd3uzv7+MbMR6uaL+KZln0OkvA/h4q28lHWl/ROMu3Sg50YeeMDGCqf1BkeEBDPdSnWRVb6fJZHWFESBHrQ4nHmpWy80xi630arw8MZaH/8l1PPoE+kk8T+8Z7whOgkWF9Tl0ddgr0O46g4LDO1D0xMPWXU1dOB1499ctXQcGdE09zVbG7hiXQMLjzscmdkjvFxMbEdgoNi0nqGKLzeJimh4WG6bEaW/NUz752W5NpgyK63n9HeEVESHrBrUmTl8yIbrx84c1y+D39eze3KZGNfd1JrrV39Nprs7eK3NQkfGGrpqM/n2CekXWiS2Fn2w9vmHrB1sQmXLi1/Xclc/rh7Ir1lxdcuepnt0Vj9H3Az0yHF8W61fSlDN+yywsuDfCz44yte3vE/oc1i1XqbKGM7pXfYclKMY0ACvRI2qbuozL2NUtG3kKpzCiUI2m/8jKtA39jpPUDLZA6Gy+C/wHgZ2AOMBZIAeYDLwBHgYU8jjKlQC7q2MjrEfQkXdEP0YPqPuMM2hsAvAHkq4NpIPJytM60icfR1i2ooyvC/ZE+VEM9CA9FfiV4cwXdRwUI34v8iwhvR/gbfTGdVwcbbyB8Fukd0X4I6noO/XkU7f9bKTa+k8pYMOoeivzeoLNBZ4JOB+8khF3AYJQZgL46kN4H4RzopxdPB+YoJ40LoLOgn3Tkt0G5FYiXIrwcci1FG0cQbqAQtQDPYOlmcsuRxgC0/7DZb9F3LuPA2j5BfiHTH2M2l88bpnzXcE2236H0OhTTK3JH+gJ0BhAPtJYOiXErQH5P9TTGArARi4OeZqBvryijaJ2NjJ2Qc7X6Gn2D+PxaFFN75VnjNfkXGou8A9oynLJGwb7aAxdpvXSOntBa0kLorzvqnwB0Qp3hwh5GYcyLjXOgk5XTkL+Y1gNtYfU7PXriukF8McYV/Tau8BmhEF+xmI5+fw5c5XKg/Ye5zvm4s8E1MsK8nVl8/NHmdGAqyteAfym3Z4yNjroeEe2IcbAowG3PG1wGD4SdWRC6L6NiiZ96yuhVrivorC9wE8IBQCbQDjiB9puD/2Zhr7AZbpvcPrhtoK5sPlbCZs0+5MLGvrPmzOsofxZYDzyrvUyvAgeBZ9Cf83y+cJvlcnrq5rbFbcZDhX2Pp0WQK5z3k9vUNYrxPkszuQxiDsK2PJTPO277nMoJ1EfQasrhNsvtzUO5XoT8mI98TtTSa339ELK34PMU5VcKW4cteqhHF7X0C8oX+sZJXLkIG/4Sa9VRylP70Rw5i55Xn0faeOinGukJNNNWTSEYy34ou7wOfZpDr2Z3oq1qZQP0ifaFXqulFko1U9UNGHdi+9UN0r0i/DtaF2y3mccph3fef5v+fwPpQ3UDjUH4W7XaMNCfJXxO6GdZO8DhoUivAOYB8bYE9rQNm6k+iAI1ol+AyYqLuqgu6oTNvrvSGGseUUukD9LSxbo7HG3ksrMsWa5myXpjWqxEURFvS/oQNgHw+kGneNnRdTZX15Y81GOvdSm3Q8um8q319xZrbatDjQNANd8b+Pos9ges0cAA016NL2rtcz+NBB3gsc/r7dT4t5d9HoJ9tq5rl3Up31v4+u6Zp3xuePrP10e+xvE1kq9zfA3w8Nel18ozvj89JdbhQ1Rgze2VQBlwN/IisW/tNddh4yza+k6rpmK9OxXL+6lY20N36HfRA9o+ugP9/rx2Tx1ulFv7aUfPXsr1hH2x3LOPqukUJtaznTRErDdbKVbso5CN75/a8/SN1p2CrXXlLJ+HfA6CZ6DYb7ZD7l+NXyD7KvkHGs/TlWn0pMhbKNb1r5Qjxn/4nigvpyliLzpmnFTSaa4ou9oYpiViv3yF7q+tj/OA8jQuvx7KbMoZyLdb7Pn3etZjPva2PcZR22CsE0fponIWa9h4elbdA8p1UCbscYAou88YI+oab3ypRtOtggcQZeYaH1v6EOuNyBss4m8IXaBO6OAV4U9UQ69lzEevpnz9DPir6RjmHdKA3bSMy4L5+KHYr3+Bf1SNvTEL/sFPNEvY/ynjIOZZs9p9OABr/iXjXay9OeDtae3V/YRvgfkj/A3YiB7C91jjiJpADyll9A7SS/XZsMn19AhkGID5e4tyJ2VrZxHebByz1u3B8h7UeR/dL/yTWj/BcOh7jHdhP6a/wGXgfgqXZwXlyzsoBX261ScBfamg54mMO4AngKUWnvCClUYjzTjDScuIk5fSRdCT0mieLn+KMF/7S5WXsK4/Q43lF433lTH0ovItDZISqa/clw4r31FfVaYXEa9QWlO5/B34/kObIVdf1ZcSpUTjVzmUopRvaJqSb3yAPq9UKihZNjCfwylAedL4CeUq1Cpar440Lim3U1+ggkNKxnz0odXaI9SXt8frB9ai/jAOZabxmyjnBSGrB1zmNV4yP0lt5fsoRsj7JGV5y8tlrZVzN73EZfwj+YQcvF6UEzyf0EDo6TjQ0qQ1/b1o6N/AcS/Kx+E498H5vqBVwq6HY+2bAZ9lM5Wizp+JroDv6mLwwVO7uhJpQxHuCnRAuAXS7gJ9HHz/Rng80t8F3kRauhJBadY6tR7xGuQfAy0DnQieIFDwXtlCdPkHE1cTEE8DnADs6YqM9EdAU0xa8xXK9QLtaeZdqUCZXcABC6Fm2pVMoC/KLEBaFnAz4sXAeG7bv/dr/sf0T/azv0u99q9LHHX3pL9NPeP5F7Tu3uUZ/7+iXj7o9dTSg6cfXnvpDfdMD4UpdvcG1ubOWKOixbrM10asx2I9sqjwA/i6WAzfuZheBeC/kx9fi8V6iLWYr4dYfyeKvf4y5Cmm0R65+FoCu6qSc4wqrAN8ze2t3U4T+d7Aw3zdFnQfrfLyXbK128AzmIYLn/lL8kW4G/aNe7AuO4Sv8ivOmDOEf5IDdPL4HzzM9zy9F82Hrlp5/GK9K8bjM+jpHJfTuCD2F9Pv6MP3XOkLnK/LKBD8j1jnyIvYc3aKM8Y2nJfN9dnyj+HvnSSnkkwRSrLxkXX+HiFfwt7N/ZjzxgVx1rxMbuUVyIgzvm8Z5ftAlzb0x2cwDdWbof93U45vF+6ziDg/d432jC/GZsof+DTcR9O9fDXR57q2KeRLNqr5PuPdrqecrSf2lfmkXTs/3HiOWbYWU9fm/vS8Udf2rvl3F6GLh5RVxm6llfFSra8J21H94SP40z88Oq4ri6ct6OWWP5uTnjkCPCHsht8rmHcL8EvhA5lp/I5hIOxgtPCj4AuoQ+EPLIWtlhm9rXsHl/KWGNNlyrv0nOUrDLb84W7ABLmbuM/wlR7A+bIzzt57qY/wCUz0whhEi761M+8DtPeBV2iu1hD+W6TxvhfOQmcOrjdgqbIZc2+z8NsOSY8aDoEy+B49jMWgLsmcL92U/5g+Gvg+0YQfbryrTKJXhO6WwEYx/sBhRaK3gKcAf/Snu9DVRbSxFPXwPmJuy+nGEJQ/La8Qss5SJPiHErWEXc7U58Jel8J2HsSceIpWaFuAkzRJS4LP3Rs+UxaNUuZTLzmFZnCwRcabUirNAFI45I40Q5lC78s30xx+p8Xvujz3BabfzZZzyDr9DHxh3VFxzORA3kem382CgSiM0RrooANoNSjmKpsI+rOFF7yggQdlaQ3G6m02GTJdoklyO7qdtyMH0rK6AO8IE8ZLoNv43YZyG2zgemTUBcpymlgXSOe0ZV1Y6U3rAumcptcF0tP/QI4/4/szOf4sPaYukB7zP5Djz+p11gXSnTeQL7sukJ79X8jxZ3qOrgukR99Ajr51gfS+deXAXtcPmAE/ag3o61ivWoNOB4X/ZcCnM15DGD4dcR9zrMlj3Hft3Sr+nhXNRrgt6kB6zZfAecT/AUwD0hE/B5wBTgIT4INdRnoAwvnAL8AbwHiT14D/XxMF5ADjAFRfMxmAf1oTapVvBIqzQ80KYAfiqwH4pzUlVnu8/CdAF8QP8BfIEOZrMdo0jgL3mrLXvAR8hnAMyg9B+FvgayvfQs3TwOfItyPeHuB6yQUigRCAy34BVAeaImwAOL/UNEZ8ALDX9JFr3rTuRX34nbhyP/aY7dRDvUpn9R9pBad8rRVn2HHGca+9ivvkTRHOkfcYP2ky3a2kUj9tMh2An3FY72X8ivW7kTqMdoLnAPamUOXfxjm+hwlEw384iv3zC1qrPEfF8JGmyQ/AZ0Ebyo+Uxv0Xvu/y9uRqrPXV1FrcZ/KzrnkmLPUdRpVaF5yFlmId3Ufp+l7saaPhOw829mMdPq6PRfwO7LMzyabplGYro1v0I8iPphClsXFVe57la4msYe3+14O+gR+33EN9wuDvfIz0NTQD+08ub09P53tnzQFP28LXkmg21tg+0GcBcA/GE5Rw9rjCzwrijC727zLzfGvdh15QB8EfXE0d+DlenKUtX1Gz0zHlK5yHL0M/j1FP2w84o2dTP/UQvaY8SP/wuge9yPdI7RLO9jhPe3xI7YTYL50eyv0Nj1+q9sBcfona8bsCcV7fh329mtp7/NPaOvg9As7y/A64rl/j8aNq/RvLV61tw9Ofk/AhsH/W9t+iv/M3dmPO48zP7yeEb16XWjLx+wl+R+DxZ/UPabh+D+hHLFw7QJvUaBaOdjfZfI2P9QeMd219obc7qafw17BHax3pos9a4mcznBENzC8KMc/7hHNaTTkozmEGz8P5zvgCaW7Qq0i/yn1vAPPX+IUfQ5H3nnnWq4FfXjMGOIX0ruZcruFvfiaJtz/JeBnxtWbdNAnItHCLBZxbhZ+a6XX36PHl61KPX8/1OLMOnV4n3u7vnuX4HObPiv7s7tKLJoO2uHanaaSbMP1Zjx9dl1r3mJdMSooVH2HRFtzWhB3XoXXv5f/snv4Gfmyu54wi6HX+tXGpDh1a+7zhL6jlf6+wKPd1sYYa/H7nXtC/fYbkz/f4faKH/v5e1Tob1lLLL6/7fOEa5WekFeYzO+G/m887+DOHG6D22dTPNBV47hplQRzcv/8jaM1pFrBOf5WKgMUeKu5ObwDtMZR7jNbZ7FQELPaiNRx1nwXWhcxoFrBOeZyKgMVetEbgj58bztFWot2VaBf8wGJ9P+Tdj3Lc/78BtPmij4tt00QfP+d74Q2xlqZx2J5CO0+hzGG0c1jQYxwevXv06NGL17NPU2ZP+1a9/6/jaJ63/xx/NS7/q37fSHZvwC95XDynN+lO8ez2Opm53iD3fFqofQW7/5kW6rfBZ+HPCGrPLyzoBrYk7t/l0bRQ3k8rwP+BCeiqrh3wu34OK24+V4Bv9BXa7E1j+TzgzzRMsOA/0o+OdmB/Y/XxoGtRhj+PMM9kOzBX/2G9O/CGtfa18tlKBVgLdIT5s+aZNrdxTiHjiLKHxlj+3lDzjtNwmedp/nxfPCvJ1QbSTHmV8bHWE2fRRvAd1tFoDvSvuYUcC32BZyD3cWAlsATxk5BpgQmK4ZDbGjuBHch/29rnJpo+t/CRL1tIs9K53+3iqH32uwOyJGNf5s/NfxY+3GzlI8j2Ec6834DCX4D8NVjHUvnzFvkLaiWeJeyw3gMw9xH+jJ/PlRbi+fkqGobwPJH/Ivj48wKc++UNtNB6/jJP/ZiiBI/nXQa+TiZTM/knGqOcM74VzxVw9lf4swrUoSXSIe4XKSFUpH5KRfIVnGmv0CLFD/SYCaULfcjTWTniEt2pBIHmI30l6K+Cf5lSBJ7LwEsIpyGtP51F2QPqWKynjehp4C2cpzcpp2iTPABn/gH0DM7UmzikUnoYGCTn0kJ2OyXLAej3G+DpDNwJnlTgTnodqJSHUSb7GmfzFHoWWAW+Z+VkOijfTT3lsThTR9BmeTz4zwGtjKOoT5VSiYG3Dfhul8caR8CTi/Zl8CSDZ6IWQdHqEnpRC6VBahNqrDalzeou6qvmUYWWgH38ZRqEsX0WeIqDv8eAM347+OiLoF8y32kwKX8vXeKv9KAExkC8q8NwOqIN5ps84v0M2Dz2/L7qWeOyPohK9efh02Gttp7/bUH9CzE+2bCjr1FHMup2qq3oEGpC1TWnzfMa+XF7wxx92HMHyil/ZsZtx/LJCsHTXQ4lfv5aat1rzYRNf6JHGv9C/bADoyV8gZc5xLOmMuOUdVd5Ub6J7lG6GZ/qjYzT1v1VN/F8a7u4R3Jcq49U9T1ymfeo4K9918a4gHr5uzRt5BjxLs5y8W4Nr998f8dzrzbdvFODT7EZc5bvCcXGZ9KjRoa4Q0s2DsF2imEH24DJ8j3CZgaxTTSVbTL2cruBrfCxHgFMsDBCSjJqQAcCdilP2NR04Am5M8p0prvlKTiD3UlV/E136QS1YJuNA7Ct22ErY+QZsKMUcgMvwW56Sasoj0Pm9BtqJTtoC3TaDZgC+AJ8zX4Udh4Hm+6CelNhWx8gfJP5TpR4PyWFjxP4/P5qb/srn+Cv9vC/4pc/p0chiwJM4M+VLd/Yx/NcHms19ylhk+J+MRT5qy0fq49ivs8k3qtSzhg/4jx88He+WzTdI975sM5d0M8wYDWAc7yxD4gHYq1zREf+rAzzJ1ZhFGGtfRGovxGoZj3T7SL8uzKjl5d/7vG3O1o2NU2ZSPnykzjXPc/PreIsw+9LDgLrAZxvaj4Wvvt+MQ+HgmJm1nyAPH4m2gPsBjaa9xk1+83nbWLN5+kvWL72rFqfdSthLhrjtRSkH6VltiH0rfYZLcUYH5Sb0TrY0wfAJf5OCwf2mH7mO0b0b/TlTtRVBrnXKWtptjyTJioPka+Si34vpIbKcOqsPEIblI5C9wuVx6gA9AH5VXFOHATwfYW/u1es8Hf3utLbivXunroW58srsLuPKN+nOxWo79B6OdT4WX3afFYu5m174wdlCt0qTTfnoZSDPeIkxaE89/tncX6eJ+znPWOP8j3a30cLlB+xxizA/G0F/d1MC9RgGoKyQ+T3qIPyC3ha0xAtTtzLD1F7w54Xof1clLuIvNk4KzdBn8/SSmUJVWn96XVljfGe8gJkamV8qR003tS2wvdrjXNLTwpSFqPMj+hLQ9gal+GPwGXi8niBy+MNjyx1IeTwBpejbt0A76foN2Sp2xaH0MPNFi/04dGJF1Qhx7Hr9eQN61mGCYLOvOXkuvOA69AbTbC2cZ16ULdPFriuvSH66gF0Xwv0m4+D0L9n3MPQz/eMrea4G1+KPkIu3ifRl1nGVs+Yw1/QhNw45/OxV5qTDXLdhXbuU/l92xrjGXUyPacOxVzn9XP9WfoSfYU8PE/UzWXj+fx9DC7DAegYffboletSb23s07OhrxLUPRtlBqGtK2iX1/0d4h75vzDW8rq05canymDK8OhalNlk7BPyW/2qlZ2PP9cp6lRXYZ7AVlUd/Ltgu2/Azj8U77e8pFUgbTvwDtK+4ONkvCOP4uuVeId1GuALRGDO8+cNYQB/73Q84ASigX1AJfCWmLt/F3yO/11gLbgOWBP+CnwN+Ctgjs7xjos1Y7qxSNbhk1fzMHytv6iDr0u1/sANgDXrJ8+aVbcNKcdYAayTH6cxsI3eYi3zxhHKFPPFms/Q9Vxguen/Y53le8dv4rndS8rHdFzc352y9pmTtBlrYib2ogBbDHz7M8a7/N5Ge8a4YIsyPtSDjGOCD768bT78frvxru0trLWXsReZ94D91DLrHqmMkqW74X8bOKNvpVsUJ+WoIbDzU4gH4RyQZTxgvtfEwrCv5Ksr4B9Fwpbh9/OzA1tkJMnJLAKyzOd7n3ifbi9lC1/P6/0c/q6K9X7Pl+p5/vffqL/6K72vfkUb1Z20B3vfYLUX5s1eytGHQL5zNEOdCttdj3PY01SAtnerq+m8GkHjwXuX+iXKXaL+WguU/Y1eVI9jnr5A69S3UXYFHdfegV8bSxO1dujP27RD/RFtTcE5bz7iv9F6nAsKtG9psxZtfKoNole15TRD6sxa8fd52QyKZyeoSLKzcfDVHlKasUF6DHy/rw1DHY1zze3wJ79F/Cf4pMux9/FzcBrspj/NhQ6YlEmkO8T7lHOhx8eF/7kec/hb0E+RdppKpW6GU/iTkcYOni/HGtvQxuPKfOOiOJvxPPAh7RFeJ3xpl/wgDRbxM8b9yucYn7VUqEWL9+JL5WjqaVNoAgf6t83nMJV6w7dM+MQJingP3milVBshvnOMMbYz8KuOGHlqHHx3yz/SG9AaPYVsaluapA8DCmmSGk+TtOPURnuKxkkTyMU+pmJpNItjZ1hLjw+kHaGL6lu0QpkHP2getVR64jzZk0LUQEoFfPkezW3eZ6NxRquhoT4zjG/0cTTU9r1xRo+mofoupBf+nqL+pyH3kD+749T86GucAb+w7jhzdD8aqQ6hTroPbOIRmuO7kCptPvxO0riMsVqCfjTSWhtr9RX0JcIvaPcIH2SGfpoqtTY0C+FyeTv8lnhqr8Ybl2DbbeFHPuvxs5RX0N9h5HPtjpO/w28sUdYav8mfA1uokbzFOKtMNc4ATyrLMObL6DbpFfpU64E1ooRybNOol9YB4x5J6VoqbFGB3przv0Vsvf9A5IN59r1SRaNgQwuBrspJJqF/t2kL0PZN4rwueNRRKHsX3Qt9fKnk0VotBHq+ItYK7j9FWc8rBut9KFq7l7qofYxHYTNd1C00RXkT8/AE6BZQKw4ZGqI/36J8A/7OAagv4petO9xg9Ps21BkPOZbx5w04s2Zpbekh2NVv4DuvtKcwrYuxEvEa/l6nrQktE8+wvsQeuYLWqFG0CeeyB9GfANT1PV9fsG785nMHzoFnyVfcUyhUhLavqvkUZP1dirnyKZqC/vtJlzEvhuNc9x/zfQZlBXzuFWJdXai/TnP4/QQHH3MOpRxnXZ0KpP9QujIHiMIZYh6Fwpddo91Ca/j7CYr5fkQ3tP0YkIsz7pP8vVI10VilfGrMVg7jrLij5gU1vMYN+qhyKzWAXLOlH1FvKeoYTIvkRXRQq8Y8GEsD0P4C/aj5fib3H8znCMYV6y/RjPnvwY7Xox71qEc96lGPetSjHvWoRz3qUY961KMe9ahHPepRj3rUox71qEc96lGPetSjHvWoRz3qUY961KMe9ahHPepRj3rUox7/34Px/4GGfqJUmkAqSRRIiTSYSE2ThpOCuGz+K2FGLP8/Z3//SfOngXIB/0rJFEl2OV/OQ112Oa9Si7S32y73RwsuuV9F546uKrlfZWDjDqA5lf7BnPapTOwoaEW3jiKa1cuM5ohoRYFJRnecxzMjIswywSEm9WvQoWFaY7kPzQV+AGTqjt9+wGOAASjU0MqX5FsrWQt74etyNuLZ6JlL7lWZkdFh7i65F60GPgdkkdpOCNWrMinJpIntTRoba9IWLdGwP9i7A3OBw1ZxVRT3adQhMS1K7o2s3mjnMfzuAg4DnwM/ACrk6k2JQD+gEFhdm/q5KOWSe1e26sLb6211uHelX2CHnLRAuScq7okCPSEu/2Uo0hPV9hTFelb6BHYI3mrslo5XuNI6mIHOqSLwWWVqWoejaU2kz1ConXScXEAOUAi8B5wAzgM6EX5LgecAN2pQOpWmtZDeQblS6W0+piLsEuF2ItxOhB0i7LB41hEDpqHMP1HTP0mS/ulqOfyEdkKXdmm7dGmjtlGXVmurdamf1k+XGmoNrbSGacPkdCgoHQpKRy/TxVCmQ+PpNBzYCOwGDECjRBjfXECihvi1AzylO9APeIz/Q/PALsBGG/HLBJ+HZ7hV2gA0CpSSEEsSdSWBJwmKSYKmeRoTud2BfjxN7o1vupwudcI3Gd8kKQlaPlgRdZNQ9zuewAFPYL8n8DYPVBm7Kyc2TRX0TNMknsGGVCDAE+ZYdJpFCy3a1qQV8Td1FKSjSTqYpL1J2pkk0STxJmllkjiTRJkkzCShJmlskhCTNDJJsEkamMTfJH6cVMZbwsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsSawsRaGoriFKMQnWSvwhgIcsAk+03ytssPdGJ0qv0Mj7MhLjvoHGAaUAi0BeKBWCCK88jdKx5tBdKt0uG0D0/zkW+mycBc4DFAkTtXOqLsdqxHKTDbFBhqCkw3BWa7Gr8bgV2AXJsnyUmbUe9j3VPRfpPNEOVXIUqlkJBtMMlgkwwySYSrL+gl4FvgA2A6MAm4DbgVyABuBpKAToyCT/D/ZC14CpvHSpnMGPkwCVMgLAwrd3CQzbVdCkXIR3q4Ylwj1L+pIu4O9IC9RnEKIzurZMMFddM4QTdQLGsJWgY6GHRNRfwqFFsN6wNZCQsDGV0RFwkyqiLOATKyIq4dSFFFXBrXc0XsKnuaD7uNYm28wsEUz1aADqqIfxjZA02SWxGfAWI3a2heEbfUnubHImmctAG8ERQraBOKlzZU2C/FVimswv5bbJW0YbP91/h+9m/jq2xss/1M/Ex7dVyVxFwN7UfbHrJ/EHXIvjcu0f7GOHC6/Oy7xx2y7wR7ebSoYEU8tI3k5fEp9sfjYQxtkYz4dBSdFr/BPgVVobnJdsE9KaqKrUDuxNil9tHx99kLYxHfbB8eH2+/rW0Va1lhH4BmwHgrYoM327PReC+r4VviE+yZaDyDy1lhT4sTNbpQA3NF2G+OOmXvChk6td1uT4rvam/f9pTdGZ9lbzEOFW2xD2rg08CnU2kVc7qS9dJP9dK79dJBeulNemmiXpqgl8bopS310uZ6aaQeYgu2BdoCbP42X5vNptkUm2QjW0iVccLVGls/hWiBnGgK/1VEOFAi8d+W81+SmE2i3hTsbiRnS9m56e6UhOwq3Rjg7pSQ7bblDMkrZ+zRfJ7q3j2Sskc43BdznVXMt3+BW3WmM3dwNmUPTA93Sw9VMRqYByvnBR6M4P+n61ZirMmDiyMsmp+fkbcNa3QoseJ8Cp3WPbx7cLegzj0y/+Cn0PpNuPYJ9wonZOfM3ArzWF+p25N1RHMRLeXRUh4Nj3Qvy87Nc5dF5rs78IARmZ/tfjjXMTRvqxQuhWZlbpXCOMnP26pUSuFZA3i6UpmZn5+NIRZ82N3CwUfRnIAvwEYOzkeOAJvgkzaYfHYpjPPFcQK+8HVkF3z28HWCT2Gcr3ycIyuz3OEQPE6icYJnnJO8eLay4RQNruhok+s5NpxzseHO5ziXO0FUFBsLlraxgoU1o1hRUSxrJliSrrFEWSzDa1mGC5ZF11jiTRa5zMMil4El4X/wGZ2eNS43nWXn5JXbKD0/Y6hJQwOndBOW0aBJt3UR2+gD+Sz5JeS7fZ3pbj8nNv7u4QmBqSxxGApUzGVsWL4I/cBDmr9bA5sO8Bq6RoXfG8H/pfb1ogZ/JDewstqktUnjWbB5nhXA/9NiKyv83q5REdvYeisrEMlBaPePulBcPDWh2DvhD7n+3ofCs8Zlmn/CLaD6ewSmFk/ln+KsTPyZStnu+Nxsd0r/grxyXc9yuwoz85HW1pMmyyKt3McHtCgzv9j6JEy9ZyoagrZc7V3wGlxwGVzwF1xwFlzwFFxwE1zYwF3YvV3Yul3Yt13YtF3YsZ9L8xX+3HPCn1stwquxfXZkLngVLrgULmzoLuzmLrgJLuzOLvgXLmzrLjgYrvhIeNCx4ieq43VKEoJ5ffIpAT3mGVNBzKx7ElixJ7n2M