EBRO FOODS, S.A. 2021-12-31 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasContactoMiembro 1 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 1 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 2 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 3 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 4 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 5 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 6 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 7 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 8 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 9 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 10 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 11 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 12 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 13 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 14 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:PeriodoCierreAnteriorMiembro EBRO FOODS, S.A. 2021-07-01 2021-12-31 ipp_ge_dim:PeriodoCorrienteActualMiembro EBRO FOODS, S.A. 2020-07-01 2020-12-31 ipp_ge_dim:PeriodoCorrienteAnteriorMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:AcumuladoActualMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:AcumuladoAnteriorMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:CapitalMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:ResultadoPeriodoMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:SubvencionesDonacionesLegadosRecibidosMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:TotalPatrimonioNetoMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:CapitalMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:ResultadoPeriodoMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:SubvencionesDonacionesLegadosRecibidosMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:TotalPatrimonioNetoMiembro EBRO FOODS, S.A. 2020-12-31 EBRO FOODS, S.A. 2021-07-01 2021-12-31 ipp_ge_dim:PeriodoCorrienteActualMiembro EBRO FOODS, S.A. 2020-07-01 2020-12-31 ipp_ge_dim:PeriodoCorrienteAnteriorMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:CapitalMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:ParticipacionesNoControladorasMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:TotalPatrimonioNetoMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:CapitalMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:ParticipacionesNoControladorasMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:TotalPatrimonioNetoMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:ImportePorAccionMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:ImporteTotalMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:ImportePorAccionMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:ImporteTotalMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:NumeroAccionesEntregarMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:NumeroAccionesEntregarMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:AreaGeograficaIndividualMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:AreaGeograficaIndividualMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:AreaGeograficaConsolidadoMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:AreaGeograficaConsolidadoMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:SegmentoslMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:IngresosActividadesOrdinariasPeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:IngresosActividadesOrdinariasPeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:ResultadoPeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:ResultadoPeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:IndividualMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:IndividualMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:ConsolidadoMiembro ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-12-31 ipp_ge_dim:ConsolidadoMiembro ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:PeriodoActualMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:PeriodoAnteriorMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:AccionistasSignificativosMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:AdministradoresDirectivosMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:OtrasPartesVinculadasMiembro EBRO FOODS, S.A. 2021-01-01 2021-12-31 ipp_ge_dim:TotalMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:AccionistasSignificativosMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:AdministradoresDirectivosMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:OtrasPartesVinculadasMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 ipp_ge_dim:TotalMiembro EBRO FOODS, S.A. 2020-01-01 2020-12-31 EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:IndividualMiembro EBRO FOODS, S.A. 2021-12-31 ipp_ge_dim:ConsolidadoMiembro iso4217:EUR GEN 8.0.0 N 2021-01-01 El día de ayer, 18 de abril de 2022, se remitió a la Comisión Nacional del Mercado de Valores (CNMV) el Informe Financiero Anual, que se corresponde con las Cuentas Anuales individuales y Consolidadas del ejercicio 2021 (que fueron formuladas por el Consejo de Administración en su reunión del pasado 30 de marzo) y la declaración de responsabilidad sobre las mismas. Una vez remitido dicho Informe Financiero Anual, procede modificar (actualizar) tres aspectos concretos de la información recogida en la Información Pública Periódica (IPP) correspondiente al segundo semestre (acumulado) presentada el pasado mes de febrero; en particular: (i) Una divergencia en la información relativa a la remuneración de consejeros y directivos. Revisado este primer aspecto, se ha verificado que existe un error en las cifras contenidas en la IPP del segundo semestre (las cifras correctas son las informadas en las Cuentas Anuales). (ii) Una reclasificación en el pasivo consolidado entre deudas financieras a largo plazo y corto plazo. En concreto, en el Informe Financiero Anual (las Cuentas Anuales consolidadas) se incluyen como deuda a corto plazo las deudas derivadas de los derechos de opción de venta (put) de los socios minoritarios de algunas sociedades en las que el Grupo Ebro no ostenta el 100% del capital de la mismas, mientras que en la IPP estas deudas se incluyeron como pasivos a largo plazo. (iii) Actualización del dato del número de empleados del Grupo, una vez ajustado tras los datos finales de la operación Horizon (venta del negocio de pasta seca de Francia). El resto de la información de la IPP se mantiene sin modificación necesaria alguna. 2021-12-31 EBRO FOODS, S.A. Paseo de la Castellana, 20 - 28046 Madrid A47412333 La presente declaración de responsabilidad no ha sido firmada personalmente por el Consejero don Javier Fernández Alonso, si bien dicho Consejero (i) ha mostrado expresamente su conformidad y voto a favor de la misma, y (ii) ha facultado expresamente para la firma de la presente declaración de responsabilidad al Consejero que le ha representado en la reunión del Consejo de Administración en la que se ha aprobado la Información Financiera. D. Antonio Hernández Callejas D. Demetrio Carceller Arce Dª Mercedes Costa García D. Fernando Castelló Clemente D. Jose Ignacio Comenge Sánchez-Real Dª María Carceller Arce Dª Belén Barreiro Pérez-Pardo Alimentos y Aceites S.A. (Alycesa) Empresas Comerciales e Industriales Valencianas, S.L. Hercalianz Investing Group, S.L. Grupo Tradifín, S.L. Corporación Financiera Alba, S.A. D. Javier Fernández Alonso D. Marc Thomas Murtra Millar Presidente Vicepresente Consejera Coordinadora Vocal Vocal Vocal Vocal Vocal Vocal Vocal Vocal Vocal Vocal Vocal true 2022-03-30 1913885000 2085244000 15308000 5201000 15308000 5201000 672000 724000 8478000 8509000 1884330000 2063955000 146000 146000 4951000 6709000 195628000 41469000 8237000 18532000 6216000 11312000 191000 1037000 1830000 6183000 187391000 22937000 2109513000 2126713000 1237953000 1086219000 1237953000 1086219000 92319000 92319000 92319000 92319000 5000 5000 818484000 959434000 327145000 34461000 0 0 815777000 650546000 15724000 18622000 355905000 207501000 349805000 199851000 6100000 7650000 415929000 370209000 28207000 54202000 12000 12000 55783000 389948000 25151000 365143000 25151000 365143000 302000 300000 26147000 19813000 6231000 647000 6177000 19166000 13739000 4183000 4692000 2109513000 2126713000 3810000 45573000 6704000 48916000 4404000 4165000 5401000 5510000 -6853000 -7897000 -14244000 -13602000 -8547000 -6822000 -11574000 -9750000 -1010000 -687000 -1723000 -1384000 264000 263000 213000 -7932000 34332000 -15173000 29903000 1025000 2000 1088000 -2760000 -2072000 -5196000 -4323000 1550000 700000 1550000 700000 -500000 548000 -1144000 1093000 332129000 1666000 332129000 1666000 330419000 1867000 327341000 224000 322487000 36199000 312168000 30127000 14977000 3186000 14977000 4334000 337464000 39385000 327145000 34461000 337464000 39385000 327145000 34461000 327145000 34461000 0 0 0 0 0 0 0 0 327145000 34461000 92319000 959439000 34461000 1086219000 0 0 92319000 959439000 0 34461000 0 0 0 1086219000 327145000 327145000 0 -175410000 0 0 0 0 0 -175410000 0 0 -175406000 -175406000 -4000 -4000 0 0 0 34460000 0 -34461000 0 0 0 -1000 0 34461000 -34461000 0 -1000 -1000 92319000 818489000 0 327145000 0 0 0 1237953000 92319000 458372000 887268000 1437959000 0 0 92319000 458372000 0 887268000 0 0 0 1437959000 34461000 34461000 0 -386202000 0 0 0 0 0 -386202000 0 0 -386202000 -386202000 0 0 0 0 887269000 0 -887268000 0 0 0 1000 0 887268000 -887268000 0 1000 1000 92319000 959439000 0 34461000 0 0 0 1086219000 -15692000 50774000 312168000 30127000 -328103000 -42606000 1723000 1384000 -329826000 -43990000 -7839000 18587000 8082000 44666000 -4106000 -2189000 1397000 43123000 1216000 2028000 9575000 1704000 537161000 16898000 -11763000 -615000 -11763000 -615000 548924000 17513000 548636000 17300000 232000 213000 56000 -357116000 -63489000 -632000 -644000 -632000 -644000 -181077000 323357000 664160000 555363000 -845237000 -232006000 -175407000 -386202000 101000 -2295000 164454000 1888000 22937000 21049000 187391000 22937000 187391000 22937000 187391000 22937000 2205307000 2577452000 1243707000 1510958000 809359000 1061602000 434348000 449356000 848056000 934041000 19398000 19454000 43002000 43387000 4874000 7616000 1151000 1074000 3723000 6542000 0 0 46270000 61996000 1733315000 1458210000 141974000 702699000 578280000 474500000 508512000 387303000 427453000 64100000 64004000 23097000 17055000 4265000 3356000 4265000 3356000 527000 1611000 527000 1611000 12085000 13991000 539239000 210486000 3938622000 4035662000 2133190000 1957798000 2009841000 1950178000 92319000 92319000 92319000 92319000 4000 4000 1678889000 1665440000 238629000 192415000 91786000 -22827000 -13207000 -21983000 51000 51000 -13258000 -22034000 104993000 -844000 104993000 -844000 2101627000 1927351000 31563000 30447000 881681000 895175000 10326000 11437000 50626000 70555000 598509000 570267000 523463000 308384000 75046000 261883000 222220000 242916000 0 0 923751000 1182689000 17473000 445916000 591759000 256947000 576179000 188969000 15580000 472785000 568302000 345846000 386116000 89485000 132311000 37454000 49875000 1270000 2732000 1270000 2732000 3780000 2423000 3938622000 4035662000 1277725000 1187871000 2427068000 2430310000 19356000 8915000 19398000 5443000 124000 280000 243000 435000 -731042000 -664094000 -1356990000 -1359154000 11050000 5146000 18106000 9279000 -171924000 -164271000 -333188000 -325729000 -254121000 -227564000 -480113000 -461333000 -48458000 -48315000 -94565000 -93421000 405000 389000 1001000 1245000 401000 -35715000 566000 -37036000 2394000 -943000 1610000 -830000 105910000 61699000 203136000 169209000 691000 1548000 1524000 2814000 691000 1547000 1524000 2813000 1000 1000 -3662000 -4864000 -7004000 -12409000 -3725000 -1855000 -3425000 -3479000 414000 -7402000 1251000 -4883000 -858000 2289000 -858000 2289000 659000 402000 963000 880000 659000 402000 963000 880000 -6481000 -9882000 -7549000 -14788000 1285000 1819000 3144000 5448000 100714000 53636000 198731000 159869000 -28021000 -12872000 -53512000 -42642000 72693000 40764000 145219000 117227000 64674000 54562000 105027000 89424000 137367000 95326000 250246000 206651000 131470000 89660000 238629000 192415000 5897000 5666000 11617000 14236000 0.86 0.58 1.55 1.25 0.86 0.58 1.55 1.25 137367000 95326000 250246000 206651000 7413000 -6364000 7747000 -6048000 9635000 -8134000 10077000 -7715000 -2222000 1770000 -2330000 1667000 53667000 -73036000 105972000 -105089000 0 0 0 0 53667000 -73036000 105972000 -105089000 52765000 -73036000 105070000 -105089000 902000 902000 0 0 0 0 0 0 0 0 0 0 0 0 198447000 15926000 363965000 95514000 192481000 10369000 352213000 81404000 5966000 5557000 11752000 14110000 92319000 1665444000 192415000 -22827000 30447000 1957798000 0 0 92319000 1665444000 0 192415000 0 -22827000 30447000 1957798000 238629000 113584000 11752000 363965000 0 -177937000 0 0 0 0 -10636000 -188573000 0 0 -175407000 -8682000 -184089000 -4000 -4000 0 -2526000 -1954000 -4480000 0 191386000 0 -192415000 0 1029000 0 0 0 192415000 -192415000 0 -1029000 1029000 0 92319000 1678893000 0 238629000 0 91786000 31563000 2133190000 92319000 1940992000 141752000 87140000 29467000 2291670000 0 0 92319000 1940992000 0 141752000 0 87140000 29467000 2291670000 192415000 -111011000 14110000 95514000 0 -416256000 0 0 0 0 -13130000 -429386000 0 0 -386202000 -1602000 -387804000 0 0 -30054000 -11528000 -41582000 0 140708000 0 -141752000 0 1044000 0 0 0 141752000 -141752000 0 -1044000 1044000 0 92319000 1665444000 0 192415000 0 -22827000 30447000 1957798000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 17483000 369863000 2368370000 2382592000 -2233213000 -2104604000 -8164000 -11704000 4350000 3634000 373000 974000 -126164000 -47774000 11931000 146745000 609712000 104998000 -440412000 -451225000 -24063000 -10106000 -108635000 -99970000 -307714000 -341149000 1062337000 573849000 750202000 210906000 3724000 20966000 308411000 341977000 -12213000 -17626000 -12213000 -17626000 -315366000 -507274000 -618000 -644000 -632000 -644000 14000 -124101000 -105803000 1481723000 1122367000 -1605824000 -1228170000 -185719000 -397375000 -4928000 -3452000 -4928000 -3452000 16924000 -9173000 328753000 -41586000 210486000 252072000 539239000 210486000 414448000 209087000 124791000 1399000 539239000 210486000 1.14 175407000 2.51 386202000 1.14 175407000 2.51 386202000 1.14 175407000 2.51 386202000 6704000 48916000 202944000 192122000 0 0 2224124000 2238188000 0 0 982811000 932612000 925423000 874202000 57388000 58410000 1241313000 1305576000 6704000 48916000 2427068000 2430310000 NEGOCIO ARROZ 1772103000 1782934000 175798000 168046000 NEGOCIO PASTA 646511000 644235000 45489000 6591000 OTROS 8454000 3141000 -22556000 -14768000 2427068000 2430310000 198731000 159869000 56 58 6440 7664 34 36 4460 5362 22 22 1980 2302 3173000 3172000 1505000 1255000 2491000 2471000 7169000 6898000 2400000 2453000 En relación con la información correspondiente a la remuneración de directivos de este apartado, entiéndase por “directivos” tanto al Chief Operating Officer (COO) del Grupo Ebro, principal directivo del Grupo Ebro después del Presidente Ejecutivo, como a los responsables de las principales unidades departamentales de Ebro Foods, S.A. aunque no todos ellos tengan la consideración de “alta dirección”. 0 484000 484000 289000 300000 589000 9549000 9549000 0 0 10322000 0 300000 10622000 0 0 50000 4000 54000 6659000 1360000 8019000 0 6659000 1410000 0 4000 8073000 0 0 0 0 0 24837000 97925000 122762000 0 832000 17000 849000 0 0 832000 17000 0 0 849000 7000 4684000 4691000 0 0 7000 4684000 0 0 4691000 Ebro Foods, S.A. tiene una participación del 40% en Riso Scotti S.p.A. Se trata de una inversión asociada consolidada por puesta en equivalencia. Riso Scotti S.p.A. es una sociedad italiana con análogo género de actividad al del objeto social de Ebro Foods, S.A. En el fichero adjunto, en el capitulo V, se incluyen las operaciones realizadas desde el 1 de enero hasta el 31 de diciembre 2021 (2020) entre sociedades del Grupo Ebro y Riso Scotti (entidad asociada que no forma parte del Grupo Ebro). Los dividendos distribuidos a “Consejeros y Directivos” que se consignan en este apartado incluyen los importes correspondientes a los dividendos percibidos por los titulares directos de las participaciones que han sido declaradas como indirectas por algunos Consejeros. 0 432000 432000 216000 300000 516000 14193000 14193000 0 0 14841000 0 300000 15141000 0 0 31000 2000 33000 4855000 1718000 1000 6574000 340000 340000 4855000 2089000 0 3000 6947000 0 0 0 0 0 58543000 213717000 272260000 0 364000 7000 371000 0 0 364000 7000 0 0 371000 5590000 5590000 0 0 0 5590000 0 0 5590000 Véase Informe Financiero Anual del ejercicio 2021 de Ebro Foods S.A. formulado el 30 de marzo de 2022 y publicado el 18 de abril de 2022. Observaciones capítulo V.pdf pdf JVBERi0xLjYNJeLjz9MNCjE1IDAgb2JqDTw8L0xpbmVhcml6ZWQgMS9MIDYwMjExL08gMTcvRSA1NTA2OS9OIDEvVCA1OTkwNy9IIFsgNDY0IDE1N10+Pg1lbmRvYmoNICAgICAgICAgICAgICAgICAgDQoyNCAwIG9iag08PC9EZWNvZGVQYXJtczw8L0NvbHVtbnMgNC9QcmVkaWN0b3IgMTI+Pi9GaWx0ZXIvRmxhdGVEZWNvZGUvSURbPDZBQUVGRjJEQzA3OTg2NEU5NzgyM0I5Q0I4RENCNEZDPjxFOUMzREU0NzY4QTRGMzQwOEY4NzNGMTU1MERGNTM1Qj5dL0luZGV4WzE1IDE1XS9JbmZvIDE0IDAgUi9MZW5ndGggNjEvUHJldiA1OTkwOC9Sb290IDE2IDAgUi9TaXplIDMwL1R5cGUvWFJlZi9XWzEgMiAxXT4+c3RyZWFtDQpo3mJiZBBgYGJgigUSDH1AgvEkiMsCIg4CiewOkNh+IJGkCiS06xmYGBnmgRQzMCIR/xn3/QUIMAASxQjxDQplbmRzdHJlYW0NZW5kb2JqDXN0YXJ0eHJlZg0KMA0KJSVFT0YNCiAgICAgICAgDQoyOSAwIG9iag08PC9DIDc3L0ZpbHRlci9GbGF0ZURlY29kZS9JIDk5L0xlbmd0aCA3My9TIDM4Pj5zdHJlYW0NCmjeYmBgYGdgYIpjAIIrSgyogBGIWRg4GpDF2KGYgeEkAz9Q+g37sdkf5G6EM+g3QLVcl4XQjJ1wTSwMDC/uQkXVAQIMABr0C4cNCmVuZHN0cmVhbQ1lbmRvYmoNMTYgMCBvYmoNPDwvTGFuZyj+/wBFAFMpL01hcmtJbmZvPDwvTWFya2VkIHRydWU+Pi9NZXRhZGF0YSAyIDAgUi9QYWdlTGF5b3V0L09uZUNvbHVtbi9QYWdlcyAxMyAwIFIvU3RydWN0VHJlZVJvb3QgNiAwIFIvVHlwZS9DYXRhbG9nPj4NZW5kb2JqDTE3IDAgb2JqDTw8L0NvbnRlbnRzIDE5IDAgUi9Dcm9wQm94WzAuMCAwLjAgNTk1LjMyIDg0MS45Ml0vTWVkaWFCb3hbMC4wIDAuMCA1OTUuMzIgODQxLjkyXS9QYXJlbnQgMTMgMCBSL1Jlc291cmNlczw8L0ZvbnQ8PC9UVDAgMjYgMCBSL1RUMSAyOCAwIFI+Pj4+L1JvdGF0ZSAwL1N0cnVjdFBhcmVudHMgMC9UYWJzL1MvVHlwZS9QYWdlPj4NZW5kb2JqDTE4IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCAyNy9MZW5ndGggNDIxL04gNC9UeXBlL09ialN0bT4+c3RyZWFtDQpo3tRT20oDMRD9lXlUpCSZ3HZBhG61KoiCrTfEh1hDG9jult0I+vem2Vgv2KLii4RsZucc5pLMQQkUUAEKBqghUzlgBoxRBru7pN9ObOWBUVRkYBZH1k1nHhTnZN92UA+1IsPSTFvIg1FXvijqp9ueRhkxYKhoDHAX0aGZu/J5a2BKd9+47c7nSouANFRyHh2nZm5JUdwcnB3uJGbv2AdjEuGRb6yfzMhp3cxNGV1XXWWCUtIR+9W0tNBjSEbezi8ho2T8vLCRvKy9cQtfN+Q6tSSU3tsLDRemtUvKmuwH1aR+cNWUXLmqX7Vu9T90TesHM9MAx085AGVs7MQkBobrGz3e+2U54+bRxrrG9UXlQjALyCJ9VW3I9eBn7S2GV6JrF0oMX0n1h/2KvrdXPp0nS2QZCJm/i/N5ieSVSn+ZXTIRt2CqO3UGnMouIoaR4nmydM4Sm8eTAhcceJanKCmf0MBzuaHf/7/CHd3FmVsnMnwTGQ9z3IksjVcnMkl5xILIxDdFhptE9kN10T/R1i9FpT+KKjA2aYqv1VR4gxcBBgCetlLSDQplbmRzdHJlYW0NZW5kb2JqDTE5IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMzc5Pj5zdHJlYW0NCkiJbFPLasMwELzrK+ZoHaRIdvwIhECekEKgUNFL24NjN5CQuKUllPbrq1UsW0160mo1mh3NrmaGDe4xHg828/UCCpPJbDEHGxijoGF2TCipVAJTgYIU5gtaSzWEUBZ+CYtUqgJ5pmRWwJzYU/TIhZYxouck1VwkMkFUfnKRUvBKCXuGtQUhanZcxJR/47bWCNEHt5sTgdMAvNq3sKZsKhfH7WlCV0Qui54CU64VJZpzeWzvofboLuMTB1r1LV1Xp9qHGu0JiD9DFHORUUHFh/1G06YvhyXP6M72RuXKR5629h7hgbD2/dJ5NL0s6K3SqpU56r06+4eVdVfC+3fkBUGQhIIDjZ6j5Fr3BvxwJfNAMH8xd0yBeqtzmIXtdN116MqLwBB80zhYIryft8fWU29pda027JCzsvA0tRPXaS47Rz2X50av6v9GBeKke5QdeH0ZeOVm3c157p5p45pZInNgyw39jf6/aP9fRIv1zvy5sDTsV4ABAOwnsV4NCmVuZHN0cmVhbQ1lbmRvYmoNMjAgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyNzE4Ni9MZW5ndGgxIDY2MzYxPj5zdHJlYW0NCkiJ1FZpVFRHGr3fq1cFtnQ3soghtO91Q7sg4BLHMY6JuO+CQjRuLAKKhk0lihsgGpNoomBMFB0XRmOrmLhMVDQ6ZuY4OnFJyMwcZ3ISNYIkiOBCUBPboae6IYmZyZn/896pV/V9VfVV1a2qex8IgBGFYIiNievea9nSE+9Kz5cyJaVkJueUr5hYAFB/IPBsyoJc/UT+J+eAIAXgATNzZmWerMj7OxDSXgYJm5WxaObeP63+CujaDwjflZ6WnPrg0GLZPu6qjNcnXTqMey0JQHyAtMPSM3PzXOEz5HjxfYFRFzOyU5KVfxx6DGxXpV2ZmZyXY9njnwrclGNAz0rOTAsfdPGwtJsAr6ac7Pm5LvP7WcC9Wnd9zry0nJXXGmSx0Rto1xNM7UbF4PDmpfwZuYqOLTmrxCoF3lDMXFEU1aCoN2ByRSNsiezqxgNj43TdXWp2CTSDznhtUzpJx2l3HTvF27lHk4gBSkt7BEhLlpSOEIoBLWFaan56SLZWPCUF//tp6cnYKLaRHWN71GfZJvYOy2cFbK36HHuBzWMvsgxWzxrYbXaH3WX3WCP7ljWx+2wSm6gOUQeqQ9lYtgUq2sEPHRCCTuiMCHRHP/TH8xiCoRiNSZiMKUhAKtIxH7lYhMUoYIUshy1nG9hiaiCFzORLwdSRulAsTaHpNJsyKJtepgW0jF6nNfQGFdNmOkIf0R/pLJ2ji6yIZbEV7G05/zbwQRA6YgRikUkqMeLkRYIMFEg6aWSlUEqkBEqiGbSICiifCqmIltMxOkoVdIKtYzvZPraflbAlbD1tYjvYNlZGjYqXOghmxKtj1GHqcHUEO6BOUMeq8WqcskYdR5X0mTqejLSKjWOj1ZFqjChVB6uxLJ3NZpPlLsnTgBhMpNdYLlvAElgim8KmqtHqC3QB+WoXtpulsjSKouGsmC1lM1iK2g9e0CBghQU90Qu90QNjMU6ucAzm4CXMppn0UB4ko+KnhClBSriiKRH0GKr/HrmVJrmZXjB5blm+kq4cYAvlPq5mb7AydRXvzifyRP4qX8c/5Od4HW8SIaYBvn/2Ped7ydcVciLktOW05bwWqFm0odpYbZI2WZuqTdeWaR9oZ7S/aV9od7QmrVn31W16mN5J76H31vvpz+tD9ER9rr5W36Af0U/rV6zc6m8NsupWm7WTNcrayzrOmmhdaS217rEpNmEz2/xsgbZgm2brautmG2FLtqWFKqG+odaw+WFNdtgVu4/d1x5g72Avs5fbL9o/tX/duSAiIyInoiDSHtk5MjIqaNfnu1y7t+7e7gh2WB2vOtY63nMccrjKE8vTnKozyNnH2d/5vHOgc4gzpjm02eVyec63Ud6hHcps5SBbzFZKPNayneprvCefzJP567yEn+SV/K4Hjx0ePCpDikNOWWD5yNKsddB0bYQW24pHolaoHdXOape1K1qj9kCH7ufBI1zvpffV+0s8EvQcPVcv1nfoFa14tH8Cj7HWOOsKa/GPeLSTeDxl69iKR5It1YOHHpYUVhfm+hke++znPXgsiEiKyIrIjUQrHpW7vtgdLfEIcugOm+NNR7HjoONheY/yVCec/k6Ls6/EI9o52DmsWffgQa77bkiEpYUAmitacp/5PnN9cgDD527L8GWbONdhSqNUeW+m3790/8KtS0/Sxq0L8v3LLxHKvSvVkvcaYtzl6hsNG935zcvub31N1cFqyb5VRVUF1d2qQ2oSf+hTP7xqdNWoqiEybrUn+stVodedwPXqum11JXVFdTfd3tqdtZtrN9ZuqC2pnVw7XtpRtR08o7QFatbUrK555Vp2RllG2Zzzcz5OGQmkz0ifnj4tfUp6YGpN6nWg/Tfu1oHHAysCjwHmWrOxhf0kS5yVGhMvqkS9xOWBV4h3Vcu8DOEy9TaM+qV1GuYY8n32+xw1wmho8Rj9jOOMR41/NdYbH5iCTR1NUSb3zYVpjky5pjxPOc+0WH73my639DFd/Smi6bLpn6a7psYf7cfuZGputR490bLRLH4+m5Za0yOzj1yZ7b9na+70H3awTLp5QqsV3+r+/9YBxkZ7WHwXO8CyWYnixbZRJUtXR8rZ71CM8s4PY9+x76lRncDWs6VKOHtIn7HZaoQarvZi4yRfC8mf3h41MUs9sUhF0SQX92jl4qelvozx8HEMYtUBiMdsDytnYilepE1SdVSpO0Iqj0GqQqDUHd2jPAnyDrmVxyK1J1+qT6FUniI1mlZJ9Tnm1h/6mFZLTTCQN9pSG5jIB/7UDgHkh/YUgEDyx1P0NIIpBDYKQyjZEUadYKfO0MmGLjQeXWkCwikO3SgekTQVUTQNz1AyfkUp6EOp6Etp+DXNxLM0C7+hl/AcZVIWBlAOBtI8RNNcDKZcDKL5GEYLMZIWYzjl0RKMoqUYTyswgVYijl5xqxmm0puYTuswjdYikUqQROsxgzYgmd7iATwQabQFs2grMug4suhDZNNJ5NApzKU/YJ78s1lIZ7CMziMfhXQJRfQpltMnVCre4lf4VbGBXxNv86/4dfEOr+LV/IbYKDbxGv41/4bXilJ+k9eJzfwWr+cN4rdiq9jGb/M7Yju/q5aop/k9sYM3ijL+rdS33/H7ok7s5A/ELv5QLVXP8e/49/yReJc7xW7+mP9LOMQecYs3i72iXmwRDeK2uCPucvknJvYJEoooF0yoYr/g4j0hxPvCSxwQ3uKgaCMOCYM4LNqK3wsf8YE4IoziqDCJY8IsKoSvOP5vluvCv+ojC+Nw7pm5Z34znJk7N7i7u7u3xd29tmxLcXcIWopbiyRA3Ii7QkiAENzdlrKU7XYLpWiFZvez/8T7fV70Yib6YhaWxGwshTlYGnPxCJbBsngUy2EelscKWBGP+WhXCR/rMj4jXOuxEuZjZSzAKngcq+IJrIYnsToWYg08hTWxCGvhaayNZ7AOnsW6eM7nM9dun8kuf6yH57E+XsAGeBEb4iVshJexMV7BJngVm+I1bIbXsTnewBZ4E1viLbyNd/Cuawrew/vYClvjA2yDbfFh8f61w0fYHjtgR+yE32NnfIxd8Al2xR+wGz51pjrTnOnODGemM8uZ7cxx5jrznPnOAmehs8hZ7CxxljrLnOXOCmel4+esclY7a+RmuUVuldvkdrlD7pS75G7tp1fJPXKv3Cf3S38ZIA/Ig/KQDJRBrteu32UwaBkiQ2WYDJcRMlJGyWh5WMbIWBkn42XC/9XTqFhAVWWiTJLJMkWmyjSZLjNkpsyS2TJH9VX9VH81QA1Ug9RgNUQNVcPUcDVCjVSj1Gg1Ro1V49R4NUFNVJNcz1wvXe/ADdYsgtJQD0qYyVABarjemyVmmVlh/Mxqs9asNxvA5R7sHmI2mk1ms35mtpptZrvZYXaaXWZ38aZ/a74zn0NDaGz2mL1mn9lv/E2AOWAOmkMm0ASZYPdU93T3TPdsE2rCTLiJMJEm2r3Uvdy90mM8tSDA08LEmDgTbxJMokk2qSbdZLi3mkyTbXLNUZNnjpl8U2BOmEJzyhSZM+asOW8umkvmSnE1rpub5ra5a+6bh+aReWyemKfmR/OT+dn7pXeK9yvvVAiCYO8073QKUAkqUSVBoHcG7AN/aA4HoA20h07QFwbDKmgGLaAltILW0BbaQQfoCF2gK3SD7tADesKH8BH0gt7QB/rDABgIg6Az9IM5sAiWwkrYCbNhLsyHBbAQFsMSWAYrYDWsgbWwDtbDBtgIm2ALbIatsA12wbfwHewBP9gB38B22OudqSJUtDqgDqpDKlnFqBwVpFJVmMpUgSpFBas0FaoydJRO0NE6UR/WSTpGJ+tYnaLjipsbr9PUYRWr4lWW2qsiVZQKV9lqnwpR6SpO7Vf+KgAOQwxchQi4BMcgCZIhBTIgG65BGiTCcSiCEAiFMAiHKIiGWIiDeEiAVEiHTMiCHDgCRyEP8qEATkIhnILTcAbOwjk4DxfgIlyGK4yYZh5mWSlWhpVnFVhFVolVZzVZbVaH1WMNWCPWmDVlzVkr1pq1Ye1Ye9aBdWSdWGfWhXVj3VlZVo71YF7WlTVhVVhVVo3VYnVZT1aDVWYtWFt9XF+G6+wDfUJf0Sf1VV2or+lT+rou0jf0aX1Tn9G3IJfVhxOspT6rb+tz+o4+r+/qC/qevqjvF7vkgc7ztPK09rT1tNf5uoAC6TEF0T8pmJ5AJPOlEPqBQukphdG/KJx+pAj6N0XSTxRF/6Fo+rlYO88ohp5TLP1CcfSC4ulXSqCXlEivKIleUzK9oRR6S6n0jtLoN0qn3ymD/qBM+pOyKJveU472oVztoiMa6KhmlKc5HdNujZSvBRVoh45rSSe0opO6BBVqolNaU5E2dFp76Iy2dFZ76Zz2pfO6JF3QpeiiLk2XdBm6rMvSFV2OrurydE1XoOu6It3Qleimrky3dBW6ravSHV2N7urqdE/XoPu6Jj3Qteihrk3/0HXoka5L3+t6tpftbfvYvraf7W8H2IF2kB1sh9ihdpgdbkfYkXaUHW3H2LF2nB1vJ9iJdpL92H5iP/W+9/XxvvW+8WW+3BfsHrvX7rP7rb8NsAfsweJXEWhDbKgNsxE20kbZaBtjY22cjbeJNsmm2FSbZjNsls22OTbXHrF5Nt8W/O+bFdoi89y8cJ82L80r88a8+68IPT4e8DCPG7vjc+yBv2BPfIEf4K/4Ib7Ej/AV9sLX2BvfYB98i33xHfbD37A//o4D8A8ciH/iIHyPg4UPDhGAQwXDYYLjcOHGEQJxpBA4Sjg4WigcI0rgWEE4TmgcLwxOEB6cKCxOEl78WPjiJ6IkfipK4WeiNH4uyuDfRFmcLMrh30V5/EJUwC9FRZwiKuFXojJOFVVwmqiK00U1nCGq40xRA2eJmjhb1MI5ojbOFXVwnqiL80U9XCDq40LRABeJhrhYNMIlojEuFU1wmWiKy0UzXCGa40rRwmee65jPfFe+z0LXcfQTLXGVaIWrRWtcI9rgWtEW14l2uF60x69FB9FRdBKdRRfRVXTzzPTM8nzhmc3n8iA+jwfz+TyEL+ChfCEP44t4OF/MI/gSHsmX8ii+jEfz5fwwX8Fj+Eoey/14HF/F4/lqnsDX8ES+lifxdTyZr+cp/GueyjfwNP4NT+cbeQbfxDP5Zp7Ft/BsvpXn8G08l+/4i/UqD2/iuOJP2pEE8zTaEZCU1m1ZR8WF2saknCGEOFgCc9ucMpclW74AgwFjzG1Og2xjg8GAOcwVyM0aEjDksEPuEs4kQAIB0tIvTQuk4UgaEqzOruVDfOl/Xe3M/N7vvTea+b3Z/b4ldaScvE02kONkI3mHVJB3ySbyHtlM3ieV5EOylXxEtpG/kO3kBNlBPoYFhg9JFTlJdpHTZCc5Jc+Wc+U5cp48V87HeByKg3E4DsJhOARH0JP0LD1NP6Gn6Dl6hn6KXvRhKqZjCqbRf9Fb9Cb9N71Bv8UszMapOAOn4HSchjn0Dv2B3qM/0rv0P/R7eh8LcAUuw1W4FFficixEGduiHR9Bju2wDT6KZViO63EjrsMNGIa/x9+hgr/FDliJO3Ab7sStWIXbcRf+EV/AV/AlVPFFPIAvYzVGYVfsgn/GaHwcY7AbJmICZmIGzsKZWIxFuAkrcB8+i4fwII7F8ejGiTgOJ2ASTqJf0Cv0Mr1GL9Gr9Ev6Fc7BeTgXF2Aezsd8XEjr0YiAhAZQQgOa8DAewxp8A4/g63gU38Re+CQ+gU9hb+yLfbAfjsZRmIxjcDKORA+9SC/Q8/Qz+rm10rrdWmwts27BxZiLi3A2LqG36Xf0Z/oTfWBdb11nLcdSXItrcDWWoB9/g7/G9vgr60brBmsFPo/P4R7cjZtxC+7HvRiJf8LO2Akd1s3WTdZSrMXX8C18FevwMQzHHtgde1rXWktYNpvOZrAcNpPNYrNZLpvD8thcls/msfnsNrsjzWILpFwpT8pni9hiabw0QUphS6TJUrKUygqkUqlMWsB9PI2n8wyeye6SPjxL8klpbIWUwFZK37MfpPvST9LP0gOpXgoQIAZiJBIhhmvERMzEQlqR1oQSJFbCiI3IhBM7aUPaskK2mq1hflbEilkJW8tKWRlbR85I+9h6Vs42sI2sgm1im9kWVilnyVPkqTxVzpan2XfZd0uHpSq2zTKIRJKuJJo8TrqRHqQL6UliSHfSi/Qmnc1llngylrjJOJJEJpNkMoGMJxPJJDKa9JMWkhFkKNtO+rMqOV6eLCfLHtkrp8ipsk9Ok9PlDPYj20vGkLOm1ixgE59NNqNNshGbyWa2WeRJ5jWWZ8x+c5G52NLfEmcusTjNay0uc6llgGWgeb1lsGWIvFBeJC+Wl8gF8lJ5mbyc+miaIdLQxTDQ0NswhJ/l5/gn/FP+GT/PL/CL/HP+Bb/EL/Mv7Qa70S7ZCb/Cr/Jr/Cv+N/53/jX/ht/gN/kt/i2/ze/yB7yeB+xgN/F/8r/yO/xnuwXAsgOgvhxaXgniG3I2FIjfKiiBcqiFS5ACywXaAjthHzwPKrwNH8EF+D9e9fNM2WCVjogv3rYAgfuBm/X7RKsx2Vow5cJqS5RmJsADtx7ibtWXB3h9jbkNUD2XGc8J9o7hQeC+8WnNDvTUbGOhwLKe8Z1lR/2B+v0hyxkMQ2E0jIGxMA6SYAQMFy0BEmEYTIJk8EIq+CAN0iEDMiFL6DUVpkE2TBctHWZADsyEWULDXJgDeQLnBpkGOx/mwXxYFBwXwEKB54l+vo4WwxKh/NKmcVnT2Mwsh5WirRD9KiiE1bBGjFofyoVafiiCYlHPtVDahEt/kdVwGWwUbR2sF1XfIPBmUftK2ArbdLYcKmCTblXBbuGvCInVfM3x22GHiNoJu0TkHnF69j8Uq0VWwRvwpjhT78Nb4rTVCnQcjgp8HK7CNbgOX8M/4BvxHPQ0DITbcBdOC/XTheqa5jl6nyX6jCbF5wptG5VdLBQL1SEv6GvQc5muU6NvrogsFNVY1iLHr9epcS4tunGulnppe9J21Mw17LC8iWned2hWQ1xLzUIVrNSZUO/DyrbEu/6nZw88K9pe0Wt1eNhqRM+JJ1xrL8CL8JJADX2z3YhehlfggHgXVMMheA0OwxGoabJfFVaz/6DONMb8Mn8MXtdPQS3U6fV/B97VuVqBjga9tUHPMR0fhw/EW+gEfAwn4T1xdj7Q2wk4Jc7HWTgn3lqX4UrwBJ3XT5DDEAln4CyJgIsmm8Ek1cFx43DIF/YF4xZRCTBdB1ts0qqVubNnzcyZMT172tQpWZkZ6WkpyZMnTZwwPsk9ZvSokYkJI4YPGzpk8KD4gQNczrj+z8Q+3e+pvk/2eaJ3r549YrpER3WK6PgHx2Md2rezc5khbd3KYjYRyWiAKJdjgEdRIzwqiXDEx0drtsMrCG8LwqMqghoQGqMqHj1MCY2MFZHpD0XGNkTGNkUauNIX+kZHKS6Hop50OpQaw/hEt8AlTkeSot7U8TAdkwjdYMIIDxcZiqt9plNRDR7FpQ7Iy/S7PE4xXzXSOEdcGo2OgmqKAqJAaidHTrWhUz+DDoydXH2qjdCKaX+rSh1dXp+akOh2OcPCw5N0DuL0uVRznGrR51KytDVDkVIdVecvruGQ4om0+hw+70S3KnlFkl9y+f2Fqj1S7exwqp3nX28vtpymRjmcLjXSISYbMrLpDwyqqSN3KP57IBbvuHkjlPEGGXNHfg80qG2xSSbhb8Qg1iZWKPYXHq6tpagmFlKEoRYkuhtsBVLCDkJsTGSSavRonrpGzyNjNE9Bo6cp3eMI10rl8gTvvMz2akGKEh0l1NfvjuIWfkWVIjwpqZna6E3zO5zOBt1Gu9VYpwCx3uBeXdVdY0S81yM2kaXJkOhWYxw5ajtH/4YAQShaDbJGufWUYJraLk4FT2owS41xObV1KS6/x9mwQG0uR6L7KHQLXKvuroQd6gbdIUlbh/ponChKhMvv9qWrHTxhPnE+0xV3WLga+1/Oqy62besK38sfkaIomZYsShaXmjRN2QEb/+bPzo9ZO1bsBE1sxS5ItynkyE6zwutSDAO2dRmMAUMCdkOBYQ/ba1+GvQxUsgB2sIcMCIZhQF7zUCzFXooBw1QUexrS2t45l5LjZMkeIou6PL/33O+ec+51APAFtr8W4C7ZWnTw7zCdxWZkVrC257TbyrhyyZFNnzP4AHcLGGYFfuypkyDQYLsYiTs6ddL0qUHaajBLSwPfnvEDBO9Mz6KIR9PpWcMKrPjzf0IyWjGJTiTv86UBYy+meJ6XhhZrY0AHzZm1M/sCfMap2Aqw5e3FcXKIRWtisJBxO2fbIt6BygUeB24YC3exaEZk3vTtNTuwIYe8eR/Xhliz/T1/yT6/sOyz3W5lyeIzVCw/HlMRsUDcJrhpyMGKa7S3ldFnGb1Hzj4nnmuLbYwrDFcbhHcwlY0GZS/i9MdBdNEN7OiKa1sY56HXGzJRrcXaNNRqBdqdXVmxTc2shCubuxtXwobnhddnatcmoC5Ce241tC/5Jw0WfNW/YfwI586S8/T84hS44shUw6a3FhoevXVp2d/SCDFvLfq3OcpN16aCRh/I/C2TEI9xOeQiEwkTCfRUBUJm+saWR8gGkwqMwej6JiWMJ7d5lNQ3uZinxROV2UQe4UAixBKvrS0AT455G7H2QEtbBomGknsEDhLChPGnQRBgTxE92Ut6KpfmAFJk3QbOPdBNUnJHpWlqNMBnlbE36UYj6RlbzFO1pbkBmsjb2ONB5Ki2zxHMFy986ekKlpb9OyoB/+wXNKbwA1lYvAY5BOfJjLmK+ffj4FpYC7B7EB1yFb40ovZpEnH2aYg4oUaKvTYVpewp5E8ifzLmJ5AvQeZTncJmY9MNazY0YqgYnxg0rjUeXZqbu7uLvvXQaAYW1NI78Cz7UdKFw010zoHeWXxqwD4bbdRXMA6y5KOt5MzVA6jLtkNQmYuS4CHZ8gAaFWaD9QZGdci1FZu9Ahtax0YQBS5O6n87YPWqRWTWnogS5dinWMaJhoIwa4+y5gO1rjg3cUhCbOSSH3MMIGGyIAZJUiHyug2ies2Mc+QS1HJ8WChGzFmDni+U19ijGC0hwWXxTiqtRMlBcAhffE8NYs8RHSkI4uAZdbOlAHNrUQoiKu+DsmUA6IBoDmOB700IFVX/hG4WNknV/gG0TgyaeZJAHKWduRU43WL7FHDs421jGZtgquXjQcyVcOUq4A4tYXP3t/YPrX0f6B14+mH+EWMLCpUE4fOM6G330Ovy89w0Y4ehnH6xQYyXnN4bGZNz6ngqwIgJx/LNPtfgLrhspGwMz9lwdnAOPnDF4aFwLHM1QC0Idp51sZcq0X1KeEAz56F2ok3RFhVvYxi99yx5bY+s4APXQGcwvj3AIrDLQpa8b0TrkJNtFdwLMzQ1e8LGH2Z8Fp8abM9eQUDiQ75huWzUTf8KpDk4rNTCSoiX0/pKC7DWTNEH7jMuoSIopA04wuVEG/NmLTBrcCmlC75lGVCHMJpX4YZqr+AhMB+vZ36ZXVJWQkxuAneUwIgkOJKurqzZFpwdEfaeGH2MUWgVDDHC0A4jVrEVUAb3ZSi4ORzge921V9bw8nwV785rzLYC4TJ00JsxY0MVrwGbYQnAQdO7gj/1EK/ml2suINEZZkNzPITmexnODaFcf6sGhxSeRSbb6hUDKABhDqkAHMWKSQcV4+THaL7jNi5LzlMO+37XjZVl5hUiq/rRfFuFVRK+fOhGXOE4CHHxtLrstzsUj+I5gNeDrDLQ2oy4Rb+1Pcx+Dk2N9obFZsBhp0ersvbOmfYJ9I4BmL6UT0RCdr7HfyZmCE8kcoIskbfI96Ofuf7dQ/ohXT75hkKbZI5IdBVOCZP+HM4vSle9rMA5xxL8gpHuvL5AF85I3CKZfPz548ufP34I40M69Lj5qKltP2pmx8eHhkaGDS/TNgBtD9SLkyUwaOkPjwS00+pkT1eGk6REwu4d5I4dO3p0bGz0NHfk8CBn92bgKR85fJo7dpofG32NY6qxJuOCMnL5z755m7+4neA+6pn54EIf12NkulSRmmJPQT51cTDXYR0ZGPCGeiQlwYlyQj44cab3zLsTpZ27vJSSFFPXSxlRkFQ5aXbnujPCTkXMPPm3mPl6Wlj/+lf8yOH3qkfFXysyJyQSfzQKzomK1e2auY6cpmbEnJ5NSLlsqnzq3PbHcqFUkBRFUjUlWSzqclJJqNr2ccLt/nX3idAvdpFeUibfIN73uBvcT4jv4pG/5HsTRS1H33TUdF86rZdTiq3YvcW+PoXqfXbZaXopIPkDSprqwgBRqc6ravZANbskLg24xcnJyez4EIH/dd3CeLYwPlZ6sznaOUaHHoyOdw+NjY1pN24+eNBJxzQYRoapa3jWq7sdGQ4M71tgrzrN9X0Onpq21+bGHmJjF0xh2x0dd3WQ6+ctPsPD/paPHqPx9hYkm1pCH8/nBnp1s1Omw9tf/E5MFxzjtb5MIsV9KmmlgQPWwW6F+4TufErvn9KNjMBLapKe2PmLkpZ5MWPowu1URuZ5uSP1i+2P4BrnQ91nIN8PkX++AHctmddlXZcH+kvpUpr0Jzcp9bIDbv9AlKck/1We0/l83oKLl3jbXdBhuONZiwhOqTnZbMHzoTueHW8C3Jj72p9HY7yhCLbg6vWq7hDmRp7Fk1wHD2Dmot0f1t0Fi1mug+VTqOEP7MHSxeLqygi2xVujev65N6yyHBSONSpkqCipncqOVKV3VJUX5JSm7Fx4l+OVNMck279M5TsS4j+k4QK3VhCaYr5Yyqd33tc0Md9dzKV3RrTOhF7szqtSp5ETftrfA3hXd5/wXwLe/eTRC/DOMLxl3TLTaWLC6kQva/Xp5gDJa/n7ed4BeAxYZvmu17dgxFkIadfOw/E20ADz2Oh+mF/Bzx7CoqesozGY9DGbdWazL40ZtC/DFtN4D1Wd/5KKMjSAnX6f3ldTXEy8sU5T+d7ubiub4L5CPGcySeFfia7ukp7eme3skPOFUld6+wtZlUTAXhZ+39+Ti9GkT6Bv5Mm1F6DZkScpJZ8iiiBq1VbNQq3RIQAHe3Dqf2Wsevfz960SxFih7fXEVSlRQlN6b7FkQuj/oWndKhbNXILrluJQJeFv7TeIV9ht8r8RLfJf1qs+to2zDt/32eez47uzzz7HvvO3HduJv1I7ju34kjpp7Hw0bZOmn1LblZam13StQCAKbEjTNK0D0XYDIZgQ04T4GCCtpQ1sKh+KkDYB2kQ18c82oahMk4gQ/NEm3Zry3ofz0QTWScRKfPH9fq/Oz/u8z/P8mjC7+XlfhxgkD9WgAlKSrZ4aeEERphCvS43XYNWOwjAk21IQaScRGiVTZCpLz8HhV+t7snNw/Kos7dUOyhg4KYx60tSdtC/aFxkW7Gfr9IH/wTf/5f9rWRWu69piZGMORl9VUmEwKt5QtGXq6jrXlPoeSVtJASttOI/6csmktlKLOUHd2ZwOkQD8UbUQBWaGqVAbzkeo5gb+x9DvgHMIdM0Sq04Wq4f6pFht1+TuWmzoa9cfr56a7PWgBGmxmu2ZHccGhmZH4tG+XXsm+mJ95186npkeyrEm7BXAK4GjPT5PpDaRTA0UMrnSyFF56oWz/U4p4BEI3iM4rf6IP7b9QL5ze6FLvd2/89nPVuyudpaDwI7+7sE93KQ518UtGOiFXEEXz1NOym3x7YYo3hW0ON2mDZSrqXuTZ8BLc492mfmvlRo7N9/eyNHaGkljaFSDCnFxec1FeJ4gkSOqUYj+hNsC30BhJiSJIQeJfBtG+nErHxEl4Ca02HIJ7Necm8ZQk4366LdYf8tFIBB/dgEu/w19Ezh2Gfq9/t2fQJ5c/e5XzT6TOAf/4lo0Fi0D2fj5DagtCnNoNDuHiLKLg8zlmC9KoIFGYtnTLCzJtjF0tCVEtUX9oC7eAmx7dxFgY1fZp6LDP0KjhpOwVuhJLCuepq2wpGi1rQdVlQu8jHPdylg6dDrpeJeRokgyGgW8xAAvNR4W0RQWTjg8drC8tX74fHniVJ/LmR6ZeW7//idyHBaNO9rtGPyX9Jl6YXp7VmqzSIVk8eyRJiswNoy0mH/iH5UTPYc+V+35xvPPnd0+XDtot6FA3v4xOJifPH1+NhUaLIWqyuV9AOkqQPot/Bzw6AHor5uRllkL4xMlf6jYU/KWvGyJYSEVY28XQ5V6ghiZX441vSxjwWyuIdtoZUkmx1pnWiPMoob1rcW0SkLgGrZ5/YeFNcQ9j76KBrxPr4/ll5X1HWRlSQEta+AbdE3q+OunPxrTEmy0FXpIYB+kdomRRuglSZ4HW4Chb/HZ5umL0weezLFILJ7wYjCFmJ0BwS2yGDyB29raCPvg4dmeyt5KxGH6GeUrdhUePzLCBNJKvXuyngswyFOVS1cunu6vy/sYm70N7zEBa8HAn5VZT08xy4ZGagn/tvrwjlT7UKWj78yV6R8ODmQmTp47D07+KNiVvegb0DboV1uw3+uFGHUTfPHuu3EJh3HqTrrpvxOHBLuAUKjguCdHDPzu39JMd7EGLsAbYD0wcBV476dt1eB34d13FTxN3VHSTcF/RxEijntKZAPw89qvDjpiSC6gtgorYLdq3IQ+WmCazu4lbRxtE7MjvfJjjYxoPbC//3B/wm4yY2aru7LzUPYH33fmxs9/62i82b/NR6LjbDTA+8Litill9mT05Iy/w99mowMhUQj7uJdfql668uxpGTilhzV0BCvhZ6AUsL4tdESmAp21ILhpDhZVQD3OYAqNDYEPzSaIsGWWvc3ehzVApRWrmp6KZD6nMVoFVHjkVj3Fbyj3ZpYVb9PWu6WIGG2bdARrmZdrNS+0hITXdaQTDSecHjuO+DUdKU+XI06Sz4zMXNyXHO3rdp6AKYdfcEssjqy8A+Rk21Q967cPNNaLyY8CI7UOqXuw0ZR6v3np4ukBLtAlwCukVQ0eVvL+scHh7O6Zc7NdR09WZi5Pq6iPAfa+CNS7C6pANzejfj2RKxIYZJ5DbLI5xNAi6nCE0nOIVXZCIeJmsZgQGYbOvZ1o0u/L4ti6iJBmQBhcVOVEm22Abrs0FeEeoUtD3V0kbipGaSL3tpJoivT7irhROZJGyyqJQwSxgcAIuV7HAe7dUU081Ar0RfmZW8/PkPhjZ+UTIxmz2YyZrCa6Onk8t//p/SmhsPcL3zs2+fmR4I8nmv3Hx4rMiVNfnwohtwdnxxOBvvbjMxzPWWnK6/OYaRdHx/d8ebL/hctPn+hLDOwq5mudo5/p8XRWoAcPdJTxLyFRWIQgiIT/DdvAO/ygunIFzeJfhKag+S20gxUZ6TX4NvBVBr4thxqVYblRlhs835DLGJSgF8Z3iJWFshRmh4cLC3J4ZwvIeUDB+/M1dQRwgWyVViEqaWFN907uk1v1LRinFxRQOVxZUPTacGFBAcXrt0DtSM7Xkg8lN5LMG9E/pE+wsWh0fYIrci1pyReNwZbn0SyCEiaKIJ3eqCtZTYkW5g2LFSPMFhv55k+Z3snZwc4SiWEoBqpI0trmtCeqSR/98pOUNkJYqa8K9srU2e18pkMiCAIvYozT5aBNZpOnOFk60MZY3C6nnfr4lckLu2I2AqcpjFMLUBQFBWU0Z2VNLjfPWr6y+8JEDDfTBM6CU1ID88U/8TTEQR3Qdzfv1LUOySECrz0mWyhJFB1SBxYW2ubgHddxOdwQDFl5bwyEZdVh37m1qDos2Ikbn1Cr7YLZKMLVqhuKUbZOdzx/TjKGeRpDiQ4o/PCI8iHOeBOiL8oiOMG2g6sIh6zcRShHwC1IDI5cBRoDfBNcwtgfwQ5QlCvq9UYEs1mIfJQ1WVRTtJjQp0jdHkkIeVBeuYIgGjJl6NoWyDgy5SxA5qhMU1kpk3FUy9lCRf0ishkvNJJLsrBKvfcWVZoy+Tyg7btrED1aj46UUashJdMAqkJDSC4pwkbGanhpXVtDtpmqLQA/Jpj2DgCbA8YJuy8uigDKlQ/bMqNKs6Oo85KiSZKiubZAd8xr+Q1COQNul38rQO/dGb8w1UmrHMQ53s3RCIxwXc0C+voqvCBdqMz7F8h8TmhmC0+0g8lWpiAw3IIxdQgfXRttPX8yZtvNN/XZdt3n66ik08jIvqvh6+9rFGllK4nBYKHFiLXApD8x/gFwlIPQB1s8cane2dlVcvHBwHjwIHQQPAaYBaieoGVPk4kvy41mT1fARUF8pyV4cLxesuX7GvlR76jx9HpSBHlnHkxL6fQ8CD3quMSW5sHbH1qDU+DTrqUhEgRdjfiy8j/a1gFlZNb5dVNWkfsP6dUa29R5hr9zv/tyzvH1xIkvSZzYiWM7dhznemgIEIdgINwLhEI1EHgNtOvQqq10WkuLKlExoN1Q2X6001Zt3QrhElam3bI/k4B1Q9uvsbWd1Ikqf6aVgSaHvefYDk5wgWpKIp9zvvf74vO8z/u+z9PVlS6PF+IBj8qgMuWuV/pwqDRD7cYMugC2ND5JMYn+5L4dOftqvPTQRmOTDJXs69xbeljJyHmMU3yqQ7OSWNA6vPXL2b4NGS+hLtta6B7a0u1mmfk04W2+lFdf2b/v+Ia5p+49rO/x9I8sfEi8BBwkDB/ykyD4k0A23xFaORhpfmxTKrS0scxL4j3Icg96t0aWmxNer9ZMWghkxVTCamly3NG7ck2ahfRaE82sPzriX8mV01DKgjGrjHRCCufz6Hz4rpLS7XLcKdQIrE6XmS1zRNFfIDnEeyxzAAjvLzVFwD/Vn56cGP1c/JduP9BvoI7/GXAqXr0HckOPs3/0gSC3DhkebxUohQ8AVxfqQF+/H9lLoNkadA65bW5cIdyNhhIWRN9nSq714yojZpiH64DmrAEjf/+yCZuk+D4rKDmm9ePFfqx6lt8TThV7YDZFkvigLrvp4BvbdhzZFNF6NppXmyM/dSTy3X07x7JNsjOxqrv/CeMKfyZ36rXnt2dim15Ykzt19ND2TMemF7YkV2fqoyM7J5/tTq7uro/mdu7/CsyT23MniD/A+0fABVytwSwpkO4SpbSUdksud8neRl1iVzpAMvE7zTmX5PaTsjYi57OPYm/tmEk076MfUHK2pfhmcALVO5jsIzjbGB6u4l812WoYW1P+t+cGUs71OAej2QXyHyviplMAulmGwCms3K3XvWsNpMPzpja9cSgRsOIv9hw78WphieyPeudWVxo0edNmIYB3Pw6MLomkNh7MR1ek6voKxzf+YNlwct3ep/eXahv/F+SgE71Zy4e12O0+uQ756sRpzK3b9PacXGdv8YVpV3DENT9lSjXdMWOAbZbzJSQ+JNzA9kx76dTCorCFM+p+tfl53dUJbwLvLbGs4qpXg5s3LLfnFwqecu0GXIO5NWF7qN5F08SbpKver8kMz/TuOTo+N3l/yb7dujIbpBiOpo1uyN2dxT8FxJbVmnmXoQkWQR6lwENFnb3wg0LWlK4NX2vxU3FKpwiKv6bn/HdaUMQWwUUi0nFD18rUK15HUMfR2UG4gA+7aWdnsqDqDT1vkLfx/znLpLNmnEANXwO9xF8r6LmI/04honXcKGgLyDxj/tlL9tY0W2XwoSWQjvL9IumUTsVIuMfLufiUFqycGIgPxdqWxtzp1dvy6czub2/pGB+KSyyD0wzPM2Iws7Y/k095Uvmt+XRq4qU1zcv72gSBKPABv1Nxq55opr4lHWntHR9c9rWNCYtTE1m7yDoN2a41aFp7XyCSjkay4/pjB8ZjouwUeCNH+6GzfkRcBp/7oxqsDgpulOhLJkKNHjcS3I0JT6gvyVGZkfqRttu6bawsGiq9AOsAfTUzA4PKbjoq1yPsKVmqRYG2ttsFM7KK4PM6rCIsMhUP2zXPb8LwuYvkKdGG8