﻿<?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>
    <DatosIdentificativos>
      <NumRegistroFondo>8108</NumRegistroFondo>
      <DenominacionFondo>HIPOCAT 8 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20161231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>310031000</E_0001>
      <E_1001>352510000</E_1001>
      <E_0002>310031000</E_0002>
      <E_1002>352510000</E_1002>
      <E_0003>310031000</E_0003>
      <E_1003>352510000</E_1003>
      <E_0005>298183000</E_0005>
      <E_1005>339583000</E_1005>
      <E_0025>12087000</E_0025>
      <E_1025>14466000</E_1025>
      <E_0027>-239000</E_0027>
      <E_1027>-1539000</E_1027>
      <E_0041>39306000</E_0041>
      <E_1041>42403000</E_1041>
      <E_0042>10908000</E_0042>
      <E_1042>10951000</E_1042>
      <E_0043>27094000</E_0043>
      <E_1043>28866000</E_1043>
      <E_0044>26550000</E_0044>
      <E_1044>28258000</E_1044>
      <E_0046>26013000</E_0046>
      <E_1046>27384000</E_1046>
      <E_0065>404000</E_0065>
      <E_1065>556000</E_1065>
      <E_0066>12000</E_0066>
      <E_1066>17000</E_1066>
      <E_0067>85000</E_0067>
      <E_1067>192000</E_1067>
      <E_0068>36000</E_0068>
      <E_1068>109000</E_1068>
      <E_0071>39000</E_0071>
      <E_0072>39000</E_0072>
      <E_0074>505000</E_0074>
      <E_1074>608000</E_1074>
      <E_0077>505000</E_0077>
      <E_1077>608000</E_1077>
      <E_0082>2000</E_0082>
      <E_1082>2000</E_1082>
      <E_0084>2000</E_0084>
      <E_1084>2000</E_1084>
      <E_0085>1302000</E_0085>
      <E_1085>2584000</E_1085>
      <E_0086>1302000</E_0086>
      <E_1086>2584000</E_1086>
      <E_0088>349337000</E_0088>
      <E_1088>394913000</E_1088>
      <E_0089>337588000</E_0089>
      <E_1089>373570000</E_1089>
      <E_0094>337588000</E_0094>
      <E_1094>373570000</E_1094>
      <E_0095>325301000</E_0095>
      <E_1095>369329000</E_1095>
      <E_0097>326451000</E_0097>
      <E_1097>369710000</E_1097>
      <E_0098>-1150000</E_0098>
      <E_1098>-381000</E_1098>
      <E_0101>0</E_0101>
      <E_1101>0</E_1101>
      <E_0102>16536000</E_0102>
      <E_1102>16536000</E_1102>
      <E_0105>-16536000</E_0105>
      <E_1105>-16536000</E_1105>
      <E_0108>12287000</E_0108>
      <E_1108>4241000</E_1108>
      <E_0109>12287000</E_0109>
      <E_1109>4241000</E_1109>
      <E_0117>24036000</E_0117>
      <E_1117>25584000</E_1117>
      <E_0123>23998000</E_0123>
      <E_1123>25547000</E_1123>
      <E_0124>23948000</E_0124>
      <E_1124>25226000</E_1124>
      <E_0126>23946000</E_0126>
      <E_1126>25217000</E_1126>
      <E_0128>2000</E_0128>
      <E_1128>9000</E_1128>
      <E_0131>0</E_0131>
      <E_1131>0</E_1131>
      <E_0135>-115000</E_0135>
      <E_1135>-115000</E_1135>
      <E_0137>115000</E_0137>
      <E_1137>115000</E_1137>
      <E_1139>320000</E_1139>
      <E_1140>320000</E_1140>
      <E_0143>50000</E_0143>
      <E_1143>1000</E_1143>
      <E_0144>50000</E_0144>
      <E_1144>1000</E_1144>
      <E_0148>38000</E_0148>
      <E_1148>37000</E_1148>
      <E_0149>7000</E_0149>
      <E_1149>8000</E_1149>
      <E_0150>7000</E_0150>
      <E_1150>7000</E_1150>
      <E_1152>1000</E_1152>
      <E_0153>11855000</E_0153>
      <E_1153>11855000</E_1153>
      <E_0155>-11855000</E_0155>
      <E_1155>-11855000</E_1155>
      <E_0157>31000</E_0157>
      <E_1157>29000</E_1157>
      <E_0158>-12287000</E_0158>
      <E_1158>-4241000</E_1158>
      <E_0160>-12287000</E_0160>
      <E_1160>-4241000</E_1160>
      <E_0162>349337000</E_0162>
      <E_1162>394913000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>1373000</E_0201>
      <E_2201>6380000</E_2201>
      <E_3201>9397000</E_3201>
      <E_0202>1373000</E_0202>
      <E_2202>6380000</E_2202>
      <E_3202>9392000</E_3202>
      <E_3203>5000</E_3203>
      <E_0204>-16000</E_0204>
      <E_2204>-99000</E_2204>
      <E_3204>-778000</E_3204>
      <E_0205>-13000</E_0205>
      <E_2205>-92000</E_2205>
      <E_3205>-775000</E_3205>
      <E_2206>-1000</E_2206>
      <E_3206>-3000</E_3206>
      <E_0207>-3000</E_0207>
      <E_2207>-6000</E_2207>
      <E_0208>-218000</E_0208>
      <E_2208>-3452000</E_2208>
      <E_3208>-5365000</E_3208>
      <E_0209>1139000</E_0209>
      <E_2209>2829000</E_2209>
      <E_3209>3254000</E_3209>
      <E_0217>-48000</E_0217>
      <E_2217>-198000</E_2217>
      <E_3217>-223000</E_3217>
      <E_0218>-8000</E_0218>
      <E_2218>-29000</E_2218>
      <E_3218>-31000</E_3218>
      <E_0219>-2000</E_0219>
      <E_2219>-7000</E_2219>
      <E_3219>-8000</E_3219>
      <E_0222>-6000</E_0222>
      <E_2222>-22000</E_2222>
      <E_3222>-23000</E_3222>
      <E_0224>-40000</E_0224>
      <E_2224>-169000</E_2224>
      <E_3224>-192000</E_3224>
      <E_0225>-36000</E_0225>
      <E_2225>-152000</E_2225>
      <E_3225>-172000</E_3225>
      <E_0227>-2000</E_0227>
      <E_2227>-9000</E_2227>
      <E_3227>-14000</E_3227>
      <E_0230>-2000</E_0230>
      <E_2230>-8000</E_2230>
      <E_3230>-6000</E_3230>
      <E_0231>-892000</E_0231>
      <E_2231>-1053000</E_2231>
      <E_3231>-1649000</E_3231>
      <E_0232>-892000</E_0232>
      <E_2232>-1053000</E_2232>
      <E_3232>-1649000</E_3232>
      <E_0238>-1724000</E_0238>
      <E_2238>-2346000</E_2238>
      <E_3238>-1129000</E_3238>
      <E_0239>1525000</E_0239>
      <E_2239>768000</E_2239>
      <E_3239>-253000</E_3239>
      <E_0240>0</E_0240>
      <E_1240>0</E_1240>
      <E_2240>0</E_2240>
      <E_3240>0</E_3240>
      <E_0242>0</E_0242>
      <E_1242>0</E_1242>
      <E_2242>0</E_2242>
      <E_3242>0</E_3242>
    </CuentaPerdidasGanancias>
    <EstadoFlujosEfectivo>
      <E_0300>115000</E_0300>
      <E_2300>1755000</E_2300>
      <E_3300>1953000</E_3300>
      <E_0301>183000</E_0301>
      <E_2301>1994000</E_2301>
      <E_3301>2197000</E_3301>
      <E_0302>970000</E_0302>
      <E_2302>5909000</E_2302>
      <E_3302>8483000</E_3302>
      <E_0303>-12000</E_0303>
      <E_2303>-98000</E_2303>
      <E_3303>-820000</E_3303>
      <E_0304>557000</E_0304>
      <E_2304>2398000</E_2304>
      <E_3304>3340000</E_3304>
      <E_0305>-1329000</E_0305>
      <E_2305>-6209000</E_2305>
      <E_3305>-8812000</E_3305>
      <E_0308>-3000</E_0308>
      <E_2308>-6000</E_2308>
      <E_3308>6000</E_3308>
      <E_0309>-38000</E_0309>
      <E_2309>-163000</E_2309>
      <E_3309>-186000</E_3309>
      <E_0310>-36000</E_0310>
      <E_2310>-153000</E_2310>
      <E_3310>-173000</E_3310>
      <E_0312>-2000</E_0312>
      <E_2312>-10000</E_2312>
      <E_3312>-13000</E_3312>
      <E_0315>-30000</E_0315>
      <E_2315>-76000</E_2315>
      <E_3315>-58000</E_3315>
      <E_0320>-30000</E_0320>
      <E_2320>-76000</E_2320>
      <E_3320>-58000</E_3320>
      <E_0322>-1637000</E_0322>
      <E_2322>-3037000</E_2322>
      <E_3322>-2437000</E_3322>
      <E_0325>-1580000</E_0325>
      <E_2325>-2259000</E_2325>
      <E_3325>-1696000</E_3325>
      <E_0326>3495000</E_0326>
      <E_2326>20964000</E_2326>
      <E_3326>20953000</E_3326>
      <E_0327>3253000</E_0327>
      <E_2327>13401000</E_2327>
      <E_3327>18454000</E_3327>
      <E_0328>651000</E_0328>
      <E_2328>3889000</E_2328>
      <E_3328>4845000</E_3328>
      <E_0329>918000</E_0329>
      <E_2329>3836000</E_2329>
      <E_3329>3223000</E_3329>
      <E_0330>130000</E_0330>
      <E_2330>181000</E_2330>
      <E_3330>159000</E_3330>
      <E_0331>-10027000</E_0331>
      <E_2331>-44530000</E_2331>
      <E_3331>-49330000</E_3331>
      <E_0332>-57000</E_0332>
      <E_2332>-778000</E_2332>
      <E_3332>-741000</E_3332>
      <E_0336>-57000</E_0336>
      <E_2336>-778000</E_2336>
      <E_3336>-741000</E_3336>
      <E_0337>-1522000</E_0337>
      <E_2337>-1282000</E_2337>
      <E_3337>-484000</E_3337>
      <E_0338>2824000</E_0338>
      <E_2338>2584000</E_2338>
      <E_3338>3068000</E_3338>
      <E_0339>1302000</E_0339>
      <E_2339>1302000</E_2339>
      <E_3339>2584000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>225000</E_0357>
      <E_2357>-11498000</E_2357>
      <E_3357>-903000</E_3357>
      <E_0358>225000</E_0358>
      <E_2358>-11498000</E_2358>
      <E_3358>-903000</E_3358>
      <E_0360>218000</E_0360>
      <E_2360>3452000</E_2360>
      <E_3360>5365000</E_3360>
      <E_0362>-443000</E_0362>
      <E_2362>8046000</E_2362>
      <E_3362>-4462000</E_3362>
      <E_0363>0</E_0363>
      <E_1363>0</E_1363>
      <E_2363>0</E_2363>
      <E_3363>0</E_3363>
      <E_0370>0</E_0370>
      <E_1370>0</E_1370>
      <E_2370>0</E_2370>
      <E_3370>0</E_3370>
    </IngresosGastosReconocidos>
    <ActivosTitulizados>
      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
      <E_0381>3.62</E_0381>
      <E_0401>9.68</E_0401>
      <E_0421>14.79</E_0421>
      <E_0441>3.75</E_0441>
      <E_1381>3.84</E_1381>
      <E_1401>8.39</E_1401>
      <E_1421>28.13</E_1421>
      <E_1441>4.45</E_1441>
      <E_2441>10</E_2441>
      <E_0460>157</E_0460>
      <E_0467>27000</E_0467>
      <E_0474>3000</E_0474>
      <E_0481>6000</E_0481>
      <E_0488>36000</E_0488>
      <E_0495>11401000</E_0495>
      <E_0509>11437000</E_0509>
      <E_0461>66</E_0461>
      <E_0468>40000</E_0468>
      <E_0475>10000</E_0475>
      <E_0482>5000</E_0482>
      <E_0489>55000</E_0489>
      <E_0496>4765000</E_0496>
      <E_0503>1000</E_0503>
      <E_0510>4821000</E_0510>
      <E_0462>13</E_0462>
      <E_0469>16000</E_0469>
      <E_0476>3000</E_0476>
      <E_0483>3000</E_0483>
      <E_0490>22000</E_0490>
      <E_0497>893000</E_0497>
      <E_0504>1000</E_0504>
      <E_0511>916000</E_0511>
      <E_0463>18</E_0463>
      <E_0470>20000</E_0470>
      <E_0477>4000</E_0477>
      <E_0484>9000</E_0484>
      <E_0491>33000</E_0491>
      <E_0498>1350000</E_0498>
      <E_0505>6000</E_0505>
      <E_0512>1389000</E_0512>
      <E_0464>15</E_0464>
      <E_0471>18000</E_0471>
      <E_0478>5000</E_0478>
      <E_0485>17000</E_0485>
      <E_0492>40000</E_0492>
      <E_0499>1523000</E_0499>
      <E_0506>1000</E_0506>
      <E_0513>1564000</E_0513>
      <E_0465>29</E_0465>
      <E_0472>25000</E_0472>
      <E_0479>7000</E_0479>
      <E_0486>50000</E_0486>
      <E_0493>82000</E_0493>
      <E_0500>2226000</E_0500>
      <E_0507>13000</E_0507>
      <E_0514>2321000</E_0514>
      <E_0466>298</E_0466>
      <E_0473>146000</E_0473>
      <E_0480>32000</E_0480>
      <E_0487>90000</E_0487>
      <E_0494>268000</E_0494>
      <E_0501>22158000</E_0501>
      <E_0508>22000</E_0508>
      <E_1515>22448000</E_1515>
      <E_0515>157</E_0515>
      <E_0522>27000</E_0522>
      <E_0529>3000</E_0529>
      <E_0536>6000</E_0536>
      <E_0543>36000</E_0543>
      <E_0550>11401000</E_0550>
      <E_0564>11437000</E_0564>
      <E_0571>28061000</E_0571>
      <E_0578>28061000</E_0578>
      <E_0584>40.76</E_0584>
      <E_0516>66</E_0516>
      <E_0523>40000</E_0523>
      <E_0530>10000</E_0530>
      <E_0537>5000</E_0537>
      <E_0544>55000</E_0544>
      <E_0551>4765000</E_0551>
      <E_0558>1000</E_0558>
      <E_0565>4821000</E_0565>
      <E_0572>12457000</E_0572>
      <E_0579>12457000</E_0579>
      <E_0585>38.70</E_0585>
      <E_0517>13</E_0517>
      <E_0524>16000</E_0524>
      <E_0531>3000</E_0531>
      <E_0538>3000</E_0538>
      <E_0545>22000</E_0545>
      <E_0552>893000</E_0552>
      <E_0559>1000</E_0559>
      <E_0566>916000</E_0566>
      <E_0573>2305000</E_0573>
      <E_0580>2305000</E_0580>
      <E_0586>39.74</E_0586>
      <E_0518>18</E_0518>
      <E_0525>20000</E_0525>
      <E_0532>4000</E_0532>
      <E_0539>9000</E_0539>
      <E_0546>33000</E_0546>
      <E_0553>1350000</E_0553>
      <E_0560>6000</E_0560>
      <E_0567>1389000</E_0567>
      <E_0574>2643000</E_0574>
      <E_0581>2643000</E_0581>
      <E_0587>52.55</E_0587>
      <E_0519>15</E_0519>
      <E_0526>18000</E_0526>
      <E_0533>5000</E_0533>
      <E_0540>17000</E_0540>
      <E_0547>40000</E_0547>
      <E_0554>1523000</E_0554>
      <E_0561>1000</E_0561>
      <E_0568>1564000</E_0568>
      <E_0575>2500000</E_0575>
      <E_0582>2500000</E_0582>
      <E_0588>62.56</E_0588>
      <E_0520>29</E_0520>
      <E_0527>25000</E_0527>
      <E_0534>7000</E_0534>
      <E_0541>50000</E_0541>
      <E_0548>82000</E_0548>
      <E_0555>2226000</E_0555>
      <E_0562>13000</E_0562>
      <E_0569>2321000</E_0569>
      <E_0576>4514000</E_0576>
      <E_0583>4514000</E_0583>
      <E_0589>51.42</E_0589>
      <E_0521>298</E_0521>
      <E_0528>146000</E_0528>
      <E_0535>32000</E_0535>
      <E_0542>90000</E_0542>
      <E_0549>268000</E_0549>
      <E_0556>22158000</E_0556>
      <E_0563>22000</E_0563>
      <E_0570>22448000</E_0570>
      <E_0577>52480000</E_0577>
      <E_0590>42.77</E_0590>
      <E_0600>466000</E_0600>
      <E_1600>465000</E_1600>
      <E_2600>43000</E_2600>
      <E_0601>847000</E_0601>
      <E_1601>1091000</E_1601>
      <E_2601>436000</E_2601>
      <E_0602>2738000</E_0602>
      <E_1602>1422000</E_1602>
      <E_2602>838000</E_2602>
      <E_0603>3116000</E_0603>
      <E_1603>3855000</E_1603>
      <E_2603>1967000</E_2603>
      <E_0604>4279000</E_0604>
      <E_1604>4099000</E_1604>
      <E_2604>4935000</E_2604>
      <E_0605>38679000</E_0605>
      <E_1605>40122000</E_1605>
      <E_2605>48257000</E_2605>
      <E_0606>286243000</E_0606>
      <E_1606>330571000</E_1606>
      <E_2606>1443532000</E_2606>
      <E_0607>336368000</E_0607>
      <E_1607>381625000</E_1607>
      <E_2607>1500008000</E_2607>
      <E_0608>14.62</E_0608>
      <E_1608>15.44</E_1608>
      <E_2608>24.78</E_2608>
      <E_0609>13.58</E_0609>
      <E_1609>12.61</E_1609>
      <E_2609>2.10</E_2609>
      <E_0620>3858</E_0620>
      <E_0630>152392000</E_0630>
      <E_1620>2972</E_1620>
      <E_1630>101692000</E_1630>
      <E_2620>2572</E_2620>
      <E_2630>135362000</E_2630>
      <E_0621>1200</E_0621>
      <E_0631>104640000</E_0631>
      <E_1621>1891</E_1621>
      <E_1631>138701000</E_1631>
      <E_2621>3394</E_2621>
      <E_2631>265917000</E_2631>
      <E_0622>558</E_0622>
      <E_0632>58414000</E_0632>
      <E_1622>1239</E_1622>
      <E_1632>124373000</E_1632>
      <E_2622>4681</E_2622>
      <E_2632>470643000</E_2632>
      <E_0623>145</E_0623>
      <E_0633>15296000</E_0633>
      <E_1623>88</E_1623>
      <E_1633>9712000</E_1633>
      <E_2623>4818</E_2623>
      <E_2633>628086000</E_2633>
      <E_0624>40</E_0624>
      <E_0634>4632000</E_0634>
      <E_1624>41</E_1624>
      <E_1634>4867000</E_1634>
      <E_0625>6</E_0625>
      <E_0635>547000</E_0635>
      <E_1625>15</E_1625>
      <E_1635>1729000</E_1635>
      <E_0626>3</E_0626>
      <E_0636>388000</E_0636>
      <E_1626>2</E_1626>
      <E_1636>331000</E_1636>
      <E_0627>1</E_0627>
      <E_0637>59000</E_0637>
      <E_1627>2</E_1627>
      <E_1637>220000</E_1637>
      <E_0628>5811</E_0628>
      <E_0638>336368000</E_0638>
      <E_1628>6250</E_1628>
      <E_1638>381625000</E_1638>
      <E_2628>15465</E_2628>
      <E_2638>1500008000</E_2638>
      <E_0639>44.59</E_0639>
      <E_1639>52.73</E_1639>
      <E_2639>73.42</E_2639>
      <E_0650>1.50</E_0650>
      <E_1650>1.76</E_1650>
      <E_2650>3.54</E_2650>
      <E_0651>3.75</E_0651>
      <E_1651>4.14</E_1651>
      <E_2651>5.50</E_2651>
      <E_0652>0.43</E_0652>
      <E_1652>0.58</E_1652>
      <E_2652>2.05</E_2652>
      <E_0660>77</E_0660>
      <E_0683>3368000</E_0683>
      <E_1660>83</E_1660>
      <E_1683>3986000</E_1683>
      <E_2660>211</E_2660>
      <E_2683>17328000</E_2683>
      <E_0661>40</E_0661>
      <E_0684>2694000</E_0684>
      <E_1661>43</E_1661>
      <E_1684>3039000</E_1684>
      <E_2661>153</E_2661>
      <E_2684>16518000</E_2684>
      <E_0662>2</E_0662>
      <E_0685>182000</E_0685>
      <E_1662>2</E_1662>
      <E_1685>192000</E_1685>
      <E_2662>2</E_2662>
      <E_2685>268000</E_2685>
      <E_0663>38</E_0663>
      <E_0686>2269000</E_0686>
      <E_1663>40</E_1663>
      <E_1686>2543000</E_1686>
      <E_2663>90</E_2663>
      <E_2686>8111000</E_2686>
      <E_0664>22</E_0664>
      <E_0687>1353000</E_0687>
      <E_1664>22</E_1664>
      <E_1687>1457000</E_1687>
      <E_2664>37</E_2664>
      <E_2687>3916000</E_2687>
      <E_0665>6</E_0665>
      <E_0688>362000</E_0688>
      <E_1665>9</E_1665>
      <E_1688>659000</E_1688>
      <E_2665>19</E_2665>
      <E_2688>1826000</E_2688>
      <E_0666>25</E_0666>
      <E_0689>1613000</E_0689>
      <E_1666>28</E_1666>
      <E_1689>1942000</E_1689>
      <E_2666>67</E_2666>
      <E_2689>6623000</E_2689>
      <E_0667>19</E_0667>
      <E_0690>1224000</E_0690>
      <E_1667>23</E_1667>
      <E_1690>1466000</E_1690>
      <E_2667>93</E_2667>
      <E_2690>8264000</E_2690>
      <E_0668>4757</E_0668>
      <E_0691>279938000</E_0691>
      <E_1668>5106</E_1668>
      <E_1691>317159000</E_1691>
      <E_2668>12297</E_2668>
      <E_2691>1220938000</E_2691>
      <E_0670>25</E_0670>
      <E_0693>1125000</E_0693>
      <E_1670>26</E_1670>
      <E_1693>1273000</E_1693>
      <E_2670>48</E_2670>
      <E_2693>3483000</E_2693>
      <E_0671>23</E_0671>
      <E_0694>1363000</E_0694>
      <E_1671>25</E_1671>
      <E_1694>1523000</E_1694>
      <E_2671>39</E_2671>
      <E_2694>3458000</E_2694>
      <E_0672>274</E_0672>
      <E_0695>17403000</E_0695>
      <E_1672>301</E_1672>
      <E_1695>19941000</E_1695>
      <E_2672>833</E_2672>
      <E_2695>89050000</E_2695>
      <E_0674>71</E_0674>
      <E_0697>3645000</E_0697>
      <E_1674>74</E_1674>
      <E_1697>3955000</E_1697>
      <E_2674>289</E_2674>
      <E_2697>22839000</E_2697>
      <E_0675>17</E_0675>
      <E_0698>976000</E_0698>
      <E_1675>17</E_1675>
      <E_1698>1065000</E_1698>
      <E_2675>41</E_2675>
      <E_2698>4499000</E_2698>
      <E_0676>2</E_0676>
      <E_0699>166000</E_0699>
      <E_1676>2</E_1676>
      <E_1699>175000</E_1699>
      <E_2676>8</E_2676>
      <E_2699>888000</E_2699>
      <E_0677>411</E_0677>
      <E_0700>18459000</E_0700>
      <E_1677>447</E_1677>
      <E_1700>21014000</E_1700>
      <E_2677>1232</E_2677>
      <E_2700>90800000</E_2700>
      <E_0678>2</E_0678>
      <E_0701>228000</E_0701>
      <E_1678>2</E_1678>
      <E_1701>236000</E_1701>
      <E_2678>6</E_2678>
      <E_2701>1199000</E_2701>
      <E_0679>5811</E_0679>
      <E_0702>336368000</E_0702>
      <E_1679>6250</E_1679>
      <E_1702>381625000</E_1702>
      <E_2679>15465</E_2679>
      <E_2702>1500008000</E_2702>
      <E_0682>5811</E_0682>
      <E_0705>336368000</E_0705>
      <E_1682>6250</E_1682>
      <E_1705>381625000</E_1705>
      <E_2682>15465</E_2682>
      <E_2705>1500008000</E_2705>
      <E_0710>0.78</E_0710>
      <E_1710>0.76</E_1710>
      <E_2710>0.30</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0345784005</Serie>
        <Denominacion>BONOA1</Denominacion>
        <E_2720>2500</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>250000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0345784013</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0720>11555</E_0720>
        <E_0721>23000</E_0721>
        <E_0722>261096000</E_0722>
        <E_1720>11555</E_1720>
        <E_1721>26000</E_1721>
        <E_1722>305625000</E_1722>
        <E_2720>11555</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1155500000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0345784021</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0720>262</E_0720>
        <E_0721>94000</E_0721>
        <E_0722>24759000</E_0722>
        <E_1720>262</E_1720>
        <E_1721>94000</E_1721>
        <E_1722>24759000</E_1722>
        <E_2720>262</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>26200000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0345784039</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0720>356</E_0720>
        <E_0721>94000</E_0721>
        <E_0722>33641000</E_0722>
        <E_1720>356</E_1720>
        <E_1721>94000</E_1721>
        <E_1722>33641000</E_1722>
        <E_2720>356</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>35600000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0345784047</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0720>327</E_0720>
        <E_0721>94000</E_0721>
        <E_0722>30901000</E_0722>
        <E_1720>327</E_1720>
        <E_1721>94000</E_1721>
        <E_1722>30901000</E_1722>
        <E_2720>327</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>32700000</E_2722>
      </DetalleImportePendiente>
      <E_0723>12500</E_0723>
      <E_0724>350397000</E_0724>
      <E_1723>12500</E_1723>
      <E_1724>394926000</E_1724>
      <E_2723>15000</E_2723>
      <E_2724>1500000000</E_2724>
      <DetalleInteres>
        <Serie>ES0345784013</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.14</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>261096000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>261096000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0345784021</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.16</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>24759000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>24759000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0345784039</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.26</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>33641000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>33641000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0345784047</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.46</E_0732>
        <E_0733>0.14</E_0733>
        <E_0734>2000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>30901000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>30903000</E_0738>
        <E_0739>-1150000</E_0739>
      </DetalleInteres>
      <E_0740>2000</E_0740>
      <E_0741>0</E_0741>
      <E_0743>350397000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>350399000</E_0745>
      <E_0746>-1150000</E_0746>
      <E_0747>0.02</E_0747>
      <E_0748>0.18</E_0748>
      <E_0749>2.27</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0345784005</Serie>
        <Denominacion>BONOA1</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>250000000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>3618000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0345784013</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0750>10027000</E_0750>
        <E_0751>894404000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>169002000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0345784021</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>1441000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>5224000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0345784039</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>1959000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>7482000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0345784047</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>1799000</E_0751>
        <E_0752>12000</E_0752>
        <E_0753>7615000</E_0753>
      </DetalleAmortizacion>
      <E_0754>10027000</E_0754>
      <E_0755>1149603000</E_0755>
      <E_0756>12000</E_0756>
