﻿<?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>10472</NumRegistroFondo>
      <DenominacionFondo>BBVA RMBS 14 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20201231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>379148000</E_0001>
      <E_1001>420639000</E_1001>
      <E_0002>379148000</E_0002>
      <E_1002>420639000</E_1002>
      <E_0003>379148000</E_0003>
      <E_1003>420639000</E_1003>
      <E_0005>378397000</E_0005>
      <E_1005>419825000</E_1005>
      <E_0025>751000</E_0025>
      <E_1025>814000</E_1025>
      <E_0041>65139000</E_0041>
      <E_1041>65882000</E_1041>
      <E_0043>27257000</E_0043>
      <E_1043>28187000</E_1043>
      <E_0044>26612000</E_0044>
      <E_1044>27141000</E_1044>
      <E_0046>26205000</E_0046>
      <E_1046>26695000</E_1046>
      <E_0065>254000</E_0065>
      <E_1065>315000</E_1065>
      <E_0066>5000</E_0066>
      <E_1066>8000</E_1066>
      <E_0067>144000</E_0067>
      <E_1067>119000</E_1067>
      <E_0068>4000</E_0068>
      <E_1068>4000</E_1068>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>645000</E_0074>
      <E_1074>1046000</E_1074>
      <E_0077>645000</E_0077>
      <E_1077>1046000</E_1077>
      <E_0082>8000</E_0082>
      <E_1082>8000</E_1082>
      <E_0083>8000</E_0083>
      <E_1083>8000</E_1083>
      <E_0085>37874000</E_0085>
      <E_1085>37687000</E_1085>
      <E_0086>37874000</E_0086>
      <E_1086>37687000</E_1086>
      <E_0088>444287000</E_0088>
      <E_1088>486521000</E_1088>
      <E_0089>416080000</E_0089>
      <E_1089>456685000</E_1089>
      <E_0094>416080000</E_0094>
      <E_1094>456685000</E_1094>
      <E_0095>381080000</E_0095>
      <E_1095>421685000</E_1095>
      <E_0096>318108000</E_0096>
      <E_1096>358717000</E_1096>
      <E_0097>62972000</E_0097>
      <E_1097>62968000</E_1097>
      <E_0101>35000000</E_0101>
      <E_1101>35000000</E_1101>
      <E_0102>35000000</E_0102>
      <E_1102>35000000</E_1102>
      <E_0117>28207000</E_0117>
      <E_1117>29836000</E_1117>
      <E_0123>26812000</E_0123>
      <E_1123>28451000</E_1123>
      <E_0124>26810000</E_0124>
      <E_1124>28449000</E_1124>
      <E_0125>26810000</E_0125>
      <E_1125>28449000</E_1125>
      <E_0128>0</E_0128>
      <E_1128>0</E_1128>
      <E_0131>0</E_0131>
      <E_1131>0</E_1131>
      <E_0132>0</E_0132>
      <E_1132>0</E_1132>
      <E_0136>0</E_0136>
      <E_1136>0</E_1136>
      <E_0139>0</E_0139>
      <E_1139>0</E_1139>
      <E_0140>0</E_0140>
      <E_1140>0</E_1140>
      <E_0143>2000</E_0143>
      <E_1143>2000</E_1143>
      <E_0144>2000</E_0144>
      <E_1144>2000</E_1144>
      <E_0148>1395000</E_0148>
      <E_1148>1385000</E_1148>
      <E_0149>1390000</E_0149>
      <E_1149>1380000</E_1149>
      <E_0150>1000</E_0150>
      <E_1150>1000</E_1150>
      <E_0151>2000</E_0151>
      <E_1151>2000</E_1151>
      <E_0152>1000</E_0152>
      <E_1152>1000</E_1152>
      <E_0153>1386000</E_0153>
      <E_1153>1376000</E_1153>
      <E_0157>5000</E_0157>
      <E_1157>5000</E_1157>
      <E_0162>444287000</E_0162>
      <E_1162>486521000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>1553000</E_0201>
      <E_1201>1923000</E_1201>
      <E_2201>6647000</E_2201>
      <E_3201>7798000</E_3201>
      <E_0202>1553000</E_0202>
      <E_1202>1923000</E_1202>
      <E_2202>6647000</E_2202>
      <E_3202>7798000</E_3202>
      <E_0204>-9000</E_0204>
      <E_1204>-10000</E_1204>
      <E_2204>-42000</E_2204>
      <E_3204>-76000</E_3204>
      <E_0205>0</E_0205>
      <E_1205>-1000</E_1205>
      <E_2205>-6000</E_2205>
      <E_3205>-39000</E_3205>
      <E_0206>0</E_0206>
      <E_1206>0</E_1206>
      <E_2206>0</E_2206>
      <E_3206>0</E_3206>
      <E_0207>-9000</E_0207>
      <E_1207>-9000</E_1207>
      <E_2207>-36000</E_2207>
      <E_3207>-37000</E_3207>
      <E_0209>1544000</E_0209>
      <E_1209>1913000</E_1209>
      <E_2209>6605000</E_2209>
      <E_3209>7722000</E_3209>
      <E_0216>0</E_0216>
      <E_1216>0</E_1216>
      <E_2216>0</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-1544000</E_0217>
      <E_1217>-1913000</E_1217>
      <E_2217>-6605000</E_2217>
      <E_3217>-7685000</E_3217>
      <E_0218>-16000</E_0218>
      <E_1218>-14000</E_1218>
      <E_2218>-58000</E_2218>
      <E_3218>-54000</E_3218>
      <E_0219>-13000</E_0219>
      <E_1219>-12000</E_1219>
      <E_2219>-48000</E_2219>
      <E_3219>-46000</E_3219>
      <E_0221>0</E_0221>
      <E_1221>0</E_1221>
      <E_2221>0</E_2221>
      <E_3221>0</E_3221>
      <E_0222>-3000</E_0222>
      <E_1222>-2000</E_1222>
      <E_2222>-10000</E_2222>
      <E_3222>-8000</E_3222>
      <E_0224>-1528000</E_0224>
      <E_1224>-1899000</E_1224>
      <E_2224>-6547000</E_2224>
      <E_3224>-7631000</E_3224>
      <E_0225>-16000</E_0225>
      <E_1225>-17000</E_1225>
      <E_2225>-65000</E_2225>
      <E_3225>-71000</E_3225>
      <E_0226>-10000</E_0226>
      <E_1226>-11000</E_1226>
      <E_2226>-43000</E_2226>
      <E_3226>-47000</E_3226>
      <E_0227>-12000</E_0227>
      <E_1227>-12000</E_1227>
      <E_2227>-48000</E_2227>
      <E_3227>-48000</E_3227>
      <E_0228>-1490000</E_0228>
      <E_1228>-1859000</E_1228>
      <E_2228>-6391000</E_2228>
      <E_3228>-7465000</E_3228>
      <E_0230>0</E_0230>
      <E_1230>0</E_1230>
      <E_2230>0</E_2230>
      <E_3230>0</E_3230>
      <E_0231>0</E_0231>
      <E_1231>0</E_1231>
      <E_2231>0</E_2231>
      <E_3231>-37000</E_3231>
      <E_0232>0</E_0232>
      <E_1232>0</E_1232>
      <E_2232>0</E_2232>
      <E_3232>-37000</E_3232>
      <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>-21000</E_0300>
      <E_1300>153000</E_1300>
      <E_2300>187000</E_2300>
      <E_3300>186000</E_3300>
      <E_0301>1589000</E_0301>
      <E_1301>1924000</E_1301>
      <E_2301>6781000</E_2301>
      <E_3301>7733000</E_3301>
      <E_0302>1589000</E_0302>
      <E_1302>1925000</E_1302>
      <E_2302>6788000</E_2302>
      <E_3302>7773000</E_3302>
      <E_0303>0</E_0303>
      <E_1303>-1000</E_1303>
      <E_2303>-7000</E_2303>
      <E_3303>-40000</E_3303>
      <E_0304>0</E_0304>
      <E_1304>0</E_1304>
      <E_2304>0</E_2304>
      <E_3304>0</E_3304>
      <E_0305>0</E_0305>
      <E_1305>0</E_1305>
      <E_2305>0</E_2305>
      <E_3305>0</E_3305>
      <E_0307>0</E_0307>
      <E_1307>0</E_1307>
      <E_2307>0</E_2307>
      <E_3307>0</E_3307>
      <E_0308>0</E_0308>
      <E_1308>0</E_1308>
      <E_2308>0</E_2308>
      <E_3308>0</E_3308>
      <E_0309>-1559000</E_0309>
      <E_1309>-1722000</E_1309>
      <E_2309>-6537000</E_2309>
      <E_3309>-7468000</E_3309>
      <E_0310>-16000</E_0310>
      <E_1310>-17000</E_1310>
      <E_2310>-65000</E_2310>
      <E_3310>-71000</E_3310>
      <E_0311>-10000</E_0311>
      <E_1311>-11000</E_1311>
      <E_2311>-43000</E_2311>
      <E_3311>-47000</E_3311>
      <E_0312>-12000</E_0312>
      <E_1312>-12000</E_1312>
      <E_2312>-48000</E_2312>
      <E_3312>-48000</E_3312>
      <E_0313>-1521000</E_0313>
      <E_1313>-1682000</E_1313>
      <E_2313>-6381000</E_2313>
      <E_3313>-7302000</E_3313>
      <E_0315>-51000</E_0315>
      <E_1315>-49000</E_1315>
      <E_2315>-57000</E_2315>
      <E_3315>-79000</E_3315>
      <E_0320>-51000</E_0320>
      <E_1320>-49000</E_1320>
      <E_2320>-57000</E_2320>
      <E_3320>-79000</E_3320>
      <E_0321>0</E_0321>
      <E_1321>0</E_1321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>1362000</E_0322>
      <E_1322>996000</E_1322>
      <E_2322>0</E_2322>
      <E_3322>-228000</E_3322>
      <E_0323>0</E_0323>
      <E_1323>0</E_1323>
      <E_2323>0</E_2323>
      <E_3323>0</E_3323>
      <E_0324>0</E_0324>
      <E_1324>0</E_1324>
      <E_2324>0</E_2324>
      <E_3324>0</E_3324>
      <E_0325>1363000</E_0325>
      <E_1325>999000</E_1325>
      <E_2325>0</E_2325>
      <E_3325>-226000</E_3325>
      <E_0326>6324000</E_0326>
      <E_1326>6332000</E_1326>
      <E_2326>25197000</E_2326>
      <E_3326>25346000</E_3326>
      <E_0327>5905000</E_0327>
      <E_1327>4285000</E_1327>
      <E_2327>16130000</E_2327>
      <E_3327>13944000</E_3327>
      <E_0328>256000</E_0328>
      <E_1328>245000</E_1328>
      <E_2328>952000</E_2328>
      <E_3328>1172000</E_3328>
      <E_0329>0</E_0329>
      <E_1329>0</E_1329>
      <E_2329>0</E_2329>
      <E_3329>0</E_3329>
      <E_0330>0</E_0330>
      <E_1330>0</E_1330>
      <E_2330>0</E_2330>
      <E_3330>0</E_3330>
      <E_0331>-11122000</E_0331>
      <E_1331>-9863000</E_1331>
      <E_2331>-42279000</E_2331>
      <E_3331>-40688000</E_3331>
      <E_0332>-1000</E_0332>
      <E_1332>-3000</E_1332>
      <E_2332>0</E_2332>
      <E_3332>-2000</E_3332>
      <E_0333>0</E_0333>
      <E_1333>0</E_1333>
      <E_2333>0</E_2333>
      <E_3333>0</E_3333>
      <E_0334>0</E_0334>
      <E_1334>0</E_1334>
      <E_2334>0</E_2334>
      <E_3334>0</E_3334>
      <E_0336>-1000</E_0336>
      <E_1336>-3000</E_1336>
      <E_2336>0</E_2336>
      <E_3336>-2000</E_3336>
      <E_0337>1341000</E_0337>
      <E_1337>1149000</E_1337>
      <E_2337>187000</E_2337>
      <E_3337>-42000</E_3337>
      <E_0338>36533000</E_0338>
      <E_1338>36538000</E_1338>
      <E_2338>37687000</E_2338>
      <E_3338>37729000</E_3338>
      <E_0339>37874000</E_0339>
      <E_1339>37687000</E_1339>
      <E_2339>37874000</E_2339>
      <E_3339>37687000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos />
    <ActivosTitulizados>
      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
      <E_0381>0.22</E_0381>
      <E_0401>0.01</E_0401>
      <E_0441>3.81</E_0441>
      <E_1381>0.21</E_1381>
      <E_1401>0.01</E_1401>
      <E_1441>3.09</E_1441>
      <E_2381>1.04</E_2381>
      <E_2401>0.31</E_2401>
      <E_2421>70</E_2421>
      <E_2441>1</E_2441>
      <E_0460>77</E_0460>
      <E_0467>15000</E_0467>
      <E_0474>3000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>18000</E_0488>
      <E_0495>4277000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>4295000</E_0509>
      <E_0461>15</E_0461>
      <E_0468>8000</E_0468>
      <E_0475>2000</E_0475>
      <E_0482>0</E_0482>
      <E_0489>10000</E_0489>
      <E_0496>853000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>863000</E_0510>
      <E_0462>3</E_0462>
      <E_0469>4000</E_0469>
      <E_0476>0</E_0476>
      <E_0483>0</E_0483>
      <E_0490>4000</E_0490>
      <E_0497>166000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>170000</E_0511>
      <E_0463>1</E_0463>
      <E_0470>2000</E_0470>
      <E_0477>0</E_0477>
      <E_0484>0</E_0484>
      <E_0491>2000</E_0491>
      <E_0498>58000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>60000</E_0512>
      <E_0464>1</E_0464>
      <E_0471>3000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>1000</E_0485>
      <E_0492>4000</E_0492>
      <E_0499>48000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>52000</E_0513>
      <E_0465>9</E_0465>
      <E_0472>134000</E_0472>
      <E_0479>4000</E_0479>
      <E_0486>21000</E_0486>
      <E_0493>159000</E_0493>
      <E_0500>479000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>638000</E_0514>
      <E_0466>106</E_0466>
      <E_0473>166000</E_0473>
      <E_0480>9000</E_0480>
      <E_0487>22000</E_0487>
      <E_0494>197000</E_0494>
      <E_0501>5881000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>6078000</E_1515>
      <E_0515>77</E_0515>
      <E_0522>15000</E_0522>
      <E_0529>3000</E_0529>
      <E_0536>0</E_0536>
      <E_0543>18000</E_0543>
      <E_0550>4277000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>4295000</E_0564>
      <E_0571>8818000</E_0571>
      <E_0578>8818000</E_0578>
      <E_0584>48.71</E_0584>
      <E_0516>15</E_0516>
      <E_0523>8000</E_0523>
      <E_0530>2000</E_0530>
      <E_0537>0</E_0537>
      <E_0544>10000</E_0544>
      <E_0551>853000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>863000</E_0565>
      <E_0572>1688000</E_0572>
      <E_0579>1688000</E_0579>
      <E_0585>51.13</E_0585>
      <E_0517>3</E_0517>
      <E_0524>4000</E_0524>
      <E_0531>0</E_0531>
      <E_0538>0</E_0538>
      <E_0545>4000</E_0545>
      <E_0552>166000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>170000</E_0566>
      <E_0573>342000</E_0573>
      <E_0580>342000</E_0580>
      <E_0586>49.71</E_0586>
      <E_0518>1</E_0518>
      <E_0525>2000</E_0525>
      <E_0532>0</E_0532>
      <E_0539>0</E_0539>
      <E_0546>2000</E_0546>
      <E_0553>58000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>60000</E_0567>
      <E_0574>120000</E_0574>
      <E_0581>120000</E_0581>
      <E_0587>50</E_0587>
      <E_0519>1</E_0519>
      <E_0526>3000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>1000</E_0540>
      <E_0547>4000</E_0547>
      <E_0554>48000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>52000</E_0568>
      <E_0575>119000</E_0575>
      <E_0582>119000</E_0582>
      <E_0588>43.70</E_0588>
      <E_0520>9</E_0520>
      <E_0527>134000</E_0527>
      <E_0534>4000</E_0534>
      <E_0541>21000</E_0541>
      <E_0548>159000</E_0548>
      <E_0555>479000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>638000</E_0569>
      <E_0576>1038000</E_0576>
      <E_0583>1038000</E_0583>
      <E_0589>61.46</E_0589>
      <E_0521>106</E_0521>
      <E_0528>166000</E_0528>
      <E_0535>9000</E_0535>
      <E_0542>22000</E_0542>
      <E_0549>197000</E_0549>
      <E_0556>5881000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>6078000</E_0570>
      <E_0577>12125000</E_0577>
      <E_0590>50.13</E_0590>
      <E_0600>0</E_0600>
      <E_1600>0</E_1600>
      <E_2600>0</E_2600>
      <E_0601>0</E_0601>
      <E_1601>0</E_1601>
      <E_2601>0</E_2601>
      <E_0602>0</E_0602>
      <E_1602>0</E_1602>
      <E_2602>0</E_2602>
      <E_0603>0</E_0603>
      <E_1603>0</E_1603>
      <E_2603>0</E_2603>
      <E_0604>0</E_0604>
      <E_1604>0</E_1604>
      <E_2604>0</E_2604>
      <E_0605>0</E_0605>
      <E_1605>0</E_1605>
      <E_2605>0</E_2605>
      <E_0606>405497000</E_0606>
      <E_1606>447453000</E_1606>
      <E_2606>700019000</E_2606>
      <E_0607>405497000</E_0607>
      <E_1607>447453000</E_1607>
      <E_2607>700019000</E_2607>
      <E_0608>14.19</E_0608>
      <E_1608>15.17</E_1608>
      <E_2608>20.18</E_2608>
      <E_0609>10.95</E_0609>
      <E_1609>9.96</E_1609>
      <E_2609>4.90</E_2609>
      <E_0620>963</E_0620>
      <E_0630>34780000</E_0630>
      <E_1620>681</E_1620>
      <E_1630>24432000</E_1630>
      <E_2620>3</E_2620>
      <E_2630>82000</E_2630>
      <E_0621>6202</E_0621>
      <E_0631>366834000</E_0631>
      <E_1621>6629</E_1621>
      <E_1631>414862000</E_1631>
      <E_2621>735</E_2621>
      <E_2631>53907000</E_2631>
      <E_0622>38</E_0622>
      <E_0632>3883000</E_0632>
      <E_1622>94</E_1622>
      <E_1632>8159000</E_1632>
      <E_2622>7848</E_2622>
      <E_2632>646030000</E_2632>
      <E_0623>0</E_0623>
      <E_0633>0</E_0633>
      <E_1623>0</E_1623>
      <E_1633>0</E_1633>
      <E_2623>0</E_2623>
      <E_2633>0</E_2633>
      <E_0624>0</E_0624>
      <E_0634>0</E_0634>
      <E_1624>0</E_1624>
      <E_1634>0</E_1634>
      <E_2624>0</E_2624>
      <E_2634>0</E_2634>
      <E_0625>0</E_0625>
      <E_0635>0</E_0635>
      <E_1625>0</E_1625>
      <E_1635>0</E_1635>
      <E_2625>0</E_2625>
      <E_2635>0</E_2635>
      <E_0626>0</E_0626>
      <E_0636>0</E_0636>
      <E_1626>0</E_1626>
      <E_1636>0</E_1636>
      <E_2626>0</E_2626>
      <E_2636>0</E_2636>
      <E_0627>0</E_0627>
      <E_0637>0</E_0637>
      <E_1627>0</E_1627>
      <E_1637>0</E_1637>
      <E_2627>0</E_2627>
      <E_2637>0</E_2637>
      <E_0628>7203</E_0628>
      <E_0638>405497000</E_0638>
      <E_1628>7404</E_1628>
      <E_1638>447453000</E_1638>
      <E_2628>8586</E_2628>
      <E_2638>700019000</E_2638>
      <E_0639>47.59</E_0639>
      <E_1639>50.70</E_1639>
      <E_2639>66.61</E_2639>
      <E_0650>1.56</E_0650>
      <E_1650>1.67</E_1650>
      <E_2650>2.73</E_2650>
      <E_0651>1.84</E_0651>
      <E_1651>1.84</E_1651>
      <E_2651>2.94</E_2651>
      <E_0652>0.08</E_0652>
      <E_1652>0.14</E_1652>
      <E_2652>0.86</E_2652>
      <E_0660>1423</E_0660>
      <E_0683>76072000</E_0683>
      <E_1660>1448</E_1660>
      <E_1683>82390000</E_1683>
      <E_2660>1645</E_2660>
      <E_2683>119869000</E_2683>
      <E_0661>153</E_0661>
      <E_0684>7673000</E_0684>
      <E_1661>157</E_1661>
      <E_1684>8568000</E_1684>
      <E_2661>179</E_2661>
      <E_2684>13909000</E_2684>
      <E_0662>293</E_0662>
      <E_0685>16184000</E_0685>
      <E_1662>301</E_1662>
      <E_1685>17769000</E_1685>
      <E_2662>334</E_2662>
      <E_2685>26409000</E_2685>
      <E_0663>38</E_0663>
      <E_0686>3593000</E_0686>
      <E_1663>40</E_1663>
      <E_1686>3955000</E_1686>
      <E_2663>43</E_2663>
      <E_2686>5167000</E_2686>
      <E_0664>96</E_0664>
      <E_0687>5500000</E_0687>
      <E_1664>100</E_1664>
      <E_1687>6110000</E_1687>
      <E_2664>107</E_2664>
      <E_2687>8481000</E_2687>
      <E_0665>31</E_0665>
      <E_0688>1364000</E_0688>
      <E_1665>32</E_1665>
      <E_1688>1505000</E_1688>
      <E_2665>33</E_2665>
      <E_2688>2138000</E_2688>
      <E_0666>282</E_0666>
      <E_0689>13961000</E_0689>
      <E_1666>295</E_1666>
      <E_1689>15589000</E_1689>
      <E_2666>311</E_2666>
      <E_2689>22591000</E_2689>
      <E_0667>1076</E_0667>
      <E_0690>61164000</E_0690>
      <E_1667>1094</E_1667>
      <E_1690>66985000</E_1690>
      <E_2667>1239</E_2667>
      <E_2690>101821000</E_2690>
      <E_0668>477</E_0668>
      <E_0691>33201000</E_0691>
      <E_1668>497</E_1668>
      <E_1691>37213000</E_1691>
      <E_2668>575</E_2668>
      <E_2691>58204000</E_2691>
      <E_0670>232</E_0670>
      <E_0693>9644000</E_0693>
      <E_1670>238</E_1670>
      <E_1693>10479000</E_1693>
      <E_2670>270</E_2670>
      <E_2693>15736000</E_2693>
      <E_0671>203</E_0671>
      <E_0694>9720000</E_0694>
      <E_1671>208</E_1671>
      <E_1694>10825000</E_1694>
      <E_2671>228</E_2671>
      <E_2694>16432000</E_2694>
      <E_0672>2078</E_0672>
      <E_0695>119907000</E_0695>
      <E_1672>2146</E_1672>
      <E_1695>133324000</E_1695>
      <E_2672>2615</E_2672>
      <E_2695>227263000</E_2695>
      <E_0673>5</E_0673>
      <E_0696>326000</E_0696>
      <E_1673>6</E_1673>
      <E_1696>415000</E_1696>
      <E_2673>6</E_2673>
      <E_2696>510000</E_2696>
      <E_0674>33</E_0674>
      <E_0697>1975000</E_0697>
      <E_1674>34</E_1674>
      <E_1697>2165000</E_1697>
      <E_2674>37</E_2674>
      <E_2697>3061000</E_2697>
      <E_0676>37</E_0676>
      <E_0699>1576000</E_0699>
      <E_1676>37</E_1676>
      <E_1699>1705000</E_1699>
      <E_2676>39</E_2676>
      <E_2699>2569000</E_2699>
      <E_0677>746</E_0677>
      <E_0700>43637000</E_0700>
      <E_1677>771</E_1677>
      <E_1700>48456000</E_1700>
      <E_2677>925</E_2677>
      <E_2700>75859000</E_2700>
      <E_0679>7203</E_0679>
      <E_0702>405497000</E_0702>
      <E_1679>7404</E_1679>
      <E_1702>447453000</E_1702>
      <E_2679>8586</E_2679>
      <E_2702>700019000</E_2702>
      <E_0682>7203</E_0682>
      <E_0705>405497000</E_0705>
      <E_1682>7404</E_1682>
      <E_1705>447453000</E_1705>
      <E_2682>8586</E_2682>
      <E_2705>700019000</E_2705>
      <E_0710>0.32</E_0710>
      <E_1710>0.29</E_1710>
      <E_2710>0.22</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0720>6370</E_0720>
        <E_0721>54000</E_0721>
        <E_0722>345142000</E_0722>
        <E_1720>6370</E_1720>
        <E_1721>61000</E_1721>
        <E_1722>387422000</E_1722>
        <E_2720>6370</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>637000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0720>630</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>63000000</E_0722>
        <E_1720>630</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>63000000</E_1722>
        <E_2720>630</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>63000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>7000</E_0723>
      <E_0724>408142000</E_0724>
      <E_1723>7000</E_1723>
      <E_1724>450422000</E_1724>
      <E_2723>7000</E_2723>
      <E_2724>700000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.30</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>345142000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>345142000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.40</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>63000000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>63000000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>0</E_0740>
      <E_0741>0</E_0741>
      <E_0743>408142000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>408142000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0</E_0747>
      <E_0748>0.01</E_0748>
      <E_0749>0.39</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0750>11122000</E_0750>
        <E_0751>291858000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>2465000</E_0753>
        <E_1750>9863000</E_1750>
        <E_1751>249578000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>2466000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>0</E_0752>
        <E_0753>535000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>1000</E_1752>
        <E_1753>528000</E_1753>
      </DetalleAmortizacion>
      <E_0754>11122000</E_0754>
      <E_0755>291858000</E_0755>
      <E_0756>0</E_0756>
      <E_0757>3000000</E_0757>
      <E_1754>9863000</E_1754>
      <E_1755>249578000</E_1755>
      <E_1756>1000</E_1756>
      <E_1757>2994000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20180425</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1 (sf)</E_0762>
        <E_0763>Aa1 (sf)</E_0763>
        <E_0764>A1 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050009</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20160208</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>A (sf)</E_0762>
        <E_0763>A (sf)</E_0763>
        <E_0764>A- (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20141124</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Ba2 (sf)</E_0762>
        <E_0763>Ba2 (sf)</E_0763>
        <E_0764>Ba2 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305050017</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20180629</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BB (sf)</E_0762>
        <E_0763>BB (sf)</E_0763>
        <E_0764>B- (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>408142000</E_0771>
      <E_1771>450422000</E_1771>
      <E_2771>700000000</E_2771>
      <E_0772>408142000</E_0772>
      <E_1772>450422000</E_1772>
      <E_2772>700000000</E_2772>
      <E_0773>34.50</E_0773>
      <E_1773>35.50</E_1773>
      <E_2773>40.61</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>35000000</E_0775>
      <E_1775>35000000</E_1775>
      <E_2775>35000000</E_2775>
      <E_0776>35000000</E_0776>
      <E_1776>35000000</E_1776>
      <E_2776>35000000</E_2776>
      <E_0777>8.58</E_0777>
      <E_1777>7.77</E_1777>
      <E_2777>5</E_2777>
      <E_0778>BBVA</E_0778>
      <E_1778>BBVA</E_1778>
      <E_2778>BBVA</E_2778>
      <E_0779>A3/A-</E_0779>
      <E_1779>A3/A-</E_1779>
      <E_2779>Baa2/BBB</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>84.56</E_0792>
      <E_1792>86.01</E_1792>
      <E_2792>91</E_2792>
      <DetallePermuta />
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>350000</E_7003>
      <E_7006>398000</E_7006>
      <E_7009>0.09</E_7009>
      <E_7012>0.09</E_7012>
      <E_7015>0.08</E_7015>
      <E_7004>0</E_7004>
      <E_7007>0</E_7007>
      <E_7010>0</E_7010>
      <E_7013>0</E_7013>
      <E_7016>0</E_7016>
      <E_7005>350000</E_7005>
      <E_7008>398000</E_7008>
      <E_7011>0.09</E_7011>
      <E_7014>0.09</E_7014>
      <E_7017>0.08</E_7017>
      <E_7018>Epígrafe 4,9,3,3 DE LA NOTA DE VALORES</E_7018>
      <E_7019>18</E_7019>
      <E_7021>544000</E_7021>
      <E_7024>433000</E_7024>
      <E_7027>0.13</E_7027>
      <E_7030>0.10</E_7030>
      <E_7033>0.15</E_7033>
      <E_7022>0</E_7022>
      <E_7025>0</E_7025>
      <E_7028>0</E_7028>
      <E_7031>0</E_7031>
      <E_7034>0</E_7034>
      <E_7023>544000</E_7023>
      <E_7026>433000</E_7026>
      <E_7029>0.13</E_7029>
      <E_7032>0.10</E_7032>
      <E_7035>0.15</E_7035>
      <E_7036>Epígrafe 4,9,3,3 DE LA NOTA DE VALORES</E_7036>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>4</E_0855>
        <E_0859>0.12</E_0859>
        <E_1859>0.12</E_1859>
        <E_2859>Referencia del folleto: Epígrafe 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.09</E_0860>