bLPoWpWCg/YhrdNZpduy3o4ZrKsIGCCPUXTghZtSE/uGJXzmFB57AFGkyRw+53gqN7StGRzOjAcwlMVshf/6O321Sca1f7CyU3Y0cpjA1UH9Ou3ANU4OlrDwYZUpfV93AZeN4gVp9xuxE3jId2iK7GREKv6RtRRS748z7NZkHQA1Uy2455RFWvGmUAuWFow6SGiPOih05UEfTMAR5jMLDFR6RwgTMXvJN4iqcCqPa/umCvSsrfJo4VkXPj3SRxnoEdoDXYGexYfeHLd8gZccDRq7fXE24KLf/x3f7n5zbnvsyJHUqJqwbLEpKgyQG2CYCx8Mbjx3KVfPGG0CxEQohAiFOIiSqCTtXoDh48iHwrhOd1D+dxhSgrDD3IjNnQrtiLI3dLV0fIQSg7OJqGjykbx27NQh7YPbR+aKNWONWGysrHQrQKsqtytAixX1XMSfsuVzNA0gwWSTofRUgNBEyjAJ4OVrslOWCMUnCRx2uOcI7DToojTrGjhin9SZJKkcJwWZQlHc69IEkFxopXDGcVKnKQUh4Nxhr3F12U763S6ZMEhM06XSrGS3W3D99plzuly2XkZlA8iLuLPUM+B03GivIHUZSTgEtwi7Fu6pPOHbH+z4bYXKOeKqpe44b2CtgFvZv9q9MILsKwvWPdCQMXkGSwoJd0Jb4u9w0iKV3V6eZI5xdhdQU9dQCLY4nfIXWDhCJq3CZ8IFpZkJDs3tw/ymLv7HyyC/g7KrL/07RD+NBKRgq0/y1SXr6G94LucYZRpbP1UYcGaMbaaFgkrLELxVndbsK5RZSnB6mpt9oVU5ruW5pagW2QVzW4LNwdcEq944T+isbuzJEcFUAPKogslPn0Df75KH/be/ZXOWfEx1ItZCfRzPI78d/95Dh7426fx+Dmrv50PTWPEWW08Dh9TOr9hXhWas2X2ehS+vjEnNNCZxiEP3pGIYxC8WTsHYZoRd66gjfNmZAEiK1/PlJXzo4MEwlUwyFTUDyhxKFnKoYL66coMUCQneFp68p29P9y//fCGFrjpXdXZMLJ+R9fE4fXhn03s6Z1oaRmI+x38jt19E+HwYDzg4IjTbYeOf+/1V5J9Kzp3HdsGN6ffeLmzIRmQU7uObT/0XGu45atHjr08GTIuwwePHDtsKJ4JYN845UIx9JtamMYBU7eBaRzgiKhRxa8qKvIKkSbWoU5juammtVHINprS2XXlUTszWLwCJQqz+ko2W9FAJVT50jEP3VtB9oIRqjcZwecLEM2a4QUIrwJ3ZjDqNTZVCDZfuApF06XOl2mqzAmj740TFAt1WnxctBoVa+Mxy2/nPrGpEkUJsgVbQ0myxw4iicA+umkRvkQ7XE5FUO2U4nTLEnH1BEvRNlEIBOrZXxIkiZGMQP/3NQWw9AOWvweGDqF/1MJyuMLPYQBBB0pelOUwCiPJO40/ebZbir2PxVEjasDadM6rDBJs57isT2PNVfj82hiPxeuzhpg3u2HWVqHsefPYL3BGBeQzjbFpLD5VaOxsmIZtQqGyjzU3LkLb3A1i6B7aJpfxDDZApcsyPlTKQJneRmdlGKONriVoTrLxxbQk8xQhuh3Y2KoDYzEva/0f6eUCFNV1xvHvnnP2LiwogjxFHuUpEMJDBl0RFkR5yEMWFgWriFhUDM0AKpj4iIpJaxzjJDG1TcaKOqYxtk5NGrWxajVmJqZO0qQTbZPptDYZY3zEx2hjUDn933OXR1ZmdKbL/OY759t7v7Psd+75/zd+apZ9scvuY/OFjnj7WH0K5rRNblxTGuEb62jesqCXjfMf2aIHh4QG+MJH2WzRCYkBWtzUrkWzSnJCQiekR8ckQXC9RgcHB462+sTFhGVXN6YkzZy3ZOUW19kwQ61j4YHeQ29ma8nD9WZOf2/mGI/9YTYrfwTVJlFBElFSAffLPsxcb1X5+R7RsnFGF2kJB/OC8RduP6yJfFtZbcaV+HhrWU04pm/nWwdOiQAoul1JumlaVdtCMEkzNGywc8ai/2/tgXYG42dE9luteUXo3qFWVapM1RrRWhufcaVVVbOqcq3WHx5TqJliT1ElU4b+znjQ2rJYd5PHm4mEwb6zwb4za1Ak52vDsmuW/2JeZv2MgjF+I5jAJvDyTitfVOhaWZUY4Wgu3jTKX+0Mn/bpq+oznQ3YCjm+3jbh7WfzyZ+zNHdGV2Viak3H1ClzJ43RtmcsbKx1xPsGRfh7h43Sg0LDg0ZExUdlORdkjCsaH+k/2hocFBxgS52xOKe4OjYpzt/PKzIm2uYTHxsWP21BbtHKxml+zJpRPAsPKz2OXXEfuyKJcslJ54bbGTX9O6MGTco6wkIokPJYBvZHvL3QX2AWSL7JR1goHv8Slp4f5FuSV+gfb89K9rKmXQqvqbg0pGlXlYGGZKuHFxOzc+bpGKaWeMjd/W3ODxm8MDztEpTHWnHJs58pppnWBnWXTRhspWoQ+pM18FuGheSpaeJI3m+x+a7Q8VXtL8+d/8Kc1PSG5+ub6kLSSpvXOZvXV0Sm1XSV5tVNGOMcnVKcVfST/MgRcYUTpiwqTpgXnOm0z1s1PTI4a1aBc1lZrNaZ2lBXbv9RUknTxKmdi2aPm7ihJnV2TUl2VHrprKQpHfOdsTFTSytZe1hGYkiSw5kQnZWRGRVVUFZzf0O0faI9Ormy0pkaaU8JS55Wh6eZSJ90PufTnZ3z/CbfpjAvMl5HLq86Y8RzpSvG9Gbd/4st0CsbvsEbGHcAnfpIO2Xr6c3q9cG7pL1KQ14Bb4uRgzPtYyKxU374qOjhcpmBmE0u8TgtHYZl4grVKSQ5DPhFqgPj3bEQ5AAXqHDnTH5H1RZfetITcY+qDSz5tIwJqmZCxiMGI9pBKqgE5aAL+XDE7eIlXLdZHgZ7xDjcD/hcrGHQ5I5tFCsaqE4/h9rjhgFrWSZTx0MppAQD/Rp1iBisFUNOSxXGdRibTDYi/zUJE/lfRG1gfoF2g2B33GqJoZcfFfE8nbBG0ReeiET5CWodBznuWAEW8+Py4g+4JQ89Igctc+QmAyGolO+jluEQzVSu6KJcA74W666lVHeMBlHgMZAA8t35Cl5FxWI9PfEAncgbbKd67QoVa1dkIeJYxBKQCGpBNWhH3h9xswinYpYnfw/W8tNUbMD+TRWKC+54neL5Z1Sh61QknhqGhVjzV9T4UN6lUgPUaeInsdZJmiZ2USP/GmOTaSo6iJnI6+DbgXk9reX18nvEZeAZ8Syt9mDpMDkFv0qv6JH0uif8jPycr6HngL872kAob5E3hiIiyOnBpGFyCt2b0gwwzuUuKneTBxz9c2sRletnqNxyw0Td2wYWgyyq4p+iz48Aa5e5+gaZ63VM5op9MkrvxvgoxpM9mOGBO693erDRA3d+4Pou4I01CofU7h6sJb4ysdhkrjUK4wia4gk/JY96grxDkUwV2llyaGelwR1QBcLBk8AJGsDPjWv4n3F9OCVol2ROP3w3vmcTh1mHUtlYVe8d7S4VsPvk0F3utQZJUXGzvKliOFV6kP5AbjL6C/QNGEfIOybkZMfIYSIvAckjyNtE3gQ3+ueWPSZiokzRbsgxbD+1s1NgP81nf6JkcYHaxfJHwzKa2q1l1K7/49HA52wDVe5oYPTpCbAQtAzJt/EXaZXlMG3xhHfJv/KtFAQ0dzQI5ElkcUMqdlA7n0/r+Aqazf5Ob7LPaAcroNfVeCe9oZ2QtzH+DfucdmhNtEv7qfyGbaMerYF6RDn1sC/AWVx7jjrBm9p1zNOpW/uSjuC9E+xZeo9fo4/YKmpgz9EWNpFWMxcRWw62Gqp9H1bg3kU288Gc+ozGr12Vu7cDLPLIbQctmsQcvoDvAm+ofDNo5HGodxu5IrBI5XvAGp6IeSlYMlBjNffF3A/4q9xvwV72Iu7/JehRuW/Afxg8BjsJ3sG1J8B5eA7lPu5VgwztNHzIWfCRCf6XCgO2XBr3/4s9I3sRr2jfya9ZxoBf2WZ4EF4Dfd0AHVMeou99Q9NMv9B3EH6hw/QLfe8aHkH5gFfkmX69x3dMpoZLXd0D7eb75C23Dh/lF/o2Ibr0QKwJPdWJjkPXfS1VfbfdmviUoYXsrqEx8mNTy/o+UWer0q2+0+IANZq61XcU2uRSenRe/rFfd/jPyMfUEpkjVmBuaMiP5R2lC93Uzbv7diOOsuCbMs51Sx29hpoB4oB0QQOcCjv2+ST5Hfb1CpGO6/ZQmgH7gLJw7joUKyhfFFAry6Rmlin/CZ5mmX3XjDOF/wFnVSXW3AZNYfBpnMYPnAmtZBEB8m+4twz9r+Jh+J5qabmbFuBtycF5n03T8X93Wvbi2XqJZhqwjaqXNn5L9TqbWegms2gTgM7i5AHswfc1Ka+qflZQvepnG3pg0IkeJcqWId7RpS/G2fMhcfie6n7cfrDS8HoDfutLuV/vBedM32jlgz5OfG/22fCq/d5LTISGGxyik5atZq8tY+Fvb4MOOqbfJJc1EuPLtFMPha/NB00UKeZTm9UbtdrlXfjcHnGTdsIzktob30L/DJ8UiH4aJGI/rJVdQ/zQY5YV8jLiSLER77lxe5xaw7/wD7AfgMiUe9V+6XR7ktfAEuU1ipXv6vcR2+H18GSKNHhIm7lfxAs0XbSgN730qh5L0/VpmM+jpy3d+GwXwVfwYdepSU9DLZwJeG+dWEDr0Q/Stf+RXvbBVRVnHH7P7jn3JhAikAgSZSKBgQQQGRCkCAQU1ISCgBGwCBGBIAxYI4rSKhRFh2JpRwVqQxlUJKUWKigCQgwfAiMmVKp8FFECSpBvq4hBSe722XPOTTKoM870j2f23D3n7L67Z+/7e3/M24U5rY7fwj17tvYxVg41HJD3rAYNdbv5effm+hoeyTUXqLN1mHOtRt4RauCDvqatQ8/AvdKUME+JN0ki7o3oWGaoVenQ3texAqtDfo2Bxlidi3SnVvJzM9rzIedtGXOSu93bwvy+RcbaZyJj8SK5MsLLkwl6kxToZ9Gp+dTm2znzZabSHSiDrDa77WSifoC1hXBWl1vUYvLxYvRvsUzVb8n3kAHZ+rB8pu6VxTBcj5dP0YLOnOOF9kyrNjKVc57rPS05nO8zMAsMPM83OglPQjUstO9Q+72o1snjMAMWwQtuC+rAFvieFvIXmKvTTKGqMEX6dTmhq50EnSLlqkK2qWlyOxToajSpWtKifWQ5bIy3utqMof8Y8ayAt9VUeURNNYfUw9JBPWx2qDlSoOaYY6qvPKD6ou259Ofye6rM5blzPNeH5/7DczN4roqxvoVPYAIMcFfLZre3vMT1bHjB2S5VuptUeWiShzZFqwDdiPby29TIKtllwX+e9V6V/d5KeZb1CnF+6b4pA+nvyDjNaNPJWalcl3GvyvpVrgvYix5c5+rz0kYvlWt0KTXtUta+lHOdJFMSriNvsA+RI5zZJsa4C2SUKpMxGl+gz5jD7l3k6APmoNtdZuo3+B9053x1J78lkxuTJR+udZPNN7AbzvJ7MjwKnfj9Hf+BfDVf7tazOUfTpKleSf64n3O4Xkb7udGejxLJJJ4BcBc0hqshNWyHwBxoDRnEN5n45gfxSSP06Qp9QBLC+GaE8XVl/kF18eFZk+UqaBnGVxzEJ1m6lbztXORsrJY5apXMppZ4ShXL05yV99Dld9RR6pQKOCU7aHeoPbLWKZEP4Ne86/BuqlptytUqs0sdMmWq2Ozmuca866mjaG8FnJJG9DVSe0w17zV3Ssx6tQTfdUE6q2HmuMpBW3I5M7eaCjVUXGqXJDXCVKpBnKclnJEL8oYaJverHPYyl/rpVmrDofIMz/1RjZCJapA8qNbEKnWKiXn5MAmah20nU+PdCbtkjM9EGeSth1dgt4zznkCHXoH2Zi/13NiEwTLWmy3jorv5ZtU++dAVekEO5MJtMAIyQNdjsHdSOrqe3B75SOby7Yeos6aQ/uG23rB1gNXMyAR52c0zm91mMoX/XBEsgl0+yfJ6NNnpGW8bDCYH95CleMtMZx61zsfk1IL/F+eOsB762YSaarlWnzDVcBK+DpBeaOqVkB7XzB9lzk+QIS/47JQlPwZ6uxnSbVvnL80meB42wIGw7zScDTlt++rpS2f9oTkEK+AglNl+9KUtJNR5GmrBq836sD3l9z31A3L8Nu4PNtVyd9jeattQbw7Z1i0w29n7HmEN+PMJtB/Mf2EDrIRSKKG/CdqfCClBPejTH7pDDgTaf+gneFqesHiN5JnLmGhbPdOCXtL+rHO3FV05LL9QhdIKJls/yzh5IU+6zxBbwBS+5W/xeO3QtButj3V7md5xItPrwFumQytLZHod+I071ReykTq6TA9Ep1b4bND9ZZ8eJducYnnXKZOe6gjeaJS8506VEv2IbIIyfNbWsN2CHk8jh2yk3tqsW8uX7gCpVDXUu6XyMR5kLrXoZyIx1qceC2lk0VudxtBJJzmtYSAoaG+9BmQ6xmkIXaEt9Be59I1FvSZpIS/C+3iX5vX6AmbhBWdJK90mdkI9hy8ocPqp18yrsExnxfbBcZ0UO6CTzOe6iLZd7DSady/000XUv0W2HjGa2H8D34Z8ENLBwrxNGG8teboD7XL1mpNi0UXOL2Ema7b8FW4K6Wkhvj9AKXPdzjcv4zqH5xOgrS6qrtRFNY2I4Xti6OBSo7mOVNloGLsvPMS8F51/OUn4wCPsVwLv94e5Fv2V/C683yD0dZn0D9FrpE2wX04keo9ZF71HPo3e47Sm3Qjb6Xs5skc+iuxxPH6vgc+hr1MhpfCJ84Xsg/NyUXbCMRWVg1ClEvnGicy3RMrhFH174Bx9ZXBSJ0o5nHLypQxOOsMYZ5icd96VCqhxNsvzsJo6/ahu5yTS/htwiKaVfsfp4qZxbtPQ42bma3L9FVw3DqA+SZNU9uc8+9OY9hLtVU6++RtrPsH6U+xeuDvRDetxrHfoZGLWf+AZsvFzw/EjqeTdTLecvPa+3KJXmd5eEvXfPJmuhqCH/Zk3U4ZE/iGLvEzukX+p16dR2w/H7wzGxzS3vhW/Mdz6GbRpvM3Bfq7dbE4wpgc51BZtE9bJyIQ0GRm5RkZ6t8nI6Fv4o6Z4GHQBH9XTz+3xHF6PuHZErjYP29j8+DLrfJWdIz62vRfNJIfvlQZeZjB2fd1hnkrr22o9Wejb4nPZsaxv85oyBvUOa6iMv3+5DrHGbtx7jD0doUfjEY6bYeTog+6vzCXG6uguNOXoWhfrD4nLzpXJO538mPCbAWhPJ7zCGb6ND/k9aN+p00ozDq7zr1cRm11/deAvA8x82KvcWDO7Nrs3AWYpcY2Evnq0uRNyrC+NY/cnwFyAc5evz/eqGaGvDRjqjjTFvne9HL59AHtw3HTzMsxpeBOO1X7HeWjaPNkaTZdDFut1LbVnJWAA8Wbrbaaj21XGMWcfL5W589Hgz9DS6dKMPYhS71r97u1zg/S2Hs3X7s7k80Jyfmvq6uvNd3oZNUU/avO1Zh3PZbvn7HP4iZbSEt0otJAX8nQW53SFNNBj2ff7JRIdz3xb8HtR3wcORVtG+BreUqbU6nUI+t8tXk9EEuX60HPezNwt4vWALjFbrPe044b3s+PvxGsL5thofWr8HbQj21I7D2PQ3uQW+2ezvY05/n5d3RHOt0BSVD7/y79Lb/V7uSZSQGx2TXnmEdZ+g7/eBbKY+mWDjctix1Klxuh10lA/JDvxBUnKmK+d8/zOkobun2We9aXs35bavW9pxtfufVA7PRS2hXU1kyHG2Pf22n4bq+v19iCE/1FL86Czv6YmgDOwTPoEmPvYmwuwxNkfGwidI3l8m5B6Y0yC+y7fC/ouWoL9RBNLzTeqNHaGfUi8HM5DXnAuYkdgv40J0mFG7Xd4zhzQz8nj1Pl/suhHzR4fW6dlUdPavc2KXeCdyeqfpth/xtZu9hx9ZdI4j7249xL32v6P9nIPrqq44/jv7O4912JMMSgKjGSkFATlKQ+hiLwMb0gQg+GhoI2KFEooGRBpQBEkiNFGpIAVDAJBCEqoLSpYgVIr6CCtoDyGGUYNaE2KYyNGxLv97Lk3MS8CjvLHZ3bP7p49e/bx/X3XDGDvHoF+vLOLfx0pnvovnrgR+/5XzOtQ/Cp7lrM/UG+UeM7KRDODeX+J8jLphndratKljV4kvXWy7WgekUm6REag25Pwc0rvkST/TvzZg7aH83Chbfi1erx7krvHLdJUj7Fl+m7SNOJEIbqOj9P5+LWJ+LVJ4uunpTs0DB+SIZfMRwNHB/edO/x8SQrfz7nCW3rFNuoPYz6wMuX+MzTWPu7GFoxvj3Qq95l6ki0J76Pv29E86vy+eM0p0tA8KEnVvSvfOcw/9a941/0DVHyL8aIP/c1SGaDf4E66nH+IvV/J10bfzZL61KURu7bj7broNJvO+icbY7+jr6a6xB7EG49RPe1mYp37VnPeaalXcSc9a8s4E2HdQ8Kcicl4v2fdd4iBA6PYCazVRNZlSBQ0PZruq+TDB+i5ke/ID9LJjNnNjRt7BXY+POQVR5T7Z+Yshr2P8Q5Vx+1haAJX+T5rHMPNWxSbD0tq/Pcu+tgVnbcYHfRJO4u9oGrAnohiRadF/mfm2+fgbsipmPMSaQTP+E1lnUO/a48EZMX2UJTG/Mti+pKgTZbc7+aL/2iojkeWx8bTwf138I9u3dxeT0Z3tjIXN3/v6euist8/FyZTMs6Hf/gCeFSuveRv6NhG7hHzyL8R3C3K7xgVdw0zPEaPClxdInePC6Ki/Qz4mSRe0vf7Mu6OFX2ZTyQxVC8KsTWx0veqfPeHjkEfxJtEtb0XOH3y9bMxve9EPNmMb3Tx76x01mulHVqi8ZnatJBhsZgSxEKTJsP1czJT75cHYjoaaDaaXuZQHbkrzbWH1El7C/exFuj/DdzvnL5nxnD6HgpizhDyiTIsNA6GQxcZhKYfqcTXaP0NKge9z5HfotXX6QLGeY09xpi6RpEuapHtjtZfCoPo+3P2Xx8zUOag70WhV22JXmKLdIr8Loizgj4Tf+Eb5/HgdWjM/8YFXvBj9mkTYj//abry3UXoyQv4mUZyaxCjl7DneccfRRzeJynhtsxfCd7jPckIzYJS6zR9iplI3DvFGTiFBl4jdzn0B/a10M9tduAtEqRZEG87SW++1Y1z2sfNOXN4QrW0m/nXm9UXckVoIlp4k/QMvABrhg8YYdbLbfi9y9i7nfE49alLC+rX8829xIG9Mob+fm26ySz0SoX+KW3wDAcof9KPlyf0cHtKt2MeBrIv9uPZD7IfGJtpzfv0EWoni82V6OlXchv3jjTW8XVYrwfLa2p9QDZx7qAeI7u8dfJ37x3pjgbsVGPkbTNZtutM2QZvwjtqi6xWh6g7JDvUKOb6CnnT3CpFqkCeggMu1aWyURXJX2CNelX+DHlqhqyDxZTleffIA+qPstqkUnZUVqoT8rIaJlmkW4N8kTzkfcwYP5Nd1M+n3Q41X95WgySJ/TNXJcl2NY/YnS7b1F3SxbvH/sc7bT+jfTztmrDP/k2by1QRfiBdwvithf5w9vYqdHIVXuqA9f08EZMryqyMLNLXRMpUaaRMz8NnvGcVXqGN3m2XaSNbSN/30ySDdTyjOtoz7MenmJNwgNvzfdhDbbh/DWC9T0lPL2L3+7/nHCQF58hnLF/qWXiYONvVeRO9Ez/Sg307m322PXZWnRcLzqg9QL594LHS7IfqRptlZuFrbiSmFMlfmaM1AVtks5tLbyfea6dcxVrku7nycuU+b4NsZ37zgnyR3OjhJb2HuDM2lwLO5/OwQ52w3zDP6/m/1W6+dRdZptrLFG+y/Yh5X0pf01izp6j7FxxjToeprjJTLYF1MA0vf0L2qiOyCp7nvc+8L2QlpCoNj8sa5mKfWiDZ3m5ZqzvJWs9KMcyBxd4+KfP2efFquZyBj/VZGQXNzGDO6GD5XKV4M1SqiBoJKezLlpEjamTkW5UK3Rgr0EcGLFQb5JFqjFEbvEvVBHnTu5PxtZd5ajZ73n2nviytjhlVFcr6kp6LdtWhvUt/WR3KG5PWgPI+pLVRfRznatenjnHUVt6CtAY/dhx19PsL0hrUMb7BpLVxoeM41zw3J61BHeMYRlobVcbB/rrbwT3iW7PCq4d3cntuKHSGuQF/kEfVSO5fO4PzPlGviBzk/G2lblllTC+7AFZqhS9uKZtgrW4uY6nbEE6QY7BOHbJfqjz4AGbbPPLHvcNefIzrHCrbuynGDIfId3+C13Ur7+oqNPfiA1p5N8VoH1BeXupdWoXm8lVASxEdJ+JZL8FRo99WXkfoUJGWygswNpYOxEO0VnOktYvHpi13mbY2Up5yb3repEbeJu2lN0kKbfLNOOkSWkJcXC1zgnbN0Mnu9mviT6rOtKWmt/zGfCjtiZdJxN0WJsFmutgbeKAgte8576Fnotcuji63p8x28qtZj4GSHPU/9nrXh3kW782dIPC1QYpHHi8j9fiIp8fjd90dIEdG64/wZ6eJ/2fQ66OBX7/V5Nm9MA3GxvKOXJhe6bk2zvmO36OCaTC20nMuTHd5/aktMpvtvZBB3pIugGzyL0OJOWs/De2x94b+YTNC4+0mPKAK7bYPw0KeC6jfAMWUjwja7rYTYGptbf1CGeEX2k/DD9oJMDV8pd1EmSL/MCzkuUAZe1K9a9NhqrrfPYtHfj4s5Hkj9RugGPrBzFAPW+Ib+xhksN5h0nzIpny/q2O9lT5hN4US7DPwonnJbuN5NLzIPmkGQ0PJ9NGAPi6nj1fsllAy/TSgn8vp5xVbSP1BKKU87nxt/dMS55/mvvuafSy81WaER9stlIV5zuc5m+dC7lQpF5vAA9QBXuGWC+R6SPwhBD6/TiKnnP8hP+z7Mns18GzHuXNWJwn2/YDbJfPHEMqV1IuFLrVbLwahqedHz8UD1gF3oP4/JaFPzo9XfD5sfSitVt6Bsttgqlku4+sCDe0fkCULAs396dMGaHgxaQtSawol4afEb3V+LkTzK3S4XLPvchpdVYcvSMeeIE6k2z0wDcbC3hi5MD3Iv4Wev4WeP23vDT+J1rVC499Cz3PQ8xz0vLUtCDeWuHBj9PAYeniUNll2C2VhnvN5zua5sNx/lPsOvcILV/EZ5f6isq/AS7j3dEvaxHnt8ATXcj/oB0Ohb6iZJJtekob+j9BTpTVxPsVfYy33XG2WoJF3ME+Os5L3f+LLPLiq6o7jv/fOufclEgJ0gkXSEECMUVrSKksohFCIJMiWhIRFFiEqiyxCUKCANII4JRipLWAJg0F2ZmqsLAIlBKGURbBsE4KCSCGsFjoooIb33unn3vtCnekw/bNv5jO/+84953d/Z//+rDjJtT6UnEB76W89JC85OoF7YRXsgmF6kvnE2izv6vlSqQtdcqxNMtqB+ynXHsN6GERZrCnHX44L9QIBbGSO7HjzsrrC/8PoBHDaOLGARay5LmiaOnSBNNOp0vMehfIc/ci2m8ggNYn7lpj0o+YY/etm/wp+KWd1Rzlr15jyQDyxxMhE+rUK/93duBLI/T6TiWiV7/xV5oYqk3T7aXNbFRDDLUlTH0kXB50hA/Vwzv1Tkm7dlK46kzMDHWRPk85quSyEjmqj2U95mrooI9XHLml6HXXB9XmE/y1Mhe6Any7kn9SxxkrAGSvi6Ak5djT30HFp7+So8LgXC/lthfnYiRXGuWd9oodaYG6pRezBRRIHjfEZh/5KtPK4O6rMCWI6qKaZo67vNvR/mSxXlbLcbmoq7CziGEw++Br72Ln7WhPbfM6KK9LTPTPipIM6LFnWn81XnI+x6gvpoQ7IU9BDJxHzas65f0im3QudtpL