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EM info@azora.es www.cnmv.es 05 Calle Villanueva, 2 C, Escalera 1, Planta 1 Puerta 7 A. 28001 Madrid. EM info@azora.es 2013-01-18 false Alto Sociedad de car�cter no financiero cuyo objeto exclusivo es la inversi�n de al menos el 80% del promedio anual de saldos mensuales de su activo, en cualquier tipo de inmueble de naturaleza urbana para su arrendamiento (viviendas, locales comerciales y plazas de garaje, susceptibles de ser acogidos a cualquier tipo de r�gimen de protecci�n p�blica o r�gimen asimilable y residencias de estudiantes). 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2025-03-31 7072000 0.67 7072000 0.68 94.55 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 3430000 0.33 3317000 0.32 97.50 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 3430000 0.33 3317000 0.32 97.50 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 3430000 0.33 3317000 0.32 97.50 00003 TAMARACEITE 35 2005-03-03 2025-02-28 3030000 0.29 3030000 0.29 100.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 3030000 0.29 3030000 0.29 100.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 3030000 0.29 3030000 0.29 100.00 00004 HUELVA R6 21 2005-03-29 2025-02-28 7328000 0.70 7328000 0.71 97.78 00004 HUELVA R6 21 2005-03-29 2025-02-28 7328000 0.70 7328000 0.71 97.78 00004 HUELVA R6 21 2005-03-29 2025-02-28 7328000 0.70 7328000 0.71 97.78 00005 HUELVA R1 21 2005-03-29 2025-02-28 4449000 0.42 4449000 0.43 96.43 00005 HUELVA R1 21 2005-03-29 2025-02-28 4449000 0.42 4449000 0.43 96.43 00005 HUELVA R1 21 2005-03-29 2025-02-28 4449000 0.42 4449000 0.43 96.43 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-05-31 5368000 0.51 5517000 0.53 90.91 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-05-31 5368000 0.51 5517000 0.53 90.91 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-05-31 5368000 0.51 5517000 0.53 90.91 00008 BENISAUDET 03 2005-07-05 2025-03-31 7636000 0.73 7636000 0.74 90.74 00008 BENISAUDET 03 2005-07-05 2025-03-31 7636000 0.73 7636000 0.74 90.74 00008 BENISAUDET 03 2005-07-05 2025-03-31 7636000 0.73 7636000 0.74 90.74 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 15206000 1.45 16525000 1.60 84.42 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 15206000 1.45 16525000 1.60 84.42 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 15206000 1.45 16525000 1.60 84.42 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-03-31 17524000 1.67 17524000 1.70 100.00 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-03-31 17524000 1.67 17524000 1.70 100.00 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-03-31 17524000 1.67 17524000 1.70 100.00 00011 VILLALBA 28 2005-12-01 2025-08-31 8177000 0.78 7856000 0.76 96.61 00011 VILLALBA 28 2005-12-01 2025-08-31 8177000 0.78 7856000 0.76 96.61 00011 VILLALBA 28 2005-12-01 2025-08-31 8177000 0.78 7856000 0.76 96.61 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 19831000 1.89 20267000 1.96 96.77 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 19831000 1.89 20267000 1.96 96.77 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 19831000 1.89 20267000 1.96 96.77 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2025-07-31 11956000 1.14 11893000 1.15 93.42 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2025-07-31 11956000 1.14 11893000 1.15 93.42 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2025-07-31 11956000 1.14 11893000 1.15 93.42 00016 LEON 24 2006-07-21 2025-08-31 16731000 1.59 16181000 1.57 97.90 00016 LEON 24 2006-07-21 2025-08-31 16731000 1.59 16181000 1.57 97.90 00016 LEON 24 2006-07-21 2025-08-31 16731000 1.59 16181000 1.57 97.90 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 9733000 0.93 9373000 0.91 88.89 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 9733000 0.93 9373000 0.91 88.89 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 9733000 0.93 9373000 0.91 88.89 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 24615000 2.34 24615000 2.38 94.29 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 24615000 2.34 24615000 2.38 94.29 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 24615000 2.34 24615000 2.38 94.29 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 35863000 3.42 35863000 3.47 90.00 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 35863000 3.42 35863000 3.47 90.00 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 35863000 3.42 35863000 3.47 90.00 00021 RIVAS I 28 2009-01-01 2025-09-30 9217000 0.88 8621000 0.83 95.00 00021 RIVAS I 28 2009-01-01 2025-09-30 9217000 0.88 8621000 0.83 95.00 00021 RIVAS I 28 2009-01-01 2025-09-30 9217000 0.88 8621000 0.83 95.00 00022 PARLA I 28 2009-01-01 2025-06-30 11831000 1.13 11831000 1.14 97.00 00022 PARLA I 28 2009-01-01 2025-06-30 11831000 1.13 11831000 1.14 97.00 00022 PARLA I 28 2009-01-01 2025-06-30 11831000 1.13 11831000 1.14 97.00 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-03-31 7925000 0.75 7925000 0.77 100.00 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-03-31 7925000 0.75 7925000 0.77 100.00 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-03-31 7925000 0.75 7925000 0.77 100.00 00024 RIO SECO I - R5 12 2009-01-01 2025-05-31 5473000 0.52 6617000 0.64 80.85 00024 RIO SECO I - R5 12 2009-01-01 2025-05-31 5473000 0.52 6617000 0.64 80.85 00024 RIO SECO I - R5 12 2009-01-01 2025-05-31 5473000 0.52 6617000 0.64 80.85 00025 BENICALAP 46 2009-01-01 2025-02-28 18991000 1.81 18991000 1.84 99.02 00025 BENICALAP 46 2009-01-01 2025-02-28 18991000 1.81 18991000 1.84 99.02 00025 BENICALAP 46 2009-01-01 2025-02-28 18991000 1.81 18991000 1.84 99.02 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 6597000 0.63 6570000 0.64 96.15 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 6597000 0.63 6570000 0.64 96.15 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 6597000 0.63 6570000 0.64 96.15 00027 PEDRO CABANES 46 2009-01-01 2025-03-31 6880000 0.66 6880000 0.67 98.04 00027 PEDRO CABANES 46 2009-01-01 2025-03-31 6880000 0.66 6880000 0.67 98.04 00027 PEDRO CABANES 46 2009-01-01 2025-03-31 6880000 0.66 6880000 0.67 98.04 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 11347000 1.08 11296000 1.09 95.60 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 11347000 1.08 11296000 1.09 95.60 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 11347000 1.08 11296000 1.09 95.60 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-04-30 5710000 0.54 5354000 0.52 100.00 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-04-30 5710000 0.54 5354000 0.52 100.00 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-04-30 5710000 0.54 5354000 0.52 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 17656000 1.68 17656000 1.71 88.76 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 17656000 1.68 17656000 1.71 88.76 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 17656000 1.68 17656000 1.71 88.76 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 13450000 1.28 13547000 1.31 91.49 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 13450000 1.28 13547000 1.31 91.49 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 13450000 1.28 13547000 1.31 91.49 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-07-31 18530000 1.77 18530000 1.79 93.97 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-07-31 18530000 1.77 18530000 1.79 93.97 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-07-31 18530000 1.77 18530000 1.79 93.97 00034 RIVAS II - 80 - MANUEL AZA�A 28 2011-01-01 2025-03-31 13048000 1.24 12539000 1.21 91.55 00034 RIVAS II - 80 - MANUEL AZA�A 28 2011-01-01 2025-03-31 13048000 1.24 12539000 1.21 91.55 00034 RIVAS II - 80 - MANUEL AZA�A 28 2011-01-01 2025-03-31 13048000 1.24 12539000 1.21 91.55 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 8604000 0.82 8604000 0.83 93.02 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 8604000 0.82 8604000 0.83 93.02 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 8604000 0.82 8604000 0.83 93.02 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 17288000 1.65 17288000 1.67 95.68 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 17288000 1.65 17288000 1.67 95.68 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 17288000 1.65 17288000 1.67 95.68 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 30920000 2.95 29005000 2.81 96.95 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 30920000 2.95 29005000 2.81 96.95 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 30920000 2.95 29005000 2.81 96.95 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 20591000 1.96 20139000 1.95 96.72 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 20591000 1.96 20139000 1.95 96.72 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 20591000 1.96 20139000 1.95 96.72 00040 CADIZ 11 2011-01-01 2025-03-31 3869000 0.37 3869000 0.37 91.11 00040 CADIZ 11 2011-01-01 2025-03-31 3869000 0.37 3869000 0.37 91.11 00040 CADIZ 11 2011-01-01 2025-03-31 3869000 0.37 3869000 0.37 91.11 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 6183000 0.59 6183000 0.60 100.00 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 6183000 0.59 6183000 0.60 100.00 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 6183000 0.59 6183000 0.60 100.00 00042 MISLATA 46 2011-01-01 2025-02-28 6161000 0.59 6161000 0.60 96.30 00042 MISLATA 46 2011-01-01 2025-02-28 6161000 0.59 6161000 0.60 96.30 00042 MISLATA 46 2011-01-01 2025-02-28 6161000 0.59 6161000 0.60 96.30 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 8833000 0.84 8194000 0.79 92.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 8833000 0.84 8194000 0.79 92.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 8833000 0.84 8194000 0.79 92.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 10971000 1.05 9911000 0.96 91.67 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 10971000 1.05 9911000 0.96 91.67 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 10971000 1.05 9911000 0.96 91.67 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-06-30 7958000 0.76 7958000 0.77 93.65 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-06-30 7958000 0.76 7958000 0.77 93.65 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-06-30 7958000 0.76 7958000 0.77 93.65 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 13702000 1.31 12986000 1.26 95.24 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 13702000 1.31 12986000 1.26 95.24 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 13702000 1.31 12986000 1.26 95.24 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-04-30 9668000 0.92 10242000 0.99 92.50 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-04-30 9668000 0.92 10242000 0.99 92.50 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-04-30 9668000 0.92 10242000 0.99 92.50 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 13893000 1.32 13570000 1.31 92.06 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 13893000 1.32 13570000 1.31 92.06 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 13893000 1.32 13570000 1.31 92.06 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 11205000 1.07 11205000 1.08 95.61 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 11205000 1.07 11205000 1.08 95.61 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 11205000 1.07 11205000 1.08 95.61 00051 ALCALA DE GUADAIRA 41 2011-01-01 2025-02-28 11572000 1.10 11572000 1.12 90.48 00051 ALCALA DE GUADAIRA 41 2011-01-01 2025-02-28 11572000 1.10 11572000 1.12 90.48 00051 ALCALA DE GUADAIRA 41 2011-01-01 2025-02-28 11572000 1.10 11572000 1.12 90.48 00052 VALDESPARTERAS 50 2011-01-01 2025-01-31 26091000 2.49 26091000 2.52 99.17 00052 VALDESPARTERAS 50 2011-01-01 2025-01-31 26091000 2.49 26091000 2.52 99.17 00052 VALDESPARTERAS 50 2011-01-01 2025-01-31 26091000 2.49 26091000 2.52 99.17 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 7156000 0.68 7156000 0.69 94.37 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 7156000 0.68 7156000 0.69 94.37 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 7156000 0.68 7156000 0.69 94.37 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 10215000 0.97 10215000 0.99 98.48 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 10215000 0.97 10215000 0.99 98.48 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 10215000 0.97 10215000 0.99 98.48 00056 CARABANCHEL I 28 2011-01-01 2025-06-30 14596000 1.39 14596000 1.41 91.25 00056 CARABANCHEL I 28 2011-01-01 2025-06-30 14596000 1.39 14596000 1.41 91.25 00056 CARABANCHEL I 28 2011-01-01 2025-06-30 14596000 1.39 14596000 1.41 91.25 00057 PAVONES II - EBA 26 28 2011-01-01 2025-07-31 8365000 0.80 8365000 0.81 100.00 00057 PAVONES II - EBA 26 28 2011-01-01 2025-07-31 8365000 0.80 8365000 0.81 100.00 00057 PAVONES II - EBA 26 28 2011-01-01 2025-07-31 8365000 0.80 8365000 0.81 100.00 00058 SANCHINARRO II 28 2011-01-01 2025-06-30 75121000 7.16 75121000 7.27 94.67 00058 SANCHINARRO II 28 2011-01-01 2025-06-30 75121000 7.16 75121000 7.27 94.67 00058 SANCHINARRO II 28 2011-01-01 2025-06-30 75121000 7.16 75121000 7.27 94.67 00059 VALLECAS I 28 2011-01-01 2025-06-30 46069000 4.39 46069000 4.46 95.00 00059 VALLECAS I 28 2011-01-01 2025-06-30 46069000 4.39 46069000 4.46 95.00 00059 VALLECAS I 28 2011-01-01 2025-06-30 46069000 4.39 46069000 4.46 95.00 00061 CARABANCHEL II 28 2011-01-01 2025-07-31 8732000 0.83 8589000 0.83 93.33 00061 CARABANCHEL II 28 2011-01-01 2025-07-31 8732000 0.83 8589000 0.83 93.33 00061 CARABANCHEL II 28 2011-01-01 2025-07-31 8732000 0.83 8589000 0.83 93.33 00062 VALLECAS II 28 2011-01-01 2025-09-30 13446000 1.28 12988000 1.26 98.92 00062 VALLECAS II 28 2011-01-01 2025-09-30 13446000 1.28 12988000 1.26 98.92 00062 VALLECAS II 28 2011-01-01 2025-09-30 13446000 1.28 12988000 1.26 98.92 00063 VERONA 28 2011-01-01 2025-12-31 43519000 4.15 41235000 3.99 94.57 00063 VERONA 28 2011-01-01 2025-12-31 43519000 4.15 41235000 3.99 94.57 00063 VERONA 28 2011-01-01 2025-12-31 43519000 4.15 41235000 3.99 94.57 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 21587000 2.06 21587000 2.09 90.24 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 21587000 2.06 21587000 2.09 90.24 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 21587000 2.06 21587000 2.09 90.24 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 89995000 8.57 85225000 8.25 95.41 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 89995000 8.57 85225000 8.25 95.41 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 89995000 8.57 85225000 8.25 95.41 00073 EL CA�AVERAL II PLATINIUM 28 2018-12-12 2025-12-31 46858000 4.46 43094000 4.17 95.91 00073 EL CA�AVERAL II PLATINIUM 28 2018-12-12 2025-12-31 46858000 4.46 43094000 4.17 95.91 00073 EL CA�AVERAL II PLATINIUM 28 2018-12-12 2025-12-31 46858000 4.46 43094000 4.17 95.91 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 6510000 0.62 7537000 0.73 88.89 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 6510000 0.62 7537000 0.73 88.89 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 6510000 0.62 7537000 0.73 88.89 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2025-05-31 4086000 0.39 4126000 0.40 85.71 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2025-05-31 4086000 0.39 4126000 0.40 85.71 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2025-05-31 4086000 0.39 4126000 0.40 85.71 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 554000 0.05 40.