5U8Skv4P1NeKEkNCmVuZHN0cmVhbQplbmRvYmoKMzMgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyOTE4Pj5zdHJlYW0NCnic7VtLiyS5Eb73r6jzQmWn3hIMBdXVWwffFg/YYHwae2+2We//B4ekCClCqarKfqw9mGVhsyullBSvLz6FNM+XP4bDt1+f1kP+79dvT8/XePBL8oevPz+9fH1ybnH+4FxcjIJ3f3v6y5d11e50VOxp0ulo8297Uh6eqznp/JqaV3iuvL+v/bGfsieXH6E84KXJfdMpwsPp+lDlYQN/iZ/jSxvp8zI3vryUwVwd2sX68lpeQlvu6V7hz7oC6+ujNoTEp741mUG52fc4G82dTlozSaCP8389fP3D049fn34hBduwGFC6Un6xh2NYfDz8++9Pf/rh6Z/MClaVTmQFnNUZkkr3WUkUe7JCMLNbML3PCM4LTYRqYdItKsTMhqldrBM2qdP3QTU+QiSV/QRKU0Et0TatRbcYnbUGSiKtPV8T9+P8RZqpsDiiS90HLijBFZ/42tUHvY0zX41F2SCfq2qqonA3qbMZ0ooYkib2bVJwJM1aQH8Ox+8e9BNGrCFJPWgDvMdpv6ymS5pOoQ4RhCX5S39KVaYazOHkcXLbW2HRk3GwDygpoES2KimJccmKHGOO3qyLAuulRdu22sGNMIQoonx1atv08HxVaxtRr4uOAGY4lpi3+4TJk7ZOSpOnFUN5VDh6o6OHZy6qMLLgz8vJretGMiOnILB7RTBk6/KpaGBdbGwaiFWHJiJkgmq1ZnNUe7vVLSsTFlxMF2utVVNoJsBdX/3pSD5eesFaYtVkWZKtlqLmkMjIgfkFgHeoaijf0NjNB5rRu3EGa4fR2olDj0XrvpxiDz80jME1UFCex3QwMbRdczjcsPQwoLsU1WkUhEUzqM4wXAwCHChOO3ZOHN2B4J6tI/uBmnVHy3q1+K1hyQrgcyJYuXukAyCALeo2enGg7Zin7iPFGlPHVEXAZGgQ9oxir1190NtIWlDVbnUt9S1oylRQwSA9pq4xm06YBA1zGlInLmmtGpd9OgiWJdC4uMCxVdNSyPu0ylEFGuj0BTw4dmGYA3MZ2fpVXyL+osmFxCQMwIQPG3senSp/wv+Tbk7gihWB+ZSHqvoEPpRYI73Fn6Y+MGTVpUlqtc2eLo3dEjiL5J7Ad8F+DfMHuI85nCCgfsMxoDtlyqlbGORzXBIJy9HdcUnC6UK9vHLZN2wMiwaVqZCXBCjMSYRMrfSBIBEEiNVqTQktt3qlOHfxEJOgiDyrAr4CRAaRXzKXPin1F5OOnAjSEKzbxrjo4mQq00i16Dzqzz/AtMEuqy0kX5v8lw8wKVAoA1wThP/2j6fnPyt1eP1XWWQy2Uist/dLZk9r2QbUzrp2HnRUqaqNgHaJbxj8xJVV2waIZ8Y6V8E5q1Bf6wOdDZKzZ4BIP7H1ci0YbNTJ8xFrJjOaGl33dHrpRZbDRhoWW3FFfRzeR1eaAMvNzgwJPGyHJZFw8cYJWbgCSnPeOFk2Ye1uglCIeW1juqoQx1v1TCG4LFqkk4JMl07jswxEPGZMQRZ4ueWsJBBzSjXME/uFUHIWQbQJHtiAzmiOkcBDeIQ8pg0W5WAiRdqkC/v6fED67nOk2Q5faRE+mkgk+NvHfWuuZWshrezLtdakjGfrYMK2ZHw2jUXab+KolKmcF7uHfXrZjMJBUYHvOr7XuMi8/oKZPE2z/rn+fKmPGjMr+jvxhnOb9+i9LsgvWEaNg/TjyXjH0l9JxBZShct76JhxG/bQRvPKA3YCVI/Gf3iXkVhw9k0GFgUE2OCWS/PGTlgE8PQNCTfwsB8ZoZXlHJFHOTTksgHYbiP+x31aO4Kk2679G3Ji7p3G6cIayyb8poemhw6KRkGXbB56JtLa4ktsa943U9ozkYpaRDLGDvLn8TseQtEsA0HFldyIIAf9TYmgrMgbEWQrz/o/iCB34jRgRwAB+A3ivyuC3PcaQSFkiiwjaPAy8yAMHnVXLizv8uXgNuTGOMHGqgeiaxEba9wscHccHKGVFJmHdeaGxeFhbyncupUUJ3vUnSVFQU3fG021+HU3nHaFyBhXI2WmOpvUFQss4nsYUBaSubbC7BVkH9l98K6d3qK8lSWqR14peLQPsVT2pKsV3egehgOVpsAdfp4Fhf6vVQe+FzL+m5PmoVzKkxns9/MW3/pcVz76bNJb1ZD6gYqljkEWl7UlCj1ZG2HxwM4UHu7iGLDcyj454yiXue92XUfH9B24mshbBuV9gPOb5LCYFD7Eqmhv8Ij3f5xV7d1guDWUjJKPl3oF34v6TkM0UUigsgUVbkT5Zay7yC+x7BJLm3fT8kTNLfjhppJyq5TkvtysnPRS0g2+kw1O8Ke0yrzv1qlT65Y3WetAg6Qz9sME0yHGCsTCLtJdAbDU9vOOW7xu/Sm7/Mkxtol2SeD3LtyHDuwd0hIcL2nOy4FeHN7PqYkVhABdjRWiEwMlwlOZy4PtR0H8ePUXQBTNhSsV20E6UbGl/hvxZlBl7awjIpaVyzXMKlTPkHZ2l1lS2BRB0IYzp1KvMi3oNTTJbSyl+3uWLd2lPI/q4xzPwYkFsSI+ejd/jK/X1+b0o0ONFtB5Z7+xAPGEkZbMs4WbNQ4JmAwg6IgMMLrs8HoyMW0Sira5ECHzybsOj2o+wU798EjpkrB6CvE8H7RhGgUUow2te1kqox0m+JKt/XprA23CKm5uPD7Yal4SOHVvECF3QV7UpCmaEjEQQev3bn31bOGcEkuvYLNOnOUmdxXarOFXdTmr6E2jVaxvjDwvQszV9NqwUlwgaQoXlf1PgXG+u9oN4wSEY8wnzD7rcKBWNht442SIW4xq10ifLB4zO80JPbHPt2J5uynyRYA53da4j+aTWwXGlIM9Wav4QKibeahvdopH51LxRrUu+vdCxP+6EDE5uxtKDy7iefFbSw8E6pCnjIOtQr7UaEMuYwBvgP9zzsTAkr7Q5Sj+9/LBd10+oDO3WdZDQ9p1id2QgtQo0/pPb8hlCJ5wpwE78zUtx34KEkvWDBSGpvos41lNrz0UuN3E8WCb2nLHIhC/ygEGexFaTxchFy9fwrjcn3CZJDZt4ea+I2kmXhW7yK2gyGHUFWUZF086G0wQuB7GlHk5cbmpdep8Xa9cg4MNZgYebIlzYRAPq+0i8qQ5LOTSCrSTrfgg/cDehpFuqPf23NMTDdZVGALWqb6MFm6ufBFo8/alDGpAPL0h/3wIqi0Mqhucg+CWfoZR6B0aFV4mL+0ZTOhEDVe5cFl2ocCajqRfmpaHyBMuMgZ/h94bq9yCAA5403l5fLK8ZCeLeOEk854Wdeh5duryDWwHx7BjyOcH8JYtqJHWBgIsY0gubhqEc/x8GShxc4tI/pXY8HaWDoaIuqloN1n9bkWjQ5LezvP0pCaa7oIlIRePGxwWODqvJ8wLkd6kfC95k3st/cOArT2IBkgLEKtIYvWCP7Si1PTLwU/Q2i+zYBecqnG0q6RC5zr0Fr+YJo7emnK+UTbHtPNtQMDjexqc/p5AA/zekwgXq9O23wtfRZM1kN3nfJfPZyk0yK+VkNHulbF+OL809vgQfljqw4xanX5W3747/Dt0bwbAHyjUWSDceRig5ISrMJF0+SG3b6oKIh+IGv+ca41ISWpNMwAlYycxUp9tZ7ztSQt24o5vuHUYNt0bzHM0bjCvxAHFnqqMRPm3ZKE9QTZ1LAHyBH47DnJQG1t93wXOt2gjp4ZeDbNpzfBncyEs30RXay0xe7w07uvVHeUWl489VP2XFP1SOX3fOqzy0nm+Yh7L8AGaU27YtuLHm9Y15ttb+W6NgmZf7sBP2l095d20l20mq3Tmap+Ph/xPJFih353xGtYZsQB/U5kLyym2ltgdnsioFesAHus35/psX+F7cHm0/FHx6gt93+qlkMax5Kpjjduj7d9r6KY/cTHRGPKA/wDfEoywDQplbmRzdHJlYW0KZW5kb2JqCjI3IDAgb2JqCjw8L0JpdHNQZXJDb21wb25lbnQgOC9Db2xvclNwYWNlIDYgMCBSL0RlY29kZVBhcm1zPDwvUXVhbGl0eSA4MD4+L0ZpbHRlci9EQ1REZWNvZGUvSGVpZ2h0IDM4L0xlbmd0aCAyNDAwL1N1YnR5cGUvSW1hZ2UvVHlwZS9YT2JqZWN0L1dpZHRoIDEyMj4+c3RyZWFtDQr/2P/bAEMABgQFBgUEBgYFBgcHBggKEAoKCQkKFA4PDBAXFBgYFxQWFhodJR8aGyMcFhYgLCAjJicpKikZHy0wLSgwJSgpKP/bAEMBBwcHCggKEwoKEygaFhooKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKP/AABEIACYAegMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APqmiiigAozWL4x8R2XhTw7eaxqRbyLdRhE+9IxOFVfckj6dTwK8xuPGXxKGhv4jfSPDunaOF8xLe+mZJmQ8j5iwGSOmdpPpQa06Mpq6/E9oorwu7/aEsRo0U1loV3Jf4xMskgWCFznjeAS3QkDaOPxqS/ufjNrOk/b7OHT9KjdN62cIUXBUjIz5m7B9sqfYdKVzT6pUXx2j6sujxtr3n/FRfti40KMNp/7lP3RxJ14+b7o65r0H4eald6x4I0TUdRkEt3c2qSyuFC7mI5OBwK+XfDumat4g0jx1qdzrd/aT2VuJ76DDD7a37z5JQGHQqRgg/ePFevfBrwLdQWPh3xG/iXVJbZrfzRpjO3kDchAXG7GATkcdQKEzoxFCnCD1Sat08tvnuezUVxEXiHUbe78QXd3HcS6fYSyRxqEjWJsFABvyX3fMeq4681pS+J3/ALefTLexEjR3DxSSmbAVEihkZ8BSScTYC9yOoByKszzOdHS0VxieNZTbW0h0sB7yO2ntE+0gh455VjUudvyMC6kgbhg8FiDSf8JvIbqO1j0e5nuUZlukt98ojxM0WUKoQ3KM3zbOB68A5WLnidpRXPaH4mTVNau7BYAEjQyw3CF2SZA5UkFkUdcfdLDnrWBceOLmO6s7x7Jl025s5JbeJH8x52a4t4oiwC7kOZeQN3DdyMUcrHzo9AorO0DUZNU05biezms5d7I0Uqsp+ViNw3KpKnGQSoOD0FaNIrcKKK4TX9U1LxG15YeGJJ4NMtg632qW4BlkZc7oLXPBk42mToh4GWB2hUY8xwf7SHiOxvtHj0XTXe8vNPvEur4Qxl4rdNroqysOFJZ1AX88cZ3dA+HsPi1LXxF441s+I2mUSwQQOY7KFT2VRgn6nGf4gTXQaGfCun+HG0fTbCI2Etu0ksPlllnQg73dmGX5G0k8+1cBc+A/BChzaal4ktdJnUzSWsVxthKnOOGUs24DjknHvxRys6Y4mmocily267/8N/WpB8VNZ8PXuiaDd+GhBLoWg64kd9BawFIl7ggABWUhSARkHePWveLe7t7myjvLeeKS0kQSpMrAoyEZ3A9MY71xVtF4ZsPCM+jWekRnRfNa2aF/uy/uvNaRicsflUnPLZA6duI/4V/4Jhdo1v8AxMdKMjs9iLgrblVyWbBAZ1AHJUkjIzyRRZkSq0ZxUW2rX873/Uw9Kv7TVIPjZfacVazngDxsvRx++G8ezEFvxr2L4S/8kz8Nf9eUf8q57SvDHhC2/t3T7EXtsmvEWNxCCFWIopBSMY4278E8jLLzzW94W1XSNL0mPSNNF21vp9uPKMi7i0QjDqxOABuGcZx05wSBQkx18RTnHlj3X5WKetS2+naxrTv4c0P/AI8Jrq5vJZiDNBghhIFhYnO0ZHzcep4rS0O+8PxapNZ2WnCxuYb1rNGNk0fmymESMVbb3SPkk87F7Fc09UutG1Q3S6gb2Ga+sW0+VEQjZG6b2PK8FVYEkjuOCaqvdaNdXlxeJeanayPexXcboqERSGExBxuQgB4t2Q2QApPymqOG9mJMdAvrgWNpp9nHp91JZXRkSIobjLzOFKeWc8wng4zubkHrf+3eEhpwujp2LXS5WjydKlBtmwJG4MeVHRiemevIqnZWmh2+rW2nwTaiJrdIYoZPv5MTTxgn5ezO4JPU4PQEnOGjaXdW1to+oz6psiMtvG5MDlRI7RMWPljlmjY78F8kksNxyxa+R00V1oWnX076TZWsdybmO2nnS2eNGaSVQVEqoQzbnztzjdnJX5iM+DUPCJbUbiTTrJIZwqrILF2a9jmkRcqPL/eK0rKPl3Akqx+8Kjt5dJbJS5vxZSzLfx26lCgdJDJ5nK7hvaPkbsZfGAWGYLaDQI4LFori/ntY/JWx8zAEEMUqylUG0HYDAMlssRGAD0NFgv6HZ+HpdOl0uM6PGsVmrugjERiKOHIcFSAQdwOcjrWlWR4YazfT5JNOaYxTTyTkTDDBpG8w8dh84I9iK16hmq2A1ELeFbfyFijEG3b5YUbcemOmKKKBjPsNrnP2aDOQf9WOoG0H8Bx9Ka2n2TAhrS3IIIOYl6E7j29efrRRQFhzWVq0UkTW0Jjkbe6FBhmznJHc570CytQ7OLaEOx3FvLGSc5yeOuRn60UUBYVLO2TytlvCvlf6vCAbOMcenAAoSytUbclvCrfNyEAPzfe/PAz60UUBYd9mg3s/kx72wC20ZOMgfzP51GLCzGMWsAx0/drxyG9PUA/UA0UUAO+yW3mmTyIvMLBy+wZ3AYBz644zRJaW8oIlgicHOQyA9cg/+hN+Z9aKKAGyWFnJt8y1gfaCq7o1OAeCBx0NOFlag5FvDncrfcHUYwfqMDH0oooCxLHGkYxGqqPQDFOoooA//9kNCmVuZHN0cmVhbQplbmRvYmoKMjkgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA1MjI2Pj5zdHJlYW0NCnic7R3Ljty48T5f0ecALYtvEjAa6G57DrktYiABgpw22VsSOPv/QPgqqqpESuqZ8azXWBiwpiWKj2K9q1j6cP/LfPr51ydxSv9+/fnJ+snIk1Zq8s6etJ8nezoLO2l9+t+/nn7505N18+RPWprJCXsSep5mfTr7SfraQM5msrGFcJMxsYXgDWoP8Hzdg7Ni8v4kpZxESJOY4v+9BkJPs+o1mE/pX1zOh2dxsunpl1+ebl+ejJnikMb4ScXJf/nn098/zrM0l7NAVxUuZ51+64uw8Tqri0y34fEcrzNub0v72k7oi0kXly/xpkptw8XHi5HlIvJFO3yzvl5vag+v57HrzXvuzJSujS83n/PN+Cy1NJ/in2UG2pZLeeACHno0mKrrRu/X0WDscJESrSS2MfYfpy9/fvr85ekrAFi7SYW09xFxTmeX8CFuzF//9PQftAta5EawC3VUo2BVchkVlqIvmixMHV6YPLYJxhJIuLLDANsKENXrpjTRhuxJGX7pVNaL8wCynyLQhIvorBvUvJmUTFCLQAKofXiWGI/TG6EHwoyIJiw4cK8reK7XetuUC9z1PVz1GdhxfaaAqSwFo0kZTQFUSJcwsG2DRkSS6EmEn6n9Lxj0U6VYBSu1PnMTI20mdVhpuLjShSM7iW/aSyhrKsTsLrYOrpencdKdfmqbCCRXV6QLkALpF3YR85izVfMk4u