80tF2g6XIPRtmyzh11Xyuj0gCeq7UQUdTfx/3JjjnmDUdv/jTA9EfU/G51NV+pfYjfKfuXB9qFvDtbrqT/NTBbVPE3IwT24nVxTnrlnmoGmnGXDwO7SEJfxn0I9OaS5/izFX1NdrzMFySJGuqtGQ9zFGjZY6122ywY/C1hPHtRx8myBP6ZeISkSios/4PAOvLpywbWwFLQep+po2DjiVHjaWvscxN0Az3GXlTDZLfsgfXqLayhrFbQ5938O6Wf4rU1zdknqfX2WPvi6ZdPTuPtZYsyYE+kme3k7xAoiRbtyVfJ0uqsw+j1ksymr1cz5EMvVFm6MXmMG0fc3zYLWQ8TLSmyyVruVxSQYkP+KQCm6ZzfdU6l/0q5g4ycqdH3bO5E4iWpXqobHD2M3ssVx81l60CKVEHZQQxTdAp8rxuYv6Cbm+r65lznCFjVJI5TQ6zHspgpz/P9xKUQB4Ukm+1gd76nEwJ3JIHAuclLvBHUYHxUsgezbHqcaauwx4QHUhHp31idtgiu/RW2RPV3tv7Tl0Hp3/WKJllCfvySbPX+gBbZPbY9dirBabS2kAOclxGBp7ydJHdTfo69d39ukFGWJXMM3rT+hJ73VTb+ay7InPBGiTLVEgWB25SJ56+rgfqM6Zj1X43Lz2qnxFm3pwRCef4jrAWWkmcbz/zXyAr/R+GLz6wQs7oKvm9v0rmOvC8ETvJKf9fkE8+zAIqw37jWXLCUs7yUl8mZ3yTCHluWeTZP0BqIvfAULXT94Qzxla2vz7n/ouRupnUeQtXLaFnhHTe5cOP729lCyym7nSYTQ9TodG9eHr4WlPeSu1mPTfwifPfpdTXTGVhHVbyDP5X5Lp61teL+q/ATGgfea5jmQN5yK9hCblIGXlICixhnXeBAffTevfTW5EzyOV+eoJx/oUz5r7i0GvYwSLBxvCoyN0b2Bb/+R98EBIhDdjqQcYw2AiehnrQCehCiP8hv0d4PuyDOOjL+wuUPwbYcHPsDvgW+sFCyp6HFTAO1lH/C49wMxhLneaRsrMRPoc3KJ9BvEt4vsozJ1KQ+QpOpYzv350F+A4yj3czoQRWwwI4Tfl7tMF3kDkI1gBzE2Zcwr1hCqzh/euw02vjfpOOhoqgEvAVqqLsVfiIOgew39NuEDh9GgGcjqF34Cjvvsb+zCM4mndDgNhDA4DYggacNrwPvyBS2w6fQ2ER9PH6VNsW+yc4F3mH79p06kdDFsTDQCiGvRDrjX+4IfSK+B4PHC/h7t5chId73w99ynM3YNzC+A6XQmLkPXMVJp4QZaFT4PTrJDBmQW6FYDWx7IusHfwEb/N8EVsfcmFGZN1Mpo2zJpiPcFFkHBzmwQRgnMMdgHMmzLiG2RvBifAm7TbBMWDuQt9Hxn8P/M1bVyG+F1Y/KGcMQ3N/YH8H5fhiXoPOWsv21l1oLVyDXXDD8x/mygvVeOMWrIVNEbuZ8swI9Cs0zBsDd728DQVev0KMWyiNPVzs5gkRfCfNd2qvGQo769CdTZo9zaRxBm7+f6JflSzu3UnwAjSGFGugOaRjzZHAQEnyTzZpDvrn3P0X0M+j0HZZ0lsdQp+korMWmTy7Wvrr92SbxR1mrZQ+/krux3hzHc0S7ys3w/y35TP1rmi1y1zx58lPfGflR9gT2CL0cT46rau1QFZZE2QyGvURtdB8wxnbQI0y57l7GuhG5jz3bqZKF39Ud3PYbigpUXHYfEkJbMQmSoo92xyyZv635d58mDuwFfqhv1qF9vNs2r3/Pu6wmbJHDZNnfCeJo7P4daK5zp1cqLdL36ggd3U1d2pL8xV6eYyVIQlWffNX66gU233kN+RKhY7ODMRwX69GOzSjr+1kMfo3WYVMlS6WYvW22Y6OOWNtQzNXmG1qnVnj5CL4u4Pf445fYmmompuQ6oFe62GOqC8Z20nkca1djXrVXyBj0c05Kl4yAwvRSEOkq7+SeB9C6w1g3LZKtJsrtJVs9azYzMFdtVeaQwzr7e/07x3W4QWrPuOZwHcidXQZd/1WGcQ87POHpZvVjz4UMMcjzb9UCeOOfqB/6brWGKsFPt/31oPVzM0PmluprJ8OEnvvf4zZgv8tOtmcUqvMFivZ3OT/ZXKibL532V0HCcRaIuOdnIeYn1P/RFMlmxr2zSbLma8hsl3PlE/RXZPRIW8wVsuZgzxyBjuqyuzW88xlN2dYLVnquDmhS81td40myJP+tdLWdzJcxlzGO1qSMqe8k9pvgnANbZRkv44+qqPag3Wg1GXJ8JegE6qkq5plqvUfTLXaKPmso3zfNdPBy0XMDScuBzRzhhprpqpKGGum6KbmuJoWXqubhtdic1SOPKhi5KD/qizx3ZBC33DypgR5y1kv7r083JRb40yFNYdcc6D51s43d+1oc/HemkqU086aiazVroEW1D9jKgKp1K9l7hPZd9nM1TEZqjtLR3REpu5gWkWvMC9GKeJZZobr+mYKOvPf7JcJcJXVFcf/7333fi9Q9gqRkNQPkAApSwJVkCQVCGUii8AjLIaa8pI8yGuWF7MAYatiWxZBBLGgAgVZRjrIOCjCiG2E0pFFmQAFOnRqizNSWpA6gy1gaW7/9+YlwqitdOgM7dxkfu87d7/nLuecu4P25i2ZggcaY/Ub4bk70mATFaM7dZ5OXcd7HzT4c9Bequ9TZjylQg15in7IV8SvbhMgvyb0D/WLyDpSG4sFWjT4UzCWUJcaysH4QjHWUxlM01+oi2Q4oT9W9OFqJqmMcUMeJjVg8m6su4/4+Z54Wc+fNoV9yXtZ9wrjVPpG0PfUf8zvYJav9F9Apm7H+N0TId6Py+qU/7L6pbMcc8RynpUXkOk7g0z/eMwV65gu49toJoqZt8p5BrOcjeQo31KzWL4DQ8RrZIu6Kl5RV31neA4v8Nw8xbI0vl27Y754gOSgkyhEJ2c230PHaFtHqr+KcXzjsj+5FEvkCiwRp2nrPuR924VMskrD91Mx35ZlHJu+UL2j83S/tJOdxV7MkXs5v0/53tzMd8EZzuMtzHId9nEd6Ua/G3Rs1LNRV6MvddU6+4eih9bZ6P0831fUV+cZfRt0LjI6x/TmnWyu0To36av1pI5aV6Njo37UzegY09PoSj21vs77bNdXvS4/oV2rVeudnuq9pu96dOFd6eEfi3n+fgjLVuil76jMw33OPMyJq0Fp4D7arSGY4uxFW97hjXzbTHKTeTfm8K40oz0+wLu9DWPlZfqqjeqIs04d0m8tvpsO8J0TlC8y/6B6mzakTiaqZ8UE9SN5XJXSvi+Qu3lnjvCu6fZX4BrbyndV4zfu7/QLJ9n/BKzh3iTxbVcWGInegQ+o1zEwXgHvhC7D3wjjIF+X2PuG+HwNcYvq53BnfZ/Qd3ZXpWKmetzZrfY7A9U7gUNw3P18K/rxC3kOIbmL5R9xXqnYJDL5NjiHl5yOmCgT0UEUqUtMr2f6QdkXL3H/CvmOnaRtXyABuW5rDGv0Y2b+9+BhJ8nXxV9g5vOiaEb7Ukqbx3HYR67Uvmk8/csytYe2Zyx9cI7xV12QJS5iMuttoq0+IFugjOVBAlOXb1TSWvt5no8gCXDMoGQd+p/J2vbTDwTJbPGcepe+cR/9TpD9jKPdTdT2TnRXx9h/LcdczD07zLjiVec8255HP9r/oJ4/5/csGc0+X+d8SvwSI4jnPIcRGt77IaSUZzHbWY1smamu0N4+wthmEtdvg1A8I3cz3vBhKeWfyjiMFOV4lHKuPM6yREwRr3CN53PtxmIyfdICcRQHxeMYIV2kS2CpTMM8OZFtO3INrvIuneKX/Yo6LJQvsDwRI+UkpuuxXvwFK8RZjrGN809A1NmKHLkPVbKLOkpbP1duRR7v+lLyA99+PO+fjMW+EzjpX4K1+o3mjkNUJNLGjKLfGEN735V+KJF35ud8Ayaqf8gn1TURZP9J6prvLOBOZLoDz/Y36KMYW4kAZY/fntxH+jDfb1RPnuFsJ1fV6HJ/pVrpTqWv/YM6Lx7CoAY/Rx83BjPY51WONdj/LrJNeqrapM+/OIeeXLdy+sV07WfjBqI8bjAZRDLwWPPWKNd7QLucrfdHfIT8OD+e0ognUCMOYLtsjw0yCcvEamxws7CRNm2zfASVPDe7xELspI97VZxEBu3sePkT7nt/bJHx3JN42q0pjLHWYIr8HfN/xj29H8NFLde7GNtFhDosZ5tvcl+O4n4RzzP3NcSLPciljUyW17DRmWPKZ4uJ3OtlOC0zVD3rdOLZ/aOTperoT/Oc36rz7gB+n1HrnLVcq9Po6C5CiGuZRxvlBjYjIhKQx7WuZuyX58Srbc51tUmuxjTGNPnyV0ijfYL7IHIZ0xYwxg0JwXkk8KxJpLAsRTTHo84bWOysV6PEXVz33eqHjlRbRRhF4jvo5Ff1f3Za1//eqUOSG8Ukp616k4+UJNqACTwPyc6HGOSvxcu064dYv5j53xOzGeNtp64k4HBt1mAY12MoH3+lgZU8yxfIFPji/sSyE+znfSxwdzJvLHziMDLceTzLb2Mtx8tnvPjtQDfa7A2Id+ezfi3X8w2etRKu96dsU0f7MBs7xU7escN4gjbqhLiX8XM8FshyJHA+zTlWHPent/sk1/sABvDOlvE+rmDsWSYOIkMOR6UcT9sRYCz5La5BCs9qP86fZ9MtpJyE7oy1y/yXMJprV+FOZl4NyzuzPMj6T3O/iTsK1ebsdkdn97sol29y3bdQ9wT6w+7mTPcS3ZRiuqs7EXnmnrRHb6a7iSw1lfcsQ8Sra7z38az/GOdSpes5zegze4LXXv/5ZtyM/+P/LmLqV0Pu+Pe4ef+7xKXefpqlWCz/Gc1X3Tot2K5lxVej1fmbafNwjGn/mnat/v/4eo9b465FX0z7QV9MvAfcPevL6XiLJFz/jMQ+N5N0/M7jnh63B2/E5+lccWfSpZ3FYrFY7ijWWCy3j66XgG6M8ZJPAT0ufp6UzRaLxWKxWCwWi8VisVgsFovFYrFYLBaLxWKxWCwWi8VisVgsFovFYrFYLBaLxWKxWCwWyx2BD2j3ms9DB5xFHPxog75YCDRPb5sGoUvRCjv46xD42+hfIwcwgymfScMX5/9xTHbQ3nk6JgvKm2KyS3lPTA4g3XmPNX2iGftsJ+Jisg8pbkJM9qOVOywmO8wPxmRBeW5Mdilvjcmcj1uHbfDQD6lIw0BKoxFBASoQRSWZhirmZVGqQLn5DTEnQqkMfVgyBCX89xBk3nQUsazSpML8hll7Bn8LWbMlsinlMyeMmawxhr2F2UcOaozkYRR7rmG/1WbEEkrTzUw8EmWdGrZtHMNrmnMq+lNKbkoNQC8zfog9lLOux3FDHEf3UYDiWN0RTBUxV5dWc36VTfrkMD9idCj50vlMM+vgYSjT+SzRuSGzCjfr2NBPNKapZ0apZmmB0bdxdWeybYXJqWatQrNqHvOLTN5oPMQ56dWJmHZlZl3TTfuwqRFGKcfUq1xofr3YjBrreia/0uxphHNp3L3P9NDlVZxFhC0ruQpZRpuI0STSpEfIzErvf6EZU8+62Og37ab5fv70TDfpao7dWFvvRinTemciZnZ9tnn9UtMGeqMjBRXRyui0Ki8rWlEerQhVRaJlfbwhJSVeMDK9qKrSC4YrwxUzwoV9WmaH8yvCM70x5eGynJrysDcqVBOtrvJKotMjBV5BtLymQrfwdM+p/b1k/RnQywuG/slenUc3VeVxAH8vKVvSNEmbpEvavqcICKUIKhDWhpSmLYEuNBe6sKVJ2gbSprwk7IEKwuCMLO4LIrggakTTC2pFFNx3cd9QwR1XUHFfMr/0y5kzM2f+8J+ZOXPOwPnm8+7v/e5996Xte8HONrnC0+ENeRdRdVqorUOuiPrCqeu42wJhOfj367SEFNkRaA4GvJ6gfPqK1BOii8rhUFTx+uXUdpd6FL8c7fD5FTnS5pdnVLrl6QGvvyPsnyCH/X7Z397s9/n8PjmIquzzh71KoDN1e73X8PkjnkAwPMLhaCirLi8q9QQDzUqguDJCB94/Xjw9Sm3RI0cUj8/f7lEWyaEWbOtv326rEop2psreUHunpyPgD4/4Dz0HNP9/EvzPPAkc9L9BKKOfUblQ9E/PhWLaT+R0xdv7k26lfQd77+GPz/t3dP5Xnl+p93vy1J7jyRxhg/Av/nUPUPeoVvDCyVKPajlYxgu1xFKwhBeOJ6IggpYwL5xAKLxwIrEYdIIQL5xEdIB2TAiCRbxgCrEQBHiBg2jjBaVEK2gBfuADXkxoxgQPWIBz88E8nl9GzAVzQBNoBA2gHswGswADbjAT1IIaUA2qeP5UYgZG04ELTAOVoAKUAycoA1O5tZIo5dZphANMAXZudRElYDK3TicmgYlgAhgP6sA4rGkDY7HYGDAanI81zwPnYt4oMBKcA0aAYiw2HNOLMG8Yzg0FZ4Mh6BwMBmHCWWAg5p2JzjOADCRQCAp4XhWRD6w8r5rIA7kgB+eygQVFMzCBLJzLBEYUDRjpQQaKOpAOtEADBvDcGqI/z60l+oG+oA9IQ4saIxUQgdCLmAS/g996J4i/YvQL+Bn8BH4EP4DveU4d8R04xXPcxLfgG/A1OImWE+ArFL8EX4DPwWdo+RQcB5/g3MfgI/Ah+AAt74P3UDwGjoJ3wTs8exbxNjjCs2cTb4E3UXwDvI7ia+BV8Ap4GS0vYfQiRi+Awyg+D54Dz4JnwNPofAo8ieIT4HHwGHiUW+i5JD7CLSXEw+AhbmkiDoGD4EHwADgA7gf7Me8+0IPiveAecDfYB/YCDroxL4G93IXRnWAPWu4AcXA7uA3cinm7MeEWFHeBm8FN4EZwA9gJdoDrubmZ2A6u42YvsY2bfcS13OwnruHmFuJqcBW4ElwBLgeXgUu52UNcgjW3Ys0tWHMz2ISlL8aEv4A/o/MitGzkZkb8CYttwGLrwYXoXIdV1mL6BaALrAGrQQysAivBCm6mZ7K4HFdYhqWXgiW4QhR7iYAwrqdg+mLQCUKgA7SDIFiEW1mI6wVAGzePIVpBCzetJfzclPrd9XHTGsLLTal5zSh6uMlOLEBxPorzuGk1MZeb1hFzuGk90cSz6CUsNvKsQqIB1PMsDTEbzOJZ9JoXGc+i97voBnVgJs+i17xYy7PoxS7WgGqemdp1Fc90EjPAdBRdYBqKlaAClPNMem+KTrSUoTgVlHJjOeHgxtQf5RRurCfs3NhAlHBjIzEZTOLG1G/rRDABjAfjuLGIsHHjcGIsN44jxoDR3Ji60Pm40HngXG5MfYOjwEhuTH2R54AR2EsxGI4tFWFLw8BQbOlsMASbGAwGgbPAQEw4E51nYEsyNiHheoWgAJ35wIrpeSAX5KAzG1iwQTMwYZ9ZuFAmMGKeAehBBtChJR0jLTfMJTTcMI8YwA3zif6gH+gL+qAzDZ1qFFVABII9SSap73fyN8qvlF8oP1PtJ5r4Ix3/QPme8h3llL5Z+pbyjd4rfa33SScpJyhfUb6k+heUz+ncZzT+lHKc8gnlY6p/RPmQjj8g36e8R33HaHyU8i7lHcrblCOUtzJapTcz2qQ3KK9TXqO8SrVXyJcpL1FepPEL5GHK85TnKM9SnqE8TXmK8qRukfSELig9rhsmPUY+qhsuPUK1h+n4IV27ZE8e0i2UDuoC0oO6NukBOnNAN0q6n7Kfcl/6YqknXZHuTQ9L96RHpLsp+yh7aczJbupJUO6i3EnZQ7mDEqfcTrlNu1q6VbtC2q1dLt1C7tKukm7WxqSbqH4j5QbKTsoOyvWU7ZTrKNso12qLpWsoV2t2S1dpdklXkldQLqdcRrlU0yZdolkrbdVsk7ZotkubNTukTVS/mLJePUi6UG2T1ok2aS3rYhfEu9gaFmOr4zGmjYnamDXmiq2MxWNHYvbMvppVbAVbGV/BlrOlbFl8KduvukhoUW20T2RL4lGWFjVFI1H1qagYj4pTo+LIqKgSooaoHFWnR5jCwnGFCUqN0qUklLQJCeWYohIUUdOTPLRXsRY6SfsqRWdwLmYh1hkPsY6WdraQNhiwtbK2eCtrsfmYP+5jXlsz89gWsPm2uWxefC6bY2tkTfFG1mCrZ7Opf5bNzVjczepstWxmvJZV26pYFdVn2FxsetzFptkqWGW8gpXbnKyMbl7IN+TL+WpDagNV+bQTwSo6Rlrt1mPWk9Y0wZqwHrKqM/V5Up5qqD5XLK3OFUO5a3K35Kr1OYdzVPacocOd+uzD2UezT2SnZdmzh45wChaDRbaozal7s8xwO3stmQpHje69V8kycLBTbxb1ZsmsKjthFjcIalEWRUE0EOr+1LNPNEtO9QEqCUIfQRS3drvriopcPf2SM12J/jVNCXFjYlBd6tNe25jouzEhsMam+m5R3NzQLapK3QmTq7YR4/WbNnVbRIdQ4HAlCurquXrnzgJHgyvRlTq223uPk6ljgVoahN5Bt0VwNBTNC0fDRfX2yf0F4zHjSaPafNBw2KDS60W9PqlX2fV0O/oMKUOV+khmqO0Zo8Y69TpJp0p9JHVqi11HldQdD0mvcTv1WkmrYiXaaq3Kri0pddq1xSOd/3jnvVcsivxVcUAirrhEG4yAvLhIxlIQXxskDELFJUA+CJaC+QzaeAFEGZCKLwaCEphgCX5dQxYwDrQDBjmQiI8DCDAA/Y09EA0KZW5kc3RyZWFtDWVuZG9iag0yMSAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDM3Nz4+c3RyZWFtDQpIiVyS22rDMAyG7/MUvmwvSs52CyFQeoBc7MCyPUCaKF1gdYKTXuTtJ+UvHcyQ+LMt6ReS/ENxLGw3Kf/d9XVJk2o72zga+7urSV3o2lkvjFTT1dPjtPzrWzV4PjuX8zjRrbBt72WZ8j/4cZzcrFb7pr/Q2vPfXEOus1e1+jqUa+WX92H4oRvZSQUqz1VDLQd6qYbX6kbKX9w2RcPv3TRv2OfP4nMeSEXLOUQydd/QOFQ1ucpeycsCXrnKzrxyj2zz7z2O4HZp6+/KeVkkxkHAG/MJfGKOcR/LfRyCQ+EIHAnH4Fh4C94yJ7BPxD5JwamwBmvhHXjHnCJOKnFS2KRioxFHSxwNXS26GvZa7HUCToShpUVLI45e4kBLi5beg/fCB/BB+Ag+CqMOWuqgz2AuZmZQEyM1McjHSD4G+RjJxyAHIzkY6BrRNdA1onvCPW/SoEcnpFU8Ueo5B/XdOR6BZeyW3kvXO0vPyRz6QbGXfN6vAAMAaYq4KA0KZW5kc3RyZWFtDWVuZG9iag0yMiAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDI1MDM5L0xlbmd0aDEgNzk3Nzc+PnN0cmVhbQ0KSInUlXlUFFcWxr9br141EJHuBsQFqOqGRkXcMC5xiOK+IIi4bywC0ipLi4y7gGjcRVxiXI6K0WN7ojmSM0aN0dHMMfGMk4wmOiZxSRRMJCjqMEQTG7rndUOiycyZ/6fqvFf33vfe7dffq7o/EABfFIMhcfTYrtF7/tK3WkRuiZaanpNmm7b4TyUAxQDtitPnF2gf2L7qCQSfAfiZmbasnMJvWG/AvFAk6ZSVvWhmxh3fm0DXA2JNoTUzLeOn+EXvAd1NIl8vqwj4vhs6R/gThR9uzSlYuOzZyWHCXwJkH87OS09DhzVHgb1hwj+ak7bQ1iU0Mg/kc1nM13LTcjJrevj0FP5jQGe35c0rcLXDKpBxu3vclp9p888ytxH+CZH+AZjcicrA4cV38h5iR6FNT3YFqyR4QfLjkiTJTJLvoYvrPMLFLuAtGuLHahpiAadLgRN0QbdXitBALvcYO8lbun8NAaKX4NYPwmZuSwqFIvm4A4TmkRcXidmSx5Lwv6+mlYyNZG+xk+yw/BrbwbazQlbESuXX2XiWzyaxbPaQ1bJH7DF7wv7J6ti/WD37kU1kE+TB8gB5CItnuyHDACNaIxgRaI8odEVfxKAfBmMI4jARkzEFyciAFfNQgEVYjCJWzGxsOdvGFlMtSeRHempLodSBEmkKTadZlE159EeaT8toLa2nDVRGu+h9Ok8f0Sd0kT5lJSyXrWBvepRsgSCEYjgSkUMyMeKkI4V8KJA0UslEYZRCyZRKM2gRFVEhFVMJLaeTdIJO0Wm2iR1g77CjbDNbwrbQDlbO9rL9VCfp5IHwwzh5lDxUHiYPZ8fkJDleHiePldbLCXSFPpfHkC+tYgksTh4hj1Y2yYPkRGZls9hkcUribcBoTKA1rIDNZ8kshU1hU+VYeTz9DYVyB3aIZbBM6kLDWBlbymawdLkvdFChwIQQdEc0XkU3xCNB/MNRmI05mEUz6Zl4kXwloxQuBUmRkipFUQPkNjPEUUaJw9QJ7d1fWaFklY6xBeIc17ENbL+8inflE3gKX8038Q/5RV7D65VgxaUr8jruddbL1bK//mP9Rf1nelfw6eBzIedCLqmBaog6RI1XJ6qT1anqdHWZely9oF5Vb6qP1XrVqek1sxauRWjdtFe1vlo/bbCWos3VSrVt2vvaOe22iZv8TUEmzWQ2RZi6mKJNCaYU00rTTtNhs2RWzH5moznQ3NasmjuaO5mHm9PMmWFSmD7MFD4vvN4Ci2RpYdFbAiytLfstRyyfWi5bvm9fFJUdZYsq6mzp3L5z5y5BB78+6Dq059A+e1u7yb7aXmp/1/6e3XUk5UimQ3YEOXo5Yhz9HAMcgx0fOVwN6Q31jf0b6xrrGxudYc4C53Jng9Pl8nxlQi0N5dIsqYItZiuFWqXsgLyGd+eTeRpfyzfzM/wKf6JACdUlepV7nfC6JtQq96h1Jbgs+GwIQs6HONXWqqYOVxOb1UpRi9UT6ifqdfW2Wqc+1aAZPWpFatFaHy1GqJWs2bQCrUwr1041q9XqJbXiTWNNK0xlv6plEGq1MYc2q5VqzvCopYWnhteEu36j1juWSx615kelRuVGFXRGs1pXDt48FCvUCrJrdrN9o73MXmF/dqTbkQwHHP6OEEcfoVasY5BjqONqQ3JDXWOMR63nTs1pc853rvCoRa4f3YLxL5uKh/NU0zOgJqA64D7gs9Xt+Wx/ucC4sr1ved/0vu59zTnYOfDB6pfHHrwh7pL/Vpaej6sS1bPWUyGr7tWOcT9/KHP3D/dVVlT1ASpLKouqOlUFfzf+lzUPqTKucmTlYJF3jyd718qwuw7gblXNpJq4mpiaA+5o9fTqcdVjqhOq46r9q18B7lff/8Idr/wYeCQ9otqGbztmT82eOnvl7BXpDLAGW4OsrawBWZcz9mXsBtRk9+zAeYH5gXM91s8BFUCQNWh2UKbf2/693bGWF5vqqqhl94Ra+TroRKXWBej6ejfv1We4aEk+VtHv8vmixbYWdb5tfTv8XgXfXN8Svwq/03pZ37Ipom+lT9Kf1l/XP9E/N4QazIZoQ5I7bsgVbaFhqcdeaigUfYXhRtMaQ+WLjIYbhluGesPTX3yjpxmbKWFwvjTzqdHnt7tpGjU4jXqxJuI/z8wY+Ts/VLRw44Rmb5K/u47B/+0XM/z3+h/3GP/f/GEszkOPg+wYy2ObJR3bS1eYVR4hdl8u+YpqMpT9xH6mOjmJbWFLpUj2jD5ns+QoOVKOZgmCE4qo214eivkJjoUIkqmCAd2aGdBOcG2UhwOjkSj3xzjM8tAgB0sxiXYI2smCd4ogno+gUaDgneYhXrJgnpt4IYJ5hYJ6xYJ4JXIsrRLUO+nmHv2V1gkW+ZAXXiFvtKQW8CcDAsiIVhSAQPJHG2qHthQMM4UjjCwIpwhYqD00