        <E_1860>0.09</E_1860>
        <E_2860>Referencia del folleto: Epígrafe 3.4.2.2</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BR14_20201224_TRG.pdf</Nombre>
          <Contenido>JVBERi0xLjcKJeLjz9MKMzggMCBvYmoKPDwvUGFnZXMgMiAwIFIvVHlwZS9DYXRhbG9nPj4KZW5kb2JqCjI5IDAgb2JqCjw8L0JpdHNQZXJDb21wb25lbnQgNC9Db2xvclNwYWNlWy9JbmRleGVkIDYgMCBSIDE1IDMwIDAgUl0vRmlsdGVyL0ZsYXRlRGVjb2RlL0hlaWdodCAzNDAvTGVuZ3RoIDExNzgzL1N1YnR5cGUvSW1hZ2UvVHlwZS9YT2JqZWN0L1dpZHRoIDIxNTA+PnN0cmVhbQ0KeJztXWsa4jquXAN4BZkd+GP/e7v3dDfElqpkObHzANWfAVuPkmwVge6e83jcGf9jWAqjJ7VqeXaBptkc0QWWtdN8Lsk74PUP+WwigZnwDD4d5cGjMyHknrSd5nNJ3gEhGT8Bx5g+nVqxe3JmxNyRttN8Lsk7ICTjF8DlYPnYOLXCnDMXHFxmgPWgk+VckndASMYvgI1LMQFOrTDHzIc2lylgPehkOZfkHRCS8Qtg47JOgFMrzClzosllDlgPOlnOJXkHhGT8Ati4fCaAG/iHzIsWl0lgJXaynEvyDgjJ+AVwRVga+/4Zc6PBZRZYjZ0s55K8A0IyfgFcEpY/+06xsEbMjwaXWWA96GQ5l+QdEJLxC2Dj8m8CnGJhTVgHbC7TwHrQyXIuyTsgJOMXwMbl7wTwXfeA9cDkMg+syk6Wc0neASEZvwAuCsvhihGScXOEZPwCuCosXV9LhpCxuEwE60Eny7kk74CQjF8AG5f/BsapFsZ0dYKGX8bEJ2A96GQ5l+QdEJLxC2Dj8v8D41QLY7h6QeMvgxJgsB50spxL8g4IyfgFsHH53//4jne2ukETLKMyQLBKO1nOJXkHhGT8AjqEgWIYGZphGZYCgfWgk+VckndASMYvgI1LB8aRoSmWcTkAWA86Wc4leQOkkIxfABsXPwaSoTmWgUk0WA86Wc4leSfkswkEJoKNixsjydAky8gsCqwHnSznkgwErgE2Ll4MJUOzLEPTSLAedLKcSzIQuAbYuJyhGCEZgcDlsU8yBpMJyQgEro5dkrEMJnOSZLCsneZzSQYC18AeyVhGkwnJCASujh2SMZ5MSEYgcHVsl4xlPJmQjEDg6tgsGcsEMjzbhGTttJ3my1SSgcA1sFUylhlkQjICgatjo2QsU8iEZNwA739I8jqbSOAcbJOM5Wgyc/L9Q0hGD1JIxm9jk2Qsh5OZlPAvQjJ6EJLx49giGcvxZGZl/IP7S8aR/+wcS8Y1/+F7fImagQspxkmSQbMS+wtKxpGzQZ4yXlfUjB4hu2QBl0S/ZMzjwiVjmZf0GyTjMxohGRU6SB3ZwpvjQooRkrEVIRkYIRkzcCHFCMnYipAMjA5Sl+R/TVxIMUIytiIkA8NPKh4y/LiQYoRk/MV6fT3Ij5AMhg2S0bQMXEgxTvrrn705QzK+UDIObODtcSXFCMn4g5CMUeiXjKZh4IT/jOImMmck7bRfRhEKyRgFNylSVADBrxjLmWTOSNppv4wiFJIxCm5SB/bv/nheSDFCMv4gJGMUuiWjZRd4+CVjOYLMGel5AzpJDqMYkjEKXlKkpgCEUzKWk8nMy/8bkpHzcHb18ldIRsMs8AdOyTibzHJCTuJwQ8lIA6fhGyWjJbiBEj7JOJ3MckJO4nA/yRg6yV8oGemC1C8Ml2RcgMy0nN0p7yYZaew4fLFkHEPq9vBIxhXITMv57ZIxepK/UDIuyPzC8CjGcgU203J+t2Sk0mwsu3r5CyTjGE63x6UU44w/Ze1XqVtJxvi/cdCSjFF5RsAnGel6WndhXEwxQjL+Q79kGDhKMm6M0R36ahjzcopihGT8h5CMY/Ft9UxFWzGO++mzRegyGedLBljaPKchGS2keMjw43KKccLvnxeUDIBXSMY0pO8qZyqM+TxJMUIyCEIy5iEeMvxoK8ZyNCVDMuZwMRKGZEB8m2TEQ4YfF1SMkAyCkIxpiIcMN6xhsWdmJkIyIEIy5gL84hxQaCvGtSRjDpsN5YdkfJ9kBBxwKMasD/aNtKaQCcnoRUjGj+J5omRYwx+SARGSETgZLsWYNATm9BvEZrAx+8D5h2SEZPwaXIox74N9oZshGRAhGYFzYU7KZMl4muNlMZtAZkv1IRkhGT8Hr2JM/GCnkUMyEEIyAqfCqxhTpqAR+lA2z5CMboRk/CDsQfFMzYjkZD8kA+HnJKM7QdrDaKPzyLZeGh2KMVMySGyL3XAym4oPyZgsGZ8M3iSFQ+5Pt9F5T8q7oUMxJoxBayRDMhBaIyS31/v80vh4vUct+4LWTuT/yA+yZkCJk7AhFfM0IBYpUDu3zD6BksvrS2DN5PwxqLL30hvOxi6+02k4uwKt2ylnQ84dGQxrdNnAJRWFLtsscDkeG5z4g4JvK4Zyzg3DDP2Y13fAGkn/2IxJvyALgwy0H0XGXftR7Eq05kfeXeeg2lce7yYVhS7raaZMVKGWkduBcN2Qre6FKsykeHd0yIUxNoPSL50EB5N5bqqdmaNiRqF1N+sbfVvJIA5GY6BHi6ss0JGt6gVIalC8O9xaMWcO5JCC8BuGeCsatXd6gVqGoXU1qxv9uKtkMHtMj3u0uNpNgtnKTZSUU7w75Mg2sUzOr+NbFMeyaTWDuB3UqgpkxtR+lvb2SNkXHu+SMUTLaLYIE9sc82s/lRCujXQoW7nXRfH2cMmEZ26G5Vcm5iAPJWNm4smY+TKUXA08Y3o/S3t7pOz7jnfJGKJlOpS4HK9d06PFtZUOtKPYIlURindHa0jOGNIujkPZbCydmS9DydXwzk6W9vbtNmaE7pIxRMtkuMicWXY2QRqVcG2ms3rBisIU7w5zGo8YBEhAGh3FptkN4ndIpwSMy1ztZ2lvT4R93fEuGUO0zKYLz6Zpjfgxh6wt/M4igu4FdYQ9vDtaM9IzOAMJdLBcBpJ5bqz8CG4SrXsp77o1D7eUDMSwbUu4dnRI9YKzxE28N5oz0jM4AwksHTQHstlaOTNfiP0I8Ltc72dpbw+EfdvxLhlDtMzHC8WwrTU9ap+1id9ZhpC9MBxhE28NcxQ5lnEMfClMnuPYtNuxq4qxaF1LedXtgaBudtC/IGOIlhtz+donGdQ065B+ZxVD9KKL4t3RHJG+yRnJYCmtnhaZBUfeADONVfh8ahqtaylvuj0P1M0O+hdkDNHyZ801Zba1osjNs7bxOxOPpj2ieHe0R2T2KBgMqhwmm1FkHAra6bgQ+xFgN1nuZ2lvj4N92fEuGUO0/FlrMymtP/moqS6xjLHyJVyxcwJrxGE1KFfy48vQHpHZo+Adz+cRbMwkmpOjjFHMEOjgiP0s7REydbOD/gUZQ7RcDyECiJBJAEGuip2r9ayNLGddMGgJ7aFB8e6wp8McoEEMzByL13AUG7sfViZPCaPRupXkops7rc39ksGAhyxZycyPfbGzhvBIRpnQCEoUw6J4c9hjuJjbyxgKNgM/1wPY/EWn5yBiEF8lGeuQ1ZGRNx7tasPzT1BoVEDBIRkZb3Eid0RjCu0pPYBCD9kRsAs2y55LDOOrJMMYS2XL5GVdtwa1xdXaqcPWkuGieHPYE/I44ifHJoUVpuUYNnYKMxEzX4YQw/gmySjGUuYDPIgxHfouruYfpbB8/JkF0L8t2uNqGiwjOHRksOmOYGNnKPrSUcgIXgzfJBnr6Im0jf9fP18QDynDOZE9SzIIxXujPRn2DA2g0JPAtp3Pxs7DzJcBvBi+UzLkhm0Os9n5MCnT2SEZWbh8o2SYA7K0TUZMQ9d02sbT2WBSLd8BtCi+SDLWAcNZGQsiGWaQlmQAZ6InpWT4KN4bnvnbND1+PM3wi7C2yUjr0WwaRc+jxfFFkmGMHkRCNJxBMCnbuSkZmbvorZvCNReTp7Qv/NM230vG+dfaOp1lESPxPZLxsfPO13mSgRP+gmSY8+ez2j2lndEb5stcNo2aZ7Gy8D2SYY0eBJIMr+5AUg1nvF1Iho/ireEbvrlT2hvctt8rYI3ojSyTWmTiayRjHUj3F/95kmHn+13JeDpndeaUWhzgsDXIaIeBbFolzyFl4wslA+f00WhNvUnKLRkvuAh4f5lkmPPhNtw5EN2z2SCzT8AasVtJpnSoga+RDDiPPpesl1ozCkm1nKGkmJLxZX9k4p6JiVPaCL100t45nq1CWxXP4NTCt0jGOo44pZPGVMmAzX6hRdPjtrDmY6lNN07QPg5s1qaR6fj/DSEBesoYhW+RDHvyGj5gCRO3STUpoOg/JBkdk9qaIGk/ggMdzecWpyFsmimG98eBL5GMj1HPcOnIyRsFkWo7/7Zk9EzErCltxV22OG0e0GbgZr2jGXnwJZKxDh7OCHG4ZHwsCpI28S+SDGs+tPWkKd0WtuW1VcCacZsZBrfHha+TDMtKwJAMzNsm1XZGovIzktE3qM0ZAj67OFiT+dzot5dNO8HQ7jjxHZKxziJO2PDSK60wR0mGp/h7wBi7pc98+5Q2gyImLjLEcR8bR7Uj+XjxHZLxqaLjH6K8gJM9vw1SDufflQxrPnrt7SnaxsGetAlkOv9f1juJsUJG4Csk42Pi/pPYlmSYYQipnZLhznNLdE9De4qWgRzswZwiYO2QjvDMfOmm48dXSMY6/DiftJosGQ4KXq9vkQxj5pZuj41z0Y5IAzrI9GqGI6IjenclA/BlksFt0otDB+JxOKmQDI7+YfBM6dJDwRFwE/9tU+oI6KE2hkwfvkEyVjXA6WqbMyXj45adXl8iGc8NY7pjkDopOMJ5vJcONp7iPNRGcOnFN0gGmH0JUzFCMibDGLhli9OG0fBEM4KNJbPhvxbXGchPpR9fIBmrHOBsj5ZihGRMxrYpc42SFaDAc8dYDiez5b8v2RnJy2QLvkAy1tHH2ZqKMVgyGIvHr0rGs3sS/sA3S8tOBs5IrgjOSfUVVqMzlI/INtxfMgo9IBbGn5XUfmCiW0nBkuFsSAb2+grJ6B6Ev3j6hmlpE/BFGkHG8+uKM5IrLjN3NGUzvkkycLL2Q0ZIxlTwOVi2OrrGqTfOMWSe3kCusMx8adHYgftLhp58gaZihGTMBJ+RZbNnTyBvlAabMWS2PWL8LyRjpGSsgoBzhWScjO4x8Lj6R2TvUG4gMyKGMyYz5/3Yj9tLhh58bhGScTyeGybrjZ6ZWnZGwP6uQryl9ZTjixiSsUEyPrsd30vUhjLFtG1SIRkQdAiWtu9z31h1uV+KjJseM3c0dzPuLhmrEOBU8iGjtNKR90jGzj9kxV63l4zuIXB6t6I+O/2WCWQ+Md1kFrrTyclRzmZ8j2SQAtKrQCthK5hJyuH8c5LBh2Wn+2hcgwyXJcKJmS/eA9qAm0vGKgg4Uy0ZmWwpYiEZg0BHYNnpPxguOgewoFudlJzt3YSbS8YqB4R/+b1EkjleMoDJV0vGc++VpgEG4xpkQjLmS8Znj/+AwBUjJGM6eiegI8JQLJcgs/Q3zAg1DXMkI1mbbHeDZBh6IL2Bf0jGZDw7BwBg3xB6sbeeMVh+WTLszWGSYemBMtFUQjImY8CFfu6bQh/cfObSsBLM63A3vkQyYJ6SiOneYuZxLVJx59+SjGfn/e8LMhDXILM8QjKmS4alB9IEMBksGQ7nn5KMZ+f1J9g3hx4s1yBjxu/k01FSN+4sGZ+dviE1Ik+WDGTxvZIx6Do/9w2iA9cgs1g9+3XJIJPeLRkvEgjauPbGSEb7h5Ui/NdKxnPUbd45ik10EZpHww7fSae7yR24sWSsI8oHyhxjsNeOaJAKySjRefk5nvtGsYlrkFnMpv2QZNh//6p27ZWMF4kDnZHJ4ZKBDL5VMjrv/pZQY7Bcg0wjeiebzqK6cIJkfMZgmGQQ7o8dkgGrapBqOv+QZDwH3mUWawyuQeZfX3pZNsJNwX0lg4XBRshmtGSYyR7kW9KXSkbn1d8WbASWa5BpBe8k011VB06QjM/ePsl4WTmUM2CJJhhOtRW3FbBJ5jsl49l381vYOY8GlmGlDaFBDTob01+WH7eVjHU+byMZsO7vlIzBN/m5cyI5LkKm0bdfkAxjVItZz3iD2BPi5neIXsnwfjPBpBrOvyMZbKo2B9w5kRTLNcgszdCdVDbV5cRmybCG8VjJIMybLGGEiZKRUL7vlIy+e+/Ac+dMDp2s8WRajfsOyXA+ZVh/AWuPZCQSxM9j3er7+1guUn4u3ygZE+7x3qHsGsSjyTgidzJZNlbmwX7J6BiP2m+XZMB57+LRkoysPJqkTGey+YWS8ZxwjUnMfdjMaBoNatNJZHNlDkySDP6MXkzqDslwTrbFsuCBl62whKvlnPDeF0pG36134rlzLofO1Vgy7db9tmQUk7pDMlgMP491grdEbkqGdiZy8n2SQeZp2Rl272C6x/BoMosnbiePhdiPwADJ0FsP/nlbTup2ySiimNUZn/slD0LQCNviavxcLLa+TzJmXeLds+mbwqPJLK6wnTQWYj8CsyQjkcDlpI6QDJgc5iPJVELm0cXVerrKcB0nu6FkPLvu/P7AW7FchEwV1mfVtt9XnI3tksFEQe5mvLxLMsi0G/xNHoS5/ivqLa7sBxLHRn4gsDwXxrw7/Nw7nSMJjSJTR3WaNe33VmehNXv8RhNRULvldj2pmyXDTu3gUT/sUMlQMtPi6viFRFK2K2F5rgs8SsvE2Nuwm8wUGr10mfmyuzwOPDZ6P6sdMIwpa8cXGjQYlIwHWH61kaW3FYC05KXkrsWV/USCWVQO+YFA81wWXTd+TPAtuAiZxRuzk4OMOxLsJsv9rHbKMcj/bLN2LJzpXIuAJA9OzWDwUO68MBGnxRX/vIvWVJ/keiPPVfGce4N3z6g9gV3Ape7j0UuYmS8jCiQgY6P2s+EK50HNZYGkzR9HSEbLtunS4uqg1tFgK89FgcdoGZdg95BaA9gJXOwuHr2MmfkypkIIepXFfjZcV2R7+40EzGdJRo9t06XF1S4bOrzXQYPNPNdE133fgufeKR3JZy8ZHbGXMjNfRpUIQK+y2M96C0xWBp7AKgHzC0kGp97iatf9H1Qf6UYrzxWBZ2iZn6ILVyGz6IC9nDtCDwMdG7Gf9RYYxmxvv1MlYD5LMizpwgl3SoZNrqfBdp4rYvaI/od9YzqYzh4eS0+8zvwo9ijwu1zvZ8v3Ba3opB4rGdz4oWxb1FtcTef/oNvId1p5rofn9BHlWdy4CpkFhetl3RV8EPQ04P0M9vQwZnv7nSkh81mSYUgXrZ1Tt7m22IEuGluNPNfDUbd385jy2duM50YeS19lnZ3A0ccAjBjcz2BPz0a2t982CZkfLhkPLhnMp8XVTmg+k6AG30wy8PTMyLRxTKewwVVv5DHKfhlf5wfWbS73s+mMrZLa/5co2eaP1jIOTKcTG2RLMohPi6vpbOtLRpv3koyDZpSmamOZweW5gUh3XZ32Uwr9B/M6Pxo3+nOhiRWZ1KMlA5s/TMnAPlltw6YRfrCH5uatJAOOznJkshZmkekm0h+p036ZUudfoBFD+xnuytnI9vbbIkFzMh5gmYxkBVik2Ldqhzmy2sVdwwShqQrt6ckl0Tccc9JtG9SDuSwbAmHz54YUu2Hf59aNlsMordTo5Go5Y2MSwwjbmk+ybdaOkmS1idvS+gNoQA1vt/JcCPD6zkzYN6dTp6jroWcqkX+YmQOPmN7PLX9shccmQXMyHmAZTbOEyeNVr+LSQJYWVyOjao2ww/vtPFcBHJplbs4exZjLpIPLbCLTQUZM7edmAGyV0HaC5ngVLYNh5tONXAR3V2345xHmav77emSW4a4jz0VwynhAnTppTn1cDiByfaTGWDjG5hCsPPIWpx6vPRlvCjgwy0l5T5rTNpflICbXR2rowfl68Rdpy/TuUrurVD4d5w1Ic1APYeHhshzIJBC4NuCsHJb9GnrR4HI4k0Dgwjj9Q/VczWpyOYlJIHBRoIFdTuBxoRF9ntiGQODquNBHfCAQuDyu8pARCARugXjICAQCfsRDRiAQ6EAoRiAQ8AM9ZJzNKRAIXBWhGIFAoAPxtSQQCPgRDxmBQKAD8ZARCAT8iIeMQCDQgVCMQCDgB3jIWM7mFAgELot4yAgEAn7EQ0YgEOhAPGQEAgE/wEPG2ZQCgcB1EV9LAoGAH/GQEQgEOhAPGYFAwI94yAgEAh0IxQgEAn7E15JAIODHhb+WbPmv4Kbv/E9hXus/CDyFzeklptMZ3AQXfsjY8l/RDck4AFP+Y+7nl3g+g3vgkIeMtOmShWR8cK3bfGnJeG0OVDpujwLBBuCOTzb6e8mUNCEZ+3Ctm3Vpydg+hRMlg7VsSicnw/e15K9I7mjhpSTj9UYvofMQkuFGSMZc+B4yPjO2uYkXkoz0KtBL6Sz09r4qcnil50uGru9T5p0kYzvX8+B6yBhw864jGeKK5V5S56CbakjGPgbHSMaURs6FeshYgNGIEbuMZEwdpXkIyajxRZIxMMkBcH0tqU8nb8t0FcnQdyz3sjoFIRk1vkMytlM9Df0PGTeXDHDTci+rd6RtfhsRklGjSzK8VM+RjHE5jkD/Q8bNJQPcsdzL6h1ok99WhGTU6JCM5KZ6uGQMznEAun/73H5RriEZ+I71w9alGQjJqOGXjA6qp0jGuBQHYMMvGfeWDHjPekltJbYPIRk13JLRQ/VoyUhjUxwA10PG+2zyvs/WvMVptGSsFys/PpUdRWwfQjJqWJKhDTcwcDNxAsVLR9+ivXD99vn4nMR/SMeWOFgy0qsq5rH9wfAukjGJzBUkY31l+22VjCNw+C3aix7JWN8exe6Tu9PHuCLg83ajBoZknC0ZK+4rGelghdoPl2IM/07Xg7GS8X7IEItHEduHkAyG+0rG/R8yoFU6fjpWTJGMLFaPIrYPIRkM95WMx/hfTObC95DxRZIBFWMbQjJCMn4Pnj9gfZz8V1qHSkYCX0u2IiQjJOP34FOMr5OMvJ/VIyQjJOMHIX/JWIjd90jGwO8lIRkhGb8H50NGWzKM7dYBsP3Pur6Zifmkt2VDMiw+dSDlLGORHCyw2KKVSKf8iZzJHvNs/Ite7rzhYKgT7icLmsmegdMlgzu1wtl34GL65X3IaBzI34d9bPBv67W+g/vKtViXN5OmS+s6uyKJEkUF4VKy/ffn0drn4Ov0VuNUwPfLDPZoADTVZvbP/U0ksnEwpHZHnXtKLFJksZA//uuBrcVJ7zJh1q9fEmU2TrJuiW6O6xTs2o+E9yHDloz1OFRp4qT0JMP+i3URGZ9ZlawlGbROHYisyuuD6Enndyn1P2BAlVSQrchkjzu3qlQnkjcdDL0IiQVTQR8bSixyVCbvhYLVSg1lyeB1WouRcYD0g16LnSRtSG/+mSUW9iy4HzLMSStbmcUeOin1aA+aUp1BvQ3PTOzkXZJRFgRXsyEZcPF9DVNFm1eCq3qpm94OwMtN2DlVTJV3tY6KRF4tlvtKrHiDhZfAJ2xpXb4vX6e1liQD1UaQZLmzlkMMslg2pegkuB8yzEmDXdRb64IMq5tSr1e79aGxZDkRvp7+43rqxZdAqxkrqc86r6SEbkXGexm689gke/obiwTWbODzla7dIpkqA6NEWEfNGyy8BD6cSuvyffk6rXmTDPQ2SmhRt2RdIAbyFPx6eRj8DxnWTwCik3Trz0ptQntdO5ZOIhvzsSUD1lGbqHrK8JlKBqW3knov80o4G3HTHQGqGniV4kw+TKV7vQ48AZ+EFgeWWPJGC6LS4ZLB6lbt+tRDSpe9ZHpyIvwPGcavMLKRudjDJ4Uf4lXD1ojlpkxHkv39uQvQVRyJiapHrAkaL+grSs1VTF4Jb2+u2CdHALojstdBM96TE6xLRHxKmkWoYSWWvNEC5CWty/fl67SmTTIQ+V1URNV5qcqKuv16eRTkQ4ZpTM9MNVL58I6ZDcNh5RbLZrI1KyUZBFGcShH/lKRXeSVme1lM6xOcraP0VkLrYHjtLY4gZleJRfqMFiBhaS0J5zIKKz43SJK8XDLqZta7Ru2Hwf+15PGpPst12sdHu2PSN2PHqpnURxPZKBm4niTi4lScgg5JKzHZvMRttsvtkAwa9cU1nldY7FQBUZF7SyxMM1qAMaR1+V4xYJ3JuABS2brES6eFm7Ufha6HjIes6Y1ULIvSyq2EOrbup8ozqQ2xV1jlOtir5LpJMgoqZYaK0oN9smgSsn9/nlDyJ7pMSdhUrXiXrDqPAph9QMdWd7zOCLzQodURU7n+jtRdotGjIkxGCy+BT+TSWmatSpadETQ/LwXJsiXJ+MzUPas70az9KHQ9ZKw1iHXVO3ilH+9/36vbkovXdKPay5VZTaR8vU0ydJz15bvMylZFr5zrZvy7Ah/jJqsySHqBkOVWZgHsuPWbuuF14MbB4NpTGRxQdJbY+hUqye16IYk+SGuZNRO/crn4zlotV+xXq3XtURnkwlVJBgh7GvoeMuqPSbX8701VWt2D0ryyLjcyjVm+fSB/67AKqIuF66xK0MRRNWvamkTNKFfWsBLNBn2Qo/JRXSRy89jQuZgHU3e8eFcFn1Ei2a4XEjiqTN6Xr6VfSXq1Z+vaGRRbvcvVFjyF09D3kFE+lmW1+lkp60yoTtqH8oD1RnkZRbBcmtU8tkgGiJMlcViNIg4ksY5AKtEZ3hup6n9dCqnX/GWmdq4fv+uckGZdEo3ImKEEVonJDqROtl5I4Kgyea+y6mxVtUWgJNlbAyAqUpXj6TgNvQ8Z5eWTi/nztmyCsv0sgtelJ+rk+n5NxmWGf/tDp1gBXLSsllE1mjh4cqoikEoUG9mKMiKjIlxWZJSvTIMu60u/fogmw71sMRtWYhEn04UknKV1+V7V3yCd8Ya8DqoIcSXAKeB8J6H3IaO6fGIxw/dya138+1Kc8bpj3cwKZQTEqy0ZuibAKutlXQ0g3pIMUomxnlTEegtEfglkxUy8l+2WJ+aTjNbz2ZYS7UCqhfWC7I+0Lt+Xr3Ff+WEWJKFRWcS2UzgLz27FKL6ZwEEv3me4JRfRXUEbdPxLQ3hj25Kha0JxACduXBiVpGgR67YKT+jm9bXYYhEKZERcX9Zcb8EcqayJ124XPqBEslsvJFBxJu/L19KvIMnLgZWpfRXFdwpnof8ho5qveknaZLj1B7KjwnPdyMIH9ku2WHLFHvgpI0NW77fNasBbXe1eyVCXat1KVgRZpnFs1mW1DgZGdEsGLtlZItmtFxJIk8n78rX0WxdbktG8MhtP4ST0/5LxH4qb928Fn9OrfqVCqJd1KHiJPJJREGGHik7iVS6iOJ5qEPHm1zRUiZXAmCczgizTODZ1WQtb42B0fz4Ljsr3lah4ooUE0mTyvnwt/SRHSGN91fGYbf2eR793HoctDxmP8v7lvwuq6rUleqva7pAM3PvaUmUjPuKw14Is6XnoQUJJNM/CybhlLbrF+ySYClMQ/yWQUZXWh2NhaxwMiZgfeyQDbdFAikG90GpX+b58Lf0+a2SAV3vdknds9sVF9vNKkrHhl4w/SPXNQ9fhUyq+KbJjYiujDX5C64bKRnyE3WtFXnMVcT5H9UIB6zV9R4oV3I4GXVW5DNiMgCXDOLZJkkGvu3JslFjl8AZ6jJUM6yxXe92Sjy8L4zqFc7Dpa8kffK5e8VYb4C2xSg/NuJk0mjIhPuKYXivymqtg9Xn/Ep4giT5W4/rTSoh/M6BVsCzTOLZhkiE6x2ofUGI70GOoZCR0FXQebFXUsPEUTsHWh4z/UF09VnWGW8KBHZrujgpVDYFhQujn+m1ZkEwuL37Fa4Bk6EqIfzOglaC9uBZHO2D9XgHm4+OXWHWjSmwHekyQDJS+OkjMtlglpwCr0XfrWDw3P2Ssrcl/3umqP7W1Olb1+FVE1d0RoZJy8UuGCK7i2KxsYpp4alwgVInBVs+ThC4YLuvFNbDMyXfMpzz52xS78ANKbAd6DJUMVA3giNkWq9tO4RzseMgQHxpG1a2OveOoZuvu1KGkIyYCjrqi9xd5TZA5q/zJ8NL37EXeiSXUDliJwbZiytonAJf14ppJ5uQ7nZKBp31AiSRQvZCELzrKDF5LP/iQAQ8Ssy1Wt53CKdjzkPGov5saVbc6Jtv8iYov0SeU8sNE9FHX9MgiZJWrncK7zgoqNi8QrsRmuy6w9gnAZb24ZpI5+U6jvM8S6tzIEkmgeiEJX2ldvi9fS783K7AkOGK266qu/LqSsesh4/FuUP68rDY/tbk6hi4EvkSv6k37fPRRF1nRYsbR60MU3vVbENq8QLgSQqzwMZjqguGyXlwzyZx8xysZK9X8UBhQIglULyThS6t8uCSjYpwgR8x2XdWVX1YynjsVo/zF2Lh7ro6hC4Ev0TuUdlMmqx3jjhbzGkdCbkFi3ZJBKiHEioAGU11wo169JDf5jlsy1ko1vwElkkD1QhK+0rp8X76WfuAGkYPEbEVXqsovKxn7vpb8h9ebv1W1q2Oo2fgSvcrXjvNRR10sb5MM8GFZBwOhrQtEKiHECieDqS64Ua9ekpt8xy0Z1mPGgBJJoHohCV9pXb4vX0s/8JBBOGK26+rGUzgBux8yym9zui2f2lwdQ83Gl+j1YF7SpDDU1JM+cedvGejDss4KKm4RBJUQYkXAvAZsRuBfTOoerJlkTr7jl4yV7IwSSaB6IQlfaV2+L19Lv7/HpvIAjpjtuqorv6pk7H/IKD6qdVs+tbk6hpqNL1H9eZXlhsomj7qKleu1IiNklUu7cqHOCio2CLJKCLHCK5f+qn2o3vbimknm5DsdkvFhmx8CA0okgeqFJHyltTzWTPySIpEqYqs9Zruu6sovKhkDHjIGSkZm0TN2etQXz7iy8qirWCJtkdE+mvft0PkhB4dk4EiAWGGXDQ8FaGYc2zDJqK3fnVNUBpRIAgECMIt+X75GfvB7ibLH7IvVbadwPAY8ZJwoGak+MePKyqOuXMRGkbFxNO+br/ITX06QVkKIFXbZ8FCAZtsua1JuRv9lHNE5ZqZ/WLLL8wV6DJMM3QNxo1Z7zL5Y3XYKh2PEQ0ZRrFG1q2MZBLduptgzriy7buDMOyTjffNhEu1rXH9aCfFvBiSAZhsvq9Hkl1X7+l73dkCJ7UCP5uhXxuVr4UfqFJfAYF+saoN1xTiFozHiIcOUDGNLrNILYUyX6Jy4slaQOljWaxklIOTwLxDa17j+tBJN1hfQ4ttedF1Wo8lm7WUxlQ01I/ksWIEeavRl7Mq4fC38dA3ijFZ7zL5Y3XgKB2PMQ4bQhezcqra3SYYIalxZO3rNq3BuHk118cFtyco4Qz60Ek3WF5AAmhnH1iMZiXvR75fVCg2K85lQ+eqFhPpPjMvXtV/SlETe1R5fpSKAjuU6hYMx5iFjbRy5F3ir2t4hGchSZbOj01MHdwL5Z5RE+xrXn1aikxlMs8WUBzaObZhkvNRK80ZIq645Ucb1QrL7XxmXr2s/XdReych40ziFYzHoIWO9KvicOiRDGYCN4maKg2602JCMKm/pTP0cxspXVou3jLTQKyseBmBg49iakiG3XvIlTYzPZH+JVk25esfTVqWVrys/VIHIyxup8m48hWPxHPKQIXUBf0Y0LwjtgryZr9UJHbSgJCli8uxh4IqSkeF7XqGOAGtwfrQbW2UnrdpZVlmSfO8sUfFEC8nR/1y8ycgPERJ5rZaIRYuxcQrHYsxDhjHDzW+ismPoQhg3s3YpI4hgxm17yUuqVSBrL24sImdh6pIMRhe2IpsuAtjKODbjshoHY9ZuchGOqb9ExRMtJLP/TslAl0PkNY5cLqryZOlFJlXdQRj0kFGWJptobK2Lf1/SCyE2UnEz0Y5K/HlrSQYZmF2SYZ0zvB6wEpVMmnmZwrzYVx4LLsI4GCwZgh3ksr9EkrBesM5cZKWSAU8JBTLYlyGMO2FdpSMx6CGj7K8oJcmqZYNVx3KxmXT8hyUZ/MpWtxnSZ6OuWSfgnnU1wFfd/ofYg5VorsIsM5+sAxDJaB1bxqZGk63acVJviZUHKpFET5osKUs+eZavU8EO1GRJhr5KD3MAvKdwIHY9ZMjbgD94yiYk1GHVsWqMQJT6qQDtlNmQj8S/my7P6v1WsRYVlMaqAHp9GqaUbmWWKuKqv0LbcF5ADRxbFqaZk676nysv+1u/u8QyBCqRRE+akCxL3JdcvKsIIaY4sNGSwgBycJ/Cgdj1kCFmCrexbpKvY6tBglqSynw6NTyfygeUUt8QIBmVQP75n1x5Z1xh7avJKhKoEsC1NquKXLMneKVIYH5s1mXlB2PU/kKRRpZIotcLsCxRyntb9Qa4mIFQZeVaZZ3RO+sUjsO+XzLWG4BuSi7fPNDWQ3+z0AdVbVQx/+2VOwkRAT4Kb0cse8L1U3YunctIb0dJPOmwigSsRHOtzWqmebXMyt2WDK4EsiZUkmgird3+kEYPrVL6GyVi3sY3BskGNTaXfhZ/1BO0BQYAqSWpRlV3CPb9kvESyP/WU1FpvVMfOPox4lUbQC35JJTZUrVRnZbcatWCCiryvX1kueU9TGXkrC2JZDTpola8mar2ZRCABC7Z1dmTiFS+R2zQJ0RVe51mQomYt1z4BEprtH8LKGsuo5Q8S8i6RUvKyuAA6FOo0hbVqOqOwM4/LoHdQhvylEB/3/vqEGhM49jkczIkWQOZqq/oiLi0TcLIaIbi46RrMFVlZObviVtFLSJV7wEbfmgZrU8oEfOGklHEUKE3SMaL0MeVrUsVRegpq1HVHYGdf1zCaiMT9gdJr9sdoxsvOpNbJAPe/GwX1LIlJGrLBgcnVco0M39P3PdGEpGq96o+6Qg2fBR3lIh5HyYZYB23ZKXBS2fVqOoOwN6/k8GPju/UW+sKczVaSWeSSXqq4gmAKPThCEkGMCWRa8sGByfVzPYy8KeBzaBFpPp97ZNIM6qITYp1Gbm7RMxbLiQZg2ctX68lSirvDUAft2RdeWAD9ykcg71/JwP06h8S3am31jDMlbQ6F3u1Ryqdqi1xmyVk4leXZGQQBwcWQTkFTremYjLNzN3Rgno9P8j7Ol/SnpoNTjOwRMxbLcgYFd0qa/l6LVGUt5aj6eOWrMYPbOA+hWOw8yFDlJbLPeNMd3WsOgX0mGt8yj3qLYWXQqabuBJhCpnLmJSCoXCpildHrZJ1SgY7tiQi1e+rjLLJuPYWw90lYt7HSYamD5K+Q77qfSaokryqbj6eOx8y6n5lupe5258Fs2O41cKp3EmVU5EstyTD+tUWChmpUVPH9aDR5ZVQMzFPoorMvGHchD2T/b5iI1nD2klDxpWIeeNCyrWiAY89kqHpg6QvIhnKwCDPi5+AvYrxSKS0v5uyh3Drj5cy0gcg1jP9zVRd2VT4JBlQAp++Yg1+LINhUGBlx3pj05WtyKQK7ozjJuiaRAr5vmQjWaOItHOwxIddYsbuiKdeUEFYY8vXa4llIXVB605W9Auv/MmpeKv2SPKqmOl4lm+WbTGMc0ugaLmVP0Fqfxa2WP3vf5OK+NBX9sW3DGbAsroEgie2xCzqRVGhVYnyLVpRhVmZcl+ZV/rqgMZ7fjDFJh4KxkMHzWCvcZ6Kp26polGELTfK12uUtdMfZB05Sfqiet2HbadwExjnbpyoaqIzLO+Skayrs+/D4nsVK8KTXAJtCNAchCKgGWPjddp0E00nWLujIabFnhIljywXhkyiFcg3ACNYBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIXAP/B17MkS4NCmVuZHN0cmVhbQplbmRvYmoKMzAgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyMz4+c3RyZWFtDQp4nGNgYPj//3+Zuo1RbAYDEQAAyxsEzg0KZW5kc3RyZWFtCmVuZG9iago1IDAgb2JqCjw8L0FsdGVybmF0ZS9EZXZpY2VSR0IvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyNTkzL04gMz4+c3RyZWFtDQp4nJ2Wd1RU1xaHz713eqHNMHQYeq9SBhDpHaRXURhmBhjKAMMM2AsiKhBRRKQpggQFDBgNRWJFFAsBUQF7QIKAEoNRbKhkRtZKfHl57+Xl98c939pn73P32XvftS4AJC8/Li8dlgIgjSfgB3u60COjounYfgADPMAAcwCYrKwM/xCPUCCSt7srPUvkBP5Fr4cBJF5vGXsF0ung/5M0K4MvAAAKFPESNieLJeI8EafmCDLE9lkRU+NTxAyjxMwXJShieTEnLrLRZ59FdhIzO43HFrE45wx2GlvMPSLekS3kiBjxE3F+NpeTI+LbItZKFaZxRfxWHJvGYWYBgCKJ7QIOK0nEZiIm8UODXUW8FAAcKfELjv+CBZzVAvGlXNMz1vC5iUkCuh5Ln25ua8uge3FyUjkCgXEgk5XC5LPprulpGUzeGgAW7/xZMuLa0kVFtja3tbY2tjAx/6JQ/3Xzb0rc20V6GfS5ZxCt7w/bX/ml1wHAmBPVZvcftvgKADq2ASB/7w+b1iEAJEV9ax/44j408bwkCQQZdqamOTk5JlwOy0Rc0N/1Px3+hr54n4n4uN/LQ3fjJDCFqQK6uG6s9NR0IZ+elcFkcejGfx7ifxz413kYBXMSOHwOTxQRLpoyLi9R1G4emyvgpvPoXN5/auI/DPuTFudaJEr9J0CNNQFSA1SA/NwHUBQiQGIOinag3/vmhw8HgaI1Qm1yce4/C/r3U+Fi8SOLm/g5zjU4lM4S8rMX98SfJUADApAEVKAAVIEm0APGwALYAHvgBNyBDwgAoSAKrAIskATSAB/kgPVgC8gHhWA32AcqQQ2oB42gBZwAHeA0uAAug+vgBhgC98EomADPwCx4DeYhCMJCZIgCKUBqkDZkCFlADGgZ5A75QcFQFBQHJUI8SAith7ZChVAJVAnVQo3Qt9Ap6AJ0FRqE7kJj0DT0K/QeRmASTIVVYB3YFGbAzrAvHAqvhBPhTHgtnAfvgsvhOvgY3A5fgK/DQ/Ao/AyeQwBCRGiIOmKMMBBXJACJRhIQPrIRKUDKkDqkBelCepFbyCgyg7xDYVAUFB1ljLJHeaHCUCxUJmojqghViTqKakf1oG6hxlCzqE9oMloZbYi2Q3ujI9GJ6Bx0ProM3YBuQ19CD6En0K8xGAwNo4uxwXhhojDJmHWYIswBTCvmPGYQM46Zw2KxClhDrAM2AMvECrD52ArsMew57E3sBPYtjohTw1ngPHDROB4uF1eGa8Kdxd3ETeLm8VJ4bbwdPgDPxq/BF+Pr8V34AfwEfp4gTdAlOBBCCcmELYRyQgvhEuEB4SWRSNQg2hKDiFziZmI58TjxCnGM+I4kQzIguZJiSELSLtIR0nnSXdJLMpmsQ3YiR5MF5F3kRvJF8iPyWwmKhImEtwRbYpNElUS7xE2J55J4SW1JZ8lVkmslyyRPSg5IzkjhpXSkXKWYUhulqqROSY1IzUlTpM2lA6TTpIukm6SvSk/JYGV0ZNxl2DJ5ModlLsqMUxCKJsWVwqJspdRTLlEmqBiqLtWbmkwtpH5D7afOysrIWsqGy66WrZI9IztKQ2g6NG9aKq2YdoI2THsvpyLnLMeR2ynXIndT7o28kryTPEe+QL5Vfkj+vQJdwV0hRWGPQofCQ0WUooFikGKO4kHFS4ozSlQleyWWUoHSCaV7yrCygXKw8jrlw8p9ynMqqiqeKhkqFSoXVWZUaapOqsmqpapnVafVKGrL1LhqpWrn1J7SZenO9FR6Ob2HPquurO6lLlSvVe9Xn9fQ1QjTyNVo1XioSdBkaCZolmp2a85qqWn5a63Xata6p43XZmgnae/X7tV+o6OrE6GzXadDZ0pXXtdbd61us+4DPbKeo16mXp3ebX2MPkM/Rf+A/g0D2MDKIMmgymDAEDa0NuQaHjAcNEIb2RrxjOqMRoxJxs7G2cbNxmMmNBM/k1yTDpPnplqm0aZ7THtNP5lZmaWa1ZvdN5cx9zHPNe8y/9XCwIJlUWVxewl5iceSTUs6l7ywNLTkWB60vGNFsfK32m7VbfXR2saab91iPW2jZRNnU20zwqAyAhlFjCu2aFsX2022p23f2VnbCexO2P1ib2yfYt9kP7VUdylnaf3ScQcNB6ZDrcPoMvqyuGWHlo06qjsyHescHztpOrGdGpwmnfWdk52POT93MXPhu7S5vHG1c93get4NcfN0K3Drd5dxD3OvdH/koeGR6NHsMetp5bnO87wX2svXa4/XiLeKN8u70XvWx8Zng0+PL8k3xLfS97GfgR/fr8sf9vfx3+v/YLn2ct7yjgAQ4B2wN+BhoG5gZuD3QZigwKCqoCfB5sHrg3tDKCGxIU0hr0NdQotD74fphQnDusMlw2PCG8PfRLhFlESMRppGboi8HqUYxY3qjMZGh0c3RM+tcF+xb8VEjFVMfszwSt2Vq1deXaW4KnXVmVjJWGbsyTh0XERcU9wHZgCzjjkX7x1fHT/LcmXtZz1jO7FL2dMcB04JZzLBIaEkYSrRIXFv4nSSY1JZ0gzXlVvJfZHslVyT/CYlIOVIykJqRGprGi4tLu0UT4aXwutJV01fnT6YYZiRnzGaaZe5L3OW78tvyIKyVmZ1Cqiin6k+oZ5wm3Ase1l2VfbbnPCck6ulV/NW960xWLNzzeRaj7Vfr0OtY63rXq++fsv6sQ3OG2o3QhvjN3Zv0tyUt2lis+fmo1sIW1K2/JBrlluS+2prxNauPJW8zXnj2zy3NedL5PPzR7bbb6/ZgdrB3dG/c8nOip2fCtgF1wrNCssKPxSxiq59Zf5V+VcLuxJ29RdbFx/cjdnN2z28x3HP0RLpkrUl43v997aX0ksLSl/ti913tcyyrGY/Yb9w/2i5X3lnhVbF7ooPlUmVQ1UuVa3VytU7q98cYB+4edDpYEuNSk1hzftD3EN3aj1r2+t06soOYw5nH35SH17f+zXj68YGxYbCho9HeEdGjwYf7Wm0aWxsUm4qboabhc3Tx2KO3fjG7ZvOFuOW2lZaa+FxcFx4/Om3cd8On/A90X2ScbLlO+3vqtsobQXtUPua9tmOpI7RzqjOwVM+p7q77Lvavjf5/shp9dNVZ2TPFJ8lnM07u3Bu7bm58xnnZy4kXhjvju2+fzHy4u2eoJ7+S76Xrlz2uHyx17n33BWHK6ev2l09dY1xreO69fX2Pqu+th+sfmjrt+5vH7AZ6Lxhe6NrcOng2ZuONy/ccrt1+bb37etDy4cGh8OG74zEjIzeYd+Zupt698W97Hvz9zc/QD8oeCj1sOyR8qO6H/V/bB21Hj0z5jbW9zjk8f1x1vizn7J++jCR94T8pGxSbbJxymLq9LTH9I2nK55OPMt4Nj+T/7P0z9XP9Z5/94vTL32zkbMTL/gvFn4teqnw8sgry1fdc4Fzj16nvZ5/U/BW4e3Rd4x3ve8j3k/O53zAfij/qP+x65PvpwcLaQsLvwH3hPP7DQplbmRzdHJlYW0KZW5kb2JqCjI3IDAgb2JqCjw8L0JpdHNQZXJDb21wb25lbnQgNC9Db2xvclNwYWNlWy9JbmRleGVkIDYgMCBSIDE1IDI4IDAgUl0vRmlsdGVyL0ZsYXRlRGVjb2RlL0hlaWdodCAzNDAvTGVuZ3RoIDY1ODkvU3VidHlwZS9JbWFnZS9UeXBlL1hPYmplY3QvV2lkdGggMjE1MD4+c3RyZWFtDQp4nO2caXrbuLZFxxByBHgz4Of5z+2+VJUtiTzdBkHRItf6VSWcFsHecZzmzx8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPh1/J+HGN/eOTQAnAWWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAggGUAgACWAQACWAYACGAZACCAZQCAAJYBAAJYBgAIYBkAIIBlAIAAlgEAAlgGAAhgGQAgMMoyXNo7twGAgzncMrARgCuhWMY0xC/s2gDwEdRkPcorsAyADyeR9TTYLLAMgM/Gl/UhZoFlAHw2BxoDlgFwPc5wjHb20gDQC5YBAAJYBgAIYBkAIIBlAECZMwyD3zAB+Eimc/wCywD4QM7zCywD4NM40y6wDIDPYjrbMLAMgI9hOtst/uHsWwCAEmdbxX+0s+8BAHLONooH7eyrAICE6WybeKadfRsAEHK2R6xoZ98HAPhMZzvEhnb2lQCAx9n2YHH2nQCAzXS2OdicfS0Q8/UfZ88B72Y62xo8zr4YiPm2jOXsQeCtnO0LAWdfDcRgGTdkOtsVQs6+HYjBMm7HdLYnxLSz7wdisIybcbYjpLSzbwhisIxbcbYfFGhn3xHEYBk34mw3KNHOviWIwTJuw9leUKSdfU8Qg2XchLOdoEy2yFfKO67zxmAZt+BsHxDIVpmxjHPBMm7A2S4gkS2DZZwMlnF5zvYAkWwdLONksIxjmf6qoJ04wMkGoJMthGWcDJZxEJMuhvdM8ctp2UpYxslgGUfQL4ihTO9T+jDSG8IyTgbLGM4Ua+K3zPFLadlaWMbJYBmDGaGKdw3yG0kvB8s4GSxjKNMgXezmUFkfSXo1WMbJYBkDmerKOHaQwwR9POluWMbJYBnjGKyNbqZDtPwm0u2wjJPBMkYxDRdHJwfo+I2k62EZJ4NlDKJDHe2XzPGrSBfEMk4GyxjC1CWP9kvm+E2kK2IZJ4NljGA6TCDvGeP30NIlsYyTwTIGMPVLZOQYw3R7Ii3dcubJngv3v59pj0Z+xxS/hpbuiWWcDPe/m2mfSAZNMUSw59PSRbGMk+H+9zLtVcmIIQaI9XfQ0lWxjJPh/ncy7ZfJb5jht5Avi2WcDPe/j+k9OgkZMcLRtOIS+bZYxslw/7uYxgjqF4xwMG3QhWMZp8P97+J8QQ2aYAjNH2fHhiuwjJPh/vcwUmxdTMMm2EV+I70LbsEyTob738EhojtpgD5adaJNYDdYxslw//1MI8V3dn+VZs8khneAZZwM99/N9A4JBgxtLyMOpa/ngWWcDPffzXs06DENbj9oXC+87bzsB1jGyXD/vUxvEuGbug+a1gtvu+/7GyzjZLj/TqbhImxnNpdxJvPCheUSTrGMtNtX39+5n7U0LXzuHGrFukrp/gf1vhTvU+GW6YDmKuK1tCGX/pcTLOO7Y3KsjqSlzY82WvQu6Roz5lP3Xsi1md4owzVHtJYRZ2uD7l21jDkONlU1v374UJ9Z5OsFf6h1q5e0fJEvJX5+jfaHUpouqw+9qq/Ne1tfj0Nk2Cqdp0Nay4j3UlqthGYZyVcItqO8fPikAKPjSpyBRlbnq6xkmU2bMHozU59w102X1+rOyOvWTtjteK8O39BZRhyvDbv6WXqLP9H2sVlrfv7wWTfbjhsp+/J8Pd5khdsYbYJoY6Yuz3BmjCfetg43uw3TQTpsZzXWcQb0wtPNyszSU/yJto/NWvPzh+HjN6Sctnr5n5qozTZScI9nGEWW58+XYhKe8ZfDhNjivtNhjWXEm0kWE5ill/gTbR+bteanD18EuO7oqNPu9XwoitoMd9b3ZpI9w20aDTCm9QWZ3q7EfzmurY44Yht2+XP0ZP1o+9isNT99GKrUU6fZ7OlsrmcFbcz9ndLV60oL/Qktw+uutb4iByqxndNWR5wx2ktjDp5sEG0fm7Xmx4eh6lx1hj8B+4nOQm4XKVjVrT+jP+6s3MetmE6Q4i8zjJtYxkoDrx1dgdizPQZxE+MNlCbFcJ9gRr+eP6rS+oocKsV2RtMOxDG9tXRm/8lG0faxWWv++XClgcXMLWpkq7kN5kZSkzmIlnQbzOhOGzVXel+P6QQtHtyzA+dyvPA27Pp/HuYiRdvHZq3558ONXIxUT1leq0hZ0QKlJlG0+mfNvSpu90G9L8jBWmxGy+ngnh2Il2Nt1cfPa16kaPvYrPWds6yFsxhBZY1sJGdgrKQ1CacqXVjadfHKjep9Pab3i/Hojj04t+OFt2H3P0uv8CfaPjZrfef8iMOKCgViTfd9ECb689eaxOGVC0vLuJYRtr71lxmHi7G9vWMP4u1slurm5zkvUrR9bNb6zgktIxaI0TBNMKcU4+cwunRj5VlX1eLWd/4yY3q3Gt/QsAfnerzwNuwHYJYe4U+0fWzWch//4sVYn63H25YzsjY7GYfbEsZYS1AgJ13OqDbHOeXe1+MNamxv7teFeD3NidfZqqIUbR+btbbq+C942Sa+JhtJ9pmb5Y3/fBQIcd6WMUvE2FL3F/Cn0ntfj+kNamxP/d7Qrg/nfrzw5sTrzM6TTaLtY7PWs2KeD2c75Dn3Oc1ptc0KRG2f+PGz8eHsRnsUltvc/2we2J/ei/fKcXpLuy7E+2nDfgRm6Q3+RNvHZq1nCTt93GM/LyjqC8tRu2sCs7WqLNuvtO222Gx/7nx8J94ix/Zfs+kt3foQ76c58Tqz9AZ/ou3jTMFepns8uydRUe/AE5wrxNmaV5Xt0w5e2+1Zvlqp9/WQldW60v5tNsndCtO0ni0MxAtqw34IVoJeszjRdjEz67VDMsPiH9mtwimrX00EhYItZctYx/s7uDmPg1Lv6yGpqr2kTmqm1Ctn1yp5uaRqc+J1XgW9xYm2iyXP30v0JP5cMvzz5cUkV7uzd2C6gihbb4Pod3f8FlrvyzHt0pSQ/WewY7S922xwbkgaoItXQW9xou1iyfM3VPOSFv81j8XJCf8I1mJ+6k+w+twcV5RtsLu7RGE1e7Srs1dRZZGO/UVJG7DQGrGgP4LKi6ANnGi7mPmcZ7/cJiCoGXzvMEh6niRQm1dqGxlFm8zmLOszzzL8FHu0izOdqdF+hqxULOqF+zei8iJoAyfaLmY+Z1cX2wDrOBNV8ldJrA+3CZoQk1twgpO/KbsUc4Kj61PV14gaw2jJUp1lxWrZFHWeX62FE20XM4U3u9VWWdnXIIudZMnc1FxFu0atndHhds4WUYP4Li/OEI1OnRrtJN+qbyDxipJLEXgWtIUTbRczX/rsVltlOQq0j5OiVlJFu/YIKyJFF8dfV6pbRvJDcGlq2mppnS6JdlJabGBhLzy/lSrPgrZwou1i5kt3ZGGcm8fOT9NJUeM0FLqzr0M8cDrJA+duomnCNS5OSUptVKEhjNysVNkLr1xLjadHa+JE28XM1+zIwjjPJrRaDbKMZDGnutm6Mv12zrJlaF8QXYuKktqwSiMYulqptBdeu5cKT4I2caLtYuZrnr1im/Nswuey1aLLNiOMt2dYIag22e6xxmJ8atYXml+MqSCkNq7UAITlRtX2wosXU+BJ0CZOtF3MfM2zV2yV5GogVFXdh8KEZDFnIm9iq7Ad+5hzqebM9eYXo6CjVq01yRLtYPR2leJeePlmUp4EbeJE28XMpz57xVZJp1qG9nO3EBzLf49l3O/7n7mMWr3YpEpUZ/h6lepeuHA1CU+CNnGi7WLmUzdVYSS5EjDknxuNbxnxFE657uBkztgy4pTKpFdiGivSQrl9yAsOKe+FN3kcj9tYxhwndFlGQbVZKJZRZrRINYXKNHnBSaovbqWP43G6ZZiGkEfERY3zOU5IyjnF94dae8Q5yY/BdekVUX/BPbSODSelgbhUzzw2Dz3aONF2MVN3iSckUn4uW/yjnHbZkZYhqBbLGEWqpza84h66dhzQwAuXb8flfpYhjG4O4d9OdfZwzjSncGGXZBov0rRkP61vSaGDWKFzIAPtAZ5sGYvxWTbpsv4g6RFXe6tlLOWMO9ApoV01u2mdS071FuJKvRNt+QTLiGSlW0ZCVKsSvEKe84/zBc2WxSl5TTIxtSOKdtO95u4WXnjX/ZhYT7YQbR+btZIOBQVEsvKyNjlFHUZ/3bwSXBi9vFuCV/KaTIeItK5Qida/Z7mHmL9jpBXpm7aj7WOzVtKhIL9IVt7Ym5yiDjdjzEpwafTybgleyWtyjEinskIlduxZnsjJ98LbjpleSd+0HW0fm7WSDgX5RbLyxt7kFHW4HmNWgmujZwFxywdeyWsS66cdU7aT7mmUicT0XTO9kL5pO9o+NmslHQrysyqkY68Dijr0fouoElwcPZ4TyzCZuvSzu24X7chNs5WPGeqZ/E2b0faxWSvpUJCfVaEsxa/1/yfYnSvB1dHtOZdtToJb8orEQmr9hetOUGbnqvu6eOFt51QP8jdtRtvHZq2kQ0F+VoWyFHdZhhRcHd2ec9nmJLglr8hRIp3qTlCl7Vy1OJKTfdRUD/I3bUbbx2atpENBflaFshT3WMasBJdHt+dctjkJbskrcpBIi/KUOHbXrI0X3naP9U3+ps1o+9islXQoyM+qUJbiDsuYleD66PacyzYnwS15QaZjRBqX7aMdvGyy9HFjfZO/aTPaPjZrxR0e+tBmzMbe1C3qEMv4lYQqaodU7WXAtnv6eOFtwFz/kr9pM9o+NmsVc37h75hIwfXR4zmxDItDRDpJVlCkDdi2NJiTe+Rc/5K/aTPaPjZrFXN+n2XMm7NlXcqfORg9nhPLsDhCpCVhyhy+btLIC29DBvtL/qbNaPvYrFXM+X2W4R4If/88v95twPxVwy15PaYDRBrW7KYdv2+89rGD/SV/02a0fWzWKua87U9/+n3+ydtW2GYlKyWjv9Kx238kx1cilNABJftpx+8br33sYH/BMtKu2y4DLaNnt/vRIZ2Eiih7eMPCcScvvA2abKxl2LV+iWXUZb4ebNtEqIVljGC4SGUrKNIGLTzlrcTNRk32+ZYx6p/Y8QsYV9NhGeP+iZ0bEgmojS64i2Erd7fywtuw0U63jMIAZ1uGf5aX2WMZd/vXPV2mwSLVraDKW1YOW3nhbdhonZZhRh9lGV9GSL9l+H3spkYClvFeAuG0jnK5HHvpmUbf+V/EvHGjfZRlJJ+ZOd9l+y0jmFko45xjGQXGirTHC4q8Z+ewlxfehk020jI2Mn3N6R5gl2UIfQrL1Jr3zLnUc27HUJH2WMGT8sLDgTtP2STieuNm+z2W4QsktAxn7nGWIZ55odmcT+fJjd2OQD1tZLECx/w51K45nbzjZzvdMnL9maYiW4b4c7fZtKNUdr+hZTg5dyNQT1NrZUIMaUmBoVtnw4hpbdhgn2QZi5Vlz20ovtMyrPrjLOMx51LOuR0DRTplQoxoSYE2dOtsVCft+OHE5xlFm89fsAxvgtgykt/v/TWWkc25GB9avW/IOJEmKixodAoC1Gliok4/49RXHDfc+ZaRTmCWrVrGss3w+tSnOtgy+P7nK8NEmqkwouUl3rZ21C2ZfwCdlmE95sMtw/zQLmuMom06yjISp/oyj+OcuxGodFihlO8alZhBFCcqZrVhcw20DPv51y1D+i0Vp9nm+HGa9XG6GuWlSljGXqZBIg3qZLSfIqWgMSTzOlnHT3e+ZZS/k7mYSckXPPFnPu+xjEcl5VddN8OXThtTJqWVikjTVIiHEpPGTTfOMpznv9sy7GPdMrSfu6N7kRQd+otzZ2HO7Rgj0kjsCcUqg9e+nGVsw7/s559bRiKQHsswD/uUvmzPOi0jrORYhpFzO4aINNJ6TCuWaXbjHcQzO0nHjydaRhA+wDKsGRxD8bqtThczxerjtd3GPiY63jL4MmOMZcTqi2jFWbCMLHzzlp+euWgZ8a8YHPU8dQv+cnq/EP1FVUGX5nS/hqp0uDa+cNqAGhmrQrqE96BMluW0YVMNs4xnDS9mils0Eoit/qCdX3AOMv7Ls4KDcfdaRn5n3qSz8/kFmVzRtP0lEjYddAnvIZxNzNms0k23Zazjd1hGJBBPus/t1pVn5ySzjLn0zdKn6trvvYSVPMvw/i0ze4MrMu0WqV8hoQmVNrEDCAd3co6fT7QMV0mF55/PEP5yx5mjyzK875oUFo1/SSRt97LD4uSYPe70fVFZNEKFmLapFGh4G7yfoN0nWkYk4ZdauWUEP/27J34//xcgsRDnL9sygiKqZXy5B8Gvu14Pvk+NTy/KbpGm1lDXZKDh6jQS4nhRyrj5Xt+tweLFvxwEOT8ZpSGKB1FDd/jZPfk+NKu8hr709VfK55lfKgmjzub8l2WvSHNvqFefZAXvIxpQTDH36WL1cA3c+MWtspgZtSEqn/9ZW8aXnrRYR+miq77+SvlAqw0WN8c8Wo1/YTRR19Nj7OK6gvcx6Q333VaF+StjlWCdrIssZodgCrvf7JX8sxGcPcs6abZTHgdO7KNOfDc2s5mxXmA1q3vmrHZZfNWU0lNvGKLHg35dcj3L+DI+2r7n2SnkTvGdHYrT62lWcrK+jx85yUjz14pgJa+rUyn8dvKjkb/aVfFVU8nOzUEq7We0YQs/4y//SZaxSpit/1nMhGiMddP1WEuW8E/QOitts04JYte105X8OzZLLXHO/wdE4dfFV00hOTcHTV2ygPcSTClmtGEzmc83kkWQ8KO/xUzYM8YmIR17PYbcptJh1B0bw8q7XZQOYee5IX7hSRbwXoIxxYw2bKb8Oa8zgmf8XWwxO4RzqAL5OREmT9u433tdj1NaqdT1p9RmxXjS7Y1clA5lfxMoXJdiUnDYvq/oc/ZfV5VAGI4s/Iyfo8WM3zHHNv5HOn7iss3K1jVbGJVLK5W6+v80YjyptdwlcSXTssxA4LoSk4rpMJ0EOzgZx0+YaMiShf+K55//sjrEg4j6+DnyFzCyJGsKwmorFUotvmXEnmEud0W6tP2XQG0BnSXbqHXrSzgZx08YS8iUhR/4XWwxO/QPYoQ/pKNkBdMbKV7UIluGu9yfwDLcJDv8ovSJO0oMaL0lk8RuJr+lOOO4CcN3acvCSVn2WUYwyWJEP51pogoXtntso4orpaWWyDLUL7wuia+ZJLFgELKsZP3uR27Zu1udUEGOLNy472KL2SEbRVLH06G9gpmVbVyaaOmwDKfpn9Aywm+bllt/NlOnBEoWoapK1u9+5Jbdy5WJBOTKwgv7LraYHdJZ6gO8Kq2eFbUxkmYr5rljulJcar1IKckPvyJTnwRKFiHLfk9uJ3LLvvtSCF6lLwsjaXn+fDGDO2exY5/7WnmLnfaSm7fygsorhaWW9SLFG0nWuxRTlwRKFiGr3p3lsG9ldPzC7PgR3Ufp6+iP+8e155f/W3coTFNs/2eltO0Si5PmtnFaOUHCSn6pZbvIhu1mct/PxpVMC5JKFlFTYGkWLKPwPM3Xv98ytrrKAhdzi8VL89q4OfY8ykpeqcVapDRqtt2V6FGpL7N9mvfrltK78Hs6CcePuBbbFjvPfMPz6v9fO5TmqYpjFTEX0zZDpSnmZUgr2aVWHy7FAUrbXYgOlfoq2yl5v3Atvwe/p5Pw/hHrZKayv+5SiPqJmcV5Xkwj6lQcSOspVbqvYfT8sQxfZHsVL8t3BGrPnTsezXi/eNQt/mHR5emzWZ2n7DDjnLFT9fMd7eIvukprLtEj+Gl3hQ7Unl54O3DGz+CmP+neDlmlNZfo0vuAEjpqTy+8HTjjZ4Bl3IJplGJGyH1EDZlRF9AOnPEzwDJuwSQqxo8foKQhRVTEC8AyXLCMW+BbgBg+Qkhjqoi4K4lDHjnjZ4Bl3ALfA7ToIToaVEbD3Ukc8sgZPwMs4xb4JmBF13yiW0aj6ki4NyAOeeSMnwGWcQtcwRiK8WM10emztBGrql2d+DNm/AywjFvgy3QbW7KJXHNDZhmH29WJ98LbkUN+BFjGLRAE7yt6kM79BiM2lbs68V54O3LIjwDLuAV1xfuCHiVzv8OITV3Epl54O3TITwDLuAVlyft6HqZyv8WITV3Epl54O3TITwDLuAWuSttrnC/ncfrxe+zfM0BsOnTlS4Fl3IKq6ItWsUs+k1tv95oRYtOxO18JLOMWFFVftIp96pncgrvXjBCbDl76QmAZt6Ame1/MI8XjduktWMPrKoYfO+QngGUU+R90x/XNDQplbmRzdHJlYW0KZW5kb2JqCjI4IDAgb2JqCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjM+PnN0cmVhbQ0KeJxjYGD4//9/mbqNUWwGAxEAAMsbBM4NCmVuZHN0cmVhbQplbmRvYmoKMzYgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAzMTg+PnN0cmVhbQ0KeJx1km9rgzAQxt/7Ke5lxxj+7dhAhGpbJqxbmd0HSONZAhpDtC/67RfvdIXBBH14frnLxbv4RbkttRrBP9peVjhCo3RtceivViKc8aK0F0ZQKznOjr6yE8bzXXJ1G0bsSt30kKbgf7nFYbQ3WOVv+/f8+LixSrRPed/W5ShaJQ+nB/A/bY1W6QusvovK+epqTIsd6hECyDKosXGbH4T5EB2C/+9W98DTzSBE5EM+p+xrHIyQaIW+oJcG7skgDYpil3mo6z/r7h8p7dzc4+MpfpEoyAjuGbJEBcEwJBdGDHcEo4QdSxIyfGa4YRgzLJbNCL4ynCuwJFwo5kIxHynhQvGa4QvJOmK4Zciy3hB8YTdLnhAsuMIs25i6s7RhapQbNSzD8OTVWjcnug/U+annSuPvlTG9mbLo/QGooahCDQplbmRzdHJlYW0KZW5kb2JqCjIzIDAgb2JqCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMTU3NDEvTGVuZ3RoMSAzOTExMj4+c3RyZWFtDQp4nO19aWAUxdb2qerq7pmsk30DZkJCEhIgQCAkEEkTdiIk7AkSCQoKArKKgCiIC4qoURQBRVAviuAyJIIJoOAK4gIueN1BRQURRQW8skx/T3XPhBC3+33v++P7kQnPnNq66tSpU6fO6e4QYkQUTAtJofYlQ7M7nszc8SNKtgOVl8+e5al4f9JRItaMSNtyxbQrp+yfsAtp/QPkL7ty8twrRqa2+4goLI8o9uyE8WPHfffENh9Rq064PncCCsLau7oiPxn51AlTZs1Z/kraEeSriHIKJk+9fCxrGYG+yt5C3pgyds60yO3KcaKlIWjvmTZ15iyzBf0b+TZWfsb4aWn3bolH/mKikPmkKB/w7aSSQ12l5lALlmTRUcq7dAWPdKg8WBeccycXBynMNGjOJehFzpeGDezpoWTy0Pvq+77BLEfvzqoNYjsO/EYk0tQ6ORoJdSslWXickkQaJRGZ3wTgm2R+I+t8k81v+He2hCT8n3n0IUtn8XSSRdKzrDntoefoI5ZJ8+ltNo5iKY7O8lTyMJU0iqdhtIH2MJ3KqcY8QutpJP0gGN1DB1kbGkFvsTCsznBaTYNYjLmRjjJuHkQPXamUqli0Olv9iC0ilSn8FjObQnHlTRRN3ekhep/Nd24291MXekFcbP5MK1g8z6Qwmkbf0nHw15bn8QpzCo2lBfQS05Se6jKzDV1NZ5VbzcfAiU5DMe4YuoEewKjd2U7+rDqOmlEh9aMBVEFT6HF6ml+hHodUOaXRZPC+iw6zp9mnymHld+EQl4qlaitfIcZsSTmUh5mNoctoJi2lFfQiI+ZmQ9hKteO5GyETD3rogDYLaRHdTjWoDWMRLIaNYKv5DXwv/1E8qX5k7kWrTjQbPN1EL9FrdJR+YRprx9qzRayOvcsZn8tPKx6TzO2UQX1pCI2ma+lGqqKVVA29fou9xAcqPZVrFa84Ks74XqUQGgWerqMaeoP2Y90iWTOexn9QkpVblMeUt5STmEmUuAltD2IW7cHjxfgZivnPxDovprvoEdpIW2gr+NlH79Kn9A24zmOT2Hz2MNvGTrHTPJm35AV8Kr+fe/lW/pUSqwxWhinTleXKKuV15X0RIYpEsVgttohPtLbaYX2sb53va3OQWWbeaN5rbjNfNt83fyQnhYKDFGpDEyHr6ZjXAkjyGXoRP7uxTz6mT+gz+gZaRyyEJbHObAAbyoazyWwGu4vdze5jK9hr7B0exCN4DC/hpfxKfivfzfcq+Uo3pVZkiI6itxglJolZ4la1I34GqkvV9eoGdaN6XD2rRWobHOR461zmuS98E3yzfZ+bQWaY2cJsb040T2IftsDqjaUrIZMHIZN/QTueop30Kr0FqXwA7j6jz+kLOgAOf6WzLJrFsnj8JLE20K1B7Co2h92IVVzBHmSPsS2slm1nr7C32T72LnuPfcS+ZF+x79mP7DhXeAJ38xSexcfwCXwBfm7ly/hKvorvgZ7s5fv4h/wwP6a4lJZKtpKHnwKlh1KkLFE2KvtEjIiDtEvENWIeJP642CleEu+Kr1VSXWqUmqq2UYvVO9Sd6i5rzmFavJamXa3dpN2srdNqdaHH6rn6Iv12/UH9Ef0DR7QjxbHWsQ2zyGAJLJEafFgZe52eVS5m5WwxG8ZC2RJWTtE8ix4R0/kA8RC/m2fyjbKlli+8kipP0l0K4+GiSrmH3UebGaNudDPrTteye7HSr7Np0K42tErZofh4HwazwP7F8uiUshc2aT+k1Yl1YH1pAN8t3lF3jV7MU/ml7GNxqeYUr9Myvk1Uis6CQbZzYQZvU+6kXPpRmakcwq6YIqqwI+czQRfxbnQC9EPokIu14u2okPVXElipcgVLxDzltfthJSbyTbyQXmX38UlKBruOdaST5KMa9RVaqQ4R+81BYrPpQck8Sxgb0A/myJYqlaK1OdL3G1usxPOXlDR+EftFjOUTfc+wEtaJf6N0YDP5LHaG1bAMaNAePpD3YIn8X9D9k/QDdOgs/UzVYplyp/mFstE3GCdAqjqa3oNF02gw38p+pfdhT1+EVjhgc58WubRZuZqOK5W8lp9jv/Hf6GF6Blb4WZ7OPuUGHdPGiIPsm6lhrIVyBWwap3WwypcpP1IP80tys1nmXnMHS8J+2Qq79LP6Cp9K98JevAiLcgPs2Fho82QKYXOxA8LwUwPd/wX2IQ7Lo8KGXo19ugr2civsxX5YjcOo/4xOYe+upE85o1LtIXB+nF7G/E4zB9VRR5wZYdhLh8xT4j3I7jm6XWH0ih6ldRe30gvqDr07bTC7wK5fTa1pOW1hn4j19KKYIW4RZ4mMnsOHGYXdLyro1jU/r0tu5045HTu0z27Xtk1WZuuM9LRWqSktkz3uFs2bJSUmxMfFxkRHRUa4wsNCQ4KDnA5dU4UCrtr0TulT6fGmVXpFWkq/fm1lPmUsCsY2KKj0elDU58I2Xk+l1cxzYUsDLa9o1NKwWxr1LZnLU0AFbdt4eqd4vG/3SvHUslGDy5C+s1dKucd7zEoPtNIizcqEIpOcjCs8veMn9PJ4WaWnt7fP7AlLelf2Qn+bgoN6pvQcH9S2DW0KCkYyGClvXMq0TSyuO7MSPK53102cHKHgypuY0qu3NyGll2TBq7TqPXact3RwWe9eScnJ5W3beFnPy1Mu81JKkTc8y2pCPa1hvFpPr24N45kop0N3eDa12blkaa2LLqvMChmXMm7s6DKvMrZcjhGRhXF7eePmHYo/n0XnkT3LFjesTVKW9I6f6JHZJUsWe7w7B5c1rE2W3+Xl6APX8lZ9Kpf0wdBLpRTjs8GIZF9OxZ7U+JTesqTyKo/XmVKUMmHJVZVYkMQlXhoyN7k6MdGog1OR2NuzZFhZSrK3MCmlfGyvZpuiacmQuTUJhifhwpq2bTa5ImxpbgoL9ydCQhsmxtfXWSmruUwVD6kXJ5McpfSHGng9l3vASVkKJpInv8bn0ZLL89AMn3KGq7zjsAwTvc6elUtcXWW5vN6rtnKleJacJCx7yrEfLiwZ6y/RWrlOkkxK5ahXMNQH0t6sLG9mptQLvScWEjx2t/Kd27aZXctHpExzeUAgPiotw2XlXbMh8+Rkuap31Bp0GTLehYPL7LyHLkuqJiM7q9zLK2XNzkBNzHBZszBQU395ZQrU9znLMY3xOtLq/4W7YqN6T+jqZbF/Uz3eri8emlI8eFSZp/eSSr9si4ddkLPr8+rr/ClmV0DgXtEKkuqfAo0bMqpMFuCf2qpPSu+Jlf2ww8CjN6pnmZLEy+0UT1KsrqC2o+t7lpmyENmXaKVZaj/Oq0BtrQLm6eN1Vfazv8uDkpP/8ppa3dHgolrzuLzKIucv80/J2zXrwny3C/IXcBeyRAG/Io0XDxu1ZEnQBXV9YKOWLOmT4umzpHLJ2Fpz4WUpHlfKkjq4ij2XTOtdGVj9WnPrHUnePkvLMYkJrCs0m1PRphR22+BNBrtt6KiyOheCh9uGlVXDFe1ZWVS+KRV1ZXUe2GWrlMtSWSgzHpmhYoZNUc0dVvukOoNooVUrrAIrf3ktI6vMEShjdHktt8tc9kBp1kAGDrDLa4VdYwRaC5Q57LKFdusMf2sHalyyZivB7JNVaX+kWek5rKyh7lgbsrwtdFG2xfGmwmnBGVfwHGfPa3otP2nEkyqeVyhIF88zSnBo6vNc8Tp3fBGf5TpVcK5gkOtEwcBzBVSItOssvjq0T45IjmiFLwYuz3qUnWcNlc6QR+yU0VqM72V4AjEURJVG6zuUO/SFIUqQgy1RmEN3aprKWZD2gupUF1P/oCDmZOR0Obmzlg02XEGsf9B6Dzx2Ts8E95kpGag4dMx1qGI6FR47VOA6FhGZH5mPr/wO7SvY9IqoZF3T9C65uV1S7mXJ7VtvrmrWryTqZhbzzevrlFtcQ0dIfkbhywt+FGplxFF/JYivh3dkDbMDhc+IwEDnDlHhuQ7to5KV5PtYs66+QyzGJ0Np8wnzO6W3+j4aDzBiXMzFe7FeWGrpzQXx/0xjDJ7vp0aI8h+DjNj4TnsxaC1bVS08r9WxSyk+KzHBda4iKzH+2ImKYxBjISTIKnSWw8r5h7vPZSWoP5yOxvogfiP1csSoOgWxWGPYASczQpgnZFrIJ8oHQpSEzBU7QvaFHA9R05RMkeEcoYwIWiEeCNKdTgrpT8XaAIcRopHDqbMgp5OrmtZSd0brulMoSkvujEZg7azl5dXCEVTLdxthxJiiCq7pOlccWi1fZAR79AU6L9UP6FzfBpE5SeHlRpCbZ/Np/CCmXMu3GOHkNJzTnPucwl657fAjg3k1fx4zTXCdqJh+qiL+mJWIl7MtcGHCkfnZUnuOLVbbZV3venVxu3hJdFdBweJXCzZpUmkNl9OISOjkzHCGdCpxMqcqGBaaKrKyyiGu6RUV09kMms6wOCwZS6QwEX1um9e3R7mIlfzo+2rEcN/DrJdvu7r1dB8EyYPOVcu1f9n8Vv0NK5dE1Ua7EiphRpgRLvS4uLgsZ1ZQVnQ/tSS8b/SA+HI+ShkVstwZig0QVhI+JpyHb2VPUyR/0wgKVrIRPxtYbFmUgKKuwkkZU9kOxkvYGLaGKezG8AwKc4XxsDeN5uxgc+ZpbjQvbV7ZXDSPzTD0Ur1Sx55zQaq1fFVNs/yOlsJNP+aaXjEDOnGiQurFuUMVhedOVEj1lvpBFUzVKMVDEZ0iU3M6ijg1LS2lpcZjomNzOuaKeax9ue+hn3y/+t59k0344EeWlug7EH/7jOs/XvTkDde8wl3tfvOdYb1Yp9NszWfmZ80Wzlzhe+ER784V2Fvl0LO3oGcR5KYHjZa3xLMu1DmyOG5k5Ej31pi6uD0xe2Kd7shINzHoJYuKhLo8F0GOFm6pN4kwk4xcCRkU5AriQYlGMvMksx1YFvd2fi9klkqM9zIidiK25u0huFKIrsBDcbV8wybM3Jo6NtsgV8X0GacqBh7LctnGRcKvILYAclhyx7gWIiaa65qupaRj3l1yIzt3SktPS0kpx/65Y127S+6+Zni7zbdPfPzSVx5f+fj93cvnjR/Q6ZZn1a2qM2/8XXVXH/PdM3lYRuwPrfMGs7DnH1qdGCn1Yhgk8BokEEyHjayRzjXKGn1NsMh1GtxQRgrhYJ4gT3AXEqrDKYTT6ReEpsr5h+uObEeJw+vY6RAOpyKkcCCSIOyt3VuCyQHZ6Ft5EWnmzurczppMBvOizUZQJaS1FRJSeJERVQoZ4hjIRkgv1uDyxFAhpef8c+mF2NKb3FB6pyoqZgw8dKLi0ImsQw1FGJFfkX1eknqBZW0qpDB1bB4Lw1hHUZhz9qc+/Lecc87RyvBO6taTvpqTvhknpXRKIZ1bIB0nbTYSHGykGOn4t1M4VOFsJIvNusMvASMIc3Dak6/lRVv2aXDjGCbf05pudJU93Z1c4YmeYFYazILFdqyxk5f/2XyDKG4r34CBLlSXU/aMp/vna8/2j5M9P9VSliN4p3NtBvDXc851XSRnufbkuSrMcbP5ndYfliGZDasjD5YqKj+51txpTI/KT1AygvOV/kpZ8OIWD7T4V4u1bucOXtOC65xpXFPkAeBS4hJdLVxul6cNTw9t16K1u6uWF57nyneXstHho11r2JoWD7vXeP5FT/CN4kP+ofs0axERE+lxu1tyBkvM3B6uNvM8i10jpRfMPJbcGUU2q4WFcarOMZEM/yKlzYmRJWEKb5nBuAvti4wYKiFWSmvoAJk4gxPcb97tYfB5UzeX0t3YnrJN88gMI4JRBHNFsIh1KQkZhrPUWelU/OctX7WlJY/jLYPy6/gzlpwL/EbpJGwtbNK5ihNQpenZh6yanZaBml54TqpXRcG5igLrLF4c1i5LheTJb7XYdJpeQVlZsNOaSPGkp0V06pJLfzBfXbokKzfzqptn+Z591nf8nteHX8Hm+Hwsp6Pvu1brrr/3xJL1j459a0Bb3xIl/NwdxROuW88KP3z1ByZ++Moz/4YVvpe3123qkvaJ1NW+ODifgK4qtK+OVHNnTc++nVQsZE2hYdOCi2ya08mm2e0tavRIb9upSmUO5uCGOpKXqpXqAnWtuot/xw+qx9UQlzpGXaN61X2qaqiMK4pf8aHniqXn/AXeS56P5LE02DONqmgteUlILa4kxUXsILFKlHH6UlywgWH4ZiQcSjxn6XG8VOTzdm8GzoQs6wM1Zn1h5dr63pGnmpztaCIhZ6vSw0Y7j85aUSvFIzxqLuUqFwlDHaEMFaXqVDFNTFOfUMLPcy0Ua5Oq5LCttyo1JJqES1SKNWKvOCA0kViqM53LXan4rVBI/YbUrA3JR/o3pL0fYbwb7MQGpptNz5EHtT5acm/y73PUrWe6nbT51xKlZeFtjHVMT4RLQpyHwINJZDE8Tk3UHZFt+Dh+lb6cr9J/1I/r+gGOWbZmGTjU+yr9tdLgCexKZTafp9/Kb9MfoJVsOV+hrtLX0+PiKX29Y71zO9XpdY6tzl20m+1Sdok96uvaJ+yo9hud4mf1tIXBzEnUkjmiGXNo8IyEGi2Eqq8mvlp1OuD+cvhLjBwOpgoXHLlqI5MZpZ2Z0a9/J2YUdL6b7WUHmBLOsnH4KzLNCU7AAWYyAUdwynPYzcEQ941G1E6xT/D2whClQhEFQSxOWFpwE4To32s4/qELyJ6CIC1RWv4SvlzHGrtLtp9URzq019kqvRM38KVLXXa2SEYOX8itNZyuyE68El92XUgY6vCF3EIjMji4Ex+Hr3BOOjf5cZ1TxfSs+g98LSr2JgwFEEHIsd7ZxDvm5ZWjtBVK0/9Q2g6l7fylWzfxPnZpR5R2vLAUPhzNqEDkKMuOG3HB+Tw+Op+5ovNVUNXjyue5rnxwuWeTK5/Z7FBWuXQEkpOZdPtYVLI47PvON+sd33esI0tkd77N4pWPz6arW89mKfuxz2rMb7U+sOouak6zjITYqPjYhMS45hkiLWRC7Bvi9WCnU6jBPBo2tjrUmSRNbRtNic+QNvGgU3EmGu5K91q34o7IIHTC1xKTGwC7+SAdR//SfWthu28zpk+vODbINV16MIhOCo9ZXmoUzB3cNXht0VyktEzlrSx7J52WlJZUk57zLuv+JnOxkk98S3542/f9LJZZu3zel8u2Vn3uO8oLF1W9xJqt8z3jO3LYN+j7rSzq3gfeeoT1ffDp13zjYOhoKE7mh7F/wimRNhltnTxWzYgaGV4eNTJxarOPow40OxIV1DlxXzOen8hcaJRI5GYcms4jXPK8DgsPZwmJ0hS4FQ61hTVwxWRI17RUP6gL/cbsZkazymZKs0RpBgjGjVuHM9vHeHtmsFL4ugVJzNLicReczecduT8/lSvgg2AZkzvGxsZEh8GhS0npAsHkQjBw5tiNvvdYDh+2pm7yiOur5vV95aWOFT+tHZ09fNlH6tbip+dMfe+GHhFBvxbcXNK5lxtyQEyn/gg5xOL8vsi4zsE1OCexqjvc7WoeoUcGuUIiQqIyE2ucamZoWmK34ItC8yLyE0uC+of2d42kkWwkHxkyMvkm59KIuyNXha50PRFaF1QXXBda53oj+M3QN1yfhn7i+jjim6Cfoo4k/u46k5gSG5dMyfXCjPfEtY8z4qrkfrZcBwhkz+aY2Fh4wlK4oRAuRG3LNxwxl+H2hrGwFc0yPPpOfZ8dDOzQFf1NI4V5UlhK8t+Iu+UfxO2aLs2GjCazzpsMv9CzKho5Q2w6tpzhSjQi8xOAeCAOIGu3s/NroumxcbFRyWmK5V371wbJZHabtTZ3rN828+DXXXPGz/dtT5/RvU/WpOvarf11zageGbf4nlO39q69aduvzTsNf8r3+nym39Wh+Wdd5/cqzYiXp9YN5nfqROzKTDbduL5IH+DqHzEwaWLoBNeUqKnNL29dxdY41sSuiatqdk+LDUl1SXtCdkbsTno5I4basD4h/ZOLU5Q+TiN4UIsSd4lnYRtNcycExbWIcee2HBhcEtqnheHumWy0/FeL3VGvtfqkxScelyODUl2pPPVkbIYrhsUktmmWMTWcrQlnWIo2Rjiz9rYHx1pC1jvYy4MQqw48JiUqneqBVpQesLUh5kHDmdi8U7IHXyG1yCVGxSKHr97u3snDQ0Yli2R3ekJwSHpk7FZWLuPD6kiFyaTK39yU7pR+E+I6edNCokLKPel5UlnM1FgWW8vKjfBnE3Yk7E1Q3AnZCYUJSoKtUgkwTpsjcb7IuwvlRpRqROWvhT+yU1Vcqkdtryo4w+UAheemV2TJ2DFreoUdPkojbnlibEZFVCssKxZTrmVqWlrnTjBOAWcsJjouVv7ERFNyy9S0RcyttS6qvu/m3DTfxtWjWIgPrkJSmO9A8KIF10/q0GH9ud5X+t72/fiC7+gM9mn47e0HXVXco23yfZc/fFXdiV/eCJ04raxnYevM/lN6jVv9su/Ygq/k2p/CTn1K3tNgical05wsXAkXYWqY9rF+mGsf831in6rU6G/w3bryGH9Mf44ra8Qa9QlSbud36Cu4ci3dTLcwxdCupCuZ0pf14yVCKVQKRV9S9PoNSfIolzvPqQo41y61Tkgp9uqs2ES1iSYPxPhenUlzadyjTdPWagppO7WD2nFNaLX8yuc8TngHcsO2ZKLOpbD2ylqFkzJNOagoiqEwZS1jOnbmQezMWt7nOYeTxd1ax+LJOtK/rZjO8qdn40g/hON7OlTKWu4G4VkDJ6n+w6bLTdgF8Qp/D1uNfENyxE05vjLx2knpM21DpOKGBBPpd+OS1jwzpHV468Su1JXlheaFDaABbEDogLCykPLE0mZTaSqbxK9wTUqcy+cm3ka3sRUhK2NWJD4f3owrQlWZ9fgolmCb3CGh0SEhoUxV3bEUjTKHPAwjo5xhoaEI1WJDkjJCQyjWtl6xrhAj5ECI4grZK8naEG+IGaKEyLtBbjVjZ+y+WN4+1ogtja2MFbEFSc4QaFVIbFJQ/gErrijwuzvsHL5mHLM8HUQUO/2m61ggiACN9ydcr+JjE8uIJSu6ZocOuV2iEFvgcPWkdsZh24UtZm0fby0WzJ1y16CM9aztE52X+A5/aJLvuC4gtrOHXk2IHTl9yKMvK8lnvzjnO7H+zGut23uWS93MgW6WQbKhLKOOmPkfo3twvq51G8NLdZ7BHmS8TGdh8JPc3KVnK9nCCBujjBEjtZH6XHaNtlhfx1/nv/EI6Updyi7lwn8jKyiUwsO0jNT0TqzW/MhwIqHFO4Nl7rARgkQPNgiBpMq5PJJVzoIpGKlN5ICtwPa1vizFkXfA8pPgT+oafHJEnwrfxncj4NP47hqVh8jLngutkiaC764mR+gLvIhCEHOrOEiWG07tTZfK1MRwIcsVmCSC07f8efYmJYQ9MdmyfANPHHOdsO4m2Cm4MhVSU4/hi8XlxeXZd9/gubEZcMdyuliaynJzOoLktFcuPjc8RyS3ObvxtpjKJ9monO+UL05+e7aZwuWdBDZHPKVcp34EU5tvhGAfuRSuTGOYSy0bhlOSTaP/2IUJYit7niWS3xqDFXnvEFEmRk9mKbw/6+jbvkP9yPeBadpent6Np1FHDKLTnbw7u5wSMMLdLVgLraBfFmfJdbwztaYsllXR2X6HCNZi09pRfceEF5x0JDisR9yPDd6RK+mH11WvP3Pr2XPBbkcqeHWiPbNfCMBl3X2DqGfQhjO3nh4S7IYToDd8YyBkr+ZvyvP92EA3KG+yXDGTLgNG6c1pq7qLNrDvWC7qFvMNZqXSnN4QT9E6tI9BWQnoKJ5vPoH2NwO/AvOBCUAesAh4HPgAWCzzuKYKGIo+npX9WPRrOqu/Tbeou8wjGG8I8DJQro6gYagr1fJps8xjrL7ooxvSg1E+WkM/SI9GfQ3aDrXoLhqF9A2oP4X0NqQP63fScXWE+TLSR1Geg/Gj0ddazOcujP9vMdM8xjewSPQ9GvUDQK8DnQt6LdpejbQBjMA1QzBXD8oHIl0K+fSX5cB88bV5EnQe5FOE+ra4bhXyVUivBF/LMMb7SIcKBHBoM4JfRF6luTkE499uz9uau+RxWP2cwL/F05/jOslfQ9j8ncd53v6Aqgswk55WchDpz6Q5QCbQhr9trdso1PdTv8FaAA5CLLuBzcHcnhbjaJ2DzBfB5xr1OTqM/KJ6zKQO4iHzOeUETUDdHm05PSJkENABOEXr+Q90n9aKFkN+heh/MtAFfcZb+jAOaz7T/AF0qvgG/M+k9UA7aP2LATlJ2SB/J9YV8zbPyh0hSD7RYTrmfQA4J/nA+LdLmct1ZyN8CtJynHly/THmtcAsXO9D+2VSn7E2Ovq6wxrHWgc/BaTuNYTkIQBLz/ywZL+BZnL5VsgGekbKCjIbBHRCOgzoBbQHDmL8Fmh/kaWv0Bmpm1I/pG6gr2K5VpbO2nMYCh075t8zL+D6o8B64CHtKXoGeAt4EPM5LveL1FnJZ6BvqVtSZwLU0u9JtBR8xct5Sp06T7HeR2mu5MHag9CtAJX7Tuq+pEoWDbTofiqVOiv1LUClXCz+sR/lnqin5+f6IXhvKfcprl9t6Tp0MUADsqinX1K5Je/7MLdT0OGvYKs+oDK1hOYrvekR9RGUTYJ89qM8i+Y69lM01rIE165sRFdI6PvZVRhrv9gIeWJ8S677eUuxH37FRqw7sTfUjfwGK/0H2hhsp10nqUTDuv/b8v8X8A/VjXQF0t+r+00T87lX7gn9KGsPeAIU5dXAQiDTkcVWOCaxWn04uTSiE8BUYVBX1aAuAu6NiIHNI2qF8uFakWV3x2CMoewoy1X2s1w9hu4UyTRWjsU/hE4Asn/QaQ306AKda6xLARrQ18ZU6qFfp8r99rev37Y1ouYeYL88G6R9ts4H2GhgiK2v5pf1+vkGXQ46JKCfF+qp+e8G+vk29LNNY71sTOXZIu17YJ/KvRGYv7SP0sZJGyntnLQBgfaN6fnrmTyfHrDs8Ns0yr+3VwMbgBmoa45z6xXbDptHMdYxbT/N1AtppvIGzdReoiv16XSztouuxLwP1J+pY8xN/vM0J3CWSjnhXNwUOEfVIoqz7NmLdIllb+oo3TpHwZs8P7VH6LBWSJF+u3JU7kO5B9FmmHXebAPfv5knwPvDyk80SZaL2XS/VbfYsuvfivfN/8gzUVlJ06yz6CPza1FEC6xr15gVWjbOy6fppvr+ZBtQWSb512OZQxwBfzutM/+GgD2Wa+94yfzAMQJ24gM6JY7Chk2ih9SXQKUMNlj6OMS6dpd5hdXXJPMrNZUuttoA1jULzE/88rDsjVU3wsq/bMkCfUIGT1v+xH7IdQNz6vupXD+C9vvpI+w7lAE7abnkBfvxQ+u8PgH/aD/Oxt7wD36heZb+HzLfwj5rVn8Oh8Hmnzbfge0tRdt+/rO6xPItsH8sfwM6okfLM9Z8X82i28QGehPlVfp10Mn1dAd4GIL921dcRcXaUaS3mB/57fYI5SX0eSPdZPkn9X6C6dFfMt+B/tj+guRB+imSn1VUrmynPMzpYmcW5lJNjxCZVwL3Acv8uK8B/GV0uZ1nHtAMZZmMpc2v+XhZrnyOtLT9VeJJ2PUHKUZ5wnxXXEFPiO9pOM+mQcog2iuO0SBVoSeQrxZtaJNyDO3+Q1vA1yA1iLJ5tvmbEkvJ4jDNFuXme5jzalFNuQp8bBFPYeJ+8xdcV63W0nr1cvO0uJQGAdUSPBf70UlrtDtokBxP9g88hv7jJMRc83frugaweA1A8vxoA57vp3bKjZRm8Xs/9W7Ir+S1ns+d9KTk8c/4s/iQ/eI6q82n8kmv+RnQyqa+wQ1o7H+BzxpQuQ6fSR9cngtaDfR6DGzfHPgsW6gKff5KdBbtzt2JdvDUzq1G2WikuwGIVHwtUTYd9B60+zfSk1D+DvAqyopEEvXw26n1yPtQ/xHoBtApaBMBirZnnyc685ONc1nI9wBSAOjTWQXld4Dm2dT3La7rD9rPrjtbjWt2AHv8iLXLzvYCBuGaW1HWG7gI+ZnAJKnbf/Rr/pfpX5xn/y1tcH6dlmh8Jv3XNLCe/0Abn12B9f8n2sAHvZD65RCYR4Oz9G/PzACFKhY2BGxzPmxUqmWXpW2EPbbskZ9afoC0izPhO8+kZwD47xQsbbFlD2GLpT2E/Z1infVnwM9MGh/gS9oS6FWtUmrWwg5ImztAu5SmyLNBpqXdtugueriB71KsjUSbETTG8pm/oiCku+PcuAZ22WP5Kr8hxpxj+SelQJeA/yHT8szT+9MiyKp1wC/Wu2E9voCcfpB8miet88X2OwbKM5d/ifh6A7nQ/g5/HHkKZ86LVoyxFfGybZ/9/jH8va8pReRSksg1P/bH35cpp3F2Sz/muHnSijXPkFc8DR4R4wdtoHInZOnAfJwjaLTeDPOfQaVBXaXPYuVl3DU+sL5Ym2l/4tNIH01v4KtZc26smxZ/ueZ+ec40HDdwnaMfzpVFpJ2PH/5+j/l1La2xzv1lvNFY9877d6cgi9vEw+ZO0dp8st7XhO6oIfARQuj6gIwb8xIYC3Lp+1d7MrBHgPssvZH3Fex7C/BL4QPZZfIewzDowXjLj4IvoI6GP7AMurrBHOC/72CI16w1XS7eobV+X2GE3x/uDkxWulv3M4L4zYgv8xF7v0IDLZ/ARn+sQao1t/b2/QDtXeBpWqCFw39rbr7bAEchM4+UG7BMbMHe22L5bW/zu0yPhQ3wPfqYd4Ia3N4v3cV/bB8N7T7VLD/cfEdcTU9bsrsXOor1B/YKTq8BDwAhmE+hJatTGGMZ+pFzxN5WisxLcP03yiqL13mCwz/k1Ap6OVdfAH1dBt25BXviAVqlPQ98TVdrneFzD4DP1JvGiUXUX8mjORJsqfkqL6A5QJ6EkkNzxDR6V7mI5st7WvJeV+B+ge13s5USik6/Al/671FJzJVA3ce2380igWSs0aOQQUfQ/aDYq2wK6K9+PN4AGtrgWnoUa7WbTQVPp+lqpT1dKsdRXLS8MdD2Mhvmk6Bb5b0NMRI6cCF6NgaulTS7MVAuaavG8JcnNgbKJS1qDJQX/Qkff9Xur/j4q/K0xkB52v8CH3/Vb0pjoDzlb/grbgyUF/9f8PFXck5tDJSn/g0fgxoD5YMa84GzrgSYAz/qUdAXYK/agF4LCv/LhE9nPoc0fDqSPuYEu4154/nfPZW/h0rXId0OfaDc9xVwHPnrgdlAEfI/AEeAr4HJ8MHOoDwM6XLgBPAyMMlua8L/9yUDpcBEAN37pgLwT32x/uujQBE7+FYB25FfA8A/9S3xjyev/xToivwe+Qu2SEtbjDHND4AbbN59TwJfIJ2G6y9B+nvgO3+9H74VwAHUu5HvAEi5DAWaA9GA5P0kqA4kIm0CiF98McgPAV6xfWTfq/77ok55T1zchDNmG/VRz9FR/WdaJam0tVYMO9H8rMFZJX3yRKRLlZfMXzSFZogCKtGm0h74GXv1/uZvsN9RagW9iDZ7cDbFin+bP8gzzEIq/IcPcH5+SY+JtTQTPtJs5Wb4LBhD/Ew9pP8iz105nrIftn4/tbHuZ8pY144Jq4IqqEbrilhoGezoLirSX8GZNh6+8wjzDdjhz/QJyF+Jc3YuOTSdejg2UF/9fdSnUrSIMc9pj7ByLZuF159/fegw/LiVAeqMg7/zCcofpTk4f4bK8fQieXb69gTGtnwtTtfBxg6EPEcB12A9QeVTkrMyVrBidOv83mDHt/77oSfV4fAH11BHGcdbsbTfV9Tc9JH4FvHwGcjnburn+AkxejGVqG/Tc+IWur7BfdBT8ozUTiO2Rzwd8CG1g9Z5mRKg0t8I+KVqH+zlJ6m9vFdgxeu7cK7vpw4B/7S+D3kfAbG8vAfc2K8J+FH1/o3fV60fIzCfr+FD4Pysn7+f/sHf2Ik9j5hf3p+wfPPG1M+TvD8h7xEE/Fn9QxqjXwP6MYvX9tBmNZXFY9zNjiDzE/1m8x3HIMjtKupn+Ws4o7UcOuV8jGRshhjRxP6iaDveJ8Rpvk2giMNMWYf4zvwSZV7Qcyg/J31vAPvXPCHDUNTts2M9H/xy3xXAIZR3s/eyT/5mfGfrt+PJfAr5x+y+6Wqglx99/UDcavmpvRrcewz48o1pwK+XcpzbiF7bKN/+v43l5B6Wz4r+6t5lA5oL2vL8PU2zyIbtzwb86MbUfx/ztE1J+POX+WlLqWuWHjeije/L/9V9+r/xY4cGYhSLXuBfm6cb0dH1zxv+gfr971V+Kn1d2FBT3t+5AfS/jiHl8z15PzFA/3hf1R8b1lO/X974+cJ5KmOkVfYzO8t/t593yGcOf4P6Z1O/0ixg7XnKIiSkf/9n0FrQPGCd/gyNBe4MUOve6d9AuxvX3U3rHG4aC9zZgPokGj8LbAyF0TxgnbiHxgJ3NqA+C3/+3HC+thrjrsa4aA/cqb8Bft/AddL//xtoi6w53umYbc3xgDwL/xaP0WwJxwMY5wFcsxfj7LXoRxIBuQfkGJBLg2efNs+B8f39/k/X0Y63/xr/tC7/W/P+O94bAn7JPdZzepu+aD27vYBnKTfwvYgWa99C73+lxfpI+CzyGUF9/MIi/kaXrPvvynharLxBq9D+PRuQVWM9kPf6Jfx5+7kCfKNvMeYAmiD3gXymYYNF/pl8dIwD/ZugTwJ9DNfI5xF2TLYde/V6/7sDL/ttX2tnHY2CLdCRls+a5zq85g+CzPfFS3SF398bbd/jNA07npbP961nJUO1YTRXedj8ROuHWDQKvsM6Gi+B+bXwo9SPQcCD4PszYDVwL/Jfg6dbbVCahNLOfBHYjvrd/nNuiu1zWz7yGT96+Mul321I1D/73Q5ecnEuy+fmv1o+3HXiY/D2MWLew6DwF8C/D3asQD5vUb6k1tazhO3+9wDsc0Q+45d7paX1/PxhqkB6oVX/BNrJ5wWI+5WNtNj//GWh+gklW20C7zJIO5lLzZRf6Arxg/m99VwBsb+QzyrQh5ZNb0u/SETTWPVzGqucRUx7lpaKYNCPbIiu9KEsZ5uQ53SViAAtR/lq0N+s9svFWLQ5AzyJdA+UDaajuHaPOgH2NIpWAK8hnt4sDtFmZQhi/iH0IGLqzRK8im4HhitDaTG7lHKVMMz7ZbTJB65CmwLgKnoBqFEqqBf7DrF5Hj0EPIx2Dym59JYyg/opExBTJ9EWZRLa/wC0Nj9AfyovIIa2bdHuUmWC+T7aDMX4Ctrkos0ULYlS1XvpCS2WhqsJFKMm0hZ1Bw1Sy6hay8I5/hQNx9o+BDwgId9jQIzfHj76UsiX7HcabCr/3w4uX+nBFVgD610dhuiINtpv8ljvZ0DnceYPUo+aZ/ThVKU/Ap8Ottr//O959L8Y61MMPfoOfeSi7xS1Nb0tfy0EOveNHa9RsNQ37NHbA/dAJZXPzKTu+H2ySrQpVGJJxl/L/Pe15kKnP9Wbm6+jf+iB2Qq+wFMS1rOmDeYh/73KU0onukZ0Nz/Xo8xv/PevulvPt7ZZ95E85/sjVd1Hhn0fFe3r37UxT6Jf+S5NWyXNehdnpfVujezffn8ncF/tWvueGnyKLdiz8kyYaX7B7zJ7WvfQcs23oTszoQdbganKNZbODGebaRbbbL4i9Qa6Itf6MmCyH5fxzqYPdBjg5mWWTl0L3Kfk45p8mqFMQwx2FdXK/wmEH6SWbIu5B7p1KXTlCmUO9CiPvMCT0Jv+/GEqk1AkPUytFQ89D5l2B6YBQYC02XdBzzOg013RbwF06z2kO9nvRFnvp+TJdUK74H862/7JJ/inM/yf2isH6C7wIoDJ8rmy3zd2Bp7Lw1ZLnxI6ad1fjEX9Gr+PNVDY7zNZ71WJI+bPiIff+oPvlkrXWO98+OMuyKcCWAMgjjd3AZlAuj+OyJHPyrB/0gWjJL/tS0L/UaCa/5luV8u/22D2b+CfB/ztHL9OzRZTqFy5H3HdIzJutWIZeb/kLWA9gPjG94nlu79h7cPRoNiZvvdQJ2Oil4CdwLP2/QzfG/bzNsvmy/LH/b72vHqftU7+nqs5SctD+Qe03HEJfa99Qcuwxm8pzWgd9Ok94LR8p0UCZ0yJ/Y4R/RtzuQp9bQDf68RjdJ0yl6aI2yhIDMW8F1O4GEP54g7aKHIs2S8Wd9Mo0JuVZ6w4cTggzxX57t5MId/d60a7hf/dPfUxxJdnoXcfU7mzkEapb9J6Jdb8VV1hPyu39m0H8ycxjS7m19r7kJfijPiaMnC99PvnyfayztKffeZL4keMv4tuFT/DxtyK/dsa8ruIblUj6RJce4myjzqKE2jThi7RMqz78peoA6DPSzH+UFx3CnXXIVZOwJyP0mpxL9Vqg+kF8ai5TzwOnlqbX2lvma9qdfD92iBu6UcR4k5c8zPmEg5dkzz8GSRPkp8GkPw0RICXxrD4aAjJR+O+ATlPa97gpfFYEpYcLvK3hTwCMmkA1eLjowvl1BD+Zxk2CDJryKeUXQBShg2RANsmZRpA4zn5IWXdENZcA4Ds64F5y3Ww5B9Y9zjMc59ZZ6+7+ZU1R/Al52TNZZ5ZF1hz+AuaxTfifLn2ogU5wNd0jHOjKu+3PWo+qE6ltepo7HXZv5SfX17WXMGPrLP6lrzJevk+huRhD2SMOQfkKmWptzF36cWQ1xL0fR2uGY6xzmJc2fcx5AP8f2k+JvvSVpqfixHUMyBr65rN5i6Lf/+86nmX6y9lij7Vh7FPoKuqjvY7oLsvQ88/tN5veVKrRtk24E2UfSnXyXxTGSftlfUO62wgCEjCnpfPG+IA+d7pJCAFSAV2ATXAa9be/W8h9/h/C9iCCwCb8E+QNuCfgD06v2HeshnXmksVHT75fpmGr/UPfUi7VO8P/A1gs34J2KzGY/BScxWwTrmHroBuDLBsWUO8T72s/eLfz5D1AmCl7f/Dzsqz43frud2T4hP6zLp/d8h/znxNW2ATe+EsCnOkwbc/Yr4j79toD5onHcnmh3qE+ZHVDr68YxH8frf5juM12NozOIvs+4Al6gb/faQNlMtnwP82EaPXUV+RQqVqNPT8EPIRiAN6mzfb7zWxOJwr5eoq+EfNocvw+2XswJaanZVclgReFsmzz3qf7hUqtny9Bu/nyHdV/O/3fKUel/8/GA1Wf6N31W/pWfVFegln3wi1P/bNK1SqXwL+fqA56izo7nrEYStoFMbeqa6h42oSTULb6epXuO40DdZa4trf6Qn1M+zTx2mduhvXrqLPtDfh16bTFK095rObtqs/Y6xpiPMWIf87rUdcMEr7nrZoqebn2nB6RltJc3g+ay3f52VzKJMdpLHczSbCV7tNNGPD9TT4ft+Zpjoecc2l8Ce/R/4X+KQrcfbJOLgH9GYwLYAMGO9FpHus9ykXQI73WP7neuzh70E/R9k3VMW7mymWP9nc3C7rlXRzK8a4RywyT1mxmaxDO5TdIfuEL20ot9AIK3/EvEkcwPo8RpVaqvVefJWSSv0cgiZLYH5bnXupqiGCNlg+cZaw3oM3W4v9ZnTQfPMKxxH4Ve+bZWoGfHe/f6SH0qN6HjnUdnS1XgFU0tVqJl2tfUZttQdoIp9MBvuEZvLxLIMdYa0CPpD2Pp1SX6NVYiH8oIXUSvRDPNmPolUXFQBB8oyWOu981jyi+Wi0c455WJ9Iox0/mkf0VBqt70B55R8p+l8Bvi/5q3ucWjB9hxjwS/89zlI9mC5XL6EuuhM6cQfND1pMNQ6nvCdpnsFa3Yt5RGltzMf0VfQV0o9r11g+yBz9G6rR2tI8pDcp2+C3ZFIHNdM8Dd1uBz/yoYCfJZ7GfCvIef4ep3yH37xXPGb+rhwAnqco5XnzqJhlHgHuF8ux5stpJH+aPtf6wEYsoVLHbOqvdcS6N6cirQC6KCC3FvJ/WfS//0DkxD77UdTSOOjQYqCb+JpxzG+kdivG7mTF61YbdRyunU43QB5fiTJ6TIuGnM9atkL6T8n+5xUj9IGUqt1AXdWB5l3Qma7q8zRNvIp9eBD0eVB/HjyEYz7f4/pQ+c4BaBDyZ/z3cCMx75HoMxN8LJfPGxCz9tba0W3Qq9/R7rjoQHFaV3M18j75XqcjgZZbz7C+whm5ih5Vk2kz4rJbMJ8w9PWjtC+wG787r0QceJSCrPsUgsZi7HNqOUX4f5digXKIpmH+wfwM9sUYxHX/sd9nEKvgc6+y7Opi/QWaL+9PSMg1lxCbEOvqNIr/h4rEfCAZMcRCioUv+6jWlx6V7ycI+/2I7hj7bmAoYtz75Xularb5sPjcvE7sRay43fe4Gu/zgt4lLqZQ8HUd/xn9VqGPEbRUWUpvafuxDybQEIx/q/6B/X6m9B/s5wjmWf8v0VzxP8ApGywPWPu/A/6LDYGwR0X8CO+D9BAixwc2nC+fR9AiGyFfEYUiH7bHhmsOUeQsoqgtRDGuPyJ2RhP+R9jdBAtnm9CEJjShCU1oQhOa0IQmNKEJTWhCE5rQhCY0oQlNaEITmtCEJjShCU1oQhOa0IQmNKEJTWhCE5rQhCY0oQlNaML/52DyL9DQL1RAk+Xf/CEXZdMIIrUHH0MCecX+X8LMdPo3/cmnRwgNU0bJH55LzcmtlCtl6MutlNVozd3ttymDMYKhlFTn5xi1SkmNK6YjaGlNSKSkA2uycyxa3T3Hyvbub2dLrWz1KJuMz1koK5OS7Gsio20aHNoxvEeMMpAWAD8BChXiuwS4GzABQeH+eq5cXMNauitfUIqRL8bMDKV/Tc+eHRfsUPrTGuAAoFil7S2m+td07mzT7A42TU+3actWGDgEzQuBBcBe/+WqdbkzqmN2j2RlAKoGYJy78b0D2AscAH4CVPA1gLKBEqASWFNfesC6ylAG1LTuKscb4J/wgJpgV8fSHi6lHzruhwv6gV35zXBJP3Tbz7qsX43T1TGyztzJP6s2enS0E/kFVuKLmoIeHT/okcC/wEXt+WdkAKVAJbAPOAgcB3QifFcBawEvehBdqnq05G/iuiq+W66plTasdHsr3d5Ke6y0x99mHTFgNq75F3r6F3H+L6PVmIPaQZ3v0Hbo/FntWZ2v0dbovEQr0Xm4Fu4vC+9RoRRBQEUQUBFmWWQtZREkXkRjgGeBnYAJaJQN5VsAcArHtxuQJYVACXC3/I/mgR2Ag57FN7PaBdqM8V9tAhq5eGfkOlt9dUabzhBMZ0haljGrthAokWXKAPwUKUW8C35y8dOZd4aU36pO7mSJ+81AYk8g8UYgsVsm5B8TnpJYYNEjiZ1lBbukGglZMN9PZ/tppZ+2s2l1Zqcci+TYpKNNOtikvU2ybZJpk9Y2ybBJsk3ibBJrkxibRNskyiaRNgm1SYhNgiWpyfQzk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk24zk+6XULKkWIXUzm75V1otsscmb9hktxEMOiW1wH1E5tklhht0PjAbqATaAZlAOpAs2yiF1Xe1Bule40lxj+nhVC6iqcAC4G5AKPk1nmS3G/YoD2qbB0XNg+rmQW3X4PtZYAeg1NdxpfMW9Ht3YQHGT9gCVn6zWKmxOGQbbTLCJsNtkmQMAj0NfA+8B1wLXA2MBC4GegIXAZ2BLowiD7LjjEdOYwtZFVMYIyfj2AJxcbDckREOYxuPRcrJb6+eGIX+N1dnXIkZsOcoQzBysxo2xqJemmjRjZTOWoFuAB0B+mh15sO4bA20D2Q1NAxkfHVGc5Bx1RkekMurM9qDjK3O6CHlXJ3+sLuHk42kdIfscARlslWgw6szb0f1MJsMrc7sCeK2e2hRnbHM3SOYNaeJfCPaJlG6RRMok2+sdp9OrxWs2v17ei3fuMX9W2aJ+/vMWgfb4j6SOde9P6OWMyPc/UG7t93vJb/tfiUj2/3yRLQ0gt07J77tfhHNN6VaHazKhLRRvDIzz31PJpShHYqRvxaXzs7c6J6GrjDcVLfV+urkWrYKtVPSl7nHZ97orkxHfot7TGame2S7Wtaq2j0Ew6DhxciN2OIuxuD9/QP3zcxy98LgPSWf1e4eGVaPBnpgRpL7ouRD7m7goUu7be7Omd3cHdodcqdk9na3nIiOnncPD3WGOrtU1bIUI1ev+lyvmqFXDderOulV2XpVll6Vple10qta6FXN9WhHpMPlCHOEOIIcDofmEA7uIEe0/AukbeTfpYvWXJJoQn4LK+3i8tv6P65wADAHpwEU6Y1Sinnx0CJvXlZxrW4O8XbJKvY6Si8p28TYXeWy1Lvzciq+zOM9NTSllgUNHuVVU4qYN7KYiocVxXv5bbWMhpVBy+UFtyR5I3uW1RFjCbfcmeSn5eU9y7bCRscSm1lOsbML4wsju0fk9+n1J1+V/u/zf3E6K75BOqu4dG4d1GN9je7O1ZEdimyVzFbJbHxz7/LioWXeDc3LvR1lwmxeXuy9fahndFkdj+exvXvV8ThJysvqRA2P7z1ElouaXuXlxVhiqx1Ot3i0o1RJ0C7MQR7ZjjxhDqsd32i3c/M42S5DErSLX0duq507fp3VTjDZbtNET+9emzweq00K0USrzcQUatCmjo2hVLRKTbVbrWVjZCs2JmWtbOXNsjpKT0eTdulWE9aM0q2O0lkzq0nn802S/U3G1DcZYzVZer5Jpt1E2RBoomxAk6z/hc/4ot4Thxax4tKyTQ4qKu852qaxrmndLc0ITei+LmkrvaccpeCscm9QSpE3OAUHf2F8lquAZcs//129gLGKciv1k0xpIV4NzXRA9tAtOf6GJPk/ta+3eghBcai/qm2Ptj1kFXReVoWhONxfFX9Dt+SkrWy9v8qF4giM+2dTmDlzVtbMhgV/2uq/+1B874m97H/xfqD7ayzMmjlLfmb27oV/s6jYmzm02Js3eFTZJl3v7TUqewX+erpVpihW2SanE3Rsr/KZ/k/WrGtmYSD5N5w7GPAaDLgMBvwFA86CAU/BgJtg4AA3cHobOLoNnNsGDm0DJ/baHkGWP7fW8ufWWOk1OD5zmAGvwoBLYeBAN3CaG3ATDJzOBvwLA8e6AQfDyGwODzrd+krOuUBIFmMNPuWUhRnLilkgdtU1WWxmoLj+M4sCQsv6P/8l9h8NCmVuZHN0cmVhbQplbmRvYmoKMzUgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAzMzQ+PnN0cmVhbQ0KeJxtkltrg0AQhd/9FfOYUor3NAERGpNQH5JeTPtu1jEsxHVZzUP+fXVPbKBU0GG+nTlHZtbN8nWuZE/uu2lFwT3VUlWGu/ZiBNORT1I5fkCVFP0ts1/RlNpxh+bi2vXc5KpuKUnI/RwOu95cabZ6/f7I948vRpbnp7wvz1LsDg/kvpmKjVQnmn1lxZAXF63P3LDqyaM0pYrrQXhX6n3ZMLn/ytyLDlfNFNjcx/+JtuJOl4JNqU7sJN7wpJR4WbZJHVbVn3M/RtuxvteHY/0UAi+1cGUzPwBcWOhHgAihDzgHfAYMAZeAa8A54BYQIcwsDHw4IIQbQDgEUIlgFGSA0IyWgDcxuEfQDNF3CzHcw2yytRDtUTT1jWEOo2g7lVgIzRgDieH+vLDDnaY4znm4ITTt0REXY4YV22tkFzeuTCr+vWm61WOXfX8AFz2xbw0KZW5kc3RyZWFtCmVuZG9iagoxOCAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDIyMDk5L0xlbmd0aDEgNDc0MDg+PnN0cmVhbQ0KeJztvXl8FMUWNnyqept9eiaTzGSdmUwSQhYC2QOBDJCEfRdIgEjYdyFsshtABREERXFFUBFQXELCEiIKroCKol697nqvuIug4gqZ/k7VzIQQ9d77ft/7+/6C8PTprq7uqjp16tRzqjoABACMUAsCdBw0LCv7J23FeEw5jKiesHC+p9eAjCYAEgcgTZ48Z8qsP2Z2OAcgX4/ImzJz8eQLT6dvBDBh/m6bpk4aN/HLj4+8CtCvPz6fPxUTLL3UzniN+SFp6qz5i45NOfc8Xu8GyCmeOXvCOCFi1lSAFafx2j9r3KI5qlH4N0B9Eub3zJk9b76WAFvwupRfz5005/bxhS/i9UQs/xUQhLVkE0igk+6RciCBxHI5SngDJlO7TqJGWaSU6qn4KVg0gEWj8S2svXDVgJ4ePPPA49JbgZEkR+lG6v1AjnzyK4CYIjWx0kBEGc2xE2LEFHABaF8ivmIyME37nt0LzNb+TbHGsD+E4J/DcATWQwPsxJ+9oBIRJsJiuBl/noVvYB08CLeSfTAPlsAOPH+KPE3nwCjsBSfMgeehIxG0U/AYLCdmkMEOJ+AkjIBbtY0kAvsqGnrCXDgkHBf+qX1Pysk1QCEWSmEoHBC+h3eJSLtKLmmeloma0cNLcJL2x3rbIBIKoA8MhDFYp11Y1xfhA5Iq9dQ+AS/4YRiWvBhugYfgZbKRTqIL6A7huDRcu0fDUpiOIQXKYRrmmgfXwj3YjrPEQCLIs+RzwSXeF/gx8Lu2A1veDnKhO5TBAmzNC/AKvAefw29kOJlM0+lVwhxREqdoUdo+rHM8ZENf/BkAw6EalsF1qLGtsJc+JKwPvBD4FftHwJ9MrHUBdMb2j0JdnYT3iY1Ek2TSjvQmw8g0sp1coAotoivpDvqrIAmp+JMvPCTsFz4SPhF+EHuLi8QvZKOWqvXTpmqLtG3aEe1fqFM3pEJ/fOcYuBrGYauuhZWwGtZib92HP1thGzwMB6ARDkETvAWfwL/gR/iVWEg26UKKyWQykywiT5D95CB5nbxJq+g4+iA9KfiEUVj2DhHEUnGwOE98MwCBwsD6wN7Aa5pFq9eOad9pzahNN+o8GTWaCRUwCUu+AW6Fu7HEPfAk1OFPE3wAH8LXqDk9/qjEQZwkibQnmSSL5JPBZAgZRaaQ+WQxWUVuIZvI3eQ+UkcasDbPkBfJ++Qrco78iJpBNVMjtVI3TaQZNJN2oAPpFLqGbqKP0f30MP6cov+g79IP6Of0B/q7YBMc+JMopAi9hb7CGGG2sEhYLKwQ9qA+XxE+FUXsP6uYKmaI14sPi0+Kr4vfir9LRukWabN0l/S59LkMsip3lQfLU+U75Eb5PUVQhiiTlRXKdcoq5YAOdD7dY1CPo2MvtrTVHzoGHoC3yDPwMdkpOOgeMpjuIluIRXDBDOFe8obUD26ixbSODKBRwk9kIVkIkcIj5DychwNUpO+SdHEX2Q6HcSStpzPoItFKRoqPiM1kvvimKNDTsJN+z8qRHeIuLG0hOoJZpBueTYFZcD91wCt0B/ZCDTwH98t6ugn7fSOk0N6QR/qwvqFn4VscHTZSAtNxnDSTh6T59AGyRPiKmmAEaaafkC7SfJgsq7CSNNCBwivkNI68w2gv/chUWkTGQzN8QR4kX9DhMICuhofEKdI/yEcknQyUpqL9gfip0EeYTCPoU9D2z5OwD0fCSegvHIcx5DYc/SdpOvShs2Gr8DT5GvaRZeIUYSrWchEVyWocC49Bg9BbNEIP2Cfsg2fIbuEdkg5PiovINWSzVtZcBT/LO8UnhL1SvhinvRz4kDxMTmlN9Aco0F4WhgemkPvEaByXy3D0zkUNGWEPPn8feoydoMOzZByPt6C9RqJv0+MoL0fP1R+uJj/iiFmNWsonqTCQJsIM2l3xyA4ApR08qrGRfA20J++Lu9E/NIk14mrxFwB/j+FX+Uu6dS3u0rmosCAvNye7U8esDpkZ6WntU9ulJCf5Er0ed0J8XGxMtMsZFemIsNtUq8VsMhr0OkWWsHsJZJT5yqs9dSnVdWKKr3fvTHbtG4cJ41olVNd5MKn88jx1nmqezXN5Tj/mnNwmpz+Y09+Sk6ieYijOzPCU+Tx1J0t9nkYyakgFnm8o9VV66s7w8wH8XEzhF2a88HrxCU+Za2qpp45Ue8rqyhdOXVdWXYrv22s09PT1nGTIzIC9BiOeGvGszumbs5c4uxF+Qp1lnfdS0JmxVnUxvtKyumhfKatCnZBcNm5i3eAhFWWlsV5vZWZGHek5wTe+Dnw96qzpPAv05MXUyT3rFF6MZxprDtzs2ZtxdN36RhXGV6ebJvomjhtTUSeMq2Rl2NKx3NI655LTrkuX+HJ7z4o1re/GCuvKXNM87HLdujWeuu1DKlrf9bJjZSW+A5+lyeXV68qx6PVMi64srAirPmtKsFGTfGUspXq6p07v6+Gbum56NXZIzLo6GLrYWx8T4z+kfQoxZZ51V1X4vHUlsb7KcaVxex2wbujihmi/J/ryO5kZe1VbUJt7LdbQicnc+mRSyz1+xrOzs35DW9RJWI18fdAM6jwTPFiTCh82pJAdJhXCugmFmA3/VBJ8qm4idsO0On3P6nVqZ5bOnq+TklWfZ93PgN3uO/Pd5SnjQilysvozsFNmHC0GhvfD53Xp6XVpacwulJ7YkVjHbvw6LzNjYSPN981RPShQfTC4Ah+r7JyFOvd6Wa/e3OiH8XhRVzukInjtgfGx9eDPSq+so9XsztHwncjh7E5t+E7L49U+NN99nEdF1ulSWv5a1aiIsqmd60jUf7g9KXi/3zBfvyGjKjxl66pDuu131WVXwfuFLfdCZ3URPSuEWBo6o7ECv4uWOKYlM7uoMNWJyfhX5pY8sVHRoSnyFOIpr1OrewePlQav9398qFE7x57i4tJjoWrWdU6//LrLZdeXVc+0TsAKiym031Wj1q0zXHavHP3OunXlPk/5uup14xq12vE+j+pbd4g+TB9eN6esOtyjjVrTzbF15esrsRFTSWe0Vgo99vrI2iF7/WTtsFEVh1Tkr2uvqqinhPas7lG5NwnvVRzyoKvlqZSlskR24WEX0I+goddTHc8fe8gPUMvvijyBX09oJMDTdOE0AhMaaTBNDRaUwgvyI+2Y0CgG7/jDuUVM0wXTaoO5U0O5dXhHZXeaAF058JvBP8xV9LyqorU98EFWmclJA7MyCX9wdlSg715KniIdkDErtKAeJLGRdNgngEFhJ/sJROtkid2nIJCeDfrRz7jS1V+Km4sHqueLBzQXQwmeqxfx0Kmj1+a1JeOBYKUveoSjF/0SXACPeJTFD48HhggDpbfAAvl+61bL4xaqqGA3DaS635RG8nMDtfwGjeT8fhptnbXElY6vH3D+jIp/z0BJSaeOpIpQW669IL8gRwYaqUaQvluvWzXi6Q0LAhcWzgsMIRVkxo/kgVfXvrs80DnQ96PAgcD9QLTNgSE0l5da7rdNM5DNlu2w3SJYVJ398nL9JtNARviyqEBj1EYybG9vVolfqgacYdVoDlWiithtDqrIii8f7HmqQLbcf92qkYc3zCfygnkYFe0ObPkpUH1y7bsryEtk/8ekLxmHbf9OmCCsxFq44Fr/EIPeZLGqNkU2Eupi87ICoqBz2s0KzspspuYTNc7TDlERdMQgS0YAFRyqw4Msc7ksgXGT3EHaNBhf/FD0ybWsP6rON59mPVFVXJRVbHcW4V9iC0omOnWMKIhyprTLkZX8AqesRDmVlHay0i6/IOW7Dtt6R5BbBceUGzpct6Tr7EWdB/UtXDg/e6X4+C2F7feXTrgjN+OWNEve2uGD1m7oO3xjh2gsthHOiLXiAeQ3JX6PTtBTaZmwlC4rwVu6ZbJhqUSW+Sk5guMo2jT+EF0KvD+ragacRzs5DVmsumqxiiaTbPPmeW05Nm+k10Z7BWrIxkfJxkDNGXLbbiZ3B65httMp8C6ZikxODwP9tiQlT8Ee0As6URJAnq400lX1ehAa6T1+O6WkDAzCk7SMPAkDDLO+YNrhykErPaMW/3LGhqqxF4F6gnVnTkGOIssKWtXs9NeSEzeOs12bcrLhgS3GQd5GLHcsaaSP01k4Tjx+lSwF+qRwj4QvjhYX9gia6Gn1F2zPGaZgrzI2haYmk8b9+1mdGVe+BussQPQBViesEZpZg9iZVek8GjU+xIpfmH4y4+RJzKzdpX0l9EErwejtAGVhnIF2N5LOQMgyHHudMctPICITLUV1qs1n2DuKS1CHCskhUwXH1ovfuaRv/4jE/Fk4tN+RjmL/rPUn9KPLCa0kpMjQm/QxXEUrDJLBaGwCgvyS4CC/4LcIhlS9ZEwFk8GgNxrRYfkNoCdEz0wMGmnlfjNGU+BsQnNOw8LT04tJ+hL1B2QgVXiaFTpnp1CSXsyRdWaN1CF9ufoCUzPUVHkjZKkgP4mNX0LOfLUlcC5xDVF6pCZNC5wUhy3stSP/ie6pRX8w7zhH+1JcgLVPg7v9lqx2xOGx2nL1HostN6pRe7UBpYDS78STAmd2uzJa7hQTDdEusxBpJX1xMA/321JNfa0egyE10hMniZ5UM2GNMkF0ulKSvNWdFU1cTdi0aHLioL3EHZNx0xN8sA9oPn+mCjuH9SzroZIz9qKsM6fV5tN8MBWxtmDr06EKx1NUTnZ+Xm6KL1EpaDllYyo/JxtHNQ4yPIIvMWVOneOm2Tc+f9tSS4Y7xnXvrpsmjLs3qj7jjz37Plm8eMTwwHsnj/1MaqPuueHospkbxDvFO6+ZtG7DyqT9L72/bf7jRTmbql4MfPIJem2owmhnpNQEBjCTeH9XyUR2mXaZD5peMp03SaKpr4lmKSXKKul6073mx81PmV8x6wjVgUk2KwZJT3UGyWhWwGQym8DcSDR/lCA6BEHEBMlgaAIT2oNJMJsaidGvl1JF0ayUUF0TeQ0njJP7DGgdONKgoVZHdI3kvXq9KDZS0W/QS5JBj38MhpDdmEx6mM2cBB1Vb9XjsAS/0cpcgcWENnTToRYTYi5hwGk0nnNVIetpZUjpKr/+N15ittPcpr7AnijGkzNgK2LWtUa3/AWUrnQd2pkV/7D+qYGqGm+Et4DkCDmKTxAiCJ04qPnRFCHv9udf8742qKy2+WOysEG49eKY7YF1NIpObL6PaXcPWt3NaHXxaHd3+CM7x/WNoy5medHs0C7NbMv1NGqf+j0mW64at9S22Hdt2po0yavLiy+HKbBYvcl5k09xRgGyHX+y0ZYLyQmQ6hF+cfaNeiPGEyF5PQazc2tyibw1KiYjocQcnd5Ib9w7POhHzjDr434Kja75/C9nmP8uSg96qZDNkZBpKbIvkeblFnSjeImenNmdLDiYEYaskNzX/86+u95/cP3xAz8NLN57bPmWZ8y7LTMGDNmxcPg940rvmr556qLXhKElJaef/b3+bmL89aPv9n97zVNPqNdOX/Fr89fLHpny5tQbH/gWO/E3tLnnpZ1ghpH+DvON1xtprFgpzZQmG1dIt0iyTm+VFbCMlohkNesl2aNTRDCZS9z46GHyDlhId5LN3NX5KjaNo/fn7apCFNlycjp1rKry5hfkQ4EX3acsUIG0dw2sIh0ONSf7hN2J39e/3v/2UxfI2fqdO9/AGX114C50i3drX4jXY09FQwrkwoP7Ez2qLTeO9Y0FTzqx7krIReeQjEnMW7RntxLwRB8ZHU31EJ0ZlSNkuFIzZ7mFKqyoOd6T3agd9UfpDbnZ2Q6fR5HSPQ6zs8Tazt2OtmskWfUxJUIj6d2Ql1ViayQ5Bz0lhpj8xcNDPqP5jPrLmZ+rWhxG+pki5ilqqoIdl55OUlKwu1r8gjPkGPJy8yMcl1wH60K8Kgj34WtDh1bXfvDsx4tqK1I6Bb7+6tA3O7cunr7s3sXTB9/YfUOXRQM2j+59w8y1TwspmRuG3FBz9+tbZjyWU9BtyMwXA6+e3vPAlyTj6nl3XlO1oO91zdB1To91M5dPXvUys/R1aOnTUH8J0AEe9Fvy5HKZ3phJXLqgZ32nARVIUfr1eJLqQcP3sqtyPFkQPT9mcdLCzHVJUqySYSvS9dZN1d1IZJz37WjyuhS3LtFj/AW98BtxaWjzoifOTLa6S6xbITorpSQqpuPi4PhniuNuNmzz6l8afXpV2NXixCGj3bcLadKOw4CygZAS0WL4qDULXfeobXqfqZWru43e0PfG6esfvPnlA+cGj33w+ofvevbzzZP63T69fHG34vkTOpHBtqVTR13/a2nnUQs++G3vXYGffjn7deD7VdOfpufW7Zj8yoyrNvXxL3uA6WsBHtxiCmfL7f1GKCOyVCbyCZ1eXS+XSY10bYOu8zxGNfisfIbN7QTndo7U9FfTArU4ywuVJ09e3MXnemRQ/xZXi88j667yGwRJFnS0FgcRcph98kaBMDKDMYDcRK5G73u13wzTyXSPSGN0YhmOLDoeqzKe8yrk4sx3oHpjBpzBP64YFaewM1UkxPvySCQhkY3CKxcDAqUrd5N7GgIvBJ5taFsHkRJBkWrRT7M6kI0iUgOsg+QnrA5SsA7ydI8glMkQo5Muq8MXWINinDGxEn9RB0Ly2F9x9cU8gVzUhFfoysC4BlJCihsCk4Fq/0QfcxbnNXQksN1frpNlKut0iqQ3mERZZzGZFFlnlfSq6U4ToR6cthMUk0NRTNQkigkCxTmMEsUqovdQTRewAXqdV5IbyVN+i6KIoiCAzvSIdfUqV3q0eh5cJcWMeaqMiZYUnyFIB21FRWtwMsG5BKcSnEnSmXfCv2tUywvSCy+s4UdFLV7DyIyP5ET4BK9AvAKj0O2Fki9/fKZX85PfYns+L/Lqsqulpj/Kyc7AKNqVzPngthWPo91UYrzVFVtohzhIhbf9vVKYy4pkh6LEaZHH4o7FixGp8XGpKZERRimpvTEiNS4+PiFI0RwR3tTUdu1AjI3zkupUkSbEe1PtoHOm6RrpFr/ZkgZJg5Kqk2qTxKSkRvK2PyEeuRvo4+L08fFL9VbIQhuG8vacwpUPCdO3geo5zt+WDGgz5ao/svRmTi/TmwEnXIx+ilEnWcU4/YZYHeA1716luDjIinKIN9uZQMPMBwcrJgSHpVfwZuNsxfyatxLJ6kvLisev6XvDTdcuvPnzDYEnSPu3n+o87sbA8TNk4A0dqub3WLk/sF5qMtiGb65c3Nix3dZpiz9eLPReu6rbqPYXNuvVASvKpsxA+23SvpTeRb4cC9satuhIBHP36LEcfCZAX6Yy/dqY/3KxpE7ooESXw0VTHCVqubBIFVWLIyoyWrVbiyy3GUnRJsZ2RXumUYjOFPWwFIf3OL/DutQSlYYcO0shSm6cpWd8bk/mvr7g8QxGp+db/H4V0pPzNrQcjC+CXDHow3Dmdsrg84BNjcj3Zot8yvYoso17LvGt58YEtn8Q+Dlw7Pt/kC5fE6/zYPz+jYGfdm76uP6uX6gYGwhcJOWkI1lPhC//eMu2bevZ1wKf//v7l5hvGo2WVY+WZQUP3Obv6/RgI+PYATBa7Oioc4hWYvVQPTHGuUlsnNuTRbI8Si+JeFQ1ZF9uj5eQVEojilRvqhV0MWm6IYkYASt+W9B2yr1zCEHjYbaDhlIVJG6csYRs5DSSMhWNRFoTovzY5KqqmlZGQTHKkn3J3I/jD7OLdmgNo0k2adp21aJHR8x4/OmV4zcG/vnV1iX983t17j96WXWvLYFmqcnp3vb97XsDH320PMG5M97uy+w7/sL2+iNuJ/bWGGz9Xmy9EV7wd02n7YXO1K+Mp5IBXZ1R0ulFndkk6vWhhspI1nSKAoLoTUU3YdB7U42gU54DmciNdOxBSRL1wnMUHeBYfzzSWyS1S3kYFB5CpuAQmtF2CPFhM+ASdV3Ckk/z4cSpa3AY8ePlo4hNdziA0LHwMAm1peBY4RhDcsRE38UHq4XevouN04V7fVLTrkDhrgDdyeYPjAWk3thyPezx57uJW4zVCTlCvqzRC7LIWi7pjIa/bbo+FdvdSBY0qKzp5LkDkqSK2HQ89btEUdUvnc96PNT9Btb3M3jf865nJjCgGS/U86dVJk6H+PllTQzZAmti2Em0amAVyRYO+ZqN4wTBd7H5Zta2zF3NU7BlbLadgS0T4Ha/XpWInpRIVEJ+1pCSlsuly8elv50jMpcKQqiJNJVQAdtFqV4QtvN+A7/dV4IBLOa1xSTmqvj2+0Xeh/ff2aoPq9JZx7XtxXAk2xLGMiLHmpBDFpCc5wOvMT+PbyxFNtUH6xsJO/xJC1XS0eq3DrZWW+dad5sbMd5yEKNgtlgSjCaH0Wgi1RgXrfdHyyYqZ9r0ZrPeYkkz6qtNc3A6M/Hg+6g/Vi+kZTlKHIMcmxyiY4QxKtWkGp3GKEP5NKy2Wox1TVePkoE4CpvTl/wYqnDVZWH4mRLsnTWWDulSqBNCHimiQI7kfgeHYUSOwDgVUqphB9RJo7pPcLui33/+k6wP9xxoInvMw1OHjOvSLWuJaL3wxr+f231XT2ztUPSQ2dhaCRb4XZcrXxS8qeyjgufERtLeH6vwjrh8AMnBAXSItIf/MoaYc2kZOa06ganfqwwl2S8EfqC/45j44zs+HkYByH9gvVx0gL9kWwzJFwqUAn2+2kvppS9X+9grhdH2mcIscZpuhn6aaZp5tn1axOyYxfbrYm4SbrCtsz9if9f+SUzstphPYuhemS2e7jNATDTa2VcNJjOzt1P+GJxTLKoxLjfSjwcp0iIAMeJEjFE2X4kpZvMh5/vM5mMPgVX7tN7ikQ9rR0FCiGiHPkGUJCorOp1kQqswWlWbzRLhiIy0Rzldrsi1Fp0eo8xJDZLd5mkkqf6hkUh5qCQlIOG1Szp7pA7PbRaHTaI2C8bcCUYLmpWFkSJXpAPfIBFX5CiqtyzVpeJQINRlT7XbbEajAQN4HUbpegzeF+yXGEHA4d7Fr0oAS136yEi9y7VZQmtkI6x9ei6Xkclc+ostaq4ly7jN+KRRmG28zviJUTBmxZTE0JiXDViJpWi3m/UeaZNEq5HEStExFmOkC03W5Sx/jHV0OqNcJJpxCJwVuHtMX/IvdlR/rFmiVtU8y7QWzchH8N7R4AXLEq1yT9rqhI1KtRjYOzEBSrg8U6yeYaQkZCkhKrdGh1JqfYIFMV73wt8eoLCwkBQWVvIIbi7aW0SUM78Azc4XkR8hK8THeZ8wimT/cHu8vutGSn8OvPbs3XkTSqqaP356s0Mf7XpearrY96nHbm8W1v9RTk/8SnI2Pnyxu/DYyseerblYidbKvsOxoLVGkAn+afOFhdJii1BkqbRMlqZZalWpnanANNG20LDQuIbeZFZ0qGLFYlVVs80eoaoRqjkiNOxMRmOCQXHgbaqazQkKRVpMsaspc/LKKFOEWR1FU80mE/a92dxI/vDHmPSULiXYYSb2Vr3JdEGv+JVaDKYayY3+9qDHAjh9jIi4xB31iiOVgEHBwas4sTzeq8wPpQc74SgbyGE6GezXIJUM9eMPVVzyOyzxUoZQ0r9D3Qq8K1XWlyXF/OV8naeFmq8JLfasuazLggN2v+oxmHIVpHr1KCE9vZIvPXKXjX3IejECe5Hw7ptIcp75taZHSnZs+31HAq89F7h9XL41vUlqan7/4mMTHz30onD1H+XCoE/3bDx18QbUwVPal3IH5JoquGGLP6YdTTXSxRHXO6iLka1LtIuTUKOam8DXHDBBjtDHRUXExomppLdrZIQQnykIkZlmfUyazEZYUmEul7GJXPqxmrm1OCkP8drSOgI6cgK5ntwh4fVzRroYqRzQEmW2ipNV8CLHdCicaiUm0QK+npCfb8/Lpb5EeIq8SHoSO6kc2f2lmi276wKf3PHsjH8sqHn1gaqf930R2E4nk7Xk88C9gX+8c/CmY/m9d5PM7SvfXTLjCHGu+YCIgWsZ36xA3nEH55sxcK+/cLe4K4JmRHSOWBRxk120qDHWCNWiRsZGUFuM1RqyUpvqRVcH0TGce1jRFmMayRF/YmRallwiD5ar5TlyrSzL05Cizie0hXfgZJdVFeSbv+BM90UbjtFCMUKxSBEGciGiAYxpZLMwxMIWCbxChDe8ROCtIDl04rZtU/vWzO+xYVPg1mXbSM/DddMLJ98aWCs19dl7zejDS7pZvc2P09+H7KzqPTodq/K0ViF35Ps3HeAnv6Oy/TRpcsz1MWJ+dEf0gWxl2sv6XQ1Kvx4TEpg1sBUofymag5wcGxObEJVcmyKlWtrb2jmva/8HSCmAVW6/NGah92uQi6EzLY4uSxczM9IFX3R7gUbFiQJI0e3bZWSmN5I8v62dkEmLFHdmhNAuU9HHpUWFLCgqZEFRLRYURaKGdPSldTSRLBMx5Wb9hQU1B5ddzrPFKxuLd0NKtBfZnJctX0FNVXJwwwiNKoUtPOYjechhpkaTQ8YlIsV3slWalHYFUVHiO31XjLxh+h1rZgYCT0zo0/X5+XfXM8NrDHyxeMv5vbcHvt9xz6KbZo0cXd2r+7SFFUPnj1xWPnQnke4/8uSmN4r6MRP8KHCzeDXpU/8xkR4P1L/465ppicOyl8QNYDZYjTb4T7RBJyTBWf9KLwvz4tmy7EgjYXOqardbo1xJzlhXVIRecidHRCU5nSFbtKNVWowOzGW3GoVkS4rbaHfqb4yKrXZ50V4iwZfErdRpTbWizeqSkvROZ5jE4Cy7P1nvTvPIHWUq90xhZGZjz/Bi9i+o3HD0/KddkZa56hJDPq1+jurm1MzJFiAszK9JQT8Hl6Jr5uEYLkXZPLyWmEeLYJMRGrWPGXgwwkYLr0YLn3Lg8IxvAhcGtx9TOOeDaUV9sqcuOL32EWI9XDT7loGdr64JJEpNXXfXNnzn61K0cl3gO2K7fWa/rOYFQppkHHh9f//YRMaqNmGEPRbtvgDeOwQZaOEYS6cxm3bhiYmpfH6HVe1pvpivK/QK+nwispu5bMWQhd0KOyRn5WfebhSsZmNaRgc5Ki++KA6KSHx8FCF5vswoQc7M05OlwLiIuV2ax97RTq32OXZqb6Q5DYX6tE7MqA1YVKdj8Wkx1XHsUk1MzfXEdYyjWXGn4j6NE+Ia6c0NRcexK9SfkWCcbz6fjmZdVdMqOLcVZamn1dOhFamqoMtkIqJAcYT2ctqlsB+2LsvWatlKu5LbrgOat8I4s5P/MN2LOBA2HaUD9y2rO9Qp+5PHSyZcvezsloZfZpOnjY6rNo/eXlla2Cf3+fuLB4+4VYOHfw+8SN635wzfMOCeCWVFhdX9UrvfPb7mQPWi46P1kdZuvq5X5fQuGJ0/vH38iPLUvDurrz1xzXtM+xra+Q6+LrbNnx9LiQc8Sr4gUEGvI7JAU2VFCVm1RL2iQBX0rLKsVxRmr27CAiDmGLyJuTwEMsUl5GZBR6jD0ArV/eIBHWfjGw8hfW3Z0wtabzrzun/e1ituCVz5Ehl3F3wK8hK2fu8l5A1iDbh94ipfwBf4QYrYteuPM6wlgRDfMcB9/ohSUkqvIldhvNBChRu12f50CQwe5CReSeeQJB0QkkAlB6Vse0nHqawBCexSnd/wvK6JOPG1v/lNkocs9dMHpaeMnlA7omPUZtf5mDMoz7hOR/O1SM7OGZloSw9bUUHWDu8lskddgS+efjTLMqYLNb588UMkdFu+v+3wNcJRHvOdxfZkYXtM8Ll/6FT9VANFkqaXjSTVaDIaTOGg22iQBUOCXnbgPZlQWU8TBNkhCLJepoJoMRtlIhj0ArZtDA4m7D2jalqKfdJIjh8wo9z4cjDoVn/BQ3MwHI2JxnZhg4qLQ1v86Dl0SJAkTo1aTljj7EWt2NEh0GmnGqLiGEHiUg5JHQtx2GANSUz/qh4lBPcuOInyRlzSjECLFwa6vvlur559a0nFN82l82iBsDpw1frtax8gT168pvld5qNHaV+J+WI3aAd58Kx/yOhMkmxINvpMyRmdSV8iZ+mKdCO9U7xibkaaUcxKTTELVkhO8KWmCxFmQ3ZManp6hsGMxNYcleR2EufQCHeMkmLIdgtGZ4UVZ7dG8rw/Icsjp+RbPQlQofrm+KhPS/Db7LmQoCbMThASDtNF6LhS8MjX66rSB/xSdUblmw7NvwR3a0rONFfxINkSohFFYbsOfTwRYpDJoTCZTXxJBdxTtOz1st0cRUAH4fSlRCD1stBgfJ0vqFc/MWHzviE3jutKhveN7FCyeO6t3oOFPx16cV5FdJe4qIPWrikjJ9+/qse0caN2Vl8/pN/jaypvGmY3WeL7dipJyp5Upd6/++ryOcPnBH5bMSj76lzyhVXVW9KvLuo/fuyjTMelqGO2BhQBPrjon8x5SAI7iN5ByQsi19kesR2yye1tWcklyb0iR0ROjpSXeIlgd0QmRmAl7UJckiC7Iyj1EXAg5ccgHoQkt1tWIlLB4HJbjXqPvSSOQFxWXEncoLizcVJcHGNuJowdaThKaCT5/mg956olMAjGgggwIom7lhGT2kT5c/8UHrjCMV9VTc8xFQ1z4khBelUl4b3DDL759KXov2XNmbH/F14ILzOySTFHCO2NWgTsqHZKhML7wB7alJdLSfb+WSPW97/j2OCFK67vOm17Ztossmrc2G2TV44dv6OgPfL+84O6f/yPDd9sG5s1e+4Jsi9x7S03kJhrb7z9zq0LcMTPQ11HoT3Hwnq/oUiY5pgSe6cs8nXl4WwV33CzjY6JnaYu0y9W79ZJsiPK0V7fk1TQCp1sTbIMM5KkjkhcNjHfK9rdRiXaLRqhwkM6IuE9Z4nyKClx1gqwqBZq6Rdf2C/87RHfGw7unl5aZD7NnW5VcGE5aJn2JNb84F5wyAAF7/7SC9sf/+c6Qh7ec7yezLt61vbRiyoqHiCrI449++mJJ8jgJ5/dZpo0d13gy1Vr196IFjUTW3mCs3s37D4E8UFOa2etHMv2TwXZIsZHC9NMjeYDFiXK4ohvr/gie1lGWmSHk2QRryEjcoRhskHqTLINxZH9SA9D30jZZbVioOrQmyDWrVesFoPDTY3mVy0VpldV61jrbOt2q2htJEkHvKpHSvGkHCLJcGlXvGrA6eAWYTGCrSCgU1vO+76KcdT09OSQBthY5AFe621UCxXUex+588S2s4temrRoX+C1XYGOGdP7Lp144/UTu8+Y1vue+k/+8Rzpvv0I7fJHOXl6du3w2kf/WHFL55vfYSNsOuqjO/Z6NCTC0UPgZdweFeJmjDOKaaWCaUVOTbzZdXO06IruFUMV2B/9YrSQImQYr41ZEyMCywuxMSDYic0aD0kqqcaJiqhkMJ6IZJgYG5Nh22TfjozHLnrcJsWJloHk5zZ/rMOjS/HFe6x+pycXrKp1jvUT1FS3pJRuQfNID9pHaAeVGQf7Fq+5quZ0kMk7i06kM1OZW8OmdLQVJC4pLcbiULyhpUDiDe05C4PrUgJnn1744pQHCNzxzGeWiz+KN02o2hdIwhl77Yz5R8g0++rvZp264QnSa9t3rw4c6o6+Y+sSsiTOtPbW7cFVaaEn8sUoeMk/3aeQVNLeWKR8EvGJQ3KRFHu+XRDRxYiRgj0yKsqG5yCZjCbBiAFTVJQPJJw1pUEWYvHoiYNmCBGoEVGQo9AbRcx3CPNVJAH2+ZGR+qioCtCL85HhZAW/UHLsc+pfWY/ephX/Pt2Kv5zGcZMVXqTm+3/NaE41zLGEXb+9SD2hSGpxsaIGg8gaFkZG+Apy+IcWGAAxT6Kwb0qqnn0w/kG3K2fehLLV3jHd8gocrpfjX35WuGf9nTUTu8ff78qbMHf9xcnMgvICI8Xr0YISIYfEH4KU4IjqFIoWs5kNlTCP3cnRiYquIv3wlEkptXlScnrHPJpsT44sgWK3iKQzw+k0GKJTzamu6GifwYkzo5Mksc8CKbb+Fn+OOcvtUFypTjnVbTbI7niry6WPjq5APuVEbemd1zmJ25nlrHW+7hTHOgngnNpIk/fpfR5GN173x1HPRmRxL6opJQYCBmLITXWqBqch15AyttWac1UN+QLnzs9Vtu5cVVUzl6/rhNz4KS5+aFnAAxczS65zxsZbVqM5eVxjUV/QBV04H8XpTqcc5Qxu9Be0GtEFOYKFBs02AkPMS17dQjsfpInJnQbu6J2Vat+w7YH39ny3/I2apJ3v+Oa+ckPtodFfRibMLq2sm3XrjB7LZhRU27p1s0UNLzoyYuOZ9xpIxt0vPXFBe+TpqT2uGxpNh80qGDBkOZGvXX1vr1tfZoy1FN10F7aeTBz+a3uJJEUhbpPbTPUkWdeHlOtGCmt0r9mUKcoS3RKcZ5/SPWWTRaNooQ4MLqngdFHqcvmCPFBvMvnMqsNsViNwbmWzrBktWq/H9AqzfqNKVFWfZS4xX2d+3Syq5kHmsebZZtFsbqTL/ZkxONXqXS60dzthlL7NRButJ6Caca41O0d0u7TU2mrGDe4MtN6dCs23l+0Z8D5s+Xiv5Ex4ZIQDUsUS2sKpqpoLVTWtZlxF8EWEv2BRBDbRLpj0xJjrb/Os3r8mvnfp+PpJaWNxej05fvjNcwu3NG+gq9cn5faY0nAsUIjG2xUHSRLf7VFIlt+wS3hJ+FL4WRD1LGLpn1WYO0hfqz+lF9z6LP02/ZP6I3pNL4MkikRAVQIRUqmi+ETiYCkTmG5lSVZSRQNqTVGuEfUq1xr6EfZCF76wVjwlUtFvtOaKC1gEJIYUF1Jaeg3bDUIusl/0D+hQwh/Tl6SUiP5uyfyqoV9KMNXS3YupjlQ82H3BW/EdgzIuKyidoax6B8sa345f1Ud7S9Jb/6n8Ux+FHBU7nmkVcSlSK++UXsO/LonIEUhZ+r70QOnH+z8Wz5w8eSFCTLnwPrPhfNRtPNdtwD+8WiKDpFrplCToiFvKkrZJT0pHJE1SqCD4WjZxQEDL5Bs314QNzg5H4HWgtXAK2Jd8yK+nBvfQRoxtiRpRa3ODSgO/y14CYaUBUxq/ssQV4BUqK7gnx+PSgqBEJUFYScCUxFNRSRDSNpMHu7ObPvvlmmtR3d/v2qGm2CI+yUfDbNmz64nxWy165TTSx9+13EYy/HpD7raMp3xHMl53nvB9SeW7nXf7noh6IvHJjKeccpllhG64ZaR9suW6DFlPEnWJljxdjqVcJ2ewig8yq7lC+zRK09KYJolHLcKpCRUan5Dgc3scHpbgIW63x2q3+yIcDgdLcJCICEeyW452m0zcK8hp7gRGvDMayZt+s8Oqt1c4VIhQIyhy7Bl+szteTahAd+1W3dTNUtxA1bQKol7yByPSsWM8qtuhRjCjDo73IIIbt+F926pgQNly9gJR+eyIf8KTJIZKGEqiZ2ZugAWVl59e8gnpzCmk41SZo3CX4PxLx9D6vOfH+5MnbauacEPkkIYJN9zg3Lj/togexUN2V/lm7t+ids8d8Mj0xGliypM1I6ZdPXHCirmdapqvos+MSM4tHr/t4eZmerKPO9c//skHA4aQpy7CvnTCWf9g/m24jybp8mm5bgQdaZpMF+sW2R61HUEH/aruhM0iRDmpKAvU6eR95VeL5vC+CjlpFRPmqiTkq4VGEvDbMD6XU01OsxnnReZs9Y3kYL2pQkXhR7dNLrnsp+hy5IqUNNU7K0gjafJHtOob1yUnHfzytfk0W5FFwX02JybF6SXFEK2ednEPHNI488FBjfMNrtBiBVzS+GW6Rh/88Y52M5rGrdwcs2b/hsg+ZTe/lzNFTDk0a+L6BV2ua15OHxifldfj+E8BOw7oichwh6L2LOCBRYfAhnxkGPKRWBZGttOT6sQ5iVSWYiMdCUKlY1TkiIQR7tmR1W65p0TmqwsdS2OWJOwTpDi3qGBQY7R6wJ+ZlQsp3mgPKKoyRxGUeYkpk1pFM5e2LnAaYR+JYMsi1NDHkZQT1AJGSrvRFgY/8eCdPx/99vbA2TuXvTJj/6bZneeOL4t033rN8PU1eWQzKXh197lXDwZe3D39uVu33JtVvbTXhNGbtg2573V0f9q3gWlib2yfDbzwhz+xzD1CvNo6KnKGVeocmecuEwdY+0RKyWIHa3pkgVhslVT29e4QC9vNwUOlaxFZ7LqJ3Am/eeVoV4qpkPQmU9SpLlnnJXYbFeKd1GYLuU9VtcQH53fZ6bYYbalg0XtiIGZsDI1ppF5/Eoua9TYbTuVruWdl3yNAfz0kpjJ3ComGV7q13t4PUqmqP0/T4S+mz4Tm6mCgbMPI6FKcvIYvGHNmhYFSlUBaTIXyzyiFEJkKc6lIkrPLXbV56F3Hr9m+Y8SRaYv22qLn9rvv6MrqsoWTegSmSU/fPq7fR6/tDJzdOfC55iNCn2s7dB9Mxh5cs7nPrW+iHU1DPc9APaP7ge/9xiYTWRp9U8yN8UJC6CNctjHmt+FJTFQXKLIMgtEwHeRE5uIzc3KZ9PdxxuXKCVEJIy3In1TVDA5TLLVYrT7V7MBLFjxaUs0yix5Vtjpv0VutFap+jhmHKypTVdUSdZA6VsVOJBP8qt6G0aTqTTWrqlP1GjCsTIHLP5/gX09Utej1z/PImUtkqCVKYMQ1tBhfwxeRW8WfUUhXeQDawlIVWZHpj/fecvur9/5QO25bp/b3BV7bH7hr1bihu2bcOG5sr6q81EWb/vX6S8S/fdY1z//RU+i19c61RL1u1e3dBt85P8REhdGoWSuc9y/VCzfqN+tu1YuyOcq8U3dM/Fr8Q5BTaKpYSPJpb7KY3EQUi5UKRop6C9HPCp1sDBmmNTi9o97Ab1Fz+b6GnfVZR7YwgdFENczBif4c+qug5xJghMpn+1cOkeJWy8RVnELOxSn/EAD2ocMbmsQtTpynzVHByTvTyWV9QmjergwR0PS/5JyXFB22X3QPYScXjL8EdG7bM4duHZo/qG9W4djjRaPElPeWLmy3O/EfgTOBEUxfA9GjCaivDPhxvzHNitF66JNmgVlgNJ7cYb7Pe1+isFBYEr3FeIdJNLKh7gnZKd/AK8WTG4SbXTuMO81iubDYuNYopJmSvIm+QpPoMRmFeOQAKEXiTIoaGgFJhLSPcUcokru9MZ79qpA6n2SwEF5PKjzBXVyMUf1qJlvLPKfzQLKaTJPP8f06W1L7XIhSo+inUSTq2Q4jng06y5r0Aeermk9X4encMzhR1LSsAPFfR2GLv8EFSgiGTyS0mXFpLyMpuJVx6XcE2Badk399HvySevj+jitHLFqUlBz4V2rP0uP7jr8h7hVrF1w9NTNh+an8EeOOrWlcuZLMMA68pry6e1Za2tLo9rN7r9h36E5T9ZwR2dkpMfmjcoddO+iu0aNH8xWy7+lt0m6IgbX+tL7WydaF1jXWuyx3R+zS18UdjfsqAidrIkC0FezGDJsJeY9gtJ6z4Qxbr863N5EARNDYBkeF3tRIY+vN842HaSwaayzoUUnGpAw0VlW/US/oG+nGhtjCBv5rb+nnT59nX13iMbhGhGG9jYfyzHqSlfAX4yyMjyjgvxASXPMg3yZ07zrT3zFm5cb4jQWvD6lP2LvUmZxWvPl2W15qmW8FnbaeSMsDK9Y3758T5UnE9tWiXS0UU3B+D/gXROui9XcYDygHDF9Gfu5S9Dq9/nrTja47lDsMe4RHZF07Q4FrobLQMN+0wCVnkCy1yNbHJkZGu5B2REU7opBlXIfdHRXNaIekc+g6Iu3QEbbvoYuO0uswjreim4t2GaSY1KhonaQ6K6IYobC6KkqiiRo9KHps9OxoMRpjxIZYHOGMi8SZPB0lckr6VDonCVkS+2wu2ik5pRhD4bMhxzeQDdrgbzTy3bHw9xss2DiTznYVgpMHox78sxk84fGfpeWrzrC/41+PhZa6g9+S+YToI8eX3plYu/8We59e/W+d5o2Kr97/8a6j726Y3PMhOqm5cnhWcc++K0YUrCOvYIhC4EHkbotRpwbY6u9nbyd4TOUGv2mw6SZlrb7W9DDZaThIjLIkGaLEdoZCYL9olKOTHDqdhG3T0ZzgunVwe0g2YExdATpVR1EbkUjb+OrqOSLMJhsJJZqxiQzgmwFsSDXz39cIbQsxt6NrFezymRNd2z6dwe7MJemVXqFl+4MMfqJutDUqdwiZcKR5u5jSfLD6vZrb6HWsPVoztmcAtsdKLH6HXbV5bLSd1W8bbJtsXax8apNtfJrL7JIr66P0WGUZhwSVFQVECXmxXq8zGARskMlisRqNVK834Oyns+hlIlp1iiIIVDYgybJiQ/vLhglGxk71lv7EOgF0E5QmmggyNTawOJgNJ0Ic+1WYjZNzE3kdVCLsbeD7o6fPs1+2QHofPIYWxEIbZM4ivryqe2GNqnvBUhyUeBbcJdOxz+D53MeX69me0i/1SXnWRu2XgzFxuTqDi5/79ZHOXIXpriAUpvkIyUHXw/Tna5fSjgjktcCvx0dlp5LsjwI9iOn49MT0wAs0lhqfnj6OrG3+svmnd8smB5YzhhQYIi5HnTrgLv8wT1RHo9/kj1pjkPQmozlK7zSkGQvNsk6nN1ssCpBIiCA6waqqOYrFoSgWs8WgqIJZh3TBYNDLOoPgiWCswULwr8VQoSdN9DaIROWsR+WczjqThe6Wbw2FNgxtwf2g8NpVkAPwFFV8QVfMTcVWEFq34maCjWT+1ViYV5CYkdt5b/1gl4188HTz6PF3TSgJTH5UjfaOniq2b/5y2zZh5IUBdXPZrJWKlhONrbTBIf/gG+k6M5WNC8h14hLDHPNXRrmM9DNQk9FgMAuUiARDDiKKOcEdMsN8ZjuDFKLk6GSSZLWqwGagHJshwunsp1fn21i8YmBhy+J6ZT53FXj/SSzVb7Tkwln7Wb7dcD6dB4jnT7PA8PzpgWrZpNIvoGTAmRqmitMlISmFfldCtbR8hAU1PM7OKSD5BbKPbQUTWcnP8Sqp8bRL134rCwMLPEKeq/lop3F3FpIHvevp6tI+5jvnNi8uqNZv4//ogQJgeyEib6y1+GddtI7/8y0PzX3uCJPvLK1/7MJHzVMMnygX0Jj1mJ//a1TsqHQLDISehkcvfPTHUAP7F5mU1v8AjOl1OZSVFrVgHv0niRTnwVjENCUejkkj4AGyhoj0UXicPqptFuLhO/ExnLCLoBOmjUW5kBZpd2H+W8V5JAvlIsQcRBXiFsQexG+IuxHrMP8C9ix7RwvmEVHnhtnSCO2fWF6ldAyaEKPxfIz4GVTJRViPYzCCPSsClGL6aHzXUPlRGIXpE/H+U5hWgfJpvK7G8034nIbnL+F5QNlAAN99BM/PYno2vseMeALrvVZ4FvPO01bQR0kavnMUohTLmIdyJmI65mPtyGPp5Bh0Jcc0Hd4vx/N8LL8nzz8PJuI7vmU6Q52w5wcyXeJ1LZ4/iPXYJoLWjOdsWTKVPgYzqAMO08e0q7D9O4LtRrB2Y5tb2oT1D9XpzwjWcXprYJnLW+NS3f6E2jZoEnKIDeU9CD+iGz0Js8T+2H+fQV/pcxjGoAPiQj2NwjaeESfCMh1oj2M9n5D24XN43YJ50E+8D0zCeSjEe0vkLfADpgPthPgFdtHvYKOcDE+hfY3E99+NeAzfuZDbwkS4Cp/vwN/zOcTg+QMIVnZKWE9MNzgKdigbYCXq/SIbEfj8u4h3yDGiQwA+X4vlL2I6Z/1ORjR/he8ZgnnGIbyYPptjHhhRV4ewX39A+34X37U2ZIdjLkkYE7LbFrA6hMHtLASu+0fhJOIo4gTiA9TZLYjeeD4AUYfw47UOy3ahHaVwe0WbYbbJ7QNtg9k/6ytus8E2VHAb42OGSPi8E99zF+IR+TFYitiDeATzfMXGC7NZVs/wu5ltMZsJS27fM2A/vieftZPZVItkYw9gTssYRNsKSzbumO0zSf1QyKSQA/nMZpm9hSXTC68/jkc2JlrkpbZqWL9YLt+GWSFbrw3LsC5a5CYYyfVdD/vwfLI4F8YL10OZ+BZMpAGokwqxL2doK1jb6Ldwre4oME85CK/vbiPvYlDeJtOlo/A91+fbsBVljfg2TRTfRp65R/taAnJC2kNX8PM/ybYgR4P3mGRofe//NP3/Deg70h6YjOffSG9rGrbnNjYmlG9JR4QnLDG9HlGLSNOlk7t0M0ijMhxUGeC8zMaCHzpLfigQkfGKkegHAJIxfbj0MSwQNkAX8VuYRGpxLnibRCqROAdsgWhWFn0HVjOw96Oc08qOLrO5trYUlmF7bSuZzw/ZFJfMnpkP/rPUPsTxu4XNDcw/8/kBfTQHt1dtR4t9noDxKPuE7fNyO9WeaGWf3+H7XW3tsq3kcwv69/A4ZWMj3H7mH5mPYz6S+TlaRFLD+dvKS8+THBwnd3M/fBJGhcb27YjNiAl4LwXr+SmO26XMl2FZ/5AHwQT5RZgqxMF4eRSW9x1UyzkQi+3+vmVOvVr7LjSfZofnUqYnvP9deB6VOoKO+7NXYST3N69CJp9HsW5s/pQfhmY5CpTQs2fZOORjsAbKWD+Ik2GLeJv2NbbjfmE/6hvTxZGwit8DKBbOaSfF8Rgp4pwobOY+aKJ4h3ZaOI22x569WpslvQn3yV1gYsv7WB6ULI3VX34GvhSxjdIjfM7fFPbHrO91a7RvlA+x/c/C5+JBzBMPX0ovs7agDvJ4myr5sw9q17F3KSO0g+LXMEE6hGkI/swy7duQPka01gW3YaYLfKc8hs/ZR6Q38N4E+ECpgpHKeCy3Br5UnJjGytqA/d8B5XztZT5f1+L8lgkThR/RtmZyW5wurdReFBrBHZ6HhWM47lZr70rLUE5BsLZziX4fxw/nG+zfG3wS+RnjE5txjk+CO+UdsFh+HRaLv8Fi6TPMnwclwlkcRyKel2tfhfx2mSBj+q8wjtl3kMsE+YzSW3tX3sbLK+N1YDxlHiwXzsFIehBK0JcM0T2KtjIGHgPQpiBuR2wO4fZWCKXBhOA18aBMFVT4AeVnNAdWAQgf4fk72GezxJUQL47QvhA6oV3YcJ5/A0aQ32GQYIUG8WX01Y1wM14fFiPgEaEOFGEf1PH018FHftd+o29q58S7cB4r1t4S18J94ljIEfbCk8I/tJ/QZgT2nHQL8q8k7V+o90GIwwzkM7TPEXC/fCMMwvffy/IhNgr7tM8ZxN7av/hzrcDrGkabOtN+0EHoC51ZffF80GX1xbq21HMt8iRWx7+oH2s3fy8+x/KI90IB6ulDRHJQBoa0klH/Az5sJVk/fIh9uoPNC/IK9HnvoO+rRM5ih1p853mA5u6Ig5ivAuV3mNYFzzsgCvFcj2kLUTagtCAmYzrm0V7AtFIxFsdK0E8txbTpeL8R019GeRyvM1EeA7h4BmEJotmB8lbEMsRtiHIEBOWFj4L10QajXIFp+L6Ld+Azv+J1Dp7fjfgdcRaxDXEzPvMx3s9A9MPrRYipzLb/xGv+r8u/ns/+V9lqHivEcfhV2znpf5bh/vwvsu3cFe7//yZbcdA2MqiHcDtazaX/cc4MS3xFx9ZA39wNfVQx88vMNzJ/zP1RSHIeEPSL37A5BOUa9IPnmS9m/hB98UvoD1eiXBDioM+iXBiuF46xB9GuGulh9EI/wnrOB96F9cxf8/OwPAbbW3GX0XI5z9OFc+a5vP2lOG9MFj/T0hhXEX6HmxQ9jw/zURfjw/yDXbM5D+dm5NJaxzAvln/EeWUk6uldVgftWz6/jIBV+MxINufivH4cOc1pnG+28zgS5x2cd4/wGONpeIP75xZ+rLF5KQfPbaiDP0QWf0dCH2ElGDBtBns/iyeEgehHH4O57H0G9OV6bJcO26NjcXRn5PC3QD6mTVRuQXvpzOPGheH+RZ39/hechnE0uYWrhdrc1jZ5/UB7gs0zrcsNP6crxz79AcQWfvZfxlhovs8PyeV/zeNaxRttbe/y+GOcOEZ7R1ih7W/hmqNQ4ljhCOm4bV3CZWE35P3dmAyPETxfKwbXEkrF4NpCMUINpTHUSA/CQsajOBc4g7BjTFOksdgqj2MK1oXCTvEsj62Xhd+F9uVGdKPsFyKOaa8jzuG1Iq6CjsgVZoXQE21A5c88EuQUsgfRJbgWgFyyrhXOoM4imd4QC8RyfKYcumP//ZMO0wppDWIIVNLjWg7qLh0Rh+/ogXPiaM7VQHsL7fwtlB+JCXAHt89xCOx/xKt4/TLiGKIA4eO6cmEZduRlU4Jch1ZoblaecAdv4zTMx7jjamUGzFS6IY7BTOlq1Fcdjs09yIkoVEmJGI8ewbH2b3xHIUTQa6EzA/yhPUiehc6IBEQ7uhXnaAe8RU/gvM/WtP5JIsPrBUHeTTBmJ4+jPj9GvN1qjepxBrz3XnD9g6QhvKivO1BPV6O8gLqYg/x+KF5fCGFnK6gIingQY9N34BmM/+9GLr8XJZaD/GhLW2De8UFox0LrCO8gl97SBj3bAp9lMqstMJ3J5LYIpce0BaYz2aMtML3HX9Tj7/L9XT3+Lj2lLTA95f9CPf7uvb62wHTff6hfv7bA9H7/B/X4Oz0ntQWmJ/2HegxsC0wf2LYe6LcXBflYgM17yN2gBOW97J/RRcm4/Ck8Rx4GjGM6gnl4PuSLYEOUIT7B5xnv3IX4N+Ic5lmOeAqBnCvAuOLXiM8QfkQspntRIpcLvIT4EoFlBn7GdIwLAuwe43bTECmIiSFEB59vxucDVQjkfIFH8PoulMhjA+ND5bHnP0B0xuuX2X+8gOezgG3QB/8vhdl4bg5y38AFlFhG8wY8/yZYF3Y/jAB7N7av2Y3XnRDpiGHAfrkMNII4gfdZ7IKcVYtHROD1v4J10LCu2muI/nh9KugXtK9xnA4SDTgGJ0Ox1ARnFQssY5L7XeZzV2lvtZqrjnNf+BlUCTLGzRrGacXIpc2wT9wKP8svaqflRzEWmQCMu9ejTBejteOMK3C+8CnGfy/CWulXfN81GFsOhRz6McbcWIb4IJaF/IXNu6w8YQ3eXwM2vp55iPMcFhPWGqbjs8/BONmB3KQLlCpF0BNjklKpQnsY/fDTigw9pLnQU34A4qWl0FPXCc/f4/ynj9CoNcsPkxiM2V9smf8cEMA46MGw1H0MTymVmL4NBiO3STD0wGvK5s7Ay+GyW61JFqE+RwVjEEAbgWzk8tgnF/uH6lzLORrGt+H1UCkVx18ur88EPn+GueIP8KW4DhYrXhgh3YsxbANyloOcQ96MZQ0JlTmTcyucI5UOmB/jaRbP85j6JPglB7jDkvGNMC+VRCwzFdLYWgGP14/h9RS8DvHTlnewdQSM5dkacFteE+ZRrTgF56ot3DfcHpRs/mxpf0j+iW9sgFEs5mfrE5ybt5WhOvH1ic+4/vow/qFshT7yHpTXEZ0ch3Pd10SH5TYq72rfyi9o7+pi0B4fhhLO13COlj4ETfcN+0Y0sBX7CeMucATjffaNTGBv0Gdo7B7GkxobK3UomzG9mXHvoG/QzrMwlI0bxBeIegTGlIHTmI5xJ+B4Cxxi/Croi5ivCjwU8kfXtIoZ5BBuR8xnaa24WmWQT7aRrXg9a38bObbN9Yj/NZZjY5jtFf3d2uUlqTWj3f50aU1TKyPHAj+H+WyYR7eVYnAd86s2MjEoA8yGRzE7bivbrsv/3Tr9f+CxFeEYhcvL+LX2YxtZ1LLf8F9kiH/PC8lClCdQF7tRsn25OW14+/K/jSVHoJ9he2wh+ed11VBs2CJDvLzt/kJYBteZ5wX37Dh/H8X3O9iew39Ay97UKmhEvNlKfsbA+f1fQE6AVYg9yhPwMOJIWPK10/8AeSM+txH26NzwMOJIK3mK4dL63l9DILAKsUe8FR5GHGklT3H89b7hRHkrlrsVy83E8jKxviewvifwOcb//wNQB6yNR3R23sbP2Fz4H7EEZjDoDFiOAZ/ZieXs5PJDhrDew3oM6yXcvpY6h8sPvff/az+KNejz/wP+W7/832r3f6p7ayAvmcI4SUge5Xu3l9WZ6Q3rvQreQCyTf0L5E3IWtkfwKDSG8Nnf2VF4/V2YBG8glmHeN0P47E92cId2miN0HdxXgLNY7iPyF1g2joPQ/uw4FmP9lX4ULAftb5nSAyXTFduPCMZkm7C/GZfYyHx8yPf11BugWtkAWdyPfgYP4bz7Txanis/C5BDfG4dAnqGF4mlNJ6ZrD/A1GRlm0lGaW9KhTziubZCGwwIGrF9CCIND6Ih4DP1fAPEaYinq5CDW6cYg2J4NxhwdtGcQh/H+8dA81xfLRf4deC7IVTm6h9KXBrlo4MGw7xU07U3psHY/3zcnfH9uHvZfKaK98CKUMr6A9X9HGAyRfL/lDkjkewl1ob0EtvYwDzpi+39FXcSx/XNhN0+7ht/vzeJ9nFtY3B8Pr4T2XzzSHRgTobz0LQOksrIQI8UPtN/YvgLXKVubw3cgH/wH40XC9xibPw29hQdgCccpxNYQvoUHhddhCekDS+hjeH03gsIScTbKE4hXEL9jHiusE1bi+S5EBnwsbICHJA98gzz3GsQW+g/0YU/DNroCOuP9PUJ0EHQw2uJgqBYSYTXS+WR6I97XoDNdgDIV7/8TNqDchWigZ8FBNmFs/g/YKBxG35cHi+iH8KqwFq4ROkIqPQfvCyasy0q4WzBpF0DT/k3WaHWY34T5hggdtYOY52pBr32NeeyYZ570OPLlrvCA1Izz/IegIFevk36BQVIJ2vpg7V/iY8D2Ue5D3MnAvmNAG/mOvo19gQagC34rwiXdw35ZEoAM5/MR/1aH3IMJe4Jf8vDvM4I2PxQ56TfKAKhVbMjpTDAt9F0J2y+6EZ/tKn6mPYvvrUakiA/DS+w3m9DGPkdUAvtf+9DmcIxuDK+BMsn2zNjaZIiTVWOeEvomJLG9ntBa1Eycs09hrILzhtaIiEMb384Q/BZGOxqcW7WzghH7eD5Isgt1GFy/cvP9rcloOyvB2+p9q6VVkBdcR9VGX/rWRvsW38u+3RgouLRCvg4c/LaGzd2jWq2rTQ+uqWkNyN8XBvcgtVfoMI3xrlpxjHZa0EMtfR92IaYK7WEnsxfyMNxJHta+YXZD34F9aDv9EOND6Ef+hd2iQTe0gdfoLIyp8Bwxii7QZqNtFaFehqJN7UXspkehAO3kM7St3nivUChAH7EA5iFq0G560W3Qn+Mc4jCkYx3Y/gvGstotCANiNfb1bLRzK9p0J3xnR7RDI577+DdRwb1dvjeJtmP/b3Pbf+ME/20O/2/5he2wFOvjxvosYvvKeI79gXYX2peXDZxTTsP7JqxvDt7fFvomqpj7MpSca43SVmM8PK4td2Nr7qxP0cbfFvdo76J+qhDbEBjHa8cQaYh2oTgih+2VKTeDD32NMeT7EvH9nbBO34f0lsXsFW2toIWfh/l2mA+yNfRTMEJYjTFTIcwOxTJsveRVxG5EHVsX4ftNJzBeYPvoJ+BxTDsaWgdpQDQh2J4Y9m/gacR7iBcRh1lcw75bY3pp4azjYQQ+ez3X1ynYrutPQG6CrWgLW4VaeJWsQX63hvPduxloEUlDZOD9Uzg21mLdX8D3PY5YLNhx7A4GAX06+77Lh+fs250dYjtgY/c2cTGPi25Fm7pZvPTtHts/uUVcAUfFLPi3yL7dWwrrpBdxDjbBQek3qNCPwDjyN2gQKPZzdxgdihdmYj+fFn6DMmrg31ZNwzF1HcoUxBLEAyw/u8ftp0Y7JN6EscDzsFz8Egah7x8o6jBGyMK852Ag+QbH+DxIwzyD0C8PQt0MFL/D+51gqTgrJD/AtFnYJhXngY9glTgVbpQr0SfM1raIM7ENFu2QfKv2JPqPpfiOPHxG5OV8ic88Dzm8Dn8FVieWrxVYfVojXJe24PVoDVaPtu9uDdZ2Vp825TEwXbQG04v4Y9u6aPuZlHperq/WYHVtwc+X15vrMAymy7ZQcQ5g+mWwhPT8F2B6bw3e7jCwH1pQE+wT3hchGxCewDrWaE283SzPuWAduZ6xPegTDoX7X8zSvuL1/gLT0Q7EZEjkdcNypHKmN20L6mI55vHw97N3huyJP8fy4T3+blY3pucn4VFeh2PYH9jmsG6ZPuXz2hfyAczzPvwuRmGeCRjvf8Hre0i8EQa01H+atom9S74K/ZMbeomf4/sZ2DNrtS94/UPtaqk7639Wd3ynZMa5n9nth5i+HO6UU2EAcuIB0jR4WPoSyxmOeAkGyU/isx9oxwUf4/V8v3ArQo9ICkkvIh8xHZGIiEE8gLgFsZuN4/8VbLz/r2B+oQ0a/huYP/iveB/5Zqtr5j+oQXuejkT5MDuHhP/2DuajWnGDvwX6r8/C/ouXMe1SGXSw9hjiLgHgOvRrw0J+7RK2Qz/Uby1ic+h71H187jiC4/Yz5I94zdfvTvH1N1afzxCv4rldacIYTKe9Kz+Aejusfa3cq51UktHOg/NRsW493n9Je1d3Mrgex75LCq01hr+N68K/VZ4Pg2UvxmNZOG4/R5+8AvvxVu2MuEwr4+uRI+Aczisj0abQNrRHGe/H+TEe/tBsyEkuhr6dzsY58Qu8x+KQktbfurBvVULf9/xbFuFltOlxUhM8Jz2EfPE4vCK9hvV3YCz6EoyTF/B7M6XeME0sgnHKcJgs26BRupOo4gmYIO1En/YwPrcf80pwQnoKuf2jcFi6mXPPcdJd8Lk8HQ6gnUySXTy2ewU54SNSL1gvTcXrGXCj6MF3utCml0ME31sfAEtpJzKfHCMqWQQdkSd3p27iJO+jvuLIVXIDLBMXaWfFh7BODyCfXI6+i517+D7pWWkz3muCWXh+hnysfScf1H5AXsrWElaKczF/FnKa+cgPxkMNXq8kb2kqxl8rhQ+0wzj3lNJT2kO8jA7az+I9nMuuY/flerZvq30vTkNb9UIPfn27tgzfNVH6CSqlo7CSx9J3QS8dhVrEaonN/Z/BytYwPAoT8J2xjFNJxzSvOEUzGMq163SJ+J53tMlYRnV4XRrj6s3S59q7YjeMw35C/IH2MQiqZDf0lhey7/YhijwGo1GeRvlDmAPJD4EmScjHZmDcOQN0ohdjTS/66r0oGXTBeULfTfunUgij9CNRVsMoXXuUUTBKWYe89NM/S3z/LLbv+3drnFIe8pelnAvxb4zlGVCEtuhUZHhKyoeJ2PZtyv1sTRJ1i7xSvhOs0h3arcpceE2ugSdbeNQ78LR0Aft0JxwQeiOf2QUucRfnyv2RR04P8yxxIqQJP2knL61xsrVj5KsR4BJKtU+FTZqG+KcoaC8grkFbWYLw0K1wVJqOMcpzkKPshZ5SDd8vL5XZ+uY4mCe8pjWF10+FruDCcfax2AhXhZAhziNGbF+OPBl1+7L2YziPlIK2ApxDfiHcAmtlH9rd63ytlX3f4QjtkZTKgyFGmqV9h7HcEuy73tIotMkcyJQOopyIMnSNdYjG9pzGdn3D9uTxPXF4/XNorfbn0Fpsf7k/rGf7DOgX7pcWwyRMZ3Hil2InSJD+re3Ba4F916mT4Wa+DpOKcfEWqJfi4W70KePEz4iMed7H897sm1n9Uu2YuEn7QUmHkcJb7Htb7V/SSKCh36WYSH+EvvQlGEDOQU/59ZbfoSjFMdVRHK/9gn2+UtkAExHXcmCfM4iTwMA4Cuo6T5QhT7hb+0OStD+EV2COdDfMYd8oiMFvKXuwevGY8UtYy74rFb/SbhOPakPEt1msGJgjvh3YiZJ/T8n8tWDDmL8j3E8uwM3CUPTTL0ChHA8lWP46ZSx/ZwXjDHwf4TPtp9Av0cz/P8A3GGvPwdL8CIwZMJoDYSJiC+LTIMT7g5AOACiOIHQY0+ieAdAHMDzvgFgVhEkO4ZZLMOP7LRjTW18GUI8D2J4DsN93CRH90Yw6h/AmgLMWIDobIAavYzsCxGE5CVgv904Az5wgvP5LSBz/n+HDspPxfSkugHb4ntQKgPbTAdITATLWAWR+cQlZbLsGY6hsjHOzUTe5QwHyHgPI/xCg8CqAolyAzmsBulQEUYz3ut4G0G3TFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFVzBFfz/AML+Bxr4EYrhGpCAggpZ7Lfe6SY6AET8EYL/SpjWjv07hn/+090EV9F69kPYby+66V5ah+9y07oGOd7d8Sn6KPsffOju+qIcfyPd3aBGZjNZr7DLRxpM9uzrutvoTngScQRxFiFCRzwOQoxFCPj4zvqNLP/O+rFcNAwckl3LZP8B2fza3zsoDeag1HcOyo45LN+OhrJF7HpHQ3bn4HVap+B1UjIWr9IdWMez/GjFYxaiBHEdQsTCdzRExgcf0zvYYw81xMRmW4/QhzDHQ/jcQ7yKD/kNeNs+SB6k0LPdC1AbBLbx43X8OJYfS/gxix+tobvfsNL58Qg/PsmPWfxYwo+D+HE2P/L85Az+fIc/3+LPN+Qbvx0yCLiJmkFUN/FnEL+bHCJ6YqzPdd/aSIz+glx3B09PdzYix9PLnYHSjVia1tudifCmlboLCLD/poxQ0IHTiV1rt+n8jeSxg4E15uY1ZtA3kpL6tP7u7nrSGZpEVlw+4h6EWJ821/0MPu3hlwAeuqfefSGzkYyod//hbtSRevfv7kZK/BHu39yn3b+6n3L/7O7rPpG2x30Ic91T7250N4qYa3taI93jt7pvdg/Fyp12L3LPdF/j4bdmelH4je4J+NCotFHuCk8jK2Wgh5fSy42vOeAuw5ulaY2EHHD73Te5czL5o9ns0QPuTu657g5uXlxGsLj2wbqlMnHA3Q4LS+SllLmHm/VmfcGmD5VNu5VNO5VNK5RN3ZVNXZRN+cqmPGVTR2VTlrIpXdmUrGyKVxw6u07VWXQmnUGn08k6UUd1oHOw/6Qxnf0PUA5ZZUIW2VHk5yplR/6vyeBgIzoKfaEuQuhH+w3rQfrVHZ0A/cZ76n4Z5mskhiGj6iRfD1Jn7wf9rurhqitM79eoaEPrCtL71SmDR1fsJeSWSkyto2sbCVxV0UiiWdINsXX2nhWHsFejb9gQy6R2w4bKSohaWOIqsXezFZWX/sWhOnRs9f9Xuy7/76z7DV58CHu5okFxd1XwchhebmKXm9ilK75uS79hFXWPxlfWZbMTLb6yX93mYZ4xFYfIE+SxstJD5HEmKisOCRnkibKhLF3IKK2s7Iddw/Oh2T/B8j3BBObTvQMlLB+U6N7h+UQSzOfj+dDsgvmiPODj+XxRnsvyJZDHWb40JjCf81NI4PkSnJ+2yre3yVdWutfnC7+riedpCr6rrphncbsxi9fNs+BQcfMsbkJ5lvJLWTJDWTq0ZOnASxLIpTzuYB6zJ5zHzEpK/5/+TOqRnl42jdnK4Iq9OuhR2XNMUEapc7rxfjdHd3s4tgneZP/qSnplncHXo87o6wElJa50tZhkyaY6GZMUBMvdxetaEdskAtnNc5sw2Ry6ldk9szu7hdbLblkw2Rq65VrRxRvbRHaHbqmYbMMyWtVz/vwF+AdcZdNKW/7OC/1ZEJLzoV9d2rB+dSVDRlXsVZSyOn91aSWmdQynGY1ljdrRYGIHTCxmiYLQkrElTa8PZURtHBiUQQa5SQFWoTJ9HlYFC2qtwfnz+JFVllcvHf4fgSuQ0A0KZW5kc3RyZWFtCmVuZG9iagozNCAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDM1Nj4+c3RyZWFtDQp4nF2SX2uDMBTF3/0UedzYgyb+aQURWm2hsG5jdmOvVmMRagzRPvTbT+9JWzZBD/eXnNyLOW62y3eqHZn7YfqqkCNrWlUbOfQXU0l2lKdWOVywuq1GW9G36krtuJO5uA6j7Haq6VmSMPdzWhxGc2VPq0Px+v3zsjJted4fnpn7bmppWnViT19ZMdXFReuz7KQamcfSlNWymU7cl/qt7CRz//ofq4erlkxQzTFR1ddy0GUlTalO0km86UlZwnkcpY5U9b91HsN2bB77/Wn/XYSXElwCQkQIuKaK54BLgnwLCPEzgoJjC8TfAAaAMUnAAXGmyABxpu/BB3uQA2JAKyHm9EPABaAARAcrYUQwQPdwRRKhe4i2VhYxwQW6W9lYiD9hZQv7Ir75CPoEl/g9VtYBwRjd43lcISLAHFNDRJ7Rhd1uZr67KWfsFgqnuhgz5YXCSGGYY9Aqec+r7vXsovcXLoq9Nw0KZW5kc3RyZWFtCmVuZG9iagoxMyAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDMzNzk5L0xlbmd0aDEgNzc1OTI+PnN0cmVhbQ0KeJztvQl4FEX6OPxW9Tl3z2QydzKTTC4YIJCEIxDJcF9yQyRIBOSQU07vg6ByiKjorngr3oi6hiRAAHdhPVddVnc9dnVXZVc8V5Sfy7IqJPO9Vd09mQRcd///3/d8z/M9ZPJ2HV3dVV311nvVW91AAMAG9SBAz/GTS8u8o9YcxZznEGbNuXR17JkDH90CQCIA8sXzl1+0tN9jvgSAshkvarhoyRXzZxc9dSNAVhXAdVMWzJs99+9jag4B3LEFr++zADM85aGZmP4NpgsWLF19ec2CvRi94yuA4dOXLJszW33nsQKAv4zE9Kylsy9f7r/Z8iyQ/O1YKLZ82arVqa6wFdO/4emV85Y/1Pj5l5j+HMBeCoKwkWwBCVTpHqkcWxnWQ+H3MJ96VInaZJGyP/Ew9EgdhMvPx7tYEGDK2CExSEIsf570VttEUq4MJI1JIKlUCkAskvaz2iBb2gdBhJD0BATFIggApD5D+JyFbQtTn7PzLKRfYvkWAwC2wzNkITwDB+B5cgyvehb2QjP8BvwwFO6Dq+HnsAFkmI45N8Ik/EmY/3MSTDVDKTyE4/AQHMKy58G1sA98JJD6AtbAOuEtvGodOCAfBsEEWAY3k3NTl8AM+Ei8HvrCuXAxLCf1qWmpW1K3px6Fx2Cv8JtUK45sCObg71Dqa+lPqb9Ad7ziDrgbPiK3W3ZhD5yHI79XuB9Wwj1CnUhSF6V+wBbkwWXYBhHGwiFykCbw7vPgMxIgVwtD8C6PpBpSL2KpCNTBArgH9pHeZATNk2akxqYOgQ/ruBzvejc0wm78tcAv4X1il46lHk0dgyB0g1H4PM3wO3JQaGtd21aNPSZhL3WBSjyzDH4Fr8CbJE5+TZdJdqlMSkpXpt4GL/SCqdjaJ/DKT8m/6LX4WyO8LA5PDQYn9sttrLfhJfgrCZFSMp7U0C50GX1AWAkq1tgLf3NhIfb3XXj3D0mC7KZ2+obwiPiUeFLOaTuccuKIFMG9cD/8mjjwSWNkFbmOvEs+pkPoTHov/Zvwc/FJ8Q/KbHzqC2Ap3AxPwb+Ih/QjE8n5ZAG5mmwgt5G7ySHyJvmcDqJT6GL6jbBAWCH8UhyMv8niKvF6ab10k/x527S2F9t+3/avVFlqPUxEfFiLrb8DHsAn2wtvwHv4+wj+RiRiI078xUgemUquwt+15GbyMNlOniTNWMub5G/kC/It+Sc5SQF/Mg3TPJqPvzhdSS+jP6f30Tfw9yb9in4v+IV8ISH0FqqEWmEZtmqDsAV/u4S/iiHxDTGF/VwmbZUelLZLT0nPS8dku3KdCupvTz3S2rX1wzZo29i2ta2xrTn1V8jGMQxhL0ShCls/G3+LcLy3IsY9C28RO/ZdiHQlA8m52DMzySKyglyOPXkDuYc8xtv+C/Ic9tIfyTfYZgeN8Db3oL3pYDoefxfQeXQF3UJvp830XfqDoAg2wSVkC12FEUKdME9YLVwhbBUahN8KHwh/E04Ip/CXEq1iVMwXi8SEOEKcKV4iPiB+Jn4mzZBelz6RrfJSeb3cIv+P0kcZqExQJip1yq3KbuVtdRZi5wuwC/ZAxh85LKwVhgm74BZaLgbp7+jvEJ9nwlxhLEVMpdvJRnoNaaYF0uXyADqAjINjYhH29cv0QXqCDhDGkjFkMiyivfS7yV5xBwZV4gtwVHwOn+13eOfLZTu5ln4j26GRAK3EOl8SeooJ4XV4X/iIKOJD8GfRSvzkKH1CmIBY8EtxoDQN8oT74BfCCnIN7KLDAKwn1c2Ix+PIDqQLU0gZ+U5IgUDHIRb1FT6G62Ex/RMcxXm8Ee4kc8WL4BYoJ1fDZ/A4zoou0sVyVzmbvEoXiptoFmkGKj6JT1dJCoggeeEGUifcI39D34NL4A3RCh8KT2Pr36C/EMaKx6RJZAHOgGtgPaxIrYUrpGniH8hFIJAaKERC+3O4WigT8zBcg1RlBtK03Ti79yEdGCSMxZwAYs65iBdTkULcg7+7kE6IiEELcY6fh1Tsd9AsT6EtcJHkJEh1kB6/3jYJpqceh7tTF8HFqduhO9KDDamr8Y7b4RO4FbaTdW1XwXLIxZnzITlXGk7fkIanutNN9D06mW7tOL7Y24UkAF/i7xeYGIi0fpP4R5gM1anNqXcQu0uQwt4NF8JoOIJP+TXWMFI4COVt4+jO1HBhOT7vRzAx9UQqSqywILUExiOvfEyRYLaSwDFuIH/A570K5tFJqdXCvLaF2A+3Yi8ksbcuQfpzo7hCvF78HjbjnN+K9GYbzpsdOHPY3Ifk+etWr1q5Yvmyi5cuWbxo4YKL5s+7sG7aeTVTp4wfNyhZPfCcqgH9K/v17V1RXtarZ2mP7t0SXbuUFBcVFsTz82LR3JxIOBQM+H3Z3iyPW3M5HXab1aIqsiQKlEC3YfHhs2INRbMaxKL4yJHdWTo+GzNmZ2TMaohh1vCOZRpis3ixWMeSSSw5v1PJpF4ymS5JtFgVVHXvFhsWjzUcGhqPtZDpE6dh/Oah8dpYw1EeH8vjW3jcgfG8PLwgNiywYGisgcyKDWsYfumCTcNmDcXb7bRZh8SHzLN27wY7rTaM2jDW4I8v30n8AwmPUP+w/jspqA5sVEMoPnRYQzA+lLWgQSgcNntuw4SJ04YNDefl1Xbv1kCGzIlf2ADxwQ2uBC8CQ3g1DfKQBoVXE1vIngZuiu3sdnDT5hYNLpyVsM+Nz509Y1qDMLuW1eFOYL1DG/xXHgm0J/HmniHTNmSeDQubhgUWxlhy06YNsYZtE6dlns1jx9pavAdeSwuHz9o0HKvejJ04ZnIMa6Praqc1kHVYZYw9CXsq/fnmxYexnFmLYg2W+OD4gk2LZuHQhDY1wKQr8hpDoeTe1GEIDYttmjItntdQHY7Xzh4a2emFTZOuaAomY8GOZ7p326m59Y7d6XQZEbsjMzIvfY7HeHEWGzMp3bOEtSg+ChGiITYnhi2ZFsdn6scO8/rBpjn9sBj+1RK8qmEujsjCBsuQWZu0/iyfXd8gFWrx2KZ/AmJA/OhXHXNmGzlyofZPYFGGJ2lUw/NmvCGRaOjalaGIMgTHFNs4kKd7d+92aQuNx5drMQyw+2AC9u3s2v6l2P15eWyAb2pJwoWYaKifOE1Px+DCcCMkSxO1DXQWO3PQPJM9lZ2pN8+kL58VR0xuBiZiZzeoRel/l+bLGragfwPx/ZvT8/TzYybHx0ycPi02bNMso2/HTOmQ0s/3S58zYg1ZQ6YJYWrEaFjgZxEpZ6QLs8Q0e4NYiP8yR+q5LYqKWMlzSGx4gzZrpH6stebl/YcXtaSOsat40H6Z0cyG/omO6QEd0h2aZ98kYIORvY6ZMn3TJmuHc4hqeoWjjAAxHqZMy4sNaYCpODML8b8ldbAfg9pwQxK7bAgrgPinZxnJDgXDRrwW/xh2du82HAndpk3D47Hhm2Ztmt2Sqr8wHtPim/bS5+nzm5YPm2UiTktq303hhuGba7GvFpD+3bvF2ZlNm+buBKEQq0mGdxIe6TvkptqG8YnaeMOFiXhefNo8fJad/cGeN2XWEIxRGLwzTjZO3JkkGydPn7ZXQz1k45RpjZTQIbMG1+4swHPT9saQVfBcynJZJkvEWALGEOyaRqry8uG9SYB6flbkGTw9p4UAz1PNPAJzWqiep+kVFfGKkihYzmkR9TNJs7SIeaqeV6+XLjFKq3hGY2f2AXIc4Cf1v52YmDItae2b7J8ckBxIqyn2CMtqxJx9WHYAgaaBpJqEd+I9J/HsFlK/c0AyvJffaZJRsh5Lsrz6dB62nBXLuBHWpz/41PYnmDp9WtNAwPvzI5YYzP4YpcVGZM4hTpgYnp+XmGanm8ZMRgxkJ639wtaM0zF2YQOJN8yMX57Hnq6hJn5FHmbGG2JIrbHQThgRqd20KYa/OPbKnJpp+pGdIt0ieKfahvoLzbLhCOJEe9KOl3K8aoowGpKu7SqztpVYG4tsMqtrmHPG2rD1DeR8duT/vPk7+0Bcrx+5tF7pphmbpiM+5jXksIqNdmDSGanld8CW3MVbQjhzmoMywXw2l2KMyCGZjI/eSccleEh4uGl0fNhcLMEAmW5vHKy82NxaVirOJg1D/B8tRDIKMUbCb75JG2CmiJHSp++mhos6Jhekk8MZoIxS2EMnE/gsfMrmNSwKNyypTaSLzGbPvAnndn82wfvzi0cwmIVsZ0RD/ZzZ2ETkN6PmxDFjNGbEpl2o9yBj1JuY5DRnNl7GetmoqeHiRIdbIk0gSKLwRuxxGuonxGbVxmYhDSETsbPDsQYJw9h8FJ/isxndmKA/zwQk/hjM3jQZrwU2bOEGBenZ/Nnz4oy4NjB813uftVHE1sHkaQ0Q3rQpjjiETSwcjoXx9kUNctEoFuD/8kR89jwm2c1ngt08XeTA5vLeYXcLD4vn1WIRWsj7EjsOJ9qF7DBnE5Mb62YlsCfcmzybYpWbcMLXacx0MqdmFtK1mBYbHuNDPTuMKeyEUSxVizfSC1oKWUG8nv8XNSxN7KxTCttz+P+yhF5Y5XflQkTDBLOIwv8xsiLRQP398CR7eDJpOucLOFCs86TCUdi9ScSqMLsaZ9EUg23o149il4bNAdMvw5xakwEgvu8sJBsnZFLCGQ2eMZPOD2PHdudEDiT8gQAKDG6m5IistNC7k1kgiUcEsCriEQJBVZaOUOE5VAot5G7SAwIJ7URVa9U47XjV2NYqqMa4dgoPvXrmufPchXggSGRPxYSDp5ISnISYeJBVc1nqNflB6S2wgR/CUIz6XL+GdQkkqluCW0J0gRoKh1voPUlXIOgNBIKBcLYrGOqV8DxHH8R654GdPpi0CaFgUCDhQKCwhOVHMb8HfbCx0BZ5jt4DCXyeXvSepvyne8ssnY1pF97SEkMWcUnFedNZy+uOHj+qncADVB9tPapVaVXVCBrGidtTWclgQ4/ENdqLvXoGhlyRnETKu+QmolAe6xUl3YswVlqAMQd1RcEvZkeJ24qxLBVjXXNKoqQsDw/dintEoWccD05ijxKfhAfN5omCV8EDJIw/YkbWkrrwzpJoC5nXWOixYIBPGgj0KLQFiV0gEKgur64uLy/VjpThf89etVkVfcrLUFGS4/lFJF/O9vrKy/r0rigSSDkhP3Lusge2btq1Z/26naRySO30wUMRhPzbT/2VfPLAnXhiA57ozzKH1U4Xp9//l5cO7Hv1ZfLS6ntvXrX6nltW/bBKtnz/L3LLA39mJ14hL66+d/NqdgIVUri6bSKdhSOrwTh9RItdBDSPompaCylvggedKoZJt/Kg8wIQNCEmCMLT7vs38+FoPcGGA7GoGhEI+6EJXAp75Gp8TlJE3RV9+/QtlxX8ZWuEfHTH78ZOf27tFcXnxLH72iY+R74jzq/fbz35Zu2mrft/2RZti3Vs0aW8RfYSWqJRi1UjwPq3vMn6oEAwbIYHhQucKOs1axqdipHvml0uHjnS7HDwyFdJl9VKp7qcUSd1Pu0xWs1G7bSWE5fFbHlWHNwVxUX4K/ehSqvR1rU42vnnFF+59rnpY99om0gOk78+t3frpul/ONn6/tdt37aprN1JYQ59B9sdgFd5u0fbiM0aJmGraLXYnS7Nrcg2QgNMR1ZAFFS/x6Gghsy0Zq40o87sFRVBJVZZsgFoMS/xHpAlsD0mt5A7kg7pMUi6syogGFyOz4EzODH2eOsRNoXrqipLqzz+SvzHecBDFvTqCXXhZMSjOhwuSfD7s6Vsr1cDQqwuTdJsSavEnrg0dKhMO1TmLi89hFCOc8itH8pZV/T1+bEbZKVPX7+s+PxKUbGsFPfpW5Ts8eDILHKb4L1oXY81V56z7PL+40f3u3R12VrxmVv6ddk1dM4dFd1u6ersvXHq+I03j556a48g9tBKOCr2F3cjFanlPRSFiy30e1W4WFJky8XYT99L5OJqOh6Fy6CdzXh8yLqxx6uOVmlHqqqg9DgSquO9eob3MMJnVQTaIpTvXCJAoDRRXlZWXlqKLS505/XOwyfIy85zU9K2gty6g9zatuIouX07C7e3XczGakfbh+R6OARWmMtassuKRPQp7OYJySIiVFFKrKQKrFTABMj9lP7jYSYsgzWwDWveZnvoLsSj43XHj2jYMiSiRzkR0nQqhO3bpciESaSB6tCh0kPYqPLe5TipseP69N19aMJ5ZZV9hEOHVtxUNDY4+3xszSDSQhfRpUjJz+H9ElxOlwt0LBmLDYkDDUnLsVBQXH4z65EjddqnUDr2KI7uCkRc1ApxFHEQ2Wj1zsseRLuQll278IJ9+KAb8BkF6MvvGqDskar0B3kWxG1YZpvIn+VEXR0jqdj0pnTDjWbvO3ToEOsxSH1GKxG7Bb3H9oKQ+rDRW0lbUh8mY97KOwVChQeFZwUqXArEi1cgg0IuJHwO9HOcrU/uQhbddCXWVaUhDddn3gapR6KOU2uCkxKph4WYczCbUcMnt7RNC0pf/eBFDjg19Znolg4iVcghbawFO6ku1odyRcmb63D4LS2pzzkFYJFkkJEAixvsLAd8djse7SwPSnH6H8LDIXxi/sw75dPvdBzvJLM7fYq0hEe+TgZtNpndUmM5oNnt7Mjy0rdsv2dynChvoBttG12vOiWLYgvQYVnnZo8ODglPyZqRPSM4KbxYWWybk7Uke3FwVvgKepl8qe1K1wb5LmWr9mrgffqu/K7tz65QukmDtNRxsIMdh6cG/KlvcQ7ZjPh34AAHSSbdNf5VlmRevKInUjKLZqGWQVa8yCxoSX2uF9xTY9kSddvt9haSbK5xO202PYJkAiNNNe5VgJpo0o53YgtVFMyioBpFQS+6uwa25L5yE8MffPS6xFE8smjdCh41uoLUrYA61CEakhOmNcuxoBZBko0qo+1XqcPgQ/AguBD6sT+CgBJQeKfD2yKUNi9xOMQQRhqXiBJiRqI6wdBc8zA26fMgaUZOWVyUpTE+6daK4vmKPHXxW9subVw9eNFbD719xW17n7z66iefvPbq0XX0LSKSc56e2dSWer+tre2FZ+7aQ+5vu/ObY2QBWfT1wvWI4x+htncSccxKnAzDmqzpJzcjVrO3wIxY9b5Id0oyr0ZIOtwVi8U19FZ6tyo+LRILyBIVLBKxU/KalfeulY0TECbctKQOcw6GkS+Tbo6uEY6uTo6u2FvJIENGE+M49oXsUtLhqpDYvZzsXhKJSUmJSkHbPlJF1oFOKlboI8L/MKHLfNWMTVSykYE6U44JJ7FtFjkpSRZit7C+rvZUIlVBgoY9nhd3y7LSG8lXOT3ZPOitKXf+rXS1eNXAq6O/GPHaTHyGKpzdCvZcLi3mc1OfURa35ghkZclTHWxCud088nXSomkYy/VKuWyi+lmB3Fx2NjfixDO5dvaEuS10P7bJ6vfHopqb0lgUm1L6NmtQ6SEoZQiWqGbHF8vYFKbpCu0eD+UVJi0uNzXrOZy0ebLo1Fwvy2P3bsRbM4Jhs9GpfiYp8N4+U21sVrP6WG28suSIAdIAeb90QN6vvKK+GlFG2WvtU5yL7XOdV3quzLrR85znk9An4WMh+wHbniyaa9VUWX4tEvJGIiE1EkJKqYYigiNXa6GPNo13E3cLCexi7QTWsCZC7dYO092aMd2t6enuqLGu8r+FhJZNebKfroUYaKRf0u7eVU1n0mV0DRXpPlqAgvatO/kkrWPCc4LRXz47kZmiFF13xG2KDRucPRJOJMc6FzOmbNIS1iJajparyb9KHQMFJ6qKoQXBnK/9aqGO1K3EWcuG1hFWFAfNRdbcvITavQ4+e73G7HWjXIFdyvh0dl5RX0SoPky+jedz5qjLvigtyoqonOpL/YWP3PPN9ruvuu4+sjfru9+/dWLkE88/PCP3mWcGVc05eO2Ln8xf/LP7NmW98d6Xz0zb8dyjG2f3QkysSX0q+hATE+REBpewBQNJNr6BCBA2ZRJ2TJAucavDZXflWq1dsnMjYm6XiNTFEXfYA0EUNWMam4QxpYhhCSteVMpoPDJ0/IGnsroaWf5RfJijL2sveyq1FxNlDBh+9JQcPscwx3qHOMx9nvvSsDDJt0Rb5J3ru8RxhXe9Y5P3xvBjDqvN7nCKCsH6CEMEZgrbT9hitIP0brbbs8XAPvooBOmCpAVbJ2HzHJ4OeOHJwAtPBhvwrJoZWxajsQCbR7F6pcNFSsZFSsZFyqoizjuKCBRpRRSf+vgedn3Rlu6BFtKvMfgW2Uf6oRhwMGlLc4Yt3VrI7QZyJbhuZhL/44m6NA9oPcKmEcpHDNd0VEujV6MUE3B2IhrVMnJEVjAkQhFVjNsdLivizq4lLleki4ixPUu6OIKBQCSbY1SEY1RZaTlDKib/VWJgiKyG1oTcoG86aiIYwzCFHQF1rJrm6B2L1zz78DXl53o9tlUt6xct3OxtzvvyF5e/tnj+3Ou2tH3+7q9T5PrA3Rsarrv6Ie8D9PJr5lx3ww2xXa9c1Dh35n09cn95y8G2f36KbANCSAE1aR9KlA4aYZj3HNhTP+jd3lzjkA0GIpmcRDYjljRvMSOSyVtkM2JJcxszoqhGYdWMKCZ3VtV0GYM1qWZEMiOyGbGYEYOPJfvWeKbZF9jvsT9pf9UunSuc6/i5KHiQZIFdFhTJahMU5IYOx2uC6BUEUXAAtTtQbdlP96PgSMm2pBVEEYvAa1axhc7fI0nWZE60wmqyOasuU/HI11y4sraQvkmHksyPVyj1eb2VLS7K5qjN4a0AqtEYRUEfL2bXYOTIbnYN3eVsIZs56n3FZA/G5Y4znlClfapxJqcdrzpR5a6sJIZVQETK5nK5kO0NmYHiqwPFV08l8om3k7bySiG/e6Ug5uRUsVvUIiJimaTXnrRV2usnVNqTRZX2/AiG3Ss5t6xNa/8Zf5AI77aLFllwoF5StoeJLmAXTVaaKC8v03kpKiik3F2eHXcLbkK3tt5A7//Zyy83t/UmMx8Tdp8a/VjbQ0i572hdjASBSb150uPIVxUukWSZOOIxI1l2Y7Q9ZiTLbgypByN72UTXieBeINirDtaNJOK05mZnRzyMydpcopgbcTgJKAEUQbgIzSOcYDL2xwgem8j4GK0vIpFjNK7Cw9m0ix/HhK7I2ZSzNeuJrBfs79r/HFYtWQFn15CQZc32ZGW95nR5nVlep8uBdC6ZxapOOrehRu50JbOJ0Yw9LpG8xWggMsOkmzXIPVNbpq3RbtVE7T+mYQFOwwKoRWgBGjBpWGBLzPMc6Q0ucgeW7Nfo3HUmWhbtSMs6ULM6puUh/eJ9UIeUpg6J/5ENao+EhGgFmQyz2dJT6mnbh3xS4HSNUbYVqN7UpgUtgIgjy4nyhpitU7jsbFdE5OJuxOHyIOdsXOISTYZZyqCc6+Slncgb0rQs1HMFpGuQ7VWY1WjqL7PvXnJd8zObz9tc8uQt9L3WPeNvuO0gUVfffPw3raRe23TTiw/f0zi+2kf/5+m2S2e0nfj9K7c1HsbHH4uYlo18Mwe6ki8yOGfURaJkJhFIuCQ36SAOB4pTYSk/1+uw5hIo1JigxXUtLdevMdTxc77p57qW31CMDr19SHvJRKG6o9qLdQyFui8OkqFKMntocGhsumdKbLEwV5mrLvLMja1WL4msU9dH3lXf9rmVGBvDYp0EyFPjTJgLs1geP8GaNcFBsWFh8haTRVsYxzQbSRjvgl2FHfCnMAN/CjPwp3CVxvFHI6AhqcJnO7aHydzalm5Io/o15ZqTLtckw7lINffz++SSyqSj2j/Tv8y/xi/6NaMA9gYnq84av4/dyu9jbfa30IKmRFp10nllJr4d1RknZ5jYYWnk2ssEsObiWDyW12JiF7dGIsmqDe8iRLI6SjhOORxhbz7HKa8jLHGWGZbacapMxyaiFBVzrUlWGHf0MPErng9urS/jlcSbgWvCyaZAt1GLawZNvZAOeu6i5tbL3rzhr21H7r/x82c+aO07/pZxKx99+Kord4iTnYt6ju058Ou/zJnV9q8/bDp6LRlDriZP/nr786c+qNtR2/LAXc8+i6M0G/mlT3oC+/4mbp1wvuggIv5TVbQgU2GEqSclosXuWCUIlA3LeC7VCjTkUldZ/g7jEStnUqEag2VkDep2QacxgZnVaEXV2ONHx2knmM7DrA1M2kUJQRdtcT6Gmy3MOsvnGuFzrbzasKDIIMhKvI/H03e2sGtz29ExfVx7hev+caP4wzOb72jztJ1s+fMz5Evyyn0gwGScNUGcNX6IQ0/6cvu8abZDOLcHY2Oo39CpPXp48nJlqSTX48hlDJ8bKY7v5jaKhIvZMNnUcZkKCYvwk66AYBo4BbOUkJ5yQkG2nRXP5nfM5lMuu90W0dHQwXjQ0crKtL1jD2+IbDZE1htyhNs9XCabNepneRg5lcxnmaxadmU2p/3Z/Enbn8+sDOsipUYDTGCzfmxvH+niG+UbVfSp/YuekqUnuQauIVeLq9UVtpX2SxxX+m+CTWSzuF5da7vBvt5xs/+37pezPHbIDYAda9rWg2R0Zod5nZsxr3PNeb27JnfVAQuxDPLQiyCRUTqRUTqRQQUSq1zJGFIBFwGX5qKuFnJbc1nAnPoBc+oHTCNIYFWDQIQWelFTgVmowCxUYBpVClZlm6p6LDuZTbO39HrF5DWcwXDjyfE0v0kLz57KOt6VTIrJIAP5qcONkVgIiUBjLFbKgu4xlNkP7+wS41RB5zt1K1fACtTLmrDnenCyEA7LnhJOFjwOOY+TBTmDLFRWcst9UW9zIcIUlQFzsrwZ1CCTNJBFy5d8euDgl4uXbri57cR777WduO3C9YsXrLtx/kUb+4/aMnnt9meuW/OEEO5y16Jt73+0bf6dXbq9uPG5FIr5B2/9NZmy4IbrZ87ZcMOp1Ngt4x+vv27HdjDsfWxm5UJXOr3dprDHFkXuXuhG3n6CoyVj8pwvBJihpIThZcDNEdPN7SXugLtbwlaSy9YAxjsFp9MLEwjhSqBDc8tTCRM18pnyzXr7xURdGae4ZbzDEWfZJNIY//rgpbSdIaMR7eJSsiuXl9x8Lv5IrR3r6lRVaWZFyRH9Q+f6kvHzfefF5wtLfEtDF8WvDF2Tuzl0U+49vidDz4W+9H0aOxHLOsf3gO8Zn9C/y1yZluSOd85kclWEVULemqBzw2ZWbXRQcQbuRzNwP2riPouTSrBllLOlTqTL2TLK2Ui/pLujsLWlG+O1u5DXmrOg0JwFheYsKFzlTs8Cd9JN3VsSHWYBskBjBhj4nxa52lngfihG2SqeOtyUF5Njpv1hBamr5QxQtDl1Boh9nhaqOCfMtEKkGaAuTg2kvSuKGefDEBDxPW5uWSwiHL31Zbjlz/iunj35mgl9SJ/9S3efIsrLtx696sr/efjp9+nrj62+vPHJq695iEzWrrz43DV/Wm4P1Cwm6p8+Ito9bR+3fdv2WVvTLw4IFffufvG+zcj+EL/3ApD1YhFfvdVX3mKoK8iKhcpVolBFZNFKq1DsBspshA+pxprDCsbLjmr6eicnCeFdkqiaiwDV+jJAebaAsPfQoUNC7aFDp544dAjvsRz+Jg4QXwAZrtbX1W4V6iUqSLKgUmk/nY4nBDq9kSblfWQCanITktnwFHkqJtKQKlZxU+UlirEOW8V4KwRLQ2OP4l8gpOlNMtecbCLObSrJspCkvF1lpYew0w9V8taRbEKylwuvn2oTKF27ndzT1PZi26+b4ExtrKe3iqgNEVQ9KWsjARHbKCUJa6Okt1F+KiYIVTKE1JhEJKONn9ZhC6vGHmWNPHMbBZBliSLGJKXObSSkN/sXB5zqLZBTKeF1urZtdhOpJlVNbfNx9FKtAFItavsKOOkm1tJBOahdfZdhsjuVjlsy8qWMuGjGM5R4WUxr83b7r4xLftCnIBaTbbZfGdceNzOp3cwk7Zmy1bQB+EyDtake2kxThNVq2hvMiMVpNsPMUfScPTXE6dK4+v1tsxH5jlNdyoSRWi5HcJlA4sdSrad2kbrAMkvbKGzRXpVelg9qxzSbKtWSGjpBW2Br0P5h/4fjH06LaBcdolOwWS2SKNodTlVWFDvGVdmuEACsJunixvCYYvfiKSoILC+b5Qkx0e7Fqyy5kqTmyoLcQpcnLaDav0hSQuk+YkMstCU99hjMU4RJE8Q3xI9EYYtIxBZCkrYJ9oPKR3Zhi53YWVpzKW8odI1Sr1DlZ653/6hPtyAC/gcQd0JB7ehRJCBVoaPVR6rY0t9RtoDF3A029AjwUPdCqKzcoL34ovPFFzdIeogS55gG2+QxDbkTp+tUbPq0ZtElqMq+1DFUQ7/TufXKFXVnMCuk/8I7VblF6JW0L1FVIDjnVTuhun8BN1Mj3sZJOYkLeUJWnsAWagVa/ns67YOnWu996D3yP3cPz4+US/t+GE6eaxtKp5Otey+7+SakP1tREv8CcdnNdb8P9dU9RLBkF7a2JYrD4zXx+fFVlhss8sLQJdJyyyrb9dL1NrnYZxECxV1zfTkWlMI+z8D3z09fdEoGaiyWLE9u165dukAkJxcHKJqb6wY1gNe2pa8NZPClAPIeO7/WWhMoku1MCJZbUp8mCxnLlT2M3coyQwRZZS2VOerJXoaW8pTCDvftqPGZ99VqCovsEXZfu5Xdzc6Q2c7uZQ91wzaepu1ZTWUuN8bpYcxYtznBpQAeMdZsfmjmWKtHZH0Vx8pXbuoSA2YE0qsydVWtzGg1jqfH6pZT/a/dSI+A41uloQbDpBE383MhnI7xFZxwo8XTFRWZXUs8HgK64R1UkqPrNjRDuGNLuu68DBuok8ZJXplugy+K5+G5vowVsvhWWrT99VXzL1p363n1v97c9jNyztp+o8cMv+6Btj+TpRcUDZnef8odm9uekfbV7p13wePlxc/VX7RzVi9hkts3f+yoZV1OblPs/RYPn3QFs8nPT30mXSq9BTmklK+2z6GLcijRlR3eN58nZ7JYDMocc5AHrM6phxtytsA90lPCY469QrPjFcebcCTnHzlupyfHnZMjdJVL3F0jsegIR433vOya4AJpcc5Vnps89wh3O++JbCeP0u3ud5xZ4IWQ5tVCIlumbiyp5GJfrKRSc+EECmfl2oVwrmjRilyjoSiG8lko6jcH3W8Out8YdGuNvyimEqTLPOmoUTmmqMHcOTN0d4xEHR9AHEuMGCq8mw8TnmKroKinrwwnrUjXRJem2cVwi1DWvAR13CyMNC6xC/pYeZi9RzdmE78sxvMLcEw8BeVlol8pYgIJzfZ6mEgiNj9/TtsLnxxt++O9z5Ihz/+FdBtwoPz5nz358Yyln65/5G+U9vrm5K/JxX/4hEzdefj17ttuf7jtm9v2t32x6TkmgTyAPGw6znsXjosugXhiUTJE1WenW8t1gervMIs6rjubsyjKOsZConyBxcKnhMXK1+EDPIdPKs4hQtEczexWzWpYKTVdXMRJpf3Hk+pf5qT6zpxUuWeYVEayrsNM6tVzyBXJPkJYUWVVUkVVlIOBUIDKNivSAKsgZ/u8viyfIIcFfx7xOPEQUCN5xGd15wH3+uqKf9znC7QzTzVjlvl9fp8n20txjhXmlRkLXcU4sx4g3z81/dra1avGXXnboXVtO0nlbY/1Gjb2ziXjnmn7rbQvO+fcC9veePGJtrYnZ5c906fXsC8e//RfXXOZdPQwIg7b+WmDo3y8smUpV1UVBQSRDZnVkmsDVWE47tU8FcoUYXTMGnNQa8ghWmiax5trCmliZvkviJnF8iNUzT7gfGMWGEMw1iRsdWOPHzmNkjFdSlI51ZIkAhazK8XTqJbendl5BjwsFpx6QEiceke4Qdr3TFv1022OZ1jfoNIorsO+scBbvG/yed/cqpB092DX3BejMRulIdv/ZX8kbbo/iUG+2k7rDeuAGT/aG0d0axTTajr0xB7eE526wNO5B7YLH5z6hDa0TmBP3/+Z1vnY0kdxJuczvCDDde7tQBTwZWVXiEKuxbrN+qaVWiVKbSpifIcJrWZMaNWc0Ltq1JiiyGx1hjNalPmSNs5suWVXZvbXbM5wCWe4dfUO4qA2s0NtZofa9A7dU2OLGX4OB5NWbNR/0LGq0bEZ89xnoFnMQWKOCY5ZjuUOcUBtIFG3Iu3gkJ73dXoO9i47clejyrpSPvkJilGCFXs46VgiCEBQlFIlyju7ul2OYuZ25kQWx+Ojz9Mfnn++VZb2tT5Op/8wnDa1jsWnOYBItxb7XCAT+MoMNZ9fMCNUMTpCwMgghyGif5/ucDDjWFSy68RQwEi66El9PHhRI767huExZW4fTf3O4e4fTeUVeti9px6WdNHDeKEe5uTqYSCku4t0dWgVMWmL9KwkCDHkRbfCNmgAsRSSMAE+gmMgeWKYuQUESV+GY2MTMMbsK3PMvjbH7ERS0wV0PmYPi+/WZhDiITOmNdajFF5Xu2JlVWtavGXrc5wtpmXbJkR8avh+sd4/8DyTVLGf7wKQXdjPmqD3s9rVpncVxUiH1S1EYB19VKfDzVUUbCNGJOZzUsJidg87LbnsggUIVS02J6gWarXJ7OFsGnsgGyLhblbKpgFbqDQe+zvzsU81d/AhY7bV6oMHtTffPMg0y0RCfyowfcqiCu8WmR8FfhT5UeJHlc2tOItRTksEmeE7dbbrU1Z+VEx1S2VTIcrX5SVij1k9FS5+kFB2IE6k/tiLfF2V3Y1H+E320xrwgEZrkg6DaMnmxOK3BWapTRwvPc4ZZXVVlf4wdRljBMbq1RqgLtVLw6p4qX29/TfYlfZR9lEuoYtY6OjmnCacL17quNy5waHaqKRWOvo4x9MxwlAlqY51DHZa76J3C1uVrep24QlF9lCX09lTol5Joqrd4egpqRhV7ZNck0gSFThVtaAa63A4nRobp1meeg/17KPbcSL0apRiagvptctusZqqrqHPJi011ljSvsZGbPvwsZ3EhmVpCwYuAoOsGQYt4BTPzkgUxFzLNaK10Jo9MWmWVC8h7tPtTW5GYYLM1bOuKtDKKArXAjEVykgeqWOIW8WcQNO/EOqKTDvccA1XDjHo1RPSSuC0X4Idp7Saehdo6l2u/I1psOO5knYFkVHx73Y6reyksWL99u68Sme3PL5qvbtvpbOsL4/u6o65xsp0oha1SFhRx8xhwMbLYWMUzqnaVeoy1EX20+cZyjX+Pn1JHhI6Eifuu0gBOb+nL9ibzCTS/raaZ9umSftOfnvbyAn3Cqd+GC6+frK3ePgko+X3IceJMm5LKZ+VQsA0V6imJthY47GZJF8N2H184eLzZiNyPBl3uwdPVe38iFp9TFFRv1epIgiqRaTUoqiigMzqZJpZCRnMSjDzd9UIMVmWTMIkpZmVpM915CHJEJ9wdTEbidkm2GbZltvqbZJNzeT8hiwQ07mUA5v8n0kA4umMKi0BZNDBRF2iiuNL3YrjnTmThxn3Kys3iBxZdLrBvGsP77G7K9QYHoAvHvfqycRPxIRmNTm8Ervw4O7hlWqyTI+WVSr5Qe6NuzuI0TI9ynLjuo+uLV6pOL0IWSx9fHcWRnP0aA5Gs1n0u53ZBhaZboF81uuIZBdUIAoik5jJLnWdspwwZknc970i0H2vnGpDrFkrrkGMqT9Zr2saYitiiwMCpAeXznLnuRd76RhtjPd87XyvaLPnIikAf0CX0zwdhJQzujk11XiK1P04gXXrgrNG5Rq8qhlk9XjSw0ZEDcVCBP9DAYfJlh3msDvSAp/jvxX4Thd/g5n6R7tWv0IXRcbqKogp/3JBBFX38E6nnQt+TicT/AJnFvzK/Lmo8NG8PDfG00oE7XL72CW3137d9mrbRnLVcw/UndvrhrYbpX1Oz7zdS/e3tbY+LZDNa2Zcn+1gut5DOF9RV4cA5NM1fATyPDYn8fSJTI/OV5dGUQnm7IUfFX4sQLTicj933mQRuxmxmRFPS+pvTZ5QBYbHmvKLK9wsnVNcoRmhywjx/J+acor081heM0J2PjkKI4XO0ZHRscm2GZGlkZWWy51XuNZZN7rudDzpanF97vzMpSFLjLldXrfb5XbZLZ4wzQv5rLKH+XtKAYvF5w8Fc/2/Sh3M0E8P6lKq3w95+RyvAgGXy6nmdkCujkuGaQk4t8h5n2z6k8smJnDRN8iFYJlbmepiBcsL6guEgvwAPW19MI1egf8UveQfpSbxAdvPpE8Ykm7wSMDQcfUtURzLEolWTFSWcu9O3blTSvvaZ/yBIaclrWrSVenS+rs9/dmkJys413Ei7QgFK91IXTwIzmSkUsv3IkQR0uSiNtxoCfpbhLKkbUkwCMSFdILkc6uGgc+6bN3JBIU6clZc6EERo+Mcu/mCYt5DdNOLv73ytbfGlkw9N3X8+akXn9c9b8xfyUPrto6785G2ntK+8b+54r53cwoLxl3StoL0umFzP5vSeolQ3veKEQuYH/eM1Gfi36W3oKcwiNvm3VCcsXZVlBFPe3/geGnGCAbNSAgjg6K8nCPDpmnPiNsy4pGMeNiMo0gfMBCCmhGiR5IlNXOEOeIqYbUoFhb3FiojQ4RRyrk5w6JDC4YXTxZqlRk555XcmOWMM6s7Q54CM1JoRorMSLEZiXO80gvrkUIzUmRGipnUPpzFShxFBbRAKC7s46qIDy0cVjo9VhOfWrjEtsix2DnfOy9whe1Kx5Wua7RLClYVrhc22W50bHLdrK0ruL7wdsdW19bsXEPQ7Z5X5AkXhSxFXUgRQJeQRyzrVQTzkPQ4ul8RvjFMw4U+R/fc4kJSKPmktElIyu1uyc31CdxWlkAUqWNbj/Sgji/WlB7Vf+Fk98ICp8Mm5UVycsOqIosClUlhQT7moaof7h5Ksjl0K9L6oz7ozi19XATQSIxMILPIcrKFyKSFNCTt3XNjWVmDp7KKJTalHSzFmoJPMNrSwaXAkkEfLO0uBZYi6EK6sOVfp5NO7cKeh0/hLqGyPHP5M8+kBHmmpwD2ESnyMFmFXeUxKYAnvcrhmcIIRbDXnPONvU9HmCFYM6yKpoGRmxaZO7qGGtURdjjOesrt5xsgmWW4li1xrWif4yQzwWd8eA8Jk+5hX3eJW16623y5nPv4BNPygtNVXyDNpeVlhvGqoJi7BnA/WsMWme31+0Q/n89yPL+gaMYex8zfXLNsx+QJMwa0LZm48KJrv/35I9+vl/a5nnmy4aHKfuS9afVXrj95/ytt/7ib/FG7+ObzBq8aOuyiuH92ou8j85b9eu7C36513nTL2vPHl5cvLhmw69JL3li1+gtm4emJUsQ+tuZG/FzmlE2Sq5gR2dS4lZ/UuGVT41Z+QuNG+i3RXEQ24K+zsbTQVU0xfQlpjxwjtJT5fhCyixg2js+TNk7nVYPIf2vazv5mUvtTJnVv03Uvdkd1992Z5kscehQRj9R9qvH9ZdWG6aJdXW4GVebb3xqXCJy+llUbrqV831tWW464qS0sOZ555od/sL6zIP8fzryTUblgfSd1M12MTaIkYsQgdmoHC9EP6Thk7CZSOliOvk0TOxPnqTM9ApbUl2l6q5pxVNe8DsevjPt+amaSAsMqTM2INWRqFqyYsV5KCkwbC0YyjABJD7OgcRnSCpJFlQiVSj84pH1wyF1eDrrEypwrCkol0hVKhEJrqb2nfZb9RvVGyxb7Qfsxuy1mn2CnIrWp1HA4sRC7jRsnqqv58h5ebbVYYqrkVVUJcNip5KVUsmBVX8SsqKjOU8k8qnLTSUnlBJXUq1tUTBOSdNBkSeVMSm6lD1JKWY47Jk2QaE9UObdIB6VjkoRq58Ym26ztutq5gu3gYRDQ9D1zoeDRgL5vzlh1ZIuOulrpbVcdG8GFuv//NFo8hAWorrekvjZ9glDJxNJ9JjINE/gbR/geLeZAeLpXMycVuyVQVVPoZ6sSeaRcVxzLCR3U+ps/kGt6RPO7k80vtz6Pkv8f65dffrnY5YfhSPxHpz4XI+JAKIG+Qj6XO7tZHJauQUeoaxdH166Vjj7ZfcP9u47qWueo67rIsbDrrJ6bHOu73OO7N/SkI7vEXCIq5jv6WOzx4I6S3cH9JS8G3yj5Q/YHJepQH8ll5NfNJpXH074G3ZtR9vEsFvVHA4luXSsqxcpuo8SR3WrU2sR8dWHiUvsG+6v27x3fJ9x9K5xE1EoLKvxled7AzC7LutAukVJntfNW54POlFN60Pms8xun4NxvLsbvqXHajd3GX5r7j48nvWxnk5N7Hzll5p3kLDLQ2BngGLurxumMCP4WuqMpoE9BJh92s1oHTw3c4Y1EFEg/CwwrtpZFBFuX2dpsQJ6Uabf4LmNOnjJUIFsNyJzCFOYVMBZjCAxf6epwgcjIUAFz8GMegwVMgmf9iZG/MIqFMd7gApM+FbTQ85PO4iTbDRIr6ln0bJFUyTQCxrlQkHhXj+xHkmDoY0W9KrnunBuv6Fl5sJJuqySVfuaBzW7uV03bjL8wkF9qbjooNXllqU43ku6a0oID8hsyjcrVMpW9JpXypvct6PfpUSM7uWjOfR7lAJfJuS+kzHU02cnlc+4BJvfq124iZtvgdB6aSKA2nuA7F4+acjXX0hOJTz5h8sgRZLGYPKLvAUtfvEKXUCrTriScwbKle1gR3gNCImG3O7u0CN2ZWhcptgplPC7YAn5/xKvvXVHSe1eq+cIs9+5mm6IYD+Ucti//9a4o1t28B1LOcn3Z2V6fP14kyIqT6m5JWEiomrt30bPPjVg1svfi9y8i5cM2rrkipyFw8Zs3btwxQbP485+L+C98cdmMsqULFzxclHP91OFPrRu3dpzX6QgVFFov7n5O7YrAipvGJGeP7nH5sZPrzulHPiiJaCVjS0fOOn/8OZcx/XE9zmNm79Egh3r4PL6KSHZXgdRbGiZJ1dGGKI1G8yPlkcGR5dEtUbl/VpWvKnSu79xQnVrnmOaq810QWqQucSxwXey7OHQw+p79ff/7wb9lfeX/KvhxzuFoKhqMSaWuUm9PqdqVlM51TZDmS+/n/FP8QbNr2U5RphCOyAqxZkecNuYy0C7CBzKktbT7QDK/JlDwpo1otqRtlq3eJuqrkzY+Z20Bw9J7wtRmj/G5YDO3/dqYrzlDHRsX7Bgq2VYTNzWQ0K0j4e4adzl4TPcaUd8+k4Ux3TLEeXu5YGK4YOyvCdYIhZQeJCiNbiMN5BgRo6SajCcCYQIBm7SEOdrmsOlFOHYTbl8nHobdhGM3YXZbNq14UR9rMgmw9hLu/ECCuSP6ZqqLHHFXVo1lVieeh2Ilt0BlTAiG8fjPnQsYViNLWIkI3UysmjNbd6iziXKYO9TJCgXGDBKVpuARRwxGqTCXZmsQzy8WUChs9w7t/kTzyp0XPrsi2fbtL59bTCum3nbp049dcunT0r7Wf946/tbXVrV90/bu/WTrgak3HXr9zZeZr9qE1OfCUeQbITpb30vlTx0zmb/VdJaymBGXGdHMCBuiTLmgwrnGRVyMfE6A5SCA6InYlEBEtBFntqKyvlZ4Xyvce1PRWF8rfNYfevtlrpxoL9aVMeC+mRY7iUaGZA3xT86a7J+VNct/L71XuMfxqPZoyK46gtZFdKGwSLrEvtxR73jcvsuy27rLbvfZ19s/poIzf6ZrmWuNS3ARZAPJop583WUWNmsLbIPDcAyFNZfLBu1tjGDT+VZuE81daTR31bgKnCrnN/lh4Pbt4xm84et0MSiwJaKEoLxCks6EroYmDXwmSaPXSB+dCscwi+NZkiPZSI5aIY5aoyLZJvHONlE72yDeeTXZBW8oJKpUK1RxshsoVnYDhXNlxdyWpNiN6aP0Cle8mBZ7dTTMWMxbabwai+9b6leLZ1ceZ14xK00PcySdWt0R/OfaDiJsbXozM/Ox8CCH8IgBjrGizebhpNempFeWM3ws+J6HCr6rPK3WMAQWqnbmfPOL99v+tfKLG5/5S/TZ4JrpG3c8esOiW8g6/543SA6xPk3o2mcfCi9e8sJb7z5/HVLK4Yi5H+neVDSLU8qrrVR0FDoqHEMdUm9v78h5dIp1kndy5CI6V5pnmeOdFTkYfVt6J+uD4CdZn3i/8f89+AmniL5oNBFiZHRMiNFUpQfKxD18/Wlvxxg6zDHcOypynrXGcZHjE/kz3w/kuFMj2Sh+ay6klDbFDUgqkecMsnYglWmPw0A5gf3tcjsUul0dqKrrjOhWUOMq1LQ33URzJ92z3PVupKtsqujU1e1h5MvNJRhGZ90ym1huTm3d3DDPcMLtZDjhNtem3OYalHu/2TokrKs9anoTm7njTcey3TWeAsW00DBLJcO8ATUHlDeUj5SUIjLsG68ISi6fwlwwUHL1qc0xkgtnSohjZDC3YkIGnWRKMlew06SRZ1Zx/RvpZdURnUxWMWgnlGy9JbxTYEQyaUU+T5xOsNp0SmlTXDqlrC73VHLXkLzejMUjj9exDekmyXSr7zfvxTXvXLLo7etnbS1tao09fcmlj22/6vKH1j+w+eQjDxJh08RB1PnDcOr57Wu/fvn9377IePMY5M25SCuzEeN8HOP8UYhk06lCnVRnmWqbJyyWllnm2dRs/c04vM+PJCexWE6E763yvCf94D0REnt5+gd7RQZ5xoYGRSZ6ZgQnRWZ7loZmRy6XL88+QU8ENPARl8Pvn+Cb5VvuE3wR1xZtm0Y1TQxHrArsozvYXDW52MEkH2oNac4dWUjHmDPRsX//EoumGn/SgSIp15Ud5gZRBxOy2Yg52E0txV0rGhzEEYqyVe3CogoW7mFiZ5REfftNgXh3ja88zQ/a3Y5Uk09rBUqyoGuFiS8mmhlkKpmoYUu3aRSKcBTSiVqEIw93SGAo1JHV1iW4afYI5iE6neB2l7Fpb3Y8ofuzV7WuqDJ8uA03PiZErgwnc4CzqHrkBlJPI3IQ3gSZ7S/2MRxzLNFA66nRLEGzilkGebOGOXmzKqYL2cwL6koT7vLSuhUZJE6D8jJwe5U8vnmD5PHNX7Jwwb5uX+/9ou0b4v3LO8RJTn1ubVw3Z3Pr+3SivV/NjVc/SWr8jzSTKMoodlLS9mHb91rs2X0LyB3rhyx4nFkXshAN66W3wE8u0Fd3vBbiCpYGewaTweXBe+33OZ50qCFHiaMheDAoBtkgRkPRihzVIdhdESvJpglvlijIYH3QS7ypLH2w9tRkJcV2NzyTIPgNfzEbqhIiCPR2whftmnr1q+CLd4lItGILkGCSkaBg0oEkCLzcJFPCTTL5jChBN8MY861hevcapvcvuVzFl/75OzdaUj/wLYDwSCD4HNkHeXCCWCGQSJzIpBHMFH+8SqvihOJo4mgds9lU8RcsVLI3bQy5AlVDt2xRZBW1Gs3iCYNbdoVJgiS6rl1LEkhCVoZ3gdWXxYw63ZuXCLLVxa3nVqIPaHmZvmIb713eu6Ivs8Aho2J8KpttJG588MGs0PWXnjsj3K9s0tA33hDu2bxiccXw8zz3W4fPunDzKeazDoPbJgpfIp1gO2q68HGaZbNJ3m62Qu+5tmFe2ZITzOlmK/J2i1fa+nhH24Z7a5RptgW2H6z/zHb2iHcrHhgfWHxu8ZZu27opffL6dKnuNtw2PG9Ylyl5U7osVObkzekyq1t9t/eLP8/7Ov5Nsdvvk7Nb6M7mkkiWwiUdLQY9uZxTzxEaVV16TVKTIhGXdVh+xG71ZZcXlrM3X2S+7eLbDJd6c4tWQY21MBB40080f9I/y1/vF7vhKNKp3TgX8nMu5E9zIT/nQmzfJc/9UudCrBTbh2lwIb/u2YERZJg/ZNCoH4w67TX+1S5SCPlREyGjJkJGDYT010QLDrjecH3kSrnEqKvaNR5lPJOsuAxO1aPGxcmKK8TQzpXPN/lFWIv0ndQuzplcwUS31XmMOSXGtVOWFYb1V8vkT5xBcYpzgu1RPmLsmTmiv9dsBQpGKA3hJPUJAFkRiUvy2OP2fP5GBex1OTurhNOOLF0r1cV6pFFIQRDl/MyPkeuZxfr+GMa3/L3L3dzeW5S5J2z+s7ayIauv2Rhwkksb/nzs4t/f/NyVj8/787ZffXn349dcvf2ZKy/fPi00sbBs7vS+DTeRqg/uImTzXfWnFn33xuVPCV1/f/DAb194+QVGTzYACMzP0Ute1f3ZfDi/s/0V7E0RSa7ZF4q9hWHCPofIs7L9wQq/6ra7vYJEwBWRFK/Nau8gz9gzsMpuyjbJ4hp7oSVZ3qciZSEHLcTHhRlfkruwlvCjlyGPhZlR3NyZlSt3lhArZ2GrKByZLNzuY2FmfK4sMvdXnj6xm3vyjPPxjaAVfSoafMd8dLlvm6/Bl/KJPuo1kchrIorXxC9voe6MoGHzjrEXcMVw0hwGkS8/G0uJPyT9nJqJptdchkvCD7piCJSTL8rV0XHZIyYEMmXsFQnTZW5F4nhHrDId0HWlsJJ4dDrmlJ1KoVO2h4lDRQoGzFNgLSTYi4TCu21WsAoSUq6ezUsktn9DVxJNpy79/RvuuJuji5zt3tB87cFLfzGm+ZLFE26uQnXw29vrHr2vdSZ9aMNVk2+5pnU/Uq2NiBBVzM8OFGrVPe1Mhx/BjLTvdsHIoKBhzD+VYTBrj0sZcdGMN9dQm6mnmxHZjCgYSd+0NUO7ao9LGXHRjONNRWN0BTMimxEFIxktdaSXHdrjUkZcTJv5+tZY+rBxHm/ZYtlmabActHxkOWZRwBK1LLfUWx40sg5bUhZr1IIKnyJSwSIL+1MHjTt0rRGuJSBLsmiVlUIJxAfFbWKDeFA8LMoHxWMiBTEmvokpUdTtDHSqmEY1kaOaaGVNEDnTFE2mKZorGiKzSlgZ2onj1M4It7KKv50D0SqRfmcno1QrM1eoOv6F94hWSWZb3PiL6fR3NLI9bohSG5ubm8W/v/HGyWyx6OT7QFMPt00k/Tm+eMh6HV/MGZVenLCnXUDMiNOcfjRtrzEjdjPiSJcxJ61gRuxmxGGIl4U1olQoDRDLpfWS5FclSRFFKkpZQBw2KnjtoluyKRljEudjYpOViNu1BWUgvx/5gKPQat1iI1FbtW28TWCeicm+bAwMT0VuFrJxo6ctl9uv7GwYbCq3XHFuYgtmeZ/JG9GZjzBLUNU4bdi8oZ+ugOqxzPDD1l49lekRcZeXb9BU3VneqWquIlWzhonFqYRBn/GdnAjCO90KzvqkZYnbZcscqoQxVkR/Ew+OGH9PxfrmtgX5faJ9+zSXD7pzlPjF73///VV3O0fdLs44ue3FsXOR3OG8F75jPs2CR/cwYwtKWaetyWZ6MIvt+mxanE+/Zsd48U4yUiPrKqBcI0+3CC7HP6QTsmAxdxfpfi1WM2IxI8x3Lcn9YqYKl1mpR45l5VWozO3FU1xhYRZEDD0Sz8jjGckbMEcWRUmU+1pGIDrI3a3TrJcJl1jfFz6WlcdlEpeLlEK1Uu5nqXaMd9SKtfI0pdZyjXiFdLflZfkP4rvyEfkL5V/y92q2x2qVBEGksqxYLComLKpaqMheRZEFUSyUrF5JslpxmotspUqUZIW9BQisYgtxJS2SyJdF8lWWyo5x+ww3jSuhLahItXtsm2hssxvb/myFkJ4+abSn6R0btJAQlLWrYTxSapz+yV6cHXH8BN0tmFMKZiZF9sPtQMDNVRC0O/6aN2J+JmZyxDREaLbgveIEW/A+njiadmxBtdtfyVa/2Mt8MAzw95UpiKlqlcCPhjuCY4yFRC03CNQScDAHuroVtfqLf5JWS7ecSouak1Mlsz1BOZUYvN0Y48HOPOP1PtyDcgUkEtwFRk4dbMzjbnaNPhZ82KhVynrAU3Ye7LSZHpjMCsWq8nwgEtXrw9q83ip+YJ5EjQF28Vc7w3pxUlerLyG0L9JzdzuXFam2CKKKLFWUdVbK1i/9hsedm70gM04UpIBkxxdti8iBD9seWiPtO/UcaWi7tHUujV7Zxt4tej3yz77cT33t6dwzvfB9Bl7ZiSemi56BA3bidBl3PY2v7amROPviHul9++me6RW99bBnLz3M1z3Xk4Uo87mkqPSg9JEkjsfDMUmISsuleiklidglViroQhK7ExeWslE7ehDIQTiGCJkhMX3XLjHlZEhMOnLqup9qKH7mqnwqZa7TG8wMxokdmRnjZmzJyPBm56nTeFcTWPXBM4bt+mbu2K5LuXIR6mNxYRn3UrodsjKImdbB67E97s6I52T0cCQjHs6IhzLiORm7kiMZ8XBGPJQRt2c4Ajgy4s6MuCsjnpWhrmkZcU9G3J0Rz8oQ0DOFdU9G3J0RdxivelDNdz4gnf1TcqzNUVEoHhGPWP7q/yQmvSOdiFG/GotbAuGYRRDiuRE5m2lYCpHjoaBmfbOQbCncVkgLkck6C7e4iVvkdssAt1nyFVNut/TyFznwV1QyNHFTbr3kPNbN10rdpiNouw2zhdQ1BUyjU7sroLE45KgJFG4JkzCvKZyuKcxrCrNtCm5WU5iL8GFuOw8zqsqVirCd1Rk212fDWNVuoOVxs5K4SZ7jBnn21sQLyZtA2LICjQIj0gIn0jmnEWkuRIDP0BxOmTaQ40kvVyF09HfqdLugsIVc3tRZqNAXmLgemrHsVJe5oZWlW8dxoWMlMPMISoFjmV+Dm79/stJUMOzerCKv3R0mHke2qWCYFrIfFRGTVs0aQlJJZFs2CiK7l9gUiyDnYrRxiawrtmXMC9Gch9ncicnP33LCFRJuTMlUTR4qe3zRpXdGr33tgR1N8RkDl/+8edrcc9f2F4vuGDfzwmn7nt3dWkzvXzKz/x2Ptt5JGy+/fMI9t7W+Z2qvn+K89pFPuZUlSxLkLLpda9E+Fj7LOiacyJJFJh/kI95eoZG7tDcDhwOpgBhTvU6vz4PaK5F9DqvDaXd2UGGdGTPfmVZhIzXOggDXWANce7VxvdXG9VZbWm+1cXpny+cl+KImFxi53orp741FTqux+nlC9562cdXYRvDfNi7A6GuI6bCBYwG6PLAt0BA4GBADAi3P9pm45zOx0WfKXT5OoU80u93GxsEzqq7WTqqrO0N1FQ16fDDp6awKj/PzF4ak/3Rl9jhXZzucSOj7qbk3FeLd0XZ91ie7LVbVqlgFWStyy84wcVk9BtqxfZ4rmPAQTlocVh8ilyB5OEpJpq0kjU7G+nwGLm14+JIPZj00QbM2d108ctUTYtGdzw5bPrbsmtZVdP3FSwfd/tvW55BJDU19LhYjtjggSFIMX3Zn8/d2ZjHfF24RYhRoHosF+QmPYg3aR8gj1Rq5Vr1IXqiqFVp/T39f78AwbYxnjG9YYIY0wzJJq/PU+SYFlkpLLXO1pZ6lvrmBy0i2RZYc5wtTpCnW8+1LhHnSPOsSu9UfERU3UkhvB9ubN2MFyJu2vWk13oIwt7OFObop6ZcWK3ydx1g6NZfUeYSL2+ZrpHjE2NN0MOksKKzoqRBQNCWmCEranYQtDn6ElJJ7UTHTPsadJpKllTWnsfA4COcA2J3MusvfCgB8FRciHKm4zd4gXpx4A38RGySxakYVKZgLk+0vurYbS03QK8TM+8b7rTMxSVuRqEPxtK4jfpmvvGZLQkwCtEyWJlsulC60iEzM44Rqp82trwzZRL/+Ymsl48XWffVX+XFrfaZpbeijN770Z+K76u83fdR2dG/jhvWNTes2NNIsUnzLpW1/bT309+tILnH89vXf/v6l11/DR9rQtlDMQ6zyQC55h1Oh1Xatu3aONkYTq2MNMRqNdbHHc8qyy3IG5yyPbYmp/f39w6P9o8O16vn2Gf4Z4UXqYvtCbal/cfhg7C3vB4EPQm/lHvEeyT0cS8V8cTGhJbJ7i/214eJobbr2ie3vOW2aze0UfBHmpiH7Ik4bOIMdECqYgVDBNEJFaoIFb1qJZk1aZ1nrrWKMo1Usabwh9NOkjSGXNWCkfzD1s/QWN91lw8pmiYtvdltNssppefsCokmSjJXEZLDGUwhwZg8M0/FCy3C80Do4Xpzo7HjBnc2QV3HHi+iIvgHSwfMi7XiROH7kdJ8L7nThruzocgFOt9PHzbNOG5IcOdIidE9zMW5QY7hi8jBftpe/q6jYLWQgzIZH+9++YOObiy756Krpt/ZwP37p5U89sXrVzraF0i83TZy4OXXXI20nbzq3f+tJ4dFDL77+zuuv/RGxZmTbQuEwYo0GEfIrjjVLbDRBuwYG0DH0CrtcnV0dHBPckrstV6rIqghX5w7NGhqenDU5PCdrTnhWbn3u2/I7nk/lL+xfBrQuNN+eyK6kve2j6HD7dLqQvmf/c+Bj3xfBT8OnqIuIDm8oYlOcsjciIqr4neXQAVuggyNDu+kf2AK0i2iupGuWq94l5nLTfy7HFxc3/bvSpn8XN/27uOnfxQUpbnT3sRHk79rjtnZWnG+zcK12m0jT+fX4SX+Nu+C0NeZOHg3JkhqlgJM/btxXuHFf8emKtr5amJPb2axvWPUzTPqmQf941en4oaMHEb0cPUSbU3bYQhw9bB3Rg7gNp4Y+hrm+wypzt653Tv1l2zfL3rr2pRUPt+Y9ffmqx5+99JJH2hZSdcA40oMo29quf/yWH4YIzxw69MIrb7/7CpNr1gHQlxE73IS/izY5oDSLaCKJixXiEHGyOF9cLcoWt2pRLY4st8UBgkpsnBiA1VKyRSVqfiyLZNH8zl8cyOztH7d5pzW475LuDMFB5jS+g8yqm73lDFvDOM+IF89k9j6i1R1fybbjsz6uNN8VDNqrG5x8v2bdSlIX3sOESpQlbS1CnwxZMlOO1JfiFOT56x4euLD6/AsGDh484AJvrlj00IqR/Z8oHlE9a2Xr26wPq1OfCzuxD3uKuVwbTy9vpnWFILNz9eVoX5IxBTJf3lbU4VWm7fGCjHg8I56fEc/LiMfSQuTVNWK+N7+/ZbRlaEFN/rz8qy23WG4oeDzrqW7PCw6LPxTw9xzT7V2/FKZTKdXKiDUwQ51hmWGdYZthn+FYpC6yLLIusi2yL3I0FzUXu9hGgYIufQqmW2ttc4vmlqyOry6oL/iZ9T777SV3druj56PWJ+2PFD9a0lT0UpGvxFTm8s1I3IwUmJES3QxnlGGRuBkpMCM5bJejJ7dyulpcaLeKoVhRtmjrkRNiS4/5wW7cTSVYHRwfnBl8NvhGUHYFo8FlwY+CYjR4a5AGf4lolI0Yzj0Ykl5WXGO7kDXyJqFANMJeWHOwyeur4J4NmtNdQUiPGTlLcmhOJFsRdYdabir/1DSHf5rMYrgoRnrYoiESKggmswIVZezyMr44HdCPjEwE+RdKgjF2ZTDGrgpyC12Quxmws4MsOuek57c73zchwemK99sVqXyzK+nKqma36WruXOtqErmu+vucMbLfHPSmmq4h3pa84q4Vs8oOltHqsvoyWsbcNQogoGuHfPrE9GFArswirIUssoc1MmaQR19NrMDFGaWLP4grZtDcH5gKyb7AxEmtvsSpv4As6a5x5X9kGg+DvQw/CqSHmW9AQjkjcXTlONNVN5FYwbwpMlTKo8wdLMG+zrCC++kyKwzbE8MC3VPXcNRFWT9Z3D03Lnm7Fbk1j5alCXK+IxYGS4kSJlJ3POR6MZnnjIchP+6wq12sYVJSbLHKCTEMUS2HaQXs+zVV+oEro10Ta9euTX8ULMHc0NgG7HQG0ZVTICTHVlSU00N/kX0PWzAUys7h8l92uzMw+zpC57fYFxcV96C9K/r0PW3XDf7YxlC+DFvd6Lrxqqsv7134s5fvHj+oX9fbJl/zy+nuBvuqhVcv8vlKwzccuLNm4cvXvPEeOSeyeOW8oefEA4Vlo9aOG3FFSTQx8qqLApNmTOobj+RkWQvKB109Y/qD5z2N1Kog9S3tKt0NfnIxt1DFOliEbB22ibTHlYy4nBG3sndSFDHb+MFkAUbqgwSI3WElAvg0S8JlRalRsLm0fMgnjjOIb8b2/nwU3+wkpajDLMNmKcuVemWLIgKqD9uUBuWg8qYiK0w6ZNxC0aVDHvmWO6wbL1IwIpxL6zqprpgwYZMtDRj6ia6AKfvoIgiQPjvndzL+8e8/6cunRxizPsr26TBm7S4v117N2GgZ3in4+KueBBt75XBZ0rKEoMThdlotnHdbZf4C4rKyUkMRKPTrTmLM3cPdl78rnr9vlWqhc6suXNLthhuadu3KSpTkPvSgNnDew3TOZqIsabt5c+vPxnYLMT5zPfKZw2IRNnuPvoIeYo5T2f4KGsvysW23x5JBj7cikUUK1CyfnWT5bMim3dj/UO7rYHXwZchkvgyrg68w4GfmgRC3Pfi51cHv4a4W6U0Hfs6j/Wl7g99rOF0Y6+R+btLyM3uDg3V5yk8O+ol/XIihiI+ZGkLHQnR5aFuoIZQKiaH0Mlt6Ac9YnGti6/hpwYF9/ihmedNy2CJaTMHBkhYcjCV8K1+4Z1VzecHCbQ0WvkxuGRfsYOg11sJPNyroQgT3nK6qNN4tjWQmJGpOh8tBZf0dU4KsifYwOFS3vnjWtetalOUSfBcXIr+bm6sEm0/maFBtulTrfoLFRXzNzM+pAV8/E6qvfueCR8Zrtmab++KJE28Z0Hxf88il43uvore3Nt3ca8TEybdupJUn30csCDE/CsQCK52je1Fn7NTK2KAFZ96gRX1pU36mMK62e2JTraOXtV9SwarKRE5vvirgL2UoTWTuweJbsPb0lgjkuyutjGs73JUWnydSobIDRVbVhCExQiuz8Vpy8yqgBA9cz7PkF1aADw+Yej95bUmPCojhwWXvAiWWImsl9LaOhBHWGlJDa9VplvlkPl2oLrRcDpeRy+gV6uWWy6wbyAa6XrhR2ahustwPd1lusz4ND1t/CXuUndZX4SXr+/CO9Sv42HoSjlu74eNYA+CzlkCRta91PCStFinp8VVIiMYV5reO2M4zmQm7DN1d/LsWwPkd6wv+QgJuusZe4blUkuw2trXkgwT2DcKhxKEElKa3qPW1KqpaaLF6LRYrCJSiZOwlBBtiRXFaVSklsmK1CECkUjux56vJZNJSb6GWFhLelZTqJSphLGmJ0STJt335B4bOR0PB1rrWulDg6JE64/Wx6ZU1d2XHt5WwHaTGtpb2v8wtYmxXGB/rzF1hWWxXWFY5Ib9oW/KrI4XRQOKrvW0Xi0WtN1y0bMqldCPHShlA2oNY6ZG+eg4xK42RzJrzqwwHHYex1mi8Js5cYZLSvhQ0jZ9Ch6WmNAZr5qtO2Wsi07sRf8hYx0h/oMXVXsKTUUJtL8G4gtm8DrNIb55s+qKIGRsfT3Uw2BrXuOzpEp6MHZVqewmlvYTVtIiB/tJX48nc+RklPs9YAU9vO3fHTOUqH5/MaRT9MMNNJR03X6DkYXozZ476RjLZsLm8zT9/JPK9rSzmjtn1EwebnbpzyMFkKYu5kzxtdQsE7KgPEdmF2Oqw85d02t2EilbRbTWWVXQ+7GavhT+kvXtIe5u/S8lY4+TY1y4/+Vxe0lXsYqWj3ee7b3EL7pj+3RjjkxCiGXEzxmaJ5lVokRx9WT65J1pQIcp2S5YctgQ9kgiibLPYnKpHgyzBq0TUsC3HWQCFSlc14ayA3kp/dYBzqDBCTipj1TG2Ia4R7tGe812TPIuVuepFnivkK5XV6l55n2u355/ySUuJzV0CJY5iZ4mr2FPq7Qd9PZep69W7hDvtT5DtdLvtcfsu2C3vc/5GfFd+z/K5+LnrM89x+QdLxMZfIWHnR03Wtwzq4jG38hpkJWx1ukQPuFVFLVRchU5munIqgoPYCx0tqXeTfRkbcyB16MrtUw7izZKtNneRNeGeIk6yznAvcV/t3uS2uq0i0go2HPrAtHd1nfH68eOl+jZy7Qj76aIz/oeTXkGSkJcpksVqVW12u1Vzu1GCGNMkgQcVgVHJ+VaXM/aCW1FjitvjSUiKV5IUJ45zocPpdTicqtvlSlhVL14OUpqSASWKR1RdbrvTwZvnQRmAvc2QkTaPi70Pxuo9oTkIe9VbvUNAbH4iaY2Nt5Jl1jVWam2hU5OW8W6yzL3GTd0sZdMkMosvDwtI/J7YRU5knZjPlYrg2ON1dQFUCvCfEcG6wKdpyme+sUn/Chqnim5+3DA2kyB2DBArNzi1FxWnVsWAxRmMaYhOTr/g1xGzx+hzqcOoUB7G+f9mM/R0xTzmZzv4ZtwxDRWT29/3pKbe3Kn0JDw/b/KYhvLMl0GpqcM7lZh+0tPxVcLsJR1v7kaVCytETvNmo9KTVdMI/eg+vfp0jenL/ZmXu1OHm6wxMQb844vmF5Kcqbd3eyqhGwLzjchi/gq1pk0zoe8N5i+a6qjt/NgfYw+cO2T5GYuIC8UCGdO2f9+T1WL5k3sf7H3O7mfbmvc/2eWPyC7uPeJ+jV7cetfrh+j8k+/Tq3edeoNJtXltE4WvkXOE6EvceuIKpL0n03uSzIUoM+ISzW3mnnby6TTPOsyIPV0+vbhwmt8XEzbNW6U5ABNFM2WgHKvXJdiESNDlkW1yVtLjitmS9piL6/quYGki9EEocCgU1FjATU+c3IWbXBHiYsLQqkhlibfG9axVSDqSLuqKlfSs0NhBsVs8PkfAU2wrthc7+tj7OHo773bbSjwlWSN9tZ7arNrshZ6FWQuzr5AvdVzhvtJ7ZfY6xyb3Zs/mrBu9d1m3257T9rv3eb+0fub9p6NV+96biuR6sgJO5+CpBrHxZdkiYdE11HWDS3AF0w+hG8g8BqVA0cTlsms401EuCXqzsgo9Vi8mXHacyoU2q9dms2axjdg2md0AIlqElkYORGikhVbvcmGPJL0tdErSVu1JeuhMzwEP9bSQwbtdJB+Gha3sFO+zZMze0z7eLkywp+wUB2BwU6kLe4hWN4djV+O0xi5sZa/mRnGGvYQtoB0/EmRfvDwaCmhHeQwlk6P6/GayjZrpMsS+2IQTtqpKxTnrxPkQaJ8P+/U3vKQ+Z5OtNmFOB2/qw919K635fSudyAl3ZVe6jdff1DKdAFBSwqnQEeUBNb+gwF42aV0SdLmsVt6bXF7S13uKdc/qvmwrvSk7sc8fxvPXeAd0qxrpdxdJtralz3+QyI8mPm5uWzKooOfVNRVtFz2plRSEF7tyxJLWuy9Ze/WldPHJ3zw7uHYypFL6fiDpeVoEI3HSKHAz/AMAwkknPZx3LI/mWWFkgpK8vTQfujB9pK43u4qvWks78KqJ/Ko/Qgqv6t1ECCkyi+posgv8cWIblAjvhZLUwT35BRXjS0gJexXUzpFsmayW34+va/JWTDJacdxsRc6xHJoj8lbkZLYCZ/iH4g46XnoeBP3b32zr32+a/EGmFBxkIXPCShZhZA2ppx8RYZmwBtYIwjJYRuh4MoFSYN8op8IGIpIWOqsRZfwWOnkXBMX3nuCcYGzr8Vaobq3j3vF1fP0u3Aj17Z9QzioXPlz31V/EHSTQ9jn7LhYsEgNSFUqtVnic2719t7DvJqAQroggS4Jgp6qCgvov6dPI3c7wFYWQ8RWFmaBa+otVpCfzx4CgbYX+Fe+6qrFHj1dpnT5UcKKqtcr8lrf+vQKLJItAZMGivyuWUIvF/LpCeamnMsG/XVB6qP0LC0pe77yxxlcWTvUTfkN/2E7uaW57qe3XTf/zRKcn26d/IZp/bUF/MvbNBZtktaDckbS00Kf3EPahBSHGv8KQBEImNAoxUU+w7zBYYoJi7S9Uych685O2KPRkH0W06w/JXohdhU/JnrE1EDoaDGlGgM+rnQixN1V1elqsHmQiGk8rSxaL+Z2GTk9rfKtBwKcVA+nvNegPrH+0YUBz2/xTv3mC4ZcsvkAflXaAH/6g75TbgJIxyoKKJNr80B/5s2fwVFe1ygRKFlVbaEvSksWzs6rFFtqcDNohyNxzL7Wt1ca67/dfCmsCwcN57NvWiROtJ44c131coHrsp18lTiVaE0faDZDdvD6LkwjZhbTIK/jKINtHiVfwl4HFaSsj2TSrjPgIHqwOtQxAZ6jc1phgZkaC/WJ3Zamivp2j3sa647czL6irrOTv4csqYsvH+m6Ncpl/GZl92suvkP6VtQMXD4jH8pXrhKVTqi8aEs3P9hHxhQUDB/bJjVesXNmvIBAoZQsuoACc78z/1UxX1T/VsArs7+GPi7uy8N0bjnz1w7OtF2mgIo0AC5YnvAAelYFt42CIBj88+8OVGhj56T/3VtnIopVpaKB/hAvEVZCNMErJgcukGphGNsB0ugOuZiDkQFJ8GlZi2R2YHoThPnYtlp+K8BFCFUINQsjIG4swG2EyS2PZvexavMdydh8eroLpahSWSTWpVqxvq/QKzEd4AOMPix/DdrkSlmL6UbzuAPZzX1YGr9kq74C7MP8+PD8H8x7AcBqmH8L4DLyupxG3KDdDkIUIMuZ3wfvcZDxvsfBr6COuSv0Vn6UW7zkaYT3WMQHD4QhjsEwWhoMRNpBXYCN5JfUwnscQrsf6N7B8hKFGOBLvsw7PV+N1BZi+HuMhbAeSCXAh5CGUIFGqpF54DsNSfP7z9OdGeAUWsGdOPxO232jT6aC3cUwmYJ2/RIjTytQnGFoy2tYZru8Eo4RyqMdwMUIYYSI9BEvFc4Fgf90tfQICA8Q81k8fIpwjzoVxmCbYzslSM9zD0ghjOaxKtYr3wTbhOPTDc1fKW/E55mJ/90I4AaX0K+guF8IaxK+heP+1CA/gPT/n+DAXpmD9PTAsFz/hOLQeYTPW9Y3ZT6xvML0Wx3US1nWKzQi8fjLCCByXeoQlrD1YfynrczbupKatEssewTIzGGC+nwM+O8NJdg27Hu9VaODhw+0hPIxlbsZ+PYyhiJDN2mACxzMD8NzLeJ8ggoyQg9AD4ROEhxEWI/RHGINQgnUD1itwfEWcYbjJ8QNxQ3oF+xDbxnFWf4YH+Hjqc+Yh416snjz5aVhsQB67J5svDGexLTvNe7M5xXDGDDl+L+Z4/zV7ToZT6RDnnvh3GMHawOcg4pYZsnmHbWbzYSudCht5+DRcz3CWtc8MWb8wXON9gnPCCKsynrUnnyMYCgBxA9evN0OzL9LhAngU7zlLvhBpyjYYKa6GkcJtcKF4DIYKXaCH1BPz8HmwbAP9O0xSD0I5juV4TN/dKbyLgfIOWSQdxOd8CvvzHbgf+3SF+A7NF98hkvRU6gsJyKvSU/RaHj8t7AzkoH6OhQwyz/23+f8nQN+VnkKa+VTqS+mdVAqf53Y2J5S/k54IMTPE/EaEeoSuaoLcpS4mLcpU0GSA4wjLxCT0l5LQVzyI45ONdB7nAuZPlf4KB4SbcazfSb1H6qGe4j2UbJhNtyJNw7rou3A9A3Z/DJdn4FEHnOuMS2Zo4mvnkNF8A6eiGMo4/35nwBEDTiD8E/FoDOJkkPEGRp85f0AajbDewNdFafx8FR7D8CYTPzvh6aJO+GnvjJedQ85bkL6b8xTrutF8fkYfGY1jNJLROUZnzPKdw4zrN9EdiMeMDh+C6ca8zjdgNLbxb8bcRzqM431eKiUPTz0hN6e2C57UdrkM439CkFJPYF9cnuap01JtBj/tYvJSPR9sJh+VymGpQc8e5fTmW/g556M1vH0W+VlYI53EcUcayNu7zZiD2J/Y7sXiLOzze2AzPkdQ2IDzEfMRZrA+4WMBEGB8gfFE4Q7sZ8aLbobrhT+jvMCuLQc35xfVcB62/VWehzyVhSxPOg8elv8OZeJUpLUHYS4bK/YcrD1s7NVLwKFmI514B3qJT2KZbLBiuW28D5LwBMcLdu1iANYXyhxQEGfHYRl2v4f4NUnwGP3xKO8Lfj3KIgyHWV/gPeVsmMTlib/Dg9JUOA/n0ENKPTwkT8U5lw3b8R6P4XWjWVvwuhDn13fA+Ti/NiJt2og0Bzj+T0+dFJ7C57kc6TqCUI999BQEpHrsw8X82YeKOo3dwOaPsAOKGI7IdyAdZvLEHbBJTMAweTHcjHk3S0gnsd6bMO8GnL8JnLs34vVRg24D1n0j5rNrq5ksw2QENl+UJGTJ9VwOAN4GJqdg/cIX8JAwGjYiHg9S78B+WAfd4T/6Sz2th8ykmPqdoME1GPal5fAHrMGGccZD94prYaFYA2VCL5y7bugu/h7n6vdwr+CCmeJrcK/YAptZWsyCEqEBn78ZZUuW/wZMYPn0D5i+C6aLqMOIG+FicSasEnYi7r0NVnE+jjVeJ92CeFKA13+L9zWAfAzThRqcW+sx/j3yQSzH62hOjWIgjoTu/LoM4G01oVOb6Rh8qtE4ptheFu/QXmxrup1mG8/QPv6c7L54HSsj3gtV2E9/QSjUw7aJ9GZ4CmEbfR+GCGPhCrI9tQ87eXgnGJmZFnuTqxF6iL1hD8JajHfD8FcIz+pplN16w58R1uG9D2LYJPMFIQJ0MPRhIeY9gHAXwuvmuUxg9ZwpPxOkcGpfh/Qu5DUI5HhqH4PO5bGf+2B9fcRzUvsYIC6OZiCvAa9yKXiFYszPxes6paUwzqddUCBA6l8/1aZ/B/jXK6Mfk5nPaI4Hhr7/AP6SEcZYaPCG/+O2/Z8Cjq8boSfv368hW8chyCLvpv6IYQ15F9zCJYiDCJjugekssz/NccL8n/H8TuNHB6faWJ93zu+c7jyuP5WmTTAzE0w8SOPD7TCQgViN5RE6p9VXYSAD+SU899LpafGJn4Dp0FW4h7UJcbD49LQ8HooZ0AJsa4hdg3MOIZ1+A2kEAivLr3fACAZs7jKgzaivIaTP94ZhDNr7FfqwfhXu0c+b42OOS+fxwfb1En8HgzAsxrA/hpMxHG2GmXO287ztnGfSkjOV6TQ3ev3YPf//BDh3XkN4BeHl/7frIoC4iqAhyH9BOaQa5ch3UD45n+0ebUVacqoU4XGkQ1Mw/CPmIfdu64LgwLgb8y7C8H6Ak//E+ErMf0eHFBXDsM2QK4OYt9u4VjXuN1m//uRvAH44jvCsfv3JHQiLMP4/CMjPT36A4a8xvAvLf4nX3YDh8/r51pmYvhThOUz/HdNLEKZhfAuG2Rh2Q8hC8OD1WxkweeQ0PfR/PTyz/vGfhiizzMF2RpnNC8OrO+sQ/3FojudPhJ11DXP8fyrMsBl0CvV+QJ3pbyj3NWTqPv9OxzFDHM+2TBCnplpRprQzOZrJskx+5vKjEXL9jcuxWC+A1wyZ7MzkVyY7M/kVw4e4zUDi7ZnK9HzeLoNvZNJWchweQNAQwka4GMt8T4tTv0Pa40L8/ifqRo8ywDTiGHM/4S4obyDvciGvO4B0958YHsJ0Dob/NHmaSVtPo7E/wdP+t9P/LY/8P+CpZQbM7AQ/lm9CPwNGMejMi/9b+Cne/X/My3+ER2fy6f/btMnnTbAMhDIGSjK1j0FnufQ0OeAn0j8l5/636c5yx3+d7iSXmOnOcNr5zrhnyjMhCKWh07z7b4HpFuKudtnfbEPneZyeb0Ya+2hYJiAdKDF46MMI/0CakYOAPCp1O6avVU9BmfoMlGF6IwLyxVQ1wlx2DsM+5GZm32bfIW+7DtOaeIiXnWbA3J/C5854y+RzLh9in3E6uIW1H0oRBiB4EHYiLDXHmumQWPdhilyX6bni9NQ/xd8hdJIBfzLsDSsQnsG0C9MupMVe2Y10OwlPMHs8hlYMrUjfJ7bb+FKt8pW8zGhuW14NI5HOXyy+w2xfqRe5Ta8NXIqdr6Ncjzw0atrpMJ3NbENKjNlLUi2GfW6W/C3ywfOQH1oY78B6a/ia0GKR2XG/hZ8LNhhq2JC9pi2Z2acYv5J7gMbtGJl25I9RNp4BQxGqRX2daiqzvwif8LWaDczuLoyD54z1rQbrDnjA8go8oM6F4eoavt60VbgPrse8+5Rb4D45wddXppp8lfHEM9j+mC0zlLZpGs/cWSbg7ZsB5zJ7TGa95nXqcOSl33I7lG7H/AnZBnn8JoS5+npF6sSZ7Z2p3xp2zwUGj780zfM72+lnwEThWtT7TJvs4xi+CxeI6xGMPu7cFrMu7JfWH5OFTNkE4+dxW5++3sNsUFkZ63DDeT9/wcdrFBszyYFz2MXGP7VX1NfnBouXY3kKQfEbBN32yNfnmG0Y4Tz6HpZ/AOfoxThXEAfFn/E1vBsMwLKpx/l1S/R1M3kyQjW2az5et4OtHZkA69ohdUScCps4cLta6mHqTe3FcCV9na8xuoy1wKC4GaZwm2b7mmBALOF26xJxCgKOP8IVmC7gz26EvK+SeJ0LRvFnZLa5HgB4ThUGGDZSo6yyB4YrScRXGwyXmqBAWIbyy0GkdREcu9E4ri64Xvgb5Ir9YI7ghrkMyPDU78jfMURJnQH9EvPfw/A2TLO13z/CBea6mm6fhpMcXkNZAcFYy2UwjwHdQfKMdcJaI56jxzGvEnZzMO+xAx7PACyX+hvCSfpzrHswzKUtWMc2bAvWI2g4/zoBXnOhASVGPSPE83COdYQhnQGvZWFpZ8B8FhZ2BiM/1Bkwn4WDOwPmDz5DO36s3I+148fyizoD5hf9L7Tjx+4b7wyYH/837RvTGTB/zH/Rjh/r54LOgPkF/6Yd4zoD5o/r3A6kT6jHtr2MuunTGP7J4PdfYHguhoh9bS8yOzbCfCP9J6PcnQio/6bu5tsxIDXYAKR5KaYDb8DwKwTUq1MT26HtVQwjuo3crCf1M4SuCDV6Xezatv163RyMOtua9Otbn8HwN53SPoRP9fp43Yz27sMwjnCP8XwbjXob9La3/ay9fFtEf0Z+XUM7pASESXh9FMPJ7dC2S4fUCxj+AoHZRV8x2sXiuUZ/sGfew+7VThfgB/EepBmzAJBXe5UdeiheBedymvtGB161nNPDj2E7p3cppH1VUCY7UA65HwYzuYHRcGkeL3+TNBd5E6B8grIClxcOgyS+BEHpE5gpXgxDhd0oF49Aeot18HUZvDej20zmEG6EsQh8rZKvCbG1k8thg7WZyy8alvGKn2F774YDqLNtlKYBwetlpQemtyBffwgul66CK9WlcEA+xtZMYT7yq6g8Eyql62CkqdvKS8Ei2VEuMEL1LpijdMP8HRATP4WIZQPKdW/CBOyzvmbd6bV7BbyY/7huX+H4h3AqgXAubzO2F+UwEXVrr+k3INVhn8zl7RnH15yeBBF1dJC+Qd49CkoUC8pepbDREoBt8gl8Dhnl1ARfl59v9H1Ptv6kXAS9pA1QZOru8hHs5ylgNUO2HmfaA1B2e0hcwOVFD1/XMuwB6dC8B1tvq4fNzFeis1xjylFpmcKwEaRtDubzYMj4Z/r5jTBD3tBtCgdRPs2GBFvH4zaRzqHRJr6OdxBxyZBnlQMwWhEwfBzmy+thsjQW+yULJisvgEcZAQEmnykKl+uWMh4tfY+y6GQowrEZgoA6RWqRvi6WqjXmOLO5/RFhBk7GC4w8ZqvAMU/ZMH+qcS2eT12i6xm8DFs/22TEhxgwVy/Drm39wCj/TIat5iMduB4Sy5RTDV+q9aeF7Wv3DH+G/2T4H9rQ2BxmPlVnWOPvHP4MwwVmGuW8j3CO3o7XxhBkU47uHIr6ev+1eshlQxY+ZoSPMFxjsl7nsLP/yo/5s/wbOVafZ2bY0e/FDC8wwqK0X85PhJl+Mu1hKmWknf+p7c6wuYXM8Az+B7pNrj2UT9OfMkM+JiAYciyT30fzdX7mm/NvIO3DdR3iQEeoYcD8Cc4EMnISBsqSjmDI+T8K8q14HYIa7QypfzDANq/VIXWvAX834GEGAkFdGkG8rTOk/sHhzP51Q+X7sV4EtbsOyqs6cPn/3wD2ASjISVUPD2XGC/8toJTBQPnGgJtMSKUYmP1u9qPZL/hsn+JzL0i32azfuO//7Tj+347L/9Zz/7u2Z4Lho2eGzHdPPmO7cXw4/EMH7kuzA7IMkLFf9yM8hfCaAT9jgHMlxHyVhHmIT/O4v2L6mtPw4GbUTRkYacP/RpZRslMC+jxgvj86QO2Z+keZp+OfUqz3E/fb0WWvT/A5HIaP7XyD9hVYJsBDhp9slNEW5LtsnvcUfw3zO8p8qcm6Pp16GPmkhOXd0moYTl9PPSJdiTThWOo30hqUBRCwrhsMeNWAbbrsl3rW8IOUuT/wDngyE1C3zWXAyuh8MvWYIW8zOXalDm2f6fnt7TJpr/AdPsdJCHL/0iTXryeIC1GnXwhB4e94HuUFtt4kzIZBjGcIfVC2Yj43lxv+ssz28CGGOjiwXyYI2zPmN/OvYX41CNwnh43Ty8gDWPmX+fWmfl/C7UuLkY7/GaLc9wfPcZ8evAfzdWJykYAahTQe8WIilp2Y+r1wF4YjDfgO4WJsbw0spDdAd2E+6sNvoryTjfkrEJZhPIChC6EW4T6ES6EXzz+JePIDlkcQREz/FkMJdXsJ8743YLMO7DzXt3fDXJSJ5+L99HLv8Gt0kGEueZ7XNVcYjPfDchQ1JQElCiHbiMt4fh1ed0DX35ldgZXn58wylvYyyjUw3DofhgvXY1iKcsSg1D7yBVSJ08GNY+pA6I1j/TtDf2B60xsI2FupBzD92ml+AeY6uRFKz8BC6RzoLrWifPAXxIPDUCWdgHulaiiRJyAfexpWZnouMX9i7kv8Tup3pu3bBHkaZFteghE4hsD8N8yQPsU+5YHPO5XzI+5LT1Dbgqf0e3L/aX2ucTlXGQrX4zwejjDS8Puer6+PoQyKc0/U/VRLxMcgB+9EdR2qDXsrxebDZKQNadsrC5lPG8MtQxZkMubT9A9Mr8W2hFL76ATINa49X9dLU8xe/XMEZrO8L2P9aSuD/6/XtzqvQ/3YetFP+Wb8lK/Gaen/ck2ls+/GT/ly/GS605rLT62XIa4yGXk48pUD8o7UO5jeg3Ab0tdHGYiQSnH7qC6v3SjYcG6vRh10FBQYNlFmJ81F+pUrbuY2/fX6/SALadNg3TafOmXsc+D2VGabY3KpEOD7IEKivq+B3X+0Yb/l+ybSdtoKmMpoLaOpnGcw327U05DezGW0hb4K5fSUToPIOxyA0SJulxyMbRzMQx6nXQ2aMhgstByf5Wc6CK7Uq5wmOXWaJQDer4XRM+S/Or3KEUI6/aJv6zSIfohlTDiO8CVbq2H6NNepmW72JOdNP+h0ktNCZofEON+PoutPLjYH2T6Yn5KXDNnyqU7hfjP8KbnQuOYp45rTyxtrN8hLsjhPfgW6MN/etN4FUM59oz/l+spIPM9kkHY537S383HCMdLX9klnvYCt57CxNXV63W7W9nZGOFMHzqdZP36GcpkV+e65vA6kcXy9Z1XquNFOpp8EEU9vSut+pi5n6hoAA8QH4FHhIpSFejKfJM7vn8vQbx9lwH1IXoXHuC8zhph3CMuN1PkG5yEvIbyJ8HuErxHe1e1Ure+xvUOsX9L60IPMf6Btr/QX7K+XwaKeC0F5ny6vCPWwktnFGWDb7mbA906ZsIP51XBfqAGGHyHT64caIdJcGMXp/Cq+vjFD8KB8MAHxZDicg+leGD9HvAZl9WK+TlUjXsH3xEwVgtgP7furylieeC2WK+X+vZPFq2Cq9BIskt6COdJ38LhlNDyO4X0ChQHSIH3/hLgShjM9DeWKDdSK+toqGIf8wYmyzzrWFt4eLM/O8Xm7AnnajXCX+AKe+wzDZQgq8rFSTB+Du8iXcJewCscJywjPcb/pu8SvMOyF55ca4Z8xbynSBw3LfQC3iQtAlWuR5iwDVVyC4ISojDoV0pkZeI9+eE0vXs9nyBNfgC28DWcC1qZlRpsMIF+mjmObbsFwN8L7Zls6A29HJrB2dL53JnxmtKdTfQxYX2QC6xfxW+iB9W9F+CXC29imgQgbpCEd+ysTWFvT8M+O7eZ9aALry87A+tYEp9HPZwDW75nAn3tJ+zikAfuAjQkfCwMHhF9g3SzOnpuVOaa3keEAx5HpQM3xR5w8l7f7U97eu8RCWMTbhvVIw5EW4NhjX7Ayk9L31PHpFn4dK4fn+BiytrF+fha68Da8wnFrNKuXnWf9KR8Hl7wby7yPdfiwzByI87rZvdfr7ePXLkQahveSp+D5KPKqTzCPgU8/x9tvPFe67Wz8WdvxnpJDbzvKknfhHD1XLsF75WL5q1GuZDgyFeFlGC4/y8fKI8ThLqQH+Zn7tRD8Rh7bGzYKoStCuZFmYT6fx/8psPn+n8J3nCZkwn0/BYwedIKyznmiL/V0ZprRD4RxdCGGj/G48lP3YTSK0aefAuRjT5j0q3MdjJYxQBnAmaZrmbANzsvof973zBdaPAr3M5BtKNO8A+ukj2EdLUK6XoT3LYJuCLkIcxB6IoQRcgzoYpwrMtIqQol9Kwx32hkPSO1z/oGHTPbGGZVCPSZ170/JwJ1lPVMG7FwO5cQXyLupmRh+geG6H/N1+bF0Z1+azj4xP9Wu02TSzn5NzanDEqQOi1tTn4tHUp8rM1AmfB/KFCeGWVBp28PXoroB+xoJwGKEVSzs3M7/1O//P31u5ifIZYpDus7F9Hi+ZvC0IX+sgumolzJ9/1pM5yi/AI+cDQF5HDwg/Qo2KE+CRX4/7cOyXt0MDiULAhYn8tnfGWscqOdLj6D8tYzbSrP4XmImf+fDAaEUcXMf0pXVKEvVIl+5F6xcP2T64F9QhtnC9oimmK1mKJOd2Bo9k1uNvc1sD/NCuQp22GpSz6ujUx6bHcoQz4Z20FnfBUq2c1/+4XoehOhE1MO2Q5eMvJFG2MUIzfyLeXiav2Xqe9oDbuZ+l3ejrnCA6/FMFnGhDJ3FQCxO/YsB6/N/B2I9FDAQPsExzIj/pL7YyUf/J33wf8Ln/ifnyB6cewzMebIYhjNAHMrV5UsWcnvUeAy/x3CXvl6aGtEpDvq6HQu5LasA4TwDbu8Epfr6UKoCoZcp3zPdPnPvEds7ZOj8Xc39QeJQlBHPQegcDsuIs/7B8kIx0sGe4CVXQg+8x6XMxiF9ifj3W4R9MBxxfTiPP43yw28wfA3xezU8ys8Ng8fESnhMmQePIU7fizh7L9LQKulx2MSvuwfulS14zX64TdqR+kq6G+cWu9ddsEE+D8t9judzjLqQXkojUNZZivHFsFCM4T0DMEG6BvrJqPPJQWxvL9jNfVDOT11B7kk9RKMQJe+nmsUIDJafhOtQrtwgPoJy9JMYLkW4CEYK32CI+dJ5xjmMo064QX4G0+dheql+HuWV4Tx+OdyC6evI86lHxKWpF4XHUT/C8/Rl0HgdcZgpXs+vYfVdJz9u1LsCBmNfbuDpi1Lficvxef6Bz9jM5/5eehfkqxSWMJDehOHqO3Adhzf10JaN162CiNq+h25s53lALoCfmTaRzr6Dp9kmBuN1P4P+Jt9gPgUie3fCK6mD4uLUI9ZHANRbkJ5MRdqzDkNDn5MxXx6NMs5wyJJlHcQxqFN+C9Xy+ficnW0sneg9083weZeSp2E6hudjOM7U6/DePSUJ5/li1JsY5CEeMthpgKrLtpaBqVblXAzXYlgLo9UuGEZhtNKEtPHw6SG3gQHkIG30sLX4jDVBPd0bttKr+P5GD+KPLCOXQRoKiozyUB8Yav07zFHu52t4Hizjlh8Cr3Qv9uflSJOvRDB1w3dhmnQSceZxKBFGouz8BJ9HVbpunDpi6o7iXKgS/oE0Tr+fbN5XzEK6PxQ2CFtgAgNRwL5ncA3qcQj0frzXIsTz5+F6ZSfi7Apmb4F1MiBfmI208Xe8LWw/6SjhHDjA3zXRgroggwe5TjiKv5diPs7L17Aeo4xUlF7LfVS4BbxyHO7DMduAuPADsxEZfnYb5AX43FdCrjSA2zCzpOnIa8oRj/dgOBdDI41tyMXyzDbA/DazjT2uLGRybLaxdtkP6YSX769l+xmu4L4IItd7e0G19DeU/dk43QObVRku5OsWJdBX2IoyeA7KIczm9DFcgGVqGV9kfgWWq8Avbkt9o1QgT3wLacSq1PeGzwF/Rwf9FuMvIy07ljoh4/OJtxjv57gQy16IY/gx/Iy9MwJhCgcccwbiPMTFP3M5fZ0owzrhSewDCXKF13EM72ZrBYbdahUEjTXjDVwXLMcx/Tx1QjyI8A6zg6V84jsI0PY5s6kweZ7ZsZC+5pKTeL9JeN8XYaMcg41Y/wLEbXbPqUzP4X3B/Ff/Q1uqkI3zLbtdLjxNXvopntjJ9oi8ZifOXSQ/qYG6H1Ab8zFg/svlCJoOrTcAnFqPwPYgzcMyvTDco/O8touED+Gv6mr2Prc0EVvy74EOz4A/AeCsALERqVEVwms4dWMIFyN8DWBBHmrdDODwAbiQcrmPAHjHAfh+BeDHdoU+RBKA8dyeBrytQ/TqdshHXl2wA6AoCVD8LUAXJ0BXqw6JawG6fdoReuI1ZTt0qOimQ98QQP9jAFXddBj46H8Og/GZh/4FYMRW4K4t52Ifj8O2TngfYBLWNxWfrQafY3oRwPkHAWbeBTD7ZYC5OB7z8fkXLAdY2Axw8YUAyzFvZT7A6haAK7/V4drA/zKM+wl4AOHt/11YM//HoR7HbW3FWWBw3ZSzcBbOwlk4C2fhLJyFs3AWzsJZOAtn4SychbNwFs7CWTgLZ+EsnIWzcBbOwlk4C2fhLJyFs3AWzsJZOAtn4SychbNwFs7CWTgLZ+EsnIWzcBbOwlk4C2fhLJyFs3AWzsJZOAtn4SychbNwFv4/AwLgvpPugip4DRSgoEES1gNIfukrkDAtGG/RKtbfg975b+eUdYNsQjf2o/mQA1EhIXTFm0WFro1yTrRFKGkqCkTffE7oAocRqNClMZET3SsUCzmNA6LJFiHe5Mkucw3qLsSwKaX8GMPjMoRnEQ4giDBTyMV8DY9rEOoRnkU4gPAmggyAR3Y2hrAM4UGEw+yMkCNEGmNRbVCxEMRrg/hALsEP3yCkEARspx9r9cN4hJkItyI8iCDzcixnGcIahAMIx/iZpOBvvL0c2+5vvIkHTYuWlPHkbD05o44nm86r1cOxE/Vw6Ci9WH+9WK8KPbvHYD0s7qaHnsKyehZaHWUHB/kEHz6kDxu+HI+EvgguQiAK24RsaECggmzkJAVPU0FR2YMHBBGIQAUCcyGaOiiQRoe7bJCVpug34IEo/Zoe1c/Qo01Od9mDg0bTv8GzCAcQBPo3/P2V/hXW0MOsz/FYjfAgwgGENxC+QZDpYfx9hL8P6Yfgoh9AKUI1wkyEBxEOIHyDoNAP8KjRvzBU40cWr0ag9C941Oif8bH