      <E_0757>192941000</E_0757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784013</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20160826</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>A</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784013</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20160404</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>A1</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784013</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20140715</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBB-</E_0762>
        <E_0763>BBB-</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784021</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20160826</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A</E_0762>
        <E_0763>BBB</E_0763>
        <E_0764>AA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784021</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Baa1</E_0762>
        <E_0763>Baa1</E_0763>
        <E_0764>Aa1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784021</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20140314</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BB</E_0762>
        <E_0763>BB</E_0763>
        <E_0764>AA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784039</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0760>20131203</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BB</E_0762>
        <E_0763>BB</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784039</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Ba3</E_0762>
        <E_0763>Ba3</E_0763>
        <E_0764>A1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784039</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0760>20140314</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>B-</E_0762>
        <E_0763>B-</E_0763>
        <E_0764>A-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784047</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0760>20141006</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>CCC</E_0762>
        <E_0763>CCC</E_0763>
        <E_0764>BBB+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784047</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0760>20140930</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Caa3</E_0762>
        <E_0763>Caa3</E_0763>
        <E_0764>Baa2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0345784047</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0760>20140314</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>CCC</E_0762>
        <E_0763>CCC</E_0763>
        <E_0764>BBB-</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>350397000</E_0771>
      <E_1771>394926000</E_1771>
      <E_2771>1500000000</E_2771>
      <E_0772>350397000</E_0772>
      <E_1772>394926000</E_1772>
      <E_2772>1500000000</E_2772>
      <E_0773>21.22</E_0773>
      <E_1773>22.22</E_1773>
      <E_2773>32.88</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>0</E_0775>
      <E_1775>0</E_1775>
      <E_2775>23250000</E_2775>
      <E_0776>21143000</E_0776>
      <E_1776>21143000</E_1776>
      <E_2776>23250000</E_2776>
      <E_0777>0</E_0777>
      <E_1777>0</E_1777>
      <E_2777>1.55</E_2777>
      <E_0778>SGSE</E_0778>
      <E_1778>SGSE</E_1778>
      <E_2778>Caixa Cataluña</E_2778>
      <E_0779>A/A2/A</E_0779>
      <E_1779>A/A2/A</E_1779>
      <E_2779>A/A1</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>0</E_0792>
      <E_1792>0</E_1792>
      <E_2792>16.67</E_2792>
      <DetallePermuta>
        <Descripcion>Permuta financiera</Descripcion>
        <E_0800>Cecabank</E_0800>
        <E_0801>trimestral</E_0801>
        <E_0802>Intereses percibidos</E_0802>
        <E_0803>SV medio diario no Morosos</E_0803>
        <E_0804>Tipo interés mp bonos + 0,65%</E_0804>
        <E_0805>SV medio diario no Morosos</E_0805>
        <E_0806>-12248000</E_0806>
        <E_1806>-4561000</E_1806>
        <E_2806>-39792000</E_2806>
      </DetallePermuta>
      <E_0808>-12248000</E_0808>
      <E_0809>-4561000</E_0809>
      <E_0810>-39792000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7002>90</E_7002>
      <E_7003>6070000</E_7003>
      <E_7006>12955000</E_7006>
      <E_7009>1.80</E_7009>
      <E_7012>3.39</E_7012>
      <E_7015>1.82</E_7015>
      <E_7004>6102000</E_7004>
      <E_7007>1702000</E_7007>
      <E_7010>1.81</E_7010>
      <E_7013>0.45</E_7013>
      <E_7016>1.81</E_7016>
      <E_7005>12172000</E_7005>
      <E_7008>14657000</E_7008>
      <E_7011>3.61</E_7011>
      <E_7014>3.84</E_7014>
      <E_7017>3.63</E_7017>
      <E_7018>II.11.3.7.B</E_7018>
      <E_7019>19</E_7019>
      <E_7021>33889000</E_7021>
      <E_7024>36177000</E_7024>
      <E_7027>2.26</E_7027>
      <E_7030>2.41</E_7030>
      <E_7033>2.26</E_7033>
      <E_7022>55302000</E_7022>
      <E_7025>45855000</E_7025>
      <E_7028>3.69</E_7028>
      <E_7031>3.06</E_7031>
      <E_7034>3.69</E_7034>
      <E_7023>89191000</E_7023>
      <E_7026>82032000</E_7026>
      <E_7029>5.95</E_7029>
      <E_7032>5.47</E_7032>
      <E_7035>5.95</E_7035>
      <E_7036>0</E_7036>
      <Trigger1>
        <Denominacion>Serie B</Denominacion>
        <E_0854>1.50</E_0854>
        <E_0858>1.80</E_0858>
        <E_1858>1.95</E_1858>
        <E_2858>Aptdo. II.11.3.7.B - pág. 32</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie C</Denominacion>
        <E_0854>1.50</E_0854>
        <E_0858>1.80</E_0858>
        <E_1858>1.95</E_1858>
        <E_2858>Aptdo. II.11.3.7.B - pág. 32</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie D</Denominacion>
        <E_0854>1.50</E_0854>
        <E_0858>1.80</E_0858>
        <E_1858>1.95</E_1858>
        <E_2858>Aptdo. II.11.3.7.B - pág. 32</E_2858>
      </Trigger1>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1.50</E_0856>
        <E_0860>1.80</E_0860>
        <E_1860>1.95</E_1860>
        <E_2860>Aptdo. V.1.1 - pág. 111</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>GH08_20161215_TRIGGERS.pdf</Nombre>
          <Contenido>JVBERi0xLjUNCiW1tbW1DQoxIDAgb2JqDQo8PC9UeXBlL0NhdGFsb2cvUGFnZXMgMiAwIFIvTGFuZyhlcy1FUykgL1N0cnVjdFRyZWVSb290IDE3IDAgUi9NYXJrSW5mbzw8L01hcmtlZCB0cnVlPj4+Pg0KZW5kb2JqDQoyIDAgb2JqDQo8PC9UeXBlL1BhZ2VzL0NvdW50IDEvS2lkc1sgNCAwIFJdID4+DQplbmRvYmoNCjMgMCBvYmoNCjw8L0F1dGhvcij+/wBSAG8AYgBlAHIAdABvACAAUADpAHIAZQB6ACAAVgBhAGwAbABlKSAvQ3JlYXRpb25EYXRlKEQ6MjAxNzAyMjQxNjI3NDQrMDEnMDAnKSAvTW9kRGF0ZShEOjIwMTcwMjI0MTYyNzQ0KzAxJzAwJykgL1Byb2R1Y2VyKP7/AE0AaQBjAHIAbwBzAG8AZgB0AK4AIABFAHgAYwBlAGwArgAgADIAMAAxADYpIC9DcmVhdG9yKP7/AE0AaQBjAHIAbwBzAG8AZgB0AK4AIABFAHgAYwBlAGwArgAgADIAMAAxADYpID4+DQplbmRvYmoNCjQgMCBvYmoNCjw8L1R5cGUvUGFnZS9QYXJlbnQgMiAwIFIvUmVzb3VyY2VzPDwvRXh0R1N0YXRlPDwvR1M2IDYgMCBSL0dTOSA5IDAgUj4+L0ZvbnQ8PC9GMSA3IDAgUi9GMiAxMCAwIFIvRjMgMTIgMCBSPj4vUHJvY1NldFsvUERGL1RleHQvSW1hZ2VCL0ltYWdlQy9JbWFnZUldID4+L01lZGlhQm94WyAwIDAgODQxLjggNTk1LjJdIC9Db250ZW50cyA1IDAgUi9Hcm91cDw8L1R5cGUvR3JvdXAvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCPj4vVGFicy9TL1N0cnVjdFBhcmVudHMgMD4+DQplbmRvYmoNCjUgMCBvYmoNCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjc3Mz4+DQpzdHJlYW0NCnic3VzNcty4Eb6rSu/Ay1bN7Hog/BNMKUrJI8nrlB0rlpIcVjkwHlphlTyjpSRXvI+WS55lHyCnvEAaaJDDvxlIsuCyd11LDgEQ6G6gu79ugEr2TpP9/b3X85dHCT04SJ4fzZO9F2c6ubzZ3WHJ5e6O5JrQNJHKkMwknDKSyoRJkuqkKnZ33n+/u5Mcv54nSasntvcqX14mk3/NlqtlMfX9/gw9asIovK5IphOdKsISpTXhxvX1t++T5e7O8/Pdnb0TlhjCdHL+3pJB4R9LWEoEvKxSSbRJzj/s7lBLIJCbOXJp8mJ356fJjy9Pp2ryZn44FWxyPuVikpjpDK4n01mKBYfTvyfnf9zdOYah/uy7aXoXiabEyMRdNrLIn4JFRWSHQ8VAxkCDNFa8yKHj6WjKGFAtBNA/E3zy5iyZzrIJXBidnLqKt00TLJ03z6/sL/f4F3t51VS4V7C1K/S94hCu8qW9vHhxDA98ctaV2kAk4vNFwjeLhBEp2yJxpH1wxF+vqltLeOHIv3VlK1eSXyF7x9iwvMHb/5au5fPVcnUTYErGYEpI0B82whQjli5FqbvT9f0Z3gPEqhjESg6akY0Q6xZl7uS8QsGisHMn3BNbW7xzJf/EogVOkHuvwBmr/MQs83f2GWYmwKKOuciEJIy3WdzMxGl+uQqQmkZZOiojRoyQytSepYtxdwM7rQPkmRjkaclJOkLdaVUuUYzltVNKkGCxXJTFEtaBmRQBWrOYsw4Oztxv0j9r5TIacz30maDpA5cDewKnvdl49Mk7Q5fijPgxmo1DHqLwCXzuyIqFZZAOCeQp2mLGubtnInU2OFMhKqO4wVqOLCMyJMjnIQqj+DStpJXjgEAunfxSwI/o2/gzXJEhKqM6M8Ydutwqx3mIwii+qJZjn0AhnPy0xHUpuHBy1EE5RnFDtRyptCh5uxyPQhTG8UQoxwGBAjFV5rGVSY2TYxqUYxQf5OUos5SoNpXnTnJv8Hb4ynmfjmhDYJxH8TZoLAfUCo3ClLxepKjkMmQseUynIw0npqvk+dVilVjA8dfyI4YJbfd+lbdCp7zCQKKoEAL8aAvLa4wrPDrIqxIqAyxG9FpDDoWo3Vbm7lyhmTCh5c1jui0Jb6mOFjoR3zn0l006GOsQcdXKi7/8xU3GuzpwC7ERx7elhhg+wsY94zIe05dJbQjng8CsfO+Xb7FEgOoX97WN1eDRi/djK2Tz01EV2PJtCwffVRjhdQI9HOfGd7ss/3FV3FjlwtpP61zEdVVceZgM7N+sUxc9xWPJejnUZTIk24heeCha5iNygeolqUYvnIaojOmFJZjf7De7AII+JCJ8GEj20fMfFT0oQZT5zS6AUOQqIkEdtwAGon3sChBRoY6E9h0g8HadnCtXHVHX/tVPZLnIFy2hR0p+iDgoCIJ0yke4Zz5Wp9+F6ArBHsmkdQFIGMiaj6TxtQsx2pkl7t8dwJ7Vcjrjk4W9lO/sfkS5ms7UxJUW05mc3NhLcm0Lc/uzmgr8keS2+QdbsbKtbcVtaX/9YjWuaYztsAf73DRuerrNu0K5H7MNTxLqGET1oBaUpLzZIhkV7xPAsY3bJJL2jHM3QEI0aU0QBiN1cgQqn7VM2Hy9CfJpvc6x4Heh1fMEuG7IXq3Tffb+Ywk7O3ZErrdzXtvLqdu/Of5Tb0PHcX/W4vONa3HUbO3Mm19Yc3z2hy7LnhaRZWAMMwHaZjfGVAb/bd4bEzGT9MJAe9GZ9hI5RHuGxsr7LL8/dFUs21tDi7zlgK7ytkPzNvHyrvSusGjXYq+r5aLsurLgOomD/kAHJQgEjKBqLZRkRgm183T+DgzhxTREWxT4VE9WjzafXAcJYhjuXQviDD9/VRuQLPw+3gID9d9PtZ+KB/ZTFT/fFVW5CO3ZiJg7DUJpkqknkUZo1zLOXkMqnDEYsCEQA6UhpCZjYqAhWc6krUbtQQdg9tXabw9f5z71k4+mJKr2bud1taqqHOvzkBSiYKF6jcmMaPEZa+y+miKjJIwEwAyejnDBfV5LYoaRMsxrcRMiM0pCqDa9sPJ0usH08qDplU8AH8TGhdCj7ad9SoWgVClK5RzuDO76ACZ+3xdApQTQIU8otDyYZf4FaXzjFNvVzyo9mJl9fK7buzatZ6F9e9V6V2OdbeMG51BJT/zDulQfMNYuUPMDITot0l6LTB3MdLuAATvM926HZBn8DyxR02Xxi8rE9qU4yqHHsvI1rGkRWEBRgJbQxjptwQDudXVQopk3oahKxsE7VDs7P6CLcb8VFqQrCtap/c+Arq/V/8TJRaFJ5Jmxwhg3iSJoElUU4OJNYp+2bVkSF1YNkyT7DQDFFIMKLTkVBfJ4XM2NIKkYS3wEyYqCQSTNrIA3kRVOx6iYu1BDsr5SBVUxMQvXGaGbFFSGFTTKVlatoD3aNu/YPnCL1v46WKsu/Q431J+u87y1iFbLm3WywWfZ75oNzNB+sYrp07mSRHZiJI6+kwZ9uorp04d0sXprNUhXTJ8+pOvsv4N80FdiNEJenYuUKPG4TDYXhpiWHBKwGZwaZzNOXGwJbvPtVLqQEq4V/Pw4ZapP9f2oaQZNiQQSMqJ4ONWsoyIHLglnG1xHO+9YFYs7nO7q105GMZQi1HFSI97mg19Wm+LUcIpQx0xY9Gl7BCg76IOyoNHQcZIXiMpYJkn2KFSm4zh+RGWbyLqHtGIeXxmS9VSorKWL+EJx9dDccUgwUXy1V1pmaGdX84HJJR3FX3ul7dP24CzjEufX16GH+7W9R+M/38GZr/diHpYE1zF3NphWRA+/FYmQy9dRwnWfyx+ycd9cfhrF39ZGYUDWt2MU0iievF52ypAvkd1Po7h8n90fMPHY5H4adONCEqofh3mZUER0jv6cWuCRTm6L+mzFpT1b4c5UuHMZZWGr3VmOW3fsIlnYYneuIyntFeua99cnPvyvDWB5GxsNtYJkMgFnSjecy7jn3HXkO45HQmuUU/uNcEtwx8uW4vr99s7Ja1iUAygNwc/iDoIiUb+HneRXl3fLvL3aH76DX1b2ziZ37Ug9r0/J3QzOfgwX3jgiChxYYUwQiVYNFlNerU9dXTnIi0mJwpWXToVdiTuysp2ccRwSmieIvZmn5gL+JU4moS/1aiJLf1wbT+y1jvodclcyw6eLtYVqnQzcfm7Qv3qdX7bfYf+esu4nprJVcjG9mCIDzcB435Tk+aEJGkbOogcOobs26xHX8QfdOkvjiMzO0tpAUiLTJGNEaumnZpb6E4dS4ZdUPmWj+NbBxsFPezDvazuDPZWb9WdM6xTapctrwOud06Plsq6vfdXNVpbGgVBA6VKw71w+WOnmQaUz4wAooHS6+T7ucUrXOrl0yFrn2rzWtfTweUeZYuqh+rb00IwDtBE9VM3HY6CGXv24SfHOMUMptqqhGcdRI2rYHutr1kIzjrmCZzXJwx3fUVgHHwVQBCcmjg62D5ri7VPvL3J8MaXU35hSbkZUPaVkhjT2HAbwHxyicprMR6/blXIzXOrHoa2xvjal9BGCJMxiOUD/9uB2ZuMEBYiByw2Y3qSeXZAmBb8vIcyBwIHZqIIBv9n6j97ojNo/49BtkdrAvG4hubJ/fUBKeyicEk0pZYArBTzVTUDnhP0rC/ZDCgg6pB0V+1p3ookUYAA10QnXgujM9tWvx0HW9W6s3iie1LFR6jDo/x73r14NCmVuZHN0cmVhbQ0KZW5kb2JqDQo2IDAgb2JqDQo8PC9UeXBlL0V4dEdTdGF0ZS9CTS9Ob3JtYWwvY2EgMT4+DQplbmRvYmoNCjcgMCBvYmoNCjw8L1R5cGUvRm9udC9TdWJ0eXBlL1RydWVUeXBlL05hbWUvRjEvQmFzZUZvbnQvQXJpYWwtQm9sZE1UL0VuY29kaW5nL1dpbkFuc2lFbmNvZGluZy9Gb250RGVzY3JpcHRvciA4IDAgUi9GaXJzdENoYXIgMzIvTGFzdENoYXIgMTkxL1dpZHRocyAyNzUgMCBSPj4NCmVuZG9iag0KOCAwIG9iag0KPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250TmFtZS9BcmlhbC1Cb2xkTVQvRmxhZ3MgMzIvSXRhbGljQW5nbGUgMC9Bc2NlbnQgOTA1L0Rlc2NlbnQgLTIxMC9DYXBIZWlnaHQgNzI4L0F2Z1dpZHRoIDQ3OS9NYXhXaWR0aCAyNjI4L0ZvbnRXZWlnaHQgNzAwL1hIZWlnaHQgMjUwL0xlYWRpbmcgMzMvU3RlbVYgNDcvRm9udEJCb3hbIC02MjggLTIxMCAyMDAwIDcyOF0gPj4NCmVuZG9iag0KOSAwIG9iag0KPDwvVHlwZS9FeHRHU3RhdGUvQk0vTm9ybWFsL0NBIDE+Pg0KZW5kb2JqDQoxMCAwIG9iag0KPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvTmFtZS9GMi9CYXNlRm9udC9BcmlhbE1UL0VuY29kaW5nL1dpbkFuc2lFbmNvZGluZy9Gb250RGVzY3JpcHRvciAxMSAwIFIvRmlyc3RDaGFyIDMyL0xhc3RDaGFyIDI0My9XaWR0aHMgMjc5IDAgUj4+DQplbmRvYmoNCjExIDAgb2JqDQo8PC9UeXBlL0ZvbnREZXNjcmlwdG9yL0ZvbnROYW1lL0FyaWFsTVQvRmxhZ3MgMzIvSXRhbGljQW5nbGUgMC9Bc2NlbnQgOTA1L0Rlc2NlbnQgLTIxMC9DYXBIZWlnaHQgNzI4L0F2Z1dpZHRoIDQ0MS9NYXhXaWR0aCAyNjY1L0ZvbnRXZWlnaHQgNDAwL1hIZWlnaHQgMjUwL0xlYWRpbmcgMzMvU3RlbVYgNDQvRm9udEJCb3hbIC02NjUgLTIxMCAyMDAwIDcyOF0gPj4NCmVuZG9iag0KMTIgMCBvYmoNCjw8L1R5cGUvRm9udC9TdWJ0eXBlL1R5cGUwL0Jhc2VGb250L0FyaWFsTVQvRW5jb2RpbmcvSWRlbnRpdHktSC9EZXNjZW5kYW50Rm9udHMgMTMgMCBSL1RvVW5pY29kZSAyNzYgMCBSPj4NCmVuZG9iag0KMTMgMCBvYmoNClsgMTQgMCBSXSANCmVuZG9iag0KMTQgMCBvYmoNCjw8L0Jhc2VGb250L0FyaWFsTVQvU3VidHlwZS9DSURGb250VHlwZTIvVHlwZS9Gb250L0NJRFRvR0lETWFwL0lkZW50aXR5L0RXIDEwMDAvQ0lEU3lzdGVtSW5mbyAxNSAwIFIvRm9udERlc2NyaXB0b3IgMTYgMCBSL1cgMjc4IDAgUj4+DQplbmRvYmoNCjE1IDAgb2JqDQo8PC9PcmRlcmluZyhJZGVudGl0eSkgL1JlZ2lzdHJ5KEFkb2JlKSAvU3VwcGxlbWVudCAwPj4NCmVuZG9iag0KMTYgMCBvYmoNCjw8L1R5cGUvRm9udERlc2NyaXB0b3IvRm9udE5hbWUvQXJpYWxNVC9GbGFncyAzMi9JdGFsaWNBbmdsZSAwL0FzY2VudCA5MDUvRGVzY2VudCAtMjEwL0NhcEhlaWdodCA3MjgvQXZnV2lkdGggNDQxL01heFdpZHRoIDI2NjUvRm9udFdlaWdodCA0MDAvWEhlaWdodCAyNTAvTGVhZGluZyAzMy9TdGVtViA0NC9Gb250QkJveFsgLTY2NSAtMjEwIDIwMDAgNzI4XSAvRm9udEZpbGUyIDI3NyAwIFI+Pg0KZW5kb2JqDQoyNSAwIG9iag0KPDwvVHlwZS9PYmpTdG0vTiAyNTcvRmlyc3QgMjI4OC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDMyNTE+Pg0Kc3RyZWFtDQp4nMVb3YoeNxK9D+Qd9AbT+pcgBJZNwi4mwdiGvQh7MXG+dUzsGTMZQ/L2e053yZ7dLZXY5oOAcfc33dIplU5VqUulEN3mQnPZu1Cd34ILxfncXcA/X1zE04JLdJG/goul4talkHDrUvMuZpf5AJ207mJ1JW0O/0rHm93V1FxMrm3ZpehaRaPgOsBSdr0llxJg0UcifA8uAd/jzeSdD9vm8oZrBWJ3PobgcsC1dkqM17zLaJ8awCPkBmze5a8uZ+cLGgHe1604jMlX4GX8bhC9oH3r0RX03yFLrg5wAdLjiiGXCAX45nAbfM2uZBcCxC5QUUA/BQqK6Lw0FxLkhIghoZMKjeWtO+gpZDSu6K9AjRX9lRYcFBAq9YL+aveuor+Gfire7z5AUbgCBEOMm4fioNoNnVPTPkRXoU6Pl1rGdEB5ECWiATSLWYISGqYpQdkNU5bQT98wQ5hUzk1G4845hL4BHQsaQXWxop+O/tqG5+ivQSn77Pnq0HXsGCxUlTaSY+PsotcO3XrMJUmTOFN+Iy8gQm+Yag/97nNe2YbzDEr5DfPO2fKYkZQ5xxv6LXtrtCqFL6Pj6kkDIFX+xUcyjTeAahDGexICvAVVcNP4CFO+Rd5grrfGd0gSTj9mMQcI5z2mOXDCw0bO4mUoNO8Sklm7hIGUooRgeM5kYyCZOm/QMynl8V6uG99Bz5VMCui5oVePmc6N8sBkcqc8sI3cKQ+UXjbKA3MoVJansXjKQz4GjNKD0CWAEp4GFIkOqpQIXVPVJZG90FrJVC9MrkAO2gFoSizMYylEhzWVuv8FPVeiQ+5CnlEjpRMdpC+d6DCxuk8t5q5u1AaMrHKUHlZUPbUBM6uB80WKR84XDK3G3epA4oSZ8RAO1o7m0EjNREfvlV7Bw5pqITqZXYkOe6yV6DC42ogOi6n0D55W04mOma6d6DCythF9NwSiY9iN8nrYZQtEh9ZaIHol+YkO02uR6LCtlnZHADvIRIc1tkx0WEQrRId9tUJ02lYleqO7IjpMsDWiw+ZaJzqMrnWiw0qhS6ADuG9EB17nfFJrnb88jKwHotNoIojvYUs90lHBGDuMCTceN4Xv0BIpD+yvZ8oD5sEf8B30XCgP7KtXytPpQiEPrQ9GAM8Ca+rd8wY902wDbBAKA1HDRk+7YZxho68lxQKl2SjPbh9bwMQHEnujdYTdhmkewdNA0x4UIu8gxq70jTYcOIKNRhw8McrhM2ntFIWGC1axLd9rlMUTo1GWQIxOWWg+W6cssFMYP2WBEcLWKQssFXfQdwi7IwD5Q+B78Jr0zPQSmb1UOgXiHu6BssTd9vk3mCfuKAs1Cjail8i2tJoQ2R/NBp6dd40+nrg0HCLCp2x8SozOKMmJhuoYA/Z4RV0lOhhaT4i7P6Gu6CcxGD7NvOu8S/Q/sMvA2IdmfI/9pcJYEulVoJOdOiFTPsa8QEMPe1QslG/3RwyygZEwNMpHZoZG+RgtoSA+JW6nfPQhkfYeYMu4o053J0SHEhgnI/kY8u68qFN6uMgFQICx4o46LfRWybMtI3KCIYXC/mj4XDPgjvLBPmEOlI/0jgzFDOe4y7wjbgN/EBN5x2hK9xc7eBHo6WNnRKyM8hv1t/vGTgrRy7FfOsC20Rh5wzHRy/Xd4uidYKykUSbtv/rq5jn72NyLm5c3Lz/c3t28+uPD5ebl48PH14/fvru8v3n+xqX9+TO3ff31l18cTao0ef4/7z/70fl/uk/NPjcp0uTVN1obMA+P1YZDvFcv1Ib1XMPrtIjBUkRQm3hTETGeVMQhioqYLSGj2iTZQpYplsmMdAZrygz4EwMrn8CCrzqp/F3FMnoRTOsmmXwpahObL2nKl5QsrHoGK0+xioXVzmCdtGtRsYxeBFPxTfZ0tUkzRc5T9mRvYfntDNjU3HM0wVTvvAJLUzDTt3jVA67AplO2mvl9RkXZogYRUBW9maKrfjFXW/Sp4ZfNBFMd4wKs+JN6OgYuIqnC2gxSPWsJtrBTBhWbQapPXIGdZdAxcBFJBbY5ozrVspjGKWeqzRnVqy7A6lnOHAMXkVRhbc6o/rTa01innKkmZ4LqT1dgZzlzDFxEus6qspqhKagevNpOtU0nrpmxKagefAU2jU0rXR4evE1Z2sw1TVB9dou2sNOJa+aiJqg+ewV2dlVzDFxEUoFtzqg+u9nT2Kec6TZnVJ+9AjvLmWPgIpIqrM0Z1Wd3exr7lDPd5ozqs1dgZzlzDFxEUoFtzqg+u9vTyGzkBI05XgMuql57CXeWNsfYh1C6vCZxouqGmcC3BZ5Sh5sAFp7qidd4Z9kjwx9i/VkZlv+/BbdFLD2qQYJbKKYe/dm8jIhzrbHZHFFjEjd67LFNOcLNIgtPDStrvOmSd6nLcnDSn0wXquIGmy9qNOPGmDnGcJov4Zp8CTZf1ODH7Tt7bHO+BJsvavxb453mSxC+nE0vq+LaSd+ohk2/SPv6ed7XRzMOJTVurvHmcSianEl63FvinY5Dh7qHGoZ4uhDmgibpETQulhjzpLBP5oom6ZFmiXd2SSPDH2L9afHXTgYnPUalhQ+Y54N9Mn1O0mPUEu+0z0nic9I1fU42fU7SY1Re2GSe+5xs+xw9bizx5j4n25zR48YS77TPyeJzsvicszlpVWw7F5z0+JG7PdZ5NtgXkztZjx9LvNPrm2P4Q6xr6dTkT9ZjVln4gDL3OXYiOOuRZok39TnezgVnPdKs8E5ng0XdQw1DvCvNZTV9T9bjR118B8/zs77a3NHjxxLvtO+p4nPOZqRVcZvNHz1+1IUPmOdpfbN9jh4/lnjzeGUnhrMeP5Z4J3P6Q91DDUO8a82l7Xv0+NHsjSHfTq932jXXOd0ukNBjVV+sA/rpWHU2K62LafqZoseovvDh8+yw7yZPih6jlninedIlZvQr8iVsNl/UuBg2my9hm/PFzgkXNTat8eZ+xs4JFzU2rfHOxiZR91DDEO9Kc+nNGFXUGMViW3Osfr7GsfPERY1Ra7yzvkaGP8S6lk5t/qhxMSzyt2GeLw52vriosWmNZ/gckzNVjRdLvHB2XSzqHmoY4uk9mQUTVS+i/Yw/kdxYZ5g1E1WNBmu8s1UTMvwh1p+2uxRt/ujxIyx8QDzNn3jF76hg542rHqui/V0T5nnj5djm3LSrhqse5T6lqWeSni4pN3LVyeaLHqPigi9n87VDnCvxZVEwrMfDtODLvGY42HniqsemJd7ptY1UDId5yfAJnWabL3o8TAu+5NN8mZcoB7tsuOmRNC/iw7xweCnpyXWULqbpX5oea/PCv+S5f8nmPlTTY+0Kb16vu9TlcSwhzMuTT+jULhJueuRcFO6GeZnwaoxGPtrODTc9Di5yp2GeG15Kek3/YueFmx45y8K/GHnhan4zNT3+LfFOfzNV+Waq62+m1em2Vp98IAzU25/eXfQlwoEry/1j3/VYvMkBLzlqJMdc5MyDlPRL/boUa0tlsqvy63jzyHVK1aSUCEo13Cj62g+JH1fZ+JVPSClm2o+DH9fjeJIP8jzI8yDPgzyXEchm/tiq3k9UH1d5P8n7Wd6XIxdeThbI5tF+mPm4yvsyUkme78eNj6u83yRFdCQr9yPCx1X6l4pGSVLtB32Pq5erfHaJPoKMXz74xufMfir2uI7PNHlfSg1kETyWmGMBt59bPa7yXGZVAvYIh/vp0uMq7YvIJ/MuzmU/A3pcpf2oeH+SbhAm/uP+4dfffrlcHvWPqf9q5uuTZj/d3/+qf6z+R6snb7x6uFxe3N8/3ry4f3f5/vaDk6/657cPl7v9qTs+yY+c0DC9T09/uPz++Ozyh/PS9Xfo6+7+8XLzA//79u7nzz9e4dWf7n+/eXl5/Xjzt8vtz5eH455txv3f7969vbu8/OWWEvIPf7lDD7ePb+/v5PfD49t/3eJm//Vp0N/cv/74HjI90R6EfLz5/vb1w/2T33/9Bf8/+f3N29t392+e/OHlu7c/X568e+DgtTcPt+9vvnv75uPDRcb6w8f3v/0IjYQnU/nZXxzzLfQSdomRHUt5Oc8nR+3kFJycLJMzX3IaS85JyZkjOQ0k52zkBIycLZFTH3KeQk46yIkAqdWXKnipT5fKb6nJlmpnqUMeFb6j9HZUtI5K01EpOaoKR7XfqIgb1WOjqmtUPo2KpFEpNOpuRj3MqAAZlRmjemFUFYzd/rETPnaoxy7u2F0du55jR3Ds1I3drLHLNHZ/xs7I2EUYGfeRCR/Z4pHFHdnVkXkcGcGRNRvZrJFlGjmbkUsZ2YPxpT2+Y8dX4viiGl8642tgrLXHunSsF8eaaqxYRnQfUfez0/nyi38DELyBiA0KZW5kc3RyZWFtDQplbmRvYmoNCjI3NSAwIG9iag0KWyAyNzggMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDI3OCAwIDAgMCAwIDAgNTU2IDAgMCAwIDAgMCA1NTYgMCAzMzMgMCAwIDAgMCA2MTEgMCA3MjIgNzIyIDcyMiA3MjIgNjY3IDYxMSA3NzggNzIyIDI3OCAwIDAgNjExIDgzMyA3MjIgNzc4IDY2NyAwIDcyMiA2NjcgNjExIDcyMiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNTU2IDAgNTU2IDYxMSA1NTYgMCA2MTEgMCAyNzggMCAwIDI3OCA4ODkgNjExIDYxMSA2MTEgMCAzODkgNTU2IDMzMyAwIDU1NiAwIDAgNTU2IDUwMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNjExXSANCmVuZG9iag0KMjc2IDAgb2JqDQo8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDM0OD4+DQpzdHJlYW0NCnicfVLdaoMwFL73KXLZXRRNNLYFEYZbwYv9MLcHsMmxE2YM0V749ovntN3aQgMxfJzvJyeesCifStOOLHx3vapgZE1rtIOhPzgFbAf71gR8zXSrxiPCr+pqG4ReXE3DCF1pmj7IMhZ++OIwuoktHnW/g4cgfHMaXGv2bPFVVB5XB2t/oAMzsijIc6ah8UYvtX2tO2Ahypal9vV2nJZe88f4nCwwgZjTZVSvYbC1AlebPQRZ5FfOsq1feQBGX9VjUu0a9V07ZMeeHUUiyhGtCUlCW0IFOh01/ORwDuRkwSUecXRkU51fB/IN0dL7poLcxAqPRFyY3nQR0xUkdeG9EcWIkgRRyu8HJiRK6AXS+CJQXAcmBdE2FEEPlV48lLiJkPx0L2Q/o1ZSo5IaXYn7uZJyV5S7mbVCpPJ/7vzT59k8T5Q6OOeHCQcYp2ien9bAecZtb2fVvH8B/63lqg0KZW5kc3RyZWFtDQplbmRvYmoNCjI3NyAwIG9iag0KPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA5OTE1MS9MZW5ndGgxIDMxMjgzNj4+DQpzdHJlYW0NCnic7J0LYFxFvf9/5+z7fXY3u5t9JHs2m920m3fSJmmapnk0bdpCn2lJapGkSUpbWihQefqIF4G6gKJXuahIkav8vaiXTcq9pqAWFREREARRkUehqCggeBUvorD/38xuzp5sN0m3Se62yXyS+Z6ZOXNmZs/Omd3f7zwWOABwoyjh5hWbV6/69kc37wHlNxYAeJ5btaJj5fDyw18BhccHoFi0asP6zdc89OoKUBRsAE58Z9XmLW3vW/LWgrK5E2DvtjWbu1bui+xWg/Lur2KthWd1be48cHB7PUBrPoDwmfWbK2vyqq/pAuAxDb0b2s/qeu/q5nZQuF/BdN3WFWd3b/jsnrcBNn4TwPq5/n19+3fXDX4auLcexvYv7L/sgPitoy9+Cngjbq++cOf+8/c1fM1ZCtxfGwAMsfP7Lt0PbghgfU9jfcL5e6/cuf7yQ8eBtx0EGG3bNbDvisjVP9UB9LcAd9PBXYN9A78baGoH4G4j7e/CDFut60ZMk+2Ld+07cMXDX6tRY3+vAGi+44LBSy6Mr/jHbcC/9iqWeXzvRf19Qff6d4B/5FGAgG9f3xX7nRtMzbjuHdxe3Dd4oE/12KM/xP3xIKZ3XNi3b3DxU2f9APg3RgFK391/0aUH4hG4Bft7Lym//5LB/V8ZefWPwMWxfmMlkPdG/budjz364KXnWZre1nq1QLjzeEmELJ/88vH33r3nvfMF0G7EpI6WJ+BS0/z+OmgX4N173r1KAGlNEvMPSY5wEwyBAGeBAnhctsB1ACoXtsvjWoXiIHczqECr+qKqFivwJpaKJ2Enb9OqeINayROUx6Ai/gBc0U57gHSd3S5iXWLoUdVT72/kajXN3Aju7ng8joMsrLqfvFJwqJNd4pdIIcb/Ej441kNNAVw+Fufvhg+TQOLKb8IlWPZuTLfi8j6yrfJS2ILhRQxNGLZi8CTzzsbQh2EzSWPZI8k69pN6yHKsDdXW+HuqrXCL6sewE8PtGL9TeRy+rl4C+zD9Vdz26FhZrOsW9d1wK+bfhuv7seztuOzG9Fcwvh23q0rUmdgjybga8xfCBGCdazBcpwTYgMuVGNZim3ZctmG4nvsxHBwri/FrsP3rST6GFcllJ+6Ta3H75bhdMaavwbhHqh8HKIYFE7U/UZ9Otiy2+d0M26/Ipr0p27gbXphsvXIAzp6yjtehfOZ6dHJwW99fMpP1kTGXKR/fg4dOyLsbfjuTbSfrvACDG0NgputmMBgMBoNx+sJ9PX5frvtwsqi8Z05fGQwGI5dwEL9Pi0EANm8yGAwGg8FgMBgMBoPBYDAYDAaDwWAwZg7l92FnrvvAYJxpcF/MdQ8YDAZj/iC/PyfB+4+lpX+E4QkMT2L4E4ZnMDz3f9bBDCgvhe0KGyxXboBO5UpYhulqjC9TfgR2KEswn9xLdSV0kXunFG5YKru/qobeX/VRLFcJa+n9VVfDFtWPYI/qKehXvQN36dbAXbi8TcHDUtKWegn0Ki+BlWNt83r4JG63jt8AZuUVcC3pC+0PlifryP5UXox9/CTcqvwhrvs9Li/CoIVbVZWYfgtu5f4It47Vp/gOvR/rVuXruKzG9fuSy99g3j5YoxRgofJ5+IxyF2il178XtEoz+KfcTxef/D7FPn0qPY/04+RrmB2wX9fnug+M/3v4u6FIfr8WBlcyrwLDagwRDLXJNFkWke3IsZzrvucC+Rw1G8j2P933s9kWg8E4VYSbNBzHfUONcyF+fVGDRqPGfwkNZmgAQiojYvM1Y5kP+Ww+m031RfKN4hZbopbwYnWwZHBz/RKAJRfXFy/erC611T8E8KD8Dl51KqpJS59QRlqXP1nnuQx5tGqIT7QaX2OmdhnzhoyjYtpFGVOAs0yuu8BgMBgMRgbm1ufT3Ho1pxnkQUdkB3OUKQonCnHe5JLTUVXgH5BtOS7PRjKWcJyTq+R8NpJXwVVxVRaOC9MCUk2ySolUTdXP3A4CTs40+zLR1iex/xlnGgpQ0DGjUig4Ht/ffNXrhgfgHW0ctKCNvw860MXfAz3oUQ1gQDWCEdUEJlQzVQuYUQWwoFpR/wk2sKLawYaaB3ZUB+o/wAl5qC5woOajvgtucGHcA26Me8GD6qNaAF7UQvDF/w5+qiIUoAbAj1oEImoQ9R0ohgBqCIpQw6j/CyUQRF0AxagLIYwaoVoKJfG/QRksQC2nWgER1EooRa2CctRq1LehBipQa6ESdRFUxf8Ki6nWQTVqPdSiNsCi+F9weiLaCItRl1JtgjrUZVCP2gwNqMthSfx/oAUaUVthKWobNKG2o/4ZVsAy1A5oRl0Jy+NvwSpoQe2EVtTV0Ia6hupaaEc9C1agng0r42/COqrrYRXqBuhE3Qir43+CTVQ3wxrULlgbfwO2wNmoW6meA+tQu2F9/HXogQ2o21DfgA/ARoxvh82o50IX6gepngdb4q9BL2xF7YNzUHeg/hH6oQd1ALahDsIHUHfC9vgf4Hyqu+Bc1N3wwfirsAd6MX4B1b3Qh7oPdmD+hdCPehHV/TAQ/z1cDIOol8D5qJdSPQC74r+DD8Fu1MtgD+rlqL+FK+AC1CthH+pVcCHq1VQ/DBehfgT2o34ULo6/Ah+jOgSXon4cDqD+C3wofhyugctQP0H1Wrg8/jJcB1egXg9Xoh6Eq1A/CVfHX4IofBj1BvgI5tyI+hLcBB9F/RR8DPXT8HHUm1GPwWfgX1A/C9eg/it8Iv4ifI7q5+Fa1FvgetR/g4O49lbUF+EL8EnUL0I0/gJ8CW5AvQ1uRP0y1dvhU6iH4NOod8DNqF9BfR7uhM+g/jt8FvWr8K+oX4PPxZ+Du+Dz8d/A/4NbUL8O/4b6H1TvhltRvwFfQP0mfAn1W1T/E25DvQe+jBqD21GHUZ+FETiEehjuQL0X7oz/Gv4L/j3+K/hvqt+Gr6KOwtdQj8BdqPdRvR++jvod+I/4L+G7cDfq96gehW+gPgDfRP0+fAv1B/CfqD+Ee+LPwIMQQ/0RDMd/AQ9R/TGMoD4Mh+NPw0/gXtRH4L9Qfwr/jfoofBv1MRhFfRyOoP6M6hNwH+qT8B3Un8N340/BU6g/h6fhe6i/gKOoz8AD8Sfhl1R/BT9A/TX8EPVZeBD1N1Sfgx+hPg8Pob4AP44/AS9SPQY/if8MXoJHUF+Gn6Iep/oKPIr6W3gM9XfwOOrv4Yn44/Aq1T/Ak6h/hJ/HH4PX4CnU16m+AU+j/gmeiT8Kb8IvUd+i+mf4Fer/wK9R/wLPov6V6tvwXPyn8Dd4HvV/4QXUd1Afgb/Di6jvwjHUf8BLqP+k+h4cj/8E3odXUOPwW1Q2p8/+nP7nM3xOf+2k5/Q/TDCn/+GEOf3VCeb0358wp//uJOb0V6Q5/ZJxc/rxCeb043ROP37CnP4yndNfls3pL9M5/WU6p78sm9NfOmFOP0bn9GN0Tj92Bs7pv87RnP40m9PZnH7Gzeln+vf0M3dOn+h7OpvT2ZyeeU5/eA7M6fRCDOFmg1MLCgWvBJzUQakEtUKpUKSuFlEkrq7QasglJFoND4CqxaBRk+tRtYlrM4CWVarVuJ7XJuIKst24KzNkcT4tLaFML6uazKvEZ8jTptYoM6zG15gxmzFfyDRoJkAze72Yd3AGZ667wGAwGAxGBubWp30WX3MY2ZLVziWGURIpptVqTVol6NDOURBTSa1U8Gp6nb5Go0CrR5u8al8zzoiSWUwKIlOOWEU2/ZxxlHJSty+eEhNd4q9k9tycwpivA4VCge+pgfojNMQfoZFQJO5e0Wh1Oq1Gp8PxjaqjKXI0aJJHBD16FPRQUhjIdkpMqfC4krsTZEfPhEeTMr3spIMt07SgSzXA/BGME8nis2R6UyhDDv0tXgaDwWAwTjuYP4JxkmRl52tUxK9ALCSNihpVGEMjyqxTgQ7HnIIYThpV0upSa4kRpdZptJqETwK3l2zxdAtqyu+np5M/Qjf1BpMw0cHJ/BFzC5NHj++pQgVgpP4ILXmDU/4IzNDiqNcRtHrqjzDo9PiHRxIOMJ3kj9Ck+yOUxB+hkQ+jU/JHZH19hD7VAPNHME4kizma+SNmDt7kyXUXGAwGg8HIwNz6tM+tKTrHydIfIZlTUkyn01v0KtBTf4RyzB+h1ZJA/REYpSmN3Ihi/oiMbUyrYsZphaXQgO8puY7BRC9n0ClVSqVWQklcEQA6vcGg1xn0OL61Br1Rb8QU9Uckj4hEWXooKUwkrsIUva5C1pQsPuHRpEovO6k/ItPhZkytybitSjVplYy5ThZztH72ejHv4C2Fue4Cg8FgMBgZmJ7BdLrB/BGzSFY7V6uWzCkpZjAYrAY1GNHOURLDSatWKrTknK9Wr1MmTvpiTKslBpZWMoZkFhM1wqf8fppbU10lh1x/Pw0mcr2omD03pxBEI/FHqAHMKX+ETiLpjzAYjEaD3mjA41BnMhjxz6AjA0yXnMPpLRxKnVZJ/RG4yZg/Qu7Wks33irS0hCq9LPNHMGYW5o/ICbwg5roLDAaDwWBkYG592jN/xCySlZ2vUycuL8cgxYxGo92oBiPaOUqdiqwhVpder9Pq9cQfYcQoTclO+o6zmM48f4RxWnVN5Cxk/oi5hbXIRN5TNYCFPjlFr1KrVCl/hAr0en3KH6FK80cYJH8EKUvcF6AwkbhaqyT3cujkbi3ZkFKlpSXU6WVP0R+hklc2vgX266fzmyzm6Om5dBlyeGtRrrvAYDAYDEYGmD+CcZJk548gT4sgt7jrUzGj0ZRnUoMp4Y/QJ/wRaGrpdAYDVq416g06A90kddL3RH/ElN9Pc+uPUMuZJX+Emtlzcwp72AwqlVoDYKX+CAPxRxgkVIACYDKZzSajBY8gMFhM+IcpcoOHMTnI9Aa9waA2ENeeUsCoQa1XjT+UYNx8T4dQpqNJnV520ocMZZpzLal6mD+CcSJZzNHTm0IZcnh7ONddYDAYDAYjA3Pr7AO7q34WyWrnGjR6Yh8Rs0hDjSqMmc1mp1kDFhxzKjSccI1KiUpO+hrJSV+z0Zg4BUxOBkvGkGyE0hOuU34/ze2lA+P9EeZp1TXRwcn8EXMLR0Qg7yma/XZ6e4VRrVGrjRJqMBKfg8lssZhNghnfeqPVLJgFi5n6I8ymRC1GciypifsClAK5ekJDDrLU9ROJQqmoOi0toUkvO+kjWzJNC0KqgYy+DI1mbj1HmZElWXyWmGavF/MOhSOS6y4wGAwGg5GBuXX2gfkjZpGs7Hyj1kAvKUdLSkuNKoxZLEK+oAUBx5zKSOwtrUplNJpMRoPZhJXrLSaz0Ywpk5EYV1JNaT2Y0sTPrT9CIyd5ovhUmejg1DB7bk6RX2XD91SrA3DQJ6eYyc/MmCQ0YDbjqLcIVqtgsVvRzDfZrXbBbhXMZIAJyUFGjx6N2YzjX51nNpnNWqPGbEhdP5EolIqq09IS2vSykz5kKNOca081kNGXodXOrecoM7Ikizl6elMoQ44ivyrXXWAwGAwGIwPTO4F7usHuqp9Fstq5Jh01pYwYdGN2ldVq89l0YEc7R20i9pZOrUKzyWIyChZyEbrVIpgEC7kkHbeXjKh0C0qYquncXjqglUOuv58GE50a1DJ7bk7hrcsj76keIJ/eXiFodVqtRUILgiAA2Gx5eTarw45vvcVld1gdeTaBDDBbcpBZLGaLRWMhh5LaSbbTmbUW2fUTiUKpqDotLaFLLzvpTX2ZpgVHqoGMvgydbm49R5mRJVnM0dObQhlyFN66XHeBwWAwGIwMCLnuwIzC/BGzSFZ2vkVPrCMa9NSowpg9L8+fpwcH2jkaC7G39Bq1xSJYLWYbPembZ7VZbILFTE74WiRHWboFZZvRfs44OjnJE8WnykSnBnXMnptTFDQ6QavVodnvQeNfD1atXqsVJLRgtaJVZrc7HHaby6HBWdvlcNldDrudDDB78ogQBAuWFQTykxpusp3eohWIa0/ucxZSUV1aWmLM/SCtm/SmvkxzrivVQEZfBn0+J2P+ksUcPb0plCFHWdCY6y4wGAwGg5GBuXX2gd1VP4tkdYuAYCDWEQ0GalRhzOFwFjkN4BKwLmI4CQaNRhCsNsFit2HlZofNLtgxZRNSF6GPs5hoD6b8fprbWxn0cpInik8VYZI2plUx47RCbMkH8lBXAB/5GQ2w6ww6nU1CB3Y7jnqHw+Vy5LldaObbvC63w+1y2MkAc+QlarFaBatVbyWHksZrs1qtBkFnI649uVtLNt/r0tISY+4HyfM36U19mfwR7lQDGX0Z9PmcjPlLFnN03uz1Yt6hFFty3QUGg8FgMDIwt84+MH/ELJKVnW8zWq028mezGalRhTGXKz+UbwQ32jlaG7G3jFqNzWbPswmOPHoRep7D5rDbBHLCl/gkkjWlKqU3KUxp4uf2VgaDnOSJ4lNloktBDMyem1ME2tzEH4Fmf8Ek/ginMz/fmefJp/6IfI/Tk+90gFPmjyDHm9425o+w2QzWhD9CkDU18/6ITHOuJ9UA80cwTiSLz5LpuXQZcpSBtlx3gcFgMBiMDMytsw/sKX+zSHb+CBOxpOzEHyHF8vPdYbcRPNQfoU/6I+z0pnjqj8gn/ghM5dlSN8Wf4f6I/GnVxfwR84PQGh/o9QYTQIA+ftKpN+r1Dgk9OJ1OALfb63W7CrzksZd+b4G7AFPkSgRX0umV57A78nAz4o/wk+2MNr3DSvwUsqZk8z11F2Q6mozpZSd9yFAmf0RBqoGMvgyjcW49R5mRJVnM0dObQhlyVKE1ue4Cg8FgMBgZcOa6AzMK80fMIlntXIc5L89BLCSHw0yNKox5vb5SnxkK0AbSOQxkjU7jcDhdDns+uQjd6nXl5+U78+wuNITypAt3ZBYTNXCm/H6a20crGOWAd1p1TeR6MTJ7bk4R6RLxPTVbAEJo/JvBbTQbjS4JI7jdbgCfr7DQ5wkU4lvvChYGfAFMkRs8fImrEcDlcrhcJpdLD6AvJtuZ84zEV+GQDyPZBTvGtLSEOb3spD9xkGlaCKQayOjLoL8Xwpi/ZDFHT28KZchRRbpy3QUGg8FgMDLgznUHZhT2qwOzSFaPLHAJLqfLlY8BYy4ayy/0+6v9AgTQzjG4iL0lGPSufLfH5fB6sPK8Qo/X5XW7HB4s4JKMKJnFRHsw5ffT3D5awSwHCqdV10R3e5iZPTenqNgeBJPJLAAspI978JosJpNHwgReL456vz8Q8PuKA2jme0KBYn8xpsAPUOhL1OLxuDwes4ccSvow2c7iMtFDST6MPKmoMS0tMeZ+kD4bJn3IUKY5tzjVQEZfhsXCfsVxXpPFHF0we72Yd6grtue6CwwGg8FgZGBunX1gvzowi2Rl53tsbrfH7clHs8hGjSqMBQJFi4usUIw2kNFD7C2rUe/xeH0eV6HPAOAI+ArdhT63y4eGkFsyomQWE71JYUoTP7e3MljkJE8UnyqZjMWxNqZVMeO0omYgDGazYAMoI4+lhAKz1Wz2SZihoACtskCguDjgLyk2A/gWFpcESjBFBhgqxedzY1mfz4iH1wKyndVtpoeS3OfsS0XNaWmJMfeD9Nkw6U/aZPJHlKQayOjLoL8Xwpi/ZPFZIs5aJ+Yf6pqBXHeBwWAwGIwMTO8E7ukG+9WBWSSrWwR8dq/X5/V50CyyU6MKY8XFocaQHUrQBjIRw8lnNxl9vkK/zy36yUXoxX7RJxb63OSEr08yomQWE+2BOKP9nHGscpInik+VTMbiWBvTqphxWlG3dyFYLFY7QBUa/zYQLTaLpVDCAqIoAhQXl5QUByIlFpy1y0sixRFMkQEWTDq9Cgu9WLawgPzEZ3kBbmfzWgq8AF65W0s231vS0hK29LKTPmQokw84kmogoy/DZpvyV3sZc5ksfMZFs9eLeYembm+uu8BgMBgMRgbEXHdgRmFP+ZtFTNkULnQUFBQWFPrQLHJQowpjJSULli/IgwjaOeZCAfPyzKZCvxgo9AYDWLm7JBAsDGIqgAUKpZOzMouJ9iA4o/2ccWxykieKT5WJnIU2Zs/NKRoPlIEg2B0AiwDsdigS7IIgSghQVIRWWUlJJFISLI+gmS9WRspLyiMlxWSAhZNHhCgWYFlRJP6IarKdvUAQCwC8creWmIpa0tISY49ukdZN+gjZTD7g8lQDGX/Aif5eCGP+koXPODR7vZh3aBoP5LoLDAaDwWBkYG6dfWBP+ZtFsrLzRaffL/oDhWgWOYltRGKRSGl7qRPKRTRVRCtZYzGJgWCxWBAmF6F7I8VhMRwUC4JYQJRuGxZTldILwMNTNZ3bRyvY5SRPFJ8q4iRtTKtixmlF+3U1+J468wGayM96QondabeHJOxQUlKCRn55VVX5wkVV+NaH6qsWlS/CFLH8USmhUBGWDYXIT3wuIds5i+whcj+H/KYhmXVnS0tLONPLTvoI2Uw+4EWpBjI+MJn+Xghj/pLFHF06e72Yd2jbr8t1FxgMBoPByMCCXHdgRsntqfE5TlaPLAh5iotDxeEgmkUeYhthLFxVXbOuxg2L0M6xEsMp5LZaQuEFC0NFpQsFAH/VwtJQKaYWYoGQ5CiTWUwCkSm/nwrZ9HPGccoh199Pg4lODTqZPTenWHtLAzgcLi9AO33cQ5nD7XBEJBxQVlYGUFNTV1dT0VjnAIgsq2usaayrKYcagOqKRC2RSBjLRiLkJz6Xk+3cYUeEHEryYSRzkDnS0hJjt0otHMuY9CFDmebcxlQDGR+Y7HbPrecoM7JEOPmiVbPVh3mIbu0tue4Cg8FgMBgZKM91B2YU9pS/WSSrRxZEChYsiCyIlKBZVECNKozV1Tec0+CDRrSB7BEn5vns1khpeUUkXF1hAwjWVVQvrK5YGK5AQ2ihdBmEzGKiJ1yrp2o6t7cyuOVA3bTqmujqCjez5+YUm+9qBpfLXQCwhjyWEqpcPperQsIFVVVVAPX1TU31ta1NLoCKjqbW+tam+kVQD1BXm6iloiJSUZFfQQ4l2yqynS/iIodSidznXJGKutLSEr70spM+ZCjTqe7WVAMZn4Hi8030aBTGvCCLz5LFs9eLeYd+81257gKDwWAwGBmY0ro7o2BP+ZtFsrLzK8TysoryylI0i0RiG5FYU1Nzb7MfWtHOcRDDqcLvsFVUVtdWROpq89Buaqqtq6irqYjUYIEKyRaXWUz0uXpTmviTPn1v1vHJIdffT4NMxuJYG9OqmHFasX20AzweTwBgE/lZT6jz+D2eWgkP1NXhqF+2rK1tWUNnmwegdm1b57LOtmVLYBnmNyRqqa2tqK31LiKHUt7ZuNkif4WnltzPIfc516ai+WlpCX962Ulv6svkA+5MNeDPsBpfY8Zsxnwhi9vNls5eL+Ydxu2jue4Cg8FgMBgZqM91B2YU9pS/WSQrO782WFNdW7OoCu2iYmJTYWxRW3vHBR1B6EQ7x1XrxcygK692UX1DbUXTEidAaduSptqmhtrKBixQWynVlKqU3qQwpYmf21sZ/HKgbVp1ZTIWx9qYVsWM04qBh9cSH1MxQA993EOjL+DzNUj4oLGxEaC9vbOzfdm6Th9Aw+bOde3rOtubyQ0ebcsStTQ01DQ0FNQ34Ph3duFm9YEaX0M1QLXc59yQinrT0hJjz5uQPhsmfaRgJh/wulQDGX/xNhCY3g/hMs5wJn1C6nhaZq0T8w/TwMO57gKDwWAwGBmYW2cfcntqfI6TlZ3fEK5b3FDXsAjtohJqVGGsc/XaA2vDsA5tIHdDAeaF3c6GJU3L6mtam/MBKjubW+tbl9XXLkNDqF6yxWUWEz3h2jpV05M+fW/WCchJnig+VTIZi2NtTKtixumGIhl8wJEk14YpjPGdoOTIrUst+KcCcqlCCBZCIzTDauiCrbANdsNlcBXcAd+Ce+E+eApegjfgL1w1/2t1i6gTK8UV4n7xyiJH0WDo0XgcyENSQ7AASqEJj6SzsIYe6IO9cCWtYQSOTFDDgbEa4scn+OuP95Oex/8ZPxi/Pn5d/Kvvc/+Mvfb4a18/dvkbfwN44a4Xqn67LPHqJqR4wucZpWb2t+DPcBO8Cbebv2c+ah4wP2D+vnkQ95gapMo5nsddl1YDrlQocRdqAQxGMFsEq82e53C68t0er68A/CIeUsWhcMmChZHSMpyNqqprahctrquHJQBNSZfPio6VqzpXr1l7FsD6DRs3be7asvWc7h6A7efKW9qditKfM7gyw+u5Kbn8/FjG7eNWK9KK35+hip8lFr8g8mwizsYKYcqx0vKBaw9cesnF+y+6cN/eC/bs3nX+zsEd53afs3VL1/p1rS3Lm5c1LW1c0lC/eFFtTXVVZUV5WWlk4YKScKg4WBQQ/YUFPq/Hne9yOvLsNqtgMZuMBr1Oq1GrlAqeg7KO4MpeMRbujSnDwc7OcpIO9mFGnyyjNyZi1srxZWJiLy0mji/ZgiV3ppVsSZRskUpygtgETeVlYkdQjD22IiiOcts2dmP8phXBHjH2Bo2fTeM307gJ44EAbiB25O9aIca4XrEjtvKyXdGO3hVY3bBB3x5sH9SXl8Gw3oBRA8ZiruD+Yc7VzNEI7+poHOZBa8JOxTzBFR0xd3AF6UFMEeroG4ht2NjdscIbCPSUl8W49v7gjhgE22KWUloE2mkzMXV7TEObEXeTVwM3iMNlD0RvHBVgR2+pcSA40Le9O6bo6yFtWEux3RUx11Wv5KeSWLmtvft6+VqvItqRv1skyWj0ejF2x8Zu+doA0Z4erAO35UMre6MrsekbcSeu3Sxia/y1Pd0x7lpsUiSvhLyqxOsbDHaQnN49YkwXbAvuiu7pxbfGE43BpisDIx5Py5H4MfB0iNGu7mAgttwb7Olb4RvOg+imKw+7W0T3+DXlZcOCNbFjh82WZMRokkcGpXU0RouT2NpN0p7lSI+Cq3FAxMR+EXvSHcTX1EBksAGi/Q1e+kWkh8OtYgP4juyO6dp7o0IjySfbx1QhIShG3wYcAcE3Xh+f05fMUYeEt4FEyTiRhhquH4vHSktjkQgZIpp2fE+xj800vbi87LJRPhjcL4i4wN0HG3Df9vU0VuLuDwTIG3zDaAvswERsaGN3Ii3CDu8ItFSW9sT4XrLmgbE1ji1kzdDYGmnz3iCO5HvphOGIacPSv0Vw2jt2NcY45ySrBxPr124Ort24rVvsiPYm9+3arnGpxPoGaV0yFrO3dyu8fDLGexV0LQ7K7VJhkug2xpQh/FfTQT0wqtHiqKQ5nLgyJvR2JrRHHwic5Eaj8bfIVnSR2izZzVhj6fj00nHpcd0zRhXYYWWYX9u1LRrVj1uHQy3R4OrkAkc8dHUHxPYYbMEjM4T/o/EHGkjo8cZacJe1kwI4/hJZyeS4gt5kvAcho7O8bCVOdNHoyqC4Mtob7RuND+0IikIweoT/Af+D6P6O3rGBMxq/7wZvbOWNPbivdnGN5WVBsiYaHRgGRQibafEOczRS335DT2x9aU8wtqM0GAh2D+JrGW4EY6Crtx1jPLQNB7mDG4dbuIObt3UfEfCz7mBX9wjP8e29bT3Dxbiu+4iIHxU0lye5JJMkRJKAtRzumhFeS8t7j7QADNG1SppB0/2jHNA87VgeB/2jfCJPSDQUpg214LeV/lFlYk3LWGkl5mkTeUOJ0guSpbW4RiBr7gOefEskKxMMY6Kru0Vf39LYsrSlmV/O4x4hWSOYcx+WXcrB4WZuOecdxjo30exRbmh4aYv3CK1pU7LkEJYkeUNSHvacFJNVhO0lXviW1CvYsq37cDNg/VSxRBuBzLTYCfkxRCcmMs7PKe028tG1m3EEkpX6Bq9etlokG8a4YOy84BUB8upiW4NXBjAzGBNxtsZCw7DK1xONivgXxL3Sv7U7oWQVV+bDmnpiQzvGynp9OCZSSSNuSsfVYR+ZQ6TWrh5r7RJsjUSiY83F+jO2hr2PcR8gSv9p94frIJhoHz+lE41Gt0e34XgMxApIw8l+YNLs66E1YE9upT3h6IdTP34n2EmOJZFMcjhNBtcM8+tK6ZKjy+iaYMcAliABP3QX45sVEAd6SKkgOWjIwJ+wECcrRD5IaOVRYelYikumEodvNHb++OQuKbmSBPyOEqpITBP4WughG4jt8cb29pRKRfrIa47isd1IDvBGuvEqEnrxY2dVbKi/D7uInzer+4OYsQYzxO4diT1IPqij5JtTfx9uRvZysqXYhaXjqsQ5gcMpCisiLyc2tEHs7RF7cQ7hNuLO9ooxFS7Fnfj1KdhH5o0NidezASd/XPRFN+O2QN42b0yD89nOvsEgmVxjZLwn9j7poxJ7B5u7Y+CNRoM4hrCLoZVYGKsPx9Th1WSB//tLg32D5JvdTvLFbjDxlQO7S/cOqc3bEQz0YBE+RPcl7jg80HYQ6Y+S743n9pbinrBGbVFxSRQP+HNxrlKG+7f24rwmCuJKkb7VfV5M4U5YTVI9WFGioC5ECuL29D8c21c6fK4mlMqh/xeVJgpraa30S0Rsw1gRDf3HyMWlMd7VgCvJi+c2baOfC/hGkZ2nCq3G3duCo8pLtsajqCv5sZHYfjXZ1Dv2hiU2w5yesQ8AHO/DIe7gBvlMuD1mW7vpA17cseXDXde2GhRl5I8vArTVFKWKCBolfkVkRF3gH1UsOBzO9z/xHcVCOIaBVywcKS3wH1GUKApGlvpbRhXBwzZHjaW1XCHiFFxJVUS9CMM9GI5iUMJ5ikLMF1A/hmEIwz0YjmJ4AgOal6hkrYjhIgyHMBwjaxQFCt+I6BdaSxRu3NaNL8GicMGbGOIYFNhPF7bqgvUYzsPwaQyHMKhpOZJzEYaPYTiK4S26pkXhGvlsLfbdNXIDXRzes7eGJvsSye3n0uThc3oSy7M3JpYrVieKNSaKVS9KZFe0JZYlZYmlLVQzRJZ6U80DrU6FE1+kEzu+H5XjHwQLx4Ef7lA4IIaBV6iTOS0K2+HicM2howolcApewcEA+OMPKLgRk7WmVc/H+TfBBn7+T/wbiTX8G4fN1ppDrWv4l+EeDEcxKPiX8e8l/iX4GH+M7HPU5RgOYTiK4WcY3sSg5o/h34v49wL/Alj456ESw3IM52E4hOEohjcxaPjnUQX+Oeo0eY7W+RyWfA54/jlUgf8NvqzfoFr4ZzH2LP8sdu2pkfolNUdopLQyGfGHkhGXNxmxOWtG+Z+P/H0hjqgwvtM4ou5XFKFVXasoGglV4/DLH2na7R/ljx8WS/13tFbxT0MMA/FBPI0tPw0ihg0YejHsx6DG2DMYewaGMNyM4Q4MMQw4ylAFDCL/CIZHMTwDVRhaMGzAoOWfGMFmRvmfjYTb/K1O/nH+x+DCPf4Y/zBdPso/RJc/5X9Elz/BZSEuH+EfGin0Q6sB1wNuI+BSwGUlrlfx3z9cbPPHW638Udx3ftRKDMsxrMdwHoZPY1DzR/mikQG/DSu5Hx7RApYcgT/Q5V1wpxZa9vhbwu04AEUi4cZlGEM5JB4K8y3hW76ASSLhT30WY0TCn7gRY0TCV30cY0TCey/DGJHwwB6MEQlvOw9jRMLruzCGMsrf/u3iEn/9+gs4sdXCX4576XLcS5fjXroclPzl5A/+riR9+9JIJIJ77IstpQsj/iH8bvMdbmgTN3QnNzTIDX2UG/o4N9TEDX2QGyrlhnzcUCE31MIN3c814K4Y4lruHZdc0pLPDT3CDX2LG7qUGwpzQyFuqJgbErn6llE+8P8Z+Rb4poqs8Tkz95HHTXKTJm2apEna0vII0NJSSiHSy0tWsYI8KmWpoIAgoFALPkFAeSii1BcKPsDXCipa+oBQcEVBXXG7uOLnrroKuojof6u4y4cPaPI/M0lK+db9/Ta3c2cy99yZM2fOe/Jr0yWlohotqubhXOiwvmgYah8HzUWK5iLP56JOeB3vh7EkxDcDgcJ5SeDsIK/zmvtUJr/3H1KyEMXnAL54ALfhADmKRcINOoBsdAAHOYADOPBeiWU6lv1YvseSwKIgdB4ivkHcHXgvwlKJZTqW5Vi+x6IIdL7HQsnCFIqvCsQ40kUpxMdhkegBvPLwyqW5Ro4e0CP6b9iGADiCMC6YCNJyIv63sctpcsbAtutH208/2oh5uJneTzdw1U0bUvWGpp9RdcNjTYV7Q8M98CgJSsh5UEEKoQDrwaRefC8jAROvB5IAfQnrkqZANb7maCrsG2oDO39rV+jnwPHQN4EYxebJwN7QX8IxCZpC/4M9L+0KfRi4J/RuUcyEPfsKY4BVW1iA7gkMDu04JEBX4oPNTaE7eLUrtCwwJjQ/IB7MTj64qh6/GY7QhMKpod/geKMC14SMehxzV6gycFUomoQq4+/sChUjCpFksw8i2zsgJs0PYk9LqGzy5PIYzDX6qhvVKeo4dZBaovZVc9WQmqP6VbfJZdJNdpNmsphMJsUkmaiJmNyxxDEjwlOYbkXnlSLxuyTaOuV3nu3kqg9MlFxKGjPYWDp24ggY27h/Jhl7TbjxzMT8GFgw8JPzRwBaVjJ20ojGwZGxMTUxobE8MrZRHf/bKTsB7q/B3kZ6N4Yuk6bEIMG7Vvt5imUPAXCuvs/P616r76upId7Mmyq9la5hzoqLR/3KbUbqHjn/8V7QzhnRuHHsxClNZS++mDOiprFEtBMJbI9tfIinYvbAP+HU6FF74Ade1UzZw4bBP0dP4P1s2KiamrExqBZwJAw/IByyzg8CzoRWmsORsCmYhNuchCvA9xGuB68QzmwmBQKuwGwWcBJwuJ31PUaP2tmjh4DJCpN6AVOfFe4Oc6gAYQoKBEzmCnJIwBzKXMFhGocJkEAAQYIBAQI+EhAgAfAJkOrzIEUpkHu6QO4RMzE4DxNIwtiOpWFsxxAm8t9+Zo+IRKB5aM3MaTyNNSN/9GwsMxrvvWmul3vk4Z0za1L5rcIZ18ycy2v0SWvyZ49qnJk/Krxz6LRfeTyNPx6aP2onmTZ60pSd04zZo5qGGkNH5189qqZ5zPiB5RfMdU/XXAPH/8pg4/lgA/lcY8p/5XE5fzyGz1XO5yrnc40xxoi5iGD18VN2msiImpHTknUztVqQbWegHz8iU180TPDw0FzvHf42dF22EWukplHLH9Fow8If9Rvebzh/hKLFH9l5rjL1yHvH0Fx/G2xLPdKx25k/gkQWL6lfQryjrxuV/KvHD3YtXsIJnrxH6v/TB5+NbjSuHlW/mJCxjX0mjm2sxOB3p6pi7wy+pMYh6T6rdXQssT/Z2R87h/BOxroAeV+U95nNKcB/3/8lqXokl4IVdG8zGEFYTOprWGNw7CSKGmFSKinUho4VtxX1NbjAeohAfXqMFNqRCEl+J3zN6bJ4SaqVosXiVJ18E1+pT5Ok68OJFemi2GIxrCBnZNqU4XY2iBWR4eg7F2PdD+t+WJdgXcKKDFdhiNHykNlUHrJaRoVUZVQoPWpNhMhtJBuLT36BZEuF/EA48TWWk7yOX5c4yZ/zmn6LWjOWKoRsIzvgOrKDvE7ehFP41qtkD2kh3KsaRZ4gS8nDZC1ayqnYcw+ZgJeM/Q9DdqKFFJGn0VY+TdoR9kpyB2kjmeBNfEOWk9XsCL61mthIHi5mPFlI7oPLEkvINHJUuouUk8vIDWQRrEhMSdyfeDDxHHme7GF/SHQSK/GRmXi1J76T/5r4GxJgGnmEbCJH4UFzKzFwlhUI+SS5kWxmtRIk5iR+QQxyyc2Ig0SqSDvspxEcfTb5GrywlI3EUZ5NNCYOIlSA1JK5ZDNpgzIYQ3PlaYmqRDvJxDluwVE3kSayC68YeY18App8KvFc4hTJJn3JJbieFvIn2M/inSvjlUgxGanUm1Tgk4Xk9+Qd8j7kwxt0oazJJbIh35b4kLjJADIZsX0B3zwBP9I78FrO3pYuTowgdqTLA5za5C3yBfigCMZBNe1NF9Kn2I3EhDMOwGsWuQ7p/RiO/jky4y6q0cPsWekl6aySEz+WsOOOFJLHyZPkDbDhSsNQD3fCR/B3OpJOp4/TL9nD0nbpA/VqXPVV5HpyH3mJ/AguGAxXwG9hLiyFtfAAbIJ2eB9O0uF0Ep1Pv2dzWR17TRqB10SpXrpLXiPfq5yMT4kfjP85/mOiJLGGXIH8sBKxf4Q8hSvbQw6Tj/E6Sr4EGaxgxysMuTAZbsfrDrgPnoFtsB1acJb34Uv4Bg3b/8JZimabKtSPvhT3qPLpjei0PkyfoIfxep/+g/7MslgeBrtlLMpq2ELEai1rwKuVfSH5pMNSAulcIm+Ut8jb5JfkN+VTiqbeiQ7DH88929mn8/M4id8d3xhvirckviAe3EO0QRjDRRH7q/Gah/u9ETnuVXIENKSdD/rAMLgMKTMd5kEd3IKUXAWb4XmB+yuwD6n0F/gecbbRgMC5Py2jI+g4vK6is2kd+nYP0hb6Ef2FqczKHMzD+rAxrJbNZovZrWwja2R/ZJ+xL9kZdg6vhGSRQlKeVChFpDHSdGmJ9JT0tfS1PE1+T/5KsSjXK2uUmPIDukjD1PHqFWqtukHdpX5omoHceYC0kt3dD/3gGFvJRrNWcj8tlbIxKvoT8vN0MotVUeRUug3upsughfaQb1GG0qFwOTklFSKt36Zb6Bk6lFXBWJhI5tHUb/cVt/QiVlHpAOmQ9uHa/oQj36JocAf9XtFIEzpcFTjnW6xYirD3yCfsKKjS0+RTyQJZ0EFfYOORC16ThslTSC57grzC6mAZaaWjCbGcNa1HPr4cXkS9MAlK4CeWwID4cuSicvZ3cheZT/9KOlCO7yaPwixpDrmflMJS8jX5HUpFb/kGpY/igXfpddI6mgEthErbcXUV0AOY7CaroJZtVr6nH5Ml5LBkIZ+zlxH7w/QVViWdkifAXJSAZWQNqUusJLfKU6QPYA5hUE0KpGOo3ZayEikX6+WoVaahTtuF0t2GemA4q8IeL3LOZcgXk1FDbMbrMdQTEnLQdSjjV6IW+xNpUSbRGJkj2wG1DiHSe/EJZGrid2RTYg65IfEg6Yf6YG1iKY64jXxFNpBtsDp+O1mE0enHKNuXyRfTw/LFiX50Hf2YTqQbL9xfpHYBeMm3eL2CX4bJe8k66S9kIqlMrE/8D3J3L9Swm8g16P0ex1V+hzP8hu0npfHL6c7ExWwRrvcouSLxQiIEFjI3sYCMI/vI86pMrlYjuMeN8AGu93Yym05ILGaz49chHTYgFQyk1hLUP/dIddJd0s9kPcr8RtQ3W1FuXkTJ4bJPRBIelaHMD+5VMqKFwnFFjdFNRgaRpeOMWFTpOJBskyIfp2wfMpkZVU5/4o3oZ6Kd0cv109GqziipxLZ+Dm8DinOduc4CvKGTT86F2f5zhkzOkrC0n/+uoRFpsQFtmEzMZGPj6siUnYrI8FMix+irhtUUVSzmIVJUGQJQdLzzOKnsPFHp3xkQTwvxKSWKxfoeMw+RB0tRMhjhWJTSMAC8Z7FYV+Y+/Rg66ohVbbRK79CP4xDH9e9IZWWV3nkCnfRmGR0o0KN6tKZmQLEft0k1FIw7iLey0tdeUlQ8oCaDOUudjJWVer4uPzrw2cOwgJlhdHzvuR/jD7e34xquYs30ZrEGK3mIrwHJmPipOa9goBxL/GTkFfYeaFUsuD0YBMqyYv3ObDIxRolqiloc5hVmakZPx/DYHAPNnwOTohQMm3MgZGt1L3g56hFOUb0zUhsVhOXIdkbxBk5XRQUvA4ohEvEbGkiqhcgKhlnJBegHsyrEAhB3ViruDSXt/T4b0F7MmiHr1Kn4N8k73/CbE4eULfIRXEMW8ZOeKKmD+VoMS0N2g4/ONfn8fp52cHiz3V5vttfvcWT7BkRc++gW5IDZRKNbDCvzZWcz8Hu9Bb14fwj7+9MtTQXWwD66mUSQswbQzc15L5cp/LsHvztwSDPPYS4ZeOVUzkO1Hac79DN4I5UdnR18rWLF2O5a7tr+kWX6wQHF3pG3GhOgtHcwEiKl4QEh6FeIraIe2LJRR4hkSZ4QOC3YyjBhq09OLwy5c/HWt2f/ECnOx5sdtBBkynjTra4Qcat4I2nvC9KNlVDr39kLI/XZTQUuM1a4Uq+3f4E1GzQGSOnSysrS0iL9eAn+cYIPHFRakulxK/l5hZCneNyZpSWDygYWMigF+A/Pbn5q47rW3WtW74SKkTVTR4zCwvIePPcFfPXUo/hgLT4YwjtH10yVpj75t7deb3v3bXhr8eP31S/efH/9L/WK+ecf4f6nPuUP3oGDix9fv5g/4JH00vgVdAburE4uT+5oTweG2i7VpOsxKG0mW+wmrA2nusV+FWE6CzPGXnY+uV5sR+cZvh3IdpUoykiHZuJQ+ZIrcZ1QSJ0DyweVlyoqXh4d4Ogjf6qaum/lrT0vykfyxa/YBz+B/btPOs++X7Nu497X4qF4+EKMbhIYab1oL52aLToQTt/SZssWBli3kC3sKnsscapF1+lkbPzU4nCIxvEWm000/mE4LBY62WEP2an9ZVcKa75r/4Y5OMxpzDPyiXNgz0K8SjOzMj067VyJu513Uc/bVu6bWnU4fgUcgy/27dm4buoHZzs/+S7+z7iJ430jatch0i6UkRqBd4jcYKY/m9gNsqqYb7BIlp9luKESXQhKszXOz1zxVJ2OdkT149EoKTqNgntaqBlUsBaV0Rgr3bmAEW9RpLSkpLSIq5sCZ25ZLmqcXE+uk0K8Dja8CBvidR3w4DZeb4vfwDF5Mf453IX+sYXM4pi0WlBZv6TEYLxRKBQgWCBKLJThF6IMVoeMQ/9hIVrDrTjzVitXiojZ6eM6YoY6pUOImJ6UMcSvVVWAn8x6UQcWtSNSpag73Irac9Cg8l3t468sqRjE2tvr7i2syr76t4jNcIjRefR6tBgXCbpkL6KLGK2CKkQkn1CfvAiBsqVF93GKHK/VT5Ciqo4BxaQOt6WJGLgrRT4+TUZZrmc47Q2x1lZ8oQ0XuhbXyEi5GNVL+ZKiyYW8SqStCLNVEms5U1vLFQai3tyFeArttnZU0jyflPiaViDPsSTF9hCW+LzJXUFjic+NsLviUQaUbWGvMspuIuDmP7wDhLWwk4SeRF7c3opeQPNtOFdURw2V5Ku1cv9IrdBFgCyHsmGGNId5uKxvb4hPyZb/8YsbFfLkxNeSU96PPJ8DcWHpaPJ42xeUZHfQZstCM3BS8DdvGNmcwc1OovEekqlpeNd4HylC5m7HWzuuWKw5aTMvHOk0jqTwkU6gpIjGd0a21arwIXXeQ3RN43fe1zXk+TGNyyVlLb3berfjXbtsVq1eOjrjMs+l2SP9kzKmeaZlT/DPV+dbZ2Ys8MzPnuG/ld6s3GS9zbFWeUzdqL/r/YR+pHxk/dTh60JpuJ44TTSi4fZUk6zEP1GGrKn2TxhR2sAwnNVZ9WYjN39gMcqpWUe7ONyCL6UBzRj0CsDd1eaGkFPTtBgYLdVOu9WabJhsNmw0VzvrCTeoGo4UJvwQLg1KTClQkgTdVU0agu/cy/kHl14b6cA7b9bWiWaKFFBbR2ob6chGY/yUFiWcrQdQITXRsPX3iWMkE4sLiwOL+G04YKmpqfHvtLljrKhlgc0m+bDRtEDCALMyUhnhbK67uBHIdKHiQTvQszBD51bAqRfm56nK5PlHtt7UtHjEvCNPf3jrA3u2L126ffsdSy+tpUdAgotent4cT3wSj8cP7HhsNzwZf/T7Uxj6zfvuujXI40fRpTqLPGYBO+ewZkvXytMNS5paJN2wJGnRRRQjt5px/2O+tJxuoJtM0ssSmIkiU2aWQaNwyCKoa+H7RICb7ljimNDP2PjWcAp2DQh2tQt2RWoZ2ZwZ0xwnuM+nyQZ6PDIfy87HkiGMcTaVs61tEIXVJKkq6pI7Ij74JelbVmZVgJN7PbWkNm2l0f2hYFYMWTaDZua0rnRVoFZBhYYUz813KopahuqrlJ5tGX5k0qNfFi2Wbh+2NPTKmEPTcQ1RlG4VKRekPc97oYbZqdu8GRnKZBsXKKdTNL4zzLqOraBbDnJBzeIAwSB/GgzY8UlQ4ysMxuhexMmSlRUO6U50SUOIStGHHKGidlLEGSxSye8HS7gI064JNZeLigkNs8NJ0/McM6yuDDo56OZ9fOwmHJorDKuVTs7idlBQ+9dm41LN5+OzicmMMUPlocpe+XVlr/qO6d2AeolWo02yz9dm2W9z3ZZxj2uf6yvfV/5TPu116+4MGrToJkU5FPC5AwGfKeBDTWnyBZgtqMfoc83jnOCMgbeV40k4Ys1ANcsF4m7pJu6WLnG3VVvqs46gouUiD3vpShImOgw2NGdrJZ1OF9LlVKJttAe6kRt2CiGt5a5hhOtfIZ1oTNFHrD3udHF+wNtae/+IHdVx0oqlRNYw+/WAnqMHdeX3iVNERUE1YW3GkpbXwTWkFmpvRKnlW2vzq6qNBtE0tyygmtsmpNedkl5nhbMUScrttCe3sBwZahD33vLzhHFMenboCymqpJ4rp1kFz27+ftum2+98AvZk/PTnI2d+88Kbz0wL7tgxPDpz/x0Hv7p2/kNPrMs4/PG3O6a8uO+5u68egJxYnTghZSInRuBMNythzfYafH+9AQJcZCIafoHe+RabQ3MELZbenmBACvYOyL1t+TbNm42OVFjnQhhWCzmXcPDCIq7j0aDjRVwVGB+gHcPFdLytv+2q0A9GSnjh/FEs2zJto21rbNJo55XOm/xsQuYCfZ57VuYS263uNbZ17nv8z9ssVs1ml1TA+YAzAv9J2F7gSTQblLVomkfyttHnSDada5gROxnRs7ku4AtXN75wdTMDrvrp4YVhGvZyOQqvUC94Se32ktrtJbW+UNiOQiCFeiHFVZ/ezd8vbOjnjcHgpuwj0AaD0Q3Yb1i7LEND3xg8mGKuiIg80sr/dKS2ywZ0HudihP4R57Ukq3WxV5McZiidyEY1XB1BHWciDCmlfM3msCDvtC5wOAK9JWztXtDblu31BjyCowKCo0qKSjlTcf+vAqtSbh3KM1MxAVqD8q5mmsE4h6n8TjCCqG4JPTJ/+avPLCu9zO2y1sfWzLtuvbsl99tXbjk0/9pZdzbET370RgLu8m5a23jn0qfdT9Fbls28c9WqcOs7c5pmTX+if/C1+/fH//cEj8R9qAF1jGItxEYDnPP2ES3xS5LsLdU2JWVA5LQlUdINc5dtSTfktG1R0g1zl7VJN1RTCtiUbqhp62wydcGkTJMp3ZDTDSXdMKcbKTtmlFe7pmhztc3adu1dTb6MXWZ7WGIuVFlEU5gqW6xMRWtosx1ikpsxidkI1WySyvbSveg4UthqWIgkIQg5ZJFi9NrdsmwxckIDLWkzZ0n6VKLxnXCuLDEoN2yqkZc/UF2RW6Y2OCiXUavNPZBQnYYpOvr4Mn8HG8d38Xdoqz0G6wXr/YP7HtzKneY2Iaqf0IWR009Hz0SdFRWQinkl1GwOhwPNnjj4sKH76qpAO/GhYS2tYHn9KpiUkxMVxwbIiAhjuDXDWqGtGF+hGYUVWl4A634VyYOFrti224dE/Ls0yawwG8YlJbu560I0KW1KI6WlJUlbigEKlDpLPflO5gS6sXMVffKht99uiZfB9OfZrnOXPh9/GjX3I53zUSFwrzdX/h3aVVV4JBlpHnGlGxlaardd6UaGltpSFzb2cEFPKsE9BJCqNk5GCNgtQY8n4OJG1uqQpGDAZgeietEFES60aAiFyc0fV3hckHEZnQdRyXEdN9AlzLRD3Mf6bs1Zl7Mx44WMA9pH2qd+kznDa+/jYxkWjysj45Dd4bZnuO0OG+o5I4NPbdi3YrxpdxgeSKGx2yHBEa4D0RgaTo6Qc7q+UF+ub9Al/b/WYV6hw7wYRehe6k3rMG9D2LUPyogDHkHIwU321l/TZaELddkF2qyWR3movwQNalHT1PJs2FpT/4iMbEW6G8wWc7FcbG1DO8mEXuOara6WH0alHS1CArYMO/obkiep4TweR0AS7m7A5nCh5Wxa4JDSBrOIF+QXZ9JudldvqNMyMM5lqNeIx63ynMjk1zybFtzZsmP9let7bb+ffty5e9yqB/aDafF9p//QCSv0dfcefGZz07jKTPrDy/GbpsXP/PmdB5qO4fKrkNM8aDdzSB/4ppvlDDkgBNOBgb9X0LCBzYbulF/OC7ptliCQAp07WiLW0oNZOmedLGE3s0SslZUKjNo/bNffSrNQbYd+sJazUL/52TBKNTyjskeFp7omheezWeos0zzXrPBi05LAatOawEemDzOdapjvYc+kClAm53Nnzs9bueIBR2u8jSJifjjCfdEYt5hpJIHbLtJacAH/FHTjn4Ju/FNQrwv+0YHoqKpwbad2c59bb+iLOmpwczAtdMG0Gg6i1twrxglChWGrzJqetTBreZaUpacAkBpCrdqrszL5UFmZHOesGO3RHOkKnZK2sju/dSQNpzCYSLAu5trDHbCWnuH8cG4szV0i14Yqq8bfCiBbbL0ET9lsfnee4Cm3zS8Lk+mXz/NUSZKbQC3sKaImReXW0cXdr/w84tTLua0EdzdeY2ebvX0vmV89fPI1dPi+OS2dN7+/6ov48SfvObnjs87ycfdffuNzz9x+24vSRPu84qriYd/9beaM+I8frOu4A8bCUtj+xrY3z31W+2JN7KnHXn0Vd+lqtJeZ8gtI+3tFdsJ+0AYS/lGTZEajwhVTMQXJrNnqGaN8W8YJr5ZRn8NUb/5/ZBxy5XTKKrFaCMsxtsu2pwSYZ43qolWnOy7Xz/CYh2cbuLeLHkLStUV59LeYee5RyBoIWSutTGVQFMIUNX+Qy1V+NWtdH+8YO8ixh935r3ukX3asfyTuip+NfboDvoV3niCMTESpyUapySL5pJi+fV5uWjTiD/bnZgzjGzq5f39XblCRewVdtiA3+CJJcXqXyFFEHDxDx0XHkQ5IeEM8dHhZOn3H0lCsS+RYD4/GwT1iRI8QOc/5XMSFiQ5ugzp4sjuV79gtEFHSiChJRI6LvIcjbWZT8/M+bJwz8ngnn5a/6RG63yNWen596clwLihKIZAuXOqryjKhd+YlmZcUntC+KZbNxbCMLIOl0mJTnfVGbYnttqx7yTpYL60xrbSu0tbY7sv6o/PtDJdGgl6i4Uxb+0M3Yl4g18Fuch1My/Wu6mD962YwD3fROSTSDTrSDTrSTQtE6h1GGLWAA4hDd1BHDB5oKfGmRd+bFn1vOgnirW9kwGJ0TnOPNFCPNFCPdFKlR70nHaqHPYaHehoGvJO2NcLAiOTJ6S570+U8uypqBSmTBxVdaiAvcawpEPahEmgKh4t41S+MPvuxnb3DkP7nZehR31hH6jAua0bK9Rdqwe9XXL2EWnDZlFyhFpRuaqGiQuSlC8vSafa0q0ywJ8PdTRt0Vw0wb9GCE6/v/3b+9Wvvi5/5+OP4mQeuWTN/7up7rp1z95BLGiau3LbjzuUvMH/vx+Zt/eTo1msf7d334N37Eujm79/wBkyau+qu6TPXrjqXqGoY97sVd764jaTyfVyygqQPnXo+p7DbGkLrXuBE235GsCU38sIueHmipBfnS69TMKZT5EucXmffiLVXkGe4x9mZ3e4m4wFEEGjTncpk4K5GHg++ObUPRmpLhMYtEQRHnuVCpHP79dlbXXmGbkicd5eMPsJfcgpZ/A+zXjjX/5mqqPtExpghvssyjfzfZl6Zfy1bkHm9b07+bb5lwfW+e4ObM7f79vm+zTwRPhPOuCjzqcwdmWxI71kK7RUcZ5/O/aoAnwSOjE9awxY+bWh4z268H+rG+6E07/M2VBBrNzhr4kwXnLUbnBUGG84Lna2GvtzWtqKtTUtBQVoKCtJSUFDv7JICp+GkzobIBVKAJjAlASn+73K5zpvAvaQn+lb5iWPNuWElnM4/1EFtjTCAktWeNIBI8y6nSljC7lmILgOYdKeG0bKBPbnlw5og47ucIrNYCIK9k4dMi3ZkLr164rLxg2DQ3ut3nQP17Q0dt9/2wzMvf0Lfe37xLU3bly57Gibqt91w2fK/LtK81fPB9NejoG+O/z3+z/jX8eZXXmcDH9918In1aP6Qv/cQAmukQnFKnDxXCmOsoKhmqkQlFgVFstAout2E8hzh06bUmUMdt2UdevI0T6gEf6ssmdKHAJXJY4BSDz+t3NPe3s5q2tvPvdDejmMsIl9KQyX+O+ClyVOjDWyFTJmsMBOV99Kp+IDRqU3UUNpgPEZy4w0PeQleCkvUZ5KiIlW5RE2dMka5bSXZRb6qDvx4fXoSJR7Yk1q/YeWnwlRWFGZQgVdJUTsSvV0cp5aBB8CziL13Ls4oXbkNNjfHD8bfaOZUuRGeloZIiqDKXIFlT1kBSTWTAgYFjKoFkqQUoGOwhR6mlL4uE58Zsk3Js6LjyYMRpBE/jYkKlCrQ6CdtniwyUopCQZwaUXFqVMTzycBPjLBIQ84NZn/ghV21rfPxbb9GsxV0g4TRGWAoTDnNgEhIM9kATjM5STPlpTBjUYX4TGEZ5BTNTtQixaJVHZxov04zRhRFpsjBhvx/aQZQxv+koefKGJxLsPfoyvjVzVAJ0eb4tUi3RCchco3chlSz03Uc0+E5GO391C2FeK6rbe7WL3drS+l2t6SCInVlFzTt96lXfkmqBARTrNbfp949ne6kWroTzncqlnROIjOdQE+Hq9Z0asRiSec/0g2zPY1GukdN9uyuBrtDF+mAf7akGj8JK0C5c1Qj/Brho8jiXqQX63NMc80z9LtZg/6u/LayXz+lW01yDVTT8fpca6P+L+1ftn/ZzZIm2SQ7s1rMsiRpNrtJUVUN2yZFU4EQ/oMEh0jOh1XNjY8oY7zPw/tYWNLc+JY5KMumoMKUGF1kmIlJ+8agQGkbWFEqrIZLC5PZKpswXjosHZVYgwRSDMCwjtf2q0c11qCBxr/rDvWwSperK1SqPuT46C9J8c/Ggn9e5B1ftt7RgQot6uuoPB7lR5Ed/ECNH+6v7e8VdfLMv6JirX7woP3gwbVyskYPeGyjdeLYxuAVU5NadeqUFsnBTGpb4hT/8UXSe7ixrvZX0hxdH/9OkxJjAwxtgclEAHWQSQOaPM0XaXPk23wohXyWyzJyWWFPRWW09M90ymcvdT7+9Mfww6aL8wKlctsvF8O++Cg6FTbuufm+e1HyN2Jk8A3yslPEop8nTxuRwYze/KxNki7Or86/Nr/evMqsXOdbIi8y11vvku+yKj0zzczbs08wM8eMXuHJbvx+8t8PwQxvtdmc4Qr26dO7NwnkBHGDQsGgk5i8+G68611vNzvpRVuoiXct1d5CReNOuRJLnDAKuAuguLj5VxTOCIqJY6oI1lPcnC2VSQUXjHthBJoeV68uKNQCfFzNwkfTODNrfCzN1xdx/Lfo05IOLoNhoZ/DqXOkM8IrEY3UGdIvLYJrkw0leapkESdJtZGh07xdp0S10U6eRLtcfK9KZnKTn/OHBlhwf6M6RlTcO3LyX5WA0GPiRMnfZHb1QR3busDlApI8CCAmyEnGWrSbs8mPmJ253XKydpoPuSXJM4HCfFTKJeXcNPP2Rlq47b36a+es3nDlijfWxx+Ci1YOvnTsxXc+Ff8Urr+qcOTUIZMeWR/fIbfV7Jl91e9Ke+5bMWfnjAFsgjPz2qpLFvY+u1XVBs+/eMKt/Izg2sTX8k3yEZIDReL0fyadl4NmQQRfgjYnjem8FSYltploAxbnrCCrchrIZvkl9rxtD2uxvWN7nxzP+VeO0+7KcebksD5KL2efQDg0xlbtvtJTnT1Xnp9zu+te12a2yb45sA2eo9uc/2PPIG7i0926T+LH5k29KoQbGu5VoTtQgPwZQY35g5JZL3RcSgr5b7B8oaz0pmelNz0rtemW6qzCsAlQL4uvtmqT4BRTdnDmtOTvniK1YgNxL7GRSik4s5I/d6rlp7KRCNzoNyyo1ySHrmuSP8ZKWhZgzJ2BjaYFGkvulYvnn5LJdchSpPy8Hrgnrh6lJVKWWsgdJOpxu7iLJLW8eVH8wFcd8b88/iqMfPNv0Hfo66VvPrT979OuP7Hm2S8pHfD92Tfghg++gsk7j73Xb+uDz8S/f2Bv/Jt1+7jtfwpt2FSUewfuS9IjcoVDMNKUlE6nHnQQU9YFUnThOXhaikKcMGYIiQMfsxAJs0X8LsAreoRQCQvhC+XoabLqllTWVE+6ryhU+n8tVD+mheqntFAFf0WoUl9rL5CkAcUjbzUGMb9qUkyySTJJSrbX5/3/pH0JfFTV2fc95+7r3NnXzJLMTJYBE5KBMJCaQQFFtrgwso3EBTdACShFrRpeZXGpoq1LWxWsVnHhZUkIafCtKaXWtdBFW1GrteDWonyWUgUy+c45997JDdivfX8fMHeeuXOZ5Zz/83+W8zxnICdLiAMkmvP6PD63j+bCtD8BXBo6BIRIAvgkZ4IiNVZ16A+psKL0b1Y1U8v8Pr/P5fVApGOpRKO58FaNNOsx8PVzc2+Zc93yGTfe98bq0jaQu+8noyZNf2jxjM2l19k+b8W0S0p79zxdKj1zcePmMaMmffrUR/+si+KakB8j4OAKepk6RObLy7FRQeB5imbwlEliVKYEHmPco7uy/AX0OXEprkIppDIiLNt4a42jTGbi/4LMRPFfsJoyfp6pBeYUTLeIrTj9yIFTmAy7iKxAWItlASVaQ8mcwlrGcHoT5u3HTPLEY3TmxJv07Wzf5lLr8yV1Mx4bFMQyq9HYiNTvyNhUkrG5lwfl4UFD80gcxmUIQ/L/53jkZaO+xaSv0imjIY2f/y9H44CRHcNR1rCR2ElG4qQhcJ08Apvo904chFsH2vC3H7d54HL0SZcgfv0p4tcUeJp891DYE/bC9mpwkeAGLjqZpBIuP0xRUUgI0Is/LQCcP6rRiSgnApCuTiWHaXrSpunJsqarhSTytNEYVreTNaIDZGSIU2guFu0nSCFOoYbfBS7rrAbVFdZgV1iDXVEm1Yp0XAJSmVQlkkSQgulL5w0j1el68ag5kjoZSuzylPNsaDjRY2OxM4czjkjHJzJV4UgoEozQnJLWU950LC2kmHRVKqBWJCifw51AF3vccR49qmRTCRCRkbJ7nOgQFRMJKknjnf5IsjeDq6hayo4YVn8UQeyk88lkQiNJzR2LAdBwfqdx52JOdLndmp9QukYPWzV1khoPzOujU85hzO7z86dBRO24MNHjYhC5NzvpaXDJvaV9G/9Y2tDdBdre2QDA/ektiUt6rl29+9uJsWsBvO+Ww6fD1ufBwAfLlv8UXPTHt8Dy7it6v9+wtHP6ubfPXLdhT+mrzoubgRNh5EnE9pWYO8Bkw8NTERJ8bm+WoaOitFHaJ0GJhVAWECsOg4Jgg4JgQWFHQYjzPIdXFIkzhiCQl4lDRlYjOLxm4CVOGSBOWbFTBSqULRzIFg5kAwc7C3LcrM3pz0voQ/0HyieYymezBT6TiuIqiKttaru6VGXGzwlkih3lopyybTDglGkx0ETK43LFemIgAHK1aQnNal5dTNMUQO62wEKikK1DvjZeIsKFj1Xo+ORueGz37gGO7Rt4Cs49Nhl2DUxH3+ZFREyr0JjToI2sJkLr+9OWAHlzIGgkTFDNMO7r8oBTlowuZRXDYNJIKF963JgPcqkp9xQw10FcqtQ19lukZKmrKWvcj2ww7mtqjfuqlHFfETXuAyGjxKlO1bNxdj27hUX6jvyVe6mN1FaKqafyVBv1PnWYYl1xdHI9RbPG0jGem4A5Z3+z5uxza86O5nUjiCNz9mPmrTk2Y33m/NnbO1GkVpzTsaxloBwC4TVl4jqV458uRI7QrFfEo//ibhzNoHHGEUwdqWh/0sgaAIhQzVJCHMd68OkdPCyPOG1Bjy7zPf0f27+jp/gd3Df5HR8VDXOHqZ2iLdNGPnoZOd4Hd8Pfos//d2K9HqYozoG+gU4bSBHqZGOyIRKGrSkjFTQUQNBUJ6FaNMpIYHGlVw2WFBd+mnUotEgBKIiyRgkilGQOfz9Zx99JRt+pB18l6xQuDzC/+VfWNz/RPaxyE69otPb36/v29eP8SSZjzAtlVXLGeDKxHDnS5MiQI0uOAmaHKixBYjERIWPToA1lDSRy5K2kgoAHOEaqYVigxCVX1kEOLPKQgYZ8HDSYpJoBvxoRyIvsggXKRemwkFdN08xZ00VelsLrI5kj9UeIO9ja0mJ8maINZUYxfTh/KwUdggeGBWaFskZ5GQ2lMkWZ4qBrmZQ6QptNz2NWqCu1taogQ1bIqWO0mXAqPZHPC9PVMzTpYfgD+kH+QWET/TTPuaBD0xpY6GFZKCiq2sAKSBSU8xzngTyAUBBESUYKpGk6nqd2V6cLuvrgJqTKo7azcaEXjNqhiJKV0DGzNnmxIMXzyq0ykPvQ19aAjK6FvejOAagJki2NTBHOVjDJUnHHUh3ovbCwM862s50s0l64qcuJOTKIC6yLLYEBDGCS60CPQraHB4oYvy2kn8P6G9IPkRzI2ptJCgTdjWqgyqmO2f9DKYiUhMG3KDj4FklxTN2qoOdqhtIg2A59tU2T8JNmncjvexI5bUSC1Ir0NOe0xmYi7hiJzpr1IJk5yzqKVEcRJ6EpPF+qjDkaN+9Dh5kUwX8NpkDeu39MM0ggqgZVwPkwSIJ5Db7gaLAAsLtKhS2l2Wzf8S/vO7vtR/SJY5OZ146PZj44jhnhEWQzY9inhJBoJR2wknKCle/YXnDJltESAoqPLBd+0m0KR/JVTucZswSFHCHiUl7w8LwAeZoWRAZCkRcYGpnb42VzS9vMLW2d34E4iuNYi1rZsrllDV1HVjAfIgpXjMsgLrfJ7fJSuVNmZcHu35oeb9ywsyr6yP+Zn8ucamrLfq6NyTPFTAvBS7HjyMm21YWX1HK5tQwBi8EbuKb9g52KMyvE0YEiJRujGrC/hZDQLeQn59AQ9vdMzgn5RkNszPGVQVID3xNEYqMh4rNVRmW8XJXjNQ+6ufHjIz1uJFYYYgUSvVj8apvXRJFVjEu03gCSQgsU4BGYGLvBNzInTQCbe+B85Fc07PvViRJCzSrmVoSYzuOdeO8k5IW/x/6e0qgwuIDYoakhB/DoHk/YHw4zjM54ZL8cZp7x92gvabTfHwjDeEXeOdM9058PzWZnixfqs5wL3HP9CwKF0IXhu/w/gHowStOuqCx6h/lkXhtIvJZP1lPwpuMo3vmZrQidR1jE08tbxpjHy8t4Unm8lobnlbcW9Hg84YSU+VBnBahwWCbTYUHIUfbaHWmMnHJ9uum+uwsUZ+PdYOTSoSjIyo0Uy2CZfnLRerHYEd4mu0hSRBbpIPGgadpWh04lGhkcUxPPuVmnmhopZxamqyqpS8E6MOY1MPm57lLPi3tLfZteBhV/eAeEb/j0vl+X/gBfBUvAo7tLP3n3/dLGHS+DuT8r/bO0F2RBuAvI3ysdNLIhzADSdZUKgNPI7EUXOhd54FR9qmeePs/DyEoUETnlDxixpGvYhHxjaWhXwZUWdqHpMTKgWkEgWUZBN43ikbwLj5MQiocA+hcKqNaIq9aIq2UnRf3fBqWnhuhBu68ylHnsMKbEnA4rRieOMA5ztmkKCU41DQengW8OThv9UYjmJZFwIrmc6IC1909ffP+cz0uvlNaBm154rDht1O2lO9g+zbWwZ8mu0sDA8zS4+9b5t3lVnI+aPXgP+znSHy9VA2kyAw8sSG9Iw2Cg2QvlCBPDAZ0n5qni6tiR/kx6PNviH5eexk7zT0kX2VlVs9PXsjfRN7J303ezD1A/pJ+knqPfpN70HaQO+g8GQhE2Q9Wx41mmyN4feDD9ZppJ+erSWV8uPSUwJTIpNqlqarogzHbO8s6NzK0oxC6MX1h5FXu5d1H6pvQ9kXvS7wTeTQflAPAiW7Q9nKNwJWNDOMcEPIE6dhzLQNpXQ/M16YCPpbgE7Q6xED+g2GQ06qChkIzyYmgYaEI20IRsye5Q2h3As+u2lNZNTIpChMNEad2W0rrLMHKfA0Pxus46WJewYJSwYJQoK24ijQyEXNZXOYBfTSb6Kgdrh/R1SF2nm0kMS1tJTtOMtP05ytmkv6K/UjSTnNQybJQ7loXzXpaieEcgnU5Ga3y+pAPmaZpPEt3mRUeU6LbD1O0mo/GhHh9I4Z0T5z5TKCZOV3O2IBmrPjo7xtR5JyaA5nQ184+1y3KPPfrEL39VemHLVjDpFcwD1wx8tGnJc0j93y59CMLvXjl/3sJHi5m1uZvm9YP5+98Gl/X9vPST/TtK73+3vvgIyG0H0vdKfyihi0u/rh4fxHh8HFn/zYgRAlQlvJXgMeGSNeAaE5kbu1xYEmNE0hoikCNPjklkpMhEkQYMLCiWIFuCq3fwwy5XKIvuD3dVVmed+HFFdVY37x3mPXr+j10VaeN5dL1u3uPn81OQkNLOiZwTP1+eH1kSWSau1G5wrJbWOR5Sn3H0Oj7RPnboiMvjTofH6XQ4HYroCsNEyCdxLtyzwQZE0ecPBaP+nw3223K6/UbU7vdTiUrCcwGERE2IDsPt8LKfckYgmtYe4ayeMM5iJpIKCJKkAEdWZorx5NJkZ5JOVgbgKTU+ZboL/Kd0x/1L36Rq/KZvysGZFih4IGDmhY2mXcJ6mcwAepCrJx0aRoMGW+6Xs/2hzLg1Lwl5R86hj3O6xmEXAnQQH1ZDnkgomHMiX8WFblo+ktMrPegWQ7ey8zEnvF0M4jRRXl4cDFLAgbwOUEkUw+RXI9dw0rKN3+d3V9GnQcSwVYRtSVFQ4nF4557Xb3z1d9NrZk0bPLJ71jUXjkxM/TN4fPWDMx56otTA9s18+YZH3qpIJWdcX+oAo26/e6zMD1xPNzXfcNaVuBdr/uDHzF/Z31EN9ASynu2kqm31J2mbXK7gRPOlmzMYtIQQEibEyHWqbR1QscmyTY7Y5LAlo9g8YAICWgIwhHxN4VL6UmY5fR3DpKpH07nImfQUflrFpNjE5OTq8+k5/PyKC2vucGtVOCmJwZO0hJQlpC2h2hKqCK6Miw0hZQlpS6jGWYzJWKpR00mYpKtTYxzZqompSfVz44WqWanF8tXqIu1yz8LADfKN6o2Om/Xrk8tTa+g75TvUOx3f1Vcnb0vdrz7oeNAbNcPmkYm0K5wOiela/NsBtSEX0zgqTS1E1KOOvCF8RxiGUz51ZLQ6BVKsjy0vo7DRkWI06qOJ64RTikUj94nviqTAof6Q8TecH5lKaqrMJiIV0bDAcwwNOZBKVqJzHBsNjwzlsQ7di3yPQz5qJEkOk4BCB3HQBtrBUrAecKAXbM0rI6Nxt/uMWfiNWazSKn6EPwr6BueIw8oCRRs/iENlgWKaqgW12O3UNDirFn8fosK1ocaEcorFsqr90BiBtAtHPvh/uSwGcJUrA1wXYKIIjjITxsXpB7Cx0s2VOMuSkeU43FKmDxQzB/DhCB4ppOTYvcerqXNwWUjHkI4D+wOi8eGdIAxGhn0jjdKWkbIvSrwhH22tViB1NYqcorCp0VzwSVaT8j7SC2Ou33k9fh/jJ/qMzVt6/k51wcs3X/vs+W3zx5cWn3vVFbd8+f0nvl7D9jk2P7P18dxY8PbszhvXHH/0V6W//wD8Qb/muxeesXzipCuq/Bdnmp9YeO3PL7vq9VXaXfesmjezqWlRzfgdK67fu/y6T3FeqQF5tX24TgX4SQTLWZTLWwJnZSD5f5uB5KwMJP9vMpCIv1kYRWCjyE8ziL1weVfcKLvYycUBrMf1mwDsAGbO95O8THheMEn+Syvf9qHF9icsdi8ZmRz8ikLPD+ypN7xnhj5woPiRTnrEW81U7lD6sJsSONLCjoIKwq+NrWZ7COldd5cqmDtLYVbdvPnY3/HYicj+T8YdRvBMMnbsCKtNyCIlBgkm2QnDMubHyjI1LBizZ9K/LJOdhXmolWdAHPyszLeCJXcXJI+q/sx83Y+skyBprqRCS5BCVp4CX2bWGIGklXNGgi2lmHfhVScS00gUKwosgGz9e2/o773hbGqijPgXF0gm61lQR9XQKaleaVDalTuEO8T1Sr9yWJHjSpsCGSgL0CwaFYEik4xnayspiUH/WxLFuMB6BIGl0LRD1gMhK6K3+jQuUYK4UAALoUBSyTW5NgF0CusF9BiAvArzNbkFENwLN0AI8RlnnG1jYQPbzq5n+9nDLMv2wnVdcvsmI4nVgbtw8S2gG33voeChgNH7blbq4EIdI0nlGUpEbaccUu/g/9kuugC+Ezw4s2rV9U7dWoOuHnPuXLJXCt49n4SsuAng1M4kQhU9LCUIVgoBe7MJ0GSkoZoAnDDw8m/BzafFKkeCu18a2M32Hf9D59KVK5laks3mTNwpsJ3gTmbNaVWQYFM71aZ2JhTKtV0KEsqX2tFY7pBjGAQ2t4nLEzZcHrNx9xBGHdaCjUUXyr+hi50FQRxHM+PF3sGPu1z+LJrcj/MaEpggOtD4IGIPN5DAT/0xPx4JTA06uNJMrVAn1WvMleBK7kr5TxzDMjTNCbzIcSJHi5KCKwzikuyRJJmjOZHGptmHz9JxCBCwAKfIHEBKDuReGMyLkiTSEOFb64WBvKiI5+WlTglKvWBHXpVlJU7R582E9xJ47cjjPRE8ltuZlwklKSYNfWgSEwz0qNruBIZc5qiR6jpSPKQPGHcfYfZpQTJJMAMX7obLCAh1LKkTw9JaXB2mo8PUrX6ErIitLkxQRIXpQ7RBDx4xqm2xYQLE3RRF5E4K6Mb0Dv5pWxB7kkMbDp6KxPB2IHPYwZQWyzLE2WVoAJL0xxHyG0KlE44feO1vINE26YyLQOTDgZ1wCT29NPk731m+Hmw50TXwPcyJtciebMXYBOcbPZc2Hju5aXJ7waVhjXaozuzZ4CzhbJGWBFk0OSKvKZSmAjmqIEqIcogqBlpaB/aYdJF5jkHzBwAjSowgSemKRLZGAl9LQIoDxoPOSzVyJAvwAaOnC90zGEVufBb9FzbKc1CWogoitV0A787BoKkNU3yDkEfEco7SiqLgkAYoljuXCqrYkiDfYfoRZDrwGn3L9CMdLfoB/US5bKHFmSPjS7bQ6MA5TA3Por5nD1g2h3S4ZMgEwcpEDgQSOYTtP+0I5mAlmSQ8SxSeDkoii8WIG0h97PbFnGmJMo1k/w8wphmbI8AnvLXwi7azT/yaCZ14ZQ69qZt+7rJzNm8+wV+xGcem5wx+wkSY06kaqpmuJLHpCFEV64JqqK5WravLqWO8zeFxdVPqimqx7mr1qrr2hjvVNbU/9P0o9IzqrbFKr6rJzh1Yeir4bE1PcFfNnuDemt9636sRJvpAFLtoTmx4Xa6h2s7R2PubiaWYPxbIjKjL5pjciCnM2SMKwpzM5cJVmRXKWuUV5Wv164yzOasBRq9PZv2NCU9gQe21tbA2Uq+1avdqG7RBjd2gbdG+0Ghtl0U7OwuaYu6Z85m1i86RvAfvYKCRLgONw10IWtrkRC1AGG9HQdMitL8XPtsVMMw0jiFHSNIZswIPeCIRnip/F2pStdQYoeXai/WLKeS32ldKvrIx5QkzbScXKI6ofyqRxG6oGVT8zUjAJxnMCElcC4E7g5I4ysfjiYR3sVeDJPKBk5YPk+yF8/JadR53fcfTDektaTaHswbYu0XBxluGsAvpv5lDTI/KkWx9tCrbkOvPwY05kPPjTkv84n7BWg3ypwKV9VZzcb3lT9cbqph3FuqTL3J7ORjjWjnIeSxPxlPuTzZe57QCp5HwnTAeFyBxO+l54khekdNIDE+KNLhRY4eW1fF2F4afncnoSEHIDiWHrNibrAtkMgcP4pjlAHLD0cMDxl4P5f/cYUQxuXKJNuE0XBJLdYR3UnQmoyhabS89EqciI9US3UhkWg74/RGP0aPOl6stWknBI0km4VQS9rOJF95M/o7OVhvtnKdD4pb7vF6Pz1+Vpjleg0b7AbqIbrnsp1dveeGs5WePXrT/CtA0ad2tN1RsDVyz7451z7bpor/yhYj/kj3Xzm9cctWVP05X3DZr8nOrZ6ya4dHUUDIlXTPyW3M6Ah13Tc1ffM5pKw8fX/2tseC9moheM73+7PZ5M7/1bazHa5Ae4xUmnaqALqLHNwFWcSTZ0ewklm2NbY3BWKwy0hQ5I7I0tj7GjXO3+FpC03zTQkWhqM52FH0Xha4WFqtXOq7xXRPqj72t7PfvD37o/pv/b8G/VHwQG4wF42y9o97TwLY68uw0Rxt7Obu/4h/MMV3RvRqD6Ccc4XggeSOajEtxh8L8gC2iK5fl5isLgeQ+GehyXm6XO2XGqPqTic7KAXNt+aiV8TKSlbK1vY+Me0pJqpEEfxhK8nXI8JggdBog7Ck4myiXtbTAqNbSAmOsRRH/v4m2EE6bffTBAp2CsB+giHUj2AoOAyYGWsFMQAMcNGClBbihrgKrFyDoBqQmAbgwugFBN8ArxVityKU+/JFBgBRLkaJiEIye1WxPKRHgLjMqksg5FHqSNS+bQhgp01ZStGsY8o5lCNDdQNI1r9E4IzNcmDTOcLyxEV4mZwUnVQjBKHKMQq9OVVVW0yhwHOoCG/l097Jtl2zpyJe+/J8XFsHsrPtWPP+T61c8z/YN/OPemfe+urz0RemtR8GDL866643X9r2Ee1LaBj+hDyG7EYIXG/bbP3jY8gglqwlBtASHJeiWgKfIHjtktVsdwIHps41aStEU44rIfCDCyEDz8gIea56MNU+6tHgdjzVPtP6N379EEhj6nmIjvpEeLFEBsciZ7jP957vP97e72/0/gj+if6g+qT8ZUgQ1KF0Nr6KvZq9Xlqqd6lPKDrFH2qEoPmWN8hdIa5ULHNc6bnXQDoDMQD7dQGpV2tHHWk9tpD6gDqOAzuGQqaHPGEEfnWzZZMHcUYa5o+BIagKxN5VhiqyoH7HZhs/Ll1FJORNDHiNAgYmWMVJVeRPPIG+OGhhjsHAcnSI4yxOQnU2gFSLQmhLxWuTttaDtNck7UfAm9/IgxrfykNfImp2EX4AnVpm3th/gFVN9+FHh7J5yaGzA0FYAtcz8KSiyP8HYOejZZUdwdn+ZVU6HqFMvHkD/SEYEAXZOedMiXLvsQhbCxQQIYlEQ4SLUK/Plik1b7TLpbc6S3aPKqQ8MYLplW8UX/72/9M9ln96x+d3YluCtc9c9++TtV98DVvt37gUVQHoewFVbHg8vWvyL3721+78QU05GyH3f6FKAbsKU35Ego6bUrDpRZUd7RkcuhBdI53nOj1wBL2MXipd62iP9sd+zb7rfCx50H/R84f9r8CBhRF8slglhGp0awpzKn4bi5tN84+BodSqcpE72TIlcKBXUK9SD3Me+Y+CIpgMvCtF1B2JKmXdSiCqRzZkgDaPKcidPoAlQu4Z8YirldAxjVcc3wi1ZcKR0fZ8T6M68s93Z6US8ilXFYFenC9OXk3gwmGedHFYsJ2FbJykFwJhwahgTTqsaxmlVvTh3WZ8OEet1LqG8WYW1s4WBsp6CK8lbWVy8moGRN77wIr+Xf58f5BmMvpk8zUeJChPHgI8aqk0QSZwzPkQQGYxm22w8iRNpJAlXpkZysoXk6BBfthwwaLIF34aIEld4hLfRmCRRAEMjStEoSTaYUuYdBlO2NrlyZHE4MRqbeGTjDbQh3gT29tmxC/fc+ub1V//+tvYH67sG4s9fv+Inm25a+fiax+4+/sQGQN957gSoHZsMXa+/+vOX9r++B9vmqcg2RxFXehHifARx/hgV8aIos8gWxVnyQnoRe624UBa8xv6OZMwP5M/DUkWE7KHgeps95jkaYka5xgVHRSa4pocmRM51zQ+eF7nYtSR0cWQlt9J7FB4N6JQPOFS/v83X7lvqo30Rx3p9ow51nQlHJJ7qg89iXbWsWH+eTLWOOOcBN+IxXKR/+P+9WV1XwZ9XkUtK8mmqtRGMip1sPGMqflGxui67VQVqKIYrAVPpLL7fid3OGIj5dlkOcU/B11S2B0Pl/IJlp/Ukn0/WZS28WDAzaSqfKeBisTKEIgRCBqlFCHhIESeG0HBTW8yQ5ZsD6ByC01GSm7UqCHDRoNm32jLQ0WL2aprtMdiJXBbOV1DERHUia8A2mEI/tQ9nWxjdhzGmLtYpvUGHblqXGLdJb1KY0JvEW60ZCy4q1mecTfXFDhvFGZUIHj5BmrRBgmzywNEX9Y34/Keflr4AnnffBBo48Ym0ffWldw/sh+cqYwt3fOcZUPA/0Q1iyEdRQE3pT6Wv9fiWvivBA2vOvPIpHG27EQw72d9RfnCRUZHgEYEjWB9sCOaDS4M/Uh5Rn1GFkFqjbg32B5kgnsRYKJatEFRacUQk4IUZj5uhOUra4AGeQbcxWTsL7jwz1N5iEYLf7MOQUSjBUDS8H5Ayoa5RY7OkXCgTiWXXUyCYxxQUzKuIgsw8SQ3JkVRiUqJGmJmSL83lOY+5PPcZ8atIsSHZW6938BjZ6oN6IhB8AfRRCeookCgrnVKec5xYQTE5IYpDmUNFI7OCN1LLOY0yb4/u5ESeE1BUo4uuMOXkHGGQAZm6VatABlHIsvAOSvK5ceJ3ZPdimpMcZIVNAubSc6NRI1Y1uml0thln6ZGhwnbKizcM2r5hgzt024pp88NjG8+buHcv/cO7OxZlJ1/oelSa3H7J3SdwLyh1Rulc+jPEE7hzvpbMU7sss54RcsozTZ7k4cSKYMUIOe0ZUZWTx3jOkSd7Cvxs+Ur5mPQPr3Za1Yjq06tOr55WvX7ExhH8mMSY2tYRk+XJiUm1FyQuqL2KvzRxaW37iM4R+6s/SXxe9UW10+/jvL1wW3dNxM0TT0ePUw3Ez+kkgEahLrw5r7ORiEOaVBlRJJ+3KdWEd7iz72r3pa1V1dqKIVmQUoHAPj/Q/Xl/u7/Tz4xAswhnjSBWyE+skL9shfzECuH9VcjZzwwrhK/C+62YVshv1JIiARnMYzaOOma+p1LwX+cAKaoyZgEyZgEyZgLSX4glX3TsdbzvGHQwMUerYyby8SxacZiW6rSCg9CKI4Rh56gkm3lE8CcydkxyEMvkCGZGXJfAxikzY4hZOswVIt1un4iBIoxzFO9FdMDsjT9g7M7bgRwj5A0hJfXRFOWOsMSTRyOuVJKd09Coc153DeEOtxGVGm494ijEIAhyftwfROLMaqMPHtst/+gmJ1kTStv3frh8i9x45nU3rwtoYMXWdw5f85vvvnDjUwvf2fizz37w1M3f2bT5xpWbZofOTTVeNrd5612g5b2HAbj74c4TV3+1d+VzdN1v+l98/Rcv/QLzyVqKonH/kAe8YvQA+JB+e/1ZvCNcnkT2KWY0PYnuUxlyyusPZv2CU3F6aBZQjgjLe2RJGebPKDZUKZZvk68uKCkx3zQmOyiCfhH4iDPjy5PWsBpy9GDwiDiN4iRNYiS4E0P4OpHkXcneryTvI+KlPhIs4rYy8vhoD6kdnuEjG75kx2S3+g774FLfRt9W36CP8UGPBSKPBRSPhS9Pyih/1NHHO4w32o0jpfmAYkjJlJn3PZb3EzZjrE4DWxHkMSMwpCChL0jC0Rnes9oCdh+7I2O1GXRkjgxHldXYaQSFOD1MeEzjND6lcUoYqAJiMAqnc1dRGbxhaLhHliiJZhFzNXQvZnFftBEkWoXwxj57ziongQvnda7tvqV/xX9P7b5+Udt3W1A4+OX9xScfGVgAH1970/n33DywC7HWOgSIFtybQPFQMroTpHJlvJUeKneRI2FC0Ez2n7AlzIZk1iYzltxdgLIVp1sCZwk8EsovOmCLroZk1iYzloxelDFnl7YEzhJ4JNg+6dAayZDM2mSmnOZrLohj8DzPFNeLG8WtYr/4vnhY5CkxJi4VO8UN5qkPxEFRioko4OMZSIscvWuw33yFugJ9C6A4lmMkjk+xFLOB2chsZfqZDxiunznMQIqJM/vQI4Yx8gxwFlOGGkOgxkj4IzDEaDKW0WSsVU8GZyUkDDtmhnAy4JaR3fYxrDL2jfaLy+yr2MP/hHcyEsvhrSzIBtTGTuN4LwsEqXXd3d3MX/fuPe5l0sf3IzW5DeGlmfSyrDoVLeWFoG/AxkkYKF/6DTN+0szaXvWUedxZYMl0ka6V5rFG90p2tHHfMMq4N37SoD+fQhznYGPsBvZ9lpmJDodZOsYuZTvZQZZB316CtEEK+JUIOXiRN7CBAv3UYfzbBEMM8dUQQ1TYGIJMm+nrCKajY61UDw5aa9fm5FEzmOGTh2cPp0jNjhfy6JS56qIkQ+9Nnb+tmzS/GKzOpZH/UUVfSyp37qfcNlLWh1WmDslOm1xhG+GITQ7b5JBNrrDtbhGxyWGbHLLJim1xXLXJmk122GS3zT3RbbLLJjttsttmkOzGyWWTnTZZNYsnBauKEq9E5qfLajbFHGAOiH/2H4yzb7JH49AvxKvEQDgu0nRVNMJ5sUfBA64qFNSlfSmwPrUxBVN+f0hLrXcCJ0PidFK76SQrBCRO95ANisjWyxgmTkiidYVE62RtwGkV6w7F7L2g2BWwgqyh8jgzGaoWAqn1YRAm7xQuv1OYvFMYNwI58TuFickKk1wROlsyjGhYwe8ZttYjwuiteijYVGW9SZVlOqtM/8tTqEqBfRTAaTQYo1qpmcho4JczNIA0FFG6VXuMN383LeUJy+c/kvcQk2nAnzgaVDCZ6gUruxJnDXfGjIQq8btsadaifWME/HhgxqSFEz/qWEbhcACxHv6xFFyXauv/1BSPO+1RnGHgUr2WQbUiwn9JiXlJl0LI2gJO9iJz27NY5kWaiyJx+2LOcOQacWWepYdeUtjjJ7t3EQNMgge7KX688amrVzwUu+XVx57tqpp/+tLvd8++bNqqcUz6gRkLLpndt6VnoBo+unjBuAeeHHgIbl+5su2H9w28bXlrHyG99oGPSFThZmnODTfpvfpf6I/dh+mjbo7B1d2VCLc36OBhfV/gg8BggIkLHs3jcyFvDXA+VVI1RRvmsmk2zdfKLlukoCUDxEMLEG9NJn6aTPw0ueynyYTv5EpyBUnikwQ/8dPQ46/NpL5kZvuPGqXJMnEFZYD+yTMCmF9D2GcLHA7ApYGNga2B/gAToGGT12dhz2eh0Wf5bz7C0Ee7nU6zJe8bXTXpJFfNaXPVGJOP+/Ouk12/GX6yEVb5j+G8HSHu27AnMkYdNKkwasGl0GX/zcc5RUmQeInm9LST08LAIblM2OGG4Q7ky6GQQVQlHwIXzboIpFgrNijDyVyPsmFp7Y+vf6/98TZd6q5bdPbyp5n0Q1smLZ3eePPAcrjmmiUT7n994AVkpCYOfsJUI7SoVBAMYrz0eANmgfgnhFPwHof5hVgKkidcvBRUzuLOFgrcHOEK7ipByOrjXON8owOT9Kmuqb5JgfnsfPE8vegq+s4LLGGXiJfpS1xLfJcFvg28Iseq8+gL2AukecpieiG7UEIhjz/C8E7EkJ5hsabHlvH0lGNNveBJhklcGSZw48ub8fMkr2kuFVhLSEQwm1SM7RHNRhYi9Oe1ZCrbgBxjXufjPM2Xl09xMvx9xJSksginspCsWSDTLGxpZqJ9AtIBStFwNoPsLkORVQsqQkBFclQmeRHypsgGo1QevTVmRUhZifihH3BQzNQqNSqE01nm7zbYkaR3ZIpHM8XicHxZXTE4BUrKCs5nzxcvYS8RGVCcQ7qVwttkp5EJlRm/8YMNvK1RptnYopZkp+yh5MQn7/jlO8B301/ver906Kfb167Z3rV67XboBtX3rCj9eeCNv/4XiAL19dde/80vX3sVfaW1pauYBEKVi4qC/8vYl4A3cV0L33NntMxoG+2rZVmStVjGsiUbY2ywIGAbnLAEMOBglrIEG4gDZjOQAGFx2MKSfWlD9qVp2ExwSGmWuglpSiAvCy99AfJ/JTRN6jSvP03bBMv/vXckY0je9z/ZHt2xZkb3nnvu2e5ZPmZUaLlWGiQNk+olvtp30IdzfVFtICdhTeSMzLndt8enHmof6h5rH+uerr5FO8M+w92iXqRtlpbYF7nf8H1oOec45/rQe9Fy0fu5r89nC/AxKWYt44dKNfxYqVH6QvN1TlrSGPWczUO3JZU2j16D9M5rEMo5AKGc/QjlaXAGz4ggiSlxtrhB5H0MrXypTObrS7Inj+jInMshvQODSOUtSpGuEgMLJ10O5iROXjWYZ0lSxnKecjaY8hH66R3H7EajNGCjUbpmo/G76zcamXMF4VVsozG3ttwB1+w09m80xi5f/PEeoxyXUXHtFiPSG/U2Zo7QawjJUXq6uEH9XIwpkBRXsjzMZrWwHHxhIzcAYTqeHrpv4d1nWlZcWNu4u8j47MrVv3xueduhdLPixPaJE3f2PfRU+ocdNw7t/YF7+lT3ex+/9/uzBGvq0s3c5wRrJOSB3zCsWazBMVzgqMT1uF2rrLZWO+ude7z7vYpSc6m72jvKPMo9yTzJPdc81z3bu8H7kfJj0yXlX7RfOaQo9mtj1gpcph2Da7SNuBl/qv0vx59sf3Fecl/BBuB1FpdHo9IrLR6eoIpdn0TXYAu6ZuPuqqkL0Q0XA0iGlGG2YYOB9zJTl5fhi4GZugz9pi4DM3UZmKnLwAQpZmSy0Rk0yLE5SvlyFnpgWG7MIs31ZV9S9gZj8Ed7Ktft4KUiDaogI3/MmKVixiyVTY7Mk63jOd7rzVgZK9YAE1bWgHW56sf4IaMH8BaGHrxGr9RpXAw9NNeiBxgzm3iDM+apa3ZVCgsenHIi/bfWD+/83dIne/NeWt327IGVK55KN2N15TgoAtX+9KZn7/n+Bu5Xp0799p2PPnmHyjVbEMJvE+wwAsuxnqqMm0HiIcCX8jfwk/gF/HJeKRjVglrQmY2CDnFq0DBigEQhskcNar/PDGbsv76SzkBo/882nn4N7l8p4wDBQclo/DUyq2zmkUMZ1bKZx1Tb/VNmnotS0+VlNK0LhXFFNgc+kt7t0LOI6KZl0OQ+RoVKIktqurjBA2TJgXKkbHpWEZ6/5cnhzdW3zBw+cmTlTIuXDz2xtG7oc+Ha6tnLej+iMKzu+5I7RGBYzHuZNt5vzu/XFZzUmbicoX1kwBIYmJQ0dE2K7qvt4IB2YEDbP6CdN6Dt6xci1zXwfot/qDBWGBVs8M/3rxPuETYHnzX/svAtTifYXQ57cX3hJ3aFG0/BWEqA6JihniHMEGdoZmhn6FrULUKL2KJp0bboOkOdYQN1ng9GBwcbxemaeaF5keWB5cENwXvFx7T7Ig8W3l/8tPiC9qnw05Ejod+FbJGsMufPNgLZRjDbiMhBWJlraCOQbQSzjRwaR2zyVjSqw/lakXf5QlZeU5TjoqZ2v7OQbcs6q53jnbOcB5ynnUqDM9fZ6rzg5HOdu53YeYKgkZVgONuxS1no5RKN85fgDGAEErAcPEcstlK2kyfpjaUARTNyFufgHI9VxcsOZMw0dClr/rmUMlNc5D1FmlwXuILOlNlRmqC3J9hmjEM+UjLhZJW3nD56p9NH73IyZy0n21ajn44QZM6Jb7nqkH6EEJwC8ryjnoozBVBAv5o+piAbzVWQJXIFcp0C0ngtO+lHGgpcrC954YLS2Yk3Erg6sSGBE3R7MogcsnbIlo9PngbClWmD9pA2jtFO+jLk0dbgCxoYozSwgRh8GZr7PVUhad08Rmplk77s7JwyNhj8FxBQvRQjZ0lm35DQw4GZ9IicEetZNi7rmhaLLaW7hwNUyh7q/hCjVYeWMr80aoWhcSL0rT+3kF2W9VPhQd6AwlIYMkomySxxSr/O50ZCROUGxSBy8FrIaZ4+4Eb+gE6rjopuiIQFURnj3ShXyqFagZxRiB2YMloQ27hxY38pxxh1u6ApDvr/AbJyigByNKFQTpFcoKVI43S5rDlM/rNedX6jVX+ur84SDoWLcFnp4PIfRaKQHxq8y7Ydqg8btq1dt7os/963Hx4/YkjB3kl3nGg0HtS2Na9rsdni7s2vP9jQ/PYdpz+FYZ5Fy+aPGhZw5CfGbBxX2x7JjdWtvdVx84ybywOeHLMYTI5YN6Px8akvEWoV7Ps7LlA8jOxwG7NQ+a6xCGmuCZ242lYNaCsHtEWatyZUyqqQBkljgxMQaHUicMgmCTGDSKRGTmOQ/MgPup8Q3zIJNPxEfNNCn0o9Whg9W3W7aoNqj4pHRH3YrzqoekN1RqVkQfOZ6PnLbB2oaGwK82qSLTWZRiae/nuG01QxocImaSkz+omsgKmO4xbkgMGHFlxn/GN1DeXtgouUWfdQh2PKrI3JpPTugOBD9yHOxiJoOQ3NOpVICYuBSBxGvSgw3i0qWWL9RCKeUQTy7bJTBN3eNJazGigsjziWXDdW/Wxx4ebNR44eNcci3icel4bPfxLP3QmqxeldO3vvvanQRfnMJsJnPqd13OGYvGPkoo4CVnsp9pltNBT125TTZCmNmSGoNtu0YLZpCJs2EvijpO0aq4NtgExmG2B1sOU77NQ84GK2BzuzOthNbGux38nWzni0vd/eYLdkNhkz+0J2ZtKyU3uDjoK8zw5v2ME+zkVRxEZNDa5vXfh2137XQVefi6e+ZJmIiixSaGXJ4Qjdt+oXHGhZP59wRvhc4IWs4CD0Cw6ZLSuRbVSxCAS2OcVsDQLbFhLGOa8x9Gb2fn5sVJCFCOYpWFWRqZlAyIyLl/Q6gw4r5VyFnFLitW6kUxvdiJoVCgo2ElkuxiKbCPIbmbmK09iUDA2qsy6Esl9MmCBB0khWu40FptESwdXrPp751HhJ06kx3jZx4j2VnY911i0ZX9aG9/Ue2VVSO3HS7rtxBbP9u+i+IcECEc/9kdf/gKAl9NNBS9jWb8ofKIyrr3oeYular0K7Qo1EtRKU/QFJQZb2JB4bGJfEwpKOlSkA+Y0VIuXaOmOFYDN5StX0gAmrOkLeIfMuUhuv4M0rRRFyYHqe4M8vRTZyIGd/TN0ZKSpFPnIwaKMoIoTEClQm1qFasQEa8HT1NGEBLMDN6mZhNVoFq3C7erWwSuyADryV26a6W71d+Dl6SNgrvoSeFE+gY6pD4rvod+If0cfiX9GfxB/QZbGQDEd0IJsYQSGxXByPUqKgSJlspQqCxqXZGn40GktJhV2K7gZWrwkxfkdhwaL9memaQIX9FysUWg11pT4XI7Ahf6dip2Io3h+2VS6q1Op8QbQIgog4jIlkbAEgHRGJOK1W02AZlShwCBRxLWj96lQqJdd4BvfRlGKDAitIKyX4cAr8mq/+g6Jzj8vZ29Tb5HL0XGzKpEXvD6M2VlybD4gGr2TcuK++BoZN0UgpNtcDI6XMNCbFnAR4Ob34Nxfzcx2xv76avo0P9W6+tXXySnw3w8q89ETuG4KVLvw7JgMbHP17vv2elFlzYrZh4LMBdKasiYjagTKf6rINbf/1/SaibEOXbVCSkX1U/2qgBGUgJueIFgOn4TxOg0mpUZpTJoNPk9L6DExiMzjjMdc5l+OUyynRN6ZAMBnDfcTgAQNF6TZPRcTSYDggcildyoANvkhxqUQPKq1gsukcprAmrA3rBmsH68r0Dxs1EVPEXGebbppunm5tNjWbm63typW6duMayxrrFt12407TTvM2y0Pi85pfS68Zj1u+Ev9s+YeuV/q3pc/jNZkdev3IKRlMtJk1HjdvGGXYbOAMzv5ByGqOHGpMQ3XKDQatZDSZCHY5LWZzvkm0kBOD1mDU5mtEIgCLZho+olHSByCP5MFxz+se7OnC1UcNBCIpSxeenNJUm1ImPMv0ugmbumDkKwbwo9FukX7EYJbyaYu147XcBG2fFpMJGHkkbiAQwtWdbt86wlAJCHtpom6ClDRZlUO6fNFJ63H2uBxSD2sR/OqRsZRiKAvCUhAc1WfqSXXopaoqdXf9Qf2k+oOOq/FYr8mx631f0pJ502PZcmaWvvOvlFeI/vIKPaEkR60Vxkxg/3RK2RHBd2iaHrvmhQj/dtJscClxsdNgEEUGTYb1stUuLPuDlNNwrOwKoMUZA/71lsrCqjq7MaTQpJe8dS7mz439qTO9eESweF1DafrWF6RI0L3IkMNHeh9esXHdSrzoh5MHRk6fRDl4hNDuj8gq0cM3bJXAj3NYpfQNpi78rhqbICFH6r2fEkgDhntZcN5bqbGkEcURIS5VQIU4BmpwjXqMMF6aAZPxZHWjMEFaDHPxXKK/rYXl6rXCDtii3ib8Gy5jt1Mdgqg6JlSon1GfBZVEfQolaykuNNEYqY9SASJY46GCiNWimA+Y0CYMNA08nqOIkbGLc8giZcVFKZ/VxfQi7gJDp1qtUihfIyoMImIiUdWZjdiv268HpE/pZ+s36L/VK1joUJB+pF+OxDsBDiAYj1pRH+IQy3uCnAZped66btmOQmsY0arStHExxvzOpF6qFFRJXxCJ7AvmmZqhbpK+O5MELyOkE6Q4GoWQmmp3MvTUFJbk7K1jFIoUlHIy0aXTWSwfzeR3/rCBBYrJb18ec1cIapt7mEAL9tormKgh2iqwhfy5bNm0EXKiqiMiIC3h+EcXU+op15tSyuIfNSvIwWTKgBxMNjiZZ43gp9umpcdz83rfbG1vga/3cWrlvlW9M9cKj/b1yfFkirdwCI0iSKNCu9B/E9C6U3ocr6yuxJUeVBfDUPkq9qMolT2WliFy1wmi5xaxuz4mdynRrgsIJY6BKpUx2b9xxO4sle3zhMnGVaCCxroYgKr/OZQtlJEnsd0L9qSbM99/OfP9n+d8SzRjnn1/ztX7yihun+dfxOMVb5HpXClLp9B3kn4lznw1zRmWCpHGetiALwDXyq1H6zmuFbUCHg8TMEa0fjzmOoCHLjz7MOHkXXjSUeTkP31ODgjsvUwwoLeJ+Xw1MSu9+zDacLUAuDnJnd/y18/4F8GR/pJWdUMtvENRhQj7RsflKuCsggVhtUS5oHUsNApRUKnzU0IXfukY0OIVnI9VtkgR3W7CYc7Hyye0toXg41TiUK6KzC/4U5pcVEwLX2qX7nRkkoxX9RB9wRl39TpcPU6XlHnrIeTvOxfNZMJU1v6KFwL5eqQEXpCzDSsVgpCtfZGMmypirPoFq5+eqX/B0SIdjv4aGLRSB/5eLoRR2ZlecOXkc9T/cRC+iE8oPiQs0I6mMhoTd4LpBF5HoKCEXKTF61IupLQgsEa55r854XbnBid2GqJCs+PRhUygkJqavqOFVkjXJZYNzN1pUmoR9dFMyrEErDiSHMNlz0YRlJWGYMXeY12793Yd2ztx7vzxE+bNV3x48uCBk90HOk9uWbbxzhUrNq1ZTjAlXdH3Dhdg1dTrMxlCEarmsIXjMOK64I6UiIEWfgcn//6r8BJyxJxyfRNHddVNPRWZ4HHKmPvdZUivFJAkj+Zv+vkPRyqU2n9fpmuCZYFTFRJMTsiYDO9ACwoewrlMr7A5S2/PvZCLczmG0bmv4rzMioqVkfG+Te5Zw6rUrGWZ8jEVBBXUrZzV+lM8xTxVkI+AnTqd9ydc1cmJE769mqg7a89MyVWscxi9e4qXJbiMPkLUzEss5RcbmCjLYBn/krc7meMP6dMXBLu7FdtJnwbJleMoGlUBV4Xe4z/9B5s/FKfYRp5yzeIoS1q/uMC/+Pnn9CmL8Dn4TPEHJKA29hQJ/KYKjvypaDELTkBdkHtETdSMLvxUyqBSqUEtlAH5Cm6FOPVViCP6RVXfMS8ZVtKepXyWdSVKEGl9n9yUoErxHEcoDEMdI0EeshxkM7ZcTtsI9QvWDH8ovhifwwUTfWstLcN6jbR/TvKPu0n/POhJ1j83x2sdeIWD5g67wvGiAlxOB6fSOZwm13E8B3kg9xWjLlytB/1x3EVUozkpixHcnqGqqOV1pIvqw8iZ88LCTFwx6S5dqtW9l5suSr29xkyYoyxpHXUQhdnoQrKZaXpm3899VKdziS4Kl8OikY3nYiJblJIICcHy6ys5q4iwoMqzOpXRavC582tGjRxhfTBn99YHd1UO2j8pAHfhcxUVDR94o7Hi4fEbpNbmlVMm1w9pGxZsp9I0fg9vJeOPoQNs/MaAWjIHpJsMBpsCwsXkil+TYSrIyKMEztocZ3iWq9WFq13gouO3kfE7c8Cw3xz1hdXR0AXkjLrCEEXOwiwQemQo9F5mYFhG4XBZLrh4he6iG5m6ogNQBCSDRiNJCkWUjP1YjsvptNly+idUuphgBRKS1NMjU1LqalScShkot/2oxDUrdkHJR94+iy9WWdtQN1Vr1attE+urKodU23dH71i9Z1PtDdMn/2Lfzvu4JwxVNu+48kQVhtugKpZfWjjU3jJ50YTyBrNt/qim7a0EX/qOQz48D5SiOE4gjP+GAH9NqOG3hxQQl6guT6aRkE94Pm2CbyD/5cw9Cvf//x6F+/vHFXOu3gPof7rni6vfg9LHoebqPer/xT1q9M/j6gH3SP+LeyT0t+OSfI+EFqBG/hZ+HFIhA6H9uSiM4qgcVaNaNB5NRbPQrUTYWoXWo5OpuQsXT5g8eca01euGVN2+PFI4e17wxjqtelSKR2ry4/EFqwqDwcIqbpqntNgiSQ7PuLErly372YKakXeuGZy4rcVku7kBK4cObyA//pmNXlfjmpbGxpY13AK/qC8oKgr5F6D4ecq+zpxiKZDicekMUYbJSiOtU7Q58I9dB3H5XXpfvv66i390PYGAJeAvK00mwpl3c+bdnnnPfq667vz69+s/v/48/7rnZ7+P+6i4tLT4Pnr4Z7IkWRKkrXR5grx+lSwpSeKb6bHXRf+BN/Vf2/tycWkiwS6Gk/Sz9Ax6/Ce9+D7a4h5IUJmxJJk+m0yWXCAn8CBpNNCHrSUHOJGIl/XWkdb9xcWl2Je5KK0ijS/pbZ+WFpcWkQalpANeJZQjUk/jPsIRB6MbScuOdvUdJBzRRlguTeQMIzCo+7lgGcLpU6gFktwiIk+4Ue4rKKpVRi3SrwnhEZGDHHkU7/msB+I95ylK0iq8PmNp+eCkjyuVS6taWZBs+WBIjhn/aPoUOUDyMYt/zhy/RT7C14fmLYYN5JDesLx81qwhy9mRYHv6d2gdVJHvFpEOjUh5VUohukUHC3QrdViHQ/xgHvOg0SqUUzkiyXVhIgoJCoTip8519yaaugk/incnm05VNDX1dhN0KS/Llp62ckZuVHoj3L9m4cI9l9Y9shb+mLYvfgSUoEr/m8gnZ8iYS7jpyIump3JD1sFWLEn2qMqoNUX1Oh0huSoEOi2QH47oxHM6TRYLZ6Qw0SOOHN0MJtTk38Nw2EiT1cbP9yTIPxIJibyXFDdBOQOLTCZZIWNVlm8E/OFQ+sweV3tNPDl1eE3NrvHwSXq7f/z02x//WeP61psmwzBTc3501PCJKSe0t/+ibE/ruhtrkkMIxD4gPY8TiNnI+h+XMtiNUYWH9Bc0UQ8CL+lrSq9SqPao9qsw4coqzvka6a+B9vqQ2YDin1G/PdrlJmOStEive5LxHumzniSZXLodSj2i7HInfUaJllUBCyP2AT/kPG6a+1jR+tX1N0+dtD79HgxvrR+eXnH38Im778YHVDd9UjN81OoVdaNgCdw3PJle0lEzYhOB9Tdkjs0E1mpE5AWMFCjKE3WT9PQQj2iHyCT+oecPlB2FTWaqQGHuQUdPegPOv+xfByMg0D4hfTG9G3HpT8jYY2TsVhQglK8uZSW6GI7abJZosEAd9Xi00QKCsxRNiop8ITpwCfno90jZgctVW9mQz9MjK57HESk3Tx50/+yUlZZb5NmTkZwbcLbzLlAvHTNj53OzJq5pv3n2ofaSQCQSSMb9Ic/91dF4cUFqHxbjba+HEwvbBkV3t1UPLh227L43F9jd8RKPw+FOb1+fk1c13O+lK+AzMqYIGZODCJljU3o6lbpojtMcJRiYy6ZTUAmPCweIMiEQ5HdTJDQyucCaQcJrJ/MzOiwylzKTLssOhqxXMpukDWQirWQw6c8eV+YEkw8Wta+sqZ847k4YlH6ndVwKdmzYtPEuCKlcthwynze0r6wdlb43vXh4Kezr6NhE9Q+audDOD0NmgoF1qcJFJmg0wSItNGphnhqmkF88H2NF2x472O15OW0+AxgsXlHn8qIuTna1gnhTtuplk/wCGnNP62P56a7ZcGzO+jwQ1QNXrD6yurK6/UjbqiOrqqrbD7fdu2/Pg3v37eWH1d/z/uZNp++pr7/n9KbN799Tf2X4mXdOnjn97jtn2K496e4MvpxQl/xj4u8FBWAi2+PXDiuVYhdXcAi0RBZnSADx95OkL3kBozIjt+IZh0d1tj32cfkKrm5wU+hA0eZa+sQ6osH+hYw9gp5JLRiTD2ts2214uxXarTDfCA1G2KaH1XoYo4Y6HvzhSCSnbbsSKpVrlTiqJNRHoyl4LwyPhF8MHw9zS8Mbw3hCeHYYjwxDJDwkjMNgajObxwOAWekPm0xhyes4TmAWxq8dQlq5wFUFUR0ryFQ3USQ+JUPPRP9J3gnhoeuoqf+Vl0dgWT6cKyul1U5U4eFcMgNolZ5T5XF/uTIrt+GRNa13jba4KxqH/8PapRq9Yv/c+Y+1lEembGpsWDE2pMKHB7evXVOeqBs+PBwcUZxz2dy4Y1Zx0eTVY+paGsZGQ1WJAjOFzbD0PC5NYFNF5I+1WyphSzlsHgzbErCtBOYWthXihkKoLYTmaHsUTwtCixXaTDDPBFNMUGOCbTrYpoUFHMxDywmS+SraQnk+X1EopGhzOAzDi9qIpNB2pwHGG2jaAc4Qry6CoqIYqsrz+nIMUrEEOVKOZI55SwmSHTF7RX0GXPLyMCZ7qKcIgRqBXBNb+rSGM9XD43TtVDQNBFv2BV4ui5Th/kKqrG6MqnxAux+sShX+a2pBbX79lqPNc55sv1Fz1LVndWrxhEEF9c0pVyrfMmJV4+Bg9eSStu3mTtOEFQ9MveXh1mHz5sEDutTM1TXzn1tzw9DFD8103ntPwYTba4c13xgThV84K5pGD55SmXv3XXmz7plVXDa74+a2+wfRlViSXstX8kmC33pUm3LrVBoekPD7FfoteryAKEpKvkULdYSJqQm6H9YoBYL8ncBrMYFNNeGg3dVJMsb4qQThn6e6pe5Egq2BgFFmo3nGAPCVb3f23o4P3vd2eqsinZ9eC1ue5XZdacO39e5jc76AV/P5RIu7O1W/2nm3E0ekIRIu18M2ERaKq0U8RoSxQqPQInA1KhjNQSOA261oM5k0XqfDofEgu13bpkHY67BrtFa7Vmu3cgbPcfwacnEFRwxetT5b1y0u89meBCFzhNEy5YRNIuO2V+dMdsVEAX8wXH61iLPMgSHWsecVkNJ//fyV9GXrCdsDt21/8eXtL818cQ8+29sF385Ipz/9NP3+6ff0O7adfvCRw7ss+O8vE0j/jNC8qOJNVgf9odStpYFRgc0BLhSADj+s9EOHD8Y4IWgFhdVqxc1m6JBgpQTLDbBTB0N1Y3V4tACTVfNUeB4HkzgYAmAkICA00k2gkZ+H7G00TbTR5PUSXcBh8eoVDq9al13wyZ73E5RkJuSCyozA/xhZ2chpymY5QjqP5YAI+LERBtBScKy91Hnl+w8+TJ8l0g16+pKjs+Sdbe9AzR0PP7xp1Usv4stvpb87/UH6v0gfd0MH7Hy1U/pL+pv0p70d7+7a9dqB3XtPM8qaXs9dJvMuoupUzi4VLFatU+F61S0qHCFCB+HrWq6NV6t5pKIzKRJiy1Gco3OXjEsyEaNdJoxKibiACVHGz10+m37L9aoS3Bd6k9xR7pFveuvSOyCG3wNM9B8ONZBZcJNZsCE/KkLPp5bNK4Ip5LdgfgFeFIHGCCwKQmMQ5vphvhcWeaDFAVussNwKW82wygxrpR0SXqPbrsPt4jYRdwCsJIIT0lvaXC7cJoX2hHAopC72ten1hW25tPagTYN4uzcaDeR4jYqAV9E/JT32Coj305GmflniJ6alCXijhZdLjJeX9ZceV4UHTMtAdsepwZz+7w/Ppi8/tP6zL3/9+tdnT8/ftmP+go4d89a/ePCOTU8/zzmnpf/PiTSgN3ectvM3XHrij58//p833bBxzryOLTOWrO91P71p0/MvrV3/EsHcyel5jFs7UBDtSTUN9tX48FgvVHhhWw7EbOCygWCD5RZYYIHpRriFguguPdTooVQPY0VoUcMt5JdfxGOPtg3tcYDDoQyZCfb625Qms9OLOC7XSguBe4Use+9H2X74JKl8+ROQuVqTmqIs9YalQrPJqBgIj9llXUs604DfOwXR9N+uPHPe8VL0vWcOpf+w6bH9a9f96nmIN7SA+PGnYEv/Nt2ebkuvPtql/zPEQR14bffe356+d+dBqhfRiutGxRtYSeP8yXklIaFTFW8QbdrSN4P9pwohXsWusLLzhr5LvI2d29h5gnweURwn53ZH9ol5imfJuYN9TqlEAXmiEjmt9LyeXI8Uz5Fz11f0fJJc851c70bZ+53seg+i9Lyl75xiieJD8j21aG3qph2jYc1oaB4F81PQkIIFQ2FqFG6NwJQI1HphVA6MdUJUAlTos/Hgq4XaWv0YXygvb1hIn+dLem22kW5viBvp5QWBCN9E1Mmg7rUzk+zuSVw3N3mBUCis57KyWDkRiBinI1JDltUZLRYvB0SG0BMOSbPvEm6oWHLe4FBHZqx+eH77ibtGVWz+z8dfPVvgnbirddbOn1Ua3rBMv/eDnb/4eONghWBy96Fg8/rdY+beWecJTbxz2i2/3DLR3zQkNK46XLnk0TmNe1rHO91xqeneheWB+hU3O1pfXDa05p6z+9K/X/hA6/iRw/BnWqfTqTFU3NhYXDFzVH7p/H0zMzVBWgkEvSiMHk8t2RqCefmgyrfn4xY/NDhB5YQGB9Q6IGRcadxq5LbrYK0WmtXQooIyDsIcDMaw2wt3EvLhhRleGOMFIqZbQ8gn+bDPF8210fp5BjFXxCLy+giQ3QGvgXN7FUI/aWDEmlBrRhgIp2qSKd2PkJ9COBRioejMR8xkteZ5ObonCXnUW0yPFa2+pY/9dtkTvQeaZr38r4f3Xto/5YcTqrFrX1i4/3zkykZuhfmT1+Y9sWoMfLDq2LpUy7sQePVp0L/Z0vxW+uuXaje83VHzm2Mw9uvvKlcfpVT7WYQUMwh0PGhIKm+lsFXAW9QwlAe3j+YFRl6DxqczKr02To+RlmBMN6HYVKlIXJXV84wZTKARM0lrMosO/CPxWXvm3PXC3PAbr6hzZ6/ZM271yb0TuLEdr7Ylpu59/dYrFxTHzyanjshP3fePzisvZnqjfpn0phS1pEZtKYFVJRApHFKIpwSgJgC1LqhxNjjxaELCBVglQIQfwmN30odCvgiiPUVFXk9eXqa/ES1F8W7WYyIXEA3js56ERJW+a5H7p/tv7x9H4Orn/NhYw11TVzzUGCBD8kxfuqXupm3Lpueow/Pbd9x0W9fmsW+Qz6eteGh64CeGmTu6dcINi2+MyMMdeAGtc0Sw9GbFcTIPg1O5OwRYI0AZDwadjwoBGi/yuemoBL1aS1C6fxZkPsNGA8bsmqMVcsoCmbVqhJlFs3bTWYi8+Yrgm71mN5mFPRMUx68cu/v4Mvr9Cznf9zUfJ6amyDz8305uGp0HSgffYVVOYym7RkXUJM7nE/YIWOAFr0otcl6aWLi3m2YLjTf1nuuWznWXFBNpigIwr4x0oBLvvHixd/mlS4rjL//w5Msv8zMpNZvdN1tpJ/PrILr62dSuTXFoKAJrEWwdBLWDpg7CtVFoiIA1AsoITA+CKwhCEOoC0J4LLblQkQs7vNDihYVumOaA0TawW2uteIEBmglT4mErAq/NnmPPCbmRw+PxxPIcIbvdHEJ5Up4vj8vLK4nR6jwGVa4Kq0JeLZfj8bqdZKodNoTJWk0mz3dLvYnE+W6mjmb00YRMFe/o6O4GR49E3zNbkT/9ymf5xNkSDhIE4on0pYIAJMq5pP0q1aQUkl96/4kn0r1dcxceB/zogmOP3jEtvvxWsH/V++2a+f/66uERdfjGrUdbFr/aceOYzV3lE5adBP1jR8F3clFJ09YX3l3WmT43L/0GDCqBnIP1f9yx+9xD48Y+9Oefr/+PByaxbF1/5i4QLm9FUbQ4NbY8UhvB5f5aPx7irfPiIY46BybK6TT9Qj2epl6oxm63NR8sFtk/GmL5wVxNtWa8ZpaG11iVPo9JUtk8nFJD5TvKNshvVmWn4lvyqsCdR7CPMnGZUyQT9mRZEvpVI3no3IXn+ZJ9C+c/s2rEiBXPzD8xj+9Mjxx6602FoTFLampbagPxCc0dEyZMvPcPa9e/v2fc3vYrDcVz7p076+etw6oWP9C44OH5zM65re/vRH8/Trh3QcopqM35KSMgo8/4ufFbI280I7XCI2g1ZGZ7ErS3S3vfT1CDJUsNX27PdNKYhGEKSzRgitgckRs8s+bHVZ0wKDwkYFRw+9XqkoZVtTyzcoxLT+Y7CUSDaAiam6ouL68tx+UltSV4yKC6QXi6plmDF2CYgsHtseQHCwpMweDQ0mCuulqN1QTPPLkG8/9j70vAo6rOhs+5y8wkk8lMdgJJuBMmGwlJSCAhEEJ2skwWJ5ONTSaZCRkIM2FmAgRcUBAEEanVsNYiS9Dn18iupRUVqa1Wba22tVb9Wttav35qq7XUz5Lwv+e9dyYJor/t97R/+3zJgXPfs73n3c57lnvvXFVWgkGnTkqgPFLF/i3A7QtK8hJIcvjFgHdKmjZGitFMjPIYD1CedK1UcwXnwx0P31RV1He8e8X9ueIRxpcpw8/WyOUFztrp6fU9xSXdNamZDSvddzZ8/ZXbwC3fcEPj9r92J+dPC1Md0qiygeVf5zoGOhcfcC/IX3Wwyz7gYLdSYU9JuAXiDPALicUGbbAmSRQ4LZeuEjUqtItLLzGH8NIl2DrK28bZ7D5mbtQ0etupZ545deECv/8uqhn59C72DsqIhf8t7BfSibl4xtZEulK/Qc+162l4OElKS4uboTUFB0+FbaQUx8VNT1Bpg01xkTHBujhRz2ZVtphccGnMettvgUn+E6MYeW8esMWw3DEekv9tzuqhjS33uReciHi1xFmTKhTtW+ncaU08o5vRWmteVT71TGzH8f6KJMvtS6c8ZKzd2H7/4sVl3oOLuL7hV9tus6bNXLqtmYv1n33Fgw0mwBrNW2xunknRJtpT6CIjdUZRexhdEUL7tHdoObuWrlNtU3GqzA0JOxK4dlhIeAkJ9e42UZNpVqZXgpV0WoIK1mZTEyJgm0EWKAvnwOEYOCN2tDN26UDZsU1eXu41p2X5+fy11rFmR9fOpQURmfvsyw+6Cks2PLq67/FbSvM8J29aUl3krMvIqHfOL3M1pGc2rhbP37Ny/zpbTmZp6brj9q6Tt9XU3v2DTY6LL761aflnz2S1bKht8NUlpZl7K6tuXjyLSQHWtfHg2SWYu9cUVy/KpQW51bls4u6KoSsjaHco3ai7S8f16OidsIsik727s2l2tiFvhUSbJZosUQlEkeyVDNSQnqDRaokxIUpEoxoVQS7jfqm8uxonBGN+kZg/1ucoB1rqCIV3/zENnbqtvLu+YPpUXfYeu+2gu7Bs44nVfWdvKs5a+chNS2YXOc3pqdWOojJPU1Zmo/vuhb4bGypLjNllZeuPOxwnbq+p3X5xveOF13576zJxQVazLIVUs7uq6iaQwj9q3vyn+jnlblEh7mnMuAeBP2GNsAZ2RVFkqHiZPjQiODKKFyKEOaq9YMwAJImqSFFVLdI5IlWLVBQjuiJoSkRrBBfBaYKC1TSYJhF1JGAgG4LZ42vBXEowDQqOhSUzx8dpoiKCgyOiYPOgUsOG8YwoEBrMlm6XwKPIxzyXQGKxWUzXuZOytinPf4kwJcNSOgyyoABz6VIDTNChl8LCKdt7G6fxRn4azY3gM/kUWBOpeWHNSzePGHzP0mdfru8NjTSEqARRq4sIddHKkfPCmmEfTH2z06dPjkufMTt55BfsjGEv8J8O/EcSI8kki4uzSabBNEU0pUpTKEk1pHJTUqekarOjMpOIVtJyWhKV3juD7p5xaAY3Y0aiMT3kCX766cR0bbB/O7B0DbvDsXT4Ent8Mwtox59OYL8VoxwuGtm3hhiUFDhfnAZZCmjk8+cvmZ9QvPZ490gO/f7zz8dkVQ6//8GsJRUpKaXtuZ/Q8Lqu+bFTSlffcJVwyw1zaloyW29uTBbWbNs9raq0IDPUVJSdXZCgufLDKVnFySklmfiewZKrHwo3gwGYyPrihbWJNH8qzY+lNTpapaHtalqjps08beVopCkqiph2mw6ZTpj4mSZKTAaTZOJNpuQ409RgCqZBTFEQjDFxenbuaowTtaPnrvJtMdmbLb323IqObjBxCa5OnhYYv3n5ws2T22455tj28l0Lmwd+uNF+wFM/6dzCXy7avgT2U5sbNh+RqLttlyOv+eCb23b87Ot12W0ba40/mbv6G52+4z2z7roVLJlpcjtoUgOWPLc4cU4ILVfRMo4KJoNe0nN6fUxUEtFIMF8Hp2uCo9IJaO46dycijBIepxnzR9Wzlw7RRGoc+d3IeyPF5z9Zed+y9Bz7/Z0fCGtGfj/ym5Ffj7z9QG73N3tce5elKV8bFqYBJVpSV5yi0WgFoVhLZ2op0RrAhnitlupUQUmESrAYU6cHBVExnWNmFJxOA2b0gd+GmChzQbQwAxqNgc/UG4VpV/p417CZ2zbcz70irDk08oNDI0eV3vlnofcg2G3AJMY+DCNoOTGJvXvDqbl0QVDRdHZCfFLl98BKZ7lsuceeQ8AuwCj5Z4fv4eKHf32eT+dfGfneoREN4JWt6QmwJiNYU/XWWJoUS7fBFjtiawR3p4E6dLRJR+cEVwVz1QKdJ9A+SqdOjY4PNen1xiQSL8UXxx+KF+Kjk9jXNEP1CelG45SwOBhI6aemxHEka+y2+oPRRcC4fV2Syug3JilCnWwMmBK7J2wUnnhv5Pfb/uNQm+XAr3bTgZaHSkb+4tjXlTune+DG8/tHBrmQ/Y807fvZltt/frB15Duml4vWPHBj94OuAsd5vwSFNtRfdnG4NimI40Sdhk8SNekcJwSr2eE6FZgPW3ApHIUnK+qSfEuJSQ4/XS60PTF86vx5rv4JLnj4MthKAf2ejJ1aADtPJhcH8WAGPwIz4PEGFdMHRUNkv0xNLefPo7yZRplliyStOIyIksiJolpQDIi1PC0olsMaMzWirQAR/PZh/XkuX1hzJUvGI2YBnijyYPGSvZG0P5K2RdLqSBoZHp4k8JECHy5s0+7Rcmu1dIWWtmhpBWxQdTp5BtCJO0TaD9OAvkrP9Ql3CJxg0IuCmo9K4rgYlTqJvc3DBfGR7BXc6eDnqUbx87mX5ONsXMmFx+BJsIE8s03ET8UsDSQnBdLyAhN2Vnh3gkbDAjmPPbYtZg2pRh65a2RIGKIqGh45RcNpE2Jo7Af8XTAcDl6xg5OPntUhTV1RyL2taNKKmnQV5zeDuanZDYlqSjXsGTaOJmnUkRqNWqNNMgTRoCAdB/pA+e7k6CpuI8dxanbrsDhks4baNT7wHbLic5YuxcjPFhjpNoM8RfnJR9Jz2X0VwXph+Jxw4jtcjXCKX3RlELQxyC/C1eWHwk9gHEWQFLK8eMHWZLpVojvi6PZoOje8JpyrDaFzQ2iphuZpaL6alnN0NkdFE4k1xEqxfGwsLP+nsputccHahLgvudkq+9/P3XGFdeSYFSS3/9Yf72lqGnj11i0/ub/RuvfVm9t22mZz+Z07rM13dxXM7rxb2Nx84PUtm1/fb20/8KN1u36533JFKHQfcnQdds/Lcz/sW7LXPV/xw0aQeSiJJaXFKeuj7oziNoTtCONUJhJhgFVDROiUEH0SCZVCuVB9ularC44NOONxjg85iDD6CYeBFYG3d2SXfGndI65ZOasGfSPvnT9/ZceOlKrukk+FNTNgBV+7xT53pIWrWbqqoCY9DCV9VPgUJD0FVrC/Ld6/NZfekUO3Z9LtqXT25IrJXH7swlhuXlRtFFcbSQsiaTlP83laiQI3EkliZ4HJ2SFarUNPW0HkAixzRdMKWNq3sQND/NYEn5ycl22aGkNjtproOiiKM6ZXJbQlcAlSXFy4Nj0k5E49der79dxSPa3V07l6mgaopmuoVgN2rIEqASXCwkc+RsS7vsNvFyxltyyXBjblED7IWQoGmCPfE1uayx5B/ry62ZN57FXUlNH1cwT7pGd+NHv/4XPab23IceTMrt5auGDXDX4raKqqrU+p2pjq4D9nCnf+vEHKCtscU54tGUdNIj5Tf0f4nETXD69jF8+DXcTAPqKteEZkNPvlAZOBnUSGmdiLK1IcHxcXnDhJk0SCJVg8RkVGTkpXq4OkdC263CB0uTg3yAsNv5nkMK9XEK6sCTP5aeg1FAFERcdQ+Zu504zC87/5SdL8BTUzD5/n4uyHegsffXjjquFldN723Ru3j5yg+XkL08NGDMIaqXpd2+0PRgsz99P6FnsDvulRA6M1FmxoHvl2sW9tAe2bQzdk7cji+qdvn86tT6LbTXSzRB0StUp061TaP5muj6VdBtpsoHdxVKcJN6XMMxHSk0EXZ9AMkmJI2Z3Cp6TMnB9viovTmMhMaSY3c56eTGWrch2vy0uMI/GGeC4+PiMxI4aPy2MLrsS4GP+CS9a7/FCrfJ87cMhfINvNB2Gfv0NFkwPrrpixd7vZQbS83EnJ5AOLNH5B0PZNc26sTImr3HDjskN9sGMctG96ZnO5cEqYs2htaXF3TeqUhnu8XfcuSS/s/Wan/fj6SoGf2tkTlTYvyZiTaoqIzK7va6u5qT1njmNXS8iCpUUJk7PL0lLmZqfFRBU2dM4v98JurG2TRfn6Ef873IvEFwepaZLIUyFdxWZGjs2MbF/18vBLuEBh96yN/O9GNj4xcit/gX/lShb/yiGG42ugpXrAMZUsKs5rn+yczLVGrYji7gqmsDmRz163ibRPpHcIdK1ApyYpMjYaFI+UYGAT6qQ4Nco597relEaGCiA2QT53EJRzB6E+yFi08qB74+CqObH8t8SIpAVLSlf0F4V9m/7HbK+7szYjx+J0r0zn7h3uTbfWlmRNnrnoZjO3m33pG8bGcqBaDyuqea2UtsBaW6vD70lyQhJ7kJ7jeU6nJ1RHwXXSSEIb2cChmyn1UGqnlHJ6gfA4Tjh5aQL7p/l4MwK3UNvScYqFCTaM4i5rNFmAu20Ks20u7FHkmVZYPjLzuZH5z9PZmpBgjchpIvW0XFjz13tg8nouKtFojJxWnszPJQrtdvT3hcUJqiRRCBZoaJJEToAdw85QkGChEEwFng9FVfJ4lhSO91OH31rKDNbwFnuCiYJS2YtZ0ewkNUKwj6ScH8n/xSfx2WG69OTPYGLvHZlKf8XtHvlaunla/MI5dDXrfSrYzK+g9zByQ7HJoBYEgb4mUB30maTVRcLkEhaGp+wRGlgqCLDaBhrO6jhDOjt++CAnh/1nN6nlxa9/El8TlsuejTDOpjBJ4ks+oZzayP/qShHXNjk5PXy4l3cO74lMTYrgPhrkjiakZYYfOjRcHz0jNRL22LinVoVzybrtyts2fyKN8hOZ0bEqdQlHo7/FZyhPZEL9XewJTqz/Nfk9nxNYmxJBzfEllArjauOqQRUGtfcob0A0kAYZe2o6IYA9dVz9bVCrS/x5APsbhxu+BHvi1T9yd3IfUbVuDm2+upUEnYaKMBRm4xtJqwDDm9wfeDX5AyHD04j6FGFyxDJ2YHYnlv3RXxbnLzMC1q3cR1D2EZQlsbI0rVIWA+12cX+AHgup5eoW7BGRYmni1Q+5zdxbUDofS6HlFH/LTCjbiS2L6FKlpT5AazXgdWHLBXSx3DJA63RoeSu2LKZWKNOe4SgxYFMszw2Ul9BWBXNUAHMm9yK3U3xJ7pfrwNII3l+aC6W3Yim0VUrDAqWJUHonloJ8ldLgQCneEWZvt+j6FN2e9z/LW1WbnAy6rRp9lhfq430A9l6X7mbF0n4Kxof1p88wGKD+9MA7Xax+DPS+S/y2LGuuUdYuN5a2zVgKsgbaQGKhnCKxau5tzoVlIE25TPCXTQ9wDNKEMpSmwMvSxL88Jewlf2WBvscCN5O7G8KP+Vi+nF/F/x/hLXGD6in1X4OSgxdrv669rDuij9CbITygf9cwl4WwQ+GvRByM7Ivio26L/npM3SSKoWPyjCnlcdPifpOQMfWIcVcizJfTulkwnUvaMDakLEsdSPtTekbG6hnFmfdnHcg+zcLMTbk9szbPHsp7Pv/1ORvmvjJvqPDk/CssLLin+PAXhCevG94JhOGvFkoqrwlPXxtKw//usPArhq4x4UQgvPpVQ9m0siPl8ybCRJgI/0tD8z8kuCfCRPgXDNvLj5Q/OREmwkSYCBNhIkyEiTARJsJEmAgT4auEiu9PhH/Z8KOJMBH+LcN7cqhMVkJH5VMLJy2cv/B4FfkfhuaqW6pDqr9bo6rZUMvVzq/9mXmJ2W5ebe4z32y+w3y3+X7zN8zHzI/W1de9VW+qf7D+vYZICC80FmLwNn5yw+QbbrFQyxbLCcvvLH9ocje9Y7Va91lfbw5q7m9+qPkZDL9tWdbyaOuk1o42U9uW9tntre2nFhkwNCza97lw8rrh+4Hwy/9x+Mv/3rBYtThyceLi7MULFtctXrJ45eINi7cv3rv4+OJzEF7+/xje/RvDn5fwS8KWGCfCRJgI/2qB4C+60RfY84V0E1GRQsIT09V7IM6/+guICyGOJJFXu4mJ8JBvgnwGF2BciHE71DGRJRCnEf3VeIjDMGZ4sqDVGfa7gVAzC1tlYassqH+G5ELpLyDWj3wKcRjGJiidjb3PhvosZjTkY818xJ9PDIA5H3vJJ/EYs1b5JAfrlGNOJcZVGJuhr3xiQbgZ4RaE2xBeAtgKAHM5xAaEwxCOh9ICxFwAOFlchaVm6KUAsDG4Geu0Ycw4KkQ6C5GjQsBWDnEYwvFQvxCxFSK2QsDGSs3YyoJwE+ZbEW7D+u0QV5NqwNkMFN4DcRjE7QB3QxwG8RKElyDM/uZyFwh7s4i9XjUZc3jUcjCmeHzrKpQ7qMA8KeduUWBhTB2RTOIuKrAK6r+hwGpiD9TRkGzusgIHkR2iSoF1uknibv8vBVJd+EMKTIkYcVaBOaKO+LMC8yQx4l0FFsbUEUlIpEaBVUTN3h9GWE1mBupoyKTwxxQ4iFRETlFgnWpn5HLATAWefbpx8vsIiwAbJl9BWMXyp4QgrGb5UyYhrEE4FeEgIDSBe0+BZRnKsCxDGZZlKMPCmDqyDGVYlqEMq0nHlDkKLMtQhmUZyrBON33KfoSDx9CvZbSlXkI4ZEx+KINTX0PYwGhL/Q3CEQCHp36McOSY+lEoBxmOHpMfy9qmCQhPwb5knPFj6kwdA5uwfjjC0xGWEJ6BcCaDNWPo14zpK2RMfoifl4eJRHJINpkJo14iVtJNHHCtI27igv8+0k96MacMUh6AWWyDfCfWyISSEtIDQSIWyFsB7X3EiykHXB1Qey3Edqypg1AFqQ7IdZB1kNOA2F3Qr78fM2DvB9x9gEcCvG7A6SSdAHcC3AtlnkA/UoD6bPBiEkkOpPJJBtJgAwy9UFeCfm3QD8PRSVYpdWsg1Q25rLQPaPQGeGJycCIfPV9ITxfKQiKlkO6AEpZrQ0mM51HG41Y4lbCXPijtRH5Zqgtwr4O2Hszpg1p2lJwE+X59VANNTDpObOdC2c7D9g6s4SCroU8maTvGkkKRv66E+V7IYfLrDWhwlA9W7gMqnNDSC1IowZoyR34ubEgTswA79shoXoXcdf1d1nNtzbnjemU2tALk0YP9SCQV6juRA3dAbmmkBWXlDfCTB3gLwAZGMdUBZf9cOw/G/xO2/u9i65+3g1EtlaMlrIO6LpAH02MXBKfC0wyUvRvocWIP9VjSDTlMml7UTSNakgdLnDiGmiAe5Z3JbCbY7BzQaDtKTMKx1Y8SkjnyBbTUhbT6cDSydC/iWA2lPgiyPDqwrV+iFbCGMYP9jvLvL+nFsWSHXjoRo8zDOuyrE23pev3KaSfaWA9ak9yrD2ow2bLyXsWaJLRFu9KXU8HQqeByYJyJHuZazlmNHoRSoV3aOL1/EV2uz+H+6lIaa1V+XXvQjvy689vR9bmXe/88XfPGyIBxIvPiw/78fsaDltiP0mO/8O3C0Wf7Qk5lSdvGSVUeRW4llrmSYTaee5VRzahdG7BeGQ+ryXzHl+uIzd5+v9mF9t2DtPplNX4MZqB8bQjbFW1+foxfO25T0dcxaufCfiULSzKxj1U4kh2oGxvkMT5XQA1/WZaC88Zr/EYaUmKDtr3YmwMlKfPtp+Zv8cxf0RNKcdfgMPtxSPEBm1wJebK0/bp34CzSo3jQURv9Mu/ut60v9vBMc40B+/eOmStlu5ItxaH0tQIt0qWMkgzk2aN4XnmeZ57BhvKX9ey3Rhe271V8mtwD84yyp3UFLMVGRmc4P85/oC4CErIh727FC/u9gB1z+kA2sqWPzvoS+vkexWZS/TR+sW7Rs4+b46R4xQL9vtGhUOgcNx6+Mj70zk5s5699fR+VcY2P8sv+2tZMarJXHMu3n67R9cfoqOkLjG+/DjPQa7uxl65A2jHGQpj3kTXkBWwZgVlCproDaZFregM1x/sSWYdZisa9OEp6AjT4x/V4W/rqUh3twc/l2PlivE2PSmIdynH136lHv09n6yOXIpnx86ibyGumUbmshBqdY2YA35f4Y9l/25ED/7w1d5wXtwFGN3qc66845RWRf64YlY9/PhqV0VifMr6VF32FrKsOhe/rz5y2L9CoJ8C9F63UhdjlUSTPn2Pn5b/XAvzzWxWsllhpA6mEVCusmiyYUw15bCVngZIWSJVDbjnkpECNJqU8BTXVivNQFdRrxjlOxmGBuB7S7ejjKomEaZaqhfr1gIu1rSBt2EcFYGvCmhbEXQe5ZrhWKPVYizLIaYY0gxeiF5T7q4dW8vq5WpkTZUqtkC8FOBxPVTX26KesDlIWwF+llJYA7mrEx+hn/VciXB+gs1KhtARlxDAznGXKutOCuc1wbYR6Tdh/CfIsU1uPPFRCucxLBVLAes5UeJXrMfm0KCVMR4w+M4RRrkpQBlVIzaj8yuDaCJQz/Auh1IozRAO0LEdOm1B6FYrMGLdmTI1yJWuqDLlhUmUyKAe4Dv4vDMjOgrFMi2UMtvGya8Xy0VoyfyVKXIaSa8CUrI0yTFlRV6w0Q9GlBfm4ttdWtMQKrFWCHDcFLKQSrVem3m+dch8NYyiR+2O6HUuL36qlLxkjMhZ/ebOi6c/LhUm9BGXC6GoK9PxFmGFsPizlZM+cLVm7HVKd2+X29fc6pDK3p9ftsfmcblemVNLTI1mcK7p9Xsni8Do8ax32TEmnq3J0eBzrpIZeh8vK2pht/e4+n9TjXuHslDrdvf0e1kZi6LNzpWR2yc+QLLae3m6pyubqdHeugtwad7dLquqze1lP1m6nV+oZi6fL7ZFKnR09zk5bj6T0CHXc0Knkdfd5Oh1w6fKts3kcUp/L7vBIPsZHtVUyOzsdLq9jnuR1OCTH6g6H3e6wSz1yrmR3eDs9zl7GIPZhd/hszh5vZonHCR1BDzbJ57HZHattnlWSu+uLpePPnCu3tDhW9PXYPFJqnbPT42akpbU4PF7WTV5mQTZWqrMGMKHgyj22dU7XCqmhqwuok2ZIFneH0yXVOzu73T02b4bUaPN5nJ1Om9RkQx690syCOTnt7j5pta1f6gN2fExwXW6XT7J5pV6HZ7XT5wNuO/pRHBXN5hLkkiV6PW57X6dPgh7WdUMXY9rC1enq7OljgvK5JbvT2wvKkGwuO7RyQoVOqOVw+TIlyd+529XTL6U602QJj8Xl8te+LkmyQhjXHoeXcceEOaZ7aB7ANQ8pSHVCLz7HaiZ5jxN6tbvXuXrctrGdAtE2mVQwBODXDV1B3OfrBYOyO9Yy8UKdbkdP7zUc6XRMw13unh436kKxkwypw+YFctyugF35LSi12+frnZuV5XBlrnOucvY67E5bptuzIoulsqDmjYoFpmVItt7eHqfDy/pmaK4/ZK5n6j9WaphZjVeZJFe6gWzGvWOtoweGAUp0/KBi0ho3rHS6RiZ/L5ohyAqE4oBWKzw2YN6eIXV5YIiAkXd22zwrgGcmRlc/Uxo0l9wdMDRcTCg2HNas5t/GBSPI5vW6wYSZCdjdnX2rQeg2efQ5e0AyqQzjOG6lJmVcv5qGFNkdbGDKerhuPWmd09fNssdYVIZiUYx6f3GPE0xR7pvh8sieDXroY/pmHGZIq912Zxe7OlAgvX3AkLc7gw0JQN3R54NML8tUrAQ4zALGvQ5wlYCB6VqR0nVJxQasS3lcKJJGItZ1u1d/CY/M0vs8LiBGGaNu8H9Iy0pHp89vYKN2DPZtd+LYmiubuK3DvdYxxj2DI2KjAulh46h31FKUIm+3DbjqcIwbnLYxjHpY914fGBPzgDA+5bH8ZQJg462qQmpqqLS2llgqpOomqdHS0FJdXlEupZQ0QTolQ2qttlY1NFslqGEpqbe2Sw2VUkl9u1RbXV+eIVW0NVoqmpqkBotUXddorq6AvOr6MnNzeXX9QqkU2tU3wCxQDSMRkFobJNahgqq6ookhq6uwlFVBsqS02lxtbc+QKqut9QxnJSAtkRpLLNbqMvCdFqmx2dLY0FQB3ZcD2vrq+koL9FJRV1FvzYReIU+qaIGE1FRVYjZjVyXNQL0F6StraGy3VC+sskpVDebyCsgsrQDKSkrNFXJXwFSZuaS6LkMqL6krWViBrRoAiwWrKdS1VlVgFvRXAv/KrNUN9YyNsoZ6qwWSGcClxRpo2lrdVJEhlViqm5hAKi0NgJ6JE1o0IBJoV18hY2GilsZpBKqwdHNTxSgt5RUlZsDVxBqPrZypgzWGG/crbO/gwn1BB+mnOlj9r4T0f+LOxV/epOw17Lg/sPP7+ZP8k/xT8P9b/Hn+kXH3Kf4x90YmToInToL/VU+C5ftbE6fB/56nwbL2Jk6EJ06EJ06EJ06Er/XmE6fC40+F/dKZOBmeOBmeOBn+lzsZhrE5uq+z4TzhT/8K93mOcfs+x7idHe7thARhplArLBTmQ1wAtW3g/diKW/ZZ3fQEfZAn6EPZrs+DT+4wHMozv4RcTSED5Hp/FGpogMIwIl69SvTsSdk67qlErkBIJqT4DfE8pCX5UNb/dxX+yIKrIyUWsyU7G2rJeAgJIYTr4Fayb6ABtJNQ7m5uH+G5/dx+gA9wBwA+yB0E+BvcAwB/k/sjwB9xnwL833wYoXw4H054PoKvBHghXwuwmb8F4Fv5WwnHb+I/AfjP/BWAh/kRgK/yVwkvEMFLqOATfAD3Cf0AbxA2ALxR+BrA9wpfB/g+4T6A7xfuB3hAzCFUzBVnEV6cLeYDPEecB3ChqpxQVYUK+lWZVXUA16uaALaqmgFuUbUC3KZqA7hdtRjgJSofwH2qPoDXqtYBvF51B+FUW1XbAL5TtR3gHeqjhKqPqY8RXj2oPgvwOU0J4TSlmpsIr7lZA9xpbtUcBPgbmg8B/oPmE4D/HAS9BLUHrSN80HptEKHaYK2O8NpQbSrAadpcgGdpjwP8kPYxgE9onwH4ovYSwN/V/gDgF7UvEU77svY/Af699gPI/1D7J4A/0V4G+C/avwD8qRYkr/1v7WcA/xWUx4fQkGcJDbkU8j2Avx/yMcB/CvmEcCF/1hkI1YXpYgmvm6xrAbhVtwzgG0Oh39CLoRcJF/qsfhKh+li9kXD6RH0y4fUp+iLIWaBfAHCx/ocA/0j/e4D/S/8+1PlA/xHkfKz/E+R8YuAJNQgGgfAG0SASzqAybICcjYaNkHOTAWyJCIqVccSIupa1LOtX0SxI1QIytGpAU5o2DchQs0gDdGpsmk6IuzS9EK/V9EO8AeTPJH8bxLdrboeczZrNAG/RbAV4m2Y7wDs0dwG8G7TD9PKxogUO5J8OcIY2C6SXrc1GCf8XwO9r30fpfRfi50KeAxl+DyTJ5BYNcYwuBiQ2SQdS0sUySSI3weR9/jwRbR5bB5E6+z09ZP0Kj2MV2dHt6PCQgz02n4s8ROKIUFligfV8nbldIrOa6sslUtxsKWd+mv3aJU9EGLuTFVhFDMrXHXmihpEdp8AaEk7iFTiIRJAElClLC0hJJJk6JocSLYkCj+bPoSQa8HJma5VEEqyWWgl8sVyTg5EfQ4xKigePN4kkKikBf3N9GjF19np7yRsY/wbjDzH+lMWUW+XwuGgIxiaMCzG2YtyD8RaMd2C8G+MBjA+ym0v0MMYnML6A8YsYv47xuxi/z2KOYFyKcQvGK1evWr2KuwXjrRjvwngA4wcwHsR4CONzGF/A+Dn0sZEgqei/AQoGeU0CuUwGPcWBThJA8tI/IZ8S8iWxCFcOqBQA+vKUgPPG9UooWBZ7A0MD12CwCx3oXw82SIACI1gFWAJJIsmw3kyFXeZ0kg5WNANmySx88jmH5JJZZDbJI/lkDimAtf88UkjmkyL2HfXrYv2qeRx7W+QrXcPZt1n/H9c7aAiNpHHURDNpHi2ilbSettBltIu66Fp6C91Kd9EB+gAdpEP0HL1An6M/pe/Sy5yKi+aSuVlcKdfILeO6OBe3lrud28Ht5V7mJ/ESn8pX8hbexd/EfwpDRwMOcZIgCalCtlAolAuNQofQK6wXNgm7hAHhAWFQGBLOCReE54SXhZ8KbwvvCh8Kl4URUSWGitFigpgsZop5YpFYKdaLLeIysUt0iWvFW8St4i5xQHxAHBSHxHPiBfE58WXxp+Lb4rvih+JlcUSlUoWqolUJqmRVpipPVaSqhHmwRbVM1aVywTx3C8xvu1QDqgdUg6oh1TmQiAZm0FNoE3SWVb6WVLFcwpUVl21CC6FlH2MOXfgiSJpd35WvNZdlz24ul6/LX5CvtoPyteMz+dr5unxd86J89ZyRr9698nXDZfbjv4Ru3ERUYM50+xKigsUPvesSWje9+xb5eo9Bvu6exX4lnIgDqoHUgZqBnoFdSvrQwKWB9/aE7MmW03vK93Tv2bnnxJ7XlPR7e0P3ztq7aO8mOb13YO939r6zT7MvU07vK9+3ct/ufef2vYlpYd/H+yfvL92/Uk7t37L/kf2v7b8ipw5EHyg60HVgl5J66MCPDnx6UJIleHCucn1Alts3H8Ir/80rhwyHTHLZIR/mCQ9aH+x6cMODuzE16cE3HvzwMHd40uGMw6WHrYdXHr798MHDpw6/cPidw1eORB/JOVJ1ZPmR9UfuPfLIke8fefOIrJfEo3lHa44uP7r+6K6jg0efPvra0d8f445NOpZ9rObY8mPrj9177KFjTx9749jHgyGDqYNFgy2DvYM7BgcHLw2+OXj5ePjx6cfLjy+XqXooTqb40SV4DXn01KOXHn390Q+HyFDk0PShwqHGoa6h9UM7ZX4eI49FPjYdYe1jex975LGLj73x2IcnhBNxJ7JPVJ5YdsIj83ji8smQk6aTRZiad/LFk++c/OxU+Knpp8pPLTu14dR9p4ZOvXDq3dPC6bjTeacbT688vfX04dNPn37z9Kdnos/MOmM903Nmy5kHzjxx5sdn3j+rOWs6W3p2ydm1Z+89O3T2xbPvnRPOSeeKzrWd853bfW7o3Ivn3jn32ePhj09/vPzxZY9vePy+x4cef+Hxd2X+njgk83f+TuV6WLleIuxtN3pesexvF8rX78yROf3OyJPhTybLeU8q2ryw/sLOC3J71VOFTzU+ZX9q/VM7n5J7EJ7mno5+evrTMs/06SG57TMZcunFyIupF4sutshUXTzDYri+plzfVK7vyPZ+8WPlOiJfnw35v+x9fVhU17nv2hscEZk9iAQJEkCCiIYYo0QNoYZYSq0hxhprDbWGeqyZEGKMoWg81Mfj8eESDxIfrqGGwyHGGabMQGZGDuXqsMfrx4jCJQjMR4hYqsaieLweao3HWuvc31p7zTAipvak5/af8+znx/uutdfHu971Wx97jXvLZQyXKVzO5TKTy8VcLudyNZdaLgu53M7lbi5ruGzgsplLPh6P93B5jstrXN5SpEPFZSSXiVzO4jKDS26fYyWX67jkdjn4uHeUclnBZTWXBi6tXNq45HY6Orns5ZL703GVy9uKPBHCZZTSHyf4GD1ZrMhTaxTZtlCR7YlcliiyI06RnwVzuV6RnUu45DPs6VJFdvH73XzG7UlX2OEs5LJXka4M5b5rnyLd8O8Tl+mcKYSJiWKOuEJcJR4LCgvKDzoYrBqjHXNbtW1s69iusf1jLwPXx14PSWN/F4bsCbkScitUpKHQaGi5TFuLKzrUgOti6MXxd8NywraG6cOaw/TsniHsnDoq5NbY6+ooeoXcUheoq9TnJFHaIVVJl/GkUKAxaHrDxfCw8MMTVkk7JlRGxEasiyiI2B/RG6afKE4MR2m4Ji6YuGhiycSOiZ7I5ZE9jwRP7Hhk9iN3olZHXZy0dVLdJFt0JO51RK+Lbog+Bjk0sePR1TFZMa2T18bOiC2IraF3Yw/G9kzseGx5nCqucGJH3EDcrfi58Zvj98c3xPfEX0yISMhIyE5YnlCUsDfBlOCaEjUlbUrulIIpW6bsmGKY4pjSOeVqYkRiSuLiRH3iwOMZoYbHtybNSipJOjt1LuL8V9JZrg0kDkwtnDqX+QZplQvplessvRIXTy2ZegTon3qH/k0OTU5Jzk3em9wYksbCXSFpyV0TF0yLm5Y1rT8lIWVGyixcnSk3pidPL55+bPrVaVkzFkxcgPDVlBszls6omtb/RNr05CfWP7FvxoIZC2hqxC59ohmWj3aljHZh70Tf06bvW2d4+4TfeT8Q/gD80fuBKADjvH1iKKDBfVGt886XQrzzwS36Rvij7I1w+mY3fa87nb7HTN9KRspcgL4P3uzVqquBGuBjb5P6E8jjwO+BG8BXwE2vVf0n3LsLeL1NEgEEr1YSgSCUF8He+abvesNO9fveH6srvIXUErUJej3QAHwKmAEL4ABOAK1Av7dQGuv9MbN6EnsXfdheLbOXvrXdjJKH7dQ+wE4t7NTCTi3s1MJO7T12TmRvftP3vun73klI9T5Q4TXA1iTYqoWtWtiqha1a2KqFrVrYqoWtWtiqha0G2KqFrUkojfYIff89XekZ2NcH+/pgXx/s64N9fbCvD/b1wb4+2NYH2/pgWx9s64NtfbCtT6JWrVRsgw/p++3Ul/St+TjmUy17a56+M0/fmKfvy9M30um78vTddvqePH27PRf5VsFLP/NeUBcBxajp597H1P8A/CN6jrb1nxD3AVDhtal/AfkRoIOuh3xQ+624ZwNaABmwA4eBQL+cRPgU0Aa0Az2AE3ABbqAfdVyGHASuoMWKD23S694LkhZ4A8gH3gQKgLeA9cDbwAbgHWAj8C5QCKCNEtoobQI2A+8BW4C/B4qBT72PSYfAUhvQAsjwTxL7foDi3Sz25YA4Ggvv0nf96XcD6FcD6DcDqFepR8E7eFALD2r9Hqzw9sJjFQ/Jll7e0gpYpL3PoinsewHhqJV+MeAxyDj6nQbcyQIWMWv6YA3YwUbrNVjTBGuaYM01WNMESzphSRMsaYIlTbCkCZY0wZImWNIES5pgSROsaIIVnbCiCVZcgxXXYMU1WHGNfN8/Kui3EOjIoN9BiPP+fYBvsjjjstj3D+jXD+i3D15lbLOBbQ5YlgXLsjjLqsGyajayfgH5EaDz5oNl1WoD8GCmVYNp1WBaNZhWDaZVg2nVI5hWDaZVg2nVYFo1mFYNplWDadVgWjUdoWBaNZhWDaZVc//nS+Ogvw7GaYE3gHzgTaAAeAtYD7wNbADeATZ6HWCbA2xzgG0OsM0BtjnANgfY5gDbHGCbA2xzwKtZeO6iX4BoxtN0EOtV2qPNJAfx9NsP9MsPoj8+/BvPuEHSY95uaRoww9tNIuH1fHh7Prysgnfz4d18eDcf3s2Hd/Ph3Xx4MR9ezIcX8+Gl+fBMPjyjkkIh1UAkkAg8691FHiG/wkj9a5caxGb3FWzV6SML/5s7nDtjxCe9eeJcIAf4vlcWl3vle1hC17s8sCRvFJaMXO/ywJI8sCSP7QYcaIHjvrL+8rVT841Wt+z/XpUesCpNxKwQj1khXrhF9NjXZWFfl4V9XZYY460Tp5GVGElZGElZ0gTM35GQ0ZBTgEToU0mulAw9BZhOckkYSuhDCX0oge4KD2NXeBgluFGCG7ndmDcOI6cbc8dhzB2HyTjkOBGQ8gRSnkDKE0h1wp8qWJjt/VKM9X4hJnnbxDLvlyRUmOn9UngKeBqYg7vhwCQgAUgEkoEnkFKNPjaw/jRB1gMNwKeAGbAADuAE0Mp2VwbaB+SR/5K1bjyb0x5iLqPzGJkgpHrdwpPwzxivG/tsLfykhZ+0YhS8i7Ua3uhDv7jRJ24pFux5DIiD35KZh7XwnZaEUO9+bR8koJ5dqGcXfJoNf2bDn9nggwl9o0VvatGbWtiwS1R7a8QI6BO9TWI0ZAzkZEjUC79ngy9rxOnebNSmRW1a2LYLNWph3y7YtQu8qUHNWvBmKWzcBd7UgDdLMQOFervRsu571pWJ7OkBTwh/FT9ItDRaEi/lfV8pfzZnBHIdRf0fwD+XwLlL8NEl+OgSSjoK3l0C7y6JjwLxQAKQDEwHnvBeQulHUfpRlHj0Phu0D22Db2S5H3pkhfJ91W3sqW4H9qS/d2jPJNKdAUZXDUZVDUnlTwFsRsA+LB77sHjY24fW96H18cIs4GlgDpsx5BEM6QND+uCReBH5xUjvEvTQEjAlnzHlMcg4PDEm4N7j3qXotQ/EqYibRmQxBemmI36Gd0kAe/o4e/rAnD7OHDrj9IE5fWzGmeZvZbg3m7aU7x4/eACnR1p8L6ejoI/O6/f+U7yWUHsjGNMICxphQSN80wimfIFSG8GSRpTaCJY0ouRSlFyKUktRUin25mjX33xcRqDmTbC/CbVvAktMsGAT2rAJtfXBWybU1of21KDGPtRIR6MJNW5C2zahxk1o2yYwy0QEOnsT9X0jaLTRk3jvCGK5ziPXeeQ6j1yUYeeR+jxSn0fqbrDpNHKcR47zYNBp5DrPVog25GpDrjbkakOuNtTVhpxtyNmGnG3I0UaC/KsLXVnGPzCfL0+ykg+1tBFRyvQ6pRVeJ9Fg3KgwblTE6N1ETEAj7syEN+Ez7D83Sd8CaOosyO8ifjGAnNJK7LYmSKnei0jtRGqn9Az0eVgznoX+LSDTO4hcTuRyIpdTehH3c3B/ifd/S0shX/FeRUmDsOYlpFwKLR7zZh7KnMPKnMXLTWNlz5HmQ6YDzwEZvI4FwAvAt5mFTuk7QDavcxHwPX/dc6SXIb8PLAOWAz8AfshaopdehS9o7Zv+ZrWHSalkEmoelJ6BnEeeZP77LrAYeBFxOYh7CTutVyCp38YjtQwbZd5PMu8nGblk5JKRWuZ95SSz0bpd4gKSJb7gHRS/Q54UYaH4PegvQtI99Eteg7gE++jvQ4dlYi6ZJBZAvoU066FvQr2p6B/FO4PSHJIF78BexM3DDmQ+9HTgOSAD+BbuL4Ck7UCd8BL4gLjvQGaztlEvDcJLg9xLeeCHAZ4ahKcG4alBeGoQnhqk7YW3BuGpQRItoh9YKxYx6wdhvR7Wd8P6QRF+Rgv09GkArRgUkUP8KfAWakiFr5mHIedhvb7Hw4jLQRz17BTUIIvoXTGT1SSL32G1yahNRm2bUJvMfPUyfKbUtgs1yeJqpFsHFECnfnsbeAf6e6gh1fshr/1D1C4H1PwhapbZKFiC9i9lPTZIkkcbm7BsEyzbBKucsGqXmI12L4KE/cyCXOirgNVI8xqwBvpPgXXA64AWcfmQb0H+DLII2Ay8Bw497LgPFV8CH5YwT9vEn4BTWoTfAj/mMZ5OQlucaIeNBDM732QsUGacKN5zTqXnkO8lcHE5QPn2GmZPLeutwb94PETyXvJxwoleGmScwLijPPiLe2DCPSxT2mz7i+0aw2z4EfPQJP9cN55bNqi0G6A+fFNJBc4MYrwNp57MOO9jJG0nPAz26XnbnOhvJ+P526ydv2YWzgGnn4GuzMh66Xns7JRZWR/Q9l+jzXrWZjrK6FzxLPYmP8e+5OfYlzixL3GCfbv8zEMJAewL6Es2Cp18FOqZVblsTOShXw3oV4O4CXHvwdOpXg+zkM0jYJgyj3jQK8775xHcX8AZ5J9HEDc8jwwGzCO0RR70pvMB84jTP48k+H3KZkRY6msNuMBG+MtooXKyYGNzCe2pPDD1Hebjb77yTfP/BmD0GuBjAx/hdO6RxUzUpljmhFV6Nt8oPtVjhBvg010Y3QZxLfBTxK1jPs4T34CkI/xNNsp3gREG8V3gZ0ARsBl4D6N5Jnqdrh7KyjHIVw49LNYz654GC4bAgiE/CxQr9bBykLNBz5kgs9lxCZtzFT7+CKDz0I+RRmHAJjEP93/CrNaLfwd9LeRPEb8O8nWAzk1vQOYDb0J/G3IDsBF4F9gMKPPUw6974byXZWZlDmp/yT9qbKidcvESK+0ZyHloOy2RlvYiwuA0CWNt9M3+ShttfJZyMlsyWV8rddM5TsVYlDvKfKhiHBptpkyguw86g//NdiCpdPcVMM/InH02jAsnH+V0bMzh804eX1/1fzOLJyvjBGuGbwS/DGuV2VDGSJ1E+5etx+/9FWbFWD4yDXwO1gesNbu4T+hsp+ej8ZvXGIzRMujfg71D9+sY/d2sjtcQkwf8hM37tD62zlJOiuvZOiCznUchsIl5gI6FXLoSAXSfMlwC3SF1Mz9RVr/pr1Mp6R2UXqjsYfB8zvckKMnJ7XDyEpzITW1wspQi8jjpGkbG8RqdAfbKATskJ7UTbf1RwNpXSJ7ECunL95rfymEL2a6U765QE/YkGG8o40m2lv6E9n3AmlrAy6b2iCyWejOI1UBLxj0SEmCj0h6f59/m3qcpuvld28i7rNXBjHXa4RWceYzN8cz3lJfM79gzKR7jrUHKcKScg5RziAn5c/meYTjHJJZD6aVLmCOVnNQHSv8OkrF+jwVa77NtnL/3ff4c7m2fLynnRtyFl17jobeY9wow8t/BblTxF/O2r//5E8Pbfnt8HvVZ7rtLaxL97R3r3+kOrzR5WGny6HpIxrFT0z93YjqGZHg7iQ0Y9HYKTuBL6CFknvcC7jhwx4E7DiHee0GYAjihf4m4KHZeN8arJaGA2ptPmiCVX/hLRvm9qUR9A/gKuAl83e9N4f7Vvd77mPp97wdqnbdUbYKsBxqATwEzYAEcwAmg1fuBNBYI8ZaSR9hvP2NgXyjQxM4Vv/kv+uH+X/Pr796CXcWwayvsKoZdxbCrGHYVw65i2FUMu4phVzHsKoZdxbBrq//Ebfh3d7SQHIDeyP4tQ0nArxPVAb9OlPJfJ0pQUwlqKkFNJaipBDWVfM2vEyWwoAQWlDzErxPVI36dKOGeDPwdux4Ytpb+Pn2B/V72cL9PX/D9xsVKHf4tGr2KUvtQah87e1dKtT3M+TsvtYmd4kfd99sy+gklZ6HkrG9krwZcsoFLNnDJBi7ZwKVOcKkTPCoEjwrBo07wqBM86gSPHOBNIXhTCN4U0n8dfS8TlZNh/9jh42bUU+EEb+c9J8Nj/ee19d54/6819JeaRLRz7NeeEQfdczo91ndaDC/dvu+UOGxEPQ8+o+Xns/RELOBcFmXC89nw/OjnkL4zSH7+SFQP/DWItrgallTDkmqk6kQq+tsU/U2q0/+vbO47Ef6zFsSNYsU49IkDfeJAnzjQJw7sRHKwA8nB/rYTO40c7Gs7+flCOGZYOvPWAwegK+d/v8Jerlua7a3A3uUk9nPd2Mt1s/12OuRzQAbwLdxbwM5R6J6uG3u6buxpTmJP1409XTf2Nr/Cnq4be7pu7HF+hb2uA3u6buzpurGn68aerht7um7+VNZNzxawr+sm4bD3TMDT1Rn2tP6s93cPeLo6w57el6CGV/DcrZwpYt5H7AUiSE+TSjxpjcGKFQo0Aco5X84oe1bqIRvbtz77gL3r86jp4fav1Mu2e/awr3jzR+xjZbaPHa2/FsKahbCmFyUtREm9/hNCJz95mMRPHnh9/ueJ4ZOHR9gTXDg9yQh4iquHfgBxeIpjTy9PwVOzUeccPDcrT1Qe/kTlGfWJir5ntwvW7oK1u+ipov9UkJ4I+k4D6elfJj/xG+4p5YSP2hb60KdxkUhp5M98tI+MSD0ISy+yPnmeMeIWZ4Ri7YtIk4M0gec5r7Dzq1vs/Cr4vqevCNTxCd+r0zo+YScRz7KnY18dPtb5LPyEnTLQPfsr8KBvz55839lJ/d2fo/QrAecdJ/l5x5UHnHecHOW84+TXnHdceajzDomv2M6AFds33ulJwCXU7HsuuXTPSUAYerwXPd6LHu9Fj/eiPbv4M/OuEc/Mu9gz85hRn4vD7plx/P4JmHlSSQbGaxkYngFGZ2CP+DP6L2AIYV8OFej/2YO4JPq/9pDpuILZN0vGkDm4VOQZXGPJPFwh7M2bcSghg4yn/9MM6v4BLjV5leTCE6twhZM15O/A5o9xTSQN5FOU/a+4osivSDN2ujZcjxIHrhjSimsyOYUrlpzD9RgZxBVH/g1XvCAKIkkQgoVgMkVQC2qSKGgEDXlcmCBMIEnCo8KjZKowWZhMkoV4IZ5ME6YIU0iK8ITwJJkuPCU8RVKF2cIc8qRQKVSSp4RDwiEySzguHCdPCyeFk2S20C10kzmCU3CSNMEjeMgzwq+FX5O5wm+E35B5wnnhPJkvfCl8SZ4Vfiv8lqQLvxN+R54TvhL+g2QIfxD+QJ4X/ij8kWSKRBTIC+IYcQz5tjhWDMUzSJioJotEjaghi8VJ4iTyovio+CjJESeLseQlMV6cQl4Wk8QkskxMFpPJK+J0cTpZLj4hppIfiDPFp8gPxafFp8mrYpr4DMkV5+G5a5W4VlxH/oeoxdPATjFf3ED+SXxXfJdUiEXiZvI/xRKxhFSKpWIp+YVYJpaRveqfqYvIR+r31e+Tf1aXq8tJtXqPeg/5F/Ve9V5So65SV5GP1dXqarJPXaP+mHyixkV06lp1LdGrTWoLqVUfV7eSevU59ZfEov439f8l/6r+vfomaVb/SQoiNmmsNJYclUKlUHJMCpPU5Lg0QZpATkgTpUjSKkVL0eSUFCPFkDYpVooj7VKClEg+k5KlFNIlzZCeIk7paXDyC2kOZo0z0rNSJvmN9G3p2wRjRPouuSx9T3qZYNRh1h2SfiD9kFyXXpVeJV9Jr0vF5CYRwmLDyuj7hcJGcI98kQEsJMIXdyAXAUuIcEaEXA7kckmRF6CvI6SrA7IA2AhsRp4QyK3ADo6dXO7mqASqOai+H3mkgHAlEcxRijwTCVmHOmjZZqAJsCE+BvIIIZaFCrpyGYQzCUo8DaMt1J6RoPYpNrYC1PYeoBdxyUAqIbRuQOCS6Q1Niv5FP9LMhrw4eroRYV8e0ldFyKUq0eSK9Vx3JXpunT7iymcYchkouua7PF0LAK3rBsMZ90KKngh3f080UODOY5gLnWIrdMBp8picVo/1dIEr5fRG18zTmyG3umY6l3r0FKd3uNJO73SlO2uQTo90V1ylDDuQbifSH3EtYxhylVP03PSs77njKTzd6lrJcBNpKTqgU9yBDgTYe5ZhOHyBIQs6xXroFGVuFUMFh4z2URzjuO7OZbjlzgPW+cN3Eb7rXted4s5lmOnezOALp0GnyHTv/Fpku3d357gru7e787pLgWUIr0S4HPoe4KC7juGwq7Tb4TZ333D3MLQj3OU294S5exnWwe8U+z2pDHW4R2HzzGdo9Sxm6PGsoOgS4SvAKXq2OEM8hU7Js80Z6SlxrkD/UPD+g2yGlNEHexiOwNdDqNsDnIU9t909p3ejzyrRZ9WQ+yF3uDLRh9m+vnSuQnkUaziaUbaMPu9BWUBXCGwBTvciDHRJCAOoazXDkKuKodW1luGmax+DL30k0kcG5PeFj7g2MAy5Gii6FqPfKQrR7xRLoVNsgU7h58rBGnDlcgB3rjGsgL5itPT/K5phrzuMocwdwRHNsNcdx1ADftUwviUx6KFTmNwzGKzuWQynwDuKTg7ZvYhjCcdyDiXsQhqKcxyco93B7gKKAA5vZPDdD3VvZBjm8FYGXzgd/E0P4PBqcHMtuFkFXu4L4CaFx90EPjT5wxegXwgIXwZfLoMvw+ltSH/EH76G+9fAV+LuYVBxVHoSGKo9yQy+ecfH9zhwn2IjdIok6BSboVOEuS8yrHPfYaBzVMbwPNWzEPoiYAf0HWweu4L7V3q2ekTc70B4COEhhEMAyZf+9G53HoV/vJlhO4Uv3AS9adTwbIY6t42hx7OKAmOxnKKnF+OTop+jx7OGAvf2UfRcRBwQMI/dpnAme8qcqRjHsz0VzvnAAsA3ln3QcqznKOTYwrGNo4SDzgHHPMecpyA7PdauGNceCmcZ7lG4PKcwN3RCupi86hlwXvdcdd6CvOu5GsCzAobhuXEHQ757d1cWm+uqMdftxzy1wJnl2etc7KnpmQE/z3L3dzVjfFDwseCMwTyVgHmKS4zvIoYhVyNDB9YMijtYNyiG17ODDK3QKW5Cp+h3FVPAt4cpkHY7w5DLwXARcwqAdpcyrILPKbZh/G8LnAPQDxR73XMZytwZDL71ZNgXecC67g0YS0VouwHhBqB4xNjyjbXGEWPN427FuOkICB9B2NazBP5aDvjGAfdfz07oFBHumxg3N3vWeSKBmJ4jWBMoOrAmUNg8WQytnqUMPR4thc8vPVfAO6ArAT4AeoYQBrqSEQZGrjtdA2jzAJ+XXAHtD0dbwrGO+v3mJgwj51Jf+iikB7quogyKNUhDUQLfA6frsMaYXTmnmyBtrhxw0eQ8A66mutopWPgcwrMRns3CZ5wDnnPo2y4KZwV4TLFXgSvYM+AK9Vx1hUNGgcPD/XuZwWdXLOwC/OFEhIGeXMw9eQCdG3bTfdDn2U7r5zmnhz5fRuHvJ35f6ZfPV/YUoF8KPDGfZ3pMn6ezsdZO8XkawjOxVt50tVN8noJwIsJ3EKbw75N6eyiG+dnbS3HffsM/H2NuprjRe5GhHXqXu2lkP/bu9Mxn2O1ZTOFs7h3C2i2fvoL6AF+4S0TdFHJvP4Vvzund0XuFAmNoGQPP11U2kE7RnTKwkmHmwGqKkfvKgcyBbIYc90IK+iUG9u0gwr4aFMK+FzSOfdVHYt/zCWdf8olk3/CZzL7eM4V9t+dx9s2cZPbFm5nsOzZp7Hs1GexLNS9oujRuslBzVnOFLGJfpPkh+wrNSlbfv4tDqC8+KJGIQdOC5hJV0D8E3SBRY1LGpJKdYzJUz5EPVAtU3xY+UK1SvS58qHpD9YbwiepNVYGwX7VR9a6gH39g/EHBECaGvS2Ypd9oosVY+pUccYXGoDktrg/Xhr8p7g1/K3wL/UqSsFu4zZ59dpLXCOnIBLKJ8Bke5ztygGXQVZArgdVcUqwN0PMJ6SyB3AAUAcXIg2Z3bAdKOcq53MOB54COfRxUNyBPREC4igifxCjys2jIBkKO07IbgYPAYcTHQToI2Z+t4PhqBuGzJCWehtEWas9IUPsUG9uBLsADnEXcDGAWIbRuQOCS6R8f9Ou+ewyde5W4jgvIOxfy8uj5R4R9eUhnjXL/M+kzenIy4b+Ib1fIQsa0HzOm0ffrhfHj2PeBIoB0/n2WTPqNElWa6hlCpK+km0SU/iDdJsGaOZo0otLM08wnIZrnNBkklOan37Pi+Yt4/hfo/90a9AxYS4LeD9oJBv970HUSPGbRmO+RENVslBuqSgeDJTD4eRLO6ohgdURKf5LukigwNYVEs/piWH2xrL44zTHNcZKgadWcJIm8biFoflDd8HN7G56t23YSoT0LEs/XbXhubl8Miefptv1cUtQF6HiWPopn6zY817bZgCPIsxQSz8RtHRw9XPZy4Dm27SIH1a8gz4qAMJ6Na1Yrsn0VJEbzEVr2TeAOIe0i4tdA4tn7450KjuxnENq1SjwNoy3UnpGg9jEb2yUAtreDR+0JiFsPFBJC6wYELplefUfR2/Fs374FMnX0dCPCvjzk/4Cnn18gj5NFZAXJI/mkkGwlpaSCVBMDsRIbcZBO0ksukKvkJjonVIgU4oQUYbaQJawQ8oR8YbOwXSgTKoV9gkloIkH2ssOJ9orDKfa9h2cS0R5mt9kj7EegSXbZHmI/RkT5lt1gD7U3QLttr7MTuxnaRXuFfMdugjZg3yNftxugddm3ypftO6D12LfJ/fYSaLI9Xz5j3wDtsL1A9tg3Qquzr5CP2LdAM9lXys32InZ3odxgXwTNZs+S99sXQ2u2z5T32tOgNdpnyeX2udDM9hh5hz2B5Y2Vt9gxM8sGu0reYA+Dtt8eIq+zS9Cy7InyKnsKtGx7krxMxsiRm+yLkWIpq99sz0JMHWLMiGlCjM2+CqnDZJucJKP9siTLcox8jATJVXYi70MdRayOLPmMvFg+R0uWz8qZ8j5os+TWlrNyB7T5cmdLj1xGxNaNrXmtm2W0rVXbuqZ1fesq1DdbPiUvlZtPuVB2Ksr+/7+mjWPf1iPsq3rK9+vGsW/HTWJffnuUfdttsuZRTSxGO/1uWwL7Pluif3aJ4bPLQvq1H+lYOPsalPgf6h9i/WoVN9LvvwhzCcb6iW0A1qITZUAFgLn5RA2XFPoA3USIPRzSCjQDMnAMOMXRyaWL4wxwjoPqAwG6D1cJkWlZ1wF4+MRdQlqDCfnnEgVyjQIaRyWzVb4fraEAbGuNAmIJqcq9FyekYdBwayKQcn+6QNA0JzE/OfvJd239tovAFduQ7abtTovYEtIitUS2xLQktCS3pLbMbpnfsqAlq2Vxy9KqFS0rWla1rMGlbVnfUliVWrWiKqFlS8uWf6mpWgx9fsu2lpKqNS1lTKto2dtS06LHZTq+9fiO4zuP7z5+5fgQrpvH7zhER4hDckQeH3LE8CuhFc+kYEgsGAmfiTfEr2jPgp3BjJ0qxs6xjJ1hYOez4Ohzfo5OAEe/T6JVr4CpsYypj6lyVbkkHkxtIAnjzeDr1PF/HP8nMm28F6ydAdauIqlg7VQyG3ztJnM1To2LzNd4NL0kHdz9NfmW5jea8+R5zZeai2DzJbA5i7F5EWPz92Dr5L+xrdTKdGZlBrPyeWblC8zK7zArsYPD7Ey/xRNG1pBHsBcCN47PBNIArPW/WAiJvd5xum/K4fEUy4CVyv0PzynSB7qfCghHHCo4tFGXdmjzoa2HdhzaeWj3ocpD1UeXHV159MLRy0ev4bp89DLbz/xe/D28dVO8iVU7fUw6EVXLVMtIEOaUV0mw6keYWcaM/3T8p0Q1/u74u2Ss+seYWUI0yZhZQtnMMl7To+khYRo35he15gtNH5E0/Zp+MkFzQXOBRGh+qxkg9P+bD/8r10TrkFgdGlZHOBEibkxciVkpTDhMCgipxCiuxEitxEitjCKiBbuESozWSoy0Sni8ciYPw7OV8HplJg9nc+TwNPB65Uo/hEqsXBaMig9rIHuZJJWrofdDlwNgRdxF4IoCGmcZAm4q+RnuKLCKSnprCIC1yoq9pjXGn37YJuzsK7Gjhw2ksoiVQW1meXi9pBK76MrtLJ1oTeBxpf8J4Kmgck8AsPOv3Mf8IX54FWUn+0EqDUocQCobmG3MPhZufCCU+wepFPvL8w3l5i26KP0i87byoroSc4kuVnfWXKZLrCszV+hi6ypwNwUxe3Uz8bdGl1a316zXpeuyzSYWU6HLrKsxW3XZdXpzs25mnQlpaHoZecvMx3Q50E+x0jp1iajlmC4KugsprUiZWNdsPlNe+ssC8zndMqQcYDFXdSvrZPM23eq6Y+brurUo/7ouXz8XfzeghFvlhrpT5ru6olrZEqzLr+u0hOqKkeaWbrshzRKuK8XfKF05i9nzS5slVldV57Ik6vbVnUGMAX+vo4RzyJVfN2BJ0TXUXbWElzvqrltm6hrrblnSEH8OKQ/W3bWk6w4jbyb0c9APGoMt2eUHjaGWHJ3DGG4+g79RsB9+syzTtRtj4Y0uYyLa5TGmwANdxpnQ1xqLaSsC/hYbtzMdf/VxLAatsxQhvhTtuu+vPslYbknTzzDuQXvTjFWWYvzdZ9aXe4wG8y39LGMDynnAX125sdGynf5lKfFXt4H9LUbeu7qzxjTLSl2KMd0s6+caD1pK9RlGg6Vcl23qtc7SXTBmoo2Xjdn46zHmIM0io8Ni0C8xtlsa9AuRck/5WmOX+dhHJcZlSHONeUDJdcMYa1nNY24bV1rW6gn+5utVxtX4G2Zca9mgj2BlBv6NNuaba/B3A/tL9eW/PAK+FRvKLY26Ul2R5aA+1+gxD+jzjGct6fp1qKUcLSq1HGZ8K6PtslShL4rMVxULdbHGw2Adjd+nLzBeMDfDb5ctDthzDT7MryuztJcfhP+79BuNNyye8kbjbXhvM9X1W6le3og0Z3XtJgJ+ou8sjfodJpXlgn4n+HBZvxuWl+krwd5tbOxU6KtNYZZr+p2mCNzdb4o2V6DGRstZfZ0pDnnNpiRLrL7JNAMt2l6eT/W6Guh79HnQo+HPGqQvNV//SKa63maaBXuOmOaCUcWmDPRpu7ELtiWZFlpuwNtUbwUrbkOPtZLys6ZFlsP6jroSq0rfY1piDdP3ohe2QV9ujdD3szIvmnLBK6bryk15YALNG62/YloHTyr6ENXLi0wFaN1N00ZrnP6OaTM8CT5YSa1IW1QbghJKYNUs6JJpq1+PNO1Av1Oe39VHUx3cg14bQ/XaBKYno0XNtanGRmtS7WyUw/rFmqRLMe20zqidb8pF/AJqYW2Wabf5Vu1i005YW2yqhL70l1csa2tXmKrNer3KtN+sr11hrGJ6HdMxOmpX6fPA4e2GZda5tWtMZmtGrdbUZF1Yux7lL9IVl++xLqktxExyi85glsss5XJaizVXt89ksyZhXDdj1tpXdxdWeWCJXCuyvojg+hHz9doturPWRbXbDNnWPIwCsL38rLHYuk6XSfkAn7da0mpLuJ+PwPIyRWfjUekLOk5v1VbQesv31Z1Dq/eaOiwNtTWmHrRdjzRb0KdHrAX6JMMFS2zt3oZ087laU0OmJRN6NtNzmD4cr69fbD6mXwjLC+DPfjDHYLoI5sys34IWGdCPdw37DOUHrAZD3bEDzR+V0FXA0NCw7IBcK9cXHjhG59gDp3TX6gvNFYbGhpVgCNPLPXTuNRxsWH2g03C4Ya0l1uAwLDvggvdyDpyhM/+Bc8h75sCAPgL6VeTNt1QZ2uusBzDrGoMP3KotwczfifgN4MAW084Ddw1dDUWWolo9vL3F4GnY4NMxfoMtRR+VNHSB1Y3G7dZe1OtBvfkNZy039BENFzBjzKLzmL6/4TLaVU51MPYKRjHqovOnaQhsNIE5e2utWJvK9Hmmm2ZrrdV0x1xW21wvwvNyfYhlde2xeslcUnuqPhJeiq0PsRJdSn0MOFlen4BZJQop79JV4/+x9zVgbR1XonOvsJD4s0upQynxo8QlDqEspV5CqdfB/IUShxCKCSaEUIKFpEUKKARd6coOC0K4XqrH+mMp9fr5oyAk1UgghNaf63W9ruuyLksppS7leSkv67KuP+rlY71+1Ov6ed+Z0b3iXlm207x97X7f1vOdO3PPnDlz5syZMz9cazw6q3o0hWDSPPFAmelhRmZHs8GSPaN7PUdGro4WeMzYU3mOjVxzZIAdfgB9cWMkbbQMz1C2DZC8buSqp3fkxmglUKafPja+MHLLOevphxproKeKRuvBum6PKmGmaxvVwpjaPloGVmEcbfWcHC7Hs6r1LMxWOSN3IX1j5IHN5ym1zQ+rPUNgyafBC7UNp3ucOO0Zg9oTQBvNzjMenz1stN1zzpYxavRcBG1YPFMwl4V5ZsBzWjzz4DHAEw5bsZz2/a61yZ3Q3tnJVEe1685khqPOdW8yy6Fwo8k9jia3dDLPoXNHTRY7mOGiiUzHEXfsZKnD7I6frHAcc++YrLbaR8+PPXD0undO1jn6v3V2UgF22AQrBJivoS0p7lRIN+Pxbl+CvjvuOOnO8DYM77KbPKnYfjyrtlh3licV9y+ke917JpuGre48GIl97uJJnWPIXQpSOUEqxjEGUh1x+FzXeR9itborxhfwjDBptvW6bo7XAh5mW/uSuxrsqg58+IlvWHAa29X4CeBfB7MVsZ8RG0mT+dF+FmYr00gl2FsDn/6WdWJ2xIJtbyTNrcDeAKeHTZB+AHyaxmYd59y6yWPDazg93ObWjW8bSXAzvH2OWDbTw7nuusle2/zIlcn+4Wa71VPquDh6a/Kk/c7pI5NDjin3EbAB6/DS+JpjxlY8brW3wTh9gPtu0on7bnIMjw5/KzyLI+edFu8JPHKx9rjR4YJemHebwWaWoKVtI7dOM57FYfWoxbNsj4C+WIb12Cy0dBtYwop1EEbckh1Wg57VYRPYLdj8aA95HgeaxNEBz7p9Gzw3CP2GPRme920Vo6cmaKCXQe/YR234CaPvtn2Xc3ZCZp0bPT12FdsS4Eld+DkRM9wxfBa8R7p9f+C5e3j7RJz/OXzUVjeRAJbv8fTbc0bPTCSRZwp5ppHxUkrkL/VbGqzrZqHG3NFLY2fsRaNXsH/GlmnfPzo7kW0vH06E5/6R2xN7h12jVycKyDMBP8e32ausNz17htXYY1jBN4L3Pjt6baIEJEmeKLPXDqdPVNobYETDmBr9YKLGrrbXTtQPe+FZA5q0QR/dHL0B+sTaUNiTR28Bhwujt8dz7dthpCtglpn1KHB/jc/h54RyWH2amdBiPzyhtdcCzZ6RNNyzIOcukGQQam/1r8qA211OHqO9efQBtBRWpxPt9jZrG9QOeE+TPdEVNmGxLoyWwGgqtx717LFlwCz5wG5yRUz0DC+5tk0ct3e4tk8MgHd64DHbj7oSQXtWV/LEKXjumrAN73Klg5doc+0em7XVjZaNX7D3jZZNnMZzhDfM6nJe8kbYl2DtfRW8xCngfN1WDHPHTecp77bhXFuxdztegXsTv2GBWc84kga5p/F63puM095dJJ1uy8BpPGN6d1sXgKYV48fXhq2Q1mLP5s2BfrzijcBpwJO0rRfvQexreLVvix0t8ebC2n52QmtbhrpmbU4sDx4j3iJ7G8iw334H4+33Avhygq8i6VqcnmgdqXEOeOrwfgEsYQ3oLzkQ0DSMnIc56wFuC8xTkPaqSfoMWCxwGO5wnJu45pBCutkRZVV72wi+GeO9JpLuIDQFjtjRSu9RR7zLNH7UEevqIOmj4/hp9VodO1x9Xqv9DoyvWTyfjp+AWabE2wcrjSsTN0i6iKSvkPQJkm4dvu46AXO6D3xjvzA9YoMVCHLsxJY8ogWZBx2po1e9dpIuJ2kX0A+Cj82wZXm9VrVr0JvuyIL0WYz3XnDsGbnq9T6Uvkzop8E/26HfYQb2zg3nuuzeheHdVpd3SZC+TtI3cXoiAWSWedfASh9MxJB0LU5jn8ynvXfw+sSDbOtgvTMwr5VMPHDkjV7z3hsZwDtBWMO4xnOtfY6mSTR8weWalMJ64DSmt5VCH4nTZJ1gKx1vAzvpwWseWymZ0Xomo+xzttLJWJz2LpB0vHVh5OrEFRtyeSd3OIpdZ8dzHaWuC+NtsPK57Fl0VLimx7f5jL52n8VZ4l4eT3QWuJd9JTCyysAawSOBzcAucnwae+zx3fYTMJpS/U/HovvYpM+x7O6dPOdY+Vbu5EXHqrt/csqx7j45OePfIzs2vpU4OY93mpOLeBc5uey47x6CVYF/h0v2ttyuVrBj5faqZJfqpN1O8V7Vvxt1ytxjkyvOGLdvctUZ5z43ue5McF+c3HAmuacm7ztT3FNQivBxprlnxm47M93zPhrX65PheoE/1OuL4XbTsHeGJ+ydfXFYEl8CaXXEpiS+JH8r/B4S75R9KXiP7Evxtwvv3IEz2V9jv0TKXhkfxDOILw3PIL5MjPFl4zHoS3Jm27J8ezluaiLnXveir8BZ5l6ZsPhPJ/wnBs5Ku9VXNpwM65zjzhr3qq+SO4sgu35nvXvdV+NUujd89dyZA9Ebd6pA9u/O9rE4Xyt3auE/H/Cn/ecVUMpb7tS6709ccbaO0V6XM3tM5lM6jWMxPu2FmyPtniF8rkZuQkGCm1BochNKmCxPVoW2kNtPEsntJ58mt5/slLXJTOiPZO/L/hxlkZtN8snNJmWRz0VmoIrI1chbqIbc//IWue3lbajj82gn+hOEUAF6EyWgevRnaDf6KoQK1Iv+Ah1Ag+ib6HVkh3AQuZAHVaNvo3PoLTSFfoq+gj5A/4Ra0C/RLaRHG+jf0WGKplJRN3WM6kEeqp/6KZqkfk6toH8NU4dp0G/CbGEO9O9h58O+S0nCZsJ+QsnDbob9ivpY2MYWCfWJLTu3fIZ6RnpMep76jPSi9LtUlfR70u9R1dIr0h9Tb0h/Fi6lDoXLw5+i/jL86fAdlC380+HvU3b5+3ILvUX+VflxOlr+dfkJ+in5/5C76E/Jx+XT9PPyn8iv0S/Jfy7foF+V/yYijlZFyiPldGdkTORW2hwZG/kUbYn8X5E36Z6o5qhTdH/U/46m6e9Hfyr6U/RPop+Ofoa+Gp0anUr/Q/Rnoz9LL219Z+s79M8RBdpRkzNecscKqwZoBmgDMKEEtpltY01sB3uUtbJ9kDrBDrJ21sV62bPsBfYyxNPsHLvALrHX2ZvsGnuHxV8CSEgPI1m+LB/RshJZCZKQvxil0WkI0dl0NqLoHDoH0fSL9ItIQufR+SiMLqaLkZR+hX4FhdMH6ANIRr9OVyM5/Rb9Foqm6+m3UQz53nwbraE16GP0e/R7wFNPG9HHyffmT4HWd6J46Y+lP0afhDYtomXSMvzXH8Rmo3o2m93LFrAlbBlbydaw9ayS1bKtrJFtZy1sD3ucHWBPsTb2NOthz7DnIb7EXmFn2avsNfYD9gZ7i73N3mUfmMJMEaZtpu2mRMDdMCWbdpnSTbtNOaZcU5Fpv6ncVAVlNsMNfzBdNk3jwL8DZo4LtaYGk9q0YGo2LbBXTW0mE+R1QOqoyWrqM10wnTANwhssTkxe01n8d+vwEdDmdpG14xv+dqNmsN0cZADLzyPW/jJYuQe9Anb+bVQKVv5T9CpahVBGdPRa+DPhn0Hl4c+GP4sOhD8f/jyqDP9seDp6PTwjPAMdDM8Kz0LV4TnhOeiN8D3he1BN+EvhxejN8DfCa9Bb4bXhtTBqKPLXW6zlZHyrCtgMYjsAjgJYAfrQHtbHnmMvslPsDDvPLsJzmV1hV9l1dgNw9020SWaKMcWZEkxJ8EwBSDNlmrJNe00FEEpMZaZKU42p3qSEp9bUajICrh1wFlOPqYwdY4dMx9khCCch7YTnEGtmj7G9bD/oiJK1yN4jd6FEiLRlgLAb/QjCH6NfQMiCsf9P6AV0E0J2eFl4GfpC+IHwAygnvCG8AX0RUVF3o2PI7UGp+O6VjmSAXYjqioA4HWA3pLcBbJd8viPR/IBAclcYAZze1RXRkd61jbzv7trekdOVSPC5XckdRV27CB7nYxxPx5fj0/u70gO8MR6XxYB58WnMm0+Xd+0mgPNxjOvh83io6soh+Xw5nMb14ZiHWqivlmsPrrsBYjXIiONgfqFkEsomhEeVDQbc1uauXKIXU1dRoO28XFgWnI/1w+u1NgS0QZ1CwOV4wG3hgZcN6wyXwzw7oE5eN3zdwj7EPPg2Hu3aL9JjAxfjfJ6ej3Getas8oFueN477OBlw+kRXFYkHu2oDeudjvm78jvuTj3kZsb6wXLgN9q6Gh8rzbeNjV5e6w9vV3HG2q00kp7AtwbLWBumBj9MFsuH28PoLtoU2QVpos4lcG3j9YRzP40KXSVQHHyc/ov18e5OD2s+/Y/vBab4c1GVO8uOC4wDN5a6Ojumuo52xXdOd8V1zj9RLqLjvQ+Y/ie63qaeN0y+v5/Sg/npc3Lf5bk7xt/tRMa+XYF2b0/x6elIc6PfaELGwHULbx/FclzXgNxa6+jqWuk6QNB/zPpkfn9e7BgN5N7vspF5s97y/Xutyddzp8gZ0lrhpGyS+13U20Eag70RdFzql5gedUV2XA+OcK9O5o2uhc2fXEuHD2yTEnald1zGPzoyumwF75WPO13Xmdd3rzOpaIzossMybSyyL5jLLsrnSsoL9urnGskpw9ZZ1s9KyQei04BOxvwzuY9ChORP4B+Nh/HeeszQRu2/drCPQ50bLfdyGgK6fZHttQWM72KaC/VWwX+J0hGUyt3fTvA8xW7pl5p7uGPPx7riArvg6g/0xbzeh5qcgfOeerjtEzxiKLaiz1CIVzlOdFZaozmpLbGedJV7Ei59nAToVlh2dTZadJK2zpJI5lweeD2PJIPERS1an2bKn85glj7T/EdDZaynGwNtdZ7+llMQnLRXCubRzyFLd6bTUCeeezjGLgsQ+4AF6JP0rnNtz/HbQedGiw+0lbZyyMJ0zliOk3LzFLNRX56LlWOeypbdzxdLfuWo52bluGercsDg771vGzLTFZ5ZZzpljLBfNcZaph3xhqLmPn1OEfvhRcbB9BfPj8XgeaxPYWyi/3xeCP+8T+fUBP074MZ8osCVMh20xm5ufyzdj815/f/NxAJ7Uzkf4WpEtC2N+3CQHjaPg+U/gS0l7BHFg3g/ySaL4UfI2BOkzqL7AXBk8rwbHHQJ/J4z5PuH9da5f36eaTun48WYe6E7A48B8qjvJbOtOMSdYZgic7k7DEFiH8/x43lg+T3dmYAzjeoTrY3788Wtjrjzx3zBPmM90ZwfGPcbDuMPjT8jPfL57b8i1N8fXfKm7QDQOg3wU74vMV7pLRGsinId94mx3WUdid2VHcneN+Wp3PUnndis7crq1HeXdreZr3UbyDvkdVd3tJB/yzDe6jxM80JCY40HSu7sthOaD7h5cF97Jy74m++8IRX6O3OT7z5H/jKSAffZ3e9KyRYL+nZyovEVOVL4ivSj9HtVHzlIGyFnKEDlLmSdnKf9IzlJ+IX8/Io7OIycki+SE5H+SE5J/ICck/0hOSH6FT0gkCfiERLILn5BInsMnJJIMfEIi+Rw+IZFkwt7Whk5vniNoZlCxVqaN0cZpE7RJ2hTNhjZNm6nN1u6FZ4E2TTOjLdGWaSu1Ndp6zbzmvlYJOVptq2YRB60RoF2zCk8LhB7tce2A9pRmsWm/1qY9rfVoz2iWNcva89pL2ivaWc0KCauadc0GCfcxR/K2gkFLA/V9zSo+E5AdhH6JDNrlGqFfDqP3YX87BuELZMebg36M5mFPexXCn1A/oKbR3rC5sJ+gXHx+BSUpVEW+7Ofbu4qSOQnua2l/yyFF2h5oecFmm+GpxO3VGrXt8GyFZxoEC5GxAWR8ivyuA0IpECi0CwINu+pUJEFpEMLIDatbyA2r4bA7z0ZykKkARaMiCDGoGMJWVAJhG7mV/mPkzvpY9BoqR3FgeVVoO2qFkIDaIHwKHYGQiNohPI1mIOyAtv8E/TcqhopBnybfER/ZbKt+WZKpX9av6Ff16/oN/X2GZmSaPiaGkTFxTAKTpF9lUiCVxmRqkplMJpvZyxQwJUwZ4CqZGs0aU88oGS3TqlEzRvzUzGmmmRqmnbEApoTpgbfjwHOAOcXYoJ5l5rR+g3DNBA6b4RLw8YcrjBLqnyVcuKCZ5oKX8UDJq0yNwYR5QfoGcws4l0B6g8AGc4Y5D+VToD2rpBYcbjNxIE0mkdumX2euQeoUtPUDkEwL1HeZB0Bbg0HjBRnjDGGGCP26Zk2/bthm2A5c6wkHHpJAOgBMz6TBe5ohEXM3JBt2gZZ6QFfTBKA2PxjSDbsxX74WzJEHLAMGQw7EMiiF4TYziwPWhCHXUAT9YTTsh5KtQFduqAIJaw0NPDeon7ROVDeAodnQBv1F49aClDjFA24/LglURK7fBjaMUUL5xWCM0vRp1MZYY7xxh3FnoL0CCIXHOGPqpuRCwHhjBu5lP2AZcB0B+VdBh5WGDrCxSsNRsMoBwnVdv2qwaryGPsMJw6DBztAGl8FrOAsalRE7nTZcYJIMl4Fq2jBnWGA+MCyRPqw1XDfcxJo0rBnuAKYVaoU+NNwzIrCOZKOUacfnoOIzUE0EewPskjbtJ70JNeAzUQyGe4Az+kvgPHzySWwnoE3OCm6b1LjHN/sUxl2aphZa6AW4gG3L1GxqI7xNpg7DoH5Fk4M5gPVeIiWwfuo1a5oICMlsCpvGp0mIYDNBMi3E2QB7of0Nmloc2ALh+bBmjVWCfiICp8TtrAV0k6tRsz1GhqnhT4yNK/jMmNSQA2XOwOg8yp4HW4c6/GfIhutkPOGar7LXjEiTbLjM9vCnyoZa9i6TxD7AvWQKY1qJLlaYSmOWcY8xz1jMnIZWwQg0lgJUGIuN1eBr7hrrAvq6a1QYm4w60vr74IM4vTMykJLETKvxiNFsPGbsxaOIxxn2G4sNtcZ+DMaTxiGj0zjGJGjmAkDGtuGO0Qd0rk2/EOiXFPBtGMi4N54DuGicMg5h2zHOGOeJl+HS2IpA8nPGReOy4bpxxeAyrhrXjRvG+ywdsPBs5rhxhpX5RyYbA951gECJ3+6YMiPDxrEJbBKMbRpwcZpa6wXsbU1H2VPkvByfzPcxFuIPayA/2eg0uEwnmErQmBLaNM20g70Tb4z7xzTI3IX+gp6HVmQzlf5TdsCfNV3AJ/Zg3w1gtXOmBdMSc9p03XTTtGa6Y7p3GGkiDksPRx2ONV0H/7MAvYVnDtwX4J0Oxx/eQXQCch/O8HtKbMHw7Dm883AqmQsPwbyX8l9hHQWtVaJmcnq+HZ5IkYsogDjFHgh5EIohpEIohVCh6FdUQ6hT1B26c+iOAv+rgNAEQafQERwD4QgEM4QdEI5B6FXg23xp2VuyOqhjCypEL4Fev4RehnXFK7A6kKIvg/YiQc9voo8jKupW1AaRiPzVq/ECotRFEF+GeL/k841nlVICFzjA6csA09z7HMACh18CuM7hpzncdFA5Pn2Ti3n8EgcLgvScIL3GwQIXXxfk8XCHy58T8LrAxTwI28PHvIzB/ELJJJRNCI8qGwy4rff8dSqRoO28XNNc/s0geYMhuP5pAVwQAC/bGldugauT182SAM/34fRmG3EQ6ZGPlwT0fAx5yiiBboV5vAwQK2O5OF4gw4Wgui9w/cnHQtnn/LFyR4jyl5WiNip3AqQCZIjlFLUlWNZgPQTHwXUG94UQhDbLt4HX39omD2XWY+oK1f5gGYLjm4J+4OvnccExR6PcA5AHcAyg9zF6+c8S8/rl40f11xPiQLufEAfrmNfTk2LR+AqOl0LIz/MvVgbGjrIUoIJLVwjoBLasrBbQ1Pn5E7vn/LVSAdAk0JnQNnD/65SicahkAI4AmAV6522lH+CkMjAWA2NyiJPFqRT7msvKgK9TngMY86dVAwCnAGwAp5XEr6s8HO4MwHmu7nucvwzuQ74NwXioS5Xpb5uwDj5fdcnfBpEPfJKtBfvbx/mrUH5pzi+T6somXjULcBXgmkBXj/JDfFtDzU9BeKWP0zOGiwBTStE8pZwBmAdYDOK1tgnKZYAVLr3q75sA8HzWuXgD4D60g+ba/whQyfzA250qhovjlKK5VJUAkKQU+WlVChencXrMFLSdB9CVKtvfXtxG1V6AAq5ciVhfqjKASoAagHoAJYAWoBXACNAOYAHo+RD2IZxTHueXP6y98TE/th419zwqFvpG4VgPjvk+f1R8/RHwpPqf5HtD6S94/ISa/58UC3xRyPi36R8h30fMmSHrDxUvCeoX6N3iUwbGm+oD/zhQ3QC4BXCcg9t+CKxX+fI8b2zLd5WbY3hOKV4f8+OPXxtz5bH/xvOE6sGmDGTsJfnHn5CfOkwZeu3N8VVHKMXjMMhH8b5IvU0pXhMt+cexevtm+9SJArvg6NTJQXbC6VudvqnLQL8JxwCm2eXPx19BRUZERpOvoP5LndtTvTQiv+oQg3IRqjoJMATgBBgD8AGcA7gIMMW9zwDMAyxy78scrHA0qwDrAtgQ0NxH6CBUeFAGEOMvfzAOIIHDJ30ESAFIE0AmQLZfjoN7AQr8dREoeQyUodyqiqrqqroqRVVTla6KqTpCQpMgmAOpY1W9Vf1VJ7n8XoChKmfVGAQfeeLYnzrHvR0Bql6u7EUoOwXBVzUjCPj3GWIf/gZYlicrR2GyKlkV+oTMKDOh7bL3ZX+GPinrlHWiRFm37KvoafL1bxL5+vezkc9FPo8+F5kRmYF2R96KvIX+OOpy1PdRVtTfRf0dyo7+WPR29IXo+Oh49OLvvD6KiqX8X9KeQ88jdADs6sBUEMxwMM/FYGcHwHYOrAgA+vYA2NaBDQ4WObjvjytpAS+grQR7q4zxA8HPbwLJi3siPH+g6YAuKDAPYR6PDxGgB2LIN95IViF7HVHkG+8t5BvvCPKNd7SsTWZA8bIOWQfo3iyzgO6Pyf4cJUWmRf4RSo5cjfwVSomaippCu6Kfin4KPRf9yehPotT/f3wpBm1BNeAji/8Av0Og0RY6jc6ACSqTzoT0bvogkpLfDk+LeT7mIPos9Mw26Jm837uk/1mARmHkd+UR9S/Ur5GE+jd6K4qIiYhJRZ9GdJgMbaHQ713GP8Af4A/w+wMavYL8q/16pITVPl7hfxpW9ePoGXLnxbOwqr+KdpF7Ll5A1yFkoxUIX4AV/i9RDrn54ovk5os9sNrfAE530b+hveg3EHLR/4Gwj9yIkUduxMinpJQUFVAySo4KqUgqEr1E7sgoJndkfInckVFCfZz6OHqZ+gT1CbSfeop6Cr1Cbs0oJbdmvEo9TT2NysjdGa+RuzPKqWeoZ9CXqc9Qn0EV1LPUs+gA9Rz1HKqEHccx9Dq5R6OKGqAG0EHqBHUCVVMnqZPoDeoUdQrVUIPUIHqTGqKGUC1lo2zoLcpO2VEd5aSc6CvUaeo0qqdclAu9TY1RY6iB8lAedIjyUl6koHyUDzVSZ6gzSEnu6VBRf0P9DVJT36G+g/6U+lvqb1ET9V3qu0hD7u/QUt+nvo/eIbd4NFM/oH6AWqi/p/4e6agfUj9E71I/on6EWsntHu+R2z3ayO0eemqRWkQMdY26hgzkpg8juemDJTd9mMhNH4ejX4p+CR2J/mqMHL0f+CW7eO6X7PLx3xGl+/EOL+ZKzAJggikKyC90fvMxFIWEYugxFEWEwvYYipcwxdbiIIo48pt7fkBgj6FkFdN8KaS0YpqSkPKKaV4OKbGYZn8ImWmg2UEo/e16RZDrl/5hmlIxDUj/MM2rQTRDIWjKgmhsIWheE9OA9Lhd2wES8a/fQcBU5SE1HUz1ZUwV87MnUFUQqsUnUB0gVNeeQFVJZG4N0vh2lMTRbidUr4fUeTBVlZgK2hGK6mAQ1WJIquogqmshqd4I0n0rua9oe4DO30M1IaR/mOrNENI/TFUbQvqHqd4KIf3DVHUhpMfjlwL7kgDsIHaGyP/ne9gqHqarD2kXD9O9HdIyHqZrCGkb8eRXeuNJKp7QHQrZ7w/TKUL2/MN0jSH7/mE6Zcjejw9QUhydKmTPPkynDtm3D9P9acjefZiuKYR8YYSOp/TbgSaEfKHotCHkC0X3Tgj5QtE1PyQfhTJhvRH48rLgBtpqpCHIjDHGBGOcscCYZEwxphkzXx2CZ7ZxLy5HDwAfGe2gHbBXdNNuwIzT44imvbQXSei/pv8ahdFT9BTags8PkTTy25EXUThQXaFXQK4o8gUpKjAiWgD4nQoCjJcIAOPKdCdblpip1r7XFC3XmRl9eunJlpvMvH73q7da1phFfU55e8sdiHN1Qy33mGV9kc6pkzKr+nLdmC6W2dDXBmI+36eLZ+7rG0p9uh0GWt/8mlO3sy1T38bzeW1Ml2qQ6U26c7oMQ4y+I79Al2WI0x/VXdTtMSTorfmzujxDUttdHDPr+hO4vCFNP6ib0pUaMvV23YyuwpCtdzVf0VUb9rZcLy3W1RkK9LX5SToFxN7XfLqm907qz756XldsSNH3Bce8fHzMy8fHPB3P71Hxh9VbaakOMSv6/aU6XRS0p4rXF4/n5FAH64vXUyj9iPTyIfXB909AXkF9hM+KrvddrX4poKf+lgXmon5XvkynM5ToL+jmdYyhTH+5NA/4V+qn+X7SLeqOvFuin+PxumWd2VCjX3jVojvGHHtX+Si98HLhXT/9Nfovwfa/Tn8dySMvRV5GEZF3I++iaMgLpwfp70DeJXoa7aB/SP8SPSvVS/WInKWjfDIWCraubf0XtJ/ctOdfw+0i47MFf+kv4o25RpDR9g36GwjJD8oPIkpeK4dZSf62/G0kkavlWhQmb5G3APWdyDsgyUbkBorkeOM7/QrI+hMhHYfDX3pnEF+/iYsjK4RKDod/kflr9F98pHqxf+gjz+Pw9MEOJ+Bdco+ishctLXm6mpbYkl6dssWpU+qMENfp2nUWiLPgvaek9EWL7rhuoGWnrlJnw3kvF5T04tBSB28WnaWkFOhPYxBw07aMAS+tnxdwAj6YyyYPXauusqVfdwrK9754vKSUlGrHby11Lxe09LfE6upfJit1uv8j9SNepVUTDb7LYfCdE6Vkzb2JS4c4B8JuETYe/OJOEnZweL8c+Dm42Q/kvJWSvid9D9GyIlkR9MNBeRsKIz2QTHrgma23t/4r2unnS2dAT2bRewjPVg4Hq0E6Gf/2gwAnA7uLoVPpnUIsdRvR1F26WIRbRhJqhUb0bhH2CvAQlz0DdIvUeeqSCDuIwqhLEOyw4xPij6IteC8IwUr1iXK0wKeXaoWdphBbBXyMVC1AqwifC/h6CEVUjQi/C/iXQEgHKBDlxEBOBglxVKowB91BUmo7DugePLeJ8vBMfA8tU+ki7CXoxRV0Ba1Q8SL8acDj//XgoZAIfxxtgRHiQwMAN0U5+AT8BAlH0KwopxZJyf+jaIcR3A7lhHnY3hrQKREO21sZBJH+iL3lkMDrT2xvePx/HSHif/xj+hcfyQpxyXny/KG/Zgl4JEmepIPU+h6H24UkkjFJukQrwsaiMMkAhHhJlRBP3wNqJPFJzomwsLKQqOlVySmJTYSfQVsk5ZJyel5ikfSIcrzQyrNiSehTwHsnbRNLQh8F3jGSGNoaJEkzjJo2SaqkSISthvnhA7pOEifJEOHz0BZYAV2hi+n7knhRDrSfTqevS8JEWGg/PUDH0zP0mhBP3QM+7RAQ7aMXRDkfwFi5QSvoFBF2GviUUXN0Gb1NhPcCn2w6mzoLcFeUMwCj6BS9gy6nRe2l2qGElLLQUjqHzhXlKGCs3ILQRN2ik4LqLwGpcP0JIuxuqOMclUOdo0WtphJhPA5BSAa4JcqhIUdGHQWfskKtCnNg7EjBT6xRWigzTc2J8mZQOFVOlaN5eFqoMconyh2DceCjdlNKyizC90NdiegklQiSN4lyTFAXPm/rgGcWVS7KqwNuCnSDSqD2iPDFMJpnYSaYhTI7RTnpMJqxB9iNPQAVEcijKP/KAHEYflaKIKMOyd+Qvwnz8VtyqFHeIG9AUrlCrkDhcpVchWTyd+TvILlcJ38XRcjbYGRGkdGIVycR9DcDs9rTMKstoBR6kb6OMugVmOG+KG2VtqIXyTyXS+a5fWSeyyPzXMlH9gChPcoPOb+y6SNGBF7orxAVdm1LHOwbomCf9hSisksIIC4OBikXh3GxBIAW5AvLbQkq+1rWemGd4lhhXXNKYZaCUebmK/MT8pX7plU7FcvK/Q3tWTMN7Q1GVUbejkMuRVOeVNGUP5BXqlhX1mb58tazfI09eTsUG0q1YuwFo2JMtZJXp7ivNDUY9y01GBVNh+YaZYpVjtLTWNYYozya5SuIgLczqurGuKBy1sIK9aXCisbzeXWNCUqr4mJhv+KiOgXekpR9iup9HaqxLJ+qrjFFsdpgyVtvsHA8rUVpBRFFaXmpecWNmUE8GwoWIHehsUax0pidN9Zg0WgbLPvaVE1Q+6BiKt+imCo4W7BQmKW0F6XlW4rSGm+pdI0FSmjtC+2KpsbbKqaxRHm2MDZPWhjbXLDPmlenvFAY+0JNYWz+wL6zL6QoLxfqCiIKdUVxqiONlUprvlJ9KV/ZeH7fPWjDdGF/s7Kwv2AQJKtRLuxbUlfuW1IcUSw2KpXqFxKae15IUGRB+2Ie+xakF9HbiYBeFI1p4re8scLqffbC6ua90Nq9RBatytdcQmSZw5KpzhUMqsyN9SSvNXTef5CFNCt86gKFT8WoihtpZcehE42nD53QVqkqCncE2YSY8kPbRJAVPK7fH9fT/zF926Y4906/yqm2qErBBosU/c31AGmqVMWKslxxMi9VcbI5U5WlWFV6FTN564oZ1TnFWGOZsq+htdmiGmuuIS0SWUHW/YZWsPnWF9ob2hWL+84WxTUb93U0lykuKphDrn1LGtu+pXyLX/P5mXnL+ZnqGqJ5K2gJNKWu9+ts31Jzu2rshXZSA0+pzdvhH0f7jhalNVeS9i0o5vfNKebVRtwisKWKLF9hRWEsaFAb1IYqxdA+k2KoOVu159CcskHh3Hdd4WzsUeUdGsRv6kqFU3FEldeIT7Hk9F+Bh0PEg1LyavDmNHjzr4AfbwAPLgcP3oy2Eg/+Mfl74Fk/TrzpJ4gH/hD7kshfR/4a7Sde+xXuBDuBzEP++aTtI+1yYG8KklbD7NMM0lEg13sYR3iuA/jXEHoOswx7hzh0Q4SbhpUARsyLsDAjUztEGPx3hUUqSoSzQoxvhxfXwpDZX4jBZ44n0YIIVw7xUQiXRFg8R3tFGPxNSx0aFOG2Q4z/h3MPh4W9MWih+bfW3UebOU/iZ+TPyHORnNridRdeb5YSeRiCS0P4HI9GRtgRbGL5k/8G8suCiOjKP7vyLfh/Ww2Entmxta1BwCs5v7UZ8Gkp7LOuQaAomQAbBr15l/QqhW4L8DRyoQ/g7ZqQA6zkBgAoNCXicAZCBwCFPCIOatiJUVDi/zJ3PvBRVlfef/5OQgiBhohpTEKIiBFTmmJKAoYk5M8UM0nIIqSJRWpZitRSGpEiy1JERGoxUoqUsjRSNqDNUrSWUqR9KUV0kaUUKQvUxhQRKSJiRKW8iDCz53zvSIYV+6no++5+ns/zmzPnnnvuufeee5/7b56J1bDQqrd0dDj/Ig36O/VS1immXqQhx2qTb/UX8VJkRqbzrPd5H80LpMS6aevvLiUmvkAf0AOPSMIjeuIRvcQj7rY+hUfk4RGfo2wH93yj5xvWDXhH/iW9w6Wu74jJ9yxyWGuNEe/X9Yl5MXzfGiJtoEkubQl3xIQExG+yJed66fpx3YWwy+k3PslcSx0ECgPF0oJkVB4wawj/rDkPZAcOBHKEVy/3sgt8J5AQkFmPxHAC23nHwPvyT/hv+9KXBGSuEph0ge8FlgWW+e2+eF8gSe7amBiz/a3+dsv2T4mu2YH8mDgTAhP8x3yxxm+XsAmBtK5Y/sJAsb9YQrZISNAPx8TK9ZsC/X3pi32ZsfpHLoT4geRAsl8fSPDHCV/m7f7Orlj+aX+Y3+lLL+BPtRz59kRXPLG73c/09/rSd/ijJbTdX9JVEr4oFn6+UCf9010Wesf8Fk/aqy99hf+Cf7Arhrfb2yd8R3Phb/GfjclVk7fBkxbjHZM4a/y1MfbV+/XeCk/6UG+3hC3UvF+INcyb48k8y1uvtD/Vnx4TL9PP9CZ4kyV0mYRm+qP9hhgbK7wznvQ4nvRsko98f1hXTO+Il+N1eIMkdJykmOpndpWIt0OuRG+rlyyhpZKjc5Kbrphr3U6v1T0lYdmSxlrvoBdTC16z1+zu8ea78izxPAlvFj3bu0rHfdKVXsc9IlpXeRtj+MvdlcLfJfwHvDVdeXDnevnuAgnZICFN3oKYkElemiv+7K6QkHpvWoyualdmmO5cST3eK/JGx8TpdAe7hRImzzsv2yvsypW7T65UV0rBrdZTaF5mTKxNzjlXSsDNU9o94cWUhtvitjiHHHliuykS2uLucY92WSItXdf4TkvIHHe9uztG50SnzREvdDrI+4YYjVVulbNIV4OdbRI2x10RE2uQM82RJ5LzmNLuBHdOTLxkN9mpd8T7nYUSmuwG3QldMZ1C54QjPYAzRehTbo5b3BVTnl7pzh5H+iynTlJMdLNjwjazYiJtwJE24Jx0AzFhq+wjznJdVXBSResqZ59zPCbv85x5rLu4Qm10dnXZYq9zbrPXm5UXZ7LT4qyP0VltL3YqbOmL7GdFx1ynq1fynTwnz57u5NjSo9ptEjrRmRUTM9mudxJ0BdOW/DvJTtAZ12WNXWhLjnVVwqmKsSTbPmBL/2fXk78u6QRduZQYjr3dSY+Rf0KeuNL/2dL/RVdgSJvTPO369JUnth1dgTExZltbLfV/6f/s2fbemDgT7AnWY9Y6ntiOfNvUFctaKGlrHyD9nx20W2Ji5VpNdn/GotJK7HldpWMn28lWvZ1gaa6l/7Mnd8WyTlvDZHRRytPasU7b1V3xGGHom2X6M+ZzrHY7Lxp6eePd/9nVFt2FWS7Pyk921SV2veX3uvJu67+IRvdkBxy9rLsuP+tz7WMX5LWNnZt3JK9tcMPN+fXVY6c2rMk72NAudFNjdf0M/T62sOGQ8I5e095wQvmDG/KON47OO5i/uX5QY0PekPwTDW83jm8IX9Nev75xYqPXeEdjQmNT/r6xS26Yec24xl6NM8YWj80dc/rCLfr0Vn3R+4zKxd6Xsq0hraGwMZh3UO1SOtYutel9ey7Ycik7ND+i18SrX3/N9MZStenmfMnT7MY+Y6sGB8cuaUxvHN+Y3TivMafxgcZBjYsa8+tXNA6LtUV1MSP84E7bhAs7bT47bQndpnebbnWnvhOp78vfcTRjlNl42b90P229v+f33yW+fUFCvWmJ7k3iTd4HJOdcJLnIWRzdxTSzFt1bTJS2292y+s+1rFvFc249YW6+vx29z0TvMJ9O3bb+oz9kV7TLct090XMFZVIeVn/p86O3G0PbddP5dKBnmfC6lcgn1Q2uq6obVzc1+jndfH5mlfn83G0x4XXyOSv6/f3PuTGfGr6grlA+J1w9Vz7r6yZ8Nu3CZ1TuQ3ZWP6y+taYT/+a+s86EF1kX3qRxdSa3Hb37jGoadfbvuteN2jNq/agDozaN6hi1ZdRhuY/J98OjnhX+llGdEn6Ke6fwRD5aMw+JTd/X/V5nqTztXXq+GEvJYwJ57M7ucSJ57EEek/Hm3uQxhdxcgccUMc+yeT5Y0VOX+gTVHbcJMbwHov5XG+W939N/9J3ry93t3gY+I9hkraEOiuW2+q340Nu+BC+xdkJtUm1a7eToPbV2XG1KzcHa6XLPkpDJ8n2u8BfoXbOrNv7/Wx61Pos5FTAzOg+cy5N9iswmtfQnxnB1hryK2nifd7ml+pC2b2kR0z+09dui9SPPROnhHMmJjlbWR628F95E3qC/8iJencykdQwSyytiL3XGRbwcetIJF/FSrKkxJXHvZZfEkgslod8etrpOWPwA/KGilImxd36MvfOi9s6JsXde1N6mGHsNbwIrRLUXeJdr76KL7P0euPhv1mLXk8SM5u7T5+HfGHt9TcZeukLanVFXD0ZdPRn59PoYMXVvbyNPqXrdeauSJ1BVrmWFpD8NJUTpXuYzo13oPlFeuvmMpUPZcucgl1x1supI1fGqkYKTBE9Wna4qqmrhOsIlYf8j+dXeU0fYrXK3Ue7z4el5D32WjLSWxnAH0/5d+RxszYnha9+r+55pXJOiIZ/cGtf3wcdJKZva4e1V6UXc9lVTGAc84qykFXQTTNB1sMir+t2/UTDe0nUv880h307k1chuva0L/z0vsfyzt52PPSOracWdfcGaeAnuA5fintn+d3LFovAb/084kov37vqgDe+9finL3vvRpbjv/unv5H4wdZE7PfVSsf+vdynuqVl/J/eSKZ1Zekk7B16Ke3rV38mV8ju34BL1/etLll/d/1Iv+J/laMn8/lJlcK7y4/ibk+4MlrYbnUOkFllOzK3f7f92O9HPuuyEUaeurs3uFRxU0//KolFna/b2Wx5sqHnh6jHBhuqGm2bUWaG1tcVf6F9zsGZmbfNNfQwafs2yusTqncE7Rp2tXtrnQOWZ6sdMrOCpuuTqhpqWynB1xzWldanVp7L71M6qOV71Ql1mdVNNW93A6i39wnV5NS/UPBFMr7GumRccdtMd2Tk1p2tOZ+fUDak594VzdUW1Tr/ldWW18TWtdf1rTl6EpGvQpGvQhJq4H8S/ndPawmCv6s5+2+oCNUdMHg3ng3k0uYvNV2yO/nZeTLkZG4xOE6u2Ssavucb+2sGjOm9KuLropgO1STW/HuXVplzZWrukNs2UXm3FqPW1WYZTs31UU+2AmsW1a0emfDBHJsUPGVt81LHhJmtr1/Plig7uur7NVwwMFWX1CpWFRoZqQ2PkGhm6pW9733HCGRO6LTSp74QrJoWmXFEWmjayLTSz74mRG7IO9D2hV+gWkRwnl/DM1aVtZItoGDOyJaprjOpRLV06QiOvGNi3/YqyyuN9T2St67sjNCc0/4pJwZTQ/NDC0GKjJeuA1XVW96Pl9qKTuSmdVt3Ihf+7L+vy9p4uzmfAquvtVWytbK9YnJlUebRygNxnKo9WHKwMBz353FB5NJiQsau3F+wV7FPRWrkvmK1hmdsyk/SqOFhxMOgFvYxdIp+jd4y2E5W5ouuE0VWxQfWoli4dlW9X7qtMCaYHvcyk3r0ydhErrN8qDkpoSsXiykOZ2y4zn7mM0KL57J1pJVYMqBhcUSz34IoqoQsrKuSuqsi9oL+b0+q0iv5HHZn3OP/m/Ju0op85T1qe87zzvBVw9jr/KTbsd/aLZLvTbiVIWp06xrfH2dOY56bpyD15Pbctd11wdGh6sCE0Kzg+NDc4MbQgeEeoOdgUWhKcF1oTXBR6Mrg0tJHvK6L3qtBm+CtC2+A/FtoRXBfaHVwf2hfcFGoPbgkdCj4bOhrcGToR3BN6W+TOBA+I7OFQGPn376i+8tEVmXqjQ+U6KooufF7Kthmh5cEHQmuxS+lYu9Sm9+1535ZL2TE7tBK9Gk9lNK7aVF0xMnis2ruQ1vt6DX2GuLG2yPcPOWPxsXqyTyVz12XOTp8/vKXkgZ57SnYOX9Zzj35mNpV0lMwY3tp3ZMnOjLeHt5YcFuqBzEFyLUqfn7k+7UyvIXplNonkjJIZmTMy10evLm17ijcqGl19R6qeqJaojpIDJetLNpUcG76415Dhi/vmpZ1Jry2ZoShynRKypeTZkmetyztZYVt50V8wkdte/bkTRySM6DWij9y9RmSPSPj07hHpcmcX74xJ5bL9/+I+paf4fUbWVTlFpcW5SdOLpxYNS5qunxkpxXOL04qCGSeKp6YvKwoWLxAqN31v+t6MwVflZNR/uiWpXa+MFJFMK07LSMuoj15d2qYPv0XR6Mo4oXqMlvd1FM8aUTWibsSEovyk9qL8jH2fbkl7uzhNUeSWSEj9iHEjdJZn9uA/Rp+StNNKLM8tH1zy6/LB5YOHBoQuLC8uLxwaKJ18Qf/ll+lE3QWStKqsnpLW+Mu+E8vuKGvqUVvWJNc8oWeUzZZ7XtGeT2A/5/Jzd1GL7DGXu06eJkcqjlecrDhdtOPGxZXxlfHy2TI8uzKp4rQ8DQKlvSrTKrPkSqroL8+WwRUtlYUVbfLMkuvGlhtbKpPkGlBZaK4ubRXnKp3K+IpzRldlSlRPUpeOoh0VRwirqxwwPL+yuLKiYlplVkWZYFXFnKiWNqtrPf9j9D+JS7jryvaUHSjrKDtcdqyss+xsuVVuyWd2eaA8sexYeXJ5anlmef/ygSXV5YnlQ8qLyg6Xl5WPLK8tz9OrLFskE+XKEx5XjLZTxXWi65TRJZpED1ou6JB0DhA2TTTtLB9TfovwB5bfJjipfIrRUl77yeS2+xruurLFZcvKWkacKmsd3l5WW9ZW1ja8fUR+2RMjOspayzaUDSz7ddnWsu3F4+X7yLJdZXvLxpS9UHawbL5eI/Ll6pCQ+cIz1wVtN667cWlZ243roro2qB60XNAh6S0j7JzEX1h2pOx42cmy7RJ6smxm2WmjpezgZef2kJ1CblnjTtj4ke66lKShd3SrHjZt2LSUzSmFKbvl2lw+5MozpalCjRs+MPXZ4bekpA2bUtI5vGh4bXlRn8w+md2OpQ7SS7xiSGlqaWrqIOXq1aWtPC9lQspu8Q6ja5zqQcsFHSmbh95x5ZmSzivWi6aB3TrUM1LS+mTiY6lGS7djl7mm/jGeV92mcydeOSv+zAev3i1W1yr45azGXpxWPHdinylxT3RdKRXms8+UTzKt+BbuxN4vJO/puuIHmM/eL3zMtM7Yg7tWauPzPpG7rmBq8qT8qb1zCxYULPnUgYK1BU8WLCnYWLC5YEfB2uT+Qu8u2FfQXnC04ETBmeRJn2qSsPCQmQVruDbKtUOuQ4VeYYLeMdqWS/iTgugSTapHtMToWFkwvWBbwduF+QVrkvsX9uk9tzC9MDvFK8wpHJSyomBWwdyC5sKPs9b7sWZNgT1W3Q1b/ndf0bXij5jPSG895Rf+s6LVzfut5lbPcjmPx1UIrgaXBqTHc54GO8F25btXKe1uhbMH+nlwIJzrvWcEK8CbDCrfDkPvUbSPQz8NzgCHGRn0JKKnRPmRt5y3hJPlb7Jsb5GnJw1zOX/3htLeb+Hfreh/yVsrdFhpe5aiW0voj+DU+P/HsgPJSNrgN9CwDZ0NYA84s9Dzr8gkgL0V46rQ9gpo9Le6rZp38MeuzNPd/f56LRnlOKP19KJ7xLta8Cnl2LneAMHPKrpDoAeofCA5quGngs8o37nHyxD6Vlfssf/qfV7o3xDrYUX/LuhJYAv4c8XAePScUwwcIsWpyvcC8I8jORo6lbSyoOcjeaOXg4WC/luK7l5FD45zJ/RcV3ovewGS45HZCa5TtK6y+RU12A2Mt9ulBjudX/Jv63oi6Si/iu1wr1LLdVfbPqS/mbPDiu5V+ns/J09pZyX0/e5I9QfoTvAl5TirwT3KsTPgn+G3gmfdLEWl3UngQEL3eGmaX6NHaacN+nawHcmd0KvBBvB6u1KwFnuuB4dhrQc9gF/7HfWeVIR+2XDUBpffIjolYAP8k8Q9BeclxchJT/pyr9qfKvikv0FifZ0a+RbWToJ+GLpVUWSm4vMb9IyporOaWAPhpGmoewyZ6VHOBjxZf2eQgWQinPsU/bugC5FfAtajYSv0HRoadyUyS8Dr0PAw2sKKVgTbEhWtl9H5DDbPMn5FOd/u3SB0HD7W2/+yyBQQa6jJIzhSMXKYte6Vujfl9olIq3c2K8fNUtrOIHS1hjoN0Puh14MLkZ8S5av8KTh5YAWYHNbZYIfKSKjugO1FfgAaBhDrOHg3MmGwEvRYnX8GvEXfIOCO1j1jqemvCS5CT2dYT8XOQqYjEhC6SWmfVEReJeeHtWdYrbNLaQnK50S+1xf6W+AslTwfirDXGHkA5PRg5EmQ3zRE+P115Jeg5sWP8jlZHPkHxfAb0JxeNtpU//kQ5WCd5/ckSof/qKezz78YSBT6zUB33ddQlCcC55u93/Es5DRt9EnBKWrvHqm1X0ZldMf/a1Eaq9x3oPmtss9pSu3Phf8aNOdovX8FeXeA+b28Ry60TUVOqH4rhVTegra820By5ElOw4fjpA85fyRumFoeNwUOv1oNlJJuB/SbYBL4G5BfyQQ4bxzgpHLc/SCnq+PiiZtCKOdo/bPQ3wBng+XgveqN/irwaanr+vh8wecUvVcUA0MVHdCzwLvgr1WMe0jRRt6BE49MXEY8J1mRf53QseA6RRe+/zI0Grz9cP4DzR3QJdA++Ck4pdCzkJ8OhkkrEcwi9G0kvwjdDTSav4Q8oW53OO8ROgjOX+C8Bv1T6B7I9wRngg74JrlYCU6F8zA4BW03g1juTQJNrlPA38FpBm8Dc8Ax4DiQPHpfxxJj243k7imQ0Hhj/y8I/Sb0VtJNh64Csdw9jLZCOPcoJlBH3aiv+IkgfLcF/YvQcz38IPw5xH0MPQfABXAof5+6cE4SN5XQR9FwE6Eb0ADfz4deBd0AHgXz4OMhkS+pHwo+reMHcDae+RUdY9g/CfRU/9TW4T+n6L2iGBiq6ICeBd4Ff61i3EOKNvIOHPHw5Xj4cnx7uXqs0aB0XIbRrLRltL1udCrHGYvkOkWXUP9laFLx9sP5D1LvgC6B9sFPwSmFnoX8dDCMnYlgFqFvI/lF6G6g0fwl5Al1u8N5j9BBcP4C5zXon0L3QL4nOBN0QPoZZyU4Fc7D4BS03QxiuTcJNLlOAX8Hpxm8DcwBx4DjQPLofR1LjG03krunQELjjf2/IPSb0FtJNx26CsRyl/7QK4Rzj6lT6q4D3K8o/dJyeqHl9EvL8fPl6uekNREkrtuChkWkdT18y8hDB5GZQ1qPke4BcAEc6sun7pyT6Ekl9FG03UToBjTA9/OhV0E3gEfBPPj4VeRLMmqwI2Mj4u2Rap7CPw3X6Flv8E5FN13RBh0LHAp/LLhd0ULehuMh4y6Cb+S/RehAsB6cC/8kNBqcO8AjxJ0K/WNoB4yHswp6OPQw8B44C8DF4D+BHmh0Pg7Ct++HPk/olXDehnMKej802pw4sAi0wbuRGQUWwLkJHIK268C+cG4ATX4TwK/CCYJ5YAo4CMwCP4/kD8FH0PYiSK49H5k/EfoU9CFCk6AfBb9D6FvQpr5+q+ibeqGOvMFgCZK70fAceAX8q+ETy/lP8OtgOfhr8DfIzCRWM5zR0P2h2wk1/BXQe3SMJH41Dr9SXAcOBRlBWYb/jqJ40Tj8TTnLof+KTE7ktI7ezZgW3IjHnmEEaH5teRI6ALYQOgzJdYwk18J/AMmjcBjRueOQXAqHX3J6j8HhNKSMrZXmt6NOG7gHDWehN4ebdBwO59Gw/hZnL5wmRXs8o99D0RGs0lWEFsPJVzqO37Xa2WAPdDYQdwycJKzi/KxjTp3u1dKI4zeyPvm1U41VGsupUPSLFL0A+CT8M4rWBjNHCMvsz56t6NyvNrvPm7E06U4GS9GTYmxAzwvIHDPlT72MUXTXkaN9xHpCx+fuHpM7So9eRVqxhr5ixvnkYgP120kqt8AhNEBepPQk1N+h6FWT1hpTp+F9Wi+GQ1r52NBKrEQsSUTzDKNH5xrykNN19h2KUg5bmctspe4U54IzwLwofx+1oLgUThv0XEpyADgF7GQ+MgVL+OWsF52Fhedr7StfUm+l1lTDdkXrbDQXWiMno3r24Rv7KNV9lLBJUTm7ovL76Dn3odm0oCYkW6FbyZ3y4ymfQyrpDTdzOjRMBB8Bdxjfjra1VjxnHD6gnFLqfQy2bTZ1gb9toL5m4g+9oB9Ez7Okkkwt7zLtDnoTehbTfndQGqngNPiTqZ1p6Aka7zJeZOaVYEW0hXbTlRNyl4efnMKeZpUPmFNeE1SzdwKb+f239xCWNyt2w3vj+a14HC09sCmqYRY1KBh3BP54pX0LfhslvNPoJC1zyvsoduaSbrzOVWXmK+jNNx6IzVvJaan+5t6faMoH/KbdIaEZSC5HTyr0OPzhLKXRAacVzjJSPwJnNCU/B7wDTAOrCd2IZBuz4wNo9tBAKfm/pzXNNb0uFtKHuFdj1Z2sGS4EV7OKmAW9n3XFbOj3wBmEjgbj4LSBdwYyBPuxGtkPzgDoZDQshlOhaL0OvmxkoDvQNsmsZIJ5rHOuAXuj4RT8l8Cl0VVWHQvtZ001S9FPQefS6AhTZTZHx40VWl+MxrOjWKGlzVgoK6pH8abAGPVMUvTQlodt80l3ChivHK8a/kYszIXfhuZTpjTQXAwOBBlPOlcSugIsINZC+KX+m/pkhL8lboL2P8zEGac5DfA/T4rXkco0OFMovQj0XCTbwR6aC8esA7vk5Q+mfnVG71yPHkbj7meR30xZbYeuJXQkdDo042qpKdX5DvQ/m1JF87XYk2pos/6M5XtJ8QiYTE7XIzMbuhMNnaTbbtbA4byG/Hrol0y+zGq2H1E7o173oNqjKwzuUKXd+WjORfIMMg9DN5DWalPOgUptj4TOIrSWuttFaA80HDI0/HdZb3kderzxeaXdr4Nx8LcZpBZOQr8IvQw8anzen6f2K+2vBb9v/FmeddLjIZNO2W4m9ZVwUqIr/7NpNbN1BY9SPWro6J7CP6o3Rn1SJWdQbvcTejOpPAFnD8isyqkA78T/X6ftMNdzx5m6Jhf3Evde6Deh3zQ0cV1SfA1LToGLmb/g7XHYH6hSjMM//R3Y87hi/M8J/QH8IpCZndtkygQ9WBJHaQQmU9rMZezZpich9QFYMsFoRkMz9jeb/iEwk/KZiZ88SO+k9OhAoWj4F2SG6lsN7Pv9RPqcTp1vqoz1itJS76ylg0GQ9TdnEKEd+MbLlMkm1eP8ONq/ZWobCdyt+qM9YSY9mPKX+/E6miWtw/QhT4JzyNfd2L+T8kmCT3/rW+Bn4PwQmVbK5HlFL03RPwvnIJzuYCGcq8BvGS/13xH6DTjHwLeQrNa1PvHDUuyZSbql9KWlpC4Yx9PBn0nqx5CpVhQZpdMo24XgZpWXvmImcRUngp9RdFtps8fA532eNb5p3fgzuFnR64/MQejuioE1Pt6iGPcUHnIleR+LDbvR/y3f2IlVvmllmnqQ0I3ofBf6XcqTXtFzKIfH4e8kF+lGnvye802bnckavlq4Bz0PQzdQqlcpeoVYW0/oPmKtMs8187yIWltK7c+EVv4XSOuc6S2N/mhJaor3QQ9D5zlq7Q1krtcU476Hng7SnY7nHEDnfaS1hdQPgrQ7rwW8jtosQH4XdI7xIkMj82ejB1yCJCXmz4PG26VUU6h95QyBQxsMPAF9FzonQieAzxDaSKx6yvwG8DD5eoT2kg7nOvDP4BfoB0qhbegkNNMGndvB82jYavSYlgWdRazT0MuJFTTPAsW4+9FGPx83xdhjemkkvw/nBDS9sZS2hvJEiOOp5G9Bc6t/Lf58LU+rm6mva/Hea/H2a2l3S3Q9jRR5SgbGQFdCp5LWbiz/LXgC/auwdruhjR5wK2ndjmQhLW4hOCXq/6XUjrbre1RDwi1Kd1uidHw+6JAuo4hug2hN7CD7jMTiVqOhDl9Ng14b7R8U7ajnCybchTy72N5Xo76tGPCNj5XSOpQOwf8CqQxWOkDvHZhACf8j3r5D91DcP/v7BKdRJnd5xUJ399rUwz19pw2jTfs5paVFLNT1QHCcoj2eGinSWN5dWkrisYW6Dunp7GCacuz9mopHf+6Z5wu9/fna6G7RvYI9oXtGd4iGgOzdRP4DvA+cAtax0vU6dLPutmisyOnIPjhLQB13rVSdzp2Kbh/oheBmOEOh9yva2eAuOA2Ejgaz4CyFToTuBGeAbfCfh14N/guYBw4AK9DczXDO/0mfdOR0JvTLaJhEaIlyZF6j8uPBMPyXoA9pqGNs2K+0dwP0HkJzwVQ0n4Uff17f4XUtdA6pjIOeguQptA0zFqKtGpmNcMi71WEk4fRAfiE6Dym6ccZmk3flOKPBzYrWUTQ8Q+h6Uwvn2zRf4GI4t6P/RWINQGcW+u8GK8Ft6Akh0wmWoP9n0PuRyYXuEc2X0nnws6Hnonk+ev5oSsbUMqHrmbX1Rn42/DPwn6Y0mkwtGD2EumAtnJsMbWonWpKq50X1VfsPiuIJ6rdn4b9LrHToRmKNwbaRpDUS2pTh9chUIbOY/L5u8gi9DDyJzHjwc6SeHOmviOSwqCXKvx49mxT97yt672mo0P21b4GTZmwzbSSs7+wZAH7etBfoPEU7A20ZSlsvK7p9CL0eOivyfa0X5sUu/JVgmykxg3DmgsNMKJgOLgXXI/k7yqTY+LmxB+wEJ4AvIZlsPA3OFGz7I/i6WTtCzxdNK0BmO7iHuO3kqwocD75JHv+CzFNo/h78Q+Bk0wNA/yP+MwTJGUYb6Joap0yeN3aCtxMrDB0PPY20DuCfRzVWfL7ScbTrwBiwlLobq6Fx9GmBa5X2TlCPmeRrFlbdjG9MRJJeLmD0e8ZnjOXnZ+A5ituMzaZnYJ3KZTWsGZ3NtPqV6ifSf/bHn/vT+/XXnsr0SOBQ+q770TOM/oQ+zXoFTtD0ish0M/2eojvJ9Ifww+CL4B/QWREeKGhBD0JyJtb+2LQ1yvAd1lSHgpw9cJaT379C36ZvCfNmeLVK4+dPM4u5jbX3p9nBvN6sr+rcUOZ6i5nbKr2KXfWj7KevitPzMBsUJbQUVEn2y9zR0TWNAaw/pGt7Udpph9MU1byA8a3Q7iJFGS3rE6qTnf2z7j5GvNk6NnCP6WqzV82TfYHWlM+6rtei+fXu09T1H7vsbdanVSenkqr07S/SV2u9jAGfiBTShxSqheHlyKj8MaUlvZC2GuV4AdUgqS7TmZHVrPYrWmcVxcpmHWnA71SMY/XVn8mJkdGsxeXqWQ5RNAZcDB4AS1lr0nMLR3WNxToZt0f5enpBQo9Dt4H9NMXAJmh9yp8MNCLPEz9wiDn+JuoCjv8rwcHRkw/NyDRC84Z3TvtYyFveYfZ2V8IZQ+gOaK2XHVi1I+6IYvwscL7Wdfw41gZbeZ5yxoP+xArng01gIiONNCTn08/r+a4rPbwlgMeCG+JylAY3BKDBDXEl8Eugi6CLkPkuMt+FfhBa59Rpes7ESfPLwL8qBlaBHpwg+DmN5f+BFZK90LvRo6Osk/4i6A5wNlgK/xvY0EDJryYWVvkjJEcr9dyL4A8U/UZwo6LGFcyGswp6i6WriD9U9H8AquQaJNeozwuteCNv/4sERuEbt7LGopb8kTo9Hdgl+I6iPcp/V/I1UM/SOAPR2akahH4QXKQY8EH2ASmNgXGO4DLvC+qf3iOK/reh34NuBnco6rsjhb8ffJ1Y+gSfrGd7BH+l6NchqamneWcpDR3ZpgVuJe/6fo+DWH5cUxd+P3AsoXq66SDenus9Rb2MJPUfUPJgYDLowf8l/H8gReE79+gbFSW0O/xXoHPARDjfAfuCz1Cnu/AZbU3H/bsV9TyS0FqbT2jenR5+uY55vF/o2EDR6RH4pva9rNzO9h9VPjjbr4auhv429LehH4Z+mLib9MlOirn+S+BqLPwt+CZ5WYiP9cPCN+FrrFrvj/hGb8GfqVXCf4i2Pw7UEh7l/k7HaXpSy17hDVX0CwRf8ycpUsuvBZpB9bTX4nKhb8WHpcezXg08orXj6T+2vepr7WT7t2nvqudd7ezA5+lpta0dp428qu8ntRNIN6hvkxQ8oaWqbUrqMVWf2t5r2O+B2xX9r4LXgg8pBq4j9HU4hdrrBkyo4X8D/CY5ukawWedN9gpXz8A0u9+APgC9ABqO9yicP8PphP49+Lyio7X8mvsz0fwV5zuUj65vf0XfsSj0jdCfhh4OfZXQX9NysDa4v9Ayt5ZoHq07GTN4ygdPRlKhU5GRUHtgRHuGVuvz0C1KR3ZAfxf0wSrwAfBR9LwLfhW8TZF+9aTO5oTuB14BJwB9M3Qh+BmwGr6+Ofl4ONnSWdv3wHdBLecGdtkawreCy+Hr0+pBrB0PPqgpCl6nHPA59vsmEvot8CnGeM+F9Uzm0kgOY9Tfgn9i1PqqPB+HRfQptkZTt9doLBmvvgH2Y4R/LyP8Nt3Fi+jvcg9RAgfP69P/uKLoeUPjEisOPbnRUlKrcjUX9mSDkV6EKk4L6y5GD3I9BfmXw9qPleopSsEXwH9Hcz8s7AXNbhpj43R0rlH0BqkGmedq6j+L3GLpuQstPTcyi5HhQmgdtR5A5gC2vRY+JeneS03dG44IVppaixyU0C8jOUDfPiNlrqmviCQoh9Bg5M/qUeF/IndZGqrzetH8WcEd4Z9oi1N5a2ZY2+ABOCcjPLOUI3QW9EhQNTweVp98/Lz0P/bLZu87UmnZkWaebi9rPyxjEtOjrkCDPFWtX6lHSev7HS3xMWiXtnaQlvUW/ErkP0taxpIcPOff6Z2eYTygvYRlcQLTXqzISXJL2pPiKTj874qUhyJjEvMmTvsQ4wrWMciRFV6nY0jGe+N1jCf0MkaVqu0oGGHdNUmfa9ZZnmtJnAWN0F89473Ac0E5fwX3av9j7dVdEutlTopmetoSi3g3bQ6YYt5TG0XO7iJjkaLlh+C8B70KWtKKrELyPS8bS2aKJZ45lWp9BtRcHNLnlN07QNkG7qEnuRr8slqruYsc5h9preh/JinnLUvL9iwyP+LtcpaefJby70u7rqA9Sj3KXOxN2td9eI6ERqarD0R4a3ZkN8jedJi96QhnVyKcOQnvBDnbEDmN5ywzO93snq8we+twePdWmBMmYU6zhHljf5jT0WH2o8OcgTnPuYjzaDjPOfDznGk5z772eU68nGfPPcx/j4a3gvvgc3LjPOdtxLMVOeMh8yLlm3eu52Dtk+AJOObfb3l/eIRzApFfg5zPCXMSRlq+auC8+nn29+0MTr/f6TOzZsSbiR7LfYNanqg7mIyLsNm+HbwJmR9DvwN+D841IOfSrQXgi4TeD00ZWpxksJl/2aux6hH4jXDuBEvAftj/JUL/AuclaoFU7NfAp8H9zOb6E0rtuP8A/XVC50Jz5sc+jjbqwu5mzhVA9yYtLLQ582DVQE9G20+QNKmcgzb/eHSA/0ZYDJ5SdBrwXmTsUejhxIU9m1jpUdygpQp/CMjpKdv8m9Bz0JwWsDmxb/cEjTeOBb8DclrJxkNs6tcaHEUdqQ6Fj5/Yc0DO/9icobJvBZvBOmKZ+sWfbbzIxTZnG/maAHZaMs53OTElqLnmLIdjcnFE03U4X+RSei6nrRzTmqZHUfOODzic63BJ0eWXC24vsDuhr4Jvki5tyv138CHwjWi9qLZD0NSsVougscHoXxZ5W3JneoMIOeWMWYQzWtF/XuXUjUUdRd+W+BRIi7buBU274zSLec+iPAUt+hDtSznzZtFXWJxqs6pAc+bKlDC/pLAo88hXoFeRxxClZ/JLv+R8GbSR2QriD5Zpdz8Cf0EsY2ETdAL0z6HpnSxzXo7+zR4EmnQ50WfTa9n0aZHfRFHrFMvtPLAIpAezswk9oO+PFJ9fhc+vwudX4dWr8Hydo/H8dX4erUFN0fxzA32a9Tr4Ljo5t2bRq1imbW7BEtMncELJ4qSTRe9t/QqkhUY4TcfhQtvFY/+LvS+Pr5rY3/5O5kzOaU9mcti3AqUglL1AKavsQkWoZREQkcu+CQULIiKyq4CKuCEqIiAiIhRERFZBRERABUFErLKpKKKyiYgLv2+ehAr3vfLq/X3e9/5zO58+MyeZTCbffJ9nZpJJYtUFwubW6sB7vbU/IV0IiLMZgqeF8J2I0HjkwXmXUK3QXUhjL6E9SMNKAjMDLXDnov80Dc6IVQS1wrEIWNKC/1hQe2spSoB6W7+hTJwLehKIGZUX4eHkz5mEYl+EDl/Emb34GBBzArmP7qXzech9Uy+Ns3kRbYf/jY1foY0X/bMP7hP2eBG6QbDSb9C0i/5XPfxWD60kYWaduAfo68kvSOO8ENh3EUpLH3rnmv9zwa9cMCsX+p8LTuWCTblgUy7YlAs25YJNudC6XHAqF5zKBadywURcqQAuBj4NXAjsCswEbgY+iG17Ij0X+BX8EEoiMA9NYCaq1RnpdUj7bdB7SCcC/XYHZ0qEcYywJPnLq+PYoULkn3HMnaO7sdZv++CN5JfcHHb+DFv53o6zRmjFCC0X7cB59BmNVlLAW8RUIJ60snogjf1aryFtvGepfp+OJ6qO40uxP3p4sdxFb/Sa5M8D9NZyz9/LMxO4Ek+QRbDcIdwHh2fCcyx/XjrqI33FQEt0EW20BY5YTVFPaIjCsYfQzobQywrBM0PwQFECCB8TfkvnWx66LcBumYm0z82+QH8Wpd92g+/WPOT5HPmrIu23v37rjxmJAn0DOQ7LYVsJi0mUJvHMmuU/s/YuEPsS8GoL7ZQFtZToaVg4OgntldABKoblOPuyFdBXEtScPkYaHiVRpvTnToPd8mXYBHOYQ2iLVQWkYUkJ7kswS4L1Emy1fM1BL06iF2dtQtq3CZRHopWRaNck+rEhsDsE3ZBgdAgtQuhHIFQxNBdr4UUW6mmh3yugzNL3AeiM2IU0ep4W7G+hvbB8+8NDLMzFtfAsoeXPtYa2SOiqhOaEoCQh/xnGT4DQJQvsEOAO+V7ht7m+n+NsitpI+74E5RQNsATctMARy8/ve5Q/QxtzmC30Jy1fjX0PHwb7g7khf76r3zrU9HoIEiWE0Je283lvvrXBVoWzFoLihdBXl/65boIya6FWUOAQ9h7yzwgsFoKiimy0lfHAbkAN7A40wJ5oPVchXRk4GXgrMMNDbp3nohWei77iXLTUHjYBpgAbopyTwK+wBK0z91Hmorc5F31RD9ELEvAHgV4H+T156D+r8UCvff/de/PqkRCuT3ojdCsdV2tHcbvnXf0Y4fXffv+dPLbEi5zIVlI9s3v2osTed2UPpq39s/veRicG9O2VLQoO7jkiS5SjBAq1bNo+kdLatrk5kdp3yGiRSFk3tWfk/if3z+JZQQsyVuQWqzl1plrcNyiNNVGyqRBjJapO11IL6kKpNIASg3VhKsztS2VKoUZ0HY8lanP9ywTrIqzWmqpQDdbxltx6pNEgSgrWxXEP0PA4tSY1oVZ0C9Wh27iv5fVGvfWGilM5bi/TeTTQHm9jvpUG0+00kjV/fF4ul0rwyMeletw/y6AO1Ju8rwAPoWxuCcdwe3cpn2QliVE3720PbTqmJ1Jqx/Y3JHo9RJSRwK1JPqrP/cYbqSOrucWj3iwazmfiHm9Ux3liVJIqUH5qQE15pJxJN1FfLrMHDeXW9y5u5ycFuUrx6LAANaRm3CNpx/2LflyDntxHvING0ziaTPf2rjm8t0wEVgKmAhsB03v3HDxCtgd2AXYH9gEO6t17yDA5DDgGOAX4OHAucAlwFfAr4EnghT6DB/YPhYAOsCAwAVgOWKVP1tAhoZrAusBGwBbA1v0GZvUMZQI7AbsBewEH9Mvu2TuUBRwFnAh8EDhzYNbAEaG5wIXAJcAVwNUDhw8dHHoDuAW4HbgLuI+r1jOUCzwOPO+hsoEFB2fdMUQlAZOB1YCpwPqDh/YerJoAWwLbANsDuwC7D+nbZ6DqAxwEHAYcCRzDxWSricApwOnAx4FPD/X2Mhe4CLgcuBq4aZiH24DvA/cCDwAPZfMBqK+AJ4CngeeBv3toh4bzebfjgTFgYWACMGn4kN7D7GRgTWBDYEtg5vDhKTXsrsAewH7AwcBs4CjgWOBk4DTgDMaa9kzgbOB84CJgDmMteyVwLXATcCtw5wg+OvtD4AHgEeBx4Ok7sgb2ti94GCagDXSA3ihcspJUoap/I3WpR/ivMcRBsdbE/xtp/93rXh+qMKtbDVaqWqx8tVnF6rAy1WPFaMBcv5Z1rzFrWFNmfXNWx+uu2PJfpSxW08J/IQ7GDpRwVXSugp7uFacSfyMlyFwVo1dBxSqan/WvIGr/7/4SVOGq6H8l0R8j4PoM+W2ob19cuSJ9VSx5FbS4fSr3F+JLV9z+DGNXRfRog+t9/xoltyQVqdLfSF26ovJneLW9Ca81vwqWvgpa3GqX/wvx1fZxC94Ut4120X7vLWoiQZQTVUSaaCLSRaboInqIAWKYGCXGiylihsgRq8VmsV18KA6II+K4OC0uWJYVb+W3iltJViWrplXfama1ttpbXa1e1iAr2xptTbRmWLus/dYh62vrpHVekozImCwqE2WyTJF1ZZYcKcfKJXKlXC/3y0Pya3lSnmcxiIRioaKhxFByKCVUN9QklB7KDHUJ9QgNCA0LjSLbu4Ugt6GfIUJd/DhuC3plItqHvHt4IjqIPTSOijh9nJHONGeus8LZ6uQ6Z7Wti+sUna676iw9Wc/WOXqz3q9PGssUNt5Vfw7Gu1cRx3FW8Jv36amIedQsCFIHzPd+HjcliBv5caFdfly8jR+X8urJcWnj1ysxy/+d+Gjwe1Xw+yRKdsqkl+lW5mxSLGlL0udlZ5RdW252uV3XbLvmgr/f8tvK78NxWeW/Lv+7v4cKVfwjr9Dd52SFPsHvKUG8IIg3BXGuHyf730YQFYN8VSYG8aXfwXZVgu2qBNtVOe/HVQsGcUoQzw7iC36ccsCPa7QM4tn+EaeOCOLJOKZQ6szURanrU3fhV8naA2qPrT2zdk7tbbVza59Oi6QlptVNa582KG1y2qy0nLStaZ+nna3j1Clfp0mdTnWy6txXZ06d1XU+rPN93Yi/l7r7/NLr5gbxST+ulxDEGdiPaGD7vxt0C+KgVq3H+vEN1fy4zaIg3uf7QpuvsH3RNifaUtvCbau1TW/bve3ItjPaLmm7qe2+tt9nRDJKZaRmtMnokzE2Y1bGyoxdGV9kXLjR+Hu98bhfWmYMvwtmJmc2yeyUmZU5OXN25orM7ZmHMs+3M+3Kt2vYrmO7Qe0mtpvVbnm7re0+97duv93fukM3/I52mNthdYddHb7q8GvH/B2TOzbq2LHjoI7jeezCdrjpcd87blruvbOe4yN+3CnLL6PTBT/uHPhl50ZBPCiIg/Vd7vO367LaL6/Ldt/OXb7y7XGzFcSRIA7Ku7lgENf0t7+5WRDv9eOuEy/7ykoyymzpvW2Y+/BtefGr4lWywvXD9fElmPyhEd44MzQ6NNq77hJ6jKxIs0h7FooukS5UKDI6MoYKR8ZFJlCxyKTIJEqI3B+ZSiUjMyKzKTHyQ+Q0VY1WjFamGtGUaAqlRk9ET1BtZ4vzNqU57zjvUF2dTxemerqoLsq9CqEGcesYE0lWqmzJ+pLAfY5mPE5pz2OXXjyWyuZxhfeloRk0i0eWi2g5j2PfoK30Pu2jz+kLOkFn6VcREk54FcnwkvDS8OuIc8KrES8Lr0G8PLyW46WcWod4aXg94pzwBsTLwm8gXh7eyLZYGt7Ev3I495uIl4Y3I84Jv4V4WXgL4uXhtzl3Tngr/1rGud9BvDS8DXFO+F3Ey8LbES8P7+Dcy8I7+ddyzv0e4qXh9xHnhD9AvCy8C/Hy8G7OvfyfLDKAx1qjeHz4VyzyIY58SXhPYJm9gWU+CiyzL7DMx7yfJeH9gX0+CexyILDLp4FdcgOLfBZY5PPAIgcDixwKLHIYFjkSWORoYJEvAot8GVjkq8Aix2CRrwOLfBNY5HhgkW8Di5wILPLd/8UiM2kOLaScP7XI94FFfggscjKwyKnAIqcDi5yBRc4GFvkx8JhzgWV+CixzPrDMz/CYC4F9fgns82tgl98Cu/weWOSibxHu5MEiEeFbJGL5FolIzyKRkG+RiPItErF9i0TCvkUiEd8ikbi/YZEttJP2Ui5b5DidpgvCEvGReN8ikahvkYjjWySifYtEjG+RiOtZJBLzLRLJ51skkt+3SKSAb5FIQd8ikUKeRSKFfYtEivgWiRT1PSZSzLdMpLhvmUgJz2MiCb59IiUD+5QK7FM6sMs13pFGEgO7lAnskhTYpWxgl3K+Xf62RU7kWaR8YJEKgUWSA4tUDCxSKbBIZVikSmCRqoFFqgUWqR5YJCWwSA1YpGZgkVqBRVIDi9QOLJIWWKQOLFI3sEi9wCL1A4s0CDymYWCZa+ExjQLLNA4s0ySwTFPfMl5L4NXbawfEo/iWShY3BBFuE7yrQylsrxaUQV2cPaz0zSPtQo86e4PUY85HSLXnZfuC1GPOx5y6Dvn2B6nHnE+Q8vIdCFKP4UsB5XicVxfXjDpRD1b1ETSWpjif5u0pN29Pn+Xt6fO8PR3M29OhvD0dztvTkUt7cr7lVKtIc152Ikg95nyH1HW87PsgdbUaHc2r0Rd5Nfoyr0Zf5dXoWF6Nvs6r0Td5NTqeV6Mf8mp0Mq9Gp/JqdDqvRsx9Uc27i8r9e2/ORFmrLN78z+28TkVbP4L/T/MYNIHr3YT9uhtlsUfPpyWscd6bi21yZH58z+pmslS9YEkrLLkFS7j3p7tzqn6w7nqs63JZ7tZY0jUv963IrfAm2KI8iiqHbc5iP6d0Z17bANv8iP2cxjbdsPVl23h7sM56teJtunq5vfpYp72c1nl/z96erHNe7awzKKWzVxPPAtYp790wqp5qwLbw5vccunS3jf9b4RvHx4V3z2nvZcuk2MdhLS/ddNlSIbg3JRZfsW2ON0dKzLpi26c5LLh0BztYGhKTEabz8qwryvSenO50RZldhTfHt8UVZbbk0OnSfe+8MlMQmvDy4leUWe3Sfa28Mm2RQMGbcS6Vyd5wWnj9wNzLy8Qd01zyzsXWy8v0vukc3PEOyqQV5N23m31FmXM4eG8rnHJFmVMQvBFK9hVlek/Fdb2izO6ssd435C4vszUHb3596hVlpiJ4b0gtlbec/dxug+/5/OzNYJHx0qF4+z77frx//48vRInoPKA3k16Y/Uh7tRNuOr5MIu377fusi15JEh1fLinem4UoHbAqniz3rPujN8azTljf+dvErJiISWwT8maMRBdGF5KIeZczLBytN7+uSlDXdBytp5nel+kuLfPq8fxfqb/5JPgOozeOveQp1wffjfRGcCl5y/51aVxGrN9V1vX3j0l+Y5eUnroIu7TtXTeyxHL6SB6XpWWyrCyryZoyTU6Uk+W9coqcJqfLh+Xj8gn5lJwj58uF8iX5slwql8lX5Gtyjdwg35Rvy+3yfblb7pOfyM/kYfkll3VCfidPytMq2b2orlWNVVPVXLVQLdX1qrXKUO1VJ9VVdVe9VH91mxqqhqs71d1qrBqvJqrJ6j41RU1TD6rpaoZ6VD2uZqpZ6mk1W81Rc9UCtUgtUcvVSvW6WqvWqY3qLfWO2qF2qQ/VXrVffaoOqqPqa3VCnVRn1Xn1i7poSztsR23XzmcXsIvYxe1SfNyJdhk7yS5nl7eT7Up2FbuanWLXsmvbde0GdmO7qd3c7mb3sPvaw6MroiujqxzLsZ14xzj5ncJOcae0U9Yp7yQ7lZwqTg2ntlPPaeg0ca5zrnfaOplOR6eL083p4fRxBptD5gvztTlhvjenzVlzzlwwv7uWG3JtN+LGu8bN7xZ2k90qboqb6tZ1G7ovui+7y9xX3dfdde5G9y33HXeH+577QWxgLCs2LDYiNio2ms/cbhmRXlextCzNHlxBViCLz1xlPrdVZVUKyRqyBilZW9YmW06QEygsJ8lJFOEzei/Fyfvl/RQvp8qpFJUPyYdY4x+WD5OWj7FXGD7TT5DLZ/spisln5bOUT86T8yi/fEG+QAX47L9EBdkDXqZC7AVLqTB7wjIqwt7wChVlj3iNirFXrKHi7BkbqAR7x5uUwB7yNpWU78p3qZR8T75HpdlbdlOi/Eh+RGXYaz6hJPacz6gse89hblG+lF/SNfIb+Q2Vl9/Kb6kCe9N3lCx/kD9QRXlKnqJKKlklU2VVRVWhKqqhakhVVSPViKqpJqoJVVfNVDNKYY9rQTXY61pSTZWu0qkWe19rSmUPzKDa7IXtKY09sRPVYW/sSnXZI7tTPfbKXlRf9VP9qIEaxCPRhipLZdG1KltlUyM1Uo2kxmq0Gk1N2GPHUlP22vHUjD13IjVn751MLdiD76Pr2IunUEv25GnUir35QUpnj55O17NXz6DW7NmP0g3s3Y9TG/bwmdSWvXwWZbCnP003srfPpkz2+DnUjr1+LrVnz19AHdj7F1FHZsASuolZsJw6MRNWUme1Sq2iLh4j6GbmxEa6hXnxFnVjbrxDtzI/dlB39YH6gP6hdqvd1EPtUXuop/pYfUy9mDOfUm/mzUHqw9w5Sn3VMXWM+qlv1bfUX/2gfqAB6ow6QwPVT+onGsSc+oVuUxfVRRrM3JI0hPkVpizmWJSGMs9cGsZcy0e3M98KUDZzrggNt4vZxWiEXdIuSXcw/5JoJLOvHI1mBpanu5mFyTSGmViJ7mE2VqGxzMhqNI5ZmULj7Zp2TZpgp9qpNJEZWpcm2fXt+jTZbmQ3onvtJnYTus9uZjej+5m13WgKM7cHTbX72H1omp1tZ9MD0Veir9CD0Vejr9JD0deir9F0ZrRFDzOrbZrBzI6nR5jdhh5lhuenx5jlhelxZnpxesIp5ZSimU6Sk0RPMuvL0yxmfjI9xeyvRE+zAlShZ5wUJ4VmO6lOKj3r1HXq0hxWhIb0HKtCE5rrtHBa0Dwn3Umn+U4bpw09zyqRSQtYKTrSC6wWXWghK0Y3epFVowctYuXoQy85g53BtNgcNAfpZXPUHKUl5pg5RkvNt+ZbyjHfme9omTllTtFyc8acoVfMj+ZHWmF+Nj/Tq+Y38xutdIUr6DVXupJWucpV9LobdsO02o1z42iNq11Na918bj5a5xZyC9F6t4JbgTa4ld3K9IZb3a1OG91abi3a5NZx69CbbgO3AW12F7oL6S13sbuYtrg5bg697a5wV9BWd5W7it5x17praZv7hvsGvetudjfTdneru5V2uNvd7bTT5UDvue+779P7sQGxAfRBbEhsCO2KDY0Npd2x4bHh9GHsztidtCd2V+wuHoNZojzNkGVkRZkiU+UZ+YB8RD4pn5HPyefli/JV+bpcJzeiBdopd8m9cr/8VB6SR+Uxbn9OqIryjKqoKssHVBuVqTqqLqqb6qH6qAFqsBqmRqhRaoyarxaqxSpHrWAerVGV1Rtqs9qqtqv35V6O96kD6jN1WH2pjqvv1Wl1Tl1Qv9uWbdvxtpbHVBu7kEyyS9iD7TTVkVPd7V52f3U4utoJORHHcWJOQaeok+AkOuWcak4tp47TwGnsNHdaOTc4NzrtnU5OV6e708vp52SZI+Yrc9ycNOfNry65jhtzC7pF3UpuNbemm+bWdxu5L7lL3Vfc19w17gb3Tfdt993YbbHs2EhuDx5GS0BoCQTaAAttgEQbEILWK6i8DX0PQ98j0Pc46Hs89D0KHXeg4xo6bqDjLnQ8Bh3PBx3PDx0vAB0vCB0vBB0vDB0vAh0vCh0vBh0vDh0vAQVPgIKXhIKXgoKXhjonQp3LQJ2ToM5loc7loM7XQJ3LQ50rQJ2Toc4Voc6VoM6Voc5VoM5VoZvVoJvVoZsp0M0a0M2a0M1a0M1U6GZt6GYd6GZd6GY96GZ96GYD6GZD6Oa10M1G0M3G0M0m0M2m0M1m0M3m0M0W0M3roJstoZutoJvp0M3roZutoZs3QDfbQDfbQjczoJs3QjczWTFLUzsoYHtoXwdoX0fo3U3Qu07Qu87Quy7QuJuhcV2hcbdA47pB426FxnWHxv0DGtcDGtcTGtcLitYbitYHitYXitYPitYfijYAijYQijYIinYbFG0wFG0IFC0LijYUijYMinY7FC0bijYcijYCinYHtGwk9OtO6Nco6Ndd0KnR0Km7oVNjoFP3QKfGQqfGQafGQ6cmQKcmQqcmQacmQ6fuhU7dB526Hzo1BTo1FTo1DTr1AHTqQajSQ9Cj6dCjhy/ToOqy1lU1aIf8QO6RH7MGHYQGsccHGlTpL2vQalVJbVBvqrfVu+o9uYfjj9QngQZ9o75Tp9SP6mf1my1sZcflaVAZ1qDboEFloEH9WINe/5caVNNJc+o7jZxmTkuntZPxTxp02HxpvjE/mJ/ML+aiG3Vdt4BbxK3oVnVruLXdeu617iJ3ibvcXemudte7m9wt7rbYoNjtsTv+q0H/1aD/atD/Ow2i4hTvXZ3wr2G459yf7NLyuPsrvpXlXa3ARRVmnHdNQ+KaRoj9/wgz7rg8TmGcu4g90B6I963WJ02JlE1b6H3aT0foBJ0TJOJFQVFepFA8FaYESqJkqkapVJ+8N522kT9y6RPlT4yT5c+MU+QvjNPtKWSpa+1RjI1tHpuqpvYYxuZuMbLMabcE49k/KfEcSjyPEi+gxF9R4lSUeBdKvBsl3oMSi6PEBJQoKGSP9XIjNS4vNT4vNSEvNTEvNSkvNTkvdS9SuOLonPHSztlL69xv81Inglxh1vZDROo39TtZrMIWl6Bsm2xW43iKsIr24zO13t2Ab5J5V4ciKDt/dCefi4e8reXxP9K29yy994TRFXlj6o+8f6Qvy1sf16vKIXeMSwvllRsKcnprjBzHvsDL/RjbW15Z5D0r5F3rL89nA2XwXkJ5+wvl7S0UfY9/nZHTWU9Rotnsl+TH7FnelTHvGgLhaoDgLQ/iypg3o6wSpfC/94Yt75kef5nnB4UpKbiS1RpHdBT4PPAl716zf31X5pf5uX1oJW+gOFVLpZJRdVUDitnX2TdQQTvD7kAl7E52Zypj32zfQmWji6LLqHz0F4eomu6su1Oqm+SWp4ZuY7cxNXV3uR9RMzfXPU7psVAsRJ1jd8fupi6oVyTwyfrUhtrzv/f8bo+gzhHvejUfRyk+mjT+bxjU/QbU9zngZ7gaL5E+CJwOWx/Hmfj/fzxhrqk3GzeN0imDvLk03YKjCQc8TAiY6B9Lmz85ll/zjug/dywudeLae3f9h/H/SE6PoYmcmkYzOD0zuFrt5/S+TlsXZ7IJH1NNPpddONWD+nF6cHCsbXFM64CHcGRp8uQfxxzdiTU7gGfyjlzgCUAPXwUe/o/YoiCsMJLG0mT+n8Zp787lWJpDC2hxkFrOS1dxHdcHVikY+EJryuT/Tpz2rNk6KMlPjeGlEwP7ZPwv7TPhMhb8J21VgM86t/Q0iq0yiu01DbaaTfMv+7WIsoM7IP4WeW0T/3u+0536wE5//BrJ63073Yhje+SK4/xnKz10mS2WXqZyvuJ9GdjwP2Ed7w6LwIxO/1csOKpM3DEpAxwWrKvGcQsEL0e7YGlRVvNqQfCXs+5H50Xne1+7jS4gy013/Tsil+5xWLxNnNd3cX91z7s/uxfcX9zfXO8L5wp9FUL/xOJeHO+De3E3keLe0UbWLNzzJPgk5YeFvTlLl1qR9rh/s44Dma7GexbCm99UAPOE0XMy/egHOkmnzBtmo+ljNpk3Td//I09Xc4vpZm413c0/TA/T0/Tikv5uOdWooL5P328eMA+ah8w084x5xDxpnjJPm+nmYTPDzDKPmUfN4+YJM5Nzx1ivqsCTPF/awX0xiw5zsOk8h7AwwlBExESM4kR+kZ/ixRKxhKJiuVhOjlghVpAWa8VaMuKsOEuuuCguUswylqF8Vg2rJtvIYu2rqifre/Vofbceo+/RY/U4PV5P0BP1JLPQvGBeNC+ZRWaxWWeeNXPMc2a2WWnWmOfNErPULDcrzKvmNfO6ednMNfPMfJNjFphl5hWz2qw1680qLr8MFcPTagmUgDthVWAFz2O8O3kheI1izb2Rj6ojhzjqzIFHARyiNJCyuBeyhkN+HH8BHH8ROs6hKKxQTEghqbj3aUoqAYskwCIlYZFSIlEkUmmRJJIoUTwpnqQysFESbFQWNionXhOv0zWwVLLYJrZRRbFX7KVK4gvxBVUOx4fjvVqLdJqn79Aj9Sh9p75L30HXcO+ogh6JWcb+nPtqVN1be/l8eH3XH/PhzW1msBlu7jGTzADT3wzk34PMYOrDy7LNCHMHH99Oes/cQx/QbtpF/SnHTDQTzCRWokc4/yBaRmt5qxG89R28Ba+jQ9w3/4KO0Tf0LZ2jn+kX+k1ETBaHoWaosM1dHEab0UILV+QzYzmMN+NFEVFMlBAlRWlRxtzPYYqZIiqIimKaGWKGiFniaTOSw50cRplRYr5YIBaKRWIxWy6H7bZCrBSrxBozzowTG8RG8aZ4S7wt3jGTOdzL4T4OU81UsVvsMcPMMLFfHBCfiYPisDga9ph6PauKpyvJmFPoPT9gcZtcF75wK/tCL+pNpakvq3MZGkDDqSzdQeOoOk3gUJ/m0jy25hJaStdyS7acGsM7mtBW2k5N6UMOLWkvh1bwlHQ6yuF6+pJDa/qaww3wnTY8ojnBXvcThwy6wOFG+pVDJv1OF6mdsNibOoiwCFNnEScc6gLP6gbPupU9qzB1F0VFUeotiovi1EckiATqK0qJUtQPHtefPa48DRDJIpmGiEqiEmWJB8QDNFTMZB8cJp4ST1G2eEbMo+HiefE8jRYviBfobvGieJHGiJfES3SPeFm8TGPFUrGUxollYhmNF6+IV2gC5l1OZJ99jSaJ19lzJ7Pnrqd7xRviDZoiNolNNFVsFptpmtgittADYqvgMSP79S56SHwoPqSZ8O4nxT7xMc0Sn4hP6GnxqfiUnhGfi89ptjgkDtGz4og4QnPAgOfCkXCE7e7PK5kCjW3j653uqXvp3rqP7qv76f56gB6oB/2zJuL5Be+5jSLMWP9pigQvD2876FKePytH36ZH5OW5TQ/WQ3SWHqqH6dt1th6uR/zlff2FcvLq04eqm3qmvmlgGpprTSPT2DQxTU0z09y0MNeZlqaVSTfXm9bmBtPGtDUZ5kaTadqZ9qaD6WhuMp1MZ9PFVDZVTFVTzVQ3KaaGqWlqmVRT26SZOqauuRkzVLpa9/POplpTWTUs9s0kE2+0MaaESTClTJIpa8qZa0zUOMY1MZPP5DcFTEFTyBQ2RUxRU5zzlTSlTaIpYyqaSqa8qWCSDY+oKSSqiVpccswqQLZVyKpM8daD1oPMJUvE00SzQU/V0/QD+kH9kJ6uH9Yz9CP6Uf2Yflw/oWfqJ/Us/ZR+Wj+jZ+tn9Rz9nJ6r5+n5+mW9WC/ROXqpXqaX6xX6Ff2qXqlX6df063q1XqPX6bV6vX5Db9Cb9Eb9pt6sX9LP64V6gbG4/Bf0KWPrRfot/aL+UJ/U7+hteqd+W2/VO/QuvVsf0kf0Uf2F/kof19/q7/T3+oz+UV/Qv5iQUfozvUW/q7fr9/T7+gO9R3+k9+p9+mO9X3+iD+hP9ef6oD6sv9TH9Nf6G31C/6DP6Z/0ef2z/lX/xrQNm4iJ07/ri4YHvPq0zmUr3cjtjPeuFU9xBLcyE9hTpnJIhb7UhrLUgbLUpY841IOa1IeaNICaNISaXAs1aQQ1aQw1aQI1aQo1aQY1aY4W6jq0UC2hKa1EPJ+LdOGwslwPZWkNZbkBbVYbUVAUpLaiMKtMBlTmRqhMJlSmHVSmPVSmA9q1jqKcKEc3ifKsOJ2gOJ2hOF2gODej1esKxbmFFecZVrFnxbOsYs+J51jF5rEG/QMa1AMa1BMa1Asa1Bsa1Aca1Bca1A8a1B8aNAAaNBAaNAit521iPSvRYCjREChRFpRoKJRoGJTodrSw2WK72M7at1PspBHiffE+3SF2sUKNhELdCYUaJT5mhboLCjUaCnU3FGoMFOoeKNRYKNQ4KNR4PYXVaULA4Ksx8H/Lbp/BVbznua0p1hQwOJ3KMFfzXcZdn5PxzGGP1x6Lr+RwMbA44XIeY0ZfZVGVu62nxE+c/tlyvXlHIkIT/k3m5gSMXcPs3AxOLmYWbwAzlzCLX2Yev8JM9nj8GvN4PTN5EzN44z+xNjfgrc/anf8B3npXfjIC3pZj5gnM0C3h9Y64p7+Ee0flaC2HZO4L7OVe2SEOdbl/dITZ+wWH+txPOsbs/YZDQ+4vfctlnOPQiHuRPzN7f+HQlH7j0Izbf4t5GxLcJxG2sJm9ERHH7I2KKPNWC828dYXLvM0n8jFvC4gCzNtCohDztogowrwtJooxb0uIEszbkqIk87a0KM28LSPKMG/LirLM22vENczbCqIC87aiqMi8nSamMW9nipnM21liFvP2afE083a2mM28nSPmMG/nirnM2/liPvN2gVjAvF0oFjJvF4lFzNvFYjHz1uvj9uHeWg7z1uvp9kNPtz/33FYyb1eJVczbNWIN83adWMe83SA2MG83io3M2zfFm8zbt8RbzNu3xdvM23fEO8zbd8W7zNsdYgfz9j3xHvP2A/EB83a32M283SP2MG/3iX3M2/1iP/P2gDjAvP1MfMa8PSgOMm8Pi8PM26PiKI0N8x+N0610K8z9y49rm4JC1jFm1hKvj2HNJe8NYn8sl9Y3eWv8EaZ3JQLvrKMOwZKG7CNTaPoVy5J52Qgew1++rCBGPnODZV6ZK3hJ1HrIeoI5/aT1JMVZT1lPUXzczXE3UzSue1x3cuJ6x/UmHTcoLotM3O1xt1OB6NnoWSoYPRc9R4Wi56PnqTDKmomr7t72hO0FtrewvcT2IWwfh+3jsb13NVjEjQD28kbF1nrJvRLJRy/x/WU+Usk2WMjhBO/jNHnfP/xj+XRpLO+t2d57qQ/lLQ9ZIzmcs9bjvUPet98urfHetOJ9MUxYx/OWWVa6tct7fx3/77ss51r+/5/qzgSupq3//3s453SGOpWSJCmRpGGfJhkvRTKl1A3J0Fw0OaVk1iXcWyGlCLdZKKLMGW6mpElSyZRkypS4hOS/9vfU6ez7uM9zf7/ffZ7n9XdePmft73vvdVZ7rfVd0x7ouXQMjRl79tUkMpHdD4VaCE2ZvelnujqgFFUT9cT9nv3xl0QYPA+JJE4TF4grMke4ov9ayJ6K/jZXmSNOE9bw/CkSedk4Oiw9gr6Dij4LxjI2+j1B9XTPCo+RsdLXzxajGCYQU/BOGftYuKqXRF7clLCS+U1beNd8PFwb3GOlCCW4apfAO3FKxq6OozzAvZCnfoK/xFN7CNaJ34enYZCojavG62WOKUXtHH1NL/3sC2n+oZqZA9ce00+n1Jaxb0V1Px2u7MVxbo8d9c3X4/RTbOnca+3Jbywai8YDcHrWin7icr0MCcBn4rY4PXNN3yd2TkrY2Ezkl6xwQ5y+rpR+OnWmzFGWqGeiidPPUaTvPdwkcxQ9ov+AE5Aq+pnBQV1MUo9Q2SdSiBRMgZXISsSEnKWcpZgi15ZriymhOhGBKUPZp6Dsi6DumCq+UnyFmSm2Kb7D4Op1SW3nudOrKqhsnEUxFhOlmBZRjrzBEE4EJwKzFvAEPMxGcEpwAZug+FrxLcxUE0Qy+uXumsgn0qTH9kfH1mJ6qGQ2YRTRjOIZxQnjhGE/QGzjILbxEJs1xDZF6olwIgs0GWbvfofwXtBTkpERqs80oVee1Lq9FoqThbzWfrpGoT33IzWAdRU1jM5jlqAYpXUnhC5KQ5cgRD8zOo7YCt6KgmPUUfsmOYb2hN1H9YQvdYVljqRLFEqJJcqbMGw58rTRWAwWjyV3zQfT94AVYcVYCVaBWswG1F4+gTta2lHpZaE+qhLqg6K8R31KY9wcH4mPQ+VnGipFs/H5uBe+CA/Bw/GVeBS+CY/DE1BLlYpaolwiFqU/lohDGkdsQboFpYUgthLbkG4j4pHGE9uRbkdnhSASkMcliEQ6p4gdyO8SyPsmQw7upM8DykeCSEEliGAlohJEcJaiEkRwbZFXJVA5ckXqypuLdC7PDakbbx7SeeBt5/MWIF3AW4h0IV2KeO7IsxI8D+SFaV/shdSL543Um+eD1Ifni9SXhzwaz4/nj9Sfh0ahyF8vRrqYF4A0gBeINBB5cIIXxAtGGswLQRqCcp9APl2MVMwLRRqKfDnBC+OhNPOW8sKRhqNST/AiUAkhUNn/gPQDKvWEoB2VegKV/TakdNknFN9BSeLJ3H2pDnXrR0wyf/x31TANrHtFUV7wEZ3VGFqJ51BW8zFceAj5kl7IL9jiC/HlKIcPob57E95BqBEUMYXwIlajXDpKlBFPkEPSIM1Je9KPjCJ3k8fJKrKFxWJpsaxYM1kBrGhWKus0q4b1ms1lD2SPZruwQ9g/szPZ59j17DaOPEePM47jiuphHCeHU8y5y/kgpyRnIDdBbr7cMrl4uVy5K3KNcp+5qlxjrh3Xg7uSu4Obzy3lNnM7eeo8U940lHNrebt4hbwK3jM+wdfkW/Id+Iv46/l7+Sf51fyXAo5AWzBS4CwIEmwSpAuKBLWCVnm+/CD5sfKz5cXyMfLZ8hfkG+TfKwgV9BWsFdwUwlHf+gDqvd5XaEd9dkM0KlgoXC5MQGeeiwkxVbqEc2OgnD8HfSYlcUDigMQxyBYgW4BsYZCtQLYC2cog24BsA7KNQeKBxAOJZ5DtQLYD2c4gCUASgCQwSCKQRCCJDLIDyA4gOxgkCUgSkCQGSQaSDCSZQXYC2QlkJ4OkAEkBksIgqUBSgaQySBqQNCBpDJIOJB1IOoNkAMkAksEgmUAygWQySBaQLCBZDJINJBtINoPsA7IPyD4GyQGSAySHQfYD2Q9kP4McAHIAyAEGOQjkIJCDDJILJBdILoPkAckDkscgh4AcAnKIQQ4DOQzkMIPkA8kHks8gR4AcAXKEQY4COQrkKIMUACkAUsAghUAKgRQyyDEgx4AcY5DjQI4DOc4gJ4CcAHKCQU4COQnkJIOcAnIKyCkGOQ3kNJDTDHIGyBkgZxikCEgRkCIGOQvkLJCzDFIMpBhIMYNcBHIRyEUGuQTkEpBLDHIZyGUglxnkCpArQK4wyFUgV4FcZZASICVAShjkGpBrQK4xSCmQUiClDFIOpBxIOYNUAKkAUsEglUAqgVQySBWQKiBVDHIDyA0gNxikGkg1kGoGuQnkJpCbDFIDpAZIDYPcAnILyC0GqQVSC6SWQeqA1AGpY5B6IPVA6hnkNpDbQG4zSAOQBiANDHIHyB0gdxjkLpC7QO4yyD0g94DcY5D7QO4Duc8gD4A8APKAQRqBNAJpZJCHQB4CecggTUCagDQxyCMgj4A8YpBmIM1AmhnkMZDHQB4zyBMgT4A8YZCnQJ4CeSpLWNCesqA9ZTHaU7oHy42hlXgO2kMigEQAiZAl0N+NoZV4DioldB+YG0Mr8Ry0h7gCcQXiyiBzgcwFMpdB3IC4AXFjkHlA5gGZxyDzgcwHMp9BFgBZAGQBgywEshDIQgZxB+IOxJ1BPIB4APFgEE8gnkA8GcQLiBcQLwbxBuINxJtBfID4APFhEF8gvkB8GcQPiB8QPwbxB+IPxJ9BFgFZBGQRgywGshjIYgYJABIAJIBBAoEEAglkkCAgQUCCGCQYSDCQYAYJARICJIRBlgBZAmQJg4iBiIGIGSQUSCiQUAYJAxIGJIxBoJbwoJbwGLWEHkchEg4knEGg/vCg/vAY9QeNo+iRDY8moD0EWnQBtOgCRosugBZdAC26gNGiC6BFF0CLLmC06AJo0QXQogsYLboAWnQBtOgCRosuOAfkHJBzDHIeyHkg5xnkApALQC4wyHsg74G8Z5APQD4A+cAg7UDagbTLEnpUyo2hlXgO2kNeA3kN5DWDvAHyBsgbBmkF0gqklUHeAnkL5C2DtAFpA9LGIO+AvAPyDgiBKcmOiWG+SAhzPoYwX2QBo2QHGCU7wmzPTBgrO8FY2RlmfkJh5icMxs0rYdy8CsbNq9G4+R1GvyEkHa6LNkCj57GYHTYTc8N8sBBsObYei8OSYZ4aZj8gBDMgEIJZEAjBTAiEYDYEQjAjAiGYFYEQzIxACGZHIAQzJBCCWRKY8/kdI2AuiiWZSYB7u2MRwwS/I7sAUi+P0e9ZUMNMsdGYPbYQE3elln4KxHGsBJ6Z/gRrxT7j8rgaro0b4HbwK3S/K1kyOwA9rWRoM1O6LHQPKxlyv9tSBZY3MpYbYGkFCx1jNcRIh25KQzXS0C1pqFbml+vglx9L46iX7nVbGmqQhu5IQ3dl4rgHcTyRxnFfutcDaagRQpLypQZ9jWTUWyWJPei7FH3vlcbWBH/V2+6/k561RqUuB42y5IhDaNwkT+Sj8Y4CUYDGKYrEcTQiUMZwWCPkw9UIdBx033kP9JP3dlmugaUULPQM5iniIWNd5FFX7tPzkDDfKNlCuUzPEhGEFTEO2STPcXPpsg0iDJGKu2btu61CQg39PW7ooylrxz/gneh3JsCHxSB3cTrn5xNeDOsVvALFo0rYEfYM+yH8OMbCO/AOgiIsGSQB342x6XVbvIlQ+8OvL8PXovQrMWxeOGrn8KN4B8Nqj6MQvSKGP2HYLfGx0iduVDCIJj4I6V6YDe2xcnAh0k34AVkrqgftKPaxuBiPY9jrsUZk18Nd6Wd3yNjppzOy6DV83FryFiUpoZ8WxMLeY+9xfXwKg8RgCRgba6A/6DgDBqOfOMTGzsGnDVdlMGeMfop+J8M2DrODVLcwrAaotnevI3Tb1DAtpFdw+S4rXcpyifq/aZ5cuuIFfhYHP0uAhyWRhw1HHor2qgPBq+rCDOSgrrl1ei1d4rNobwXrYMj30ApXwRLV0lWAv2ldAfUpSDgfdG0cKHlvEfo/C34NrsgljnfNwNLhbcyZUhh5x8IoOxH4ATo2vAx/hs447Q8HEm4Q32ywF8JqT61klUtq3QurVaj1xt93rWFJ7NEE/eZSelXOUMYaQkyANSlU5whMxj6b3gtfjv53ylit6ZqFox4vnoxXy9gN6FqNT4Pn6PdYVen3gOGWKLQIz+yxYx04/W5MLYx+p16P9QleButQBD4aD5exV+D0O4ZaEQuTsZ6EGJF3RqXcTsaeCit0xWhvWxnrz1CzclGokV4Fk9rFOO13UGuIq8tY3eBtZasx+ok0L2XsE3D6vaX0czNbZKzG8M4zBxRa37XyJbGrQQ2j1/+KuqwE3XLTqydEPMpfEtaC5aAcwdMT6fnE/8XaLoHxiHQiA8WaBTOF+4n96HeOEccwNnGCOIlakUrUfnKJatQy8olbqC2UJx6gNkmhq0WXrkpDSvjQ7hxAJQ8jDhP02xULYLasmKDXg2pRzWUTd1ELCE+kRC11z+oV1CVYh6LfHdU1zy9ZNUaaDXoTkzxRhj4z3c/pmfM3rY7TXiYW1TGMSIBVZjoWAmIhIRYWxMKGWDgQiwBikYdY6KfUWCKfilpoTA+uKmchKy6pl9AntFVsgzUSlmQNBX23ASfBW2DIT0xCORaB/ITkET/0e2ZYyKcnoI/kWaiuXfb7yG6Nr0SfEob9CmoFDPDjXa1GtzUfWVXxVHwXw7oLfXfiW/HVDOt69P0MX44HMaxB6Lsa1cGZDCtdSotwZ9yaYbVG39n4hK5WpdtqiL634sb4SIYVtfXYcly9q5Vx/Y/0kyWlPb2rtONQ2klUUvNRma9E5ZED5VwOyjmPaEClj49akddQT/6mazCkV1LQfvwSaDHoRSjjO0G3gMaBop45Rj8X9ZZAUTFYIMT+7DmngzBFYYnwmrBUeF1YJiwXVggrhVXCG8Jq4U1hjfCWsBb7s+crrcYU4T4xqut+G8mdV65w95HkPhRCeFtYAnoNtBT0OmgZaDloBWglaBXoDdBq0JugNaC3QP9PaVLyJT6Bfgb9AtoB+hW0E/QbrfQdpkhxUAKUDyoAlaeVEw268U/TJF09V+yPscgM8hEJ/gruiTGVtsPqitoYl7yHkeSv5AMyDv1v+aOl664j+q41Y+lxamgvua69OrqOktmWOSYejmEhb2tA3wOlqIUpko1kK0YKytDe11H4HdmCQq/IAhR+2MUt/wVnHI9+7Z8eL8ux7ruu4iBd9EjFFHNTHICp/kmq1tF/nUz8kj2/l76/sGdXStbBGfrHNJlL80wHU0HsYdex9H2peZCHj2W23nUdSfesJFd4sRV1FEMUlyiKFUMxyf1FUBuFdcJ6YYMifX329+8c+iv35dBjpStY9zVe9JUawdIeJbe7l4fR9wxpwRiNThEL1koko+3LXaHu3nLPmKx7DC+JwweNtLX+pDYRxE5BPd3Sgc4H9QRdBLoYNAA0EDQIdAmtyMPVw9UC9f/L68rC0bn8w73VjLvXUH9WQI+zE0B30opSWgcprYOU1kFK6yCldZDSOkhpHaS0DlJaBymtg5TW/d9bepYlXH2gjmvhg1CLS6Hx3WjUItuh8Z8zarEX4j70dU5o3LiavhIKtbI76Cul8Bw0/izET+MX0PgUrrzC7+PNeAveisa3HQRBcNH4V5XQILQJPcm1X8RY+towwoFwQSNiD8KPCCLCiOXEWiKaiEF9wGQ08s9Efa18NJIvQu1kCVFB1KA2q5F4Qrwk2oh2opNkIQ+mRKqRmuRAUp80Js3JkeQ40pacRs4kZ5PzSS9yERlChpMryShyE/JMCeQuMpXMJnPJo+RJ8hx5iSwlq8ha8i7ZRD4jX5Pvyc8sjMVhybN6sdRZWqxBLAMWJc2lONAtoFtBt4HGg26XyclE0B2gSaDJPTlMpICmgqaBpoNmgGaCZoFmg+4DzQHdD3oA9CBoLmge6CHQw6D5oEdAj4IWgBaCHgM9DnoC9CToKdDToGdAi0DPghaDXgS9BHoZ9AroVdAS0GugpaDloBWglaBVoDdAq0FvgtaA3gKtBa0DrQe9DdoAegf0Lug90PugD0AbQR+CNoE+Am0GfQz6BPQprSzIL85S0AhaubYyddEVdC6oG+g8mTq6AHQhqDuoh0zd9QL1BvUB9QX1A/X/C/U7GDSkp67zxKChoGGgkHJeOCikH/UWaYXcFEBuCiA3BZCbAshNwTnQ86AX/uhFUI+ujr46CvQ16BvQVtC3oG2g72j9D/RuJSMiHN4qJg/vc8DQeKuV7MfyZfmx/GEbxyT/6LkFwisgyLcr3D9UEqbfhdN/mntYkOEksfdiQ5tIcYDheHFgkKGdt4cYhdw9/ins+g1ckhIM06Dfi6gq+UmN81SUxhkOzyDaLvqjAi5HpEZp5CJTDoHjIgHF47CHCUlCg41R7hz+MA7OwqOGEzgr1YlypAxlLJrpWms1UTNGf2ZgHlgoFoy6hN5YGPo/lv5QOjKRsVTPDLom0ovpo6DLWvt82Rq7rKLYZeNTo3pHUVGsi1QUeTCVJHCCUKHfTrekwPjnxVEHBthDgpdQCtLU4myUrghIJvkji6NC/OgkUqGU6Q2uCn+We6iff5BvWHCQSIkS0kY5FbmZ3l6BwUFeIi1Kk7bwVXpP9/cUB4cG+4Rp2wSLQ4LF7mH+6AgdagDNSRX1Hu7sH+ht5BTmHhii7WAzntLqoyCyoMxMKdFwJGauaNOSspRuUusK/i0pU6AENBeosKbPcJgpGkINlmxqBdn4h/h5i7UnOE3UnuhkP9LaaqKNkRk13txouMjcXDSY0pX8RZrf/YucvMXh/p7eVBQ+UPYM42yMjMIVMWTnE1E4jrVsO3t001fVYB1LfdLHbKQP98vcqZkHU/XNp9iYci9EP7425tbgohVjPTbWrnqjGOaU8Xab56awNc8GlZMOl9+WYmorskbkczRHT1j96cWlo+uK+uie/upt1XfDmtLUoV8/jLwgMPF732huvyq4z4WgnQc+r3EffEMvpDps1QP3ULcKZ4MRjqQZr90hb9nVzdzjNRsMfqirH+DY8qbDb/6x357K+ZnGmogdO0nRJMfL1S/Ecoe1E9sbFrVH+DYv3BUy7eDE66u5hx+vq5lVObJMZekevfLUdH+HopGbEh7kO1vd3zyiPNo0a6vi6vOvyhIGZ4+Pdte7em/4ajeFZ31Kh6M/4Lh9YXs/3RcEGq/gGVE4D50RNtUfndL+QpYaS7X9q+5GdsJal3KzrPHFAWVcy5Kj6VCG+uuy1Cm1taq65u23Z9qG8F+N+xL+pWBY/kWLAkXKmd5hAGs6NZWanDopdWK0jV9YWMhIExNPcYBxYHc+GXsGB5qELPanrSYh4mCvpZ5hoSbSbKRzETIRlUpjtAs1m8NFFZPNlsNx1jRqCmXXvU0R0aO7fiAiIuJ7P+At/icxh1EqdHoHs+QpfneUJPcPFZKkS4kRq7B0qGBOh3FL6uFp9n6s9vhXQ4t9yhaHXNv47NzGjnnv783I0ghelpS3mG3lOF68Z0SzRr+LgUs6Qo7fLDu+dTZL/4darTc/FaiqyycKPmYpqyRf2eAy/7VZofzwY2tbfu/ld9t4RTRXPEp1Rc3tKrUZF0wEA4xKH/erOvR8ff4WwbzQk2rrxunONmxxP9B5ds3NWNeQjshynx3ensfYvcKbDEYNexWVu+vlkPH7koS6ar+OL7EPdFIexypbuLMh+eWwQ0lfGlf9fvoX7P3gPms8lp9xnPVba2v57n7uoXmJMcPCB+YcDLEqxPVX+Vg73f/1vdxKV0oYRc75sD76VO/BHvmC6sq3d3ZMRG7sJXJjNT1uDOcbRh6qi1yRTV+mjrb+6MYi/y3OQpfSkVR6DVnu5a3t5O8bhGKVcWSWlLlouLmpuYXEkY2QblLrfvpPOLKu3ck/2f1fOqb4jmDLMw/JU/q1tjfS3U9n2X7xVBtr/GlS9dWXr67uPKLnuPRsQ5kiR1U5M6Dv3gsLpjtvbp7uUB9bnuaeFaGyS3PfK4Wwj/tcIp/pf3SqPrLcs/H3hKQTL29Pag8Y827wpoIi/mXWvriVG+zCNd1tD/S9tNzjl9+KLQ58mR182VOwfTK1rt+KB2tWziicFLhgmebh4x93qMx8c+rG9BGPQ+/b2Y9WPZCkMKLsF8eHbjdGtcb5tlAL90933WNz9o7u6QuKdVOV9uye3uqYvv5A8+59Y2oz3vDV7XI+H7HPShZOPd+q+g4ryberndtpVbdZ2Yh92oaYMRDbMThvlUXQer+D2upW+p2a6UpHsrod00J0Rty+V1FJGW+1uZMvatErfxJ4ddu2Uwkx6eruw80pRxors5C/yLSlJvwxf8woEb3JVjEwE1mMsBhGmVPDR5hZUEYiSx93I3NPS8rIw9LDx2iEl6mHyNOLshhhZc5wgNeVn5VWF6rNxq8NNzZTUzs1bRd/AOUicYAzKOQCU5ELjJ74P3KAqCyjkowK8QLKyshMZIRaXwpcoKuMC7SnkBOUcYFj/5oL/JO4w77n77JznLY9GIV3us/juL7waZWv/3h7/U3MUah0I/NGH/2nMWZWw+ptrpC/LH1hFv9+f5PvV+JOVn97m4nz+k1+1DhDrXX1ltZNyqVReZlfsvcv+D1pYcmKS+dXpvi/GhD129vyuGVTPX6vU9Csc+pVu2PmG4uzfeNSx21P42cZqe0utg3jvrjzvj5rsqVzL+UfyYIVal8mdX7x67gw0a3ph16RZulvoi7fH9dX7nXvy/yUOezx+6uS9q7bS87tmPJIw5id6zDJJOZzZL2Wdjv7y9DF6qqfxawTgn27vF4qz5sxcXLsUA2jL1XHeU4LzBMa1S6dagm1eDbrzcMXahfVr3IKRlW6r286PmFzQkY0FcUuQv4uU+Lv+O5mehrQWxP90c0tAO/B58Xrbd7eZuiF91Uj0YkX9aX6MIw8ab6IjKhhEr8wqMcvzAwORs4BZZS/j7+ne5i39vilYX7BYv+wSHBmFGVlJjI1FY0wM0XOzLRr05Te/G/62X/lwY6K57j1pbzO99+1UFvbeme4U8DYfrXBZdfftizuTFJTanwwMuwnjRMmqaYvv90vtrbXvSXG7ljM4m8uPaQ9+X2rX+70qbFZZyOnLkmZJNfwdfCDPUs3VR4InbCmbt2dd2fbLDOvuU28ezhvTKO+X5LGvixxqMvbPgnNXy0SxKm14Qu0Iib+tMFKrSp0Lvu078zYrKP+Jg19BZ3xYUObwk2c76lSc9qrYz2+Xr+2wFbkcGqISvM4qlI8VEl/4NXh9mNSTcdsLU+z4mxws3eJ0jdgm56YWjfD82m1kcfbiWOe5nKxD7Zpe2/MjdFzerb8wJQ228rho632Fka4ZfXZG3tdeYvL6N9yeQvIm90ebD46I66UIu0ZVHD8G4tNkehLxnt915PQzqq/IouFSmA01YvD6xqa9MZZbIgYdX+lNoKO5esNkf1NvZ8THyYvHJUjCs4eXVRvRPWV7qRKsOS1+JgTthQNZ2yw8QxfJsyNWjjOZUjS48EqHQYP+U6Jc5ozKQeJL5tMTaImptqkjo/+4a/7MikWo6JNuyDwYs4yXsyOQk5ZxotZ/U86cnSFsZHE+o/+i8CxOSPGrtGzPfwieNwR02OLXghNgnImf3yxYOmraaOM6mzyBJ3XnxuJMnTLVjokr9WZlzvGZNrp9ByX3Y9CzpwsbI88Nln8cWzL+DWlD+X7+F/P2q1t9FngcMml3OjRlOqikKc5CulklkvjyZ+nzmpLtN799t2b14+iB5iPPumyq9VJd4NBZpTm9qYEuf5tTfbtMWmlz1SyttmX9KveIk40WBKYotGu2epU61s28Jtb//L0mLNDjkZ6ukxIdyz/9Dxjtsu9FGLiBJMF7xsO1USZBnVkJqo0v/B/uj/d8FzJMCWhd9zOO7+nf+6lx/O2Sni7fMCUMzceujyrWrZD3e2ahdqCe9v7T44zOpdnPkHztVJvDWzePYu5OhXJV3mvNwhjZgQKVezHrBxqt1t8411A6W8vQzJmxc9alRCb2s+OdP1YmeHLD8uyfGVk0qfkiXh4r/fBR0b7Rn2aeTTWTM1bS/jzPaX7Xu+DK2xrbvZ5HnmJVXjzi+GDAT/vzeV/URkyLq/508P9a2zPyC2c5L1wnH2+9Uv7VwXhkfV8c16g5lrRgCah873HaV8eT1LK80r+5qBmvPI8W2d5U+L4If4Xt29JvBZbn6JzSMFtd2v6oWi/n+QXGZ0JX4z135HXprbig9pPg05tqlyUM0lksuvuoyVj6rDVHpNuVGy6dlL9s1Ac+1vGmMPEuEXf/FN2NCnlKBUOd+DWXhxDRXHkkP9+0+2/1fzMwX9r/jf8NzUc9S2Qx7Ywo0bQ/lsEm2YUvfnfG+7/K+/9a1rAkQd37OINVi427vvwbNOjyzsddR3yKu6p2w9SfH1j341peWGUtvILuVvOib0nJ/Szjj+U7EbpNWCLn604+3KznOJHISu5dXPZgOtmgzbuaXvvq2nYseLppv4tT+0z0n7TdSqN/Tyxklc1/3BVvjUr/VN2wHbfOv27tk750VWP9W2Nh+RGz/hxpnwzafhl0datVNDGd3OoPZ9X1yYVPNNJWt1erfKOe8IpcGbhxK2/2mFTJvkoDxnqk5PUfJOzbkr6p/X7lCep8qJ+Xf/qx2Wd+K7+DtwNmBJl++rEfV3bM5eMnH89rLVsvCiiLOXBqJ+2p7kTx/orHOn4mHIUrxg41fnbJ/bFYm1Bt/c+iM7Ivn/mvb87EGZ4byVZ740sGLUuWeJ8122l1sV+3/2meWa6/9uLZ5RSZJ5a2pTUrLxpobPfy6kYe/9/4/X/0tAdnWulpJ8vupETLO89L8yLuFMR6TgdP2IctmRuoLzKwYpzK7acNK7plR4T6HFyFnHdXlvFYee95eOaZp05PHuX5sP+eHTumWVtv1S9HIW/bjq3hc8uibVranXqfW/Gwfjmp7GLbq397UlCG8dkA/l8m8GggSFfPnQ0L9tprPBRrimkSN1+T9xivjjxZNqI3b5Glx2FLR5uP6gl/6L9Q5OchumnMtGUcNGYYWJBSUvImG8b+CoPivnuca11J/u8sP9lzWWLYfMzzr8oWiWwXlHjJNZ5TZWeWebtNhfvw1cVVjeoJv8++pTP7AIjk6efNkSXObo82xOSEJA7YlrNh8jzB9SXewx9k54y1JwToeFxbYxW4ICoVsFVwzOVNgWPP71cdexRZk6YxUn7y0t0e+mFC0bPjFniamujWlRQkD/dt+RX629rI3XW7u1N+Tyz7jVfo2TvQJ0qm+fDnp95b1dmWFNvunaanoHdoAWuLS5vsu/v3FM6MvjsuiFhHOXX4TrnU6J+G+J8/MiiMZvTwt0Lg9JUss8fmNTaK/jrz6YBRzsfOJbE6F7zObun/8ZeXsQYo8Nztpxs1nl8LL/Us3CZM7tmvLFDbkJ+1rKDBak7lmrcjt+osnSgiWkONyh1bszg86lv1pfq1L7QmnFt1+vJjR9x7+DNglUl/iVPglr2JVWIhn4TXp7rVj+9X1r9Z5O9Pxj/qLb4mkrGV1EUC1Vh1j4CxylU3f57/eXvT5v0TCKnrrtEd9e6yi+PFMnLzlCjBPRsCURCSpb2pjuD3QeyRMgpTT+9s6Gf+52wYO05IrWTVV9PHZlWS3nJHCIvcqGcUw3W6mPTMX/MExNjwTDJ7YOFYdqYMxaJhaAtX2R3RyE/LDJNb+2gP62szpEhwb5i9xC/SJM/NCqsKByztzYsErhvizJRvhDw4w+Wjs13Rx/bVeC95mWf5rTJZxv2s2/7hL7LyMZfNw6Y9W6vW+gpy/asp0ljzt//pP6l2MLvbOQJv1ClW/rVd/rqrZ628YHx3iLuYYMdSnqPpq394n22ouhoo7I4XChaInyiqxnBS1sq0H8S9Xaby+aNw1+tG8ercX3WtsomanhEaMoOW5fCMAXOT5znu49NDR/xiT8tyOG49pMJr1IDH34Jt2w4ELFO/8ehcQPd49NO9264Or52rOLolHOWO+QHjgqcosbVJ7Nj/dpunR/4XD+8bXZDY1v258FvObuehB6tH+yqrHZ9sMldp8mPGm4HNke+bvi14mCrrXVJhk3IirQoQp+KIgb15BFHFEX0RiZlKJVx/7VewPdXJGTK5DxKXbZICnpWVnD041LCFilKJt1ElKkpNYKycP2HEvllfZlfxr7SfhdybQ9WDk0ZxkrNtviDv6bLyuM3154cWnoufnVerM9HubTUzbqO5TZVBpHub97qL0ueERqpaZkQX9jgVD7qpu+U3vjdy4t4nMmmg+Y7uE99nJ10vtqBLzx43W3R537uUYsnTigu7bu2ULhs4OHCsrGbhJk5xz10hodaP6u9q5qaX5O/4J6ZmWugTsrjK1avZtoKso6sKripaXO18F689Yfnvqv6rp1qIFjWMT+qqjpi7LxEOZ35L+dUz7vOu7lUK97EwsZj1vG7h77uc3/E3cnfdd1d66TwdJVbnV155M6MTcVbV194yhmSmzqkqk8H/7KpuOZ+0PiGNJuOh50toRNHrqlcc3PBpozKJrncp/kt+wN91H3MUp++ac/S8cb+H79tT2oNCmVuZHN0cmVhbQ0KZW5kb2JqDQoyNzggMCBvYmoNClsgMFsgNzUwXSAgM1sgMjc4XSAgOFsgODg5XSAgMTFbIDMzMyAzMzNdICAxNFsgNTg0IDI3OCAzMzMgMjc4IDI3OCA1NTYgNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgMjc4XSAgMzFbIDU4NCA1ODQgNTg0XSAgMzZbIDY2NyA2NjcgNzIyIDcyMiA2NjcgNjExXSAgNDNbIDcyMiAyNzhdICA0N1sgNTU2IDgzMyA3MjIgNzc4IDY2N10gIDUzWyA3MjIgNjY3IDYxMV0gIDU3WyA2NjddICA2OFsgNTU2IDU1NiA1MDAgNTU2IDU1NiAyNzggNTU2IDU1NiAyMjJdICA3OVsgMjIyIDgzMyA1NTYgNTU2IDU1NiA1NTYgMzMzIDUwMCAyNzggNTU2IDUwMF0gIDkyWyA1MDAgNTAwXSAgMTA1WyA1NTZdICAxMTZbIDI3OF0gIDEyMVsgNTU2XSAgMTQ5WyA1NDldICAxNThbIDM2NV0gXSANCmVuZG9iag0KMjc5IDAgb2JqDQpbIDI3OCAwIDAgMCAwIDg4OSAwIDAgMzMzIDMzMyAwIDU4NCAyNzggMzMzIDI3OCAyNzggNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgNTU2IDI3OCAwIDU4NCA1ODQgNTg0IDAgMCA2NjcgNjY3IDcyMiA3MjIgNjY3IDYxMSAwIDcyMiAyNzggMCAwIDU1NiA4MzMgNzIyIDc3OCA2NjcgMCA3MjIgNjY3IDYxMSAwIDY2NyAwIDAgMCAwIDAgMCAwIDAgMCAwIDU1NiA1NTYgNTAwIDU1NiA1NTYgMjc4IDU1NiA1NTYgMjIyIDAgMCAyMjIgODMzIDU1NiA1NTYgNTU2IDU1NiAzMzMgNTAwIDI3OCA1NTYgNTAwIDAgMCA1MDAgNTAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDM2NSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNTU2IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAyNzggMCAwIDAgMCAwIDU1Nl0gDQplbmRvYmoNCjI4MCAwIG9iag0KPDwvVHlwZS9YUmVmL1NpemUgMjgwL1dbIDEgNCAyXSAvUm9vdCAxIDAgUi9JbmZvIDMgMCBSL0lEWzw1NTYyOThGQjgwRDQ1MzQ4ODQ2NThCMjlGNjFFNTY0Qj48NTU2Mjk4RkI4MEQ0NTM0ODg0NjU4QjI5RjYxRTU2NEI+XSAvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA1NDM+Pg0Kc3RyZWFtDQp4nDXVd9TOBRQH8OexN68RskdkRUZmVlkRJTKyFZI9szeRTVZZiQjZKntTZFXIKnuPKCu8nvf3Oe4f93POPed77583FIpUdHQ40qNCoRj6YU1AeF1ArOMBSR8FJCuIIwHJN+JOQIopAVG9cD8gZRosw8PIwsiF9KEneIpoPMb/eASBcEw81c3n8diIhTDiIC4SID7iITkSISGSIDGSISleQBRSIBVSIg1SIwvSIS1eRHpkRAZkRibkRDZkRQ5kRx7kwkt4GbnxCvIhLwogP4qgEAqiMF5FUZTEayiGEiiOsiiNUngdZfAGyqMcKqICqqIS3kQVVMbbeAvVUAPVURu1UBPv4h28hzqoi/qoh/fRAE3wARqiMRqhKVqgOZqhJdrgI3yI1miFj9EJn6At2qMdOqIDuqMLOqMbuqIHeqIveuFT9EFv9MNQDEB/DMJADMFgDMMojMBwjMRn+BwTMQajMQ5jMQHjMQnT8AUmYyqmYDrm4EvMwEx8hdmYhbn4BvPwNeZjIb7FAizC91iM77AUS7AMa7ECy7EKK7EGq/EDNuAn/Ij1WIeN2IHN2ISt2ILt2IafsQs7sQe78Qv2Yj9+xT4cwGEcwkH8gd/xG47hKI7gT5zGCRzHKZzEXziLM/gbF3Ae53AR13AZl3AVV3Adt3ATN3AH/+A27uIB/sO/uI97eBj5atkSBb8x+9qAnE1iCC8MhuFFC0KhZyQPrDQNCmVuZHN0cmVhbQ0KZW5kb2JqDQp4cmVmDQowIDI4MQ0KMDAwMDAwMDAxNyA2NTUzNSBmDQowMDAwMDAwMDE3IDAwMDAwIG4NCjAwMDAwMDAxMjUgMDAwMDAgbg0KMDAwMDAwMDE4MSAwMDAwMCBuDQowMDAwMDAwNDQyIDAwMDAwIG4NCjAwMDAwMDA3MzAgMDAwMDAgbg0KMDAwMDAwMzU3OCAwMDAwMCBuDQowMDAwMDAzNjMxIDAwMDAwIG4NCjAwMDAwMDM3OTggMDAwMDAgbg0KMDAwMDAwNDAyOSAwMDAwMCBuDQowMDAwMDA0MDgyIDAwMDAwIG4NCjAwMDAwMDQyNDYgMDAwMDAgbg0KMDAwMDAwNDQ3MyAwMDAwMCBuDQowMDAwMDA0NTk5IDAwMDAwIG4NCjAwMDAwMDQ2MjkgMDAwMDAgbg0KMDAwMDAwNDc4MyAwMDAwMCBuDQowMDAwMDA0ODU3IDAwMDAwIG4NCjAwMDAwMDAwMTggNjU1MzUgZg0KMDAwMDAwMDAxOSA2NTUzNSBmDQowMDAwMDAwMDIwIDY1NTM1IGYNCjAwMDAwMDAwMjEgNjU1MzUgZg0KMDAwMDAwMDAyMiA2NTUzNSBmDQowMDAwMDAwMDIzIDY1NTM1IGYNCjAwMDAwMDAwMjQgNjU1MzUgZg0KMDAwMDAwMDAyNSA2NTUzNSBmDQowMDAwMDAwMDI2IDY1NTM1IGYNCjAwMDAwMDAwMjcgNjU1MzUgZg0KMDAwMDAwMDAyOCA2NTUzNSBmDQowMDAwMDAwMDI5IDY1NTM1IGYNCjAwMDAwMDAwMzAgNjU1MzUgZg0KMDAwMDAwMDAzMSA2NTUzNSBmDQowMDAwMDAwMDMyIDY1NTM1IGYNCjAwMDAwMDAwMzMgNjU1MzUgZg0KMDAwMDAwMDAzNCA2NTUzNSBmDQowMDAwMDAwMDM1IDY1NTM1IGYNCjAwMDAwMDAwMzYgNjU1MzUgZg0KMDAwMDAwMDAzNyA2NTUzNSBmDQowMDAwMDAwMDM4IDY1NTM1IGYNCjAwMDAwMDAwMzkgNjU1MzUgZg0KMDAwMDAwMDA0MCA2NTUzNSBmDQowMDAwMDAwMDQxIDY1NTM1IGYNCjAwMDAwMDAwNDIgNjU1MzUgZg0KMDAwMDAwMDA0MyA2NTUzNSBmDQowMDAwMDAwMDQ0IDY1NTM1IGYNCjAwMDAwMDAwNDUgNjU1MzUgZg0KMDAwMDAwMDA0NiA2NTUzNSBmDQowMDAwMDAwMDQ3IDY1NTM1IGYNCjAwMDAwMDAwNDggNjU1MzUgZg0KMDAwMDAwMDA0OSA2NTUzNSBmDQowMDAwMDAwMDUwIDY1NTM1IGYNCjAwMDAwMDAwNTEgNjU1MzUgZg0KMDAwMDAwMDA1MiA2NTUzNSBmDQowMDAwMDAwMDUzIDY1NTM1IGYNCjAwMDAwMDAwNTQgNjU1MzUgZg0KMDAwMDAwMDA1NSA2NTUzNSBmDQowMDAwMDAwMDU2IDY1NTM1IGYNCjAwMDAwMDAwNTcgNjU1MzUgZg0KMDAwMDAwMDA1OCA2NTUzNSBmDQowMDAwMDAwMDU5IDY1NTM1IGYNCjAwMDAwMDAwNjAgNjU1MzUgZg0KMDAwMDAwMDA2MSA2NTUzNSBmDQowMDAwMDAwMDYyIDY1NTM1IGYNCjAwMDAwMDAwNjMgNjU1MzUgZg0KMDAwMDAwMDA2NCA2NTUzNSBmDQowMDAwMDAwMDY1IDY1NTM1IGYNCjAwMDAwMDAwNjYgNjU1MzUgZg0KMDAwMDAwMDA2NyA2NTUzNSBmDQowMDAwMDAwMDY4IDY1NTM1IGYNCjAwMDAwMDAwNjkgNjU1MzUgZg0KMDAwMDAwMDA3MCA2NTUzNSBmDQowMDAwMDAwMDcxIDY1NTM1IGYNCjAwMDAwMDAwNzIgNjU1MzUgZg0KMDAwMDAwMDA3MyA2NTUzNSBmDQowMDAwMDAwMDc0IDY1NTM1IGYNCjAwMDAwMDAwNzUgNjU1MzUgZg0KMDAwMDAwMDA3NiA2NTUzNSBmDQowMDAwMDAwMDc3IDY1NTM1IGYNCjAwMDAwMDAwNzggNjU1MzUgZg0KMDAwMDAwMDA3OSA2NTUzNSBmDQowMDAwMDAwMDgwIDY1NTM1IGYNCjAwMDAwMDAwODEgNjU1MzUgZg0KMDAwMDAwMDA4MiA2NTUzNSBmDQowMDAwMDAwMDgzIDY1NTM1IGYNCjAwMDAwMDAwODQgNjU1MzUgZg0KMDAwMDAwMDA4NSA2NTUzNSBmDQowMDAwMDAwMDg2IDY1NTM1IGYNCjAwMDAwMDAwODcgNjU1MzUgZg0KMDAwMDAwMDA4OCA2NTUzNSBmDQowMDAwMDAwMDg5IDY1NTM1IGYNCjAwMDAwMDAwOTAgNjU1MzUgZg0KMDAwMDAwMDA5MSA2NTUzNSBmDQowMDAwMDAwMDkyIDY1NTM1IGYNCjAwMDAwMDAwOTMgNjU1MzUgZg0KMDAwMDAwMDA5NCA2NTUzNSBmDQowMDAwMDAwMDk1IDY1NTM1IGYNCjAwMDAwMDAwOTYgNjU1MzUgZg0KMDAwMDAwMDA5NyA2NTUzNSBmDQowMDAwMDAwMDk4IDY1NTM1IGYNCjAwMDAwMDAwOTkgNjU1MzUgZg0KMDAwMDAwMDEwMCA2NTUzNSBmDQowMDAwMDAwMTAxIDY1NTM1IGYNCjAwMDAwMDAxMDIgNjU1MzUgZg0KMDAwMDAwMDEwMyA2NTUzNSBmDQowMDAwMDAwMTA0IDY1NTM1IGYNCjAwMDAwMDAxMDUgNjU1MzUgZg0KMDAwMDAwMDEwNiA2NTUzNSBmDQowMDAwMDAwMTA3IDY1NTM1IGYNCjAwMDAwMDAxMDggNjU1MzUgZg0KMDAwMDAwMDEwOSA2NTUzNSBmDQowMDAwMDAwMTEwIDY1NTM1IGYNCjAwMDAwMDAxMTEgNjU1MzUgZg0KMDAwMDAwMDExMiA2NTUzNSBmDQowMDAwMDAwMTEzIDY1NTM1IGYNCjAwMDAwMDAxMTQgNjU1MzUgZg0KMDAwMDAwMDExNSA2NTUzNSBmDQowMDAwMDAwMTE2IDY1NTM1IGYNCjAwMDAwMDAxMTcgNjU1MzUgZg0KMDAwMDAwMDExOCA2NTUzNSBmDQowMDAwMDAwMTE5IDY1NTM1IGYNCjAwMDAwMDAxMjAgNjU1MzUgZg0KMDAwMDAwMDEyMSA2NTUzNSBmDQowMDAwMDAwMTIyIDY1NTM1IGYNCjAwMDAwMDAxMjMgNjU1MzUgZg0KMDAwMDAwMDEyNCA2NTUzNSBmDQowMDAwMDAwMTI1IDY1NTM1IGYNCjAwMDAwMDAxMjYgNjU1MzUgZg0KMDAwMDAwMDEyNyA2NTUzNSBmDQowMDAwMDAwMTI4IDY1NTM1IGYNCjAwMDAwMDAxMjkgNjU1MzUgZg0KMDAwMDAwMDEzMCA2NTUzNSBmDQowMDAwMDAwMTMxIDY1NTM1IGYNCjAwMDAwMDAxMzIgNjU1MzUgZg0KMDAwMDAwMDEzMyA2NTUzNSBmDQowMDAwMDAwMTM0IDY1NTM1IGYNCjAwMDAwMDAxMzUgNjU1MzUgZg0KMDAwMDAwMDEzNiA2NTUzNSBmDQowMDAwMDAwMTM3IDY1NTM1IGYNCjAwMDAwMDAxMzggNjU1MzUgZg0KMDAwMDAwMDEzOSA2NTUzNSBmDQowMDAwMDAwMTQwIDY1NTM1IGYNCjAwMDAwMDAxNDEgNjU1MzUgZg0KMDAwMDAwMDE0MiA2NTUzNSBmDQowMDAwMDAwMTQzIDY1NTM1IGYNCjAwMDAwMDAxNDQgNjU1MzUgZg0KMDAwMDAwMDE0NSA2NTUzNSBmDQowMDAwMDAwMTQ2IDY1NTM1IGYNCjAwMDAwMDAxNDcgNjU1MzUgZg0KMDAwMDAwMDE0OCA2NTUzNSBmDQowMDAwMDAwMTQ5IDY1NTM1IGYNCjAwMDAwMDAxNTAgNjU1MzUgZg0KMDAwMDAwMDE1MSA2NTUzNSBmDQowMDAwMDAwMTUyIDY1NTM1IGYNCjAwMDAwMDAxNTMgNjU1MzUgZg0KMDAwMDAwMDE1NCA2NTUzNSBmDQowMDAwMDAwMTU1IDY1NTM1IGYNCjAwMDAwMDAxNTYgNjU1MzUgZg0KMDAwMDAwMDE1NyA2NTUzNSBmDQowMDAwMDAwMTU4IDY1NTM1IGYNCjAwMDAwMDAxNTkgNjU1MzUgZg0KMDAwMDAwMDE2MCA2NTUzNSBmDQowMDAwMDAwMTYxIDY1NTM1IGYNCjAwMDAwMDAxNjIgNjU1MzUgZg0KMDAwMDAwMDE2MyA2NTUzNSBmDQowMDAwMDAwMTY0IDY1NTM1IGYNCjAwMDAwMDAxNjUgNjU1MzUgZg0KMDAwMDAwMDE2NiA2NTUzNSBmDQowMDAwMDAwMTY3IDY1NTM1IGYNCjAwMDAwMDAxNjggNjU1MzUgZg0KMDAwMDAwMDE2OSA2NTUzNSBmDQowMDAwMDAwMTcwIDY1NTM1IGYNCjAwMDAwMDAxNzEgNjU1MzUgZg0KMDAwMDAwMDE3MiA2NTUzNSBmDQowMDAwMDAwMTczIDY1NTM1IGYNCjAwMDAwMDAxNzQgNjU1MzUgZg0KMDAwMDAwMDE3NSA2NTUzNSBmDQowMDAwMDAwMTc2IDY1NTM1IGYNCjAwMDAwMDAxNzcgNjU1MzUgZg0KMDAwMDAwMDE3OCA2NTUzNSBmDQowMDAwMDAwMTc5IDY1NTM1IGYNCjAwMDAwMDAxODAgNjU1MzUgZg0KMDAwMDAwMDE4MSA2NTUzNSBmDQowMDAwMDAwMTgyIDY1NTM1IGYNCjAwMDAwMDAxODMgNjU1MzUgZg0KMDAwMDAwMDE4NCA2NTUzNSBmDQowMDAwMDAwMTg1IDY1NTM1IGYNCjAwMDAwMDAxODYgNjU1MzUgZg0KMDAwMDAwMDE4NyA2NTUzNSBmDQowMDAwMDAwMTg4IDY1NTM1IGYNCjAwMDAwMDAxODkgNjU1MzUgZg0KMDAwMDAwMDE5MCA2NTUzNSBmDQowMDAwMDAwMTkxIDY1NTM1IGYNCjAwMDAwMDAxOTIgNjU1MzUgZg0KMDAwMDAwMDE5MyA2NTUzNSBmDQowMDAwMDAwMTk0IDY1NTM1IGYNCjAwMDAwMDAxOTUgNjU1MzUgZg0KMDAwMDAwMDE5NiA2NTUzNSBmDQowMDAwMDAwMTk3IDY1NTM1IGYNCjAwMDAwMDAxOTggNjU1MzUgZg0KMDAwMDAwMDE5OSA2NTUzNSBmDQowMDAwMDAwMjAwIDY1NTM1IGYNCjAwMDAwMDAyMDEgNjU1MzUgZg0KMDAwMDAwMDIwMiA2NTUzNSBmDQowMDAwMDAwMjAzIDY1NTM1IGYNCjAwMDAwMDAyMDQgNjU1MzUgZg0KMDAwMDAwMDIwNSA2NTUzNSBmDQowMDAwMDAwMjA2IDY1NTM1IGYNCjAwMDAwMDAyMDcgNjU1MzUgZg0KMDAwMDAwMDIwOCA2NTUzNSBmDQowMDAwMDAwMjA5IDY1NTM1IGYNCjAwMDAwMDAyMTAgNjU1MzUgZg0KMDAwMDAwMDIxMSA2NTUzNSBmDQowMDAwMDAwMjEyIDY1NTM1IGYNCjAwMDAwMDAyMTMgNjU1MzUgZg0KMDAwMDAwMDIxNCA2NTUzNSBmDQowMDAwMDAwMjE1IDY1NTM1IGYNCjAwMDAwMDAyMTYgNjU1MzUgZg0KMDAwMDAwMDIxNyA2NTUzNSBmDQowMDAwMDAwMjE4IDY1NTM1IGYNCjAwMDAwMDAyMTkgNjU1MzUgZg0KMDAwMDAwMDIyMCA2NTUzNSBmDQowMDAwMDAwMjIxIDY1NTM1IGYNCjAwMDAwMDAyMjIgNjU1MzUgZg0KMDAwMDAwMDIyMyA2NTUzNSBmDQowMDAwMDAwMjI0IDY1NTM1IGYNCjAwMDAwMDAyMjUgNjU1MzUgZg0KMDAwMDAwMDIyNiA2NTUzNSBmDQowMDAwMDAwMjI3IDY1NTM1IGYNCjAwMDAwMDAyMjggNjU1MzUgZg0KMDAwMDAwMDIyOSA2NTUzNSBmDQowMDAwMDAwMjMwIDY1NTM1IGYNCjAwMDAwMDAyMzEgNjU1MzUgZg0KMDAwMDAwMDIzMiA2NTUzNSBmDQowMDAwMDAwMjMzIDY1NTM1IGYNCjAwMDAwMDAyMzQgNjU1MzUgZg0KMDAwMDAwMDIzNSA2NTUzNSBmDQowMDAwMDAwMjM2IDY1NTM1IGYNCjAwMDAwMDAyMzcgNjU1MzUgZg0KMDAwMDAwMDIzOCA2NTUzNSBmDQowMDAwMDAwMjM5IDY1NTM1IGYNCjAwMDAwMDAyNDAgNjU1MzUgZg0KMDAwMDAwMDI0MSA2NTUzNSBmDQowMDAwMDAwMjQyIDY1NTM1IGYNCjAwMDAwMDAyNDMgNjU1MzUgZg0KMDAwMDAwMDI0NCA2NTUzNSBmDQowMDAwMDAwMjQ1IDY1NTM1IGYNCjAwMDAwMDAyNDYgNjU1MzUgZg0KMDAwMDAwMDI0NyA2NTUzNSBmDQowMDAwMDAwMjQ4IDY1NTM1IGYNCjAwMDAwMDAyNDkgNjU1MzUgZg0KMDAwMDAwMDI1MCA2NTUzNSBmDQowMDAwMDAwMjUxIDY1NTM1IGYNCjAwMDAwMDAyNTIgNjU1MzUgZg0KMDAwMDAwMDI1MyA2NTUzNSBmDQowMDAwMDAwMjU0IDY1NTM1IGYNCjAwMDAwMDAyNTUgNjU1MzUgZg0KMDAwMDAwMDI1NiA2NTUzNSBmDQowMDAwMDAwMjU3IDY1NTM1IGYNCjAwMDAwMDAyNTggNjU1MzUgZg0KMDAwMDAwMDI1OSA2NTUzNSBmDQowMDAwMDAwMjYwIDY1NTM1IGYNCjAwMDAwMDAyNjEgNjU1MzUgZg0KMDAwMDAwMDI2MiA2NTUzNSBmDQowMDAwMDAwMjYzIDY1NTM1IGYNCjAwMDAwMDAyNjQgNjU1MzUgZg0KMDAwMDAwMDI2NSA2NTUzNSBmDQowMDAwMDAwMjY2IDY1NTM1IGYNCjAwMDAwMDAyNjcgNjU1MzUgZg0KMDAwMDAwMDI2OCA2NTUzNSBmDQowMDAwMDAwMjY5IDY1NTM1IGYNCjAwMDAwMDAyNzAgNjU1MzUgZg0KMDAwMDAwMDI3MSA2NTUzNSBmDQowMDAwMDAwMjcyIDY1NTM1IGYNCjAwMDAwMDAyNzMgNjU1MzUgZg0KMDAwMDAwMDI3NCA2NTUzNSBmDQowMDAwMDAwMDAwIDY1NTM1IGYNCjAwMDAwMDg0NTggMDAwMDAgbg0KMDAwMDAwODg4NiAwMDAwMCBuDQowMDAwMDA5MzEwIDAwMDAwIG4NCjAwMDAxMDg1NTQgMDAwMDAgbg0KMDAwMDEwODk2NiAwMDAwMCBuDQowMDAwMTA5NTQ2IDAwMDAwIG4NCnRyYWlsZXINCjw8L1NpemUgMjgxL1Jvb3QgMSAwIFIvSW5mbyAzIDAgUi9JRFs8NTU2Mjk4RkI4MEQ0NTM0ODg0NjU4QjI5RjYxRTU2NEI+PDU1NjI5OEZCODBENDUzNDg4NDY1OEIyOUY2MUU1NjRCPl0gPj4NCnN0YXJ0eHJlZg0KMTEwMjkxDQolJUVPRg0KeHJlZg0KMCAwDQp0cmFpbGVyDQo8PC9TaXplIDI4MS9Sb290IDEgMCBSL0luZm8gMyAwIFIvSURbPDU1NjI5OEZCODBENDUzNDg4NDY1OEIyOUY2MUU1NjRCPjw1NTYyOThGQjgwRDQ1MzQ4ODQ2NThCMjlGNjFFNTY0Qj5dIC9QcmV2IDExMDI5MS9YUmVmU3RtIDEwOTU0Nj4+DQpzdGFydHhyZWYNCjExNjA3MA0KJSVFT0Y=</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Gestión de Activos Titulizados</E_0862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.04</E_3862>
      <E_5862>9000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0864>Société Générale, sucursal en España</E_0864>
      <E_1864>3000</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>N</E_7864>
      <E_8864>Adicionalmente, 50 € por cada devolución de retenciones fiscales</E_8864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BBVA</E_0870>
      <E_0871>Capítulo V.3.3 c)</E_0871>
      <E_0872_A>20160229</E_0872_A>
      <E_0872_B>20160531</E_0872_B>
      <E_0872_C>20160831</E_0872_C>
      <E_0872_D>20161130</E_0872_D>
      <E_0872_E>00010101</E_0872_E>
      <E_0872_F>00010101</E_0872_F>
      <E_0872_G>00010101</E_0872_G>
      <E_0872_H>00010101</E_0872_H>
      <E_0872_I>00010101</E_0872_I>
      <E_0872_J>00010101</E_0872_J>
      <E_0872_K>00010101</E_0872_K>
      <E_0872_L>00010101</E_0872_L>
      <E_0873_A>506000</E_0873_A>
      <E_0873_B>1152000</E_0873_B>
      <E_0873_C>1746000</E_0873_C>
      <E_0873_D>2345000</E_0873_D>
      <E_0873_M>5749000</E_0873_M>
      <E_0874_A>505000</E_0874_A>
      <E_0874_B>410000</E_0874_B>
      <E_0874_C>-143000</E_0874_C>
      <E_0874_D>-937000</E_0874_D>
      <E_0874_M>-165000</E_0874_M>
      <E_0876_A>-179000</E_0876_A>
      <E_0876_B>-360000</E_0876_B>
      <E_0876_C>-561000</E_0876_C>
      <E_0876_D>-693000</E_0876_D>
      <E_0876_M>-1793000</E_0876_M>
      <E_0877_A>-33000</E_0877_A>
      <E_0877_B>-84000</E_0877_B>
      <E_0877_C>-134000</E_0877_C>
      <E_0877_D>-183000</E_0877_D>
      <E_0877_M>-434000</E_0877_M>
      <E_0878_A>799000</E_0878_A>
      <E_0878_B>1118000</E_0878_B>
      <E_0878_C>908000</E_0878_C>
      <E_0878_D>532000</E_0878_D>
      <E_0878_M>3357000</E_0878_M>
      <E_0880_A>-799000</E_0880_A>
      <E_0880_B>-1118000</E_0880_B>
      <E_0880_C>-908000</E_0880_C>
      <E_0880_D>-532000</E_0880_D>
      <E_0880_M>-3357000</E_0880_M>
      <E_0884_A>11855000</E_0884_A>
      <E_0884_B>11855000</E_0884_B>
      <E_0884_C>11855000</E_0884_C>
      <E_0884_D>11855000</E_0884_D>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>