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 554000 0.05 40.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 554000 0.05 40.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 4097000 0.39 3972000 0.38 78.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 4097000 0.39 3972000 0.38 78.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 4097000 0.39 3972000 0.38 78.00 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-06-30 32705000 3.12 32705000 3.16 95.35 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-06-30 32705000 3.12 32705000 3.16 95.35 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-06-30 32705000 3.12 32705000 3.16 95.35 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 16665000 1.59 15975000 1.55 95.97 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 16665000 1.59 15975000 1.55 95.97 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 16665000 1.59 15975000 1.55 95.97 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 12236000 1.17 12236000 1.18 89.86 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 12236000 1.17 12236000 1.18 89.86 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 12236000 1.17 12236000 1.18 89.86 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 30764000 2.93 30764000 2.98 94.39 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 30764000 2.93 30764000 2.98 94.39 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 30764000 2.93 30764000 2.98 94.39 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 37300000 3.55 38305000 3.71 86.54 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 37300000 3.55 38305000 3.71 86.54 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 37300000 3.55 38305000 3.71 86.54 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 6599000 0.63 6775000 0.66 64.71 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 6599000 0.63 6775000 0.66 64.71 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 6599000 0.63 6775000 0.66 64.71 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 1951000 0.19 1914000 0.19 85.71 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 1951000 0.19 1914000 0.19 85.71 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 1951000 0.19 1914000 0.19 85.71 00086 BARCELONA VI - 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POLINYA 08 2019-07-17 2025-05-31 4360000 0.42 4682000 0.45 75.86 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 6842000 0.65 6966000 0.67 79.41 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 6842000 0.65 6966000 0.67 79.41 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 6842000 0.65 6966000 0.67 79.41 00092 SABADELL II - TURULL 08 2019-07-17 2025-05-31 2441000 0.23 2454000 0.24 91.67 00092 SABADELL II - TURULL 08 2019-07-17 2025-05-31 2441000 0.23 2454000 0.24 91.67 00092 SABADELL II - TURULL 08 2019-07-17 2025-05-31 2441000 0.23 2454000 0.24 91.67 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 3666000 0.35 4320000 0.42 100.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 3666000 0.35 4320000 0.42 100.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 3666000 0.35 4320000 0.42 100.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 4259000 0.41 5166000 0.50 84.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 4259000 0.41 5166000 0.50 84.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 4259000 0.41 5166000 0.50 84.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 4258000 0.41 4360000 0.42 75.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 4258000 0.41 4360000 0.42 75.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 4258000 0.41 4360000 0.42 75.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 35563000 3.39 32705000 3.16 96.97 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 35563000 3.39 32705000 3.16 96.97 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 35563000 3.39 32705000 3.16 96.97 00100 VALDEMORO 28 2024-09-11 2025-07-31 55448000 5.28 0 0.00 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 55448000 5.28 0 0.00 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 55448000 5.28 0 0.00 0.00 3724038000 354.90 3517170000 340.29 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 29000 0.00 32000 0.00 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 29000 0.00 32000 0.00 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 29000 0.00 32000 0.00 0.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 228000 0.02 228000 0.02 4.17 00003 TAMARACEITE 35 2005-03-03 2025-02-28 228000 0.02 228000 0.02 4.17 00003 TAMARACEITE 35 2005-03-03 2025-02-28 228000 0.02 228000 0.02 4.17 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 408000 0.04 383000 0.04 3.03 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 408000 0.04 383000 0.04 3.03 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 408000 0.04 383000 0.04 3.03 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-03-31 119000 0.01 119000 0.01 11.11 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-03-31 119000 0.01 119000 0.01 11.11 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-03-31 119000 0.01 119000 0.01 11.11 00011 VILLALBA 28 2005-12-01 2025-08-31 384000 0.04 380000 0.04 10.20 00011 VILLALBA 28 2005-12-01 2025-08-31 384000 0.04 380000 0.04 10.20 00011 VILLALBA 28 2005-12-01 2025-08-31 384000 0.04 380000 0.04 10.20 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 95000 0.01 94000 0.01 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 95000 0.01 94000 0.01 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 95000 0.01 94000 0.01 0.00 00016 LEON 24 2006-07-21 2025-08-31 32000 0.00 29000 0.00 75.00 00016 LEON 24 2006-07-21 2025-08-31 32000 0.00 29000 0.00 75.00 00016 LEON 24 2006-07-21 2025-08-31 32000 0.00 29000 0.00 75.00 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 493000 0.05 498000 0.05 84.38 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 493000 0.05 498000 0.05 84.38 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 493000 0.05 498000 0.05 84.38 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 63000 0.01 63000 0.01 0.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 63000 0.01 63000 0.01 0.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 63000 0.01 63000 0.01 0.00 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 1093000 0.10 1093000 0.11 87.57 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 1093000 0.10 1093000 0.11 87.57 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 1093000 0.10 1093000 0.11 87.57 00021 RIVAS I 28 2009-01-01 2025-09-30 160000 0.02 160000 0.02 78.57 00021 RIVAS I 28 2009-01-01 2025-09-30 160000 0.02 160000 0.02 78.57 00021 RIVAS I 28 2009-01-01 2025-09-30 160000 0.02 160000 0.02 78.57 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-03-31 300000 0.03 300000 0.03 81.48 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-03-31 300000 0.03 300000 0.03 81.48 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-03-31 300000 0.03 300000 0.03 81.48 00025 BENICALAP 46 2009-01-01 2025-02-28 894000 0.09 894000 0.09 37.88 00025 BENICALAP 46 2009-01-01 2025-02-28 894000 0.09 894000 0.09 37.88 00025 BENICALAP 46 2009-01-01 2025-02-28 894000 0.09 894000 0.09 37.88 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 123000 0.01 127000 0.01 38.46 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 123000 0.01 127000 0.01 38.46 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 123000 0.01 127000 0.01 38.46 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 490000 0.05 469000 0.05 97.73 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 490000 0.05 469000 0.05 97.73 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 490000 0.05 469000 0.05 97.73 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-04-30 799000 0.08 829000 0.08 7.32 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-04-30 799000 0.08 829000 0.08 7.32 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-04-30 799000 0.08 829000 0.08 7.32 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 257000 0.02 257000 0.02 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 257000 0.02 257000 0.02 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 257000 0.02 257000 0.02 100.00 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 110000 0.01 110000 0.01 12.50 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 110000 0.01 110000 0.01 12.50 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 110000 0.01 110000 0.01 12.50 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 357000 0.03 357000 0.03 3.85 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 357000 0.03 357000 0.03 3.85 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 357000 0.03 357000 0.03 3.85 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2025-04-30 113000 0.01 125000 0.01 0.00 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2025-04-30 113000 0.01 125000 0.01 0.00 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2025-04-30 113000 0.01 125000 0.01 0.00 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 439000 0.04 439000 0.04 34.48 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 439000 0.04 439000 0.04 34.48 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 439000 0.04 439000 0.04 34.48 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 34000 0.00 34000 0.00 50.00 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 34000 0.00 34000 0.00 50.00 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 34000 0.00 34000 0.00 50.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 398000 0.04 400000 0.04 8.82 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 398000 0.04 400000 0.04 8.82 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 398000 0.04 400000 0.04 8.82 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 232000 0.02 232000 0.02 38.46 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 232000 0.02 232000 0.02 38.46 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 232000 0.02 232000 0.02 38.46 00042 MISLATA 46 2011-01-01 2025-02-28 93000 0.01 93000 0.01 0.00 00042 MISLATA 46 2011-01-01 2025-02-28 93000 0.01 93000 0.01 0.00 00042 MISLATA 46 2011-01-01 2025-02-28 93000 0.01 93000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 81000 0.01 88000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 81000 0.01 88000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 81000 0.01 88000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 113000 0.01 96000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 113000 0.01 96000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 113000 0.01 96000 0.01 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-06-30 182000 0.02 182000 0.02 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-06-30 182000 0.02 182000 0.02 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-06-30 182000 0.02 182000 0.02 0.00 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 556000 0.05 547000 0.05 1.89 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 556000 0.05 547000 0.05 1.89 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 556000 0.05 547000 0.05 1.89 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-04-30 793000 0.08 830000 0.08 1.75 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-04-30 793000 0.08 830000 0.08 1.75 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-04-30 793000 0.08 830000 0.08 1.75 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 443000 0.04 422000 0.04 17.65 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 443000 0.04 422000 0.04 17.65 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 443000 0.04 422000 0.04 17.65 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 300000 0.03 300000 0.03 85.71 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 300000 0.03 300000 0.03 85.71 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 300000 0.03 300000 0.03 85.71 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 86000 0.01 86000 0.01 16.67 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 86000 0.01 86000 0.01 16.67 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 86000 0.01 86000 0.01 16.67 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 1731000 0.16 1731000 0.17 34.23 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 1731000 0.16 1731000 0.17 34.23 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 1731000 0.16 1731000 0.17 34.23 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 267000 0.03 267000 0.03 27.27 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 267000 0.03 267000 0.03 27.27 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 267000 0.03 267000 0.03 27.27 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 5643000 0.54 5748000 0.56 76.40 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 5643000 0.54 5748000 0.56 76.40 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 5643000 0.54 5748000 0.56 76.40 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 647000 0.06 702000 0.07 68.75 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 647000 0.06 702000 0.07 68.75 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 647000 0.06 702000 0.07 68.75 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 583000 0.06 646000 0.06 50.