6FSeo2W4ZGlYSAomxBat3g8OFZtQ7lnLjaDF2RYReUUGnM1khIQLS8T7bCuyKjgYtFGCoqYcU/7xczz6uFKToE8LpPlReiedmQATBP2jcA+AJC5SvHjJCVEo1RtttEyTGjxUYMk3mz5gKoukuR7dqCTmdA8dwqzsUXQOYp6bJR8NgF2GOH0CLyblfAkN+BvhsKtD1f9oZttuObHTDn0XVzbxe/UF/dGFXnADR55dKgs9FRWFo/2mnWobln0Mm6EETMEXQKsUVHeAOQ6cI6O3hu4sItmkfCA9FrXnc2Cmy73ljYhYhzhFYxeshTZAA6g1vJpJtEOe8wy/OFpM6hLKHKQlW5nhLotikXuOsBCqLsW5lLuRshpQpPqTR6DgvEdLhUGagQ0gA465TmAnHaZuGBeQrQb50gfyphKoB9UiSqihBYtJeIwX5ZDEJgvEY0f7FMsf6CwcmKYTGRTVjH5bv2bpJxE7xKzClKqiivFklF+De8ICYj8K7JrCOJpjmVjS+0o4pkUCKzqMq54aYl9CuLWJJ3Qs6qsHXWz71hV/75nNtE1uTW3XIZnUSu8klIr1fyBvhXlZOz2cA/YMp5G2ywicnCPkRVOk5pcx/aG2T6wP50YZUg6ZogtUJgySxxj07k3Wc9Mr4FtCuTvj4jjdsjsFAowcqBNHxPw9TO5FFttk8OIGCUSs7gWRLEa+hkiWZduX8RGU3eaMKslKMSpCoWVFZBT/Wn041Rh4/bWBc1aLGavqpTQd0rBMAKOUNZQmSymIdVzG1ghpcqzyFYWPlSJNe1Avs1MiU3Bdm2xNhsz23tCbzBVrWDjB6BSjeoYwA2VaDsWJPiVBOoezMrsgkw3vxp4eZsM6RTSfytcUkU9iIR9gILpxydYTyIE4O3b5cckNCiciNKYVlWoHxYyWARubXLilnkAyC3TV57tFXDx4UdiwIReAh3609VLrXNvVGnmEUSz4tO4ApFiEC7KVsmbuUSuiPf8BjzM324KGMuKsdkwF6XfLwyqdWA5fbeiJX7ZklgI4pnB4ZY8aDMcEujCJTFQquCiauZgK8MT1WXHppKCoo3xvFKJtV0aePULpqp2zGQ2NTcjK0dxvuYQs6mIm/U1FKYgFNPlWURLV0TBslIlU2VkyYWNJm7iOSu4qCfi86xVsgyIV0JCV7BfMcC+hkWjXmt6OmHqnoImDLGSRluqx75c5WT8ufGJKgu0Vo1Hb4qEdR8KQxBhpCARhnCnRJPpSW/RVlA557Sjgca7tGOCdm1J5SbuKxYaMeoSSObnxJLQ0kqWqmVvrLZH6EVjLUHaaWoADvEQkydEa10lqhr/4/SyiGamV2yYRnI35NmGJFQDGaKjqFo/mJSge3apxU1q4SSlFY0JYc7CAssJpnwvPdpRXNaOesoVWR2i9vmWlDNZ4PUUu2I06piG3JglEVSohkgo839G491q+oU40jd8YItCEXl8gs0TbajVLc6jBodR4QKJvsQyD4quhkKNnDZDGuy6oQ3Y3EmI7cSlbDbyirbTcqwgNICSEciYQdgN35au+iUWcGGQa4Zryt7tOsP6ZFHZBsC+XcGes1z6zHdbUZQX8GniPubG2g9eHufTMt52xAAmINYb2wGcUvqc1ncPujmi02+5p6llAjK1zYpdihIRpG94oSWqAmCE1KPIba7hSHu0SBWHpTKhqa3yakwUh6kw0baAWpdBwyId7kFDDr9LAEDj/B8oKnPt7KT1Ttl2MYyjeNenh4U4yIa35FRscUzx+S391VhX2NabvXfnasgydz7hgmgLR4wM65bKbVm386vke8R1JGm2GxOJhNhhDsiYMtBUtEKOhplQdROGlhG5s6Mtiv4wTb7wGgJ6AFswBEMBITc0xC3ZwWc8kbnQxVkzkCZGiLIyg6pqou9W5jTlZi/XB9nQUOqzWqZXZN0HxknBdYZTX/mKccscw7YVc4UYeDizL7Tm0x4y90Ok6hzAm1ogbx6xSTCeBxFiJHq5+sQgkSvMCZCVsMdhcqpRG+NCH0OFG45CuENupFUnwLNaYn4Y8xInYTiD+hig+HG+CK2CxYujK8jDK3NSvoBl5oC/b9nFYxcatbTKNtcMBfs8HvfaeVBGPcYYAoVJMNb5vSCIQMUxAykmuoMO4/Mg4EmRjXeJWrvEa/aMrRfJoQ3o/ZEBtNFjFwKjGtBuG8RzZsiOSQXB4Mo1c1lgape0xP3Jgtsar+5WIew5oEIKEj1yga4ERYYUVH9EroayHilU4ybK5gF1U1X1odeiEgFn9mMSR6mrBatUpBUUJkaxlEhlqlj5xQAgJ5dyTvjfUMj0reiySnUVGmxh++JUMjSYU1RbXJt4Sn2VvLtOM6rkOI7axAAHWEzvhsS+U3iqm3aZZXRqC2ugmWVLLIYpqX1jxz1EFF0zhqNeUjlrjTm1RRMDguuYtQLIUaMQphSQ/Rsuqtgbc0iqd5Y+ZxRpoX5izMLGsHP+vT+DKkBj1hXkYlHUueTraiqwDoguAgY+2CiB0Y1PcuVlgHpbJVoA3EeVZHM9efKCiCmb3xCdpKTU/P4CFtgMVSujUNvJFFH28zBc97njhMQ9FPP/CEACKNXjsQdSG/6cc9GZCceSaGp+BU+X5Q1XGNSUQkTOdPZb5iMysosEv4wGd/VZNyNBOaccLY5+wYgVnSa/dfJ+HqR6fW7Nf9oWijERUS2I3oWELN1qlS59h1+Vx4BMSRjcK/PcKhLl9SWg5LT0+kyO073V1F7NC+XnGdb3ZqEQZktBhXVkCRgXbRFh+zJaCKy3iyUWiU11TAHQVNLrPZ+pi2X7Ucls85JR2yZj6ZGIsVzSX/0iOS6GZJvF5vy4fHYFCOTveY6qxK/RxKwmyQQFbN0ckIkUI5oQNMjBN8/DZR+W0Lakph2LBQgknVCF/0iijDvQxEfl5DBpxLz6+exKSfrAYNxKF5TFHVdweBHRDTqLBzqS6cU7ccozDMKu1H/HksWCECWb0FhxHJlFKZ1Zkhb+UHUnmUJg1dqZbJlOL6MvAub2UjHRgtHBrPZazMz9sK3qTlaq0HctaIHjNBwqAdNwsXrxRHHwatWd7ZJErKMBXB6zp+L8xIzk3FiYrXaAr6rsKbOnVe1K2aMUqPjkLv4ELPkvHj3ZMnA3sfcUwh6uqWFLj3PUSEJRD3FftNz+xZpgtDVq1WdkV1ST8bCKRCSCmD1Ohrb+B0mCh7wuGFe2h7SLIK+U6ob1lXSZhvd+ewoGch/OWMrEKgBgiqdSDvBwiNZ6SpQ0zpgs/d1ibZUmdjWhX06RceWO8ZhJH8fR+EHT3LgN7dTA3vGpgwu63c9fPN9fCP8cjvN/Urx7c71WIxv6fxCimDOxdFl0801wgk5WbdCuC77HSFZJ5vs3ZAMBxbAddU7YvsYdkYzNeoUDDbfH3a6vC4UDqtBBpgLCZUhZiyOo3ZGKG2ylxQwSuVQ9TkfsxzExNsbMtdPYHRgu9oDzd9mQbTmWtk8h539PGrW+MB57XdglEUpmg8JmuoM7jLl2CE+Tve7NcrWxtkxIy2nozIofP9WWj1mZMmla6z5Ut3jPX0aP5oqb+WkmakWON1lP3cnQDSIN6+OxqM48zoIXSloLQDWCc4kKjDKcCZH7ZcU50BfNbixhgDKFqV2xeVIx5fzKlW6f3K7l5/OEia658Bx4jUUMvBUZrFcXkqfpXAGyVG6EesBJY8cTuzuuR2j6HFcq/r2Cb2MyC1xEjw4YjgyoFO0dALz8rwtfxCkkMX78AfkLL1uyGUZVEm/m1MZpoFclt51U2BfLZdffsyQiWvgBYZI9iMxzhWf2NZX5/SDwQMlOH58qShF1ns/499ekEoM6ueh4B/nJ1tKafe0UzTsw7eORBjqgPuRyfG2RY5RPy5HIc2G80K6MM7IZImZBqN3O3RDjr2wlOvDbr+OkbpL2O1MZI1hl987pI0PZu5lDQyzxPeyA0q5IQbat6e+PW8Hzah+C28gZzqkLeQCQMbpkUM/SuVyTn8whDdiCPcthuBcDtklL/SqkAZiCCJb19+hgJbXC26zSlHqeZkY42FJZ/ATToYsKav4SN+uJA+5aCQF3FtIctTBpiSnbixaESq5ofMxKZ/pFc/pEcFtzDp3+g86PUinZp11QCc6IFjrc7FUoXPod0SwVuUYxY8twfdov3fQkknyIe3jOW9nq6/SAHXaErYDlPJfQKPfr3iHDTou36VYH2T6g2+8nm9sZRZLO5cayulM1jB1TxqdIwMg6C3x69FqD2bl10OuOxwirxVde11QKuQUzIqkQEWSTUeieX21lLWXfVPS+xw/YZCbD0nVjmt9z7vGU/y3IlLVYwg2QnXMbbvQVS6e1813YjTUPN/dtKc9At7pMxzp0ub41R6R3yg1M8KjJ2h+B0S+lZ0rTQnTpVCxGhO5tjmBcam7cxZI6jWyu3ZSawY69MAEAHL32F7mQvYQWUsWh6bnCLr6BzdHtssfdiLHEfgMVEDOoRUD7qXB94Xs4OgZtwFw0G0FxU4oeu+MD7YMaoElpm9ALaVlMV1lX3W8dAzNaVT4Sh8qSm/9zMawwy5GpN2jNpILuRldI576Pc3C2umdgnGYsHUJhaciakOyVn6yP/Q56h2SjWDQKzBUhzSOj30Hh5+PnhOlfnK7TkV+Y7VZKDu9k5TD2K3mHO9I6eO+c8S5NJKGOKVpOZ3tI86A9o+dNsTybg/3hEnccT1HMEUxj+6XZdXYvHrRccNUeqL4Y9wqY40xY0tYJOOf7ZWy2Xe6kc10GqDYtz+SLKymlSreCUuFyllkKZks8eDZo6QpRctf5/azx6chOsk6e9ctjPP5vDgbgx21W+qKHKkH9kySDXj6GwFIOgMg/QKREtodAwTaryCyqkCdvsJjecNuFSea1nw03IBYsJtbygNxvTJADFwnByCaKlg394dCp4JlVs5zFg2AYtPm/PrkctZEiiGlzC23OnvH8udKcxEOlSFfI5omiKaTecv66ieN2dDzQcmeB5u7uWl1T4ffpM7uLn6yTuvAxOzlCfTQHdlsZnzXWbnPHWUamjy3LCSJ0YNVyusNRpETbhJE6gPLgB5/B/VtDTs2AT69OzWNYJrdM7n9hFjaU2e4XhpUcKRoNztOcOt5IQfVywkPYDlUNBGJlTvsKVwMvhxYDPpUilP2sIYzzb1igK7zPgRoGgga8RaZpBMLAHbSR8H1U5iLT5GEtDm5zswuc6nNBctReRFzyREk1pf0YGr0QNqnrB71VNX/5XwIERouz8Wqx25xKT6fo6yLzhWIbPmZp+MCdESFczISl/1Ue9+saO1HG7qd1pC/y8F3kHg1xjvIi54tS6+uy20C79pqhDJQLY6oWaSDKlFRXz4V9aovEoB2vGQGl1JS5ItBL6kESkJr4Lje+XYYKwUKkerFTFh2LSunhEH8tnZttFckSzk++qUY/JGY8lma0bfLXvdpGMDTfpEXW8LgQqvUed/9wvyjrVTx8YgG986yKs2tos4bfb6sM5H9z5exBAnOQOixx/wZwpUucI3QJnp3dYlW5eCG+WPbsAOnc77hV7Swhb6VknH8iEVPsleARejkwzFctvfTrVM5uvkBGY3FsyNl1atMvtGKSqD+LrnmAdE7lYVNYcYK6b3F96EeFJZ/bAeoGO3KVpiPXMF0mR7Fj1GmTbcHVrwGqXVAyOVqxuDgcxosYzwHdpDXzVvaOvumAjvGc8tzxGWuqKdq+XgBxvgFf8eT7KtKFNRVP4M9q93zGAubAzESoIceDLN97zv2/TEzaqhrYV2lW4+SaezMxugFevp24ZrUkOnQMI2Ye7EjnLlxvwhsOj1jU+1BMA9RlfpfgKa69i6F8xEOUnslKt0iQnTUPVlJ/LykxqqaE+yoxwYAt+VvGn6lRC7rp9B46CjyxldKeAF94uPqZ+twXIQOt0xkamID6V4bNXX9Flsge4hMNuMvB0hadzo5HiKtTsE1D0SovFhDRoeTCnMOuZtcrfGcyuDUD4/nb5unz4q7/HHq8jHN5bmOLyrcYE6Ju+j9OdUC1d5PMuXnplyHzmMXSlZPebxUD7VzKUZXZyeMYtOrw6eCgyUtaO52ANOzxa2wvP/1yelSB2Y+SZX+Sl9a11F9UC47hX/+99OHv5nTp//mWrZBFW2vNc5hVKPn/G303NaWtkkFIUW580dok22F/I/mWs+4XSs11t9grC0ZB6B956e1+kIis1q0Ml/bW/V+RI3qRD4LXKWhVW+AsFJksDUbQeb+4Csm5X0Zm8k3nIyv9Ysj5v0f3ICkmQ0KZW5kc3RyZWFtCmVuZG9iago0MSAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgMTYyL0xlbmd0aCAxMTI2L04gMjIvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KeJzFV21v2zYQ/iv82GKw+f4GFAZsZ16MNetaJ4sxQR8Um/M0OJZhKUDz73dHyY6s1e6cDusHiifyjnckn4dHCsKI5EQJYohQmnCojCBcE+kl4YJYYwlXhDMGnRxqDf8MRGcISMYo4gl3noMd4V5JIjQRDKyEgBEFgw90YTuqeOwkwkkYAlS8c2BEpIAYpILaSRIrS0BDKnDy7h0dF0+bigj6c74sEwURf8KYoUrp7fM20F+zVSgHg6i5qcKmKomU2E9vwjLPRsXnhMGvU7zvPGMwOe11X1gDcgrWu4DDR4NPoSyedotQxsHWxW62zRYBf2YWlghUBgM6AS/QNIF1EDEOECXOP4oO1ylKHpezNpl/ePgrLNBqDr2ydjaH9RWu1gCdw1wGg4ROx+NRVoYl0XGiYIi/6JmOJtejj7Mfhrs8W/emVbbOFze3vekSZpFXz71rehXKRdgss02F+mXC6zHoj5tFscw3K9rSnT09VOgXnTN6W9xtclAKRNaziTHhKHF5z4dAx9Or2XNZhcfp5o8CUYMjQONt8dP06ibbHvzSq3tiNYsDY7C7fFsVO4QbWuxDAktUwBDESyD0PpGJsC71iTE25TyRsNmxOJ9yjX3xF2vUEz6qS4P6BIsFaGKJ/5ynSkUNZROtDXFSppolFszRgZZJSxftUu0Sr1RqXNSPhTGyl9HvQQZtC/5hABj20LwvGCaaHkxARmdxOMbSNK76EHezIp5pOs621yFf/VkRy3WzzxXpCc7pZJ2tSuJNXKQRYr6nue0zALywpCeF6ltmAfGES+32RPDe9rX2TAAR0HCSrwPQv2YPNvySPYYT243d93U0ijFatw83q3UgPS7o+5Ah2ADsdAaY+I2wl0182XQ6byakuYuz/bBbhh3YvdmD5S2QcpWX1e75zXBZPIS3AJDtdh0ecersGJfDyc31dNQEOirWy68Qg72CGPocMb4QQIcW/lJW2EtIcUwHop0iLT6k3CddDJ4qYIKc2XOlwxmC9MD/hjjYhAiPaieZE5sNR+09e7CnXWOkKGPBsW1kL3EwmX3zvsQJtkxATj1vczLljDenhMB2qE29TKIOgqu4XnBsuEQanQpmkfip4PVyXk5AQPsLAY2wfS+8h1Tak9b0lVHew6nAgN+QSXXfQAqSqk09d8y8L+GpxTvb4R37PqybXg/v3tdBnieceE0mcmcJd+S7wzVxcQoSF6UgQFWNnnbSSaWGg4XrVNqIPemTo2RTswIVdQ1OrWL1TekkdTrpZJPUs