+jEcXfR9j79P3sWlvNfatLNvLI4lSIxItNCL+sBHx+Mpa6B8av++CGFWEI40YtV/Ih4FQLuQ3FvZC9As0Vi2MttCPm2KJ6LZBPenb0IBAsSVvY81vQwxhAsIshOUIMsbexdi7UI+wBWEbQgMCYhkeNYQYfQ3htwjvQk+EJMIEBJW+2YjVtNA3GosGRwf56O/oK+DHHj9Ef8PD39KXefg6fYmHr2KYi+Fr9OXG3CgMsuF5wGs09pY8DEvxvER/3VTgiaYGuekB7LsoHksRqhHGI8xEuBVBpgdofuPcqAdvsh9eUwFLNsIXPHwcHlYhuSiaLBqCCBhjh6L+52AMDw/GHiyiyaKtd2OSHYpuuR1j7FB0w2aMsUPRlWsxxg5FSy7FGDsUzV2EMXYomj4TY+xQNH4KxvDQQh/YU1Ac7Tt+MYkNctHLsJcuw166DHvpMhDpZewH34usbfc2du2KPXZPMtGla7R+H6l/jtRPIvUPk/p5pP5aUr+W1FeR+gtIfYLUR0h9LqlPkvr9pB92RT1JNndIViYDpP41Uv8MqV9F6otIfSGpLyD1MdI32ULzGkeV82AYD5oGsUmH4TkDkfq4aB72aB7ifB7ShAN4fAMhxVNJLBTL1wsHc1mY39S1Wk/36F+2DKfPC3jhCzgML8BHCCIO0AuIRi/gTV7AG7jwWI0wE+EgwjcIKQQZS+djw2/lRxceSxGqEWYirEH4BkHmzfkGgcIyo4nP8oaxRpcaDR+PINIX8JePvzyal8zRIlpCGyncGiGuXDI+N5VL+4LPhyTb41bdLcSx+1+O7/7lAMsgC72F3spIN91ihLc2fo+km9zVWLQ/Oiib3Am5ImIeqYQiUohhP1jF070horKwAiL0KQzLGiM1eJmrsahbdB9xsqt2R7+PHIl+EWmhGP08sj/6x1iLSBqj72DOU7ujb0dujL5a2qJiznNFLQSDfTFedG+kX/SZ13jRtXjinsbotSzYHb0mMiK6OMJPzNNPXLAKU0lXdFLR9OhIvN/QyIXR5Cq85+5odeSCaJVeqje7Zne0JzYhoUe7YmO7RHil8VzMaY72njq1bwtZkOymbFWmKeOVPkqZ0k3JU6JKjhJWvKpH1VSnaletqqrKqqhSFVRvS+pwMgE4gF5ZYwH7CgABkcc1yo78kyY4r4lKYTQ0ZAlj6JjJg8mYhoNzYMyFsYYTk+MtxDpxeoMUH0waPGNgzJTBDf0SY1qU1KSGvokxDcqE86ftJOSWWsxtoBtbCEyZ1kJSLGtduMEzZNpeIMS97uYwC0vW3VxbCwHfpdWBas9Ad+XwoWc4zDKOifa/QId4zuCGrWMmT2vsvWNHzuDahjIeT6UwPqbhZ5NjM6btJd+SY8OG7iX/w4LaaXuFgeTbYZNYvjBwaG3tmBZSw8tBjPwPlkPU+R9eTkUuzcpBTM3Vy92jlyvE67FcAQuwnMUChbxcocXCy4mEldu5qmDY0J0FBbyMPwareJlV/lhmmdcKsUxhIS/jq4fXeJnXfPWsTMNAXiQSwSK5EV6EhCDCi0RIiBepaS9SahS5MV3kRl6TQNrLRPQyjsNmGcdhLJP4T//mDU4kSNOA2jkzhs2LD5sVHzYPYVbDTZcuCDTUXxiL7ZxTy07EGoSiWRfOWcDC2fMaauPzhjbMiQ+N7Rww4wynZ7DTA+JDd8KMYVOm7ZyRnDe0cUBywLD47KG1TSMmVPTtUNeN6boqJpzhZhPYzSpYXSP6nuF0X3Z6BKurL6urL6trRHIErws4qk+YtlOFwbVDZuhhE7VZEW1nhfNqB/u05QM5Dg/IC1wb3oeiy3awJWob7PHBDQ4Edqr7oO6D2CmcWuyUE7NdxqnAtQPywvvIduOUhtnu+GBIrL5k1SUQGLZwqP6/Cv8wa/UlrMP1Y2LVj/3huWENydlDV60GGNPQdfKYhuqJ06ftVBTMncUeqaG/mWezDWtJHdQze2Bmf5YpCOmCLK+K5VksRsHTx/8SIxzCZkE93d9EkrlkNayqFRpyx0yhSBGmTMdnnTF92j4UrBivWFWLD7iKJMgq8x5GsxMJ0NPAntmE1ZcYMaMvVhuhfiVessrskvQf66xEusdW89vy7kzMmDbIKfQRSmEQys49MeyOYXcMyzAsE0qTnqKoQPtGLWrfqM06NKrIQ6PmXWsT8P8ANF8gFQ0KZW5kc3RyZWFtCmVuZG9iagozMyAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDM3Nz4+c3RyZWFtDQp4nG2S3WqDQBCF732KvUwpxb9VI4igxkAKaUtNH8DoGoS4Lqu5yNt33eMmUCroYT5n5syyYxeH3YH3M7G/5NhUbCZdz1vJpvEmG0bO7NJzy/VI2zfzGulvM9TCslVxdZ9mNhx4N5IkIfa3+jnN8k42eVa8F9lrJvv6+paP1/Z4eiH2p2yZ7PmFbH6KSsXVTYgrGxifiUPSlLSsU22PtfioB0bsf5o8U053wYinYxezNWPLJlE3TNb8wqzEUU9KEteNw9RivP3z3/NQdu6e+b7Kf4jnpBrmgDvArYauqyM3AiwBM0CIHwEWgCj3Y8A9IMQvNPQomsVaqAsIdw9dKNx9B3WYk+4AA2O7SOABxsZWwxCwMLYaYiRKjcMiIdxpZhw0xIkopg7gHmL4IDDNFongHqBulSjTMETKKiWMIpxolRIjRWszyN4HLAEhe/TcwmGVnOr7Nhe7XL1aWGIWy2puUqqd01utd2nZop6zx+KLUSxV+v0Fmd/Mvg0KZW5kc3RyZWFtCmVuZG9iago4IDAgb2JqCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjQ5MTEvTGVuZ3RoMSA1OTczNj4+c3RyZWFtDQp4nO39CXiURdYGDJ+qZ+s13el00p1OQnf2hAAJWQiBSJ6wRDAiYTVBIwFZ1ZFFEHRGQFxAQMUNcQV1RAYXQqIYFse4jI46jsy4DDrjyCjuMjqKyyjp/u6q7oYQt5n3ff/r/67vSsLd56l66tRy6tSpU0sHYkRkp5WkUMm4icWlyYunPYSYfUDL2RcuDkWeevBkIpZOZLTMXjDnF3vyE7cSWX5FpA+bc95Fs5/ce8o1RAlIP/TUubOmz/z4pnPx/hQL+AfNRYRneWAawibCOXN/sXgZPXHhOQjPJKqbet78s6erWuvlRBs6EW75xfRlC1I36GcQ/SWE9KEF8y9YHOlLf0HYlOFFsxYo4wahfn9pIUr8khTlFb6PNLJot2plqGValCp/otncY9G43VC5+FEP0oBIJy1DzmQFaNLYESESv99qL4fHszJjGGsziUUiESI1T9sjSqNk0HSJ+yhdzSPIIHIojvC8yCHxTlD+EcrOiCL200YP0F9YAQtRO/uWfPQNS2UDaQyp9DUkvYO66Cby0iTayDyUQyk0mcYwFWmKaD27LXJh5EM6ia6nuyOPslWR7Xh/LT1D36AGf1cZVdJpSD+ZZtGHyrvUFLmVLLQafTiUJrAUmk6v4fdL1OEGupF+y34V+QalemkV8qumWqqNPBE5Sn1pvbpBO2B9hK6jvUyPnB2ZR30oi9byoshrkbcoj5roHnoAdSpinepoyqRz6QraxFKVZ/B0E/2awszBm5UR2uMoaQxNofNpKa2l7fQ887AG7YD2WeSXkfdJpyQqQJ3m0Yesgo3l96qOyLDIG3QG7abfo73it1M9Q71POyNcE7kj8iQl06PMxvaxJ7RS7ZquSyN3RR4iB+ozEBI5DeXMoMvoCXqO/kWf8xWRFTSaJqLk37EMFmJ5kPhrPJUv58uVl2kAWtuM2i6hzdSKHtlDe+kxyOavdJDeZV6Wxk5hM9h17HPu4DP5S8ptysPKKypTfwN5Z1MuZLSY7qVd9Ad6kV5iGvIvYQ3sHDaf3czuYAd5K/+Ef61a1MvU79QuLS98MPxd5LTIl+SnAJ1KF9MKyPYeaqeH6Y/0Kn1OX9BXzM0Gs7nsLtbKDrJPuJVn8XF8Ad/I7+UPKqcp1ylPqBXqcPVc9UX1De1KbZ0x3Qgf3Rq+Ifxg+E+RRyN/gu4kIP88qoNEL4VW3EuP08vI/XV6k94W+oP8h7Kp7CyUcgFbw25kD7LfsT+xj9BKkr9ZfCgfiVLn80WQ0yp+A78Rpb+E3/38Df4m/5h/qWhKljJIWajcpbQqHcp+5T3VreapA9SB6jh1qhpBz5RqJ2sTtW3a/dqT2md6tT5TX6B/YKwyLrf8oatv19/DFJ4bbg23Q3ct0KSLIYk76W7o/cPog+ch0T+ixgfpCHohwDJZPupdxepYPRvLTmdnsllsFVvNrmeb2G3sbvYQWoA2cAN1L+K1fCKfzmfxy/lqfjV/GL97+HP8NX6AH0bNfUq2UqQMVMYoU5UzlPPRhsXKcuVySPY6ZbvykvKy8r7ygXIYveZT+6hL1IvVW9T71IfVP2mnar/A793a41qn9iftqHZU53pAT9eL9XP0bfrbhm4MMhqMq4xXjC8sC1g664uah6jbD0/FGOzDt3OvuoIdRkQGU8mFlhehHyZiVHxBNUoY/ZIg3qNuyTxVTRKcuqm2gn8x20sV7He0QucKrDKMVhv7Gz+oPsVPoldZC0tV71PO157nmXQ/rNEGvo/vZcPpYV7Np/DbFWLvsm30LvR9Gd3IzmUX0P3sMBvCLmGVbAW9wlOUiexyqo7czVVmZWPYZ4Qa0KXqTDqLfvKHVdHf6MPwnapT/RXsUwdtRI8+QG+x39C3TIt8AuumwBpNh5VZD32/goTVa8Y4W4HxmAoLcp7+Ej3MdMwglfow9WL6jP5NH2p7oFHDYUnfD89T71TfiVRG+mOEYZTRNoy7uXQyRsy70JLHEBahMzHSbbAlpRjVDTSVZtIlsHrXRVojt0cui1wUmU8vgPdb1o99y7ZgRHSAo5p+j99r6XW2DuPw5J9u54/9hGdSJ33E/CyXlWI8HNYu1DZo27WHtd9qL+oDIe3L6TZo9NvQZhtacDb9iT6ir5kFfZNK/agc9R2MujfSebxJeYxGsAAtwJgtgB0fHmvJBchlFaR3O8bzYxgbn8FOnEm/pQOMMx9adDbKtyCfesh5GlJvRQ9extoRMxNWuy99jHYnsMF8McozkdNGWK1O1Olv9B6kHZH16ge7MJJNQV5f0+k0EyUMoga2Ez2wi6pgWUcqf4C8c5ibhrMs9mvwtWCEJlAGVWnvME79wqdFBvN5ymOYYyKI34LZK41OYgtRCxfa0UXJbBxVhCegDi8zRW1lf5a1uIXPiqxWlobPoxfoN+gTU73QGKkuUq9QvzOHT55k1gw7qXrokKrBlRXlZaUDS4oH9O9X1LewID8vNyc7KzMU7JORnhZI9ftSkr1JnkS3K8HpsNusFkPXVIUz6jcqu64l1JrX0qrmZY8e3V+Es6cjYnq3iJbWEKLqTkzTGmqRyUInpjSRcnaPlGY0pXksJXOHqqm6f7/QqOxQ64sjs0MdbOr4RjxfPTK7KdR6WD6Plc8b5LMTz5mZYAiN8s8dGWplLaFRrXUXzl07qmUksttpt43IHjHL1r8f7bTZ8WjHU6sve8FO5hvG5AP3jRqyk5PFiUq1BrJHjmpNzR4patCq5I6aPrO1YXzjqJFpmZlN/fu1shFnZ89opezhra4imYRGyGJa9RGthiwmNE+0htaFdvbrXLu+w00zWoocM7NnTj+zsVWZ3iTKSCxCuSNbfRcf8h8PInPPiMbV3d+mKWtH+eeFRHDt2tWh1s7xjd3fZorPpibkAV6eW9eytg5Fr4cQ6yeGUBq/oqmxlV2BIkOiJaJV0fbNyh4lYlrOCbVas4dnz117Tgu6JrC2lSZclNkWCJi7IwcpMCq0dlJjdmZrTVp20/SR6Tu9tHbCRe2pZij1xDf9++10J0YFuzPBFXtwOLs/zDr2Tj7J5OKpfsIxyTJRo+wxUIjW0Nkh1KQxG20aLD5mDaa1Zw9GMvw0MXC1zkSPzGu1jmhZ6x4i4gV/q5brzg6t/ZKgAdmHPzkxZnosRs91f0niUejJMVXD+/hza1FRa9++QkWMEehT1HGYDFf073dhBx+UvcAdAoH4qAGynd40pBjiz8wUHbyuw6QZCLSuHN8YDYdoRlobmcVFTa28RbzpjL9JnizerIy/Ocbekg1NfpjEyiG51ZJ37J/LnZI0au6QVpbyE69nRd/XT8yuHz+1MTRqbUtMtvWTTghF3w8+9i721Jo0olFJ47EnnqbIt1DKM48lFoFGR6uai3+6VOqZrQqUUkawUF2ru2V09LPJlpn5ozwdhqUbU0fkM8ElyXG2WC1bhxSdGB56QviE2jnWKqivmsfrJ01du9Z2wrs6GKC1a+uyQ3VrW9ZO74isnJEdcmev3c3v4/etXTCqJd6hHZE969Ja69Y3oRFz2RAoK6fhO7PZmvE7TbZm4tTG3W4sYNZMamzjjI9oGd60MwfvGnfDXzFlLBexIlIEQiJA9Qx63sYtMn3abiy4Vsq3qoyQ4bM7GMk4SzyO0dkdPBrnjhaUJwsy4Wme3aFG35jx1CriLNG4ldHUBbHUFrxxizd7CDad5MvojzAaIyY1dlcHOcaa+guXS+iYhl94IAYNf5izsG508BoziTQ1rJDNUMOMUi26FubKPpZHVjjefvIXub+q7qo+zX2kemxXNdXg2X0UHwNLMhMzE3PxwVDXoyGl86ip0XcUUrE8ZXRueDyfq71MbqozEwpc9yncYmVkdZPH8hjLwsKS4ZP4jabN+oXjtpBaonK1g29sT7z3XFFi8+GuI4fdh6mmxl3tRlmsmWXn8Qp30qDKMs6TvR5fCp/1xC1bzp5yeedVc06qyA6Pf599/iHcY37wsfCfwqf/89fhbbfNFjUZgZqYsiZjTH8+z7fN4XNsN0NLtiUYVoub8M/jFnXCcjdap4ctX2i3OURtPOeMELU53HXoxMokDVMqyrlSluJJ9hpcGTVx5JD02Vc9fvN9w+sfCI9v++03by35J/sNK/5LuM83f/o0fCT8nahJuuLn/0JN+tALZu5VSWxyxpQ+fFRGXR+e4bBrfs2VYHfY/FqGkkJpV6YX0ZWsg+WZXmvKu8nWd83kolYbs61xJVDysJSOSKeZn5hUnjIsbVEo3Qykl49Ln5bO04e53jUTZDBhWgJPGEaLQkykTUZaNsw2zGVlNdZrrdyaGrz7V/4i9GrzwtSxh/xHigKpXUeaiwL+rlRBuhCTeoj8NdVHmg8FPnEfTnV/dcR/JPVQosdXlVhVxQQdWELNzc1J+YMqB1Xm5eflV6b48irKvIYI+3TDl+Iz8vUvbx59WtCSeuHktKGXzfG3pXmHTz21Yv71y3KSb1l9kuJfMv6UPhY1I9nWWmHeM2fMU5ZgYcYjqf7VhYFZb50Hmd0AwT3AUqGzOWYyH0w2nueiIIWoBFqXqs65MNqIsV1UM/bwwJIy6OQNYqEcfh+Mka7I+3woJK7QYDMDKjeGK17OhSsEfWcf84CmfIxcbjhP5jL28Gnur8ain6trqldrA4oucT89sMRgZUxh574cvi5V++RbL/SDpkTeVxO0Tvh1IbrBrF9mW2O7j203tlvvS3jU+nurZUpiU0pTYEpwTuLclLmBOUFLFa/SB1kHOcfwMfooa53zPusL/Dn9aevTztf5X/VXrK84E93+kJ/7RVflelLK/VstzqCr2MVdJkKuraRlHBiH1XYgy3vAnpr58pPH67tQVPhw0UIBoZroElbqS0l0G3p2FiW6Kwf5snRDT3SnpJSVomcS3Xl5vPTVZdduWPrqa+Fv8VnWkJJRPq4sSrTOTQ+Hp4Vbdm3Esmcru3PXxg9rJ/0ijJ8nzNpJ58HH5k/Uol/uhhnJgwysNMW0nst/yddBrGoHK2yfpjGtg5/1qMWqMXJYaS9rhMwYbzadGqlBNaS2qqqaatvD7sPaI9p91WOFjZGCP9J8WCpWZmaiblQMyqksU/LC79/6p/MZLzmkZm8YFcl57koxmsqw6nOgBhmsxpz2iH9XYHfa8+qz/v3+/an7A5YRaSPSR2RMSb1Nvcm/Xd2abtEDISrQKwOj1RH+EakjApYcf05qTkBJyVOnqGv8t6fdnn57xvb07RkWD2W4M0IZAzMuzLg8Y0PGaxmWDNEvKd7k8gzudrgy3Oh3LjTQhBrhVTv6iDr4Xe2cOVwdbIqZHXQUO7hD9J1ja5JmPZCSAnefUSDoOuBeylP7xDvwiOzB6uqxwrp0FS08BPNa1LywOtGDEVZW1Ix5djdlRDrbEqtEHdpckpgJ7irV4q7SLImgiVVF8qdppy6Mv2m3pqWm8bQkJtbLyAj/mpuEZtSPb3yM0uAHpgMZkYODBw9uYgsxglli5iAPxuygivK8bChL7qCcslIsIaA2qm6ojqP57i2f/LZoyKymxrmW8AepzPLM69+cPLYs/NXJKUwLf3cjs/51Z83pk8+adc4v0z94/qOHzm6fUXukIU/00liMlTT0UiG9bpauTn4umf8yfV0636r8RrvPu0vZo+3yvuF/M9WS4mVXp1zt45k2J6nMl5SSGXS6HbYOlmM6xjmZ6bzWyZ1OltLBuOkKJhUn8SQh3qStaRqs5JRH3NAr6B+EU4podWu+s9XRiT5wpLgPrAheG9wc3BF8PKgFDxoHxuWwnEBRygHfUnaAUvseG0xHYsMJGphYVdwc6xDxIYILDzMhzKqYSIVUIVSIj5qTcuXYktIzKlOOiXEYLysVSzEjBR+UnZUzlrmdi8afvnTRhEH1wUXLGseMnm0Pd6X94qmLXrpkzsvLbw6/9+dnw9+yKzLnnn/5gnN+lfyuMu/0UxpntvS7YvMZl5+35okL0vZd8UT4s3cxniBcdSTkaiMnvWVWOULOKqsj1VHkmOg41/G2Qz/sZLqaouaqBc7RzjOc9zkfdT7jtDJuIYfuNDSb3WmQw+F0drCHzICiehUFK0SH6lScXLWRYTo7nfsR2MsK4G9w9vAuUlUwUAdrfFi7FhOR6AiP29hsPG4oRsBVw1fAUUpN2MNOZaPlqD60ENP4WIxtMbBr4D50NVcLEXqqpAw9VcLEqrCxLpcrrrr9HSc5xjpedLzp0CiqtBBvEXyMClaWWJacncgSGV/etY3/6pNdu8KfhXew/K+Ue46e9XX4dd6HfRm2Q+NOh2T82lay05W7SY0cNAe6Estt9oB9iDrYNlqbYt9u/639RfvrdlumndkVg4L2YjsvttfYx9kVu1Aq+x6+hRT2wKOcM9WwOCxodHuxweAttZgJfJzClIATrpIjpjrVYgyjpV3SgLkPyyHMYhrSXJSUmJmsc+7L9HgqT1eeWPrVpSz8L+PwM+pdTPvDkvAp4aQnWQlf9m/0am3kPdWLXvVRNu03G4cm1ifOsl9sucryG+03lq0JW5Meod3KIwkdiQ8n/Y6eT+xMSixPmmJvck5LnJDUkqSnaktTbvG96X7Lq81NglvGDL8nmFYMayCalbbVpbkzQ5k8UwwTN2Iyt5ZY2TjrW9bPrIq1g41r38IYRlNmt9GUJkdTstN/YJyHeQK5GDJL+xxwpOZ8b9jI8XKk+SuMlOhsJCQgeloOE1oYHyaVmJd4RTmVlWJ2wqjIY3K4JHvFy2bmtk0adfrFiedsfvA7Zn3xLdYn/NqnD7zCz7pkwmlzFkwaP59N7DOxYcvRXzL7a2+xxPB94SXh88O3P6qkr9n4y/XXXLESUnwOhudtNU/6uQPMNGUw0/XBqs26Q+Fcz2MhrUTj2g7Li/dLT1M4tNVfYQ6tgf+AvoKOZSY+JzwIlqo4BT36RcyfoGl0n3oqpjWdzjLdusYMzadN0xQWSkgs5x3QNTseKvWTda5WKh1srWnVK1ENXVcRuty0m9qqEGepxtgRUcUJpI49DJerGjVABboOi4mvqIg1L8xlFVB1pp56NEk53DWCP3Yfe+Rz1h5+B77kR8IHEb7849oetNDGaneTETlgWiuryvUCfBii46wFFeW6iQ+EDpgNmfl4h49C6qv21QpsxY7BVKnVOM6hc/gsZbY21zLH9oHiOkVnwlFXbFaralgZC5EBl8fQraoa0nSvpukWmxnIGGYTRdgDGeW2XK4ougrt2Wcm6AbXVJWRxeHzBTAjTjftQSaPAlbCh+rgOaY1aGUl1pVwQPfwHFKRwhqCv5BqP+vsuCOXCg2CV+rvOm3UrJHvYUhBODXVYw9Dk4oxOxZJ12z1JU+vHuAXxHBXV69++umoBXnYWm51llORMB31rfaJ9a19sBDaTUok3GZRbXsiYUjq6E5dHTw4NvtF587MTAW/LDNJUbTHw79d2bXrovAzfCir6vv8M2xsuF3bc3QtD3UdFGunjZD8DEg+CV5APzpg1izty+YmLOv7nvqVqlozk616Qb/M3BRPMHlcMi9J3pHMk5O92Vm5niRLyJvLiKflL9BX6lyvL8jf4WAO4UBY7eVYb6w3M0sGmAMaBrQMWDBg5YANA7YMsIQGlAzgA7xZIQollWDS6+Dr2vsPnBh3m7rgOjQv/KooOm3J1ZmAnLCk85AcWdmWUZUsnIeAICt3Jgl/oQmJuo3PqKxckNVOWwhyEZNaZmkfLnwAMXnpcAW0TLgkpZWDxPSWn5etJGbGAnnZG/kpD92/eur8aVduaL7rwlPC74adrODJB/ueenr9Kf3+tJ15thQNn2he9Ly2J+PMW6bNeaAof9+KmY8tdFq4+kz4Qc16+skjJ1u1rt3hZVZH82nDz+wrxtr0yPvaWfDdA/SaedqV1qu8V6Vspk36s9ZXlFfsXyrWXGuBo8BZ6C1MWaItsV6pWYwkw+dL8vkKeV8lVzMKtFu0m63PKb+zazVsHBzXCW5iB+kzDB4h8kR/uaQ26EsHm2r6/P1VS4KZ4ClPqJ/mYuNczGUm+8vhzxWYWZ7+NsX1acIU+pRkVoGSdJaenL/FYC4jaJRgBkTvtactj/XLQuGZwxIK4wizeATzwaEiQcVDsxjkTLhdmq5mh4QRzAxhraTlCTMIPx1mUK1hweHhFz8J/y28hl3Myplz28zS8F8D9154zwu/33Lhdp52xmcfsmvZVHY+u2nzWa11iy7/KPxt+KNPNgrbcCM0dDo01I2F0gqzrADD/WTfLHWWQ+vrq/KNTmlKmZuiVfkGpa1Ou0XbaNeCiUItkzy5LrclNX+HmOiiOilaZSatzGShzBJMG4keaKG7xM3dQgtDP6iFx1RQtHIhE2rkS5HLZF38ZkeVaBgXegMtupFnPNpyaUdL/8rZYy+b8euul1nBm7+qHD2tuvq8icMe0fak5z0Zfv+Pj1y25ez6vkH1yaMVCZ4pv9u+fddsT4LQkZsw13+Gltppg3mSRcNknat7ghor0XbAxGtWRc3FgsVmzbWTxdDrFT7aRpj0AyFnidOEe6NaQ0w48lAJtMjRvUWyAzGrVx+p/oFhpWE8ZVRpGE8YVtoJw0rRYJHkSjQ5M4ab1JqjH/KDXSGlTNvzTXjv1+GFX6P2N6P2l6P2Vlpk1qD2upZrhCwllsctb1nUYssGC7dYKNoEK+pfo4+D1ZigwB3jgZC9xM7tJ9bf9kP1b44uq7qqPaLyP1S/mzHDDOUzu24Xdbv3m67rhGSFlesrJXuPmWtVNZvCrbZc1bMDzg8mNE1DJQyLBXLVLCH9JekcrTOzTGeDs8WpLHCudHIh5C3wI1Unt0er2SnWS1LQS05UnUVfNcd2l6Sxx4eorZS0IiWtRA2YID0kHW/Msd+NrICPZAXhA137tD1dj/Pab+v4pV0r0Kb1aNjDaJNC82UPtpeWl2tC1bNzJTVrvL5y0kytQVupHdS0oNaiLdA+09SVmlj3KmThyuuMqJUOktIpLIlo1H6EVDpfHbg5NvgXxZpSI7eKFi5CbUX91rMCbc+3dagHBAxXbQ85uN+025U8S54d3jdD41aa1vQh5bbQkKHlVrgT7TFq/jp9AGLxoVsttnesn9gw09hsSTxddVuDtmzeTw1Zi21z+Fx1lvUc21K+TP21dbvtEese21fWb20pm9UN1s22Z6zP2f7CD6ivWV+3vc8/UN+1fmRzLrUus13G16uXWdfbNnCj0T6Ln6POsc61XcgvUo2RvF4daa23nW453dpoM/y24oRyPkQttw611SQYYsGgW622ZB5QfVYj5sQHuQr3QXMYRqme4CjFlOlWuKXB4iy3iw/ZygS7s9xiJuSX28UHom433eLBblGE28oNG1Yd0IOaarHPFJ2jm1nxYfcrh0VEWkdkqNkfpYRUi9VaGl2+cLvNVqpwPHJkozhUzh02+DGGJZjAEjqYs10cg+3hg2XXn9Ec7XLfxEnlWqlhGisszPLYCvTCY/aQ3cE7+GDTg742kZBMJKLSoJiskY1TaK/7CNzcInf1P91w4txdC7sWVgf8brgniMDSB5V3S1VGbU/0V2K+SdJE6LYlcnCnPSQckWb5I3WliIoWNkNhGBPazGAwr2N7mY0ZbF/4cPhNuIB/hzviVz74tk5d9d1yAejUJozXbGFL2B/NBKuiW1IVn0X1QGMhXWr32GvE2BHNFtTsixYppYbFaxgWxcK5oVghL8hKUUWLVdFitVR/Se7lrDNTTXuDvcWuLLCvtPMt9k47j9ofizWWqVVuS0ycWG4tPWGk27qNdLhuGOvxwY6QHCPCC6kiYPUA0XhIKKpHYuQfNK3QCksoqiOdj1qF1kgHT1iAgSUjZKqVu+wVlpX2CtmwkwIDyi0T8aEpKUqpYipqnXIFTOkWS5vlkKI/rbxkecOihJRiS7ky1DLOcr2y2bJF2WFpVR632KOOc1lFOTfLpON80HQWl5bzkPgwvBWIudm0Zg4o55PwIVPX9QkhhA8LNww/V3xGP55vDOVlxmncNM7kUwyrl6cZY/ko41bjfuMF/jr/gL9v/Jvb83mBcYqxzFhjPMB1YScWFcV/KK4KTSQ1Qdg1lriJhXgjSwr/pWsnFKC/8vK3dcq+oyPFjN8EX+l9+EouSqO7zck3azdbNjk2JagWZiRYXIY/37/MutRjLE1clnylepXlKseVCVd4rvKuSV7jW+O/MuAwPNCEQLIn4A34kwNGUn+nNbW/oaTk77AxsrltIZtiE75AqCTDzGjJWJCxMmNLhh7K+CyDZ7jztxATe7Ilss/Xt6cvf+qYGyT9guboHqVYX0HRF8K3LIfnWDmoLOb8EPN64vsnetOI0gfnXNXORrIrwsvDj4V3h5ezge/t3PnOm48+epC/cnDTgraiIVjy3Rq+IzwfLtDcf4cjkcjRb74TchD+wDcYBUIOS81cXdvt3e1XTtbYHO01jXsSc50JCZTmFjOqiywp3/N1UoIZJbH2aRluV/fJNf1Ed+eYtxObWo97POgwuHMxpzk7O5WjaTGf+Sb2V5YwYfn2GTefds5zT9y948IRZ42u2KLtScl8c8fqjnmJyV1/UZ8MtwyYUdsw12lDwWIWxixGyZRJ35irqlxjXKcb59jPcYi95i3ZuxIOWG26Rbf5LCm2QQl1CXUuw+K2JnoTvC6ve1DCINfJriUJF7lfttmXWZelXpixxrom9coM3ZritTpcCRMTliRcnnBjwj0JWkLI6fA6nQ6XI9npS8lNcntZi3eLl3u9FMoU4oLgksmSIJZ5+eR0O7nzlbT8LXqr3qnv11V99YJsFsouyebZmcndpZY18OzjUpO6EFunSON43CmRVgAWoDnhEvfTLDG2LoGfvLBZCLRUyhNLEV9SpjKAZ2cnJh6XKpYf8z9+deWTT7Rcck57+M7XFk06a3b1X189p3rc6JyH39f2jHt+1b1/SR985f3ht1nN/U2ZXbcrp+U0Dj/lDIcmPJ1TIu+pn2Ps9GP7zZN2J3Zk7Cp4pp+KxUQyFhPJ/qJZ2qyCxfoy5+KC1x2vZTuabJMTJmc1Zc91zPbMyZxXMKff0owrMzZmOjzZYsbuEywX1JyVGigfnzU++4msJ7LVhVkLsy/NujT7H1n/yNaLbH2dOVk52VXO8ux6W71zZNaI7HOcs7Ivcl6cdZVzbdZW233ObVlJVpvVqWfp2am2VGdKlpGVbXOqzDfFb6aGyuf72Xz/Zj/37+GzKA1WyBGoCqaxtP5ehUbL854xgVB5CTNZA2thG9gW1so6mYX9UzUDVW6Vqf37Wv2fRnzMZyb5yn31Rn5eYEAwf4u7Fb59Pfs0MdqBqf3/HNP5+omNO8kc3CRXmfKQ5EjRIrG0WVh0pLnoUJQuKjqE2S5quqTrlgV5pGUMgzz2x+g7bUlVWRAPCELPtXlEaL/p8lQ5Q54qm4RLxH1gJjgQ56yy+QWSqoq6/8S3upOH2IY4K7IqIMcxzhFZddlbbb/Jssmdw+ji49jGbL78rSgfBKOjRpdahp7s9aWoUrPEOuwUFgpsXn3tdSedWr77ny2rV3z6G+ZlPiN8IOmSSy4dU9xvMGt9acn6CD0e/ij8Gnsz/bo1F40vH5PmGTB0ykUPLXhq9ufPOxeeXZFVVZ5bPPsXj61b/rdzGRP61Q82abfcqVlkZhdbS9QSrcG6wLrSusFq6EzjuarCDbJYfb6AukLMt6y/adONECuhFWIUIZioJDTwBXwl38BVnmrpeiDWK+Mbd3L0SnV0lxUfo2aNPBSzSdXS+xRbp8LHZ2+Fx6pXh09Tn/zmm++Gicu7sCyTUCudJbSTwixiJeOpks7ZpMCQ8k7La+w1/rr6uqYJR3CZdjPbyG9RN2mbLRaF7HqxRTibLZalzEilFL2Q8vQxdLJ+OlqpcB5i5EXjdeXYrpHSwWeYdh2rBRV+BuPaHj6dVCgqut6ushXqSvUt9aCqqh3MbtpWKCuVt5SDcIqhy48gBdyyPcxOXOwXlTDGUo1u+0XQwOYjzc1F/sPHvK7DJ/pcxz2KznZ31Jd4BG7EJDibzdKRkMcgVMQw82Yy4Xkxbu86wmrZBWwOG9L1hbbnu6fUk+C8izNFSK4RkrPQ78T+8m/NYfaKThtTFVVTDFVTFS36HOLMKzaQRUxIN8R0wFQDnpmhMoXD3yLNZmFTMO/MgWSwooLjysli28t9yFvnvkfgm4UInqjvUXbMpM5ut4qmi33LVPcheJxRgl6Ptt391aHoJruwob6qxJj/aYFZBfXLB8wR1ast4nCTodHSxxRuJk/pep+dwZrYBDa5610+TxnftY+PPPpg1y0oeUzkA3WAOoyyqZQtNOcaAUu6lpESOCVtdPqY3L+630q0DkqtSz09b3bqnLwr865PvSGwNbA77dnA79Mcuu5MTtFTU/L1wuSm1KX8Sr5Vf0R/Rnc8Xv66m2fklA5M7OfMMYsGlOeYWQX4SM0on59zNIfn1MnTrpIEV/lJGUycyrVm/DtDzcjox8rIRKzwOjhNzjTTE2syzTQ3PvyB8swOvvgR1XA4bf3E3I53kuK1pEjRDylM02vvMzDPUmgtcDYFHZsdHP59BC6+mZBS7giMK2flLRi91wh1KyvMnOZjb/nYON8033yf4kstm1cbX+3BFi483CyW20XR0CGx+sPioAgDEW6utJByniuK6mFbcQZb2HQ4rpQ5cGzTMson5czM4c1FTWJHEh2oJLijQ3hhszBl+TBcYhJUvCm+TGHLdD07S9qzykGVUceJCX9D7qLLozw2K1L055f2ddQrabnhj+xuQxn96+ZfPzbltut/d2rD/PpJ7KxBH+VUNo48dVSZ287fHnDrjU1XPRruWH/FqemVqZa6urY1U6+uT88NpY8fNTT8Z0+pP7966JTSvMqcWRD5amjDjdLPSqc7dpMn8o050F5VmXZyGvdM0afYpqRM8Telf23oFepQ59CkirRRar2zPmlU2o3GLVabIwHLaQqgE9o0wyv6Islud5HNl2kJLOjD+rgLuZLn6mCFpoMtILGjn5pRE5X3wuqxh7uq3zsN/lfU+4JXKdbZtLCZNY9oNO2z9dm22Smz/fPStWZ4z3LlDdF5okcN+clJsPnHfM3VLHVV25PhcNfuM3aanvIxFzVfdvmcWVdqe7o+uzH8fvjf4c/Cb5zRdDvve++4BZvv33XXHcKeT0bbazASUukf5vhGV5OnKWWua55nXsol/otSb+Y3O55xP+P/i/s1/4f6h5YPkz5M/kZPGpw0OPkUzykpdf4mxzyHMcRTmVLpV5ZqS12rtStdV6Vu89yXstuzK8WaIDU0rTxBGj5veUKZU8Sk9imX1JVY7tzDVLJBZp5EO5lISibSUdkG6OkeGF0Vr0I+g4lYlknFTvHgzByHNXAgzcj0pgYaa4/fHmgee7joyOEisUnZfKgoukcJGp0/IdPopmT0bKZS06NXCgiqqA4Mf5xw9rh5l6w4t2F2MvMWHXnxw/DHLOXwk+/yT0onTrpu+2O3nzG/+LdPsjymYu2ae5/wzydBdtNjerPB7O9p0ptsTZ6otmyCanxjtS7os7IPH6KUO4Ykl6eeoox0nJI8MvUWq9Ur1cUutMZMsBsJLnSFzVeY4MxjQlNcLgpcK3Qn05Ka0Vh9rIULv4pqjJwVo2sQ6VVCV5zz9Hm2eZ6otujNTZmZFbEGYjXiw4qru6qo08Pf1e6c+mj4u/CTbatYapeneOTF09dcPmfm6tvPaGL58K4SWOqN3H10wfZTz7/314/etVme532g5kNXvJTO7tlNboyTOnvVLdZbnRvd27T7bHute50dAYvFy0bzk/U627g+25y79F2BZ22/d7xmO+D4xvja6Ux3pSebsBDJZkJiuSv58eSXkpVkqQ19aiRN8IHyq0249J6GhJYEnuD3CC9wV2paOSvzyG3ujFB0uzurMEqL+kepP11S0wVzukVcQ3Sj2tM8Hoi5XbV7/ELcOXaDMllxclSJivtM6zO/z+Y+ah9XpsV0usoh8Jg1LDph3/swnEDT6zcLvDV+s48LHzDBfmGrpQ9X0yWdRA8qgRQeURkk8sRMtaBt8aQws9LvkwyEF54qUek2nyCt7VbbMBmszawpElsDTYeEBW2WxSeYkFKCKDRBFJ9gQljR7QN5mARXFWuPMrlRB2vBhIqH4CgKHSclU7qPSVFv0ce/Zf5BH+4If3zFPOZ9+TDz6F2msmr68Kn5yrIpZ1ZXMzah+Na7HrnuTehCUfjZ8GOXrBvNzrt4xYgRF0jdD49XW+QMWsxOM2cszVidwT0O54KBVzpXDlRDDGsnpYSV8TLFZCP4COUMV5O3KXdK4RRU9VzXN4nfJHmGOstShhaU9cOiIaW+YGS/zxxdPts1mLPsDqe9r8OZn5DiS+7vdMCt9ecIDXhEaoDs6IREKaR2uyNKC/pGFSA7N0oHlkcVwZqcJie+aZoYcEFXviAJtv5CEezJhj9V71tozwv4xaCzpqYGAtcOZAMxBDtMG5XlZHpSS46NviOx8ec+7O46FDfWXUdi+xzx+Y9k5WThbVZHuew+eb1MrAHFPYsq4a/ETPxCOW5d87zzcucUzi6aV6wLK+/TUnzxea8CQzjWgb6KTCyFeXYIE2WS9/hYvojVWjIKppxfmZvkXN752iUzGHv8dyuZMWzB3mvDn7999LKWOdesmTvrsrr8wcl9MlMGZp912wOPXPsqs7PAgzcdPXnfnnOqd1+TwC/7zR133XnvljsgrOvh4zfBrqVQm1nkYkFWJTrSPZwNT/w7+zezGlqKlsMbE+cmaozxJG+iJ0nxcuYSQs1QDKvN5k22pRDZbXkWqxnKKd9hZRErswbkjbCUrJzyDf4tfr7A/5mff+pnfvLmpSTLYYu0W5LZZ8ksOdVXExU81l+xAwA8fRULSfsnfOPDkKlPuheW6uh9MSYmyD48GTNluTT3unhk9695bPrt4zLC74fGn1R3flkYK+mudzePXrDm2q7r+MD7plaMvOrKrk/E1/949Jae3Fk3aOlusoq99ERbjWltsPKV1lZrp3W/9VOrFrS2WFdYtyBCU3SD4BnDiptyB12hZvgEuqYbqo0bmDOkLmbmlKuplli7jrcD65vmhd22/2HPFxXFj+5viB7dq7uYGj763Slq3ndvEI/cHR7PtsoaJtM6c2yKkWeEfIOMXRZtpY/BXadkr9PtcFt71khN1qe5mfsaq4t587gb67PAtcIPZD5nmRsjLzUlxbeHn0uZ/JydqKb0CcWFytPkZke0xoeb41UWF4fKTqi3qHVyole6c/mV0t4Mqki8mqVW3Lyk7/TBA73ZrqJKT7QxG7777oX7znK5PlO13PJVypcUvx8p2zVRnmmYhULuWoPGV2qtWqe2X/s0epCxQtuCCC169RH+FaO4hClV/Z6EYzKNXaeMnVssJ9I3wYLls6G7qRDczSgLFtORrKc4ypVyS7m/PHskH2UZ5R+Z7QgpxYUTrS2FKws3F/5av8/Y6nhEf8TRWri/8GBhAhUWFzbgxeOFbxXqheLCag3CK+VLzchUjUBGijA8NkN482Yf1XAnJuanpafn5dugJi53nifRnFrRksjmo9M7eJ3pCqTlZaQjbn46a0ln6Yh7ODcvL194B21E+XLCtNYIag5CvfORNN+sBaqBnPzyfHPISeXF+S/lv5WvuPKD+SvzFcoP5ZfkR/LV/NSCd6rjDn9sEyJq16q/wtyE5fZXC5uLqo8PM7kMhbnrdsa+qEi48qwoKTNZ+PI+6dH7UuSwyz827I6PwOVMWdc5e2NJ3d1nLrm7AOMwI3/80LkDwu/3qRlUO7d/+H0177rfTJo8edK0M0du6mri0+4cUD163cYw53W3Te1Xd/ktXUejZ01qE/oshTabfiPJlzTVMteidqgMveUeaRnp+tCt6dIMJRoJTt1ht8Ot4iwvhaQZwnpX3Fv8ETNks+c5EoR8nU7HMWvkYJ+JcXGCNZKS+p5Bkkv1Yx5Z5gnmRwoJRkltCr+fM75qzOIiDGpt3cvNt44L8j4PzBrccHlbOKjm3f7wiLmX/1LYoAnwtW5FS53wzG82R3/A3rd8nfR1svos/0DjnlQt1cqb3FOSpqQ0+W/mm/RNlpsdHdZX+V+1v1lfdbyvva9/4HTfZ3mB/0F/yvKMQ1tiuUq/3KIkSi20+4SIvKrhrTICLWkL0nhaQiad4EpHFyRRBzM+U1nnuWfDv5znV5mYplhzUrkHzaLobcC83G5z0oS1Xbf/i5WHn/vk+vDXa1lo4/nn33TT+edv5Fnrmb42/Oyn/wo/dXlk253btm25fds20d514fPUm9FeN3zpW80Bg5NGJ3FPuVLlrEoqTxupjHGOSRqZ9u80q1iPxX3sr4x/p1kwfrqvvVLsdrcrIb72SixMSHDlud3Sqbb3XH2NPVyNjnQf+t76S84jYm4W669uPrW4R5IsND121ytfuNXHW72O6WUPnbOb8fDR3Y3XjkMXp1wze8aqK8+eswZd2zAz/PdwV/ir8Ot1k7s+VHa3339H+313b4ZCriZSKmXbt5kFN2vMmsAmarO1JZpS7GlMmJuwwKParC5H0MGvdUQcvMYxzsEdHXypWWgY0G+F67YCsrqtJdYFVtUaWOHZ7OHTPCs8Ozz7ParHTXlMke3nfCXbgsVqamLNbpZO8SXoMXX+Sth6cUteSALaXVUaFcVCqm/1TaxvrZA3akoHN8n7zFFJ+Ayp5Ilsi9DoEeeObGk6/eSThk4oVvNuPndkxZcDareH/4U2lkCf3WhjX/6k2akn6tmWfF+iL3uTZ5P35vyb+loNb52Xe/Y6dyc8m/lu9jfOr7L0Qudk5yznTfabPfdl7XYYtdlmzsi8OVkz81Z7VnuvzLosx1qZN0qvs5/iHOeqyxyeZWTl5OdVOioyxR5qRY6h27REa6bfme/IysrKNnKyzH4XOJZ5L0q+sHBJ3zXJl/e9Nfmmvg9nPZztXMmu9a3339L3N31b++m+zBQzM7s8xUwPlgdT2FspLKXMktmQe20uzzX9GeW5gX7yqBVWt6EfK+nHivuxfn0ySzCvlmGJGrPM0Vs5tprovCRO+VKLlnUIkR+FtZW7LDELIm87CTt8mGIbwRU6YzpLYXlZgzLrMiexJt9MNs/3FbMxH1cDmVm8IMnp4AWBaSpT6wrsDQEWqEsyarqa8U9+oyGG5oVpYtv6BeEdZ3ZEaZbc1s8R4YPtwZxoODUgw2YaHs51skFZdVmbnDdmPZ31SpaemeVwqmqAYv43lQlPvN3Xv4bFFisynJVbLnfqMzD3EYvu1astbCX7jCnE3HLnXpUpk1KQkjFzLKlsmvqZykUTUkxknVLmM5Gvz0SmPrOistwndtF8Zm4hPpCvyxeUG1aqb3LAhPV2BVhDIBLgscbLzXv5I24nNS8U95QWRYNRYcR222MXOPHTHL2TkRN5zrTaPTWuAnxADp/sclY5vI4q8djmEPv3H+20V8llFhOHmPG7n+KGeX5efo7ciRezX/eNeHFTWnhBJSzgOf/sX1TmepPHhB84Y/kb777xSkH468RpjfNLQul57ImmxiOfvt7FiosmTC5ILw4lexPrh025Ze2+a9YNHDY8mJLdJzl99in1V17/51aMomDkA36ddgfmhBfNwhBhmWUrdA1JOCWhyWWkJpNfSUkmnyfJy3we7mV+xWrYDIdfiNtFvi2+Vp/SAtLpU3wdTG1LZsJktlOy+ObUYjPBYbcW24oJK7ppsBJIYRb4lTyfZ3JyjXezd4dXafGu9G7w7vd+5tXI6/aGvCVe1ZsaWLYl7kzUt1bCTgyVtxS9kU6xmX80upfvPiK/gHNYfuMKSQ9J59GFH/l1qOTsRK+UqU8ITRxuJGZXlFXkJvKLO+356fmn+Gf86tSLq+zWSy9lATXvYHjSqqL0tDf6lo0fNfAm9tLBl38dvgryuRpWZqKaB//gdtN3euKcxI2aYtVT9WpenVjP6xPf54ZcpSSq9hSyJXu9Nque5M1LTiZhIBNSpJeQwiIY8z/hJVgtx9wDC/vMwiw/vliJTjE9vIPm6NZMHhqZGW228JIzE5XThjw279ztp7LU4ISa0Yv6stTNk2ectX0j3xL2H5w1dNySQ6wT7j/aaYcfNBXttLM0M1krCBSXG+JDFx8W8aF0RA60g8qFRygwpPxWlemK3WKxOexYXXGPErAGbFnU3/6s3YGx/ZmZkhEqt5Fm91KqPZf62stpiH01WWM3UW3M6ZB52a2+cpWRlelkE7v06MYiedyZZnrsZFPtNquVc6bj2VoldvlMf3pBud0ZlHfUVKfPF3Dbamzj5BF8iWlXeZVdrVHHqYq6h5fAQVtpuhwVxEIwIQpLdTwN3UoVylXkH3u4GTNVc6q8SSvD0Rvq8n4VQxXk0C4Sd+xZ9B4sy0zyiS3lpEzGHg1PYvm/H+LTE9zPs8wwpNf19iOjUvr3532iMs3CLPwaZOpmYx/2PKcyWKuIOdCdWG5j+DCYxca/Zt/YeKX9ZNvJjkbWyOexeXyFx/KWut/xqXrQodqK1buMvXwxWcjGJsHqWy06K3bcJVXO5XaT7Vp1MwxeKG8AOoYVPWy1lbldsQnDJb8tJWYMl9sVcpW4TNcKl+4KmB7WiXmcewxLGa10bBBTv7hKgjwMh0+EWFEbYz8y7zgw7yQu+2V83hGTfXPRIvcRqKi4uSJijlQfLlokzpq6vjwk7vsLyhbG9zNYZL+ZYPWXMxfZSkBthkWsAMSWlDSlwj2AXYzeI+TQI5u9yu52AE5pMpuorIINqtQNrSIzmRmDyjKTs9g1M4oHNoSvUs4Pn3PtknTW/lf23IJihfEPnw33u834miKR6AmN9jLPo5HoHIOups+JKGgm8nGDWGjQ5kF8kEqjizgbtJtXUKE47WpeWCE45S6l5Bwd4/wAnAPBeTD0WYiHQuNCsSepzwmJ5SF7gcgpdCwnZBXNS3rhMq8J0byY+O5pppnE3RmsIaMl42CGkqGWCu6MnvWQtkjyNsZ488FbbAbZ/MCKAB8XmBY4GFB2BB4P8IZAC6Yx16DRRYwFjucDI1IhNHOvug3rX/G9vxFmEgt5kstZCFN4g8LkbTQ4d02mFc/vkpsz3sGnP8rOxzL4vV/Fv5bVLL6QBY8O/VVUlITRsHctGxo+rG5jReFXSX5d2yD6q/32ftNc1V9aUi3yr1/c/U61/KtGr13+btq33x7tcpNlEdJaARb98yBgGxY+jUa46dtvv73YTbH4Yz+JG/VYFK+KYTt1KC/QAvUC8gB1RgY1ac/SVPY+nYl35wIjlAxKVx+gyUi/BOELQG/gVZEupJ8C3A2UAWOBPOAM4PQYJgK14HkO2I48pol8JH2HzjFepJNQFgEbgenAjdoUugnvbtaraIaIR1nrkUc2nm9B/B36droOz5vwvkmklVTwT6FT8L4fnm/QpkQixtVkII7w3IX4FJR/vagzaB7Kv0C9IHIYz32R9xi8Xw06GXRSrL5++fyO4JFtFW28SjxDPssRfx0wAVgHnAH5CP4S8AURvhrPdtTLCuoAElSiLKSp5idRK2h/lD8i1m6S7UY7jrUJ9Zd1+mFMFvXrDtRJtOtD4EVgf7e69cTVJ+ACGqmUyf4TbXYCQ/mLNBxyCYt2ae9GvhaA5h1Au/YCmjqTBloosh31rNEepk0IlwLVEhcQU2+n+coR9MHDdLG+ke5CPPGBwFeUyz+hgJ5LlZBfI/I/HZiFPJ+S+jBT1CHyCWhQfZcCyKsFOAdlPxeXk5ANwqPRr41Ie1SMCMj1cmAeZLAJWCTqh/KLhczR71+zKeHfIO1BlFMvgDKDEmh7tF9pCfgXIi8my4n2Q5QCeH8OZPoQ8DjwhKhDHFLPYpB5bSeFb498AZoEBIAXgeuEvgEtQJVIg/JtSG+T+gqdEbop9EPohvas1NWJou7RNsixsC42Zn4B/jOAVKBAf4DOjKEAaYV8ZgidFeMlnrfQLaEzcSp1+lyp978X7RQ61Y3eqHXSeFEHWS50K07FuEO+FwmqJMs63aq8Ktu+SehbnAq5CF0T41GMiRht6NbWfrEx0g/8faSuQxfjNC6LY/QluhV5TtGvg55+TKepb9Bpyh/oNO0i0OvRvt2IQ3vUV2HDimicpZMK0ZfjwHtLD7pJwHiVnYOyrlXvhyxepTukXF/lWeqrTNPuj3yoEXtOu58vl8/foz3BOqPvBBXo/u6/jf+fgL+m3U+z8fyR9mokgvZcL8aE8TErAUJxivg2YCXQ11LENlnOZR3GZHLrREeA+apJQzSTKtVOqlGTyYScchE/WT9Z2t0NyP9Z9jFdjf660kimbOVD2EaUxV/D/ACI/EHHdtOjE3Supy7FaVxfe1KhM8LugmqgqRh3e4C9wBsx/AN4G/o4GjhZzA3CPsv5ATYauDqmryuP6edzdDvoNXH97KGnv+yhn0ZPvexJxdwi7LucWzBOUdbV8fYL+yhsnLCRws6JuS+eviftxn8TbMdfpB1+kabGxnUhUAIUI499MTuyF+uIIxijH+gvR/YaNZG9yvORvfotka3GuZHf6w9HbocsCo/NqZ1RWybGU3wuFXIS82J8HtXyaHbMnt0q06J8OY9OkXaA9Isw/s6hGcj3D2JeFeNQuR3jDvJEfqvUbXSe+jZtQN1dyo5ovDqRThM2Ub0Qz4iHTRfv7coG+X6C+gVdqBbieRvobZSoG3Sh/qTgibwo496JvhNx2lS6GXpXrF5Fv9Z2UqPoK9EOXhF5XvQ9xnzAspLugLtUiXrcqn6LNneijc9KepvUJ8HbHvlWtM8YSj5NQftEGkDwYP0eisljo5RFp5TRTVKHIQuRp/6K9DdIO4D0m+kSi41uteTDPn1JAQO2RJa1k063mFLuqpyv/4Xx8TF0bDKt0byRf0v9fyASUb7FGPoY40uA4V0ypWof020YS2ukfKJ0nRg/yseULHQE7Zsk/YmPoeP30iL9flqvd0LvXsVc8Cr67WO05VwajOfr1Psj3yHtKORBomzEj5f+iZinzMh+MV6MTvIbJspHGlEH6f+hXPisG5UbaA1sSa3lY7pHFzfD/qOfyANRKq4lRv6IPC4BreSz6PeoBcczE2NB/Q3G3m1Uq9yHtels+A8f0SpeTKuV06B3hzFnKHSJCKv9qEA5TPXKN3L+Wa3ZqFKmS8E8/gE1qE3g76SZahvNVCJ49gM3QR/Bp3XQVO1s+FlnIZ8Y+CDwWKlBX4fnYox1pJNlfBMZI6BeRKWSrxtkXeMQdb67W51vQqsuhT6I+op74d3qK+p6rJ6xOv5Q/WQ7Rb7gk2n+SrWQ09+A3CgNj+dX0/3AFv4G/PBOWs42RsRfRK3rgdHdw+pytgZoAFR1Od0J2h/0I+BV4HZgH/BPtYKuQN6doO1iXSDAfwvbBYr39wKPAX+Pv+sOUc4PxXeH+l5kT/ewVkpVArwfbHq/E9/J9HdSuboMfVMS2SOgXEg2AT2BCrHKLeRvI34K+HqEtQK6WZ2PtBNI+bk6/RTEqrSbHM3ubYz3B2jKf4C/daMhQTG++ov5+X9Tv/8J0L+JQImU/xYaIHXoA9K5EXmJ7aOz2MHIt7DnukA0TAEpzzvBF+snxK+R8T36D7oySMi8Z3zPcM9+/bkw8p3XHXE9iMMoJVNA/TvSAz3DmA9MAV3oWL/vh4+V+2OYROWQU506CXV5+/th3U3FAnwBwpvw/j3KFzgWnkSFAiKtAGSbLQBZ7xHgb1OmgDIB7ybI9MMEusm1UchV6RS8kl/2T1zPe/YPeN3q0+RWDsFnnkSBnrT7mO05bnvGxW3JD6XpMTYG/lie/18Cxs7zwLPAM/8/LQd6zgi6CrgJPt3L8Dda4aveg3XWC3Q1Udcaou+eIDo6DXYIdurog4ibjOc80H8BfsTNA8Vs9N1BPC/Au1eAF4Etahoti/mVqQiPivJ2bY3llxvlF3zfwtv5blCU/7vVwG14/iMwCc9Pgd4I+iXSt4KvCXQ54laBliPcAEAfjv4J4WEA5v2jQ4APAdTzKNyYo8XgvxO4UPgjP7AO/b+lP7L++E9pdA+AmqXPifr2XEP8xzTenz9De6414v3/czS+lvgejckBPt/zAt3WPj+5xolT9Oe/YzgCfKpeFemCT2lIPxq+rPS5hf8Yo9LfflX6kyy2pyip8J2F/yp8Z+G/gt4u13kvoT4X0KlinS/rFZ83utlW3o9mASkxwO7RCKT5M+rzGWyPC/Prl/AtNwjIKZbk31EGIi9g7nLB5j7O9kW+BH0R4QzMZdb4nBa3rd+zsT8zp/1fh//bOfJ/MKeOi2FeD8TjZ8fQ831xDFkCPefi/xY/N3f/j+fyH5mju8/T/9twfJ6PwzqMSgUME/U2v++X9vQDfi78c37ufxvu6Xd0C+8U+In3MtzTL4mHe+J777+ve1F/JoDxFkePcfffAuN0uDo/8np8vMbr0HMcHxtvsbC+gkYCo+KUbaMC2JFCYD2AtWokGxRzYORiMb9ZjlKp5UEqRRjzb2QHUAM0Ree+SDJ7mIh/Ldyg8BUIG+qLMm1jDE0/p8899Vb459I/hMxk3TegL45QMTAU8AA7gV8c6+ticVspfFDBzCvWucqhyJfI68sf8wV/jGKdt0is9xB2IeyCLU7Td1Ifsa8h19+dWL++A7v4LM07vscX6dLbZZoz5d7yG3Qa7PxsrInnq+9EHpBnOH7ixqL4OYrcW7sldpaSJvaGjE/F2U/kwdj+3BTDj3nwC5qs11IfeQ4R3YufibRni70p/g/xd/3lHrI/RvuL/SkxX+mFco5J6LaPPARoUgdRX6Aqdk51hvIt8r5b8q6TZzLfUav6IE0RZ2G27XSj9Vm60YL2WKfQHUY63aEuohtsQ2iTRewhp9N1Yr6Kz6uQffgH9v7EXmZOtz1N2eaePoGs3yDY1arI3d3LjfNZRkA2E6JnQ7F99p/0bZBPJdAfOAK898P7nZEXY/ueK2Nz/Jxjc37Pffo7aYBaKMuL7sliztYcyMch6y5l3LMu8bIgl64f84Xivklsj0qcs62KncGVA95Y3CTpF9TSqeivcWLPTFtNfnUtTeDbI08fSwOfSe4x/lHq7FpRz9i5XRpwrjKMRnJxofF18so9yVfkGd4VMSyHnm6VZ2Yfy72wCfr9gNh3jNAEyOq948DYOobIe+r9KEtAnvtFno7hNnW81M/UmG6mqd9QvbpN6owndiboUq8DhOwWQEcHxXCBOHuT53uSSll9DLmvpXGyjWJv7n7oLeSj3Cn3B8+Ip7XU0CTjKujrDujOKpRbR0F9E3CE/HoF/MO1aPco8K6iNfxfVCrArom8zVU8oyICClGpCs8ctofE2a84E46dqy0BbkR7xNnWFyKdTBs9yxXoK8C3s8zYOWH8OSn6LOOej+GLGLZ2A9JF/gF8xw+j7Ezkz1Gvf0brpLihqz0AnhkxKECGOANUT4esTsSIngCvoMU9gXhBc3siFh/oCcQLOrwnED/8B+rxY+l+rB4/Fp/XE4jP+z+ox4/lm90TiM/+ifrV9wTi6/+LevyYnHN6AvE5P1GP03oC8af1rAfsE+by8ONYoz4Sm/eXgYr/g+Mk0PnAQ2IfG5gdC/8+lm7ucch972AMIwGxlsZ8HPkEuB0YfxyirEhylCdeTuRcPH8OenK0LMEb3hstWyJWZnhrrK6Pgv62W1jUHWWH346WJ8tGPcJ7on5M5Fak2Y3w0Fi590XrHfaBLo6VR9E2Sr77jiOC4ReBHe8SbZt4HKLuYaz9I3fFfKaOmCzvjpbbhXViJBXoH3u/5rhdoN9jnTgH9tAm5moLx2INVNhaaXPnkbfbXLU0dmZ9s7B3OmqjVlOGDh8OediE3yBsuFxPwu7L9eRf5Ln6TIkczCOvIPwP5LEFepgAu3k5FYgy5LnMBeI+S+Ru4XMor9B4AelrdMq5ulbMB7aTqEkfgjodoQDyTzP+SOv1s8T9Ejnn2Y25CM+B3yHOyAy60HInrTcO4L1CdZivRsTj42tb/YpIROtH9ji1fEVNxguIv5yytQBli/KMChJ7OpXxso+d3T8g1rmy34XuXB3F0SLgVFln1Bc0ETQtfm9AyuQ5rMkV6ifPnN7Ge0ZO3YdxdZQKDCv8i120xsrpFmOaXLsPVTdTebf7Av3F+ZP+Z+qnXUbJ8bW7/gbk+gv0YYyKvZH4foB2B92q/h553UEhea4V2w84RuN5iPO2j+k2cVeip18T96OO+TexPYJjZcTaI6iYO7u1X9Ju/kZ0T2EnnS7OxsQ5nvQ7etB4ncQ5njhLQz5nSf9rGJ1lXIy59UGq05+mEdoI+Omn0AhLgELGvZQq/DNjNnRT+GtiDydE/bXbCGM8MgKAZkfOiZ6LifVCBFoTuQD99xfgzNj+xJQoCN57xI74yTFevI8sAWbG0uBdZG3seUQMM6NpBG/Xm7H0D4o9mhi6ovs2csx+I567yXmj9Om/T+Nn9zfG/Nafpv/hHpoYw+JO1Q+c8fek4nx4aDyM8fnnKIQvF/lj3I/uSWPn/TdEaeTjGH0zRl8QuiZ8vZ605/2VH7vP8uN+bGycxemJ91560qZj93J+hqrd7sn8EP1P9+7keT3sVJx+//5BbE/uGI355T3v4Ryn18NP+3vMj02I7ivS1fJuzk/g2B2uLyKf6190p7CRgLjT80PQ+yBdHyLjocjnxkPHqbxj8BPQrwXftZhfgpHPLcHulLwCsbWouNe3C3ga+DvwCdAOdCos8rn8X9+ui3yuXtedYu64Tq5Pfuh+3QT9DpR7B8qZjPIwko3nUN/nwCfuNPwE4LOTgWnYMkO28QsxF/4k/ohy4C1YrkQ5V4LnW5TzraRfCMTlHpdjXC5o2/uyv+J1jpcfy/d/24/Ic/1P4cf7JfKFwP9Vu3+q7tqzkT8Bb4pnjKW/xdYlf4ve3UMeJ9b5Glnv99BGwDg9CnmXZnvk8xi+gFzfBf4qbFQMT8buLH0gdEuBDgignBhQTk89+CKGWDh6/ybSpb8XOWCcEnlTjANx90dA+FI/JB9jVuRP0ME3jY2gfwTPOXKNJHwvcf4s9m7EHdvpMduXaX0R89fVck8mJOZ6Syt0m2B/nqDZJ/p8kYkxGyzuwYo7RR69nSYpYTod6+XrVAds0muR9wRQ1uUxPBfDdVHfL/I74KnYHUkR/5vuUAZQHwE8D4nOk5E7ju/HRRZFIf5Muog/Xq9jdyThCWOtS2jbdPS3S/ovt6But2ANzmi98BfkHOGiMeJeEnzKBHnnJrbul3sP/wKNIhNymaReL++MTpT4EOnEvRpA3smJ3lMar+fQePWgvF8TvfMr7vq+BXwO3k/gc04+frdG5CH8QeEXKe9AjrApyt1Y44r/7eQe0MlRqAror7BGXwQf9e94bgX6ID4LdCmwDM95oBcDZwAPxOJ/SaWaF3lpeBbAWlrdFaVKbF0t19YvRaGEUAbi+fNIdzmV888RNxqwAWNiEGn2wccT74bLdKX8Q5RxKtmUtNjzCLx7A7BE1+9yX+Hz2Lt4muHH0xiXUJ1tE9Xx+0CXUZ1WG9nDPqQ+4hwbfeoE0JNhsR4S6x2MnAhGa2QccKc48/nevYD4OXmMar+nKu16KtVTaJWWSvVYC9TqLszDjVQA+yPuX0/ufnNJ3CcWd4mVV6P73rH9cfms76cBVvjneE+xO8eS8vujfyafTZZzp7xLz7Daovujecr70xhrcT/XaKGrjbvgS95FZ8Rs0fTYXleimNfxXCX3hAppeOwOFWgY/lxEjIeJsA3H9l4FFXfahG7FfEHhYz6gpIg7V6jLJsjhJOoT4x0NjAGWx2R4CvK9s9v50y6B/3+fb/U8n/qx86Kfu5vxc3c1vhf+L89Uet7d+Lm7HD8X/t4ZzM+cl6nvRJ4QPrSwo0aGeI68CvxOwbMAdDmCd29AlzKR7jL+Gcbs3zA/fEfB2J5oGuK9sF9e9Rupf6uj+cE/z5V7rmJvfkG37zmsg+86W/ilyp7I08LOyXuIJPcsx3Tbq609tk87jMZLWwubGturvVqs06QNsknows4IG8Q+IxtAws7IfcnFCGdG7ZJ45hdiNFyD5wa8HxO1U8IGKdPAMw1x30ZtlrSZwraJcQh7pZjAWQh/FANsED8ECii/jdaDfyDOasLXRyHXZpvF3CRtJ4/mK/ch8Rz7PoqY+8S99elIV/tz/lLMv4z7mE/3DP+cX4g0z3VHz/fHznDeEnf94S88SynR77zE1l2xu9F6mVyvSLuDvkzrtv9eHttzLpf9dRUlwqakfW9doNB80bfxNT3k9EzsbkmcTotCztNCju9LW8moWZYBGxfTO136NWJ9J9YO26NnEbG1X3wtlxLTrQK0bSPmwTXinn9svt8nzlti+LWAvEPyHN0u7zKDirMwpCuJ1etVoBPYDxw4EV3PxNZxZxxbD+0Wf88ifJuehvjXSbecgfi/ky51Ip0mi31xAfG9AgFxXtQNSuwu1KDYPUKxrh8Zo7C5cqwIO1+k3kNnKhdRjbqGRqsTYQ9W00B1Gug65F2GsS6+N3UtnufTFOVSGqpeStXAFPU26Pml1IB+mqEOhX8h0q3Fev0eatDE/ZHXaaO1L20EXY+5YKi2iW6JtXESz6BV6gJaxZfKs5ZJvCF2XnKB3AubIdKLd1IPIC31n1gDP4t3/wK9EiiEfE+iMzUPbQLvJmU/FapHEN+PNukFeOcATkH69aATQb/Cu19iPZuKdB/TBvhSNn087M3d8IW2kgX5BfU/wGfbjbT9aLA2Gu2/Gjz/ohzNBb9b1OGHIOp0ZaxOMfCGyL9Rpw2gfwH+Hq9LT8h6dIeoR8+8AdFO2W7UpWdZAlIOJ8XSQh7AIJS7H3gX+BfqcrqQkXbgRDl1h6xjHHRifaXs4hAy7A4hz+7o2aYYhKy7Q7Y1Dsj+GNBu0Q9S/vF+9wHiOdrvQdnGMXSmaJNsy8WR7+J9rg6hU2W9xXds0PdqH6wDRb1QjnYZnSr6W5uPNGeiXbE8Yzq0QbZVpDtT5B35u6ybeP8q+EUdnsd7tFmUK94LWRr9SDHqkWYt0vwSaSZTqno0Vt/DoPH6/wP6jbz0W+C7TYGPGZO15HmEmKy/Jyb3eN1F/4u6I0/tzljdDcQ/TjOxvtqkv4b0nfAh2xC3F3iBxuj/kP1kVWaijtupovt3tAAPkBWLLwPE/k1xLCypHLv/KcQY/0/xurQD3bH+5yBsQAxVMTqwW5yEOjZyVfewtBlL0X6DVil54jny75/LR9ilY37DT4BnRPbFbVbPMqATKmDBGsh1zJZ1x2uwt2K8xMZzt76Q/SDuQkNf7hDQb6O+WJ9dob1DV/BSugfYCJwGhIA5wEAufNlSrE+jGA6kA7nAAMAH2J2zqC6hVMwBkT2uGZLOjJ7BRB4W5zM/5wP39PXiPmDPdGxf5A/wFeeCvge66sfuuvxYuOddmp53Yn6uXj/gk594r2ls5AX13sgf1GHwTe+OvGjsxrr0Uyo1skF9VGH/e/gw5tl+kMlRzIvnAhcI2rOe/+m9//+03eKeoPQp2uVdln7qQ+SV3/VJin4vCnHn2GbTSPVC2LwplG7Jo5D+IaXqy+gm/VxaZ/ybVP3DyHcy7YV0jeVvFDJupFSrRhuNifBTxPlD9Izj9uheqbyj4hf3YjDPrVcD8I29mI/foIkYzwXa4GPfw1Lhc9yh3QofWtwtEPsRjMbIM/oPpT8nvtucIr7vZtxAn9hPimy3/JnIfjINhp6NFN8JOYaDxNk2+MvbqE6Gt1GAj6choIXd4kbHaGGMxuPPl/QIzQJSYkhkRyJ/5gPoajyPYLdg3f44jQUmq09Btt8gf0A9mxQBbQZ8vJ+Aeh5kLzAEfdjt+WfXiz3wc3fwf+7Ofc879D3DShWlSsTHyblULAAd6hNbU/eJ7UeNi52zPBI9L5Vnud2fKXpuJ6jcy8oBTo/h+h4ojp4PRcqBgXH/Xq7tu31fSnx3KLbm7xv/fpB6EebBn4OQD9Ir+bCDJeRlF9MA5HGh2OPQ3sMc8VvgC5qJ56ny+TWMi4tpi3g2Tqab5Lv1KGsbbTHW0Ba9H83RtiNNMVVD91dJvvdonZ4F3n8j/C50dystk3ndSufrL1CDnk8b5XsRJ9IvQJ6rounVWuT5EebaAHzFyaC30NTY/ZMl7A+RqzmLPMFn0WxeEtmuptNwoxxj6l2Mn1nIpxlr1Y+Az2mq+ijiXPL8Rr4TafhQus6owPs3EBbpEKdeA/9bPL9FFyO8ng+NbFU/ityv5kLOeK/4yC/LuJ7Oh38heER5641i0EMIf01TlQ3IV4QxTtXvaKp+D9aKNXLP8zklh7IsKp0ngPY1WF+i9d3hCMjv2Hotx3aiImN7jgM2hdbE90R63h383t7Eg1TFPsScG5s3xJ0CVf7tBLTp1cgd9jsi31pvjfxbz0S/6EBsPWfMgW0eDP8iC+2dAoyFnaogP3ybEv1mWv0Deywn2Hu5P3weLWNv0Ez0zzLUYWZ8Xae/jLn2d/AzV2INIzAa6zpAc0ch1hVinrbugC0M0xjrVUTGPBpjeRm0jMYYYo1w5vcp8l+CttWDir+xkNrtTFCGdTvdoTTJczBhNzVjINbtZ5DXsMI3WkcTbDdRk8Utz/CSkMap/w06l4v3t8JffgNYElsbvktNen86Q+yZKHuRR1+qlehxpqY+iLY1YxxE8/PE88Vabz3W5+uUR6lBQF2MNgtsxPocQJ/11+toknIj3YC+XY7n68SZoV4Nf1PFmO9D1cg/Qe5BE90u/9ZEB/I5FMM7NEx+L+FKrIHLoZOxNNpM6PlCjAvRD43UR/dCzkfFXBM5iHobsfP969HXNn05+h5UzFUYr1PVPZDLQTmOJsTDqINXfSfyLfKzxc4SxDmcoF6U50V7xd9VSNMfpj6YA/uJNbQ+QO6V+ORcC/nrQ6hY1udt2mBJxVgRdz7eBv+tkX9pmdDB6J7TLOQ1Q8yL4l6BdQ5x9ePI+4ZGjapK41CGJu8cxP5GB2xkgdKPqvl3VGBMA/83cs/qOvVWOl3iHZoj/mYE0CQg+lxA3Ym+gm+PuWu1uhRIhj7OR7+UwUadTA3H9q3eoTRRL3lmUggZ3EaJsHde9U3gJejavshgzR8ZDJqvnkoJ8m8/iDt2G8jLp6Bt66FLr8J/WEI3oPyFxrMyz0lizRMbI/3+071UJRXzUupxv7DnnPUffC/thL1HzDUvAV9F90u6PsLzL2L7yYmAEUVXM9HRMnHPBM/VSAMV67ot9p2QOcpR+qd1FQ0Xu9axn/P+C6BstpKIP9wDnxMpmGMhUVL/iBG/GNYAI9/y3nFY747C9gE8oeEx/OH7cMIPT3iIyIV0bnhNiRuIPP2iSEIVktaciOS/EfneIPK/TZTaFkVaClHGhUR9HFEE644jVP3TyDqFKBvpclYR5S4iyl8eReFUor4C8IGLXomin0nU/wjRgL8TFaPdJc9HMRD1L0f8IC+A9IMbTkTV3/87DPH/BGb+B9jyA/jof46hp/aiF73oRS960Yte9KIXvehFL3rRi170ohe96EUvetGLXvSiF73oRS960Yte9KIXvehFL3rRi170ohe96EUvetGLXvSiF73oRS960Yte9KIXvehFL3rRi170ohe9+H85GFHizfzPVE03kk6c3FQs/rquUc+fJA1hJfZXtPLpL/QDP7UOmqTsEL+8gjIoqDykPIi8gsqD7XpGcGWtU3mAdgDIGJ8hYAugkKk80G44S80OUI9X0raUotLdkU48DCmT8f1vLF25T7mfplEZou9vmyyi7283R5ZKWjY0SosHStpmib42vKXB2gDYigFOrtjTOOBaYDPwOKCjQvfTW0AEUJRtyt1tdUHkcC8yctV6lXshGhOfLwERQEHt70Vb7qVPYzEqanVPu9Uhir9HcqUp94DLhU83sBLYAbwEaDQfn5uBCKDg6W68u5u4crdyV5s76K61KXfSCoArt5KLMQoi903tbimbW9pdSaVmrVu5iRoATq3KWOoEOLK9DmzXEUfy+rb+A6UI69ttCaVupF+HSq9DRdahyC34ZDJsAiL9uvakFJH9ZW2uRMn3y7aS8uhDu9tf2gApLCOmzFLOp2x06XLQPqBng4qunqHMJKesp9nucpeuRHk1SF6jJFMhXtcqKVQKOlIJUJpMtqQtIVrOkraCvqVo8QjFL5O4FCeVg1oUo600GNqrmFL4a9qtdlG/NW3u5NLHlCsUg7xItRKpfEHXY4oNPWuTLZnUbnWWbqh1KJPQzEkQSxB1ZJDy+TKj89uQUW2iMkpJpxS8O1fJoGTQOqWPpPcpd1Ed6B3teenBzr3KDZLrepEpih8WVa1h7c6E0s5aqzIMb1uVa9AB18jCN7TnDS6l2jylgEoADhmvwNMKqfRr8bQWvbYWPbUWPbUWlVor/j9t5Sq8uQppipWLaYGylDYAm/Es1Cq5DQLdLR9yCkp3K6mKH4Jx74UoGWID7dYEUTN/mydJJvO3OxJKax5TLoCeX4A8TWVxu89fOn+v0lc2pV+7P00wLGiDuj6m+KJdA8YU0SWPKekQhBBMhtKnLTnYWhtEWChykBh/nu8XQuIv81dFd/OXEBb0hRh9MUb/GKWRTr4/Oij4nwU9WJvO30Vm0/ibtBlPnO/lT1EJGN7gHaIW/HW+m2pADyA8E3Q3aBnonrbM3wc7eEc7COp+W5szRTSWP9VWVBx7CObGHnxpsQdPSmltLn+SP0HpyOIvoDmgT/BOygJ9HNQP2skX0+9BH4HVGgr6cIw+zfcJFeeP8l00GLS9LUFUobXNEGRHmy7IQ20UDTUUB/fxh/j9FEDSB9vyAojd1p6XE3TtRX6M38sXt2UEPbU2fhdrZEeQaAsdEJQ8/O62SpHJhrZ9oeBuvoFvMP2VZq7Z39yqlOSW9C/ZqoRyQ/1DlaGtoVo3vwYGZDPH+OXr8FlJIQ7tAUxgA7+qTa1sre1Cm0S7OK3E5xb51ILPBfKJ8Ok+9vYz+VTDr6BxAEcey4EVwErgUlLxeTHwS+BXwCUyZjGwBFgKa7IAHAvAsQAcCyTHAnAsAMcCcCyQHAtk6UsAwdECjhZwtICjRXK0gKMFHC3gaJEcor4t4GiRHA3gaABHAzgaJEcDOBrA0QCOBsnRAI4GcDRIDhMcJjhMcJiSwwSHCQ4THKbkMMFhgsOUHCXgKAFHCThKJEcJOErAUQKOEslRAo4ScJRIjhA4QuAIgSMkOULgCIEjBI6Q5AiBIwSOkORwg8MNDjc43JLDDQ43ONzgcEsOt+yfJYDgOAiOg+A4CI6DkuMgOA6C4yA4DkqOg+A4CI6DfOlOZX/t78CyHyz7wbJfsuwHy36w7AfLfsmyHyz7wbI/1vTFUhgcarMcWAGsBARvJ3g7wdsJ3k7J2ynVawkgeFvB0QqOVnC0So5WcLSCoxUcrZKjFRyt4GiVHFvAsQUcW8CxRXJsAccWcGwBxxbJsUUq7hJAcPz3Svlfdw2/lDVaMNfylaxQ0hX0iaTL6YCkl9BOSX9FWyX9Ja2S9GKqlHQp5UmK/CRdTEELawtWumpTYALGAdOA+cBmQDhJjwOGfHoJeAuI8AozS3UZ44zNxg7jcUPbYRw0uEsfp2/Wd+iP69oO/aDOQ7Vp3CntKEwLXSs/V+DzUwCTCD5r5FMNL0e55bCzFfgt5+Vm4uHQp33ZS33Z433Zjr7s2r6s1spPZqq0dCGq5Kg4azQdecOCB4DKvPxhsEzX7PrEF2zLGxTsYPuipNAsAv0E2AlsBVYBlUAp0B/IBYIyri/SN5pZsSz3AflAJhASRVBKCpxHT6LF3M2dbGv775xkFeXkF4Bvb1t+CUhHW/44kEfb8mcEa61sF+ULr4g9gp67H3RHW/AQXj8YJQ+0BfeCbGsLloM0t+UPADmjLf/FYK2TTaagKlgnxehEtFvQCW3BKUg2vi1YCFLUlp8nUvdFQbl4W8ga6RBobowrJ1pSdltwKEhWW7BKpLZQvuh4plN/WT0NEFRpR4U+3c0aVWbag4eDNwQ/AfvHECzU4/VQhwryUm4Hm2Lagvv634nEtcG2WptIj/lhZ4y2CvpIcGvuVcHbkBfL3RW8JTggeE3/Dguir0a9r5JFtAVXhTr4/WZScGWwJLi4/6HgBcFTgtODE4LNuYhvC54Z3CeqSU2skd+/K9iADMegFbltwZNzO2QV64IXBc1gfrAqtE/IlwZH863sv09IgEqjpfeDfPvmdggdn1zZwRLNvsZnxgbjDGO4MdTINrKMPkaG4bV4LG5LgsVhsVksFt2iWriFLN6OyEGziKC2Xt0tiK6KT1U+u7n4lP/7E6YqZuF0CrUmKfW8fuJwVt/aeTbVzwi1fjUxu4PZxk9t1bKHs1ZPPdVPGt46uKi+w4hMaK0sqm81Gs5o3MnYNU2IbeVrOhhNauxgERF1RVqrZwRe0hVXp+0mxlKvuLqpifwpF9b4azzDEqvqRv7AR0vss+j4j7/7Y0brxvqJja3bM5paS8VDJKOpvvXSiaEzG3dzF3eOGrmbJwjS1LhbXcBdoyaIeHXByCYkOySTQZsTkIzyBUEyy3AKiWSwJ8NFMvRRNF0e2JEuUxCkszkpT6bLszllOpWJdDsPhEaN3BkKyTS5RAdkmgO51C0NNAa8I3fm5clU2SHWKFKxxuyQrFihzCgYRJL+QZmEwa+TGQWZLKy1+HiS3FiSimNJKmRZCjueJhhN4y2Ip/EWIE3R//Jn1vAi1j5wyfKnRs3KHtWSPWoW0NK67sK5/taVM0KhncuXiBehViWvZcbZcwWdPqt1Sfaska3Ls0eGdg586gdePyVeD8weuZOeGjWpcedT5qyRbQPNgaOyp49saq+pbqw9oayrjpXVWP0DmVWLzBpFWTW1P/C6VryuEWXVirJqRVk1Zo0sa9Q8ofcNjTstNLxpxJlR2s7tNuhwS1pm0/AU94JhQqF3D830L0/boxLbRvaiplZH9vBWJyBe9a/tXyteYZyJVwmIdsVe+ZcPzUzbw7bFXrkRnZg9nOKiJZGovrVifH1r5sSpjUJVWs3pP9xnF4gf+dpPo+aNxD+EF0vgt3tKuuAHfxb/0M+SJUsuEB9Lii4gqm/tO7G+ddB41MQwUFTLyCbEDYjHKYqM22m1juqIdOJlESrBFovixFMRK4IETRtWXQbfom8xuFgqLG4PZJTOfwwz+AoA6zi+tK1YLp/50vasXLF+WdxeXBGlWK4K2hbILEUJ7ZVgFTQ3Ss3E/njYkLuh/4bKLblb+m+p1BG7aysig1vFVNpWvFWhxUUXxAWBx8VNEDaqJcq7qy09Qxa8RTwUFTUVXcCkvL4vbBYX+jHBXhDL9QKZ/eJ4h0TjL4hlgp6Ilr4kzrYkxiRfLpFM0UyioWMfx38WLxFZCXnCSv8/iFEQbg0KZW5kc3RyZWFtCmVuZG9iagozMSAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDU5ODQ+PnN0cmVhbQ0KeJztPU1vHLuRd/0KnR8w7eY3CRgCpJF1yC2IgSyw2NPbvNvuIsn/B5YfRbKqmuzpkWdkGQkMezxDNlks1jeL1V/Of1kff//ng3hMf/75+4MRi/aPzrvFmkft3CLk48kuUj/+428Pf/zW2sVi1KNycgk2tcffSrt2anG2djB68Zq0w/POLMKh8Z2k7dYvxj2q+K209/GlXpSsHcSqF+lHE1i5SNEmiHCyDtaHxZtHJdxi6AphBujQZ2AosD4uVM1RZGODFWgCzycoHfoEng+wLj7sTGD14tzeBKXDfALjl3Vnk238CGpvgtJhPoE2eBO2E6iwrOFRyLT9+PFIQ0HWZhnMstLhgcigQyMyPr2Si3I708v4k+nTC0mnL819+tZelw/Pt+ULycZfU/t8fqEXofr8ki2/NOu4PDskwDVuX8eucYuypIMxa9p/6e1iIpPKxTMmgg51AagDDKDJDFosloJg1sh4oc2wwYBZ19ReB4grZVuko5xJICZMEgCUcgkH0K5E3gK8glXi50UWQ7i9UAi0A4VsFqi9wQsUUWg0HK6P6U+UiF/exGPsph+///Hw8v1BKhHFl02s+/2/H/7z67pK8xT6hwpPIn3TT0rFz1U9nWz6GVrX0grfbP5W+widfxUuf9RfZSifRsKnKJ/a0d9r//q79mQYFX9Wa/r9DM+5+NdD3zf4rG2v8f/6SeT+No9Tm1ygYFyYtuIBRkmTtklC+amuy9YHpfP/9fj9T3ELEsnEnf3+mhHdlmAMAUk/s88CAvTq45ZGAKSuHFZZl0MAdLn9MtzG2AzwlzfZSMVEaosEBDTStrhvVl3llzfVHsps2R5S+ulkCqzhawdFAERtyzz+qlurQ62FKNne1GeiHKgdIwoD+qiIzKsUHO7OFyepTOLXkzSL1o0xAtmPSkgvBNJLZKsK5JUYn8dEn/Dq5niNiiKSUUdsGzQv75y/xUWmySs1YBynWdLo0pGN6BCPCEBG+RzQbkZOyJNahPi2sWVxkQuFQfNdoBbhk7jqEzTKbptmyJLKpxvuYBShDgErTOkNskgIKqEM/RW+KtKoGlZO0nuwEyO8NySOuh++82hdLfD+SgRFE526zimqRHRUtFkhthztF0k5+sAeUY7mADN5lQEWiG1hzzjBQaskxPouIhXeUhr6pYgUQBLPn5lI5xJsRGRRjkYja6g3duQb0xsfId5EEARSmBR2s7IXwl0jfQ6CQz8fJCoZkil39dyNq0DH9XUhGnPJMrwoCIGMzh9NY5baHtVqGVhX2Lw7ZsIdsDRHJGtVsp5/zNRpU3ts42hqCVc5WfaWWTwabMK3YsfAVtuMyUJxKyYJJGkqY9W1XuIBRCtRIJnjWlPvEUuz/TfEIiSiltivdiju1Ea3dIMVWaiEuYwimKvW9JDSbKhoHVrPb1f5ILorMEK2e/BwN6e2NloYCSefffYfk6ITadixlOVWZ5mqz7DDdb11XbGMBHglaZvxXpWwH8DW7AKg8BHNCq+Tib7hvOtU3JDI6nRBY0NJ/gghqUYLwK2IeLo0MoqwoTJ058gzZPj1pblz2L5xW3pbz9GPVRuSOQmtU2CGSvRLlHNI0HhibvI1DS3BRpXH6YcIwSkBGbsIexwYvE5A8Raeald6jt81rRv+svjLSSsNwUgiEpm0rWC3GM7VolK8bgw4IAS3VsHTiEtXX6MgcxPPKMr1hboiilIkdl4qD1JxyEiYDX9B2zq/iwBCoeKV8WBRnEjEtQeeiaR+BvC70M9W5VvDC55TNPm9rhncb98f/v5gM8Ap9m7Fo0whvJNJG/6Pvz389beH/yVC/uV7655PE2Btuu9/HPLPcVCnk7UIg/p10fuD1u54UMU5qvhAwMSM5CEEmHYs94rkf9J20K+bra4Sj32SerslkbZOUqJNgG4D4iozKgwX8zOpdAD1BM/14Q0lJkCl1HLp+6OSVNjFZe2PcZkkgjZdYmVa+xYhwD/orhEdtA+kJ5IaAKBa12Q0AYRCJ1B2IWwPYBB33WCgACnliMhUinj7PGmJludJO1m5kA5dKlnJNjgRxGMTl1rFG2+GSBsz0gB0GDuKCX4cs2dyCiGREGBN2BxD5IirnQjmehwB4j0rDyQA5RMCHosPFw1s1cSH6XYMkZmfXAQMNk6yATfMXVjrBXlDFDpQE6Z50bjTYFhNWVKYyITICo8TSVH4WFDtZc5Ik71BF9BGL7RnRUN3APJq0FcGhbXEob+GtfW63CvcFDwxWVcW/xjJSOS9EOeqL9UoYqbF6coAYNLW74BSAc/7J+9DV8FVTq0pA0BotXBZhu2KLtcimqX4vHKNRl5ZlACEhSbUvh8ru0JOhgE0b1hooDOoQsPUelaCKPPyTaydPSWB2zCbnkZWYOVbxSnVmk6BYd+1zYfOe/teHyAbv8Pjw80+zPRig4GG75fK+WK8sKo+CkEPdAxfGDxAFvY+fdN1TBSFUcNVHdMV4S+lY+5nZhbpMNZC0ULrusyM9A9ZE3E8xQhxG7UWtkvejIrUWtzSQPRab0pc0xqCfpKYxjs/uIpsHJGEmZhiw+Ld08jN59BkWGkYt/hodZsUADqiNKLCUu7zKo1LkveYNsF28kVt0qn8XeqEHBc2q5t4UldplDKeaUBfp1FCztIqRCHBE9tTKNAfEwViLuSCSt+H3cQIwO2UnL4iOxod6FAgnMtQMsV/90GsD+BxuS17C2UFjHRcWRGIflRZJe3fPC3tfk2H6M7K6pISoY9WdZ90h9RHdIfJuuNWTpAJxDP4hKpD6yWUXMRLcqI+sKYM40+rO37EOL8iFlNzCna1QtjAPAjFqGxdwD4ckdbQH2/DSFqX8FoddiytoQ8eKjLARlqrlP5RhyppufvSGh7A497RwwASPi60CWA/KrSVSiqjCm3/b6E9ENpH41yHZTlJfHgZ+bH05P2yzc+jVyvxNT6J4D4SvUK/DaNXIGfn0StPolXrG/GiALRJ8ErJnFkvSt73AWUi3WLD51Um7zfYM6AB4P9ILVOlwEDN2LZDMoBC2Nczlu/QmNVuLtCBjI4LdALk+wR6OwOVNt1NEBCHIycitYdAs8VNZuNU0i7jRH3ptyPVPniku6gIlHLbKbFrg56XAJO15J/RnETdECFd7aoaUb1e3ZAjDq5v0MgTbUNGvy7OxDilHkzC/lW7mGxf64P37x2Hl0qLQr95Lqlz3hmfq/bBc93aHUjAaF0Cy7BwN6Lb1gcDs1LJlLVQgCsjgzyJiRqqUASNodBw1E2hqH0IShTVVw0VRR0ShYXZdM3zqDVZ1UdUljDpBuRE1qyYzbbZYhevhiAViBkBaUDCZndWgdjf5v4UV3Q/5k4hiHlK8juPtmFfj+uQ3X29UocIla6Qjr0u6LKGRfdYz/Mkd6YMNMid6fRIBvqXdTPYPqhVZC+54C/+W3xWisDaiWBQ1nwvQUGt0JyZppzKdKCBKtPZ1NCJTH3TNGZKR2u+j3nQKF8Vysv4hEb5h6bKJCJpCBTiot1c+2McRpoSQFP14hO5O3jGa+cUtZOWGaczMv5sArMNGKHcNi9TerjY0hgEeuKv07sOpnI8aR5e6tT9Cpgi904O3lYxNPa6yb3EqjQlX7qvG+qkfgw7PE/bWlihs0NLYiCx1iLzjXfpYrpKObQH0iuNlyiyFK1La92WtWFQZ/Jt9sv5lXTU6/QFuu7TJHElaQs/6q/dnOfDsoGYNu1CA4AYHt1xYUBERANNf93y/QaBqcSArAiMfpq5lFQJ/QkCD1+/Gq+FiWvQCxWmgfLgaZT1AQzUTS9PMWoTyTX3Dmh4lGpp0i39+wd1KDXifk1T+6/NxKBq5qAO6pTNgmpDqvPoF3qvZER6NnkwgE4pt1k/md5KJ4pPQnAbCC9duSN2qnG5DsNhgeRWbCKbiUAqgx4XSGTUfyWBtEEgCJiCwOMCiSLwPgIJYDoukAhQ9xBIWuVrehWyNd9P2YOsPYAhG4XQpWn5Q8zKKNwMeQeD0EW+lggQiQBMvQNRfYDgCsw3IJY3iqqKyHJ5ahbVMNZnv3FXTFuNHcd/i+khQxYJXNB5QUxTfN5STFuZq/Esx6S08dj1sE9udGECxgwyLeaIlCaj/vJSuvswkNDRAKsngxUoF/BwW/eAxIM2Z5VUsBecHxfsFOf3EewA03HBToC6o6VpcjJUUHsizMiPSH7/mSLsln4olmgFuxckGkXvDSTakViGVqm43CSWYW8dy7hRkS9+OR5/g4gHve48CVlEbiRn8dz0uOb+qKTXWYFWX/YBZ/qyn1KM4hmpWJw6fF3UKIVz8V8mfF8GtW455j2QQSUrCyAIbfKjUSIwpxghGX4FJSVKjrayJBPTJ/mtlq07wKFiMWwRBa5vWI4MO7jcKLRMoW2KBU41u4ABv5oNJ9+djLI48mppe16qy+wrRuiPl3v3CjhVYwqVpGUFdiw6W6f3QHjBGqwaGAA4rrIpddxcZY+5XboU2qjcfm5BbZoX91M5ts9Cs0P1BIhhkDksmgpsHEZGO99mCRkdBdb+X7Z+Qhj3ZUVSXUoHWtLjl64uhYoC3rG6lFjlJh+xCfmW/7AiMoYd27tAmjsw3x8VtNJKLLn6SWjlOPTrZ2SxmylFYiU5kmH5C6g7wmMmfO7Cf4ht7lidEhuSEeZUz3gbwuvqJCVi9XyJb9zDBmuwDJRl8iRfgg70S6qfah8qjZBn882r3aPp9IDkGPgVNRY6ml/bphe6HyZ5rJttvwnXNbswpDSSCsbljKP2gB4W1jjIp8woBBbaTTdhO39jbi45hKluQUWF2AYXcw5h6YNhyTrzG7kwSTTma92NQdDdIuyH7aFTjrPbLcIvKtmjEQsdDD3quBSiUC1sVCgPV4x8Z/Hvcw91ZTKh2b9HK/u1jNhRXW3D62pfXYV3tzIfua27Lc1nEKuy8IdpgqPqBFJ3z3pinV2su8dFNPl9UnlPuzTbJgb1g7ui4GiHFkCugmISsaqTHiiynHJesb3Nq8WNqIRHomj2z3SFVaHNlmhXXiyGV69338Y7BMxUCVGJdt5B6wUGCW+ruHW9QO1xsZ0xjQ/ucaTFV+ufOid9gwcmCUod260cGP0DcxGsCes1ntsvH9iKFOZXPnTwzcZtI3cQuPY/t/1zfP9IAUKT9y8kZu6ilimuSYlWWph5VMveYVrGrySgdc3HAV47pEga/m3vTCAjsKw4HJneFCpEhQ8ZUM+EcI+qjsrfVfM8j1h35VAYIqz6YdORKHlbEkFmq0zaqWQit/Y0zVpZ+7VlXMLFQ8a2zeNs6q43I0Axzx8u5N0KQQRmUx87h8YBfKgXXG1RXDV0dExEXRMdNstlHi9VciSCwpCAT71QmQyWwooLidXE2rCP1BVVhh4hlehz5JImrXWn65U6LPR2JcbHO6+1sNRVGUW012U28pqK+vaZjTkavpI8D+WJtJ3eemGPYWFaXlnUpWMXuSetS8rInpg1MzF7r8M0qp/KR8DEBHKzygUoVjtaILEJRkVtLzmsg5jWjsMauMBCGk1sDZIJuV7UbwdMwvxJNcOm+1A1oU2iV6qpEO+2OJlqOmMvaD+X4ffYim4F0duB6ER7Wta7kNpADc2l0y1d7OQ266l4AmxhrznnsvWf2w6e54cZfhnLKuIJUgGkiaC6VnyxS+ZlTfXX/thcZFErEcTXFUw1l2Y/g6nYdYgbMRuRupg6DF3j9LUCwILMdOQooI4TuxDSNGbHv8McUr9zB7xHJQjfM6/vDDfK6fLWV66NMbF//+3eYmZYBY8Kn7K4fs95V/hcWpvka6NHUb0rq01yTQlbcqjFT15aWiC7Vf5D1w/HaOyCm2Byc8u7crdMGcL2XoYjiQHcqKisplGBqeGoD0peR4JxE4E9K1FLNQMxGQdWFKG7tsFzAmw7zINvvCoAOR8huaM9E3O647dUxkYSbB6JXzMeJBb5SrXi21Dxsn2/FL9O1Z2u6W/MMjaar9jiA3uNI1G8AC/k3tJiFdV7HR8Rb2TSsPqt84TCkG95VyrR5prz0+su+CpauG660IydKqmT293CAP1iNa7XZCkBRoMWY8deSXRh2P98hOi0zoc5QqRDS0R1W80nVjbISO32cEYNUOxlsnTLi8RNsMqx7QzxQrI4ySk3owZqN9CQM6PkrlSfifFQ81/G0Ws2ASv3wst1VQYcJR13NmTiF7oSZ31uLwwzFxQlHjk0G1iu/Th0N9/m4TH1xV2exttHgTQe+WJXzM9ETVzA9eCe+NgmHI+D3j0EfD46IwvZNDhJd83r8T7fOZn3RCL+zPOsnNyiXUiiS3lbXiieX1iVvWd8Nl07CXyJTzZqHjmZ05g+7NUr850M2cK6xP4KpWicUsduE7mqNQ91yDuo0hU3XrhqcASXhfgmymWnLjcc+21e6VTLzSDoX8nmHiw+UMcfvHSaY0dRgtbj00Gzv1GbaAClxYEzMJKL3tCzPAmvp1bULB6Kpu1tlHz11G9Kq0A5uTPBFtyRmpXbgBlfn/TuW/G4YS60HYqBn30O6wMB655npjobNR0DcB3tZXNORG8YoUJo1aGsh0PcbpFNlu5vSkAPobNYxsjYDTkJv6bjgRTBdv2U4IP9aaSAhv709iCG+tPIxB3604cDmsytphFMVjzzzJ+eutW4+kkLa4qQUtkozagyIUSoqmyAE2/oIzXZZuA3aGybDyRSj07rd5hAvrHm1yYlcnNZYa10c34DOATBAw/fCTJG/boy8ch7w0l1+x7o9wj46HSBhvs2N6teEVcYLiR6L3K7jth1HGpwfVh9zBQVgHgbyFfYDdjAikD4lYfzARV1e2GEuiUAyJlO19DIgs4gOQSPDycX6xt5lUw9m8QDQ448FdLVsdXDxhcyGEPTM0mbEyXZTj5G82FwNBTNUJXLjLknjT7UUw68vD6By6vKR26LRCMGn3H14IGBGevKePlRWuQykoQrT0BqEqhFKDDse15iTgtUUi0umn3ZYDqtCfpo9v3xW08LZMmEymX2dqtNN3LfY8QKdmzQapmt1LAe2VU4Vx2dkSbvn8Z9KgvvK7rZvQ9qWSCe49eWR6dr2c+PnmsypOmxOX/FVtUzoIx8pTHSqDA98jCqrb/2et6u6DyvWTSkjuDp8PRXNrzjVH8ajc8W9zxcHHBioI2EP7kya0pqb3GBjMBCVoFg9EyHNxWiaxbHdo5Oy8wHS5ZshpqaVWJPk6OchhcyLlucqYsrkPXx8QkVwt6pzYAI85kuTw1pT5MtZMsjVMspxyF5eZI2ZVqDcOyPl5nDcHFhb+XnIdVszLRy85cuO8Csdrhe+rHXuHP5aTRtY+Iy+/gG1+3WLDUVA2VWf7c1M/33UTOGj5yR6J2cwh9Ffa7QuTmRx87LpVgZ9z5pKkOcRWiTTPiP20ySsuByaVJRahPdPMU7GiMqeig2mhU6v6ko51knR8JUc0RZn4SH0zLVuGntESraLkQqbwPt2fMr7TryQjJbZu3wvA1rChmV9iiu6NPw3uDaKvjDzi2+Dp4u/9GHY2tbmt3OHM0x4aYPm1w7c/pwFK26N2vPni5lqqGZPpqK+EUDcLJiKPE3W3EqIqWn6IISU9uHYa/jXoQ6s1B8yXCBvDSXajTQ7lRiiOlWGumTzJ22S5ed4WjX9YWj6QG61Cx3KMWkN9zUxckcKqLgz54H8KftAP58/gIfxGunnDBtB/jm7QW+aTvAN20H9Kb2xiuYk1PyWUSWS6QjHmV6WYhNnkcjWhUxK2wVBSrXsB+1RzyksoDz9vxKz3l7xIMMO+2FPEVYJwDaEFLhmVEHmzNTQZgYk4u2D9q9Sq8EmrcXebLTnusyztuLSJm3R5Wi98YvUmWnfd1tB9Gy0y4Siczbi3SZt8cPtbM+YNGddpkoYN4epU7Yg1/43f0zyZMY4TexiK8CSJp8nrht196XCouTduCwebt16QVSg/a/PwihSvLxmsqOm3TpMnLkmtD5+/88fPkP8/j6f+X67qijsamMa+5oS8f/B5ZZFOMNCmVuZHN0cmVhbQplbmRvYmoKMzkgMCBvYmoKPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDE0NC9MZW5ndGggMTEwMS9OIDIwL1R5cGUvT2JqU3RtPj5zdHJlYW0NCniczVfbbiJHEP2VftxVBH2/SSskwCEmsXc3C7GRRvMwhg6ZCDOIGUvrv09VD5cxZlnwSkkemr5VVZ/uOaerEYQRRaQmhgipiIBKcyhEOmgKYjRUijjvieDE4xwjnDlBuCVcc064h6aCH0O4Y9DXMAQBuICIHuwwKg6CqzHgxIiw3hBLpJAQkkilHbQBBEx9+ED7xdOyIpz+ls/KRAG+LykdP68C/ZzNQ9npRJNlFZZVSSAAzNPbMMuzXvE1YdDVXreFNQywOMXbzkNLp+C9BhciosOXUBZP62koY7BFsR6tsmnAzojBUYBJp0MHsAoMDThiR6+BwF3GlsTjiK14aLXD5NPD32GKPhMNm4zzEzg/X8+DxW4fnU5Ch/1+LyvDjOi4SXDDLq5Ke9eDm97nn7rrPFu0esViNqyyRT69HbeGM9hFXj23rulVKKdhOcuWFfqUiajj0J+X02KWL+e0YTt6eqhwbQTA6Lj4Y5mDUSCy3k/EhVHi8X4fBu0Pr0bPZRUeh8s/C2QIRoHBcfHL8Oo2W+3Wplf3xGoWgyPgdb6qijVSCz22sMATDRCG2IOh94lMhHUp13VlsSLYlCaxQqTSYUWwILcMfCgLs0pFe2UTGEmVr43AFYxSLZMX9hDG8GjIFU+klKlgNsEwaTyNLp5yRTzTtJ+trkM+/6siluvN+VekJTing0U2L4k3EXgPudjS2re1ZYxZ0pLWtJVRHojPpWdtrpCVIAZu29pB26bRc5AvAgqn5hYMfMwew4nvgCb3G0iM0Xq8u5wvAmlxQW9ChkwAedERfKw7wvanu/8adLLZleYubvnTehbW4Pdu+xXfg2LmeVmtn991Z8VDeA9fbrVahEfcPzskzd3vw48bsGfxlr2Bt/o0b49AOOAs95dyltuLOBu5RGJxnminkLixvyWxYInWJhUCKxKbetvclch2noB/KmVdmSSSF8oB+TfEJ5oxJD+6O1ivwf5YNz20xWCpYXXl9usz1sSwb4NerE+girEP4eL+0HXnAlA8wMdodflhWYFkGFzqAmUlVNsyi3c9l9ptLnviPahKeyZ4U1XcHarqGEsailL/E0V1x6Obu0kN9LSU+FtSgDolpZdrH2ro4nufX3Tvu8Q5f4aSXrHwW+UyMdWJImYSQFILKdU8eZ1FdjI6Sz+xRJGcL6K4thcoJDiQeGOkvL5A4s2xzV0coGp4jkFJBeRNHDspOHNMcMDuveCMUaAmzuB90RScgMwGCUxCkgNQsFxTagcJ7IBFJzTG/puc1e3/2u82Eux3ZPaWjCVPZqzXAA60dnG6+oFs1XhpHZNRKkyduGq2I8W2ojK799hZavrGo+x4VsLXWqNOrcJXW+xuMyomJmjCrUG2UxjOgQ7w5thIaxvAy1pOTNdy2slq8xyEbTafhZfnrZcyErbthfdevngObmSkddvAfxapmjI6TFhHSHLiAfjvSUl7p/4BLigAGA0KZW5kc3RyZWFtCmVuZG9iagozIDAgb2JqCjw8L0F1dGhvcihBbmFCZWxlbikvQ3JlYXRpb25EYXRlKEQ6MjAyMDEyMTgxMTE2MjArMDEnMDAnKS9DcmVhdG9yKFBERiBBcmNoaXRlY3QgNCkvTW9kRGF0ZShEOjIwMjAxMjE4MTExNjIwKzAxJzAwJykvUHJvZHVjZXIoUERGIEFyY2hpdGVjdCA0KT4+CmVuZG9iago0MCAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUvSURbPDI5MjNCRTg0RTE2Q0Q2QUU1MjkwNDlGMUYxQkJFOUVCPjxCM0E2REIzQzg3MEMzRTk5MjQ1RTBEMUMwNkI3NDdERT5dL0luZGV4WzIgMzUgMzggM10vSW5mbyAzIDAgUi9MZW5ndGggMTM1L1Jvb3QgMzggMCBSL1NpemUgNDEvVHlwZS9YUmVmL1dbMSAzIDFdPj5zdHJlYW0NCnicHc45DsJQDATQmQ+ENQlLTU0FNDQUyR0iRRwErkBJhxDiVjSIS/AlFtHH4+bJ9kzhACxAfiKCTSTWlU9BTMjDz9epGItcpER8epCJkRiKPnE5ejAQPdEVHWI39yARbdEitncQdWFArP72y+PqvRm539jttTTOb/Vu6uVWiaXxPaEBOwMWbA0KZW5kc3RyZWFtCmVuZG9iagpzdGFydHhyZWYNCjEyNzYyOA0KJSVFT0YNCg==</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.0140</E_3862>
      <E_5862>4000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_8862>Adicionalmente, comisión de 300 € trimestral por cada envío a EdW y el 0,025% del valor bruto contable de los inmuebles</E_8862>
      <E_0863>BBVA</E_0863>
      <E_2863>Saldo Vivo medio diario de los Préstamos hipotecarios y valor contable neto medio diario de los inmuebles durante el Periodo de Determinación</E_2863>
      <E_3863>0.01</E_3863>
      <E_6863>Trimestral</E_6863>
      <E_7863>S</E_7863>
      <E_0864>BBVA</E_0864>
      <E_1864>12000</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>S</E_7864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BBVA</E_0870>
      <E_0871>Capítulo 3.4.6.4</E_0871>
      <E_0872_A>20200229</E_0872_A>
      <E_0872_B>20200531</E_0872_B>
      <E_0872_C>20200831</E_0872_C>
      <E_0872_D>20201130</E_0872_D>
      <E_0873_A>1213000</E_0873_A>
      <E_0873_B>2970000</E_0873_B>
      <E_0873_C>4547000</E_0873_C>
      <E_0873_D>6090000</E_0873_D>
      <E_0873_M>14820000</E_0873_M>
      <E_0874_A>0</E_0874_A>
      <E_0874_B>0</E_0874_B>
      <E_0874_C>0</E_0874_C>
      <E_0874_D>0</E_0874_D>
      <E_0874_M>0</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_B>0</E_0875_B>
      <E_0875_C>0</E_0875_C>
      <E_0875_D>0</E_0875_D>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_B>0</E_0876_B>
      <E_0876_C>0</E_0876_C>
      <E_0876_D>0</E_0876_D>
      <E_0876_M>0</E_0876_M>
      <E_0877_A>-35000</E_0877_A>
      <E_0877_B>-91000</E_0877_B>
      <E_0877_C>-143000</E_0877_C>
      <E_0877_D>-196000</E_0877_D>
      <E_0877_M>-465000</E_0877_M>
      <E_0878_A>1178000</E_0878_A>
      <E_0878_B>2879000</E_0878_B>
      <E_0878_C>4404000</E_0878_C>
      <E_0878_D>5894000</E_0878_D>
      <E_0878_M>14355000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_B>0</E_0879_B>
      <E_0879_C>0</E_0879_C>
      <E_0879_D>0</E_0879_D>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_B>0</E_0880_B>
      <E_0880_C>0</E_0880_C>
      <E_0880_D>0</E_0880_D>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>-1178000</E_0881_A>
      <E_0881_B>-2879000</E_0881_B>
      <E_0881_C>-4404000</E_0881_C>
      <E_0881_D>-5894000</E_0881_D>
      <E_0881_M>-14355000</E_0881_M>
      <E_0882_A>0</E_0882_A>
      <E_0882_B>0</E_0882_B>
      <E_0882_C>0</E_0882_C>
      <E_0882_D>0</E_0882_D>
      <E_0882_M>0</E_0882_M>
      <E_0883_A>1663000</E_0883_A>
      <E_0883_B>1710000</E_0883_B>
      <E_0883_C>1486000</E_0883_C>
      <E_0883_D>1521000</E_0883_D>
      <E_0883_M>6380000</E_0883_M>
      <E_0884_A>891000</E_0884_A>
      <E_0884_B>881000</E_0884_B>
      <E_0884_C>921000</E_0884_C>
      <E_0884_D>889000</E_0884_D>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>