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 583000 0.06 646000 0.06 50.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 583000 0.06 646000 0.06 50.00 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 1963000 0.19 2077000 0.20 78.34 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 1963000 0.19 2077000 0.20 78.34 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 1963000 0.19 2077000 0.20 78.34 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 1519000 0.14 1519000 0.15 88.68 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 1519000 0.14 1519000 0.15 88.68 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 1519000 0.14 1519000 0.15 88.68 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 1049000 0.10 1049000 0.10 91.59 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 1049000 0.10 1049000 0.10 91.59 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 1049000 0.10 1049000 0.10 91.59 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 3724000 0.35 3878000 0.38 54.04 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 3724000 0.35 3878000 0.38 54.04 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 3724000 0.35 3878000 0.38 54.04 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 425000 0.04 443000 0.04 56.41 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 425000 0.04 443000 0.04 56.41 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 425000 0.04 443000 0.04 56.41 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 484000 0.05 513000 0.05 36.36 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 484000 0.05 513000 0.05 36.36 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 484000 0.05 513000 0.05 36.36 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2025-05-31 370000 0.04 437000 0.04 96.77 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2025-05-31 370000 0.04 437000 0.04 96.77 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2025-05-31 370000 0.04 437000 0.04 96.77 00087 BARCELONA X - L�HOSPITALET DE LLOBREGAT 08 2019-07-17 2025-04-30 217000 0.02 226000 0.02 62.50 00087 BARCELONA X - L�HOSPITALET DE LLOBREGAT 08 2019-07-17 2025-04-30 217000 0.02 226000 0.02 62.50 00087 BARCELONA X - L�HOSPITALET DE LLOBREGAT 08 2019-07-17 2025-04-30 217000 0.02 226000 0.02 62.50 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 1656000 0.16 1638000 0.16 73.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 1656000 0.16 1638000 0.16 73.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 1656000 0.16 1638000 0.16 73.33 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 645000 0.06 696000 0.07 52.73 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 645000 0.06 696000 0.07 52.73 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 645000 0.06 696000 0.07 52.73 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 36000 0.00 54000 0.01 0.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 36000 0.00 54000 0.01 0.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 36000 0.00 54000 0.01 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 543000 0.05 582000 0.06 77.78 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 543000 0.05 582000 0.06 77.78 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 543000 0.05 582000 0.06 77.78 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 98000 0.01 98000 0.01 0.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 98000 0.01 98000 0.01 0.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 98000 0.01 98000 0.01 0.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 397000 0.04 396000 0.04 0.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 397000 0.04 396000 0.04 0.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 397000 0.04 396000 0.04 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 2655000 0.25 0 0.00 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 2655000 0.25 0 0.00 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 2655000 0.25 0 0.00 0.00 104847000 10.02 98988000 9.66 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 734000 0.07 720000 0.07 83.33 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 734000 0.07 720000 0.07 83.33 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-04-30 734000 0.07 720000 0.07 83.33 2202000 0.21 2160000 0.21 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 197000 0.02 187000 0.02 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 197000 0.02 187000 0.02 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2025-03-31 197000 0.02 187000 0.02 0.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 1047000 0.10 1047000 0.10 10.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 1047000 0.10 1047000 0.10 10.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 1047000 0.10 1047000 0.10 10.00 00005 HUELVA R1 21 2005-03-29 2025-02-28 321000 0.03 321000 0.03 16.67 00005 HUELVA R1 21 2005-03-29 2025-02-28 321000 0.03 321000 0.03 16.67 00005 HUELVA R1 21 2005-03-29 2025-02-28 321000 0.03 321000 0.03 16.67 00008 BENISAUDET 03 2005-07-05 2025-03-31 854000 0.08 854000 0.08 16.67 00008 BENISAUDET 03 2005-07-05 2025-03-31 854000 0.08 854000 0.08 16.67 00008 BENISAUDET 03 2005-07-05 2025-03-31 854000 0.08 854000 0.08 16.67 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 1584000 0.15 1289000 0.12 0.00 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 1584000 0.15 1289000 0.12 0.00 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-04-30 1584000 0.15 1289000 0.12 0.00 00012 ARANJUEZ 28 2005-12-18 2025-04-30 205000 0.02 213000 0.02 0.00 00012 ARANJUEZ 28 2005-12-18 2025-04-30 205000 0.02 213000 0.02 0.00 00012 ARANJUEZ 28 2005-12-18 2025-04-30 205000 0.02 213000 0.02 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 718000 0.07 581000 0.06 50.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 718000 0.07 581000 0.06 50.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 718000 0.07 581000 0.06 50.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 364000 0.03 364000 0.04 100.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 364000 0.03 364000 0.04 100.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 364000 0.03 364000 0.04 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 1071000 0.10 1071000 0.10 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 1071000 0.10 1071000 0.10 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 1071000 0.10 1071000 0.10 100.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 1160000 0.11 1119000 0.11 0.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 1160000 0.11 1119000 0.11 0.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 1160000 0.11 1119000 0.11 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 289000 0.03 386000 0.04 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 289000 0.03 386000 0.04 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 289000 0.03 386000 0.04 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 820000 0.08 998000 0.10 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 820000 0.08 998000 0.10 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 820000 0.08 998000 0.10 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 130000 0.01 130000 0.01 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 130000 0.01 130000 0.01 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 130000 0.01 130000 0.01 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 349000 0.03 349000 0.03 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 349000 0.03 349000 0.03 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 349000 0.03 349000 0.03 0.00 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1039000 0.10 1077000 0.10 33.33 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1039000 0.10 1077000 0.10 33.33 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1039000 0.10 1077000 0.10 33.33 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 182000 0.02 0.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 182000 0.02 0.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 182000 0.02 0.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 1618000 0.15 1616000 0.16 25.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 1618000 0.15 1616000 0.16 25.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 1618000 0.15 1616000 0.16 25.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 396000 0.04 397000 0.04 100.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 396000 0.04 397000 0.04 100.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 396000 0.04 397000 0.04 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 427000 0.04 439000 0.04 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 427000 0.04 439000 0.04 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 427000 0.04 439000 0.04 100.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 948000 0.09 1962000 0.19 50.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 948000 0.09 1962000 0.19 50.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 948000 0.09 1962000 0.19 50.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 235000 0.02 244000 0.02 0.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 235000 0.02 244000 0.02 0.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 235000 0.02 244000 0.02 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 601000 0.06 643000 0.06 25.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 601000 0.06 643000 0.06 25.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 601000 0.06 643000 0.06 25.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 246000 0.02 226000 0.02 0.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 246000 0.02 226000 0.02 0.00 00098 EL CA�AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 246000 0.02 226000 0.02 0.00 43857000 4.14 47085000 4.53 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-05-31 7000 0.00 7000 0.00 50.00 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-05-31 7000 0.00 7000 0.00 50.00 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-05-31 7000 0.00 7000 0.00 50.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 47000 0.00 46000 0.00 31.82 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 47000 0.00 46000 0.00 31.82 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 47000 0.00 46000 0.00 31.82 00042 MISLATA 46 2011-01-01 2025-02-28 120000 0.01 120000 0.01 97.96 00042 MISLATA 46 2011-01-01 2025-02-28 120000 0.01 120000 0.01 97.96 00042 MISLATA 46 2011-01-01 2025-02-28 120000 0.01 120000 0.01 97.96 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 617000 0.06 617000 0.06 89.29 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 617000 0.06 617000 0.06 89.29 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 617000 0.06 617000 0.06 89.29 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1837000 0.18 1859000 0.18 95.41 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1837000 0.18 1859000 0.18 95.41 00072 EL CA�AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1837000 0.18 1859000 0.18 95.41 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 4000 0.00 3000 0.00 0.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 4000 0.00 3000 0.00 0.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 4000 0.00 3000 0.00 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 55000 0.01 55000 0.01 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 55000 0.01 55000 0.01 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 55000 0.01 55000 0.01 0.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 79000 0.01 87000 0.01 40.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 79000 0.01 87000 0.01 40.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-04-30 79000 0.01 87000 0.01 40.