6SdTABwDQcaLgje1KauGy6cxbz5OuaNgozCGWx1O+k0mJceOhlTvo150Uk3nT09k2e+E97vPv5+P2yR8t9cwsRrco09C/1TYXQvYhenHH5ZzpEJXr2+9bKiARoAFWaPzkouPetzFS8rwCq4rTiQ7dFtpXtmnlyXMyfn/3ljEZ679mNF+P/8scL++Vg5PEtE8yyhE3l4v6jm+XL8VIHHWo2EuTnxUNFCmL8B36oGvw0KZW5kc3RyZWFtCmVuZG9iagozIDAgb2JqCjw8L0F1dGhvcihhbmFiZWxlbikvQ3JlYXRpb25EYXRlKEQ6MjAxOTEyMTgxNzUzMzIrMDEnMDAnKS9DcmVhdG9yKFBERiBBcmNoaXRlY3QgNCkvTW9kRGF0ZShEOjIwMTkxMjE4MTc1MzMyKzAxJzAwJykvUHJvZHVjZXIoUERGIEFyY2hpdGVjdCA0KT4+CmVuZG9iago0MiAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvSURbPDI5MjNCRTg0RTE2Q0Q2QUU1MjkwNDlGMUYxQkJFOUVCPjxCM0E2REIzQzg3MEMzRTk5MjQ1RTBEMUMwNkI3NDdERT5dL0luZGV4WzIgMzcgNDAgM10vSW5mbyAzIDAgUi9MZW5ndGggMTQ1L1Jvb3QgNDAgMCBSL1NpemUgNDMvVHlwZS9YUmVmL1dbMSAzIDFdPj5zdHJlYW0NCnicY2Jg0GRgZFywl4EJyBJhZOAKALOYQAQnI0PhVjCXC0RwgAh2EMHKyKCQBZZgAxEsIIIZRAgyMjpfBUsIgQgBEMEPIngZGe79A0vwgQgeEMHNyFhryMDIwGALdEG7C1hWFEQwMjKInAeKFbaAxYQZGQp4gerkHgHFnOYAWXfjQNr4gdzZX4HEwhgGANZaFM8NCmVuZHN0cmVhbQplbmRvYmoKc3RhcnR4cmVmDQoxMDY4NDQNCiUlRU9GDQo=</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.0140</E_3862>
      <E_5862>4000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_8862>Adicionalmente, comisión de 300 € trimestral por cada envío a EdW y el 0,025% del valor bruto contable de los inmuebles</E_8862>
      <E_0863>BBVA</E_0863>
      <E_2863>Saldo Vivo medio diario de los Préstamos hipotecarios y valor contable neto medio diario de los inmuebles durante el Periodo de Determinación</E_2863>
      <E_3863>0.01</E_3863>
      <E_6863>Trimestral</E_6863>
      <E_7863>S</E_7863>
      <E_0864>BBVA</E_0864>
      <E_1864>12000</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>S</E_7864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BBVA</E_0870>
      <E_0871>Capítulo 3.4.6.4</E_0871>
      <E_0872_A>20190228</E_0872_A>
      <E_0872_B>20190531</E_0872_B>
      <E_0872_C>20190831</E_0872_C>
      <E_0872_D>20191130</E_0872_D>
      <E_0873_A>1248000</E_0873_A>
      <E_0873_B>3228000</E_0873_B>
      <E_0873_C>5178000</E_0873_C>
      <E_0873_D>7083000</E_0873_D>
      <E_0873_M>16737000</E_0873_M>
      <E_0874_A>0</E_0874_A>
      <E_0874_B>-37000</E_0874_B>
      <E_0874_C>-37000</E_0874_C>
      <E_0874_D>-37000</E_0874_D>
      <E_0874_M>-111000</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_B>0</E_0875_B>
      <E_0875_C>0</E_0875_C>
      <E_0875_D>0</E_0875_D>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_B>0</E_0876_B>
      <E_0876_C>0</E_0876_C>
      <E_0876_D>0</E_0876_D>
      <E_0876_M>0</E_0876_M>
      <E_0877_A>-36000</E_0877_A>
      <E_0877_B>-94000</E_0877_B>
      <E_0877_C>-148000</E_0877_C>
      <E_0877_D>-202000</E_0877_D>
      <E_0877_M>-480000</E_0877_M>
      <E_0878_A>1212000</E_0878_A>
      <E_0878_B>3097000</E_0878_B>
      <E_0878_C>4993000</E_0878_C>
      <E_0878_D>6844000</E_0878_D>
      <E_0878_M>16146000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_B>0</E_0879_B>
      <E_0879_C>0</E_0879_C>
      <E_0879_D>0</E_0879_D>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_B>0</E_0880_B>
      <E_0880_C>0</E_0880_C>
      <E_0880_D>0</E_0880_D>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>-1212000</E_0881_A>
      <E_0881_B>-3097000</E_0881_B>
      <E_0881_C>-4993000</E_0881_C>
      <E_0881_D>-6844000</E_0881_D>
      <E_0881_M>-16146000</E_0881_M>
      <E_0882_A>0</E_0882_A>
      <E_0882_B>0</E_0882_B>
      <E_0882_C>0</E_0882_C>
      <E_0882_D>0</E_0882_D>
      <E_0882_M>0</E_0882_M>
      <E_0883_A>1890000</E_0883_A>
      <E_0883_B>1951000</E_0883_B>
      <E_0883_C>1780000</E_0883_C>
      <E_0883_D>1682000</E_0883_D>
      <E_0883_M>7303000</E_0883_M>
      <E_0884_A>535000</E_0884_A>
      <E_0884_B>470000</E_0884_B>
      <E_0884_C>585000</E_0884_C>
      <E_0884_D>755000</E_0884_D>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>