MqMDjUFHSkIkjUUnGofONBVdaBp6UBp6Ujp6UQb6UCZ600y8Rln4A83B65RDuehPNgygfMTSXAyiAgykeRhKCzCCFmMYLaQlGElLMYZWIIlWYiy94aYoptJGTKdNmEalSKHNSKUtmEHbkEZbuZ4bkEm7kUV7kE0fIJc+RB6dgY3OYi79Gfl0DgvoApbRJRSimD5DCV3Gcvo77VTW8qv8mrKO/0NZz6/zL5UN/Cv+Nb+hbFRK+U1+i9/m3yib+Lf8jlLG7/JKXqVsUbYq2/g9/p3yJv9e3iyf4/eV7bxaeYv/wGuUHfyBckfZyR8qu3itvFO+yB/9m+X6/s+yOgMwznsfn5vnHO5zcp5znqyXvfcMYSMiFWRbGQFCCGQvSEhCAoQECAFkL9lL9t577723o2K1+1OrtRRtra2+P/SvuL6X822oIGud73Cd8w/nFa7HDfhlqMAb8Stcgr/D3+Mf8I/Oa+d7/Mj5wfkXbnL+7fyIm53/4BbnJ9zq/Be3Of/D7c7PuCPUoZ0YwF0IuBv3IMO9+AbuQwf3I+IBrIwH0cVDyPEwCjyCVfAoHkNCicdR4QkMQ40enqwkA1Uq6YCqNCQwGw2eQoun0cczGI5nMQLPYSSexyi8gNF4EYN4Cavi5ZAXrmB1vFopObC8UlpgHdbAa1gTr2MtvIG18SbWwVtYF29jPbyD9fEuNsB72BDvYyN8gI3xIT7Cx/gkkIVP8Rk2wab4HJthc3yBH2ML/ARbYitsjW3wU4zBz7Atfo6x+BLb4RduA7eh28ht7DZxm7rN3OZuC7el28pt7bZxY9y2bqzbzm3vdnA7up3czm4Xt6v7Ju/F3+W9eR/el/fj/fkAPlB2ll34+3wQH8yH8KE8jg/jw/kIHs9HBn4I/MQTQPJRPJGP5mN4Ek/mKTyVp/F0nsEzeRbP/r+2moXkVZPn8LF8HM/leXw8z+cFvJBP4EW8WLwhHIGisnAFF0JUESSkUCJMaOEJI6zwRbiIEJEiSkQH/h54HfgRHNAqBsKhEVRRtSAIdQI/q1jVXnVUnVVX1U11Vz0g4PR0eql3VE/VS+5WvVUf1Vf1U/3VADVQtVHvqV+rGtAUmqv31SA1WA1RQ1WcGqaGqxEqXo1UCU6Sk+KkORkqUY1WY1SSSlapTr5T6BSpm+olrFdfq3SVqbJUtspR41SeylcFzkxVqIrURDVZlagpqlSVqWmqXM1QFWqWmq3mqHlqvlqoFqslaplarlaq1WqtWq82qk1qi9qmdqhdXl2vnlffawCbYYvX0GtEcSJb5IixsMlrDGtgHbSGDdAOOkIX6APvQTm0gjYQA20hFtpDB+gEneFN6AZvQXd4G3rAO9ATesG70Bv6QX8YAAOhK/SFApgEU2AaLIN8KIQiKIaJMBlKoBSmwgyogJkwC2bDHJgH82EhLIBFsBg+hBWwElbBdFgKc2EJrPaaiCSRKoaJ4WKEGCfSRbEYKfLEaFEo4kWuSBDjRaIokCkyW6bKHJkmx8r0UJUzZK7MlHkyS44XaSJDZIkJYpBIFilijCgSg8UokS8yxRAxVMTBXtgHz2AnPIbLcASOwjE4BWfhOZyAw3ANbsNW2AbbYQfshj2wHw7AQTgEx+EknIYzcA4uwEW4BFfgKtyAm3AL7sBduAf34QE8hEfwBJ4yYpKFMc18FsGiWZBVZdVYbVaX1WcNWCPWhDVjzVlL1pq1ZbGsHevAOrJOrDPrwrqyN9lbrDuLZFHsbeaxbqwFq8FqslqsHmvIerA6rDprw9rLqXIBvGC/ktPkQjldLpLlcrGcIZfICrlUzpTL5Cz5IZxnjeE6i5Gz5XL5gVwh58iVcq5cJefJ1XK+XCNL1DfqW/WdeiVLZRnF00YaSR9RAm2CXczQKNpMibSFRtNWGkPbKIm2UzLtoBTaSam0i9JoN6XTHsqgvZRJ+yiL9lM2HaAcOkhj6RCNo8OUS0coj47SeDpG+XScCugEFdJJmkBFdIqK6TRNpDM0ic7SZDpHJXSeptAFukildInK6DJNpSs0ja7SdLpG5XSdZtANqqCbNJNu0Sy6TbPpDn1Ad2kO3aO5dJ/m0QOaTw9pAT2ihfSYFtETWkxPaQk9o6X0nJbRi5DqPqbl9AmtoE9pJX1Gq+g3tJo+pzX0ktbSF7SOfkvr6UvaQF/pgAbNQs5zNOrK2tVcC11Fk5Za6TCttaeNttrX4SEBRuooHa2DuqquFiwKFgfzgrnBycGS4KSQDQfpwXqIHqrj9DA9XI/Q8XqUTtSjdZJO1ik6VafrDJ2ps3SOHqtzdZ4erwv0BF2ki/VEPUmX6FJdpqfq6bpcV3gJ3igv0RvtjfGSvGQvxUv10rx0L8PL9LK8bC/HoKlsXMONiKpsyEijTJjR3tiwxl6ul+f/KbyjSTVp/jWT7v/ZZJhJ/hkz2ZSYe+a+eWDDbYSNsW1tnB1mZ9gKu9aus3vsXl/6yv9L6Cf+6o23d+wrv7If7xf7s/09/nX/a/9vxjPGWOObcBNhIk2UiTZBU9VUM9VNDVPT1DK1TR1TN6TO+l6+V+AVehO8Iq84JONJ3mSvJCTjUq/Mm2qm2H+aBibTZJlsb6HJ8W/4N/1vTKkpM1PNNDPdlJsZpsI8NI/MY/PEPDXPzHMbaaNstA3aqraarW5r2Jo21raz7W0H29F2sp1tF9vVDrcjbLydaWfZ9XafvWvv2fv2gX1oH9nX9ns/zI/zte/63Bd+uB/hR/pRfrQf9Ef6Cf4vFNf3W1VXFsZx8SzX1rXuvmeffTaRi13sSLWAqCA2VBAL9oI9XZPYWxK7qCD2bowTawTsDSlBJ/PYu0mMyTwzkziaYuxdkznzF6yf3ufzXZlmiMkyC8xCs8hkmzz9rSky+ea4OWFOmdPmjDlrzpnz5oK5aO4Gh5t75pK5bx4ERwRHOjNMaUhYSJ2QuiH1QuqHNNARzkxnlo7UUTpax+hY3cTJdZboprqZM1s313E6Xrdwa7qJzhxnrjPPme9kOQuchc4iJ9vJcQe5892C4ITglqZAz9Xz9HydpRfohXqR/k5fd2u5td0kd7C7293j7nUvu1eMY7RxzWQzxeSYxSbXDHXbuMlupv5e33CHuG31D3q0HmMemkfmsblsrgTHBMfqH92h7jDDOlvn6H96H8BV96kZZqaaJ+ap285cDU53lrphbpYx5prb3t1nfIGiQHGgJHAy8E3gdOB84HLgWeB54EXgZeBV4HXgz8BfoV6ghpYPtUIhtEJoiE7QLXUr3Von6iTdRifrtrqdbq876I46RXfSnXUXnarTdFedrrvp7rqH7qkzdC/dW/fx7/LnVyjz7/bv8e/zH/Af8h/xF/qL/MX+UozDWxiPt7EF/oIJ+Cu2xN+wFf6OrfEOJuIfmIR3sQ3ew2S8j23xAbbDh9geH2EHfIwd8Qmm4FPshM+wMz7HLvgCU/ElpuEr7IqvMR3/wm6iHHYXQdhDlMeewsIMAdhLVMDeArGPENhXVMR+ohL2F4QDBONA4cNBQuJg4cdMYeMQoXCocHCY0DhcuDhCGBwpgnGUeAPfFJXxLRGCb4sAviNC8V1RBd8TVfF9UQ1Hi+o4RtTAD0RN/FDUwo9EbRwrwnCcqIPjRV2cIOrhRFG/3ISg4+UmBp0oNznoa5wkGuBk0RCniEY4VYTjNNEYp4sI/FhE4iciSkSLGBErmoimopndyA63a9uNYTz8DSbAFzARtsAk2AqTYRtMge0wFXbANNgJ0+FL+Bh2wSeQB59CPsyAApgJu2EW7IHZsBfmwD6YC/thHhyA+XAQsuAQLIDDsBCOwCI4CtlQCDlwDBZDEeRCMSyBElgGX8FyKIMVcBxWwglYBX+H1fA1rIF/wDo4CevhFGyA07ARzsBncLbctKCTsAnOwWa4AJ/DeTvCjrSj7Gg7xo7l8owMXJEtFlyBK9F8WkQLKIeyKJsW0mKuwtW5GtfkqlyDttIO2k5f0jbayWFcn+tyQ67DDbgeN6J82ku7aT8V0D7aQwc4gRO5FbfhlpzErTmZTtE5OkMX6DSdp7N0kbtwV07jbpzK6XSNvqNv6Xv6hq5zL+7HfXgA9+b+3JcH0r95JL/Nb/K7PIrf4bf4Pfov/Uq36Xe6Rb/RL3SHmYlrcy1uzOHckTtwD+7OQ3kIj+b3WbE3R36DHQ5mlyvTClpDq2gdraS1tJrWcxQ34RhuxtHclGO5OR2hIiqkEjpKxXSMSvlDHs9jeSJ/xBN4HE+i+/SYHtJTekBP6BE9Yz9LDrDNIezjUFpGS2kJ5dJyXy9fX19HXxdfBsdzJMdxBLegPNpFh+ggHfal+VJ9Xbkzd+J23JZTuD1dpSt0mS75uvnSfd15BA/nwTyIe3IGD+NMukk/00/0H/rR19PXw9eZp/AHPJnH8FT6gW7QXfqD7vk6+VJkfdlANpSNZLhsLCNkpIyS0TJGxsomsqnMk/nWWNnMGm9NtCbLOBlvDbAGWsNlCyvTGmKNkAlWrrXEmqaqqxqqpqqlassCSFBh1khrlEy0ussk64nca72wXlqvrNfWn9ZfUA6CoDxYAEH/ggqAIKAiVAICBh9I8IMNChzQ4Mpk2Va2k+1lB9lRpshOsrPsIlPhorVNpsmuMl12k91lD9lTZshedphdx66rqtn17XrOwEChdcjaJPuIRAiHaIiAGGgCzSASmkMUNIU4iIeGOE+0hj7QD/pCf8iEITAQBsAgGAy9INGaDt0gTfaFtrK/Xd4OsQN2qF3FrmpXs6vbNeyadi25X2ZCb7hUoZI8KgvlMVkki2WJLJVfyTK7Mn4qmuMMnImzRJyIx9miBc4RCThXtBStMEskiTZ2czvOjrdb2Al2S7uV3ZqqU42g8KDIoJSg+KBUtUhlqxy1WOWqJWqpWqaWqxVqpVqlVqtjqkgVqxK1Rq1V69R6tVFtUpvVF2qb2q52qJ0qTxWow+qIOqoKVanaojaofHVIlXmyj/MkL9Er9E7P8jK9Wud5np/Qa3WBZ3yxXq53eMIf12t0vqd+kV6mt3tO33Gvuz95Vt91b7g39RW3kr6pn+rLbkX9s36ir7msb+nnXgn49G39wquAcK8FGnkt0Nhrg3qe/+leEaR4yqeaMBPnCd/DNDStPeF7mwiT7GmfYcJNkmf8Fk/5rf+/6RlfZkrNUbPXHDR55ojZYw54pkcFRwZHO8uc5c4KZ6WzylntrHHWOuuc9c4GZ6PzmbPJ+dzZ7FVEB1PNxHhl8D9aqzW4iesKn5UsP2QbJO0u46l+sMoijxnbuNOkaUodEJZkbBwaP9tdhySSZRs7CcRAwiuQqKGJQUCgpdCmoUB5pi2BK5sEGdKGPPsKKU2nZaZpC+nkRzMT0qGZdGhmsPrdu5IsewK/2l3t7jnfOffc87j36vwV/cFf0B/8DV3MBeV99AvvoVe4pFxVZ6k2VVauq9PUevVOdZ46Xw2oC9QGNaiG1LDaqC5Um9RmdZHaot6lLkZncYtKqlttVdvcR9xH3cfdL7hPuE+6mTvpHnGPuk+5X7R6Os+Q8qbyJ89SzwrlH6pX+Y/qRH+30rPOk/I84zmknFXOodMb8+zwHEa/d8az03PEc162ey55rnrekQs8lz3/Qgfo8Lzv+QR94Cx0gn70gmF0g43oB9fKPfIydIXr5Ji8HL3hbnmLvAMd4h45Ie9En3hM3i8fQrf4vHxAPoye8XV5VD4rH5ffkE/JL6Nn/FD+o3wJnaNNviZfR/8YVLxKHbrIIaVHGUQvuUl5THkCHeVBZafyLLJ/WjmpjKK7vKh8pM5UrqiaMq5OV9vVb6gd6jfVTtVQu1STqGgf0fguyr9a6QFaRXHcT9N22kWv0HvUQ5tAPUsH6Cj9hBi9Sr+mi/Q/vMbXOZZRmf00FZJMlP4sfWX8KJ6UY1oesgucXKBNIGlX+uMp2Mfju9Ku8VShh5xibLntXaCfSNfTn9nmcz59O+dtw6CnixFXi/aNnxw/NiUHbdRN99ASupciFEX8vTRAg8jMg/QQLaPlglsO2VK8+8HdD60YtDg9ofUwDeFZSY/Qo7Qa9xDoVRmOy1YI/lFag3straP19BhtoI2Z9xqBbIBkveDX4nmcnkBlvkVPCir7tZBN9G16ClUbps205abclhyVoK20DXV+hnbckN4+iduJ+zv0XayH79Fu2kM/wLp4jvZOQb8v8B/SPtqPNcNlu4HsFxSXvkxv0Yt0gk7SSyKXMWTNykg2L/0ih0PIwQZEuCnPYyt/a3LZehyx89gSmUjXAn8yb8TqTB655iZoWlasOnArG6dkYidisOiJiCxut4h/As3Pys3QbD725mXmOcFxaip6I3oP/Qg78Md486xy6iBoi9ov6Hx8X073gOAP0WE6glocE1T2ayFHQR+j57G3f0o/o+O4J+h8yvqeoBdE5RglaYRG6RQq+RKdppTAbyb7PHw0g4/kkDE6Q2exQn5B53DSvIY7i/wc2CsZ9A2BWfxr9Dp4rmVxb9EvcUL9hn5Lb9Pv6E1w74j3r8BdoHfpD3RRKgf1e/oQ7+t0wfEBTaMFRI4zyPNeug/3//FyfIFUOpC+ll6TvmZvon6pU3obeT2IrGyTJJwbuUuaSc6Cv5NCp9L/ti/Bt+r6nx0D4wfT/wx0P/3UI6tWrhh6ePmyhx58YHBgaX9fb8/999275J5u0+jq7Ghva73764vvalnU3LSwMRwKNiwIzJ93Z/3X5n71jq/c/uW6ObU1VZX+WfotMysUt2t6eamzpLio0FFgt0lUE9YbIxqrjLCCSr2pqZbzehRANA+IMA1Q42QdpkWEmjZZMwDN/imaAUszkNOUXFo91dfWaGFdY+dDupaSutsM0NtDuqmxK4JeLOiCSsGUg/H5MEILVwyENCZFtDBrXD2QCEdCsJcsdQb1YJ+ztoaSzlKQpaBYlT6UlKrmSYKwVYXnJm1UXM6nZXZ/ONrLWtuMcMjr85kCo6CwxQqDrEjY0ga5z7RVS9acS2xLuagnUl3Wq/dGlxjMHsWghD2cSAwzdzWbrYfY7PUfVCDkPlajh8KsWoexlvbcBBJz+F26lviU4Lx+5aPJSDSDFPpdnxIneYi5NEGepQm+wUPE5/NxX7amAtQDhsXbDIvXqMc7QoG6apPZIlxyLitRu7gknpXkhkd0Hy9VOJL5rR6oYPEerbYG2Rc/P36Qa8xeGemJDfBvtC+hh0JW3joNFgiBCEQzsYaTX6yDfjSCIAZ5GtoMVqcPMUVvsBQAaLwGgx2GGJIZxpQgo0gsM4rVhUPcLy2ciIQsB7ktvc0Yo1vTl5O3ad7RW+k2MrkfbEYQRakMJ4zefjYz4u3F+uzXDK+PBUykz9SNPpNXSXex2ZcxnU/MKEYhtinaWWUeeZG/WDNsXrvJqwVAa8RLb6iHwIVyCZZXtKFeMyQvZdUwS0aDU5PsgLH7g01cZOdDg01en+mzrpu45M345PCz4jxbLgA5n6x5buiapc0dmq2F+0J5Dk4y6sg4mLH2+X7aeC4yE2NEMS9nU1Zk92PnArPBjIB4FSs0Rq2aoffppo41FGg1eGw816K+LR16S1u3IaqdWSWdkzhLfofFMfJBnGVsQazBxmpvtqyCXyj4HNs0RdycFevcr0SiN0l2P1/K3qQkCEdwq8nurjZ11lOt+7iftTXJYirzdUaC2KuNOO70xqiuubTGRDSVjvckkoFAYigcGZiLfZHQm3sTeodR7xXOtxsbvev53B5qkVo6G2DKRg1JXdrclgxImzu6jTEXkba50xixSbZgpMFMzoLMGNOIAgK1cZSDnNE4wy21gykW+t6xAFFcSAsEIPhYSiKBFWcxiWIpm4W5rIkqxUQBskFSYEkCWe0CYMUWFre0qzLaxZC4uOQM4Y+EhNC6ksQTHHA6AsWBkkCZrdyGlHJoBMgZ6JZINFomlUveJGy2CzglxZMlAe+YsNSe0YxDk2PxHAbPuVqeIcxnBd41EUFXtzFaRrAv3tBo4BdWYcUA1hD+T8JaL19/G8yBRMTkpwfNwFrFT2KSPo+YTZ8HjwvLmFPva2ClegPH53N8voUXcrwIK1+aIaHY/NBNRHQcxNgxBnkla6/ZuUktlU53Gr7z3iumD3tpCZ5ug5VU48/N4V8EvYX8iQBeyOKxKPeDugw+tsjfHDOxL7MGodLMSmChJGMBGo1iDN9vGBTDWovqggSMoyNuMrOaT2oMmmK/uhg16XNZYaVl01HJJ6ozEx79S+LwwV53+of5pwS+UYdhIV6wmMy0klRUBs9jOkSxiGatkQ7sZevPwum1kD6c+QWVfeJxejNC4mHZ/aXlTlYyBwbx43TpHH7mOPxFpmk5L7jhjALmdrFSeFSZl8rMAGQHombuC37DcJWrvsrNtKWoXV+Lo5M7LSwVQczK/c1R/LtZ4//LeNkAVXVccfzc3Xvve6h8PAREHuJ7PBHiU1EU/CxQ+TBIEAJqAEF5IBjt06itStPGkvpV3kgmcUgJaalip9OaYAY7WmmbaZuOnbapQ2cyRfsxcUrSWtNgkzg1HUG4/e/e+xAfZiLDj7N77u7eu7tn9/yZCo9nebCzXVyCU60xLptem5j5NKw7roQ+44eer7on/ODuENlPxB85f4qDSlWBUEfvZu+C+fZQb7h0BwL28Id3MNfLHj5upZOlNIisACsCTsabq0CkSs+682y9V1pF2sA6DzIISxFA6HAcH7drW5VohU8uk3fZZzZSJjQSaVoOHohaFawpVs3czEDv9gerT49XCwUQgykLTQ2BqYi7FrGy09nrR2QGm4gdcQVcUZ6VHvFHdl4rqMMmjR8LhD+iThyalgZXZT2CHQMW1gUKA0KiNvisZbPe1Lvb+8CQOBcKggcDien0tpS56qpcdZCmypOVbrcTpxHW1QSd6vGJVFBmzqesWkoVX0CEOEGpVDl7bUhMTb5GjxsZpFfcQObqi29UrWNDzkDAE+iV57YQjTH8XBy7ImHwu8fr8TUKCd0kFHSj7FuIz5WrI0ZzFnhwlhvhlmuJhcPVVy/+NASEQK+t82IlHIHogGtFAFdwLbKHOrdhUx1SlchILrnVPidqWIQiUavCQGbDsBTR0DwC4mt2ec/X2lLue+TvM16zsV2Oii8rr+wtCzaR50kU9np72YzleCgmr5RXVwbvKS4eF2F5cxFVTtHb1cs2VFrbI/sXia7O4IaZ3eCROcQ6X+PZJpiHapxY08/0k0Y09mX+jhZBnGy0gkpoPXX0HvVWvolEUE5xtFK5eDE2P9++wPYLJQ/5wqVsQCZTlLzcSJWFX0pIyPFcytTbuKOoT1lwIcfWxhjljF4f7U8fvX4rekX6LSX93cHrg1Gf9DtWpC8Z/NPg4kXO3JiE8Et+dM30XPJncr3Nzx05on9umD8nl9na/BgkPseb0O/tT/f2ezGMd9HiKsXhdkhiIpjNFqN7kheyzNS5WUuWZGSzzKVzPckRTPqWZi3L5ksykhiPCXqymagr/J171bx0VGeHPDmblmhJCZEx4brGEuOjF6xOiarYnLJ64Swbt+lcs9vSlq1JLvYXJP/V5pgVGzcr2m6PnhUXO8thG/2bFjF8W4sYyVP9I+1cX1WTM4e/MsXOVF3vS4qfOW+Vu2hT5PQoder0KEec3RbtmJaWXzN6LDZRjJEYG2uONVoCaUGkrxz8V8s659bI1Xdopl3+a/vzD79+RdhrRQdLR4ZHW8KG7FmohmH5RQ+g0xgpl6ecHhkePh02JL0Tfpzz1Ij7NeWPiPRu8jwqutO4IlCrqUfNJ99DGcKzIepQDXIK+E3qAQWWLbRoAFvB85a/h5+jHm0abQ5FvYfxgJZLLqZSD1ONdbBpsCvAYlAGSsHX4E8CqepJtGsjG2szzqpp6A94reR5Xm+V91CiuoV69GsYe95DsIEnqOFzKTXRP6IGNRnvAlo9ypUom1QIi/mttYgF8eP1GxQ5ES2ZXntU1AAl25LoC6GoqbQIYyVN4pe0yiJB2v9S1KOi1RjvCVSVuvkfaNfDUBupG+xUD1KGgLegbQu+xbQui/ngMbDG8nfzMvT7Jvkn0Qx/M51QuyhXGaJuZciohJ0J+zhIBRtBOdgLvwPEq07qZtmQvtnGCf57jA3Y3yXH2Q2r/DG+bYC6dR3jvzROJ2iW5SbwGjV9Lj8zwThN/Dd4F1DPo3wLZZMCaUupyMS4Az4dr1dRIq8yxkyLeGyjU+C7lu0A+63yJPgoufVsWhYKv0JZ/DD2LJQdlG9hl3aAakJIeohPoqebqEupE+en2mI9eCpYtz1D1fq7QDFB2zr1BNgJlpKPj1Dto8D2Uor+KqXYByhFfR3l71jl1SGUhmD59QMhtIZg+R9oH4Z35E0Y+/D9Z+otE206pdjSKIVfpsxQ5Fwn06kuNc6pecZd5SodVa4au2EjYauBC+wDlWA7/A7QyX9FR9Uk+pbyb2PAooF/H34L0QbMY4nSFisjlMhGqVPfJt71AOulPWN0Sbsc+/EgpZN8q030K3LvguPUsbep08S4C7ubu+lJE8St2xgN1rU3TDBWp/IJ2r9BbnYZCPsmzVVvkFvd/2hgrd22YsT3Xx4NfGc7eMGyx0AJaLXK7RPhXZSs9VFmKPwg7qRTlDyJx6jKwibtctrHfbSNNyNWeyif/ZP8bL20j7M+Wqu8RXNYB/boA/IrDeRTdhl/Rt2vbMF9tgltb0gKZD/0UT6FXURrlPfJI/qwozSbf0Tz2SHkuGM0my2jNWwD7rP9oF1k7VFIgXs32abJPnwf8a1A+u6dAttDfF1gh2Kg/io4A34k/Y2gjs/BeHfgKwTbpf80OMRTUS8CO8fHeI5PQz0SOKSvB5xlL6H/K+C09H0A3mPQGOzX4CLavgUGoTmk+rhXDhYr/dAhV0G/CeZSIsDcjsA+y74h7QHlf3SELQ7qFaNVaBBegfx6hFaaGmLstyKnmXph7HsiN5t6YezH0AblUge8THOC+R5rXGHmcCNO9kHe5q9Dm5h5GPlybLew+nS8E/lUJ3pRK6MtWtnY3WBOFLmQjcgc4xnPZbhbrbzVrV6gJjNvYW5DxgaZjwbJEcw7/DhtGc8lzWb+4JupWOaDCXe3hpUS97pWScdFfpEEoLUEuTinGYjHk8h9i9DuB4hRwH6HO+AJPBN8EfdRM+ksg9pZhjEEngWR8l65gPk1wXYg1hmVcI6zE7wT/JSmRtMB9K/C/tfwmcTVjfSixXMgTsuijdoq2oh5R2tnqV07SdsErFXu5RSsk9jrLKZRxzhzEPcG7RbI/Syhc3I/91gcwB6lEp+gHX3603jH21SsCX1lYenBMqH1xvXW+8T1YXDN1I02fl/HqXfNfRY6Nai9ME+TPtwL7eZea4locwfso6/otzFGEsofUqQeD5sL6qlW9VG9zY7yXug7A/1vQ7shsGVs/IfOSJ0UY5GK/W6hiAl6aL7WjBzcQk+prXjWSt8GL1saZ6PQL5hrtwB7q8h4abY0yVmw04oVobuCOqILMdsFzZ2OeUwx40V9AX12oN0w7dI90DsFqG+lGdph+G6Cf9CX+MfQLxkoG8jvW2m22gBwApHDFelH/lfzsC4itgZwr1+2GBA5yKiEzpsh8sTEHI7xs6EJitUKxF4FNFUFcpqZA/eJvMZ/gngD/ye9zIOsqK44fLpv93sDoVCLGWRAiVKsQyKIgASQRdkZdABHVmHCMoAIFUCEkISwSWStIEtYCmGQmBQOKDGKKTUsEYpFCYWShFAVIqYUFTCWptRymM53bt9+8xihpMo/vrrdt7vvcu7pc84vyJO6KV/qhJNkdNCbPNbc5ao7ocDmn8WZmkPzTL7U1FznYnM9c1IaBZX0E7vxxQ3BXTaH3hu+IxvCSu77Sc3wQfoOwDJ8ewVrO8T1MekQDI6+0tzMedczU9mbA1/9reJv8mr6m2SvYl6SJ2CU5V/4dolchN1mnMwhF4zGjwvUp+FV9e9wsayjb7n2Jy1n9CS0TFrX19J/WR6DfUkb5FPz5fM/uNbcLJ5/lpzwvLfUVHi7uP8e9z/0Z5BDwFRQT0K6i6zNhr6vTIXsz/xzU+QJmOM/xp4ek+H+InkIZvrdiKvd6O8nL8CEa73HWE/DLJgNjwcvyOTgHuqBCnkE7vHekGWmnSwLyUkhuSn9BZA30p3jNrVTnlfQn/PC7dI1LJcB7Ff4tmvwovSlv4DrIbRaOw3l+k/Qj/vBtFOwRUuu25rPyNVb+H//jH7cwntbqNNul745dxErKojv7+HjN8mtwRoZ7R8jLl+QMTAQ/2hk/k7bXuaaP1CztScetMe3a0sf2AXTYQLcBuNhMoyFQZb7sM0KyTfziYMziIfl0tRMZB17sEFfaYVv9DevySDWUwQrYDyMgY4wwa55C/6zBX/lnW+sr/l1r6/11dbH/9HH+5Ia4gXp7++U7v4ZaeI/i4+clRHk5Tb+u/SfpU75SAbSDvRPyBDvNSmBod/lW3+zdPD+J3f6g6Sz3xe/7Ce5fi++GSit/Q7SyB/CWAMY+3rf2x31N3WkRzgayKXhza69AwbDEbnfMkF6h3tgG7wlzcJfSE+ue5LbtZ7rk3O/9KFvZPoI51VBXq+QQiiBljDKXQ8D/iHOKn5eDA+pP4cfyg+CUNql3pZJnP2P/YvUfxWSo/WG1gGaM1PjicUPyoigrvTjn9sI6+CIpbY8n67tdUzamvfLxlQHtFupNPeWUg/80+bd74h3Iq6HMuRDHtzq7m/Jwva5nKrcbc5H5+FD157XPnJqHmxNcuZVWXMNGskOy6GrE9dVjoy+jF6F3fBKDJoyc53pG5mVX1qbr6MzjtNwTPvJL001x1Rpmug8fFTV0rf1G/S1baIPTmZY7tpe2rp842tL7h2M7TskNaD5PHod9rn2sOs7fCX0JfXhvOi/8DvYCttgJf03kftrwJpMPbgDXbOD+ara0uDCNViBX0GYl2Gja2dqG9eR0afaXpff7ZfSsDF1k5KixllNTFV+zvqpmVTTac2huhXN2CQh9XgV6Ihb/A9kpUmRu/vLSv/3sJz7HtyPkJXes3BMQv/f9HMfTOHZTOLmTHLOP+z1cHLvEH+e9CI2BNRRQ/z3pH7Qk1jxEmMvg1ekiBrzshKURlE2Zr9CfqlFWyvT+qohFC+KomwYo4bi75AFjvUKmmRRVl/ML1kzWL20ShbxH16mPxfqWL2VgTlVZ6l+svkYNsbaSyRCs1UWMufXMZVdYy4fUNy8uYy/kDYPVitmo1cYfx/vO163ai1tK/e4deTqXGoH3UMyZ3UCT3IDz+uto/k79F1scTwmtpn223kPK+ZTOZw8T/Qa/VvNbl1r/H16pHROj9Q2G+maOhFFCtfG0c07K60tH0gbRb6UHoqfJicoNaRQ8Tbzzmbb18bi+o3DG+0YJPUsf5G6lr34KGD/gdlg++fM6/hJfWyg1BXPUr8anvjZ6BxqB/ZtbcG/d4PVLt2kodUEm9FjkTQI59r+QuLpo2ETtNlRfH5n9LewNrliKX5bhG5pSq2OJk3XIDYW8Iy4mmrF9//hW3SM1Sfo0aCr1aM3WO1JbA3uJXaic1UL6bjk/ok5z0l5Tp6Up1Tr9GbMPZDLf0u8Rx91tDE7ic1ZJHkj1SB6M6wlIxTWNCOJ84yfk7M2HlufpVlv8A7XBTp29EmcT6J32edUP6hULVbId52s1hoa7WUfU5mnlc6l61U9pjGFNQ8wn0inJB9Vzy+aHxj/dNAj+sA8LA3M++SANTIumIxte2K3tdKYeZ/2yySN1hmLxqlPHG9g94OOdGxQnccZlVeHORc5FkBbmI+97R51jVk015Z9tYdpel6OrayrHNpBCZSq3kxQ+1xBtf1ZDdrI6dWYWZkzr8778fknXPUcl5IfAJ16j6IaVrF5dq/kWX9R1JYHok3opAY6nz2Lacx7jrPoQU7bST30En2PSDPVXRCYF21+LEH/PexPiy6l7rP9G8wzaMDu0sz8kRhSiN7qIsNsPzqNmH67zREVzNeCMdVXS6mDJ0pRWu21j9qpIe+ekofQhENsbm4rc+DJbMjrY3hnqMK/MTIojM6ZN7D5M9IxyfOMfQeassSOyzO7hlPR3rhm4H1bG1QeZ57x1AEX9Rv/aDTDPyo3Bm2JAW3lV9Y321J7v8U+tZYuZM2u5nDzPJCZjxrAXyLrg4/ZP3tMrZaS1FPMPYa8rhpV94uv8m1nv1v0haL28yNsdY46YrrVOtP1Xe8z9F0L4sdv8DH0ps7p7K4sVt1rbV+NrFpIKdLWnyZNkv07JkAdrWvYe0PHcD03x2Ty9xL6hjqGpcZxLo7sdVhiG2TskDzHjspSqIldI2uDKoz1h12xP/i7opMK3y2BYvgZDLB73SweNKJ21/q9nZklLSxae7XgmdqVnKrvMsYh+44+w2bepzLY+uIpacGzdcFY9ncGevDNAWmPHTv5l6SzycdPOzHvNMkxl2Qb5Jpj0sfqy1nSJnjb9g+mHpsebJdSs1QmmiLqxwXyKLqzjt+GmuVCVGmOSFmqjawKVvGMuix8SqbyT+WYi9RHD/D9CPx9IffUSMHuuD5DJ95o0DHm19S3q2WyWS/F6eNSllPMfzhcytAw5am/Sll6Iv8j9SLz9LY13wpZl9R3CUntGY6Mzuna7PqOoANd7cgckoytz1LF1G5jZGuwivV9Hh2M61Fq7nkywLtQeYK5fsJ3t9pvL0bb2cc45hE7F+sNZlMPU/+Zg6x9OXtw9WxWrRrPu9DVxMekMTGgmRkWfWx+hNYNiCcruL9MTJhHndCFsZfpXPQtlFrMUazv8T+Uc8bl9n8okYs6Ft+WOaYy7pRgPNcx8127lrUUQFPoDgL9TBHP1DazaWM2wm16zX4LoFjP0TGX9ZaBQHNonEpxxg612xVU3/dBa5sye/4xXWAVvtA3C7EtPuGoB/nuTH/q2pnW5monSHWRuxXzJj6sLLQ+FFo/mhTvhTFq2nec7a3dR6EvDtKyluBl3vkE9Bv19SLixwb6k7q9tyO5f+Aq9fwCR3K/pOo6mIk++RZSp78d/t11Lr7F+YV/1myqin82F0DYQMZrXIT+QTvoROzrHsdYy0CebZbvm//TXi7AVRVnAP7POXvOhYCEYgSByCMEQ8ARCgy2ogUiCBqEQB6S8AgJhAKCCKWBJlTTBCivWqShEgujcbBABmthHMaWx4AFocgUtFJx6LQdFQqWqRGBKcic02/33pu5CSFJp3pnvvl39+zu3df/OkUMMcjkdWE7hX3Axn2JDlfa38cW/TPYZl/XbXxfic2bIZUGY/uCt824TMDWufhAdHymO0SysXO9Ygjbv+eZ83limU2ywqBt+2fBaTst+I+Ra4LD2L8R2gZiV1JUMT4gW9ZH7Z2xYxNYs7Zxf4Z92I+9kmP8SKVMM5I9uyHJ55yq2HMesVAe91al58aWp2jbZs4pMsZbgF/6QKaHOnMmX3K+h6WnW8JZt+XOfkPfOZzx53IfPMN+T6sngtPOX7Ap8cEn+NpC1YE535W5xAVVKpdYYhj9F0g257XC1vnMC+RHtTLAnSP55pwWc+7vEtvsQCe2YxP7SIJ3gj3MjvHV25njJP5VM4wYZC46WSTp7lFJ92aS1/xNenjtOI/xkub0Jx7RPoR7tC8zjm8qA8kcbn+pwIdaOsckDhedZ9pfsd5onrkdn9h8nhnONXfLGJ1vmlwzkmeaHHMnechOmWefkzGqH+Vz4TI552jDEvJSzYvS15ohBch5Koc+5w2j7HEyxEgNY61PeC8X+XaWmF73WyHd7cflDvsA5Uf5ViF9nCLeVz75C/NZ12i/GOkX7cM89MnQfbxK3vbeYJvaz53HBdu8zcE59SZx4AF0fyJ0gS34t3hkavA29z/U0TaUGMFbxftHH+w5vMXZcBYOR2K+CcQqxBLEqdMVMZpVK095z5n2qL+f65Ti02/wXni/2JhU5yFiv2XELmdi4pOIjmqd1W/G+OBB6OQZqXSKJZ29PMUZjbSfht2wRNKsQ5IMIX2meu/WBnLMGuQMmW/K56CSein+PhmfmxM+c6cr7zERyf70eTtDOPMBzDc/OGN9as5duLP7+Pa0QZ/pA5JmV8KvYRGxmr6ni+EzN+M4f+htO7CWudEVe6V0tw5LljNYsqxA1kFfI/8kyzV2lRTBPOKJUVCk0mWkxp4gl+0c1pAFlMlBw2Xd9l30COrmqJHyBqTDL+wCzmYa62Nf9rP4KP0/7eWXDVFP1oe2R5C3o39D6K9l74bQ3gV5C7SnIRuj4Tpu1y+tiXU01n4v8hb+33U0MW8v5C00sb50ZGO0dB23O+dk5C00sY5xyMaotw7eVqHGxNYvoUe50o/6igjHDC/wLnmvziHi+0NI+qF/e/m2KRY1PLimcWzZpN+4IZm+NcSjHeQDjbGr2n5qfdPvmLL1URCEQb+B/KoeIjdnafQa65Ec4XbtVxoQbdfrast/BeH/NPWY8WpWfRrOQwyxR4ONnIF/LIBHotI5L+1Ujn9MS+d1YnvdZ6p0c4lp1asSb/olUR6In8b/QBpxnKc+lAnecknA7xaDE7GfQ6NS5y3OUmy+9qNV9DuCPWY+5zHyH2IMVQzMof2vjpNNrBeVq3k/q/0FRuq4eJdMJhft5grlqcTOZ+lH/KqqgyOq2l8DhZST4B3Ka2PqZTBJVaMDdTQ9xiuSXl5RcMQr8tdAIWXagncor43WnQt+rdrvl0OJKR/yV0bKW2GjuunXuu/55VDi5vo1jdS3Av0412b6egfJsw76taGNfjmUhO7RbfXrtvJr7Y/8ciixCxqtb4WNtgrGQYk7NvDcq36519YvNeXL/nOe6y92x/onYadK8mud836l24l13Ok/q172a6iPDiPdNG6GGVfq3eEvdav8mrr6t/xl4TpzZfg73QyZ1lzfUIJMCyUEXmiPXxp6z18amqrbIvXT/jJdV2t4hy0j73/oW2+c8xqxbJjxETkxgmlXY3nDY2UD/BwqY+obYuqa3Jhyi/qjn5Y9MFgJFVBIXSJ1zXRobw/0T0bKn0MppMIcmB2NWW9LWE+LdRwP5RGWN1LvAO2hLPJNMwIWwo9NXvENofPBbwL3d83jlJFzlpHvhmlYLtW5awtZ0JJ+3kPNY12S1taloDBC0a31oL11yb+InMk3Qa6DvpAJz6gacpsm0DbUUMH+ta392mRw1VkNDdqx47O+TrwfNk9LbH5L7HBL7FhLfEdDe075iYb1W+xhgl9Qzx5Sj8Yf0ZhDxzj14onYckw8URc/tA3HBeQHP4rijuMchkuc9vfOLPLdEax1N378OPHga3ybBHOlq9tW4t1kYoVdsjP0HWS/cFyBX4iP+gdVLAPc94kfXpLFapHhdfea9NHYinlnS7bKZ2w7ccLnD/QLhZARX+11DU44FyTX7Y19AD2Gtdyl1+OyRgPxShRVKGOxdfF1LJKFTib/dXdkPytkgEqB4eSUU+UB7x55WHWRh0Px4oT6MNddMtntyR6OS57bmnXlS5Xz93CeaV+XFOdlqXIPyvdMnniFb3vgX3wfzZktxI6f4fsXyAX4Cx0HdZY4k3NqdksqMVCc8xkx80FDlTomnTVuBXOepN5TOjJXlcpiXvq4eyRfn5VzWu6HSV5/mUJ+mqNzVI0ZVyitnH3cT6ZshBeNrf92GGetKNacVMdBSbUPs8asyH52SaqzhHUNluletkx3f8W+fi/pXnfp6GWwjlGSoX7CmtmL6sfatmMrLjBO24wE5CWpdk/JSOzjkyqRtuOGFNbRSW3im4UdW4K9e1WKTGyXK4nGFoC6U4a4oySR85/v3DBUu+Olh8bS8y5l3oCxeWIZm1nN3PTjDKrr7PqU4GP+O03PrzFjyohF17Oe1fKKQdu6HWGcT3mbW2K4Qf8E/qsivB/VSYY4J+CCPO6uglxZ5JyRRbxjy+vMGlbJPN55Iv8xW01hXUT6rSAq7TcAaWXTloHcB1Ug0V/wV+ir2pELAfq53rkZXLcCWedMklXoYJYzWLLUVii24vj2lf0DGan+LeMj8XoBMXoKYzO9mdxjX+kRms77HoMeduPsrqI7faSr1sNW22WgejDwVbn0VLtlstooPRjbQ8/h9ZTHQJ/XeXeLnHduYm8s2YcsVBOtD9VEOaCE3Eis/WGi5eBaqLXUsPfJWp+Za6E6JQ+6hbLY+aO0Z02Vqr/kq7vR0TzJVG3QtRGywLmX+0rhXiKQmx2McMxQE6zTqH9IbuiKxIU+loTQJnRyHmvFBrltJNnbhjwm2aFh6MNx6ekJcclbkthqitH9obqvRu/PnStJLjqrBmGr3kCWSVevDTo1Tjq6O6TSeT84HBrFm94seV4a9oX++o17b8l89w/cc6Z0QM+r+d9H2ZP2/0nuJPmpul+SQl/ILDdeZnu/5S3S39kMR01eepZ7+Vn4jv0J1slwzmkd5f5nSIG9K0iPe0XeVKf/S3uZAFdVnQH4f3d570FToMgeSCUQdhBSaFjCUoSEQBhAlrAFEGIkQEioskkRh8KMSyiDgBitImA10OCMdhAqKpWlUKCO0AEqHaBg6YwsrYLSKeTl9Dv3nhdfAgFU+ma++e8572z/Wf5FnreOyS81fL+DLNT1d4J8cpB/hyINo7fJs/kvxeSJLSuXrTExfuADpfQeu8MD560lsizaVrfhh0eQs3AZ4iuNdxuq/irWk+aPaX/Ed22/7KH/G2TY6OOtcbLX/lV4FBLNdyWqyUVqecTGeju+ITYmi4mrCohPDvjQppp4gn3m9UaawHwYJnKjHK5zDlK9vB2RT5CdfW6om/HalcJWIyESb+hahSmGxwzctsjkKizxKduALIAI3/+GK/Ca4S0zX64pP2DQ5clmzV8i85FXkXMMb1N+xP/P4wFfB71XXt9c838s3IDIQuRpn8gQn7ISH2/cN3zKPkNmGky7yJPUn/mmf9lKeKgKz8M6wxjDKvouNRQarhuie7XQsNIw2/CET9kNn8i7hhLDdIPZl4r9iDIKWhnaGlpXoVtlYsf39iHNkG6wKuPtrd7v9VXYYKiuPqUK0Tux3r8TkZ/481Xt791VK+bOVhkn8oFPGa+7bJNP5EhlymZoeMNryBMO+UiTwHF5RscilUiVpOA8SbobG/n/xFksm7DvLWAUxEMnN4s4t5YkhLKklTVHWkKSw+t2PvPizdrEwFOJe8Y73ZWy16uzwRN+bOviw9yNkm0dlG46XsO//DyQr/5qfU1ssVXS7V3SC7+4IHBacqLSi4/xae5zxN750lzHwPZK+n6E78plHdMl0fkRMc1w/NUwyQhnED/XkYnhepIYnCMTQ4eRvWRi8GnmH3izxG9m4QOHEz/UtTepz5Gl9iZ8Z7RcQ0qtRfjQbKkbOK6uuZnqHHpdwidPc34v42vEyzTi6PHkDnWdruoCuUSK2wkOS73gAkkiRpimzzMUh79+nXNNkAV2N+Z7U0baEWKVZ/04mTimD7a7m45p7TeJaxOJERkvKllTqX0/60iTVI8z6Fwo9YhPJ2qsqZLq5skUO16KQ6yf72L2udglfsP/N7e3k0tkEs90JZYi/9D/2XuZL4qnH+1b+vsdbeOsZ6+3ox/nYOEJiFNLyTeKnYfJUVaos16MrM/H4Xz6ynB7qzqu74Ob4OVG493uyBRktByndjBfmP0No1PYbUes1hUdx3KXDkoc96Cn3VxGuCu8fGSIm8p6L3G32khnHd+xtzXtCcSRi2SgjgVpP449mqDvmM4Zwse4D8+qK17O8Do+74a6Qq5R37ujnIP1htTjHJvBdd1fr93Td79kaHh3jwcPExMZ9Nl65xuQHPuybLBW0PYUrGbvGYv8pq+7SPoGLqhjjLOGGLa1Htcbu1Bdt/O4Rx8CkpifvEMNdpqowfb88i/sEZx9nCyzPpdZgX8RL01S++1m6Krfv/bLo8Um/mrgLuTdzGLM0fJQsIN0r7hTCdJb35nonQ01p/3fpIHOTYNxnMmPOSudzxwhZk2lXFddctLV7hqzxQ3b5Covi+v8UBoS79n834Czb0Mchx9Q+BzFi1Z1iOnKuHe/4Btfp7rASNgO+Cg1FLCZ5Xuwb/tMrD/UR45RfwjwYSoZ0swYZAlqkt+mXI+Ta/okm/8n+230r1zXp9wccd3q561pezX1e8gnBur1Y1PwAc4y/sgiTn2BuhJDY+abbV2UNbqXM0RmODNlhn1V2ltXpTE2p5GzUoqcl6QocJK3NZLyK+ztbJnpzJeZuo78q5G9AT4mb13AnX6L/38Hv8F2bpVRXr+L0t55TtqQp9Z3WpNP9IBRku/kEE8/Qa5yThozd5EzgtyI8dwi8rFVMtg5IT91zpOjbWMeA/lTO3LL9npc1h/UdXpcd77kOTvpu5Nxrksn7mRTlzbO+9IoaDNGmaR5+sXoGNUzqqunL7pqna3+kqDn8NZfjM1FX13n6Rurs9EbGzBDo3Wu0FfriY5aV0/HqH7o5ulo9PR0RU+tL/loU/KqZu5X3O9dkkI8P65Can+BnbCG8+6TZY1bS5bqN+pOwgYtluTwQuxyN/xHP3XC3q3+jH2o7Z6RmsFWvCXseSiMPf4jb/wLyrxp/JNnh3Wu5eVNuv5l6g/wxo9S31Q6OKNZy1FxXf1mtvNmjvDWNtPuPzKFXGya9mlRGfULvFneUvlGcruC0BA5gGxlH5HFXLGc21M+SL8Jm2jMmiCT3NYSYN8bYovT7e4yIvQnGRLcLUNCQXnc/af0d7fx/2XW1Rn/2xsbia20G0tN1l2Kj1xeUe6K3SoCncdi90JNsBW1pTi6Xm/9XbD5G/HB5/21aB9o53Pn/DHquYmMOZK7sEJC2vY44yHRY4Jziba6nbbVcZT1/9hur+0AL0/trv0851eqbbe22247vrO9cjp+oBSGOmux8fhG7XcYZw39N2t7x5vRfiCBOcfpmELDPSmFWdr+6/Wzvi0a7dNYT7blyjqNvdaHIM6Du5hjr+PO9JZBrkhcuJcku3uki71UutSsL8k1m4i2SdecjvhjwB+Iu0UOBL+SA/ZfZKqVy9vpIwNDOdLFGcc5UQ4oVWI/Sf1BmSuTVYlTJ/AUZDl15D1Ihz2wDdZCpmGL+5gcsFpIhvWgzLH7yRh83L6a+bLM/Zj4a7I8bcYZTdsd8CAUwDxYHTuONUDetpZy3uNleWCu/Bo9izx2VcMn8oJHbVlkBShrGrGGBHlVYy1VJVGcD+VROMr40/066WgROSMnwCxTF/0v38gZRv7WG6OOLIb9+LsCdC2w06XQCcoo4rcCe4pk27+SHvYFQ470uKndp1KI/83G/3aPbWe/SF1bSbUKWV+hvAsZkACD4WfQAeINPeA+aAgt4H4YCHUhBZKglenfBhqbfvW871w5DXsgD5JgFkyHsdDekAOp0B+yYBDMhT4wCYYZOsEIGADp0E9/O3ulS9SD6W+/rP1U+dfwX/iH+SZPUzWQy4x/1r51sJGJ1F9ENoR2kAFJQD6myJ9UXdD+WduaLUYOgObQzfe9arXpp/vXN/6+B5BzKtv3m6qXmYs8SS2CZ8xYM0wd85TvNGM8bNDrzTPt2vr9PZlg5tHxxzsmzuhZ+bv8PJz0pZpq+rQzur1YhY60O4pMN/tQoGMa5A+ghZlT69vSzNvOrCXVtNPruw9C1jxitIXiBpZLEiwJLFRH4GRgubpuJXnl/XAocFq9HzglDrFGNiwJnFJ/h0/5TjblP8DeYJ5k3msC11TJt2TtndpYI741r9ypTfAc673HOAfvEfuwU/cAt9m9wXmPNd0DsKFjvzNfStZ3ZqzI9yLfyM3fk9d8GWovmXeLG+IM7pbcuye0ivHvknDarQk24B3dip63JvwI/W5BsKn0isU5xp2L5X+0l3tQVccdx3/n7J5z76XWaKIxyYT4VjSiRsQXVEVQqRCkWkQlPIxExTT4oGMxKeNIYrXGmAYQJVepTiAhPqpOMU6JsTF9RCelaVKnxUhrq5mJTWNabKzjg3P63Xv2wrmXc8kF7R+f+f129/f77Z6zr99+FYgeBzsb/BjWVyewC8iJOmN75yCvT+0M/XR4qOdx9oQB+054uMZgfsKA3+hIuP1qOtZgMAsozgnXAPTXDdg76Ks7nAxBw91Fj8X8OeCa0D3c5/CvajF/Z806jwfrNxdzUmAjtx2lEXfgORuN7ag9QsMPwT8EeNMtCmAMvtNOWSC8D946drIQ52sI5+4P5y7HOyz169CGYP0BVm3p/B749bb6EJJNtVCbpV4Mu9Gwl1L9LfZDEKLNR7VE6Mh074h+iPEB5B2gnsGYs9qIA49JUoOY7FDXRjfytK7N34Ew53cn5rCdWZLUrqBlmXE8xSRXM/YXYDij8Kbs6y93GC/aBEyhDT7EHmiiDTyGNmhPIt4JgHtaR4YeSvKb0A9AJuAb7PpyjAn48mzk6HyKeQ608oVYl4KzxEAcv2rhrqEU1yhK8UvPP2isexo97VpKuXojkScD5JmXPXk+aXjGmibyfZHLc/Vj+qEAbwLk9OhL5N/nbPv/GvqwoaUF4qs7IMeOtx1PsvCf56wIa+5O2Cvl5jskMBdMCCjLHC2MO/clsCrgvgtxn+BsHSPOQayZH4t/xOp9Z0eUEywaPg6oM9FuJ9EiaA/FgMHKf42PZPkJySCQDTIc7EVbhZRO2O0EaSFs/NTIeAmyXCspA7uB18G+TOplNsptut3OkaBzoAZUgARZrpUIu93A62Dvj1Fmo9ym2+0cUW5hnF1nRzf9/m+oMV1mTzd8ukZG1+yDvikGDFZuYV9Y5Sckg0A22OJgL9oqpHTCbieYF8LGT42MlyDLtRKxbnYDr4O9f02V2Si36XY7R4L+Sw2oAAmyXCsRdruB18HeH6PMRrlNt9s5E+Ks6zb/MYffTUKdud3mLr8XOpz94ZIYgrv8//QK3I3doLvvHX1FIOwPgSCfeR9UIqfJBuNC5JulQbpTucKvh5N7dkaIs7Y0SHcqV/j1Oz1D+W86R4vsnIA8qYUy/WgutC+TORC+VeQ3vtz0qsxRIdVSs47IOA6ugRvgU6njJWN6IF+AfAzkgHSQBUai/p+Qj1q6+W0po8FT4F6QJjkq25PAQBALJoJqm19fy86YDMqg62AUiLN8jJ9CPgd2gGSwUtahH+O07HeF5EVQIGOPAIOkjAQPy/4a4HcBfALOofwk6CPbBLuCiLZszbmgP1iF8m2pD5f9D5TyQVuceGkn/sMD4jv5SVoOvoxw0dNsIOYkgR5RZ4AoWqOm0kqBGCuPphTI7TLmZvk90fK/LABDQBWYAXaCaaBMfovQp8q5GA0OgmUAc2l8Jf9hsvwnsTLeRCk9ErQZ6yzMXAu6x8IU//5n4Afge2ARKAQUNGY5XuOUbbyxtrHKcRrNcpwibibYK/91mvSzj3Wx81iFnXELcq0clx8xru/71vsUsAQkyj1wtl1qE4m7XURu/CXPJJCN9xLeZO7eZrN7tXneM8Ns9qwwz+vJeDMmgus44xbh3PsTpbpjwHFK9SSAM+BDlK9C9kJ7HOyeh/1Ueb5OhL4JcraFlmmh9wDfAP3gkwWeA9XgpqW775Pl7Yj7KfgzbLfi7Qdcj0CvgZwDtsD2KSD0Aaivs6R4J7oGQc5H3RYLXmvRVtYshL32kCV9+jVLesYC1PMG0AifFNRHoK+h0J8FQ1D/d9g/bMXVFkP+vr0fn58gx0IbDVbDb5iF6EfcG+5/I+4V9JVHYv/vF/PIeymv8170O5AJngfrwE/Az0Ga0NVEOoEzcD3XKYftAn+hbLadHmcjKJ59jvddPt6Jq+lzkA4GgxGgH0gDou0hsERdRjdBCZgA0sEM8AwoBKPABtdCinJ9RFEsyVzCDptLeb6ZzzeaS1zHKcodibYM8CzIpjj3vZBvoP5+qyx0zLGvDnMbpb9lq4e/60eWrWc8OATKQRNYCypAJsV7voBcDz6WZaGXglNgD/xfs9UL/6WWrfqyWUyvGEnKPiNNZUYau8+Yz4qMBXyxEc//ZczWVhvTte3GPD7fmMrXGtPUF4zRymVjDm01PMoNI0UpaT1Dja0fKC+3fqK80tpMe4x4gTLPmKDMNaYoGxH3XSNZ/ZuRzBjIlXqxLE9Cn7uMufpFinfCfRljd8A6s0PjGmW28LNmA9bBq5j7fMzjcMxTtrYL37TVmMWP0kHekw7qBVhjEn9ewUra8wFWaNZhHKl+2EIi9iaRfhrrQ96jrjFYvzfay5qOcpYVT8TgO7CW7eWdiFNEJOxlnzFgkNRrQMA71p9rsA0d335sY4e3lP+t0/bmsOf+RK3YP4Y4vweA3vI+BK04m2/HgATQhPIlgDvGOAxypF+OzW+ohc9P+CAXuN0S5NeTrLt5m7wbR/Jm5YGIMRQt0B6k/fwWMCmfXwfQtVjay5dTPW+h/bom2/ZRPUOdnkH1Wj7az1AlX0R9tCjsd/hpw2ik9i349qZt/Lp5kX9GJb64TVSk7aVcxKwU7b66S4h3Chyz7NlLiNlIhdr9ON+XQGbSYsWkbWCk8p75mbrQNJQ/4mzYShH4vul6PpXz8VTFN1Ee3wI5HuVYymO/8OlV2hHZBl1poip9pa8+z2c33qevkzJd1ClN5q/4eHMfW0P9Rb26jYahjypmUBGfI+MDPafNP1e9IstLqSefge/7JiVpM6lcnW5eF77uFVRuJ2IK2obQ22oRzVQ12smvYF+p9KKAH6c1/EMq0Ii8Wg/azOvJizF7+TGzRXuUCtgm7KNn6JDeH3V7KAPth7WdtELri/ovzBZ9KOpW0WGej/pLqN9MGexL6oM5OszXUy4vw5yUoC2JCnz+Kh3hk6mQF+P73qcM+HtZMh1Bu5cX0ncx117oUbDJZWdoOqumeJ5K+eyvNFGfQoXsLZzddTROG242Yc/m8wjUzTObXL9EzEiUI6lEq0FdHY1gl7BGXod+G3Un0Hc2fCIxPsQQNrjbLJ8IrJfZGB90+KSzk0QiDr9AEWwVviUOvo9TEZtsNvj4NaXrXtgepVmIUcInIcYc/KtWKlYPwr+cxmH8BWLcfC6+pRoS6K9C7sC8b6E83U19XAOpVNOolKfgTDuFsbyH9nepUq+06vjb6GcZFeO8qNQu0mJtGMa/F2N5k3L0dMR/B/b/Y7fMw6Oqzjh8zsxkICwRWSQQEg6IqIAhLAKCgklYQkgIhCCCC0xmbjLXTOaOsxCDimvRbra2qU2t3emCbalebEtbwda2aPeqKJu4KyjuKO6m373f/NLaxT/6R/u0z5c8v3nfs95z783At432W0nfhyO0Zit5I43frMbSe72J/k8uCw1RuqCQrrOWnvdCOpeXIWoN1Sp2aBet30HzvPPdpuJe25tXUE/XHKO66W+ti9Lt/Y15pL+t7lBFz4bwOtUVONRzLFShuvy+G9Xq/HhX6Hr6/lG8Of76adwfnkfvM9Ozz99ven6MvTtcp9b6+4zldqi053C4mThJdQdz/vekK1ROe1i0x1i1JNhPLVT+j94okUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFI/s+ilSqZEJqthuti1VcF1CA1WV2n1OAZ446oPt6oKlJb6TNIUYFB3qfvfdR6amm/rXTfwKa8B1VR8Ia8h8hvyXuY/Na891Fzgttppg4V0p6Dg0fzrtWocEHeA6ooPCbvQeqfnPcQ+ZK8h8lb807nCV+jtiijpqoKNUXNIqtXtoqqtHJUhtKistRXTZZWKf8zQj02WVKV00ilStCvUY3U16riNJbxWxbRotnr6TNGMweqGrJm6rFUB81ooN0s2qNJdfpmVB3t3En75vwrJsha/ZMYikNzOmktrmF6z1yhppGN723NVJP860dohxTNNXTdCF3H2yOq2vJza6kVp15vNEfny/TeTxP12/49JP7leVr852BUFbWbacTrjfhP4YP3yPs4+Ts1/lVyNBr17xdPt4PWpv2eHM2K+U/NUH/c76tXi+lM3tOx/XVJ/7nO8ddb/gxLtdM1vacc8z9N/kSYa/z+jP9ObToL3t5f78Mbz9IpbFqZoadQ7d+N7d+J3XsfEf9U3vuP+df0Tt3m31/LB877j389rX47R9fGbO9ttFPbezO2f7ryLWZqxZRZpt6Opp2M05I11U465aQjWdtJlpvKRMI02q3xbMY0Whkrvd6KlQ+ssZrTVodpSFnJps6UZeoinU4uaxJOqx01USfVmfZWGG/nimlmvIeZk0xjJJGKm5pIMupE26i31oknTU0ulvGu0xS3Mybxt/u0OGlTZTcn7GgkYfJXpDkOXdRknFw6ahnvuB2RtGVyyZiVNtm4ZeoXN5k6O2olM9Yck7EsY7U3W7GYFTMJ7jUxKxNN2ynv9vxrxKxsxE5kyquqVi9oWDSxOpKwm9P2h7Xy8E4TMdl0JGa1R9JtxmnhE/Q+yNa0k0t53VGnPRVJ2lam/D/0le8nX/r/mS99Ff2uVgvoHS1SE//unwDv3bbSSRP+qT9s5r879l/5J4f/e1aqp1htUv/k5/bCYOWKwL2BXfQlGR24J8+DalZgv1oZ2EfcQ9yb50PEB4m7iQ8Q7yfeR7yLuJO4g3inWqlCgQNqOqWJEuy1GGUzZTelQLXRTlr1p/VaDQ3creZTYpQspYtSQHN30thm2lErE7j2jsJiXWu2B66BXA25CnIl5ArIRsjlkMsgl0I2QDohl0A6IOshOUgWkoFcDElBHEgS0g5JQNogF0FsSBzSCmmBWJAYJApphkQg6yBrIRdCLoCcDzkPsgayGnIuZBXkHMhKSBNkBaQRshyyDNIAWQqph9RBlkBqIYshNZBFkIWQBZD5kGpIFaQScjZkHmQu5CzImZA5kNmQMyCzIDMhMyCnQ6ZDpkGmQqZAKiCTIeWQ0yCTIBMhEyCnQk6BnAwZDzkJMg5yImQsZAzEQEZDyiClkFGQEshIyAhIMWQ45ATIMMhQyBDIYMjxkEGQ4yBFkIGQAZD+kH6QQkhfSB9IGFIACUGCkABEQ1RedA/kfch7kHch70DehrwFeRPyBuQY5HXIa5CjkFchr0BehrwEeRHyAuR5yBHIc5BnIYchhyDPQJ6GPAV5EvIE5HHIY5BHIY9ADkIehhyA7Ifsg+yF7IE8BHkQshvyAOR+yH2QP0P+BPkj5A+Q30N+B/kt5DeQeyH3QHZBfg35FeSXkLshv4D8HHIXZCdkB+ROyM8gP4X8BLId8mPIjyA/hNwB2QZxIbdDboP8ALIV8n3I9yDfhdwK2QL5DuTbkG9BvgnZDPkG5OuQr0G+CvkK5MuQL0FugXwRcjPkC5BuyOchN0E+B+mCfBbyGciNkE9DPgW5AfJJyCcgH4d8DPJRyPWQ6yCbIB+BoOzRKHs0yh6Nskej7NEoezTKHo2yR6Ps0Sh7NMoejbJHo+zRKHs0yh6Nskej7NEoe3QagvpHo/7RqH806h+N+kej/tGofzTqH436R6P+0ah/NOofjfpHo/7RqH806h+N+kej/tGofzTqH436R6P+0ah/NOofjfpHo/7RqH806h+N+kej/tGofzTqH42yR6Ps0Sh7NKodjWpHo9rRqHY0qh2Nakej2tGodjSqHV29zZPtgWvdsrmjqWZ2y4YRrubWVW7ZbMKV3LqCsdEtG0C4nFuXMS5lbGB0uqWVhEvc0mpCB2M9I8djWW5lGGnuvNgtrSKkGA4jyVPaGQlGmztqAeEihs2IM1oZLe6o+QSLWzFGlNHMiDDWMdYyLuR1F3DrfMZ5jDWM1YxzGasY5zBWMpoYKxiNjOWMZYwGxlJGPaOOsYRR65YsJixm1LgltYRFjIVuyRLCArekjjCfUc2o4rFKXnc2Yx6vm8s4i3Emz5zDmM3Lz2DMYsxkzGCczptNZ0zjXaYypjAqeLPJjHJedxpjEmMiYwLjVMYpjJN56/GMk3jPcYwTGWN56zEMw+tGM8oYpYxRjBLGSHfkUsIIRrE7soEwnHECdw5jDOXOIYzBjON5bBDjOO4sYgxkDOCx/ox+jEIe68vowwi7I5YRCtwRywkhRpA7A9zSDOVD9zDe96fo97j1LuMdxts89ha33mS8wTjGeN0tbiK85havIBzl1quMVxgv89hL3HqR8QLjeR47wniOO59lHGYcYjzDU57m1lPcepJbTzAeZzzGY48yHuHOg4yHGQcY+3nKPm7tZexxh6/6C7X1Gd3ElQZgeK4EhFiWJYFkYwwZEgKEGAgkAZQAsWiiGDDFAy5gmsH0Ilt0g+kkoffeuyhi6L33XlNIAuk9kIT04n3Fd/bXnpO/u2t49M7cmbmSONwL5I4Z157cltySwZuSG5Lrkmtyy1XJFRm8LLkkuSi5ILecl5yTwbOSM5LTklOSk3LnCTk7LjkmOSrXjkgOy+AhyUHJAcl+yT65c6+c7ZHsluyS7DRjk4hpxmaSHZKwZLtkm2SrZIskJNlsxrJfq00yy0bJBrm2XrJOslayRrJaskqyUrJCJlsusyyTLJVrSySLJYskC+WBBXI2XzJPMleuzZFZZktmybWZkhmS6ZJpkqly55ty9obkdckUyWTJJNPTlUw0Pd3IBMl409OTjJOMNT0GKTA9bMZqjOmpRUZL8uXxUfLcSMkI05NNhsvjwyRDJUMkQUmeJFemDsjjgyWDTE93MlAmGyB39pf0k/SV9JH0lud6SXLkk/WUx3tIsuXO7pJukq6SLpLOkiz50p3kk3WUZMqXzpCp0+WN0iQd5OO2lzcyZJZUSTtJW0kb0+0jrU135B1STHfkr3cr0z2etDTdVUkLuSVZ0tx08/8C1UzOmkqayKDfdI8mjU33ZNLIdI8hDU13AWlglvCT+hKfJEnymlmCf99VPTmra7rSSR3Jq6Yr8lfjFYnXdDUhtU1XGqllujJITbn2suQl01WFvCh31jBdkS9W3XRF1uYLkmryeFV5hyqSRJnseUllmew5SSVJRUkF0xX5U3pWUl7mfEbmfFomKyez6JKn5LmykjKSBElpSbzp7ERKmc4sEmc6O5NYiUfilpSUlJAHXPKAUwYdkhiJXRItd9rkzigZfFJSXPKEpJjcWVTuLCKDVolFoiSar9DRTY/429Fd/8uRrf/J8R/4Hb8x9itjv+Bn/IRHjP+IH7j2PecP8QDf4VvGv8HXXPuK8y/xBT7HZzE5+qcxvfRP8DE+woeM3af38AHe5/w9ehfv4h28be+rv2Wvod+ht+399Fv2ivpN3OD4uj1Rv4aruML1y4xdsvfXL3J8gePzHJ+z99HP2nvrZ+y99NP2HP0Uz55kvhM4Dl/hMV6P4ggORw/WD0UH9IPRufqB6Dx9P/ZhL+N7sJtru7i2kzETOxDGdttwfZtthL7VNkrfYsvXQ7bR+mZswkZswHqss1XV19I1WM0zq+hKW199BcfLOV6GpRwvYa7FzLWIuRYytgDzMQ9zMQezeW4W882MaqXPiErRp0fl6NOi1ulTozboE60V9AlWrz5eefVxRoExNlRgjDHyjdGhfMOWr2z5CfnJ+SPzQ/l3830likWNMkYYI0MjjOHGUGNYaKhxwDJJ62mZ6KtrDAkFjSJBdzAvaH0UVKGgahRU1YPKogWdwXJBa3SeETByQwFDC7QOFATCgSJ1woH7AYsWUFH7Co/tDCQ85ae+UQG70z/YGGgMCg00BvTsb/ThA/b25hi9QjlGT2+20SOUbXT3djO6ersYnb2djKxQJ6OjN8PIDGUY6d40owP3t/emGkYo1WjnbWO0DbUxUrytjFaMt/QmGy1CyUZzb1OjWaip0cTrNxrz5bUyzjLlylidkQ/QqgyfREtQDaon+BLuJzxMKKIlhBOOJVhLOErrpS2VHfGqYUq8Ghg/Jn5GvNVR6mopi69U5Sp+R9zVuHtxD+KKlPTFVa7m12KdseVirZ7Id4ttmep/3KRG0ho1H39XPbZ8Rb/Doxwe3WNp/MCjJmlWVU4pTTmJtTj37FIe3W89zJCmFdWUmqmlJibvK661TQ4Xb50ZVlPCFdpFXn1tMsLFpoQ1IyMzbYdS09N3KEvD1LA7uU2GnE+cNk0r2yA5XLZdmmldubJsg/TkcEHk2Od7fFwYOda4JT0xKzeYm5jmq6e57rseuqyeo86rTovDoRyOQofF5+DDO2L0GEvkpTDG6oupUdvvsOt2S+Sl0G6N9dkZiXy/StGtU/0Om26zGEm2FJvFZ0tq6PfZqlb3/8f33Bn5nvLOiXlZvGTl5iU+/s1ZugpGThMjo5HfuXmcR34FH59rif/4I7eRzrn85P17MO+fn/pf/1H/7Q/w//+zQ2OJpNUvtEzQsi3jMQ5jUYAxGI18jMJIjMBwDMNQDEEQecjFYAzCQAxAf/RDX/RBb/RCDnqiB7LRHd3QFV3QGVnohI7IRAbSkYYOaA8DqWiHtmiD1khBK7RECySjOZqhKZrAj8ZohIZogPrwIQmvoR7qog5exSvwojZqoSZexkt4ETVQHS+gGqqiChLxPCrjOVRCRVTAsyiPZ/A0ykHHUyiLMkhAacSjFOIQCw/cKIkScMEJB2JgRzRsiMKTKI4nUAxFUaR+Ia9WWKCgadmKMfU3/sKf+AO/4zf8il/wM37CI/yIH/A9HuIBvsO3+AZf4yt8iS/wOT7Dp/gEH+MjfIj7uIcP8D7ew128i3fwNt7CHdzGLdzEDVzHNVzFFVzGJVzEBZzHOZzFGZzGKZzECRzHMRzFERzGIRzEAezHPuzFHuzGLuyEiR0IYzu2YSu2IITN2ISN2ID1WIe1WIPVWIWVWIHlWIalWILFWISFWID5mIe5mIPZmIWZmIHpmIapeBNv4HVMwWRMwkQtu36BYv0r1r9i/SvWv2L9K9a/Yv0r1r9i/SvWv2L9K9a/Yv0r1r9i/SvWv2L9K9a/CoA9QLEHKPYAxR6g2AMUe4BiD1DsAYo9QLEHKPYAxR6g2AMUe4BiD1DsAYo9QLEHKPYAxR6g2AMUe4BiD1DsAYo94F/U1jENwDAQBMEMi1BLk4AwfynrzgwsH4JvZvVqgBqgBqgBaoAaoAbIv/zLv+zLvuzLvuzLvuzLvuzL/u4OH75n9wGH7xpjeczm7u/9BRgAHz5KJQ0KZW5kc3RyZWFtDWVuZG9iag0yMyAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDIyNj4+c3RyZWFtDQpIiVyQz2rEIBDG7z7FHHcPi9mcJVC2FHLoH5r2AYxOUqEZZWIOefuONmyhAyrj9/3kc/Stf+wpZNBvHN2AGaZAnnGNGzuEEedA6tqCDy4fXd3dYpPSAg/7mnHpaYrKGNDvIq6Zdzg9+DjiWelX9siBZjh93oYz6GFL6RsXpAwNdB14nOShZ5te7IKgK3bpvegh7xdh/hwfe0Joa3/9DeOixzVZh2xpRmUaqQ7Mk1SnkPw//aDGyX1ZVqYt3qaRo3iP20LJ5+AeyW3MkqZOoMYoAQLhfUgpJhCqLPUjwADZxm8wDQplbmRzdHJlYW0NZW5kb2JqDTEgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDQyL0xlbmd0aCAyOTkvTiA3L1R5cGUvT2JqU3RtPj5zdHJlYW0NCmjehFHLbsIwEPyVPbanjUlFQEKRgIJU0dKIhBPqwYRtYhVsyzgS+fuuQ0ofl15sz3h2dj0eQgQJjGIYgRBjGIOI+RRBPEyYgHg0ADGAh4GAyQRXLI1gg5l0pH3hiLjsN7Gmi19RCwI35kgv0rJlUBStJcy9a8pOtjHGp2mw3HEXFoQuvL1hBsOuIMecyqtm3ZzOuyhMFRQdNdXaeOmV0ZhbqXHqvHqXpccMZ2p/VKZy0tZtAAvtXYvzWjqPS1U1jvBRSb4/3aAzdi7tF1zoA5sTrsOy5EG/0ZM+Kk15Lfkxvfq18YG7jsEPVB9kGt/DZn8unbI3aMn9JAoOa2YuYXrc6gO5m1Oa/smlSz/CZ6mru0V+zzH1X1GBSPrAsmuinP1/sk8BBgAHtZlyDQplbmRzdHJlYW0NZW5kb2JqDTIgMCBvYmoNPDwvTGVuZ3RoIDM5MzIvU3VidHlwZS9YTUwvVHlwZS9NZXRhZGF0YT4+c3RyZWFtDQo8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pgo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA1LjYtYzAxNyA5MS4xNjQ0NjQsIDIwMjAvMDYvMTUtMTA6MjA6MDUgICAgICAgICI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIKICAgICAgICAgICAgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iCiAgICAgICAgICAgIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIKICAgICAgICAgICAgeG1sbnM6cGRmPSJodHRwOi8vbnMuYWRvYmUuY29tL3BkZi8xLjMvIgogICAgICAgICAgICB4bWxuczpwZGZ4PSJodHRwOi8vbnMuYWRvYmUuY29tL3BkZngvMS4zLyI+CiAgICAgICAgIDx4bXA6TW9kaWZ5RGF0ZT4yMDIyLTA0LTE5VDEwOjUwOjAyKzAyOjAwPC94bXA6TW9kaWZ5RGF0ZT4KICAgICAgICAgPHhtcDpDcmVhdGVEYXRlPjIwMjItMDQtMTlUMTA6NTA6MDIrMDI6MDA8L3htcDpDcmVhdGVEYXRlPgogICAgICAgICA8eG1wOk1ldGFkYXRhRGF0ZT4yMDIyLTA0LTE5VDEwOjUwOjAyKzAyOjAwPC94bXA6TWV0YWRhdGFEYXRlPgogICAgICAgICA8eG1wOkNyZWF0b3JUb29sPkFjcm9iYXQgUERGTWFrZXIgMjAgcGFyYSBXb3JkPC94bXA6Q3JlYXRvclRvb2w+CiAgICAgICAgIDx4bXBNTTpEb2N1bWVudElEPnV1aWQ6MGFjMzg1OTYtMzdiZC00ZjJmLTkwNGYtMjRiZjExNzdmNmY0PC94bXBNTTpEb2N1bWVudElEPgogICAgICAgICA8eG1wTU06SW5zdGFuY2VJRD51dWlkOmZhZGNiN2NjLTQ3ZjAtNGFkOS05YjRiLTdmMmYxZjVkZDU1MjwveG1wTU06SW5zdGFuY2VJRD4KICAgICAgICAgPHhtcE1NOnN1YmplY3Q+CiAgICAgICAgICAgIDxyZGY6U2VxPgogICAgICAgICAgICAgICA8cmRmOmxpPjI8L3JkZjpsaT4KICAgICAgICAgICAgPC9yZGY6U2VxPgogICAgICAgICA8L3htcE1NOnN1YmplY3Q+CiAgICAgICAgIDxkYzpmb3JtYXQ+YXBwbGljYXRpb24vcGRmPC9kYzpmb3JtYXQ+CiAgICAgICAgIDxkYzp0aXRsZT4KICAgICAgICAgICAgPHJkZjpBbHQ+CiAgICAgICAgICAgICAgIDxyZGY6bGkgeG1sOmxhbmc9IngtZGVmYXVsdCIvPgogICAgICAgICAgICA8L3JkZjpBbHQ+CiAgICAgICAgIDwvZGM6dGl0bGU+CiAgICAgICAgIDxkYzpkZXNjcmlwdGlvbj4KICAgICAgICAgICAgPHJkZjpBbHQ+CiAgICAgICAgICAgICAgIDxyZGY6bGkgeG1sOmxhbmc9IngtZGVmYXVsdCIvPgogICAgICAgICAgICA8L3JkZjpBbHQ+CiAgICAgICAgIDwvZGM6ZGVzY3JpcHRpb24+CiAgICAgICAgIDxkYzpjcmVhdG9yPgogICAgICAgICAgICA8cmRmOlNlcT4KICAgICAgICAgICAgICAgPHJkZjpsaT5MYXNhbGEgUGFycmlsbGEsIEFuZ2VsYTwvcmRmOmxpPgogICAgICAgICAgICA8L3JkZjpTZXE+CiAgICAgICAgIDwvZGM6Y3JlYXRvcj4KICAgICAgICAgPHBkZjpQcm9kdWNlcj5BZG9iZSBQREYgTGlicmFyeSAyMC41LjEyNjwvcGRmOlByb2R1Y2VyPgogICAgICAgICA8cGRmOktleXdvcmRzLz4KICAgICAgICAgPHBkZng6U291cmNlTW9kaWZpZWQ+RDoyMDIyMDQxOTA4NDkzNjwvcGRmeDpTb3VyY2VNb2RpZmllZD4KICAgICAgICAgPHBkZng6Q29tcGFueS8+CiAgICAgICAgIDxwZGZ4OkNvbW1lbnRzLz4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+CiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAKPD94cGFja2V0IGVuZD0idyI/Pg0KZW5kc3RyZWFtDWVuZG9iag0zIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA1L0xlbmd0aCA1MC9OIDEvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN4yNFYwULCx0XfOL80rUTDU985MKY42NAcKBsXqh1QWpOoHJKanFtvZAQQYAOdrC94NCmVuZHN0cmVhbQ1lbmRvYmoNNCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgNS9MZW5ndGggMjAyL04gMS9UeXBlL09ialN0bT4+c3RyZWFtDQpo3nzNQWvCQBCG4b8yNxNazGQbRYsIoaGXKgQUPE+yU912zci4oeTfdyMePHl7Dx/PlxeAsFplZR9OosmGruQJalJ13tMrlN2RPaXZh5zP3IVrcssLdcNYyhScdBUFTqp3g8ZgkS9znCGaFzQTxMl9Fe2yVWkoQF19bumXFQzChZTgIGrT7IuHvxjjw1bsc7JWsX3L0bTS8CjCxjVKOkR0OpvmZp5mO+m15Wi5b8f2AcNFsXwbB33zw22Ih3sXPCfpev0vwAC8U1CMDQplbmRzdHJlYW0NZW5kb2JqDTUgMCBvYmoNPDwvRGVjb2RlUGFybXM8PC9Db2x1bW5zIDQvUHJlZGljdG9yIDEyPj4vRmlsdGVyL0ZsYXRlRGVjb2RlL0lEWzw2QUFFRkYyREMwNzk4NjRFOTc4MjNCOUNCOERDQjRGQz48RTlDM0RFNDc2OEE0RjM0MDhGODczRjE1NTBERjUzNUI+XS9JbmZvIDE0IDAgUi9MZW5ndGggNDkvUm9vdCAxNiAwIFIvU2l6ZSAxNS9UeXBlL1hSZWYvV1sxIDIgMV0+PnN0cmVhbQ0KaN5iYgACJsbrsgxMDIydQEJgJZBg6AMSTOpACbG/IC4DIz6C6ReQYGQACDAA6NsFJQ0KZW5kc3RyZWFtDWVuZG9iag1zdGFydHhyZWYNCjExNg0KJSVFT0YNCg== Este informe no ha sido auditado.