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 16000 0.00 16000 0.00 66.67 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 16000 0.00 16000 0.00 66.67 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 16000 0.00 16000 0.00 66.67 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 404000 0.04 366000 0.04 61.67 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 404000 0.04 366000 0.04 61.67 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 404000 0.04 366000 0.04 61.67 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 63000 0.01 73000 0.01 68.75 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 63000 0.01 73000 0.01 68.75 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-05-31 63000 0.01 73000 0.01 68.75 00100 VALDEMORO 28 2024-09-11 2025-07-31 581000 0.06 0 0.00 0.00 10328000 1.02 9747000 0.96 3885272000 370.29 3675150000 355.65 3885272000 370.29 3675150000 355.65 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2025-04-30 37550000 3.58 37234000 3.60 92.61 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2025-04-30 37550000 3.58 37234000 3.60 92.61 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2025-04-30 37550000 3.58 37234000 3.60 92.61 00017 PINTO 28 2007-05-28 2025-04-30 27747000 2.64 23007000 2.23 93.33 00017 PINTO 28 2007-05-28 2025-04-30 27747000 2.64 23007000 2.23 93.33 00017 PINTO 28 2007-05-28 2025-04-30 27747000 2.64 23007000 2.23 93.33 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 10857000 1.03 10857000 1.05 95.71 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 10857000 1.03 10857000 1.05 95.71 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 10857000 1.03 10857000 1.05 95.71 00065 PUJADES 08 2011-01-01 2025-01-31 12994000 1.24 12994000 1.26 97.71 00065 PUJADES 08 2011-01-01 2025-01-31 12994000 1.24 12994000 1.26 97.71 00065 PUJADES 08 2011-01-01 2025-01-31 12994000 1.24 12994000 1.26 97.71 00069 GETXO 48 2011-04-29 2025-12-31 16292000 1.55 15582000 1.51 87.59 00069 GETXO 48 2011-04-29 2025-12-31 16292000 1.55 15582000 1.51 87.59 00069 GETXO 48 2011-04-29 2025-12-31 16292000 1.55 15582000 1.51 87.59 316320000 30.12 299022000 28.95 00017 PINTO 28 2007-05-28 2025-04-30 101000 0.01 107000 0.01 71.43 00017 PINTO 28 2007-05-28 2025-04-30 101000 0.01 107000 0.01 71.43 00017 PINTO 28 2007-05-28 2025-04-30 101000 0.01 107000 0.01 71.43 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 1547000 0.15 1547000 0.15 22.58 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 1547000 0.15 1547000 0.15 22.58 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 1547000 0.15 1547000 0.15 22.58 00065 PUJADES 08 2011-01-01 2025-01-31 582000 0.06 582000 0.06 9.28 00065 PUJADES 08 2011-01-01 2025-01-31 582000 0.06 582000 0.06 9.28 00065 PUJADES 08 2011-01-01 2025-01-31 582000 0.06 582000 0.06 9.28 6690000 0.66 6708000 0.66 0 0.00 323010000 30.78 305730000 29.61 00096 EL CA�AVERAL I TERCIARIO 28 2018-10-10 2025-12-31 2122331 0.20 2105000 0.20 0.00 00096 EL CA�AVERAL I TERCIARIO 28 2018-10-10 2025-12-31 2122331 0.20 2105000 0.20 0.00 00096 EL CA�AVERAL I TERCIARIO 28 2018-10-10 2025-12-31 2122331 0.20 2105000 0.20 0.00 00099 EL CA�AVERAL II PARCELA 28 2018-12-12 2025-05-31 2570666 0.24 2575000 0.25 5.74 00099 EL CA�AVERAL II PARCELA 28 2018-12-12 2025-05-31 2570666 0.24 2575000 0.25 5.74 00099 EL CA�AVERAL II PARCELA 28 2018-12-12 2025-05-31 2570666 0.24 2575000 0.25 5.74 14078991 1.32 14040000 1.35 14078991 1.32 14040000 1.35 000 0 0 0 0 0 0 0 00097 SOCIEDAD ANONIMA INMOBILIARIA VASGONGADA (UNIPERSONAL) 20 2019-12-19 2025-01-31 151373999 14.42 148048000 14.32 100.00 151373999 14.42 148048000 14.32 151373999 14.42 148048000 14.32 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 1226000 0.12 13863000 1.34 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 1226000 0.12 13863000 1.34 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 1226000 0.12 13863000 1.34 3678000 0.36 41589000 4.02 3678000 0.36 41589000 4.02 3678000 0.36 41589000 4.02 3678000 0.36 41589000 4.02 distribucion.png image/png 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8BOJY3/x9nGsHu+66PE07ZP5BwwAwNSkG7ZBG4C68V8//3l4c8vm7CgnaWoZtKXadcXC7WH1zqOGbQAoyP19WUnlikc4p2NkHBzLkZ72O167udREY+xMvd9oMkPxeNL7iQP1E088ceF/T3SUdrUH7Sh+DNP7jeN0HKsnkl6TPP5Dg9LPzUT3kb59HPYBgJmXbtgGbQBm3Advv+0a2VKNMmhLta84bH/453OFv9kAYHbK/T1ZSZMRx9LiIFnO9ZdLT/v9y1/+svA7nypnjJ2p91uLQTsOufHxpUdJx4F7LLUYtKM4ascRuvh23/nOdwq/M7b0dOHFU7jHo9+LvzbRkd7xtOfF2xq0AaA+pBu2QRuAGfPhb38bft7fnx3hJFUng7Y0fV29uC907n3dsA3ArJX7+7GSJiM9xXQcWieSnvZ7rAGznDF2pt5vLQbt4v2kR2mPd4R0rQbtKI7Yxbeb6AjreLrw4gCevo949HvxPiY6JXx6hHYsd71xAGB6pRu2QRuAaffn//yP8Pbu4ez4Jqm6GbSl6c+wDcBslft7sZImI17zOB0kJzr9d3ra77GOQi5njJ2p91vLQbvco7RrOWjHj2Px7WLHjh0r/M6l4pHxxdvFf2BQlH5uJjolfOn7iwP4eCM6AFB76YZt0AZg2pz74x8N2dI0Z9CWZq44bPe9+GY498n5wt+EANDccn8fVtJkpaeYHu/033GoTE/7PdbQWe4YOxPvt5aDdpQepR0fc+6x1nLQjuLti2873inD08cRR+xUPAq++HtjDfNF8drbxdvG4jXE4xH1AMDMSDdsgzYANReH7N/sfyY7tkmqbQZtaeabs3TAsA3ArJD7e7CSJqvc6yCnp/0e7zTh5Y6xM/F+09vEwTmeXnus4uMb6xTaY72v0qO0c9exrvWgnd5/euR1Kl6DvHib+A8LSk3m2tjxOaf/OKFYfBzxlOQAwPRKN2yDNgA188lHH4XfHfhJONHakh3aJNU+g7ZUP8Vhe9dLbxX+lgSA5pP7+6+SJisdN2Pxf+ekp/0ea4iNyh1jZ+L9prcpp3j7nPHeV3pd6dwpu2s9aKcfr6985SuFX71YOljH/16q9FTipUdwl4qj9rXXXnvR2xSLR2wbtgFg+qQbtkEbgKr77/Pnw7svHzJkS3WQQVuqv+au2BteO/P7wt+aANA8cn/vVdJUpKeYzg2c6Wm/40g71pHL0WTG2Ol+v+ltymmsa1BP9L7iiFv8/XhK7tR0DtrxfeWkR1SP9Q8J0scZj1gvR3zc6XNPi48rfj4BgNpKN2yDNgBV9Yef/Xs4tX5ddliTNP0ZtKX6bemGA+Hds38q/A0KAI0v9/ddJU1FvIZ1cXjMnWI6Pe33WEf9Fk1mjJ3u91vJUJya6H7So7Rj6TBe60E7vf84IpeKj6X4++OdTjz93Ez2McTnnz6OYvH9GbUBoLbSDdugDUBVfPTOO+GtHduzg5qkmcugLdV3VyzcHtbvPh4+/PO5wt+oANC4cn/XVdJUTHSK6XiUcfH3urvHfx+TGWOn+/1O16AdffnLX75wm3SMr/WgHW9ffNvSo8OjeF3v4u/H0Xos8Wj4eFR88bbxMU1W/AcJpdfXLvdobwBgatIN26ANQEXidbJ/tXdvdkiTNPMZtKXGyPW1AWgGub/jKmmq0gG2dHT8/Oc/P/rr8fTfEx1hO9kxdjrfbyVDcaqc+0mPhI4Vj9Ku9aCdjtC5+y9+TGPx9ODx8YxVel+5cbwccRhPT0Me7xMAqJ10wzZoAzAlrpMtNUYHTmwxaEsNlOtrA9DIcn+3VdJUxfGzODrGo2qL0nE1dwrrUpMdY6fz/VYyFKfKvZ94ZHbxdsWjtNMBv9qDdumIXnp97PQU7pOtnH9UMJb0+cRKj8QHAKon3bAN2gBMmutkS43Tode3G7SlBsz1tQFoRLm/0yppqkpPMV0cHdPTfsdBdCKTHWOn8/1OdSguVe79xOeSPrc4OMdxvvi/qz1ox2tUF98ud33s9H3HfzyQOyq7tOLtY/Ha2FMRh/D0fuLzAwBqI92wDdoAlM11sqXGy6AtNW6urw1Ao8n9fVZJlbj22msvjI7F038XT1Ed/7McUxljp+v9TnUoLjWZ+0mvWR2P0q7VoB3H5uLbxIqnOC+Ko3LuHw5MJD2iPH6epiL+o4XifcTi/wYAaiPdsA3aAEzIdbKlxs2gLTV+rq8NQKPI/T1WSZVIR9E4pKbDarnXUK50jK3l+53KY8uZzP288847Fw3J6fWkqzVoxyPY02tjxxG9VHd394Xfj4+hXOnbxeeRjtE//elPC/9tfOlp5Sv5uAMAE0s3bIM2AGNynWyp8TNoS82T62sDUO9yf39VUiXiUbzxWsnF8TE9hXW54+VURuPper8zMWhHixYtunD7tEoH7XiUdXrEdywO27kjoNMjrR9++OHCr06s9Mju1atXj/568ajreOry8U4JHz9/6ec2fiwAgNpJN2yDNgBZrpMtNUcGban5cn1tAOpV7u+tSqpU6UAam8z4O9XReDreb3qbOLLG05tPVG6snexzjKNwegR1sXIG7Tgml17XOj3KOy0+ltJTjUelR4n/8pe/LPxOedLPTXz/RcVfi8X3Hcfq+DGLjz/+Z3oq+Vj8hwrxYwEA1E66YRu0AbjIuT/+MfxiaDA7jElqvAzaUnPm+toA1KPc31mVVKl0TC0Wx8lyTXbsLZqO95t7HxOVDrhFU3mOTzzxxEX3Gytn0C6nOFbH04yPdW3q9H3nns9ESh9PcRCPp4NPf3284gg/2SEdAJi8dMM2aAMwKp5e/PevHHF6canJMmhLzV28vvbhN35X+NscACgVR9riEBmPZI6nti5XPEI4HTEno9bvNx4dPNbRzWMVj04uNdXnGI9gLh4pHZ9f7mjqaKLHGd82DtNxUI6j+FhDdlF6hPVYI/pE0s9NvK52URy745HY8TEVfz8tvl16ewCgttIN26ANQPjonXfCm1s2Z8cwSY2dQVuaHcXTkJ/9wGkvAQCqIV4vOw7csbHGegCgttIN26ANMIud/8tfwm/2P5MdwSQ1RwZtafZ09eK+sO/wLwp/ywMAAAA0rnTDNmgDzFJnT58OJ9vWZgcwSc2TQVuafd3b9kL49e//WPgbHwAAAKDxpBu2QRtglvnL+++Hn/f3Z4cvSc2XQVuanV2xcHvo3n+q8Lc/AAAAQGNJN2yDNsAs8d/nz4d3Xz4UTrS2ZEcvSc2ZQVua3d258mlHawMAAAANJ92wDdoAs8AHb78d3tyyOTt2SWruDNqSYut3Hw/nPjlf+M4AAAAAoL6lG7ZBG6CJffLRR+E3+5/JjlySZkcGbUnFvv3I7nD67fcK3yUAAAAA1K90wzZoAzSps6dPh5Nta7MDl6TZk0FbUmkre4+ED/98rvAdAwAAAED9STdsgzZAkzn/l7+EX+3dmx22JM2+DNqScs1ZOhAOv/G7wncPAAAAAPUl3bAN2gBNJF4r+9T6ddlRS9LszKAtabx+2H0onP3g48J3EgAAAAD1Id2wDdoATSAele1a2ZJyGbQlTdTVi/vCvsO/KHxXAQAAADDz0g3boA3Q4ByVLWm8DNqSyu3ethccrQ0AAADUhXTDNmgDNChHZUsqJ4O2pMkUj9Z+6fXfFL7bAAAAAJgZ6YZt0AZoQB+98054Y1NHdrySpDSDtqSpFK+t/eGfzxW+8wAAAACYXumGbdAGaCD/ff58eOfgwexoJUm5DNqSptq3H9kdTr/9XuG7EAAAAIDpk27YBm2ABhGPyn5zy+bsYCVJY2XQllRp3ftPFb4bAQAAAJge6YZt0Aaoc47KllRJBm1J1ejOlU+Hd8/+qfDdCQAAAEBtpRu2QRugjr3/x4/Dy8+9kh2pJKmcXj6xw6AtqSpdvbgv7Dv8i8J3KQAAAAC1k27YBm2AOnXs3/8jtPYeD6u2HQsndw5nhypJmqhXjw8YtCVVtR92Hwof/vlc4TsWAAAAgOpLN2yDNkCd+ctfz4ehF38+OmQXW997NJzq2JgdqyRpvAzakmrRnKUD4fTb7xW+ewEAAACornTDNmgD1JG33/ljWD948qIxu9ie4ZezY5UkjZdBW1ItW7/7eOG7GAAAAIDqSTdsgzZAHTh//v8XDp74XXbITnt1eH92sJKksTJoS6p1d658Ovz6938sfFcDAAAAULl0wzZoA8ywc+/9Kux78fXsgF3amt5j4XR3T3a0kqRcBm1J09EVC7eHfYd/UfjuBgAAAKAy6YZt0AaYQQd++btwpv3WcLr1ltDaezw7Ype2Y/CVcKK1JTtcSVJpBm1J09m9bS+ED/98rvCdDgAAAMDUpBu2QRtghnQceSP8f9YMhPmbt4Uzj/xDODTQmR2wcx3c/WJ2uJKk0gzakqa7OUsHwmtnfl/4jgcAAABg8tIN26ANMM0+PPfX8K9DB0bH7GLd21aHt5b/rzCy72B2wM51qm8gO15JUppBW9JM1b3/VOG7HwAAAIDJSTdsgzbANHrrvf8K39i676Ixu9jRLYvDzx69LGwePpEdsEvr7D8aTq5blx2wJKmYQVvSTLZ0wwGnIAcAAAAmLd2wDdoA02Tw1C/CZe1D2TE7dmVbf/j5U9eE1zfcU/b1tJ8ZPpQdsCSpmEFb0kz37Ud2h1///o+F74gAAAAAJpZu2AZtgBo7d/58eOInr2VH7NKWd20ZvZ72vw31ZQfsXCcGR7IjliTFDNqS6qGrF/eFl17/TeG7IwAAAIDxpRu2QRught754KPwfwZezI7XYzW8beXo9bQH9x7JDtilrek9Fk51dmaHLEkyaEuqp1bvPFr4LgkAAABgbOmGbdAGqJFj//c/wz9uHM6O1hN1ctP88OaPrg4dQ+VdT3tg6HA40dqSHbMkze4M2pLqre+2Puu62gAAAMC40g3boA1QA1uP/nt2qC63r6/vG72e9mtbfpAdsHMdGX4uO2ZJmt0ZtCXVY9cvHwpnfvt+4TsnAAAAgIulG7ZBG6CKPjz313D/vkPZkXqyFa+n/cLukeyAnet0z47soCVp9mbQllSvXbFwe9j10luF76IAAAAAPpVu2AZtgCr51R8+CDf27M+O01Ptue7HRq+n3TuSH7BL6x54JZxsW5sdtSTNzgzakuq9lb1HwrlPzhe+owIAAAAwaANU3bNv/SZc1j6UHaUr7c11d4Q3nvpmWL+zvOtpv7j7peyoJWl2ZtCW1AjdufLpcPaDjwvfWQEAAACzXbphG7QBKtRy8ER2iK5WN23sDWee+Kfwas+K7ICd6+TO4eywJWn2ZdCW1CjNWToQXjvz+8J3WAAAAMBslm7YBm2AKTr70cfh/wy8mB2hq93jXZtGTz2+f+T57IBd2vreo+FUx8bsuCVpdmXQltRo9b34ZuG7LQAAAGC2SjdsgzbAFJx692z4586R7Phcq+L1tH/26GVh257j2RG7tD3DL2fHLUmzK4O2pEbs+5sPuq42AAAAzGLphm3QBpikHSfO1Ox62RMVr6d9uvWW0NZX3qj96vD+7MAlafZk0JbUqM1dsTe8e/ZPhe/AAAAAgNkk3bAN2gBlOnf+fHj0+VezQ/N0dcem7eHM45eHQwOd2QG7tDW9x8Lp7p7syCVpdmTQltTIXb24L5x++73Cd2MAAADAbJFu2AZtgDJ8eO6v4V+HDmRH5umurWfd6PW0R/YdzI7Ype0YfCWcaG3JDl2Smj+DtqRG74qF28PzR98ufFcGAAAAzAbphm3QBpjAOx98FG7s2Z8dl2eqg10PjV5Pe/PwieyIXdrB3S9mhy5JzZ9BW1Kz1L3/VOG7MwAAAKDZpRu2QRtgHG+991/hnztHsqPyTHZlW3/4Wdst4dTafwmtveVdT/vUjr7s2CWpuTNoS2qmfth9KJz75HzhOzUAAACgWaUbtkEbYAwv//rdcFn7UHZQroeK19P+6WB3dsAurbP/aDi5bl128JLUxB0xaEtqrr7b+mz48M/nCt+xAQAAAM0o3bAN2gAZg6d+kR2R663ubatHr6c9uPdIdsQu7ZnhQ/nBS1LzZtCW1ITNXbE3vHv2T4Xv3AAAAIBmk27YBm2AEi0HT2TH43rt6JbF4c0fXR06hsq7nvaJwZH86CWpOTNoS2rS5iwdCGd++37hOzgAAACgmaQbtkEboODc+fPhof1HsqNxPRevp33mx98IxzctKet62mt6j4VTnZ354UtS82XQltTEXbFwe3jp9d8UvpsDAAAAmkW6YRu0Af7Hh+f+Gv7PwIvZwbgRmr95WzjzyD+EF3aPZEfs0nbtOhxOtLbkxy9JzZVBW9IsqO/FNwvf1QEAAADNIN2wDdrArPfOBx+FG3v2Z4fiRqp4Pe3ekfyIXdqR4efy45ek5sqgLWmWtLL3SOG7OwAAAKDRpRu2QRuY1U69ezb848bh7EDciMXrab/x1DfD+p3lXU/7dM+O/AAmqXkyaEuaRd3b9kI498n5wnd6AAAAQKNKN2yDNjBrHfjl78Jl7UPZYbhR+/r6vvDzp64Jr235QXbALq174JVwsm1tfgST1BwZtCXNsuau2BvOfvBx4Ts+AAAAoBGlG7ZBG5iVdpw4kx2Em6HlXVtGr6f93Mgz2RG7tAO7D+RHMEnNkUFb0izs+uVD4cxv3y985wcAAAA0mnTDNmgDs07LwRPZIbiZGt62Mvzs0cvCtj3HsyN2aSd3DueHMEmNn0Fb0izt6sV94fAbvyt8BwgAAAA0knTDNmgDs8a58+fD/fsOZQfgZuzkpvnhdOstoa1v4lF7fe/RcKpjY34Mk9TYGbQlzfJ2vfRW4btBAAAAoFGkG7ZBG5gVPjz313Br73PZ4bdZK15P+9XtLdkRu7Q9wy/nxzBJjZ1BW5JC597XC98VAgAAAI0g3bAN2kDT+9UfPgjf2LovO/o2e/F62m8t/19hZN/B7Ihd2rFdz+QHMUmNm0FbkkYzagMAAEDjSDdsgzbQ1N5677/CP24czo69s6Xnuh8bvZ725uET2RE7bU3vsXC6uyc/iklqzAzaknSh1TuPFr5LBAAAAOpZumEbtIGmZcz+tDfX3RFOrf2X0No78fW0dwy+Ek60tuSHMUmNl0Fbki7qh92HCt8tAgAAAPUq3bAN2kBTOvZ//9OYnXTTxt5w5ol/CocGOrMjdmkHd7+YH8YkNV4GbUm6JKM2AAAA1Ld0wzZoA03n5V+/Gy5rH8oOu7O5x7s2jV5Pe3DvkeyIXdqpHX35cUxSY2XQlqRs97a9EM59cr7wHSQAAABQT9IN26ANNBVj9vjF62m/+aOrQ8fQxNfT7uw/Gk6uW5cfyCQ1TgZtSRozozYAAADUp3TDNmgDTcOYPXFXtvWHn7XdEo5vWlLW9bSfGT6UH8gkNU4GbUkatzhqf/jnc4XvKAEAAIB6kG7YBm2gKRizy++OTdvDmccvD/821JcdsUs7MTiSH8kkNUYGbUmasLkr9hq1AQAAoI6kG7ZBG2h4I2/+KjvcauzaetaNXk+7dyQ/Yqet6T0WTnV25ocySfWfQVuSysqoDQAAAPUj3bAN2kBDM2ZPvYNdD4U3nvpmWL9z4utp79p1OJxobcmPZZLqO4O2JJXdtx/ZHd49+6fCd5oAAADATEk3bIM20LCM2ZVVvJ72a1t+kB2xS3t1eH9+LJNU3xm0JWlSXb98yKgNAAAAMyzdsA3aQEMyZlen0etpP/IP4YXdI9kRu7TTPTvyg5mk+s2gLUmTzqgNAAAAMyvdsA3aQMPZceJMdpzV1Oretjr87NHLwrY9x7Mjdlr3wCvhZNva/GgmqT4zaEvSlLp6cV8489v3C9+BAgAAANMp3bAN2kBD6TjyRnaUVWUd3bI4nG69JbT1TTxqH9h9ID+aSarLXv9Jn0FbkqaYURsAAABmRrphG7SBhmHMrl3xetpnfvyN8Or2luyIXdrJ/qHscCap/jJoS1JlGbUBAABg+qUbtkEbaAjG7No3f/O20etp7x95Pjtip63vPRpOdWzMjmeS6iuDtiRVnlEbAAAAple6YRu0gbpnzJ6+itfT3jx8Ijtkp+0Zfjk7nkmqrwzaklSdjNoAAAAwfdIN26AN1LVHn381O7yqdh3fvDCcWvsvobV34utpH9v1THZAk1Q/GbQlqXrFUfvds38qfKcKAAAA1Eq6YRu0gbplzJ6Zvr6+L/z8qWvCoYHO7Iidtqb3WDi9ZWt2RJNUHxm0Jam6Xb98yKgNAAAANZZu2AZtoC4Zs2e25V1bRq+nPbLvYHbITtsx+Eo40dqSHdIkzXwGbUmqfkZtAAAAqK10wzZoA3XHNbPro+FtK8ObP7o6dAxNfD3tg7tfzA5pkmY+g7Yk1aZvP7I7fPjnc4XvYAEAAIBqSjdsgzZQV7Ye/ffsuKqZ6eSm+eH4piVlXU/71I6+7JgmaWYzaEtS7Zq7Yq9RGwAAAGog3bAN2kDdGHnzV9lRVTNX8Xra/zbUlx2x0zr7j4aT69ZlBzVJM5dBW5Jqm1EbAAAAqi/dsA3aQF14+dfvZgdVzXyPd20Kby3/X2Fw75HskJ327O6D2UFN0sxl0Jak2ndv2wvh3CfnC9/ZAgAAAJVKN2yDNjDj4ph9WftQdkxVffRc92Phjae+GdbvnPh62icGR7KjmqSZyaAtSdOTURsAAACqJ92wDdrAjHrrvf8K/7hxODuiqr56c90d4bUtP8iO2Glreo+FU52d2WFN0vRn0Jak6SuO2gAAAEDl0g3boA3MmF/94QNjdgN108becOaJfwov7B7JDtlpu3YdDidaW7LjmqTpzaAtSdPbD7sPFb7bBYDm89Of/jS88847hf8FEzt27Fj45S9/Wfhf1eHrEGB2SDdsgzYwI9754KPwja37ssOp6rfi9bR7R/JDdtqrw/uz45qk6c2gLUnTn1EboH7MnTs3fOYznxnts5/9bBgZGSn8Tnm+8pWvXHj7tC996UujXXvttWHjxo3h448/LrzF5FTy+OL7jI8hfVzF+yk+vvj4V69ePeXxLz6em266KXzuc5+75P188YtfDE888UT4wx/+ULh1ear1OSk+z6VLlxZ+Z2ric/j7v//70fuMzzM+35w4zH7+858fvd2Xv/zlwq9eaqzPy3jFr6Gc+Fji7//d3/3d6PuMj6Ec8WMSPz7x8T7//POjvxYf1xe+8IVL3vdkih+fOCaPJz6X+DmK77/07ePHJT6n+DGfzJ+ZN954Y/TPWu7rMH5cxvr4AdDY0g3boA1Muw/P/TXc2LM/O5iq/vtJ9w/C6dZbQlvf8eyQnXa6Z0d2YJM0fRm0JWlmWr3zaOG7XwBmShxaS0e18YbIUnG4S992vOLQ1t3dXXjL8kzn44s9/PDDhbecWBwQyx1lJ/Pca/Wc40A6FQMDA9n7yx1RHIfh4u/HgXksk/28xHIjeu5+4kBdzhCcfu6KY298Tul9TbWxxuP4uR3rH4Dkiv8gIn6dTSSO87m3Ly0+ZwCaS7phG7SBaRXH7Ft7n8sOpWqMrmzrDz9ruyW8ur0lO2KndQ+8Ek62rc2ObJKmJ4O2JM1cnXtfL3wXDMBMiEcm54avco9WTgfMOMLGwSwtjprp/cYmc7RwrR9f7mjcsY4+TsWjgHNHwsYBMh5dHQfoeP+lv1/OOFnt51z87+MNzOMpPo/Skb2SQXuiz0uuOKyXSu8n7Tvf+U7hFmOL91m8fTpAx8G59H0XSz8G8XOdu00sd5R4HN+LR6+nxdsvWrRotPjfSz/O8X/Hr4mxlP6Dg/i44p+xYvGo7fT3AWgu6YZt0Aamzbnz58M9uw9mR1I1Vnds2h7OPH552D/yfHbITjuw+0B2ZJM0PRm0JWlmM2oDs8n2/+cfqlql4oCWDmHF/17ukcrlDJjxNqXDdrmnhZ6OxxdP5106NI53iu94lG16+zg4jnX0cxyh47haHCnj45lItZ9z8VThscmeujwO8MW3LT2yuFqD9ni3m0h6P6Wfk4n+AUD6cS73dNzp1/Fkrnkdv97ToXqiI/bjSJ3ePjbWn5n0H1aMNeQXvw7jP+AAoLmkG7ZBG5g29+87lB1H1Zi19awLP3v0stC1e+JTj5/sH8oObZJqn0Fbkma+XS+9VfiOGKC55UbpSqpEenrlOO7FUa/4v+MIWo5yh8n4vtIxMB41OpHpfHxxpE4fXxxvxxKHweLt4pgY38dEitc3nmhkrcVzjmN78X+P97xy0ucax/Dif4/lBt1yP97l3m4i6f3Ej1c6uo817hZN16AdT3+e/qOC+DVTzj/oiM8tHatzn7t4P8Xfr+TjCEDjSjdsgzYwLR59/tXsKKrG7mDXQ+HU2n8Jrb3jj9rre4+Gk+vWZcc2SbXNoC1JM98VC7eHw2/8rvCdMUDzyo3SlVSJ9Lq78ZTGpdduLuf02JMZJuMplYu3jUfTTmS6H1881XjxtmONx3GQTh9D7jTYlajFc07vI/7nRKN6URxii4Nq8WNXvN9YPQ7a6cAbn+t4o/N0DdqlpwSPpx4vVzyKO33b0iE8PT39ZK6zDkDzSDdsgzZQc+0vn8qOoWr8itfTPjTQmR2y0/YMv5wd2yTVNoO2JNVHVy/uC2d++37hO2SA5pQbpSupEsXrR8fhL46eUXq93ThAT2Qyw2TpsFd8n2OZ7seXjoNj3TZ9/+UeMT0ZtXrO6X2Ue+ry9ONRfJvi/47V26BdPJ12epT2eEekT9egHYfm4ttM9msm/qOC9FTq8fOYSj9H8R8fADD7pBu2QRuoqY4jb2SHUDVP8zdvC2ce+Ycwsu9gdshOO7brmezgJql2GbQlqX66fvlQOPvBx4XvlAGaT26UrqSpikeJFoew9MjO9IjQcobGyQyT6dGzsTjWjWUmHl96dHS8dnVOHJqLtxnrutlTVcvnnJ4uvNzrKBdPkx2fc/Go7uJ9xOpt0C7eT+nXWelRzUXTNWinpw0f77rZY0lP+156ZoP0ayZW7TMGAFD/0g3boA3UzMibv8oOoGq+uretHr2e9ubhE9khu9ia3mPh9Jat2dFNUm0yaEtSfTV3xd5w7pPzhe+YAZpLbpSupKlKR7J0ZEtPMx2Lg+F4JjNMpteDnmhUne7HF+83vc5x7kjoOOoWfz9W7qBZrlo/53SMneg+0lE4Pcq5+Guxeh20o3KO0p6OQbv0a2a8f8QxlvQ5xtJTxsej+NMjuOM/PpjKaA5A40o3bIM2UBMHfvm77PCp5u3olsXh+KYlE15Pe8fgK+FEa0t2eJNU/QzaklR/3dv2QuG7ZoDmkhulK2mqiiNYHMBKR7b0WtLxv49nMsNkuaeCjqbz8cVRMD0ld3pEcqp0WKy2Wj/n9Aj00lNXl0rfXzy6u6j4a7F6HrRLj9KOtys1HYN2egT1VE8JHq+bXryPWOlzST8GxeIR/vF9A9D80g3boA1U3cu/fjdc1j6UHT3VvMXraZ/58TfCvw31ZYfstEPDL2SHN0nVz6AtSfXZ6p1HC989AzSP3ChdSVORnn46N2ymvx9HuPGOKi13mEyPzo6lI2mpWj2+eNs46qbF4S89+jn+97EeWznX2J6qWj3n9HHGAbb462ON9lEc+OPvl759VHz7WLUG7YmKjyWOujnjvb90lM9du3o6Bu306368j8d44uejeB+x+JxLxfdT/JylxVPnOw05QHNLN2yDNlBVb733X8bsWVzxetqDe49kh+y0Uzv6suObpOp2cnePQVuS6rS+F98sfBcN0Bxyo3QlTUV6NPJY4216GuPxTmE83qAYR9f4++mwGJvoCONaPb6Jio9rvJEynoa8eNs4hlbTdH1O4oBf/L2xrgEef714m4cffrjwq39T/PXYdA3asXj7nPHeXxzs05G3dNidjkE7PSq+kq+Z4n3ExvpYxKPS44Cd3rZYHPTH+kcBADS2dMM2aANVc/ajj8M3tu7LDp2aPcXrab/5o6vD+p3jX0+7s/9oOLluXXaAk1S9DNqSVN+99PpvCt9NAzS+3ChdSZMVR+biyDfekb5z5869MIaNd3rwyQ6TcXAb7+jimXp85Qx+6TWuqzlo1/I5l468cQgv/l7uqOUoXt88/n58TKVHcRffNlatQTs+59Ij50sb62jyid5f+jkrfb7TPWiP9fEuR/E+YnG4Hk/8HBc/h2nx8zneP4QAoDGlG7ZBG6iKc+fPh38dOpAdODX7Orlpfnhtyw+yQ3bas7sPZgc4SdXLoC1J9d0VC7eHM799v/BdNUBjy43SlTRZ6SmQ40A6lvTav7lhs6jcwTgeXVzOmFbLx5cOnnEUjEfspsNfHFbHGwvTI5fHG2sna7qecxTH8vg8i79fep3l9NTmudG8+Huxag3alXwsJ7qf+DGKH6vibdKj0qdj0E4/t1N9nvH9FO8jFk9BXo74uYwjevq28WPhSG2A5pJu2AZtoCqe+Mlr2WFTs7Ovr+8LP3/qmvDC7pHskJ12cudwdoSTVJ0M2pJU/81ZOhDePfunwnfWAI0rN0pX0mSlp5yOp5OOg+BYpcNnvH50Trxd8Ta5I23jqFY6mo6nlo8vNyjGgTcdNsc7ijYO4MXbxaplup9zetRy6enf44hd/L3cqc+LvxdrhEE7ih/T4m3iP6woHgE/HYN2+vhiU5H+Q4b4+Z+s9FT5sXiWBACaR7phG7SBiu04cSY7amp2t7xry+j1tHtH8kN2sTW9x8Kpzs7sECep8gzaktQYzV2xN3z453OF77ABGlNulK6kyYhHq6bD1mQaawSr1jAZzdTjKz2Kt/Ray0XxyNbibWLlDJoTmYnnHI9CL/5+fN7FI37Tj8NYH6vi28UaZdCOA3Z6/fHiUdrTMWjH2xRvH4sf48lKj/Ke6mnLS0ftco/yBqD+pRu2QRuoyMu/fjc7Zkqx4W0rwxtPfXPC62nv2nU4nGhtyY5xkirLoC1JjdO9bS+Ec5+cL3ynDdB4cqN0JU1GesrsqVTJgFmOmXx8411ruSgOo8XbxNLTV0/VTD3n9FTUxSO90+s9x6Oac4q/H6vk412tr5ty7yf9OBeP0r722msv/FqtBu2oePvYVL5m0uF9vGunjyc+1vRxTOasCQDUt3TDNmgDU/arP3wQ/nHjcHbIlIrF62m/ur0lO2SnvTq8PzvGSaosg7YkNVYre48UvtsGaDy5UbqSJiMdMSc6tXWx9MjWOHiWircp/n4lw2Q0k4+v9Ojr+HY56enB09NXT9VMPec4YhdvEx9DehRzPEp7rCOJi28Ta6RBOz6/+PvF28ZhOZ5uvfi/azloxyPpi28Tr9k+GaVfl+Vch34s6f2Md614ABpLumEbtIEp+fDcX8M3tu7LDphS2k0be8OZJ/4p7B95Pjtkp53u7skOcpKmnkFbkhqv7v2nCt91AzSW3ChdSeVKh7E4WJY7xKanKs6NcdUaJuvh8aVHwsajd3PS03XHxjqSOSee5jl9XjP5nONjKZ5ePJYenT3eUcDF28QaadCO0mugx/F+uo7QTv/xQKzcUTp+PaSPsZJ/QFF6mnkAmke6YRu0gSn516ED2fFSyvV416bws0cvC9v2HM8O2cW6B14JJ9vWZkc5SVPLoC1JjdnzR98ufOcN0Dhyo3QllSsdQeORqeUqPUK09FTF1Rom6+HxxaGxeNs4+o11lHIcfIu3i8XHPpF4RPDnPve5i67PPdPPOR1L00ZGRgq3uFR6u0YbtKP0iPh00K/loB3/8UD6dvH9TvT+4tukZwOI5d4mfi2WM5CnX7PxH24A0DzSDdugDUxay8ET2dFSGq/nuh8Lp1tvCa2944/aB3YfyI5ykqaWQVuSGrMrFm4Pp99+r/AdOEBjyI3SlVSudFAbb7DMSUfAuXPnFn71b6o1TNbD44tHv6an8x7resdx6E7H0FgcCeORuMVTOcf7iu873kf63NLxcaafc3q7cm4fpbdtxEE7PUo7rZaDdhQfZ+nXTPwHDfEfJ6Ti7eJR/+nnN5b7Bw/x67D4+/G05vE5lB7BHe8/HcbjY3D9bIDmkm7YBm1gUgZP/SI7Vkrl9Oa6O8Khgc7skJ12sn8oO8xJmnwGbUlq3K5e3BfePfunwnfiAPUvN0pXUjnS0S8eJTzZ0xbHUbb49qWnPa7GMFlPj+873/nOhduPd73jOBSWjo4TFR9b8ajvennO6UAbm+gU6ultqzVol1vuNPCT/fxGpUc+x2o9aEfxHy2UjtrlNN7R++k/wEhLT5+fNtY/0gCgcaUbtkEbKNux//uf4bL2oexQKZVT8XraI/sOZofsYut7j4aT69ZlxzlJk8ugLUmN3dwVe8O5T84XviMHqG+5UbqSyhGP4C0OWpM5tXVReiRoLD2aeCqDYql6enylp/MuHnGdE0fkdAAfqzhixtvF00gX1ctzTq+dHR9ncXAfS/G2sUoG7dKPcznlTpU9la+/+L7jPyJI77vc61rH91F8m8kO2lH8ehprbC4tvq/0FPU58Wjrcu4v/uOMie4LgMaUbtgGbaAs73zwUfjHjcPZkVKaTMXraW8ePpEds4vtGX45O85JmlwGbUlq/H7YfajwXTkApeKQFYfL2FRGuCgewVq8jzgIFsUBtPjr5R7lWqreHl96XxMNvFF8zHFQjreP1yqOA2MsnlI6DqW5o6/r5TnHkb1423IGz3ha9eLtc89rMu87fmyKty2nOF6XSh9/uZ/fKH7Mi28Xj1ou9wj5iZ5/ueLnKx4NX/xaSYtfN5M9LXgcyuP9xaPPi/cT//tkPy4ANJ50wzZoAxP68Nxfw409+7PjpDSVDnY9FF7fcM+E19M+tuuZ7EAnqfwM2pLUHPW9+Gbhu3MAAABofumGbdAGJnTP7oPZUVKaale29Yeftd0S/m2oLztkF1vTeyyc3rI1O9JJKi+DtiQ1R1cs3B5eO/P7wnfoAAAA0NzSDdugDYyr/eVT2UFSqrQ7Nm0PZx6/PAzuPZIds4vtGHwlnGhtyQ51kibOoC1JzdOcpQPh7AdTPwUoAAAANIp0wzZoA2N69q3fZIdIqVq19awLb/7o6tAxNP71tA8Nv5Ad6iRNnEFbkpqrO1c+Hc59cr7wHTsAAAA0p3TDNmgDWafePRsuax/KjpBSNYvX0z6+aUl2yE473bMjO9ZJGj+DtiQ1X6t3Hi181w4AAADNKd2wDdrAJd754KPwz50j2fFRqnbxetpvrb4xvLB7JDtkF+vsPxpOrluXHewkjZ1BW5Kas32Hf1H47h0AAACaT7phG7SBi5w7fz7c2vtcdniUatX8zdvCmUf+IfSO5MfsYs/uPpgd7CSNnUFbkpqzKxZuD2d++37hu3gAAABoLumGbdAGLvLo869mB0ep1nVvWx3eeOqbYf3O8a+nfXLncHa0k5TPoC1Jzdv1y4fCh38+V/hOHgAAAJpHumEbtIELRt78VXZolKaro1sWh1d7VmSH7GJreo+FUx0bs8OdpEszaEtSc3dv2wuF7+YBAACgeaQbtkEbGPWrP3wQLmsfyo6M0nQVr6d95sffCPtHns+O2cV27TocTrS2ZMc7SRdn0Jak5m/97uOF7+oBAACgOaQbtkEbGL1u9o09+7MDozTdxetpv7XiH8O2PcezY3axV4f3Z8c7SRdn0Jak2dFLr/+m8N09AAAANL50wzZoA6Hl4InssCjNVMPbVobTrbeEtr7xR+3T3T3ZAU/Spxm0JWl2dPXivvDr3/+x8B0+AAAANLZ0wzZowyx34Je/yw6K0kx3ctP8cKSvPTtkF+seeMWpx6UJen17h0FbkmZJ335kdzj3yfnCd/oAAADQuNIN26ANs9g7H3wU/nHjcHZMlGa6r6/vCz9/6powsu9gdswudmD3geyIJ+lvvd690aAtSbOopRsOFL7bBwAAgMaVbtgGbZil4nWz/8/Ai9khUaqXlndtGb2e9ubhE9kxu9jJ/qHskCfJoC1Js7G+F98sfNcPAAAAjSndsA3aMEu5brYapXg97VNr/yW09o59Pe31vUfDyXXrsmOeNNszaEvS7Oy1M78vfOcPAAAAjSfdsA3aMAsd+7//mR0OpXrt9MY7w08Hu7NjdrE9wy9nxzxptmfQlqTZ2ZylA+HDP58rvAIAAACAxpJu2AZtmGXOfvRx+OfOkexoKNVrN23sDWee+KcwuPdIdswudnxoX3bQk2ZzBm1Jmr19f/PBwqsAAAAAaCzphm3QhlnmX4cOZAdDqd57vGtTePNHV4eOobGvp72m91g4vWVrdtSTZmsGbUma3e07/IvCKwEAAABoHOmGbdCGWaTjyBvZoVBqlJ7rfiwc37Rk3Otp7xh8JZxobckOe9JszKAtSbO7KxZuD++e/VPhFQEAAAA0hnTDNmjDLOG62WqW3lx3R/jJ8GB2zC52aPiF7LAnzcYM2pKkO1c+XXhVAAAAAI0h3bAN2jALfHjur66braapeD3t3pH8mF3sdM+O7LgnzbYM2pKkWOfe1wuvDgAAAKD+pRu2QRtmgfv3HcoOg1Kjtqp7Y3jjqW+G9TvHvp52Z//RcLJtbXbgk2ZTBm1JUrHTb79XeIUAAAAA9S3dsA3a0OR2nDiTHQSlRu9g10PhtS0/yI7ZxZ7dfTA78EmzKYO2JKnY9cuHwod/Pld4pQAAAAD1K92wDdrQxE69ezZc1j6UHQOlRu/Ktv7ws7ZbwnMjz2TH7GIndw5nRz5ptmTQliSl/bD7UOHVAgAAANSvdMM2aEOTitfN/sbWfdkhUGqW7ti0Pbz15D+HbXuOZ8fs2JreY+FUx8bs0CfNhgzakqTSnj/6duFVAwAAANSndMM2aEOTemj/kewAKDVbbT3rwunWW0Jb39ij9q5dh7NDnzQbMmhLkkq7enFfePfsnwqvHAAAAKD+pBu2QRua0Mibv8oOf1Kzdnjr0vDq9pbsmF3s1eH92bFPavYM2pKkXN9tfbbw6gEAAADqT7phG7ShybzzwUeum61ZV7ye9pkffyOM7DuYHbOLne7uyQ5+UjNn0JYkjVX3/lOFVxEAAABQX9IN26ANTeZfhw5kBz+p2Zu/eVt4a8U/hs3DJ7Jjdqx74JVworUlO/pJzZpBW5I0Vlcs3B5Ov/1e4ZUEAAAA1I90wzZoQxNxqnHN9rq3rQ6n1v5LaO0d+3raB3YfyI5+UrNm0JYkjde3H9kdzn1yvvCKAgAAAOpDumEbtKFJnP3o4/CPG4ezI580mzq6ZXE4NNCZHbOLneobyA5/UjNm0JYkTdTK3iOFVxUAAABQH9IN26ANTeKe3Qez45402ypeT3t478vZMTu2vvdoOLluXXb8k5otg7YkqZxeev03hVcWAAAAMPPSDdugDU3Aqcali1u8dWt486k5oWNo7Otp7xl+OTv+Sc2WQVuSVE5zlg6Esx98XHiFAQAAADMr3bAN2tDgnGpcyje8bWU4vmnJuNfTPj60LzsASs2UQVuSVG73tr1QeJUBAAAAMyvdsA3a0OAe2n8kO+ZJGggnN80P/zbUlx2zY2t6j4VTnZ3ZEVBqlgzakqTJ9PzRtwuvNAAAAGDmpBu2QRsa2LNv/SY74kn6W19f3xd+/tQ1oXckP2jHdgy+Ek60tmSHQKkZMmhLkiaTU48DAABQD9IN26ANDSqeavyfO0eyI56kT1vetSW82XpTWL9z7OtpHxp+ITsESk3R6haDtiRpUv2w+1DhVQcAAADMjHTDNmhDg3Kqcan84vW0X9vyg+yYXex0z478GCg1QQZtSdJkO/zG7wqvPAAAAGD6pRu2QRsa0IFf/i472kkauzfX3RFe2D2SHbNjnf1Hw8m2tdkxUGr0DNqSpMl2/fKhcO6T84VXIAAAADC90g3boA0N5sNzf3WqcWkK3bSxN5x54p/Ctj3Hs4N27NndB7NjoNToGbQlSVNp9c6jhVchAAAAML3SDdugDQ3m0edfzY51kibu8a5N4XTrLaGtb+xR++TO4ewgKDVyBm1J0lQ7/fZ7hVciAAAAMH3SDdugDQ3k5V+/mx3pJJXfc92PhVe3t2TH7Nia3mPhVMfG7CgoNWoGbUnSVJu7Yq9TjwMAADDt0g3boA0NwqnGpeoVr6e9f+T57KAd27XrcHYUlBo1g7YkqZI6975eeFUCAAAA0yPdsA3a0CCe+Mlr2WFO0uQbvZ72qjlh8/CJ7KAde3V4f3YYlBoxg7YkqZKuWLg9/Pr3fyy8MgEAAIDaSzdsgzY0gGP/9z+zo5ykqdfWsy6cWvsvobU3fz3teOrx09092XFQarQM2pKkSrtz5dOFVycAAABQe+mGbdCGOnfu/Pnwja37soOcpMo62PVQODTQmR20Y90Dr4QTrS3ZgVBqpAzakqRq1Pfim4VXKQAAAFBb6YZt0IY651TjUu26sq0//KztljCy72B20I4d2H0gOxBKjZRBW5JUjeKpx989+6fCKxUAAAConXTDNmhDHXOqcan23bFpe3jryX8OHUNjX0/7VN9AdiSUGiWDtiSpWt3b9kLh1QoAAADUTrphG7ShTjnVuDR9xetpH9+0ZMzraXf2Hw0n1/3PbTJDodQIGbQlSdVs3+FfFF61AAAAQG2kG7ZBG+rU1qP/nh3eJNWmo1sWh38b6ssO2rE9wy9nh0KpETJoS5Kq2ZylA+HsBx8XXrkAAABA9aUbtkEb6tDZjz4Ol7UPZUc3SbUpXk/7zI+/EQb3HskO2rHjQ/uyY6FU7xm0JUnV7vubDxZevQAAAED1pRu2QRvq0EP7j2QHN0m1bf7mbeHN1pvC+p3562mv6T0WTnV2ZgdDqZ4zaEuSatHhN35XeAUDAAAA1ZVu2AZtqDOn3j2bHdokTU/d21aH17b8IDtoxwaGDocTrS3Z0VCq1wzakqRaFE89fu6T84VXMgAAAFA96YZt0IY6c2vvc9mRTdL0Fa+n/cLukeygHTs0/EJ2NJTqNYO2JKlWrd99vPBKBgAAAKon3bAN2lBHBk/9IjuuSZreitfT7h3JD9qx0z07ssOhVI8ZtCVJteqKhdvD2Q8+LryiAQAAgOpIN2yDNtSJD8/9Nfxz50h2XJM0/S3v2hJOr/1/Q1vf8eyg3dl/NJxsW5sdD6V6y6AtSaplSzccKLyqAQAAgOpIN2yDNtSJloMnsqOapJlreNvK8Or2luygHXtx90vZ8VCqtwzakqRad/rt9wqvbAAAAKBy6YZt0IY68NZ7/xUuax/KDmqSZraTm+aH/SPPZwft2Mmdw9kBUaqnDNqSpFo3d8XewqsbAAAAqFy6YRu0oQ7cs/tgdkiTNPN9fX1feKvl+rBtT/7U42t6j4VTHRuzI6JULxm0JUnT0b7Dvyi8wgEAAIDKpBu2QRtm2IFf/i47okmqn+L1tE+tmx9ae/Oj9q5dh7MjolQvGbQlSdPRnKUD4dwn5wuvdAAAAGDq0g3boA0z6Nz58+EbW/dlBzRJ9dW+nh+FQwOd2UE79urw/uyQKNVDBm1J0nS1fvfxwqsdAAAAmLp0wzZowwzaevTfs8OZpPrszXV3hJF9B7ODdjz1+OnunuyYKM10LxzfaNCWJE1LVyzcHs5+8HHhFQ8AAABMTbphG7Rhhpz96ONwWftQdjSTVJ/dtLE3nFk1J2wePpEdtbsHXgknWluyg6I0k714fJNBW5I0bS3dcKDwqgcAAACmJt2wDdowQx7afyQ7mEmq7x7v2hSOb1oy5vW0D+w+kB0UpZnMoC1Jmu5Ov/1e4ZUPAAAATF66YRu0YQacevdsdiiT1Bg91/1Y+LehvuygHTvVN5AdFaWZyqAtSZru5q7YW3j1AwAAAJOXbtgGbZgBt/Y+lx3JJDVO8Xrag3uPZAftzv6j4eS6ddlhUZqJDNqSpJlo3+FfFF4BAQAAwOSkG7ZBG6bZ4KlfZMcxSY3VHZu2h39vuT50DOWvp/3M8KHssCjNRAZtSdJMNGfpQDj3yfnCKyEAAAAoX7phG7RhGn147q/hnztHsuOYpMarrWddeG3LD7KDduz40L7suChNdwZtSdJMtX738cKrIQAAAChfumEbtGEatRw8kR3FJDVuB7seCi/sHskO2mt6j4VTnZ3ZgVGazgzakqSZ6oqF28PZDz4uvCICAACA8qQbtkEbpslb7/1XuKx9KDuISWrcrmzrDz9ruyX0jlw6aMcGhg6HE60t2ZFRmq4M2pKkmWzphgOFV0UAAABQnnTDNmjDNFm+7+XsGCap8YvX035zza1h/c789bSPDD+XHRml6cqgLUma6U6//V7hlREAAABMLN2wDdowDU4cORMW3r4m3L/pGUdpS03app628Or2luygHTvdsyM7NErTkUFbkjTTzV2xt/DqCAAAACaWbtgGbZgGjy/aEv712idGWzRvXbin69nsICapsTu6ZXHYP/J8dtDu7D8aTratzY6NUq0zaEuS6qF9h39ReIUEAAAA40s3bIM21NjLL5y6MGan3bdoc7hrm2FbaqZGr6e95uawbc/x7Kj94u6XsmOjVOsM2pKkemjO0oFw7pPzhVdKAAAAMLZ0wzZoQw198tdPwpK5bdlBu9iyh3vDLd37s+OYpMZr/uZt4fTa/ze09eVH7ZM7h7ODo1TLDNqSpHqp78U3C6+WAAAAYGzphm3Qhhp6Yc/R7Iida9nKwTCncyQ7kElqrLq3rQ6HBjqzg/b63qPhVMfG7Ogo1SqDtiSpXnKUNgAAAOVIN2yDNtTIB3/404RHZ+daumFfuHLDcHYkk9Q4xetpj+w7mB21d+06nB0dpVpl0JYk1VOO0gYAAGAi6YZt0IYaef7QtvDjhzdlR+uJWnj7mrB4y/5wWftQdiiTVP/F62m/1XJ92Dx8Ijtqvzq8Pzs8SrXIoC1JqqccpQ0AAMBE0g3boA018Kc/vx9W9FwTHt36T6F164Lw1PKO7HA9UYvmrQsLup/NjmWS6r/lXVvCqXXzQ2vvpdfTXtN7LJzu7smOj1K1M2hLkuotR2kDAAAwnnTDNmhDDTz76rrRMTtt7eZlYcV9Uxu2lyzpCvN6DNtSIza8bWX4t6G+Swbt2I7BV8KJ1pbsAClVM4O2JKnecpQ2AAAA40k3bIM2VFl6dHauts7l4ZEFG7LD9UQte7g33NT1dHY0k1S/ndw0PwzuPZIdtQ/sPpAdIKVqZtCWJNVj3ftPFV5FAVTuD3/4Q3jiiSfC0qVLw/PPP1/41cocO3YsPPzww6P3+ZWvfCXcdNNNF+7/l7/8ZeFWlYn3U3zcxeL7/OlPf1q4Rfni403vI35MylWNj198zMX3X07vvPNO4S3z3njjjQuP6ctf/nKYO3fu6POKz7MWqv25qObXTvFzG+8z3sdkPrc58e0HBgZG7zM+5/ixHku1Pq+5+yk+n1g1Pq9T+RzGj8Xq1atHbzuVr/2Z/HPX6H/mACaSbtgGbaiy3NHZudZteDw8MK8tO1xP1LIf7wpzOkeyw5mk+uvr6/vCm223h46h/PW0T/UNZEdIqVoZtCVJ9dgVC7eHsx98XHglBVCZOAZ95jOfGe3v/u7vCr86NXEkivdRvL+x+tznPjc69nz88eT/vywOR1/60pey91ss3n8clsq9/9LHvGjRosLvTKzSj18cytL3XU7f+c53Cm99sThKXnvttdm3KfaFL3whjIyMFN6iMtX8XNTiayf3sY1vP94IPZ54f6WP8bOf/Wx2iK3W57Xc+/n85z8/OqJOZhSOKvkcVvq1P1N/7hr5zxxAudIN26ANVTTR0dm51q1bFe6/fU12uB6vu29cFZZu2Beu3DCcHdAk1VfxetrHNy3JDtqd/UfDyXXrskOkVI0M2pKkem31zqOFV1MAlanWoB1HxjjupUPORP393//96LhUru7u7tFxLXdfueL9lzOklr5dHAfLVenHL337csuNa3HILB0Ixyp+nipVzc9Frb52xvrYxgFyKuLHPXd/uSPHq/V5nez9xK/d8Y6qTlX6Oazka38m/9xV63Mz3X/mACYj3bAN2lBF5R6dXdqKrq+F9rbWcO/NLdnxerwW3r4mfK9rf7isfSg7okmqn57rfiy8sHskO2o/M3woO0RK1cigLUmq1xylDc0l9zOPSpqMSoahKA5c8dTQ6XgTh694RGe87/j7sfjf43D5xS9+8aLbxvc51tCZKh0T49vF9xGPfIzDZrz/ONDFU1Sn42j89fHEo1qLt03frtwjKiv9+KVvHwe9+L8nKncUbvo5iPdT+vjjkbjxucbnWOm4Vq3PRa2/duLbFW8bPybFxxL/czL/kCKK7yfeR/H9Fu83NtGgXcnnNf76ePcTP86lH5d4u4mO1K7G5zD+9/TtJ2Mm/9ylb1vJ52Y6/8wBTFa6YRu0oUqmcnR2aT/quj60t7RPadhePH9jmN/zXHZEk1Q/vbnujtA7cumgHTs+tC87RkqVZtCWJNVzjtKG5pH7WUclTUYca4qjzGSHoSiOYMW3j8UBbLyRMf5evMZs+jbx2rPjiUNRevv49uMNdnGQi48j3na8o1XTkTL+ZzzlcfF9xLcvR6Ufv0rfPoofi+J9xOFsvFNqx/E1Xvd4qqr5uaj1107px7b4OCZ6u5w47hbfNo7rxf8em2jQnurnNSr3fkqPch/v9N3V+hxO9TnO9J+7anxupvPPHMBUpBu2QRuqZKpHZ+da2XVzWPvkhrDghlXZ8Xq8lizpCnO792eHNEkz300be8Ob7f9vWL/z0utpr+k9Fk51dmYHSamSDNqSpHrOUdrQPHI/46ikyahk3IlDTTqilTtGRel1Z+OoNd6QGY/aLd52MqeLHm9kigYGBi7cbzySMj0Ncnxe4z2mokrHsWqMa+nziEfr1lK1PhfT8bVT+rFNP7/xusaTUTwKOj7mOPAW7ydWD4N2lF4LO/73sVTrczjV5zjTf+6q8bmZzj9zAFORbtgGbaiCahydnWvV1jtC62Md2eF6opY9PhBu6no6O6hJmtke79oUXtvyg0sG7djA0OFworUlO0pKU+3fXu8yaEuS6jpHaUNzyP1so5Imo5JxJz2ystwhqiiOY8W3jY11xGx6ZGxxTKyWdBgtHnkah87ir8X3PZFKx7FqjGvxY1e8j1qOa9X8XEzH107uY5t+fuPvl+PYsWMX3iaeZjoq/u9YvQza6RHvY922mp/DqT7Hmf5zV43PzXT9mQOYqnTDNmhDFVTz6OxcrVvvCk8tn+KwvXp3+GrHnuyoJmnmitfT3j/yfHbUPjL8XHaUlKbaode3G7QlSXWdo7ShOeR+plFJk1HJuJOOUPGavJNVzhGl8TEVbzOZo3gnEk8ZHAe9eL/p805HwXgq5olUOo5VY1xLjxaNjXf66EpU83MxHV87uY9terrwco9OTq/3XLxOcvF/x+pl0I6ntS7eNn58c6r5OZzKc6yHP3fV+NxM1585gKlKN2yDNlSoVkdn52rduiCsuG/yw/bdN64K9298Oly5YTg7rEmamd5YPy9s23M8O2qf7tmRHSalqWTQliQ1Qo7ShsaX+1lGJU3GVMedeERtOuhMdHrvnPRo0dz7Ln0fxaM5q2Hjxo0X7je93nB69G85R7BWOo5VY1wrPWI5DoKTOeK5HNX8XEzH106U+9jGz2dxUC3n8xsfa26ALd5vrF4G7ThQF29bPJI8Ve0/T1N5jvXw564an5vp+DMHUIl0wzZoQ4VqfXR2rrWbl4XHvrcxO16P16J568L3ulxfW6qX7ti0PZxed1do67t01O4eeCWcbFubHSelyWbQliQ1Smd++37hlRbQiHI/w6ikyZjquFM66ExFHNTGu4/0VM+xah4FmR7hWzqoFq+XHItHvY6n0nGsGuNalI6ZsXid5Gr+A4Bqfi6m42snGutjG8fe4q+PdbryovTU0vHo7qLir8XqYdCOH4/i8B6LRxCXqvafp6k8x3r4c1etz02t/8wBVCLdsA3aUIHpPDo7V1vHo2H5d9Znx+vxWjx/Y7hr27PZgU3S9NbWsy4c6Wu/ZNCOvbj7pew4KU02g7YkqVFauuFA4dUW0IhyP7uopMmY6riTnnJ3qqNQHAKL9xErHQbT9/G5z32u8KuVi0d/Fu83d2rm9LTUE10ft9JxLH37+BzjqZfHKj6usY4Cjb+ensa7WDxytHia7EpU83MxHV870Vifm/T9xxFyPPH34+1Kjxouvn1sovddyed1oq+vOKDG+0jH7LFO2V3tP0+T/dqvlz931frc1PrPHEAl0g3boA0VmImjs3O1r38yPDCvLTtej9eSh7aFud2O2JZmuoNdD4WRfQezo/bJncPZgVKaTAZtSVIj5ShtaFy5n1lU0mRMdRhKj1ydaBQcT/E+YvGxpNKBq5L3USq93/jfS6XDWyw3WBZVMqxF6duXU+nHKBUHtnhd6NzbxYFwvLedSDU/F9PxtRON9bmJH6fPf/7zF35vrKNq06PAS0/hXfz12ESDdjmN9bmZ7P3Eo4bHGmCr/edprI/vWOrlz121PjdRLf/MAVQi3bAN2jBFM310dmkrur4W2ttaw/23r8mO1+O1bOVguH7LvuzQJqn2XdnWP3o97c3DJy4ZtNf3Hg2nOjZmR0qp3AzakqRGylHa0LhyP6+opMmY6jAUj14svl08jfBUFe8jVjr+zJ07tyrvo1R6VOVYo1l6auT4XMcy1Y9fUfr25VTOKY3j0aG5I0dj8WM61uA5nmp+Lqbjayca73MTr99c/L04AuekQ2XpEbfFX49VY9Ae6/Na7v3Ez3c8pfh4qv3nabyPb069/Lmr1ucmVYs/cwCVSDdsgzZM0U9P9mZfbM10o8N2S3u49+aW7Hg9XkvbRsJXO/ZkBzdJtS1eT/vkxntCa++l19PeM/xydqSUys2gLUlqtBylDY0p93OKSpqMqQ5D6VG2Uxlyo3gN3+J9xEpHrnT4rNYR2ul1hMc7rXG8hm/xduM9v0qGtajStx9Pd3f36HMs3n+xiU7nnFPNz8V0fO1E431s0+t4x9N1l15POh4tXDyNd+4xFt82Ntn3PRnp/aSnx45HjMf7Lf5eLA6n46n2n6fJPMd6+nNXrc9NTjX/zAFUIt2wDdowBZ+cPxd+3H9j9sVWvfSjrutD26r1YcENq7Lj9VjdfeOqcP+mZ8Jl7UPZ0U1S7eretjocGui8ZNCOvTq8PztUSuVk0JYkNVore48UXn0BjST384lKmoypjjvVuB5vOirGSm3cuLHi91EqPTI3jmdjiQNnel3ico6gnco4VstxrSh+rtJTbMfiuDkZ1fxcTMfXTjTRxzYdHuPInpro9NjF34tN16Cdu5/42NKv0/j1PZZq/3mazHOspz931frcjKcaf+YAKpFu2AZtmIIjbwxmX2jVYyu7bg5rn9yQHa/Ha9G8deGermezo5uk2nV0y+IwuPfIJYP2mt5j4XR3T3aslCbKoC1JarSuWLg9nP3AaS2h0eR+LlFJkzHVcSc94jI2FfE0vcW3j+NPqThmpe+j9CjaqUhHpniUajzF8Vilw9pYR79WOo5Nx7gWxdE13n/xfU120Kzm52I6vnaiiT626cBbesRy8WMVvwbi0dqlim8Xm8lBO0qPeB/r8UbV/vM0medYT3/uqvW5mUilf+YAKpFu2AZtmKRGODo716qtd4QfP7wpO16P132LNoe7thm2pelq9Hra6+aFjqFLr6e9Y/CVcKK1JTtYSuNl0JYkNWKrdx4tvAoDGkXu5xGVNBlTHXfiGFZ8u1i8n8n6zne+c+Htc6fkjcNc+j7GOlqzXOlznWxxkMtdB7fScWy6xrWo9PnHo5zLVc3PxXR87UQTfWzj5zMdT4vXoE6PII+n9s4p/n5spgftKI7ExdvFj01OLf88jffY0ttNtlr8uavW56Ycpc99Mn/mACqRbtgGbZikYz8byb7IapRaty4ITy3vyI7X47Xs4d5wS/f+7AAnqbrN37wtvLb5wez1tA/ufjE7WErjZdCWJDVic5YOhHOfnC+8EgMaQe7nEJU0GZWMO+lRl9dee23hV8sTR6r07cca4dLBcaxxsVw33XTThfv6whe+kD06tLTi7WPxqOBSlY5j0zmuxY958X3F4vuejGp+Lqbja6ecj208Arh4m+LRwPG5FX8t9zmPir8fq4dBO167uXi78Y7SrubnsNzHVm9/7qr1uSlHpX/mAKYq3bAN2jBJG/fclX2R1Wit3bwsrLhvCsP2ysEwp3MkO8JJql7xeto/GR68ZNCOneobyI6W0lgZtCVJjVrfi28WXokBjSD384dKmoxKxp1yT3WcU+4Alx6JGyseRTtZcVhKx7xyj5T88pe/fOFtcsNrpePYdI5rpUdGT/aU09X6XETT8bVTzsc2PQ13vK/02tzjfT6Kt4nVw6BdOvKXXhO8qJqfw3IeWz3+uavW56Yclf6ZA5iqdMM2aMMk/Ow3P82+wGrk2jqXh0cWTP4a20s37Atf7diTHeIkVafjmxeG3pFLB+3O/qPh5Lp12eFSymXQliQ1atcvHyq8GgMaQe7nDpU0GZWMO6UjWhyh4q9NJL7PeD3Z4tuNNb5FcQBLB7F4auVyxs/4OJYuXXphQEtH0NLrJY+ndDwtfX6VjmPVGNfKHQnTa0ZP5X1V63MRTcfXTrkf23jUcHq74n9/+OGHC7e4VPE2sXoYtKN0rI7PKaean8NyHls9/rmrxudmuv7MAUxVumEbtGESmuXo7FxtHY+GB+a1ZcfrsVp4+5pw/6ZnwmXtQ9kxTlJlfX19X3hj/V1h/c5Lr6f9zPCh7HAp5TJoS5IauZde/03hFRlQ73I/b6ikyah03EmPtI3F0Wq8oxDj6YPTQS2OmhMNmXFIS99HfJuxrv8b7yuOSMWxNP73KD3ic7yhslS8v/TxFu+vqNKPX6VvXzwCNF5HeqzTY0dxgEuH4EWLFhV+Z3Kq8bkoqvXXTrkf29LHEYvvZ7yhN71tvQza8XNcvG0svm1OtT6H5Ty2evxzV+nnZrr/zAFMRbphG7ShTM14dHaudetWhftvX5MdsMdq0bx1YUH3s9lBTlJlLe/aEo51PXbJoB07MTiSHS+l0gzakqRGbu6KvYVXZUC9y/2coZImIx134oCUu55tWhzDUnF4SkerYvG28YjROETFISter7c4ihWLR5GONaSl4vtIr8Obvn283/iY4lgU32fp+4jPLw6T6TiWGyDHk77v+D5SlX780reP41f8/YlKR7T4sSm+fSwOdPFjEW8X7zv+Z+nHLg5x8e2motLPRarWXzvpx3a84bL06yM20fWl09tONGhP5fNaVO5zKIofu+Ltx7o2ebU+hxM9tnr9c1fp52a6/8wBTEW6YRu0oUzPDT4ZVvXekH2B1Wyt6PpaaG9rDffe3JIdsMdqyZKuMK/HsC1Vu+FtK8NzI89cMmiv6T0WTnV2ZgdMKc2gLUlq9E6//V7hlRlQz3I/Y6ikyUjHnXIaa1RbvXr1JaPgeMXBZ7LXk42nIU6PeByv+FiKR4SmR+DGYWmySj9G6ZG7lX78Jvv2sTjQpXLj5FjFo6AnOyzmTPVzkVOrr530YzvRGByH3PR9jHfkbZTedqJBu9xKP6/RZJ5DVHqq7vE+TpV+Did6bPX6564an5uZ+DMHMBnphm3QhjL84cyZsP3/+YfRBlvuDm39t2ZfaDVbP+q6PrS3tE962F72cG+4qevp7DAnaWod3/K9sG3P8UtG7YGhw+FEa0t2xJSKGbQlSY3e0g0HCq/OAPLiUYPxyMzcEJMrHlE7lniK3XhU6HjjZHz7OKRNVRyG4pgUB7Lc/cfnEo+QTMevdHyK4+lUxEGseB8DAwOFX6384zfZt4/F51MqjnSlo2xafPyVfNxzpvK5GEstvnbiEdzFt42PZTxxwC7etpxrPadHLueeX7U+r+lzKOdxxfebPrb4dTGeSj6HE3186/XPXSP/mQMoV7phG7ShDK8+9eSFQbvY0A/mhc6dzXtN7bSVXTeHtU9uCAtuWJUdsMdq2Y93hTmdI9lxTtLkitfTPrlpUWjru3TUPjL8XHbElIoZtCVJzdCZ375feIUGMH3i2FNaHJKq7dixYzW9/0aUfswnOi13NVXrc5E+/mrcH+Xz52lq0q/V6fwzBzCWdMM2aMMEPn7/bOi78vJLBu1ig9/9dtjetzA7BDdbcdhufawjO16P1d03rgpLN+wLV24Yzo50ksrv8a5N4dXtLZcM2rHTPTuyQ6YUM2hLkpqh1TuPFl6lAQAA0OzSDdugDRN4o6crO2SXNnDbdaF326Lw5PZrs2NwM9W69a7w1PLJDdsLb18TFm/ZHy5rH8oOdZLK67nux8K+vQcuGbS7B14JJ9vWZsdMyaAtSWqGrli4PZz9wFFWAAAAs0G6YRu0YRznz50LQ3O+lh2wx6pvzlVhoGNRWNV7Q3YMbqZaty4IK+6b3LC9eP7GML/nuexQJ6m8TnX8a9g8fOKSUfvF3S9lx0zJoC1JapY6975eeLUGAABAM0s3bIM2jONXzz+XHa3LbbDl7tDWf2t2DG6m1m5eFh773sbsgD1WS5Z0hbnd+7NjnaTxu2ljb3h90+LQ2nvp9bRP7hzODpqa3Rm0JUnN0pylA+HcJ+cLr9gAAABoVumGbdCGcTx9x23ZoXqyDf1gXujceVd2DG6m2joeDY8s2JAdsMdq2eMD4aaup7OjnaSxi9fTPjTQecmgvb73aDjVsTE7amr2ZtCWJDVTfS++WXjFBgAAQLNKN2yDNozhD2fOZMfpShr87rfD9r6F2TG4mWpf/2R4YF5bdsAeq2Wrd4evduzJDneS8sXraQ/vffmSUXvP8MvZUVOzN4O2JKmZ+vYjuwuv2gAAAGhW6YZt0IYxvLRsSXaUrkYDt10XerctCk9uvzY7CDdDK7q+FtrbWsP9t6/JDti57r5xVbh/49Phyg3D2fFO0sVd2dYfTnYuCB1Dl15P+9iuZ7LDpmZnh0/0GrQlSU3VS6//pvDKDQAAgGaUbtgGbcj4+P2zoe/Ky7NjdDXrm3NVGOhYFFb13pAdhZuh0WG7pT3ce3NLdsTOtfD2NeF7Xa6vLZXTHZu2h9e6Hr7ketpreo+F09092XFTs69Xjw8YtCVJTdWdK58uvHoDAACgGaUbtkEbMl5b3ZodoGvZYMvdoa3/1uwo3Az9qOv60LZqfVhww6rsiJ1r8fyN4a5tz2ZHPEmf1tazLvzbUN9Fg3Zsx+Ar4URrS3bg1OzKoC1JasbO/Pb9wis4AAAAmk26YRu0ocT5c+fC0JyvZUfn6WjoB/NC5867sqNwM7Sy6+aw9skN2QF7rJY8tC3M7XbEtjReB7seCgMjr14yah/c/WJ24NTsyqAtSWrGvr/5YOFVHAAAAM0m3bAN2lDizK6h7NA83Q1+99the9/C7CjcDK3aekf48cObsgP2WC1bORiu37IvO+ZJs714Pe3Xt94X1u+89Hrap3b0ZUdOzZ4M2pKkZuyKhdvDh38+V3glBwAAQDNJN2yDNpR4+o7bsgPzTDVw23Whd9ui8OT2a7PDcKPXunVBeGp5R3bAHqulbSPhqx17sqOeNJuL19M+1vXYJYN2Z//RcHLduuzQqdmRQVuS1Kz1vfhm4ZUcAAAAzSTdsA3akHjnyOHsqFwP9c25Kgx0LAqrem/IDsON3trNy8KK+8oftu++cVW4f9Mz4coNw9lhT5qtdW9bHV7YPXLJqP3M8KHs0KnZkUFbktSszV2xt/BqDgAAgGaSbtgGbUi8tGxJdkyutwZb7g5t/bdmh+FGr61zeXhkQfnX2F40b134Xpfra0tpR7csDtv2HL9k1D4xOJIdO9X8GbQlSc3c6bffK7yiAwAAoFmkG7ZBGwo+fv9s6Lvy8uyAXK8N/WBe6Nx5V3YYbvTaOh4ND8xry47Yue5btDncte3Z7LgnzbZGr6e9+b7Q1nfxqL2m91g41dmZHTzV3Bm0JUnN3MreI4VXdQAAADSLdMM2aEPBv/f3ZkfjRmjwu98O2/sWZofhRm/dulXh/tvXZEfsXMse7g23dDtiW5q/eVt4pXfNRYN2bNeuw+FEa0t29FTzZtCWJDVzVyzcHs59cr7wyg4AAIBmkG7YBm0oGLn5W9mxuJEauO260LttUXhy+7XZcbhRW9H1tdDe1hruvbklO2LnWrZyMMzpHMkOfdJsKV5Pe//I85eM2keGn8uOnmreDNqSpGZv10tvFV7ZAQAA0AzSDdugDf/jP46/lh2IG7W+OVeFgY5FYVXvDdmBuFH7Udf1ob2lfVLD9tIN+8JXO/Zkxz5pNnR8y/dC1+5Lr6d9umdHdvhUc2bQliQ1e3eufLrw6g4AAIBmkG7YBm34H4cffyw7DDdDgy13h7b+W7MDcaO2suvmsPbJDWHBDauyI3ZpC29fE+7f9Ey4rH0oO/hJzdzX1/eFE5uXhtbei0ft7oFXwsm2tdnxU82XQVuSNBs689v3C6/wAAAAaHTphm3QZtb764cfhr4rL8+Owc3U0A/mhc6dd2UH4kYtDtutj3VkR+xci+atC/d0PZsd/aRmbnnXlnBo59aLBu3Ygd0HsuOnmi+DtiRpNrR659HCqzwAAAAaXbphG7SZ9c7sGsoOwM3a4He/Hbb3LcwOxI3aqq13hKeWlz9sL1nSFeb1GLY1uxretjKM7Dt4yah9cudwdgBVc2XQliTNhuYsHQjnPjlfeKUHAABAI0s3bIM2s97Td9yWHX6bvYHbrgu92xaFJ7dfmx2JG7HWrQvCivvKH7aXPdwbbup6Ojv+Sc1YvJ52x9CJiwbt9b1Hw6mOjdkRVM2TQVuSNFt6/ujbhVd6AAAANLJ0wzZoM6v94cyZ7Ng7m+qbc1UY6FgUVvXekB2JG7G1m5eFx763MTti51r2411hTudIdgCUmql4Pe3Xeh675Hrae4Zfzo6gap4M2pKk2dJ3W58tvNoDAACgkaUbtkGbWe3Vp57MjryztcGWu0Nb/63ZkbgRa+t4NDyyYEN2xC7t7htXhaUb9oUrNwxnh0CpWXq8a1P4t6G+iwbt2LFdz2SHUDVHBm1J0mzq3bN/KrziAwAAoFGlG7ZBm1nr/LlzYeCrV2WH3dne0A/mhc6dd2VH4kasff2T4YF5bdkhu7SFt68Ji7fsD5e1D2XHQKkZeq77sTC498hFg/aa3mPhdHdPdgxV42fQliTNptbvPl541QcAAECjSjdsgzaz1i/37c2Oufq0we9+O2zvW5gdiRux9rbWcP/ta7JDdmmL5q0L83uey46BUjN0vOuBsH7nxdfT3jH4SjjR2pIdRNXYGbQlSbOpOUsHwrlPzhde+QEAANCI0g3boM2s9exd87Ijri5t4LbrQu+2ReHJ7ddmh+JGakXX10J7S3u49+aW7JBd2pIlXWFu9/7sICg1cjdt7A1Hdzx10aAdO7j7xewgqsbOoC1Jmm299PpvCq/8AAAAaETphm3QZlb64Ne/yg63Gr++OVeFgY5FYVXvDdmxuJH6Udf1oW3V+rDghlXZIbu0ZY8PhJu6ns4Og1KjFq+n/cLukUtG7VM7+rKjqBo3g7Ykaba1dMOBwqs/AAAAGlG6YRu0mZVOrF+XHWxVfoMtd4e2/luzY3EjtbLr5rD2yQ3ZETvXstW7w1c79mTHQakR+0n3D0LvyMWDdmf/0XBy3brsMKrGzKAtSZqNnf3g48IrQAAAABpNumEbtJmVhuZ8LTvSavIN/WBe6Nx5V3YsbqRWbb0jtD7WkR2xS7v7xlXh/o1Phys3DGcHQqmRurKtP7y+9b7Q1nf8olH72d0Hs8OoGjODtiRpNta9/1ThFSAAAACNJt2wDdrMOv9x/LXsMKvKGvzut0NP/4LsWNxItW5dEJ5aXt6wvfD2NeF7XfvDZe1D2aFQapTu2LQ9HO5fd9GgHTsxOJIdR9V4GbQlSbOx65cPFV4FAgAA0GjSDdugzazz6lNPZgdZVaeB264LvdsWhRU912QH40Zp7eZlYcV95Q3bi+dvDHdtezY7FEqNUlvPurB/5PmLBu01vcfCqc7O7ECqxurYUYO2JGl29tqZ3xdeCQIAANBI0g3boM2scv7cuTDw1auyQ6yqW9+cq8JAx6KwqveG7GDcKLV1Lg+PLCjvGttLHtoW5nbvz46FUiN0YNtjYduei089vmvX4XCitSU7kqqBOmLQliTNzlb2Him8GgQAAKCRpBu2QZtZ5Z0jh7Pjq2pX71WXh8GWu0Nb/63ZwbhRaut4NDwwry07ZJe2bOVguH7LvuxgKNVz8Xrar/U8Elp7Lx61Xx3enx9J1TgZtCVJs7Q5SwcKrwYBAABoJOmGbdBmVjn0g+XZ0VXT09Djd4bOnXdlB+NGqX39k+H+29dkh+zSlraNhK927MkOh1K9Nn/ztnBo59aLBu3Y6Z4d+aFUjZFBW5I0i3PacQAAgMaTbtgGbWaNeLrxvisvzw6tmt4Gv/vt0NO/IDsYN0Irur4W2ttaw703t2SH7LS7b1wV7t/0TLhyw3B2PJTqse5tq8PIvoMXDdrdA6+Ek21r82Op6j+DtiRpFue04wAAAI0n3bAN2swav3r+uey4qplr4LbrQu+2RWFFzzXZ4bje+1HX9aG9pb2sYXvRvHXhe12ur63G6ZWuB8Pm4RMXjdoHdh/Ij6Wq/wzakqRZnNOOAwAANJ50wzZoM2v85N5F2VFVM1/fnKvCQMeisKr3huxwXO+t7Lo5rH1yQ1hww6rsmJ22eP7GcNe2Z7MDolRPjV5Pe9vjl1xP+2T/UH4wVX1n0JYkzfKcdhwAAKCxpBu2QZtZ4a8ffuh04w1Q71WXh8GWu0Nb/63Z4bjei8N262Md2SG7tGUP94Zbuh2xrfouXk/7wPDOiwbt9b1Hw6mOjfnRVPWbQVuSNMv7YfehwqtDAAAAGkG6YRu0mRXO7BrKDqiq34YevzN07rwrOxzXe6u23hGeWl7msL1yMMzpHMmOiVI91L/tx2Fw75GLRu09wy/nR1PVbwZtSdIs7+rFfeHcJ+cLrxABAACod+mGbdBmVnhhwfzsaKr6b/C73w49/Quyw3G917p1QVhxX3nD9tIN+8JXO/ZkB0Vppjva82DoGLr4etrHdj2TH05Vnxm0JUkKh9/4XeEVIgAAAPUu3bAN2jS9j98/mx1K1VgN3HZd6N22KKzouSY7HtdzazcvC499b2N2yE5bePuacP+mZ8Jl7UPZUVGaqb6+vi+82tty0aC9pvdYOL1la348Vf1l0JYkyWnHAQAAGki6YRu0aXpv9HRlB1I1Zn1zrgoDHYvCqt4bsuNxPdfW8Wh4ZMGG7JidtmjeunBP17PZYVGaqZZ3bQnP79l30ai9Y/CVcKK1JT+gqr4yaEuS5LTjAAAADSTdsA3aNL1n75qXHUbV2PVedXkYbLk7tPXfmh2P67n29U+GB+a1ZcfstPsWbQ7zegzbqp+Gt60MvSOfDtqxg7tfzA+oqq8M2pIkjea04wAAAI0h3bAN2jS1P737TnYMVXM19PidoXPnXdnxuJ5rb2sN99++Jjtmpy17uDfc1PV0dmCUprtXtj0a1u+8+Hrap3b05UdU1U8GbUmSRnPacQAAgMaQbtgGbZqa043Prga/++3Q078gOx7Xayu6vhbaW9rDvTe3ZMfstGU/3hXmdI5kR0ZpurppY2840r/mokG7s/9oOLluXX5IVX1k0JYkaTSnHQcAAGgM6YZt0KapvbBgfnb4VHM3cNt1oXfborCi55rsiFyP/ajr+tC2an1YcMOq7Jhd7O4bV4WlG/aFKzcMZ8dGaTp6vGtT2D/y/EWj9rO7D+aHVNVHBm1Jki70/NG3C68YAQAAqFfphm3Qpml9/P7Z7Nip2VPfnKvCQMeisKr3huyIXI+t7Lo5rH1yQ3bMTlt4+5qweMv+cFn7UHZwlGrdM9tWhm17jl80ap8YHMmPqZr5DNqSJF3o+5sPFl41AgAAUK/SDdugTdP65b692ZFTs6/eqy4Pgy13h7b+W7Mjcj22ausdofWxjuyYnbZo3rqwoPvZ7OAo1bqj2x4JbX2fjtpreo+FU52d+UFVM5tBW5KkC12xcLvTjgMAANS5dMM2aNO0fnLvouy4qdnd0ON3hs6dd2VH5HqsdeuC8NTyiYftJUu6wtzu/dnRUapV8XraLw1tv+go7V27DocTrS35UVUzl0FbkqSLctpxAACA+pZu2AZtmtL5c+dC35WXZwdNKTb43W+Hnv4F2RG5Hlu7eVlYcd/Ew/ayxwfCTV1PZ8dHqRat6t4YRvYdvGjUfnV4f35U1cxl0JYk6aKcdhwAAKC+pRu2QZum9Kvnn8uOmFJpA7ddF3q3LQoreq7JDsn1Vlvn8vDIgomvsb1s9e7w1Y492QFSqnYHtj0WNg+fuGjUPt3dkx9WNTMZtCVJuiinHQcAAKhv6YZt0KYpHX78sex4KY1V35yrwkDHorCq94bskFxvtXU8Gh6Y15Yds4vdfeOqcP/Gp8OVG4azI6RUra5s6w9Ht/0wtPZ+ej3t7oFXwsm2tflxVdOfQVuSpEty2nEAAID6lW7YBm2aTjzd+MBXr8qOltJE9V51eRhsuTu09d+aHZLrrfb1T4b7b1+THbSLLfyf3/9e1/5wWftQdoyUqtEdm7aHn+weuugo7QO7D+THVU1/Bm1Jki7JaccBAADqV7phG7RpOv9x/LXsUClNtqHH7wydO+/KDsn11Iqur4X2ttYJh+3F8zeG+T3PZcdIqRq19awLg3uPXDRqn+wfyg+smt4M2pIkXdLVi/sKryIBAACoN+mGbdCm6bz61JPZcVKaaoPf/Xbo6V+QHZPrqR91XR/aW9rDvTe3ZAftYkuWdIW53fuzg6RUaS/sWBk6hj69nvb63qPh5Lp1+ZFV05dBW5KkbK+d+X3hlSQAAAD1JN2wDdo0nd03fDM7SkqVNnDbdaF326Kwouea7KBcL63sujmsfXJDWHDDquygXWzZysFw/ZZ92VFSmmrxetqv9j510fW09wy/nB9ZNX29bNCWJClX597XC68kAQAAqCfphm3Qpqm8d/p0doiUqlnfnKvCQMeisKr3huygXC/FYbv1sY7smJ22tG0kfLVjT3aclKbS/M3bwvN79l0YtGPHdj2TH1o1Lb3+kz6DtiRJmeau2Ft4NQkAAEA9STdsgzZN5WTnpuwAKdWi3qsuD4Mtd4e2/luzg3K9tGrrHeGp5eMP23ffuCrcv+mZcOWG4exAKU227m2rQ+/Ip4P2mt5j4fSWrdmxVbXPoC1J0tid/eDjwitKAAAA6kW6YRu0aSojN38rOzxKtW7o8TtD5867soNyvdS6dUF4ctmm7KBdbNG8deF7Xa6vrer0Uu+TYf3OT6+nvWPwlXCitSU7uKq2GbQlSRq7fYd/UXhFCQAAQL1IN2yDNk3j3bN/Cu0Prgq75i8IfVdenh0dpVo3+N1vh57+BdlBuV5au3lZeOx7G7ODdrHF8zeGu7Y9mx0ppXKL19M+0rf2wqAdOzT8QnZwVW0zaEuSNHY/7D5UeFUJAABAvUg3bIM2TWPXS29d+IHEP323Ozz+YHvov/eBMPTN67LDo1TLBm67LvRuWxRW9FyTHZXrobaOR8MjCzZkB+1iSx7aFm7pdsS2pl68nvYze1+4aNQ+taMvO7qqdhm0JUkau6sX9xVeVQIAAFAv0g3boE3TWLrhQPaHE7E7l2wOmx/4URieOzc7Pkq1qm/OVWGgY1FY1XtDdlSuh9rXPxkemNeWHbSLLVs5GOZ0jmQHS2midu5oDdv2HL8waHf2Hw0n163LDq+qTQZtSZLG7/Tb7xVeWQIAAFAP0g3boE3TiP+qPveDidLm3NMVVj60Ngwt+F7ov/qq7AgpVbveqy4Pgy13h9V938qOyvVQe1truP/2NdlBu9jSDfvCVzv2ZEdLabxe3vFkaOv7dNR+dvfB7PCq2mTQliRp/Dr3vl54ZQkAAEA9SDdsgzZN4bUzv8/+UKKcFi/rCNvufyQM3XRjdoiUqt3Q43eGzp13ZUflmW5F19dC++o14d6bW7KDdmzh7WvC/ZueCZe1D2WHSynX19f3hUODnRcG7djJncPZ8VXVz6AtSdL43bny6cKrSwAAAOpBumEbtGkK8V/T534oMdluvW9LaH9wVdg1f0Hou/Ly7BgpVavBxbeGnv4F2WF5pvtR1/WhbdX6sOCGVdlRO7Zo3rpwT9ez2fFSyrW8a0vYs++nFwbtNb3HwqnOzuwAq+pm0JYkaeI+/PO5witMAAAAZlq6YRu0aQrfbX02+wOJSvqn73aHxx9sD/33PhCGvnlddpCUqtHAbdeFHTvuCSt6rsmOyzPZyq6bw9onN2QH7WL3Ldoc7tpm2FZ5xetpbx4+cWHU3rXrcDjR2pIdYVW9DNqSJE3cvsO/KLzCBAAAYKalG7ZBm4YX/xV97ocR1e7OJZvD5gd+FIbnzs2OklKl9c25KgxsuSes6r0hOy7PZKu23hFaH+vIDtrFlj3cG27qejo7YkppR7Y/EVp7P72e9qvD+7MjrKqXQVuSpIn7YfehwqtMAAAAZlq6YRu0aXgvvf6b7A8jatmce7rCyofWhqEF3wv9V1+VHSelqdZ71eVhsOXusLrvW9lxeSZr3bogPLV8gmH7x7vCnM6R7JApxW7a2BteGtp+YdCOne7uyQ6xqk4GbUmSJu7qxX2FV5kAAADMtHTDNmjT8Fb2Hsn+MGI6W7ysI2y7/5EwdNON2YFSmmpDj98ZOnfelR2XZ7I1m+8NK+4be9i++8ZVYemGfeHKDcPZQVN6vGtTGNx75MKg3T3wSjjZtjY7xqryDNqSJJXX6bffK7zSBAAAYCalG7ZBm4Z3/fKh7A8iZqpb79sS2h9cFXbNXxD6rrw8O1JKk21w8a2hp39Bdlyeydo6l4dHFox9je2Ft68Ji7fsD5e1D2VHTc3uRnrXhI6hT6+nfWD3gewYq8ozaEuSVF6de18vvNIEAABgJqUbtkGbhvbu2T9lfwhRL/3Td7vD4w+2h/57HwhD37wuO1RKk2ngtuvCjh33hBU912QH5pmqrePR8MC8tuyoHVs0b11Y0P1sdtTU7O7gzvUXXU/7ZP9QdpBVZRm0JUkqrztXPl14tQkAAMBMSjdsgzYNre/FN7M/hKjX7lyyOWx+4EdheO7c7FgplVvfnKvCwJZ7wqreG7ID80zVvv7JcP/ta7KjdmzJkq4wr8ewrU+L19N+Yc/uC4P2+t6j4eS6ddlRVlPPoC1JUvl9+OdzhVecAAAAzJR0wzZo09CWbjiQ/QFEIzTnnq6w8qG1YWjB90L/1VdlR0tponqvujwMttwdVvd9Kzswz0Qrur4W2ttaxx22lz3cG27qejo7cGr21dazLvSO/G3Qju0Zfjk7ymrqGbQlSSq/fYd/UXjFCQAAwExJN2yDNg3r3Cfnw9WL+7I/gGjEFi/rCNvufyQM3XRjdriUJmro8TtD5867siPzTPSjrutDe0t7uPfmluyoHVu2enf4asee7Mip2dVzfa1h/c5Pr6d9fGhfdpjV1DJoS5JUfj/sPlR41QkAAMBMSTdsgzYN67Uzv8/+8KEZuvW+LaH9wVVh1/wFoe/Ky7PjpTRWg4tvDT39C7Ij80y0suvmsPbJDWHBDauyo/bdN64K9298Oly5YTg7dGp2dGVbf/jpzo4Lg/aa3mPh9Jat2XFWk8+gLUlS+cV/OA0AAMDMSjdsgzYNq3Pv69kfPjRjjz/YHvrvfSAMffO67IAp5Rq47bqwY8c9YUXPNdmhebqLw3brYx3ZUTu28PY14Xtd+8Nl7UPZwVPN3x2btofn9j5zYdTeMfhKONHakh1oNbkM2pIkTa5f//6PhVeeAAAAzIR0wzZo07C+2/ps9gcPzd6dSzaHjQ+uDMNz52ZHTKm0vjlXhYEt94RVvTdkh+bpbtXWO8JTy8cethfP3xjm9zyXHTzV/K3Z3hm27Tl+YdQ+NPxCdqDV5DJoS5I0uVxHGwAAYGalG7ZBm4YUr599xcLt2R88zKbm3NMVVj60NuxctCT0X31VdsyUivVedXkYbLk7rO77VnZonu5aty4ITy7blB21Y0uWdIW53fuzo6eau+f620Nb36ej9umeHdmRVuVn0JYkaXK5jjYAAMDMSjdsgzYNqZmvn11Ji5d1hG33PxJ23XJzdtCUig09fmfo3HlXdmie7tZuXhYe+97G7KgdW/b4QLh+y77s8KnmLF5P++DQ1guDdmf/0XBy3brsUKvyMmhLkjS5vv3I7sKrTwAAAGZCumEbtGlI3ftPZX/ooE+79b4tof3BVWHX/AWh78rLs6OmNLj41tDTvyA7NE93bR2PhkcWbMiO2rGlbSPhqx17sgOomq/5m7eFvXv/7cKo/ezug9mhVuVl0JYkafJ9+OdzhVegQLM4duxY+OUvf1n4X7NHLZ73T3/60/DOO+8U/hcAQPWlG7ZBm4a0dMOB7A8cNHaPP9ge+u99IAx987rssKnZ3cBt14UdO+4JK3quyY7N01n7+ifDA/PasqP23TeuCvdveiZcuWE4O4Kqudq6fV3YPHziwqh9cudwdqzVxL3+vEFbkqTJ9tLrvym8AgUa1cDAQLj22mvD5z73ufCZz3zmor70pS+Fm266KTzxxBOFW1/q448/Dl/4whcuedvJFN93HJRTX/7yly+53Wc/+9nRxxSLj7m7uzv84Q9/KLzF5FT6vHPeeOON7H3Gx/2Vr3xl9PECAFRTumEbtGlIVy/uy/7AQeV155LNYeODK8Pw3LnZcVOzt745V4WBLfeEVb03ZMfm6ay9rTXcf/ua7LC9aN668L0u19eeDb3Qvz609v7tetpreo+FUx0bs4Otxu/k7h6DtiRJk2z1zqOFV6BAo4lDdBxt0+F1vL74xS9mj2COv5a7/WTbuHFj4R7/dmRz7ja54lj88MMPF95yYtV63qWWLl2affvS4lgOAFAt6YZt0KbhnPnt+9kfNmhqzbmnK6x8aG3YuWhJ6L/6quzIqdlX71WXh8GWu8Pqvm9lx+bpakXX10L76jXh3ptbssP24vkbw13bns0OoWqO4vW0X9y988JR2rt2HQ4nWluyo63GzqAtSdLk+27rs4VXoUAjiUdDlx5V/Xd/93ejo2zsO9/5zuiQm/5+LB55nDvKOB5NXTxyurQ4OBffPt5n7jax9Ajt559//sLbpEdlF8sdER5H6olU+3kXxaO909vH+yjeZywetZ3+PgBAtaQbtkGbhtP34pvZHzaoOi1e1hG23f9I2HXLzdmhU7OvocfvDJ0778oOztPVj7quD+0t7WHBDauyw/aSh7aFud2O2G7WFm/dGvbs++mFUfvV4f3Z0VZjZ9CWJGnyXbFwezj3yfnCK1GgHLnXa5U0WfG02OnIHP/7eGNtPO12evtYHJzLFQfj4tuVe43qdNCOb58zMjISPv/5z1+4XWy8x1XL552eYjyO4jnxucfRfaznAwAwFemGbdCm4Xx/88HsDxtU/W69b0tof3BV2DV/Qei78vLs2KnZ0+DiW0NP/4Ls4Dxdrey6Oax9ckP2Bx2xZSsHw5zOkewoqsaur2996Bj69Hrap7t7ssOt8hm0JUmaWq+d+X3hlShQjtzrtEqajHi67fQI5DjExtN7TySOx+loG0fZeF/lqNWgHcXrZ6f3H69TnVPL5x2P+k5/HwBgOqUbtkGbhnP98qHsDxpU+x5/sD303/tAGPrmddnBU7OjgduuCzt23BNW9FyTHZ2no1Vb7witj3Vkf+ARW7phX/hqx57sMKrG7cXBzReup9098IpTj08ig7YkSVMrniEMKF/u9VklTUbpqbHLGXWL4tHM6dvGsbcctRy0o/R62H//939f+NWL1fJ5r169+sLvxVOvAwBMp3TDNmjTUN49+6fsDxk0/d25ZHPY+ODKMDx3bnb0VPPXN+eqMLDlnrCq94bs6DwdtW5dEJ5anh+2F96+Jty/6ZlwWftQdhxV4/X19X3h+ZGRC0dpH9h9IDve6tIM2pIkTa2lGw4UXo0C5ci9NqukyYhHMBfH17HG37HEI5PTU3zH60KXo9aDdjooj3XbWj7v9P3Ho7kBAKZTumEbtGko+w7/IvtDBs1sc+7pCisfWht2LloS+q++Kjt+qnnrveryMNhyd1jd963s6Dwdrdl8b1hxX37YXjRvXbin69nsQKrGa3nXltC/92+Dduxk/1B2wNXFGbQlSZpaVy/uK7waBcqRe01WSZORnj57vOtHjyVeH7r49uUOw7UetJcuXXrhtvG04jm1fN7xaO/i78Xi0eAAANMl3bAN2jSUH3Yfyv6QQfXV4mUdYdv9j4Rdt9ycHUDVvA09fmfo3HlXdnSejtZuXhYeWZC/xvZ9izaHu7YZtpuhnQMdYf3Ov11Pe33v0XBy3brsiKtPM2hLkjT14pnCgPLkXotVUrneeeedi4bXcq+BnUqH5nKPRq7loB2fQxyYi7ddtGhR4Xc+VevnHa/jnR7B/dnPfnZKozkAwFSkG7ZBm4by7Ud2Z3/AoPrt1vu2hPYHV4Vd8xeEvisvz46gar4GF98aevoXZEfn6ait49HwwLy27A9Elj3cG27p3p8dStU4vTS4+cJR2nuGX86OuPo0g7YkSVMvnikMKE/uNVgllSs9kniqp8Z+4403LtxHLI65E6nVoB3fdzz9d/F2cUiO43Wp6Xje8bra6e/H4vW0jx07VrgFAEBtpBu2QZuG8eGfz2V/uKDG6pGH1of+ex8IQ9+8LjuEqrkauO26sGPHPWFFzzXZ4bnWta9/Mtx/+5rsD0aWrRwMczpHsmOp6r+bNvaG/XufvTBqHx/alx1y9bcM2pIkTb14pjCgPLnXXpVUro0bN14YWyc6jfdY4pCbjrblDLaVDtpxhI6nFU+76aabLjkqOo7KOdP1vJ944onRx5HeLvalL31p9PkAANRCumEbtGkYL73+m+wPF9S43blkc9j44MowPG9edgxV89Q356owsOWesKr3huzwXMtWdH0ttLe1Zoftu29cFZZu2Beu3DCcHU1V3z3etSn0jvxt0F7Teyyc3rI1O+bKoC1JUiXNXbG38KoUmEjpa65KK1d6rek4sk5VOtaWM9RWOmhP1Fe+8pXRI6jHMp3POx4Nnp4CPS2+73KfPwBAudIN26BNw1i982j2hwtqjubc0xVWPrQ27Fy0JOz8+jXZUVSNX+9Vl4fBlrvD6r5vZcfnWvajrutDe0t7uPfmlkt+SLLw9jVh8Zb94bL2oexwqvptcOfm0NZ3fHTU3jH4SjjR2pIddGd7Bm1JkiornjEMmFjpa61KK1c67MbRdarSkXY6jtAery984QvjjtnRTDzveFR4fGzp28Ti0eaO1gYAqindsA3aNIzvtj6b/cGCmrPFyzrCtvsfCbtuuTk7jKrxG3r8ztC5867s+FzL4rC99skNYcENqy75YcmieevCgu5ns8Op6rfnd/dfOPX4oeEXsoPubM+gLUlSZcUzhgETK32NVWnlSofdqZ56Ow7S6UA7ndfQ/vjjj0d/ffXq1RedbjyOxOMNzDP1vKN4GvTSI7bjacknGuEBAMqVbtgGbRrG1Yv7sj9YUPN3471bQ/uDq8Ku+QtC35WXZ8dRNW6Di28NPf0LsuNzLVvZdXNofawj+0OTJUu6wrwew3ajFK+n/fS+AxdG7dM9O7Kj7mzOoC1JUmWt33288MoUGE/u9VUllevhhx++aFidinhK7XSYLUe1Bu1UHJS/+MUvXrjNeEdez9TzTi1atOiix1DJqc8BAFLphm3QpiH8+vd/zP5QQbOzRx5aH/rvfSAMffO67ECqxmzgtuvCjh33hBU912QH6Fq1ausd4anl+WF72cO94aaup7MjquqrNds7Q9fuv516vLP/aDjZtjY77M7WDNqSJFVWPGMYMLHc66pKKlc8WjgdVd95553C75Qvnkq7+PbxlNrlqMWgHcX7iuNy8XYDAwOF37nYTD3vUqWjdrlHeQMAjCfdsA3aNITnj76d/aGCdOeSzWHjgyvD8Lx52ZFUjVf//74mDGy5J6zqvSE7QNeq1q0LwpPLNmV/iLLsx7vCVzv2ZIdU1U8jOzeH1t6/jdrP7j6YHXZnawZtSZIq64qF28O5T84XXqECY8m9nqqkcsUBNR1Un3ii/LctikcWF9/+y1/+cuFXx1erQTv6zne+c+F2Yx2lPVPPu1TpacvjUd8AAJVKN2yDNg1h9c6j2R8qSGlz7ukKKx9aG3YuWhJ2fv2a7Fiqxqn3qsvD4NoFYXXft7IDdK1au3lZWHHfpUds333jqnD/xqfDlRuGs2OqZr4r2/rDs3t2Xzj1+Mmdw9lxdzZm0JYkqfJOv/1e4RUqMJbS11GVNhlf+cpXLgyqkz3SOF73OR1kxzoiulQtB+3SxxTfLmcmnndOej/jXfcbAKBc6YZt0KYh3Lny6ewPFKTxWrysI2y7/5Gw65abs4OpGqehx+8MG3fOyw7Qtaqt49HwyIINl/xAZeHta8L3uvaHy9qHsqOqZrY7Nm0Pw0+/PDpor+k9Fk51bMwOvLMtg7YkSZW366W3Cq9QgbGUvn6qtMmII2o6qnZ3dxd+Z2LXXnvthbebzDWgazloR+nR0/Ex5szE8y6VPoapXIcbACAn3bAN2jSEeHq33A8UpHK78d6tof3BVWHX/AWh78rLs6Op6r/BxbeGroG7swN0rWpf/2R4YF7bJT9YWTx/Y5jf81x2VNXMFq+n3TF0YnTU3rXrcHbgnW0ZtCVJqrx45jBgfKWvmyptstKjleOwOtG4+/HHH4+eZrv4NrHJHF1c60E7Pv7ibePzGesa2bV63jfddNPodbonkr7/SoZxAIBUumEbtKl7Z377fvaHCVIlPfLQ+tB/7wNh6JvXZYdT1XcDt10Xduy4J6zouSY7Qtei9rbWcP/tay75AcuSJV1hbvf+7LCqmevpXT0Xrqf96vD+7Mg7mzJoS5JUefHMYcD4Sl8vVdpklR6tHIvXoo4jcrzedFG83erVqy86AjoWB9zJqPWgHYfnz3/+8xduP9Y1smvxvON4Xvz9OH7HkTw+nlR8zulR3nFMd/1sAKBa0g3boE3d23f4F9kfJkjV6s4lm8PGB1eG4XnzsuOp6rf+/31NGNhyT1jVe0N2hK52K7q+FtpXrwn33txyyQ9alj0+EG7qejo7rmr6i9fT3r9334XraZ/u7skOvbMlg7YkSZV39eK+wqtUYCylr5MqbSrioBqvJV0cWdPigBxH19Jfj78Wh97JqvWgHcVhunj78a6RXYvnnY7paaWDeLGxBncAgKlIN2yDNnUvntYt98MEqRbNuacrrHxobdi5aEnY+fVrsiOq6q/eqy4Pg2sXhNV938oO0dXuR13Xh/aW9rDghlWX/MBladtI+GrHnuzIqult/uZtYXDvK6ODdvfAK+FEa0t27J0NGbQlSapOZz+4+OhE4GKlr48qbariUcnxqOPc6FpaHIHfeOONwltOznQM2vGxFW8fy50avKjazzuO5GON12nxeQwMDBTeCgCgOtIN26BN3Yundcv9IEGajhYv6wjb7n8k7Lrl5uyQqvpr6PE7w8ad87JDdLVb2XVzWPvkhkt+6HL3javC/ZueCVduGM4OrZq+NvVuDut3/u162gd2H8iOvbMhg7YkSdXppdd/U3ilCjSCONg+/PDDo6NsaYsWLar49Njx6OalS5eOVno67rHEU3kX32bjxo2FXx1f+n7KGc6r/bzjiB7fd+6+4mMr97kDAExGumEbtKl7Vyzcnv1BgjTd3Xjv1rD6wdawa/6C0Hfl5dkxVfXT4OJbQ9fA3dkhutqt2npHaH2s45Jhe9G8deF7Xa6vPdPt3d1/4dTjp/oGsoNvs2fQliSpOnXvP1V4pQoAAEAtpRu2QZu6dua372d/iCDVQ488tD703vf9MPTN67KDquqjgduuCzt23BNW9FyTHaOrWevWBeGp5ZcO24vnbwx3bXs2O7aq9sXraT+z74XRQXt979Fwct267OjbzBm0JUmqTt/ffLDwahUAAIBaSjdsgzZ1bd/hX2R/iCDVW3cu2Rw2Prgy7LrrX7Ojqma+/v99TRjYck9Y1XtDdoyuZms23xtW3HfpsL3koW1hbrcjtmei5V1bwo69r42O2nuGX86Ovs3c690bDdqSJFWhuSv2Fl6tAgAAUEvphm3Qpq6t3nk0+0MEqZ6bc09XWPnQ2rBz0ZKw8+vXZMdVzVy9V10eBtcuCKv7vpUdo6vZ2s3LwiMLLr3G9rKVg+H6Lfuyw6tq146BzaGt7/joqH18aF92+G3WDNqSJFWvc5+cL7xiBQAAoFbSDdugTV27c+XT2R8gSI3Ud5d2hm33PxJ23XJzdmDVzDX0+J1h48552TG6mrV1PBoemNd2ybC9tG0kfLVjT3Z8VW16emTX6KC9pvdYONXZmR1/mzGDtiRJ1SteGgsAAIDaSjdsgzZ17YqF27M/QJAatRvv3RpWP9gads1fEPquvDw7smr6G1x8a+gauDs7Rlez9vVPhvtvX3PRqL3wf/73/ZueCZe1D2UHWFW3r6/vCyNPHxwdtXcMvhJOtLZkB+Bmy6AtSVL1ev7o24VXrAAAANRKumEbtKlb7579U/aHB1Iz9chD60Pvfd8PQ9+8Lju0anobuO26sGPHPWFFzzXZQboarej6Wmhva71k2F40b124p+vZ7Air6vZA97bQM/K3U48fGn4hOwA3WwZtSZKqV7w0FgAAALWVbtgGberW4Td+l/3hgdSs3blkc9j44Mqw665/zY6tmr76//c1YWDLPWFV7w3ZUboa/ajr+tDe0h7uvbnlomH7vkWbw13bDNu1bnDn5tDa+7dR+3TPjuwI3EwZtCVJql73tr1QeNUKAABAraQbtkGbutX34pvZHx5Is6E593SFlQ+tDTsXLQk7v35NdnRV7eu96vIwuHZBWN33rewoXY3isL32yQ1hwQ2rLhq2lz3cG27p3p8dY1WdnhnZOzpod/YfDSfb1maH4GbJoC1JUvWas3Sg8KoVAACAWkk3bIM2dWtl75HsDw+k2dh3l3aGbfc/EnbdcnN2eFXtG3r8zrBx57zsKF2NVnbdHFof67ho1B4dtlcOhjmdI9lBVpV108besOvpw6Oj9rO7D2aH4GbJoC1JUnX78M/nCq9cAQAAqIV0wzZoU7fuXPl09gcH0mzvxnu3htUPtoZd8xeEvisvz46vql2Di28NXQN3Z0fparRq6x3hqeWXDttLN+wLV24Yzg6zmnqP9nSFzcMnRkftkzuHs2NwM2TQliSpusVLZAEAAFA76YZt0KZuXb24L/uDA0kX98hD60Pvfd8PQ9+8LjvAqjYN3HZd2LHjnrCi55rsMF1prVsXhCeXbbpo1F54+5qweMv+cFn7UHac1dTqHRoYvZ72mt5j4VTHxuwg3OgZtCVJqm7xElkAAADUTrphG7SpS2c/+Dj7QwNJ43fnks1h44Mrw667/jU7wqr69f/va8LAlnvCqt4bssN0pa3dvCysuO/iI7YXzVsXFnQ/mx1nNbX27Hth9CjtXbsOZwfhRs+gLUlSdYuXyAIAAKB20g3boE1dOv32e9kfGkgqvzn3dIWVD60NOxctCTu/fk12jFX16r3q8jC4dkFY3fet7DBdaW0dj4ZHFmy4aNhesqQrzOsxbFejOzZtDwP7Xh0dtV8d3p8dhRs5g7YkSdVt7oq9hVevAAAA1EK6YRu0qUu7Xnor+0MDSVPvu0s7w7b7Hwm7brk5O8iqeg09fmfYuHNedpiutHUbHg8PzGu7aNhe9nBvuKnr6exQq/Jr6e0JHUMnRk89frq7JzsMN2oGbUmSqtsVC7cXXr0CAABQC+mGbdCmLq3eeTT7QwNJ1enGe7eG1Q+2hqEF3wt9V16eHWVVeYOLbw1dA3dnh+lKa29rDfffvubiYfvHu8KczpHsWKvyGhruHz1Ku3vglXCitSU7DjdiBm1Jkqrfr3//x8IrWAAAAKot3bAN2tSle9teyP7AQFJteuSh9aH3vu+HoZtuzA6zqqyB264LO3bcE1b0XJMdp6faiq6vhfbVa8K9N7dcGLXvvnFVuH/j0+HKDcPZwVbjd2Vbf9j99Eujo/aB3Qey43AjZtCWJKn6vfT6bwqvYAEAAKi2dMM2aFOX5iwdyP7AQFLtu3PJ5rDxwZVh113/mh1nNfX6//c1YWDLPWFV7w3ZgXqq/ajr+tDe0h4W3LDqwrC98PY14Xtd+8Nl/3/2/i9YrrpO9P699NJLL73k0ktvflVWPReDPyyRKWbg53AEcZyJ9TiIGiIGdAPCA3MwSoZjIgkEJoFszGRnhx1iEoQDHJ4oJ54JYIRQRQopoZBUGSyBgkpB1frNZ7tW/NJ+u3t191r9b79eVe9Sku61V69evbN7ffZavX0lO7hV9+LztPccfm51qP380nJ2QDxrGWhLktR8i48+X76DBQAAoGnpDNtAm6nz9rtnswcLJI2/z61fLDZ//65i/7XfK/b//cXZIa0Gb++FnykeuuuaYuvSl7ID6mHbvPvLxV137PjQYPu6b95bfPPB/5kd3Kp79+57sLhn/6+LnfuOF7+5++7skHiWMtCWJKn5bl98unwXCwAAQNPSGbaBNlPn1GtvZg8WSJp86xd2FrsXbi8O/OOXs4NaDd7KD64q7t3/teyAetjufOCrxZb/ft+5oXb0ve/tLtYtPpod3irfwYMHVs/S/tnD/zs7JJ6lDLQlSWq+9VseK9/FAgAA0LR0hm2gzdR5/Pgr2YMFkqaryzc+UGy9aUuxcs13iqXPfiY7rFX9HrruK8Xu5W9lB9TDtuWBa4p/u/nDg+0bfrBcXLH7kewAVx9u9fO0f/706lD7uZUj2UHxrGSgLUlS811280r5LhYAAICmpTNsA22mzj0Hn8seLJA03d32/XuKvdffUqxccXl2YKt6Lf/TF4r/+I9vF5sevDg7pB6mn+zaWGy6vmOwvfVg8bf3/Sw7yNVfuvr+peLBQ88VP9n7TPH8zp3ZYfEsZKAtSVI7AQAA0I50hm2gzdS5ZdcvsgcKJM1OV31vV3HvTZuLA1//RnZoq/7t++LFxfL93y7u3PvfskPqYbpr1w3FbdfsODfU/tbldxbf/fefF5/d8XB2mKs/d/fyvmLb0nPF8sqx4tdbfpwdGE97BtqSJLXTG2feKd/JAgAA0KR0hm2gzdS5avMj2QMFkmazz61fLDZ//65i/7XfK/b//cXZ4a26t/fCzxQP3XVNsXXpS9kh9TBtu+9fi5uvvufcYPvar91dfGe3z9fu1fKRJ1cvPf70w09kB8bTnoG2JEnt9Oyp0+U7WQAAAJqUzrANtJk6lywsZw8USJqP1i/sLHYv3F4c+McvZwe46t7K5m8U9+7/WnZIPUzb77mj+O4//+TcYPu6b95bfP2nj2UHumu9v79nqVj5+f9ZHWq/8OB/ZIfG05yBtiRJ7XTk2MvlO1kAAACalM6wDbSZKmff/yB7kEDSfHb5xgeKrTdtKVau+U6x9NnPZIe4+utWbvxqsXv5W9kh9aBt2v13xfZtWz402P7e939arFt0xnZnNy7+tNj58Ili577jxW+23ZUdHE9rBtqSJLXTPQefK9/NAgAA0KR0hm2gzVT53ek/ZQ8SSFob3fb9e4q9199SrFxxeXaQqw+3/E9fKPYsbSg2PXhxdlg9SD/cfVmx/cfbi41f/vG5wfYNmx8qLrv/SHa4u1Z74KF9xZa9zxVPHjyaHRxPawbakiS10y27flG+mwUAAKBJ6QzbQJupcuzk69mDBJLWXld9b1dx702biwNf/0Z2mKu/tO+LFxfL93+7uGPPpdlh9SDFYPuuO3YU1/y3O88Nthe2HSr+9r6fZQe8a7GHH3li9dLjv9n/cHZ4PK0ZaEuS1HxXbX6kfDcLAABAk9IZtoE2U+XA0ZeyBwkkre0+t36x2Pz9u4r9136v2P/3F2eHuvq/ir0XfqZ46K5riq1LX8oOqwdp8+4vF1s33XduqP2ty+8svvvvPy/+ZvtKdsi7lorP01468mzxk73PFM/fd292eDyNGWhLktR8lywsl+9mAQAAaFI6wzbQZqrE54/lDhJIUtr6hZ3F7oXbiwP/+OXsYFf/V7Gy+RvFvfu/lh1WD9KdD3y1+Leb/zLYvvZrdxff3v1YdtC7lvruT5eL+1Z+XRw4cCw7PJ7GDLQlSWqns+9/UL6jBQAAoCnpDNtAm6kSnz+WO0AgSd26fOMDxdabthQr13yn2HfRhdnh7lpu5cavFruXv5UdVg/SlgeuKe644d/PDbavv3ZX8fWfru3B9p6HV1Y/T/s/H340O0Cetgy0JUlqp9+d/lP5jhYAAICmpDNsA22mSnz+WO4AgSTV7bbv31Psvf6WYuWKy7MD3rXa8j99odiztKHY9ODF2YF13e7adUOx6fq/nLF9w617i39cfDQ78F0LHfj5L1cvPf7C4oPZIfI0ZaAtSVI7HTv5evmOFgAAgKakM2wDbaZKfP5Y7gCBJA3TV66/v7j3ps3Fga9/IzvkXYvt++LFxfL93y7u2HNpdmBdt233/Wtx2zU7/jLY3vxQccnOQ9mh7zx3xb17i58e/nWxuPx/il9v+XF2kDwtGWhLktROB46+VL6jBQAAoCnpDNtAm6kRnzuWOzggSU30ufWLxQ9u2l7sv/Z7xf6/vzg77F1L7b3wM8VDd11TbF36UnZgXbe7d/yguPFr284Nthd2HCn+9r6fZYe/89r3/+Oh4p79vy6eOvhUdpA8LRloS5LUTvccfK58VwsAAEBT0hm2gTZTIz53LHdwQJLaaP3CzmLXjT8sDvzjl7MD37XUyuZvFPfu/1p2YF237du2FN/955+sDrU3/Nf/Xnf/o8XfbF/JDoDnsQcPHi7u/OkzxfNLy9lh8jRkoC1JUjst7HiqfFcLAABAU9IZtoE2UyM+dyx3cECS2u7yjQ8UW2/aUqxc851i30UXZoe+a6GVG79a7F7+VnZgXadNu/+u2L71J8XGL/94dbB97dfuLq5ZfCw7AJ63PrttX3Hg5/+72LnvePGbu+/ODpQnnYG2JEnttG7T4fJdLQAAAE1JZ9gG2kyN+Nyx3MEBSRp3t33/nmLv9bcUK1dcnh38znvL//SFYs/ShmLTgxdnB9f9+uHuy4rtP95eXPPf7lwdbH/ve7uLrz04/4Ptdf++XCweOlH8/OGnswPlSWegLUlSO1103VL5rhYAAICmpDNsA22mRnzuWO7ggCRNsq9cf39x702biwNf/0Z2+DvP7fvixcXy/d8u7thzaXZw3a/Nu79c3HXHjnOD7Rtu3VtcsfuR7DB4XvrhvoeKbUvPFc+tHMkOlSeZgbYkSe319rtny3e2AAAANCGdYRtoMzVu2fWL7IEBSZqWPrd+sfjBTduL/dd+r9j/9xdnh8Dz2N4LP1M8dNc1xdalL2UH1/2684GvFlv++32rQ+3Vwfb/OFBcsvNQdiA8D+099Fjxk73PFM/v3JkdLE8qA21Jktrr1Gtvlu9sAQAAaEI6wzbQZmqs3/JY9sCAJE1r6xd2Frtu/GFx4B+/nB0Ez2Mrm79R3Lv/a9nBdb+2PHBN8W83/3mw/a3L7ywWdhwpPrvj4exQeJaLz9NeevTZYnnlWPHrLT/ODpcnkYG2JEntdfTEq+U7WwAAAJqQzrANtJkal928kj0wIEmz0OUbHyi23rSlWLnmO8W+iy7MDoPnqZUbv1rsXv5WdnDdr5/s2lhsuv7Pg+0N//yT4ju7Hy3+ZvtKdjg8q8Xnae98+ETxq4f/Z3a4PIkMtCVJaq+lJ18s39kCAADQhHSGbaDN1LjouqXsgQFJmsVu+/49xd7rbylWrrg8OxCel5b/6QvFnqUNxaYHL84Or3t1164bituu2bE62L7um/cW33zwf2aHw7Patv0rxZa9zxUvPPgf2QHzuDPQliSpve45+Fz5zhYAAIAmpDNsA22mwtn3P8geFJCkeegr199f3HvT5uLA17+RHQrPQ/u+eHGxfP+3izv2XJodXvdq233/Wtx89T2rg+3vfW93sW7x0eyAeBZbPvJksXPf8eI32+7KDpnHmYG2JEntdfvi0+W7WwAAAJqQzrANtJkKb5x5J3tQQJLmrc+tXyx+cNP2Yv+13yv2//3F2eHwLLf3ws8UD911TbF16UvZ4XWvtt9zR3Hj17atDrZv+MFyccXuR7JD4llq9fO0f/5M8eTBo9kh8zgz0JYkqb0WdjxVvrsFAACgCekM20CbqfDsqdPZgwKSNO+tX9hZ7Lrxh8WBf/xydkA8y61s/kZx7/6vZYfX3dq0+++K7du2FN/955/8ebC99WDxt/f9LDssnpX+5YGV4r6VXxe/2f9wdtA8rgy0JUlqr/VbHivf3QIAANCEdIZtoM1UOHri1exBAUlaS12+8YFi601bipVrvlPsu+jC7JB4Flu58avF7uVvZQfY3frh7suK7T/eXmz88o+Lb11+Z/Hdex8pPrvj4ezAeBb68YFHi/uWnymev+/e7LB5HBloS5LUXpfdvFK+uwUAAKAJ6QzbQJupcODoS9mDApK0lrvppnuLvdffUqxccXl2UDxrLf/TF4o9SxuKTQ9enB1i54rB9l137Ciu+W93Fhv++SfFd3bP7udrLz3yi+LAgWPZYfM4MtCWJKm9LllYLt/dAgAA0IR0hm2gzVTYefhE9qCAJOnPfeX6+4vtN91ZHPj6N7LD4llq3xcvLpbv/3Zxx55Ls0PsXJt3f7nYuum+1cuQX/fNe4uv//Sx7NB4mvv7e5aKxf/69+4/H340O3BuOwNtSZLaDQAAgOakM2wDbabC5r2/yh4QkCT9dZ9bv1j84Kbtxb6NNxb7//7i7NB4Ftp74WeKh+66pti69KXsEDvXnQ98tfgft/776mD7e9//abFucbbO2L5+z4Fi58pzxQuLD2aHzm1moC1JUru9/e7Z8h0uAAAAo0pn2AbaTIWFHU9lDwhIkvq3fmFnsevGHxYPr1uXHRzPQiubv1Hcu/9r2SF2ri0PXFPcccOfB9s3bH6ouOz+I9kB8jS24+CjxX889H+KX2/5cXbw3FYG2pIktdsbZ94p3+ECAAAwqnSGbaDNVFi/5bHsAQFJ0mBdvvGBYutNW4qVa75T7LvowuzweJpbufGrxe7lb2WH2Lnu2nVDsen6P1+KfGHboeJv7/tZdog8bS09+qviqYNPZQfPbWWgLUlSu73wyh/Kd7gAAACMKp1hG2gzFS67eSV7QECSNFo33XRvsff6W4qVKy7PDpCnteV/+kKxZ2lDsenBi7OD7M623fevxW3X7Ci+dfmdxXf//efFZ3c8nB0kT0sX79hf7D70m+L5peXs8LmNDLQlSWq3YydfL9/hAgAAMKp0hm2gzVS4YMOe7AEBSVJzfeX6+4vtN91ZHPj6N7JD5Gls3xcvLpbv/3Zxx55Ls4Pszu7e8YPixq9tK6792t3Ft3c/lh0mT0s37D1U/PTAM8Vv7r47O4Buuv/n7gPZ/UKSJDXTkWMvl+9wAQAAGFU6wzbQZuLefvds9mCAJKm9Prd+sfjBTduLfRtvLPb//cXZYfI0tffCzxQP3XVNsXXpS9lBdmd3331n8d1//klx/bW7iq//dHoH27sOPVn8/OGnswPopjPQliSp3ZaefLF8lwsAAMCo0hm2gTYT98aZd7IHAyRJ42v9ws5i140/LB5ety47UJ6mVjZ/o7h3/9eyg+y0Tbv/rti+9SfFxi//uLjh1r3FPy4+mh0qT7rlR/+zeG7lSHYI3WQG2pIktdvOwyfKd7kAAACMKp1hG2gzcc+eOp09GCBJmkyXb3yg2HrTlmLlmu8U+y66MDtUnoZWbvxqsXv5W9lhdtoPd19WbP/x9uKa/3ZnccPmh4pLdh7KDpYn1Rfv2188cPDXxfM7d2YH0U1loC1JUrtt3vur8l0uAAAAo0pn2AbaTNyxk69nDwZIkqajm266t9h7/S3FyhWXZwfLk275n75Q7FnaUGx68OLsQLtq8+4vF3fdsWN1sL2w40jxt/f9LDtgnkQLex8pVh7+VfHrLT/ODqObyEBbkqR2u2XXL8p3uQAAAIwqnWEbaDNxR469nD0YIEmavr5y/f3F9pvuLA58/RvZ4fIk2/fFi4t9i98u7thzaXagXXXnA18ttvz3+4oN//yT4rv//vPib7avZIfM427XkV8Uv3r4f2aH0U1koC1JUrut3/JY+S4XAACAUaUzbANtJs5AW5Jms8+tXyx+cNP2Yt/GG4v9f39xdsg8ifZe+JnioXs2FFuXvpQdaFdteeDrxb/dfF9x7dfuLq5ZfCw7ZB5nn922r1h69NnihQf/IzuQHjUDbUmS2m3dpsPlu1wAAABGlc6wDbSZuMVHn88eDJAkzVbrF3YWu278YfHwunXZQfMkWtn8jeLu5XXZgXbVT3ZtLDZdf1/xve/tLr724GQH2/94/4Fi/8+OF7/Zdld2KD1KBtqSJLXbZTevlO9yAQAAGFU6wzbQZuJ2Hj6RPRggSZrdLvn27mLrTVuKlWu+U+y76MLssHmcrdz41WL38reyA+2qu3bdUNx2zY7ihlv3FlfsfiQ7cB5H//rQ48VTP/t/s0PpUTLQliSp3S7YsKd8lwsAAMCo0hm2gTYTd8/B57IHAyRJ89N1N9xX7L3+lmLlisuzA+dxtfwvXyz2LG0oNj14cXaoHW2771+Lm6++p7jhfxwoLtl5KDt0brtdP/9V8Zv9D2cH08NmoC1JUvudff+D8p0uAAAAo0hn2AbaTNzti09nDwRIkuazr1x/f7H9pjuLA9+8Jjt0Hkf7vnhxsW/x28Udey7NDrWj7ffcUXz/GzuKhR1His/ueDg7eG6r+Dzt5Z8/Wzx/373Z4fQwGWhLktR+b5x5p3ynCwAAwCjSGbaBNhNnoC1Ja7fPrV8sfnDT9mLfxhuLlX/4Qnb43GZ7L/xM8dA9G4qtS1/KDrU37f67Yvu2LcWN6+8trrv/0eJvtq9kB9Bt9H8/8LPi0UP/OzucHiYDbUmS2u/Ua2+W73QBAAAYRTrDNtBm4tZveSx7IECStPZav7Cz2HXjD4uH163LDqDbbGXzN4q7l9dlB9s/3H1Zsf3H24uF9fcV33zwf2YH0G1058NPFP/58KPZAfWgGWhLktR+z546Xb7TBQAAYBTpDNtAm4kz0JYk5brk27uLrTdtKVau+U6x76ILs0PoNlq58avF7uVvdR1s33XHjuKGm35arFt8NDuEbro9P//P4oXFB7ND6kEy0JYkqf0eP/5K+U4XAACAUaQzbANtJm7dpsPZAwGSJKVdd8N9xd7rbylWrrg8O4huuuV/+WKxZ2lDsenBi/9qsL1595eLrZvuK274wXJxxe5HsoPoporP0z78yP8pfr3lx9lBdd0MtCVJar8jx14u3+kCAAAwinSGbaDNxF1280r2QIAkSd36yvX3F9tvurM48M1rssPoJtv3xYuLfYvfLu7Yc+lfDbbvfOCrxf+49d+LG7YeLP72vp9lB9JN9NXFnxdPH3oyO6ium4G2JEntZ6ANAADQjHSGbaDNxBloS5JG6XPrF4sf3LS92LfxxmLlH76QHUo30d4LP1M8dM+GYuvSl/5qsL3lgWuKzf/PzuK79z5SfHbHw9mh9Kj96ODTxfNLy9lhdZ0MtCVJaj8DbQAAgGakM2wDbSYudxBAkqRhW7+ws9h14w+Lh9etyw6mm2hl8zeKu5fX/dVg+65dNxR33PZA8Z3djxZ/s30lO5gepZWfHyt+c/fd2YF1vwy0JUlqPwNtAACAZqQzbANtJi53EECSpCa65Nu7i603bSlWrvlOse+iC7PD6VFaufGrxe7lb/3VYHvbff9a/OC//7T4+k8fyw6mh+3iHfuLJ4/8Mjuw7peBtiRJ7bfz8InynS4AAACjSGfYBtpM1Nvvns0eBJAkqY2uu+G+Yu/1txQrV1yeHVAP2/K/fLHYs7Sh2PTgxR8abN+94wfFv96xr1i3+Gh2QD1M3/6PR4tfP3QoO7TulYG2JEntZ6ANAADQjHSGbaDNRL1x5p3sQQBJktruK9ffX2y/6c7iwDevyQ6ph2nfFy8u9i1+u7hjz6UfHmzffWdx608eLi67/0h2SD1o2w4fK57fuTM7uO6WgbYkSe1noA0AANCMdIZtoM1EGWhLkqahz61fLH5w0/Zi38Ybi5V/+EJ2WD1Iey/8TPHQPRuKrUtfOjfU3rT774rtW39SfP/ew8Xf3vez7KB6kB7++f8ufr3lx9nhdS4DbUmS2s9AGwAAoBnpDNtAm4ky0JYkTWPrF3YWu278YfHwunXZgfUgrWz+RnH38rpzg+0f7r6s2PaT7cX3dv28+OyOh7PD6jp98b79xX8e/Hl2eJ3LQFuSpPYz0AYAAGhGOsM20GaiDLQlSdPeJd/eXWz+/l3FyjXfKfZddGF2aF2nlRu/Wuxe/ta5wfbm3V8utm7bWVw3wudrX7fvfxUnH9yTHWB3ZqAtSVL73b74dPluFwAAgFGkM2wDbSbq2VOnswcBJEma1q674b7ip9+9rVi54vLs4Lpfy//yxWLP0oZi04MXrw6273zgq8X/uOfB4us/fSw7tO7XA4d+Ufxm213ZIXaagbYkSe1noA0AANCMdIZtoM1EGWhLkma5r1x/f7H9pjuLA9+8plj67GeyA+xu7fvixcW+xW8Xd+y5dHWwveWBrxd37Fwu/nGIM7b/15Ens0PstNu3rGQfgyRJai4DbQAAgGakM2wDbSbKQFuSNC99bv1i8YObthf7Nt5YrPzDF7JD7Fx7L/xM8dA9G4qtS18qB9vXFD+4/0Bxyc5D2eF1rn/YebD49f4D2UF21e0/doa2JEltZ6ANAADQjHSGbaDNRBloS5Lmtau+t6vYdeMPi4fXrcsOsnOtbP5GcffyutXB9l27bihu+emR4m/v+1l2iN3Zd/f9r+L5++7NDrMjA21JktrPQBsAAKAZ6QzbQJuJMtCWJK2FLvn27mLz9+8qVq75TrHvoguzw+y0lRu/Wuxe/tbqYPsni/+9uGnPz4u/2b6SHWSnPXT4f2WH2ZGBtiRJ7bd+y2Plu10AAABGkc6wDbSZKANtSdJa7Lob7it++t3bipUrLs8OtKuW/+WLxZ6lDcWmBy8utu3+t2Lj3t6fr/3ZbfuK//PwYQNtSZImlIE2TNbJkyeLxx9/vGfDqrPstN///vflPf+i3zLi7wfRxDp189vf/rb40Y9+VCwsLJzr1ltvLZ555pnyFnl//OMfi3vvvXf19v1um6q+XhT/fxBx+61bt65+zSuuuGK1+P/xmAddViXut7i4uLqcz3/+88W6detqPf46pn0/HcSw22nY/STE7eN+cf9YTk6/7dDtfjlNbdN+y4m/H8Qg65XbxqM8B/G8t/n9oaltDsy+dIZtoM1EHTv5evYggCRJa6WvXH9/sf2mO4sD37ymWPrsZ7KD7X1fvLjYt/jt4s7/uLz4yU+3F/+yp/tg+x8f+FnxwuJuA21JkiaQgTZMTgw0PvKRj9Tq05/+9OoA9L333ivv3dsgy666+uqry3v/Wd1lnHfeecW1117bd+DWxDrlxKAqtk/u/lUf//jHV4dXue0Xw6Xqdp/4xCfKP+0vBlzV/eL/1xFDr09+8pPn7tetj33sY8WhQ4fKe/UW2zW2U245VfEc1V1ep2nfT+sadTvFULO6XTzOQaT7Z+xvnepuh1i/ftu3qW06yDq18fr/6Ec/Wt7zL4Z5rY7j+0NT2xyYD+kM20CbiTpy7OXsQQBJktZin1u/WPzgpu3Fvo03Fiv/8IW/GmzvvfAzxUP3bCjuWvrn4s699xdXLB7JDrU37X+i+PWWHxtoS5I05gy0YXLSQUndYvASg7V+hll254Bl0GXEuv3yl78s7/3XmlinTsvLy6vD39x9c8UwuXNoVWdglTPoQDuetxjSVfepUzz+XsPLGCLGOufu21luQFjHtO+ndTSxndocaA+6HWI/jiFqTlPbdNDlNP36b2KgPa7vD01tc2A+pDNsA20mykBbkqTuXfW9XcWuG39YPLxu3V8Nt1c2f6O4b9/64of7/qO4ZNehvxpqH3745wbakiSNuas2P1K+24W1qfNn0lEbRDoEiWFQ/HdaDNDizMfcGb1xmeRe+i07V+cZlvFnvZYRl23+1Kc+de421e26DWD7LS9Xr7M+Y9ukXzuGTTFYjjNsY9gX9491jMt5p4Pk+PNU/He6jLoGGWhfeuml524bVWe1xsCtGkzGMDDOvo2/S2+bG7JV4pLZ1e1im8Y+k942tkU8/vj7Jgbauedt0vtpHU1sp3ENtHPbIfaLzrOMu+0X/ZaVK7dN4897Laft13/u8t7x59Uy+r1Wx/n9Ib3NKNscmA/pDNtAm4ky0JYkqV6XfHt3sfn7dxUr13yn2HfRhX8ZbN/41WJx6YbitpX9xWd3PHzu4N//d/tK8ev/+A8DbUmSxthlN6+U73ZhbUqH0U00iBhq9BuUVGII03mmYQxjuhlk2d3UXUZcqjcdCMUgKaeJdarEY6+WFcWwr9eAKAZY1cCy8yzSYder7kA7tk91uyiGq92GfiEex/nnn/+h++S2adyu+vvY/r0+zzguuxxD0WFM+37aT1PbaVwD7V7bId3novhM6E5NbdO6yxnn67/uMsb9/aGpbQ7Mh3SGbaDNRBloS5I0XNfdcF/x0+/eVqxccfnqYHv5X75Y/PSntxbfX/lZ8TfbV1YPAH79gYPFb+7ebqAtSdKYMtBmrescSI/aIAYdgsTQJR2M1T0bsu3hUUjXq9uwr6mhTzzmdGgaZz/3GhCnRj3rM1VnoB0D0nTYF0OzOuLxdJ7VXZ3JXYmzu6u/izNl2zLt+2k/TW2naRhoh/SXHeIs7U5NbdNBljOu13+dZUzi+0NT2xyYD+kM20CbiTLQliRp9L5y/f3F9pvuLA5885pi/5X/v2LPjtuLjfsPrx4E3PHQowbakiSNKQNt1rrOgfSoDWKYIUgMC9MBabfPYR3X8KiSDnfbHvrEWanVcqIYGo9i2PWqM9BObxPPW93BWogziav7RnEmbCrdDtM00A7j3E/7aWo7TctAO308sY07NbVNB1nOuF7/dZYxie8PTW1zYD6kM2wDbSbKQFuSpGb73PrF4gc3bS/2Ldxc3H/v9uL/3nO4+MW+FQNtSZLGkIE2a11uKD1Kgxh2CBLDwep+3Yak4xoeVeIyzdVt4zOgc5oa+qSfMR2X7x7VsOtVZ6Cdrmu3oW4vvc58Tc88jnpdUnkU076f9tPUdpqWgXacRVzdNuo8c7+pbTrIcsb1+q+zjEl8f2hqmwPzIZ1hG2gzUQbakiS121Xf21XctvNnxYYfLGf/XpIkNZeBNmtdbig9SoMYdggSA6zqflGTl9FODbKM6vNno25DpCbWKYai1TKizs+7Hcaw69VvoN25rr0+u7mbdIjauW6dZ3DHpagHOQO8rmnfT/tpajtNy0A7Pqe8um1cWrtTU9t0kOWM6/XfbxmT+v7Q1DYH5kM6wzbQZqIMtCVJkiRJ85KBNmtdbig9SoMYZQgSn0tc3XdxcbH8078Yx/CoEoPK9PLScUZsThPr1DmcbOKs5GHXq99Au3NdhxEDuV7LSAeJUXymchNDvNS076d1NLGdpmWgne53uUuoN7VN6y5nnK//fsuY1PeHprY5MB/SGbaBNhNloC1JkiRJmpcMtFnrckPpURrEKEOQGGRV97322mvLP/2LdNlxFmcMwboVnzmbO2O13/rFGbjxuc6x/Op2cfZrN02sU3r56NzZqcMYZL3S0iFl/Hen9EzaYYdc8fm/1TKizs8DjoFdLDu9TRRnycbjakK//aCXceyndTSxnaZhoB2vufSXBHKXsW9qm/Zbp1Fe/4PuR5V+y2j7+0O39W5qmwPzIZ1hG2gzUQbakiRJkqR5yUCbtS43lB6lQYwy4Ln00kvP3Td3id902XWK23cadBlxFmyvQU0T6xQDtOrv4yzbJgy6XrliUNUpBlfV34+yrunXyW2TGNbGPpDerioGqbn7DCLdPtO4n9Y16naa9EA7BsjpcmKwHX/WqaltOuhyBnn9xxnd8Vh6Fb8Q0qnfdmr7+0OdgXad4vbA/Epn2AbaTJSBtiRJkiRpXjLQZq3LDaVHaRB1BiXdpJdQjuFPp0EHLLnLL9ddxnnnnZf9fOROTazTunXrzv197nEPY9D1ypUbaMefVX8/yrqmXyfWtZs4OzX2o/T2VbkzeetKt8807qeDGnY7jWugnTvDNwbx6ZnQ3ZYTmtqmdZfT1us/HnendBm5fbHt7w/d9v+mtjkwH9IZtoE2E3X0xKvZgwCSJEmSJM1a6zYdLt/twtqUG0qP0iDqDEq6iUv7VveNoWGnUZZdSZdRDdnistExKEovexzFIKmfJtYpBo7VMto4AzMeV/x3ndJhbW74Fn9W/f2wjzfOKq6WEXVecjwnBq+xbdL7Rb0uB91LPNZqGdO4nw5r0O00roF2v2KAnDt7udLUNk2X0/Trv60ztNv+/tBteza1zYH5kM6wDbSZqGdPnc4eBJAkSZIkadZav+Wx8t0urE25ofQoDWKUIUgMtar75oZJTQxY+i0jLu8bg6nqNrnPSE41sU7pkDiGbE0Ydr3Sdek30B52XU+ePHluGdEgFhcX/2rwGM/ZoKZ9Px1V3e00yYF2bMdYRqxXv89fbmqb9lvOJF7//ZYxqe8PTW1zYD6kM2wDbSbKQFuSJEmSNC8ZaLPW5YbSozSIUYYg6SApBm2dxjE8CunnRMc65T7Tt9LEOm3duvXcMqI4g3lUw65Xv4F2OgCNhhFnqVb3j6HroOKM7nhM1TKGGfJN+37ahDrbKQbf1d/HgHkQgwy0R90OTS2rznLG/frvt4xJfX9oapsD8yGdYRtoM1EG2pIkSZKkeclAm7UuN5QepUEMOwSJz6ut7hflLkM9juFRJb1sc6/PIG5inTofexOfRTvsevUbaDexrukllD/1qU+VfzqY9PFFcdb3IIbdPuPaT5vSbzuljyeGt4NIzwDPbf8mt0NTy6q7nHG+/vstY1LfH5ra5sB8SGfYBtpMlIG2JEmSJGleMtBmrcsNpUdpEMMOQT7/+c+fu1+3z4kdx/Cokp65GoO+bmdFNjX0Sc/6jW0xqmHXq99AO6SDzNxnSPcSl5ZO799rWNhLLKdaRhSPdxDDbp9x7adN6bedOv++19nIqfR+3QbhTW6HppZVdznjfP3XWcYkvj80tc2B+ZDOsA20mahTr72ZPQggSZIkSdKstbDjqfLdLqxNuaH0KA1imCFIegnqqNsZiOMaHoXOwWtchjinqaFPfHZvtZwozsocxbDrVWeg3XlJ5kEugdw5KKw7QO0UX7NaTjTocqZ9P21Kne2UfiZ4XN66juXl5XP3Gcdgv6ll1V3OOF//dZYxie8PTW1zYD6kM2wDbSbqjTPvZA8CSJIkSZI0a92++HT5bhfWptxQepQGMegQJIaCcbvqPr3O+B3X8KiSXhq77aFd5wAtvl6dIW3cL4ZtnZe+Hna96gy0O9f1/PPPX/2zfmKd4nOcq/vlhoS5S3jnpJ/lPcx2H3T7jHs/7afJ7RSPpbpNPK/99rt4rtNt0W0/aXI7NLWsQZYzrtd/nWVM4vtDU9scmA/pDNtAm4ky0JYkSZIkzUsG2qx1uaH0KA2i7hAkzhy99tprz902imFnryHNuIZHlfhc4Oq2Ue6M3CaHPnF2bPr1YoDV7SzgEGc7V2fXxuAyNex61Rloh/Qs7Sg+C7vXmdpxdnN62eR4bJ1D8Ops4lhWr8cdz0s6GF+3bl35N/VN+37aS9PbKR5LOiyN5eY+EzvEbeMXGKrbxv7X7ZcZmtwOTS1rkOWM6/Vfdxnj/v7Q1DYH5kM6wzbQZqIMtCVJkiRJ85KBNmtdbig9SoNIhyAxTIuhaFWcCfrpT3/6Q4PNqn7DmdBr2d2KQWpq0CFNrG91+9xZuU2sUyo9W7YqhlLxubnV/WOgGOue3ibWIzXo46zE8qv7xf/vJoaY6WCzKrZXnNkaA7S4THKsdzosjeLx5J7rWGbn7WIdYlnxeGKI3rl94kzVbgPVXno9b9Own/bSxnaK+6a3j8cey4jnsFpmDMTj8aS367Xe6XYYdSDa1DYddJ0Gef0P+xgHWUbn8xq19f0hvU0b+zEwW9IZtoE2E2WgLUmSJEmalwy0WetyQ+lRGkQ6BKlbDGnqXD53mGXHQCpVZ5CT6vzM586hYBPr1Cm+ZufgsFuxTjF07DTo46zEUKq6X/z/fuJr5wa/3YrnuteZ3LmBXbdiSFv30tudpn0/7aeN7RTPZd39Lgb78TnavQy7D+Y0tU0HXadBXv/DPsZh1mkc3x+a2ubAfEhn2AbaTNTb757NHgSQJEmSJGnW2rr/ePluFxi3GPjEGYO5YUdVDMMuvfTS1bM+6wwIK3WW3Vl8nVScXVv9XQz6+omvmZ5hHEOeVBPrlBMDyBhaxuWfc8uIrxmXwu62/dLHGbetK4Zf1f1yg7Cc+Fq5s7XTYtAVg7g64nZxxmluOVE8H3H55VFM+35aRxvbKR5n7kzsqvjzOAO/1y8lVAZ9rfXS1DZt+vU/7OssNcwyxvH9YVz7MTAb0hm2gTYTlzsIIEmSJEnSrLXz8InynS7AfHjmmWdWh2lRDJqmVbWOaYMMgzt1LmuaH/sktbGdYmidLpPpNSvfH4DZlc6wDbSZuNxBAEmSJEmSZi0DbQAAgGakM2wDbSYudxBAkiRJkqRZy0AbAACgGekM20CbicsdBJAkSZIkadYy0AYAAGhGOsM20GbiLllYzh4IkCRJkiRpljpw9KXynS4AAACjSGfYBtpM3GU3r2QPBEiSJEmSNEsdOfZy+U4XAACAUaQzbANtJs5AW5IkSZI0DxloAwAANCOdYRtoM3EG2pIkSZKkechAGwAAoBnpDNtAm4kz0JYkSZIkzUMG2gAAAM1IZ9gG2kzcVZsfyR4IkCRJkiRpljp28vXynS4AAACjSGfYBtpM3MZtT2QPBEiSJEmSNEu98Mofyne6AAAAjCKdYRtoM3G3Lz6dPRAgSZIkSdIs9caZd8p3ugAAAIwinWEbaDNxW/cfzx4IkCRJkiRplnr73bPlO10AAABGkc6wDbSZuJ2HT2QPBEiSJEmSNEsBAADQjHSGbaDNxB04+lL2QIAkSZIkSbPSJQvL5btcAAAARpXOsA20mbgjx17OHgyQJEmSJGlWuuzmlfJdLgAAAKNKZ9gG2kzcs6dOZw8GSJIkSZI0K63f8lj5LhcAAIBRpTNsA20m7tRrb2YPBkiSJEmSNCst7HiqfJcLAADAqNIZtoE2E/fGmXeyBwMkSZIkSZqVbl98unyXCwAAwKjSGbaBNhN39v0PsgcDJEmSJEmale45+Fz5LhcAAIBRpTNsA22mQu5ggCRJkiRJs9LOwyfKd7gAAACMKp1hG2gzFS67eSV7QECSJEmSpFnoyLGXy3e4AAAAjCqdYRtoMxXWbTqcPSAgSZIkSdIsdPTEq+U7XAAAAEaVzrANtJkK67c8lj0gIEmSJEnSLPTsqdPlO1wAAABGlc6wDbSZCrfs+kX2gIAkSZIkSbPQ707/qXyHCwAAwKjSGbaBNlPh9sWnswcEJEmSJEmahd448075DhcAAIBRpTNsA22mws7DJ7IHBCRJkiRJmoUAAABoTjrDNtBmKiw9+WL2gIAkSZIkSdPeRdctle9uAQAAaEI6wzbQZiocOfZy9qCAJEmSJEnT3mU3r5TvbgEAAGhCOsM20GYqHDv5evaggCRJkiRJ095Vmx8p390CAADQhHSGbaDNVHj21OnsQQFJkiRJkqa99VseK9/dAgAA0IR0hm2gzVR448w72YMCkiRJkiRNe7cvPl2+uwUAAKAJ6QzbQJup8Pa7Z7MHBSRJkiRJmva27j9evrsFAACgCekM20CbqZE7KCBJkiRJ0rS38/CJ8p0tAAAATUhn2AbaTI3Lbl7JHhiQJEmSJGmaO3Ls5fKdLQAAAE1IZ9gG2kyNjdueyB4YkCRJkiRpmnvhlT+U72wBAABoQjrDNtBmamze+6vsgQFJkiRJkqa5M2+9V76zBQAAoAnpDNtAm6mx+Ojz2QMDkiRJkiRNaxds2FO+qwUAAKAp6QzbQJup8fjxV7IHByRJkiRJmtauvO1g+a4WAACApqQzbANtpkZ85lju4IAkSZIkSdPaxm1PlO9qAQAAaEo6wzbQZmrEZ47lDg5IkiRJkjStbd77q/JdLQAAAE1JZ9gG2kyV+Oyx3AECSZIkSZKmscVHny/f0QIAANCUdIZtoM1Uic8eyx0gkCRJkiRpGnv8+CvlO1oAAACaks6wDbSZKvHZY7kDBJIkSZIkTWMvvPKH8h0tAAAATUln2AbaTJWt+49nDxBIkiRJkjSNvf3u2fIdLQAAAE1JZ9gG2kyVpSdfzB4gkCRJkiRp2rrouqXy3SwAAABNSmfYBtpMlaMnXs0eJJAkSZIkadpat+lw+W4WAACAJqUzbANtpsqp197MHiSQJEmSJGnaWtjxVPluFgAAgCalM2wDbaZKfPZY7iCBJEmSJEnT1tb9x8t3swAAADQpnWEbaDN14jPIcgcKJEmSJEmappaefLF8JwsAAECT0hm2gTZTJz6DLHegQJIkSZKkaeroiVfLd7IAAAA0KZ1hG2gzdeIzyHIHCiRJkiRJmqZOvfZm+U4WAACAJqUzbANtpk58BlnuQIEkSZIkSdPU2++eLd/JAgAA0KR0hm2gzdQ5cPSl7IECSZIkSZKmpUsWlst3sQAAADQtnWEbaDN1jp18PXuwQJIkSZKkaemqzY+U72IBAABoWjrDNtBm6vzu9J+yBwskSZIkSZqWbtn1i/JdLAAAAE1LZ9gG2kyds+9/kD1YIEmSJEnStHTPwefKd7EAAAA0LZ1hG2gzleKzyHIHDCRJkiRJmoYOHH2pfAcLAABA09IZtoE2U2njtieyBwwkSZIkSZqGXnjlD+U7WAAAAJqWzrANtJlKcem23AEDSZIkSZKmofi4LAAAANqRzrANtJlKjx9/JXvAQJIkSZKkSXflbQfLd68AAAC0IZ1hG2gzlU699mb2oIEkSZIkSZNuYcdT5btXAAAA2pDOsA20mUpx6bYLNuzJHjiQJEmSJGmS7Tx8onz3CgAAQBvSGbaBNlNr3abD2QMHkiRJkiRNsqMnXi3fuQIAANCGdIZtoM3UumXXL7IHDiRJkiRJmmS/O/2n8p0rAAAAbUhn2AbaTK3FR5/PHjiQJEmSJGlSxcdjAQAA0K50hm2gzdQ6dvL17MEDSZIkSZIm1VWbHynftQIAANCWdIZtoM3UOvPWe9mDB5IkSZIkTarNe39VvmsFAACgLekM20CbqXbRdUvZAwiSJEmSJE2ipSdfLN+xAgAA0JZ0hm2gzVSLS7nlDiBIkiRJkjSJ4uOxAAAAaFc6wzbQZqpt3X88ewBBkiRJkqRJ9Pa7Z8t3rAAAALQlnWEbaDPVDhx9KXsAQZIkSZKkcXfJwnL5bhUAAIA2pTNsA22m2guv/CF7EEGSJEmSpHG3cdsT5btVAAAA2pTOsA20mWpxKbfcQQRJkiRJksZdfCwWAAAA7Utn2AbaTL0rbzuYPZAgSZIkSdI4e/z4K+U7VQAAANqUzrANtJl6Czueyh5IkCRJkiRpnJ167c3ynSoAAABtSmfYBtpMvXsOPpc9kCBJkiRJ0jg7+/4H5TtVAAAA2pTOsA20mXpHT7yaPZAgSZIkSdK4WrfpcPkuFQAAgLalM2wDbabe707/KXswQZIkSZKkcXXLrl+U71IBAABoWzrDNtBmJlywYU/2gIIkSZIkSeNo8dHny3eoAAAAtC2dYRtoMxPi0m65AwqSJEmSJI2j+DgsAAAAxiOdYRtoMxO27j+ePaAgSZIkSdI4evvds+U7VGBW/fa3vy1++ctflv/FPHrmmWeK3//+9+V/AQCzLJ1hG2gzEx4//kr2gIIkSZIkSW135W0Hy3enwCxZXl4urrjiiuLjH/948ZGPfOSv+vznP19s3bq1vHV/l156afHpT3+6VnHbTjFs/cQnPrH6tWO96nr88ceLdevWnbtv1Uc/+tFzj+G9994rb/1hdb9mLL9a91hmDP/ruPXWW1fXI7ZxrOcgrr322tX7xrrFOh46dKj8m/pieB2P67zzzstum8XFxfKWAMCsSWfYBtrMhDfOvJM9qCBJkiRJUtvdvvh0+e4UmAUx3I0hZzrg7FUMcfud1Rtndufu26tOMfCt/i4GuP3E47j66qs/tMxuxUA5N7yt8zVzjy1u221InoptV93n3nvvLf+0vz/+8Y/nhtlV559/fvm39VTD9HQZuQZdLgAwHdIZtoE2M+Oym1eyBxYkSZIkSWqzI8deLt+ZAtMuzkjuPFs3+uQnP7l6FvLCwsLqgLPzrO2PfexjPc/mTQfDMUStzmbuVu4M7UEG2nGG9Kc+9alzt6+KP6vOps49zpMnT5ZL+LM6XzO9TdqPfvSj8hbdxXpUtx9koB1nladfK4rtWvdy4XH2fXrfeGwx/I/nN8787tx2AMDsSWfYBtrMjFt2/SJ7YEGSJEmSpDb73ek/le9MgV5euvn/02iDimFuesZu/P8YsnY70ziGqp1n+MZAPGeQYXQ3dZcRQ93OgXu34XIMvtOz0eNrpAYdaHduv34D5mEH2un90uFznSF6iF9AqO4Tg+ycatsM+3wBAJOVzrANtJkZS0++mD2wIEmSJElSW1103VL5rhToJzeUHqVBxNA6HYzGwDMupd1PfG5zOhyNz13OGedAO9ahul2sW53Plo7HGvfrHEAPOtCOQXOczV79d7dhcWWYgXYMmqv7xP3jftV/x3PYT/zSQXV7w2oAmF/pDNtAm5lx6rU3swcXJEmSJElqq4UdT5XvSoF+ckPpURpE5yWo6wyzK3Gp8fS+ubO0xzXQToe1UTyuUQwz0E63Zb+ztIcZaMdnX1f3ibPkOz9Pu/Oy6Z3Sy5XH1wcA5lM6wzbQZqbEb8bnDjBIkiRJktRGcbUwoJ7cUHqUBpGe1RxnGA8izu5OL/E96udfd1NnGenjiHXqdrn0ugYdaMfncof0LO3c9qgMM9CuPvs7HZanjzs+B7uXdKAd2wgAmE/pDNtAm5myfstj2QMMkiRJkiS10bOnTpfvSIF+ckPpURpEetnwQT7LuRKX1q7unxuIj2ugnT6Oup8n3cugA+3qNp1nvHf7bPFBB9rpGejnn39++acfPku+3/aNs++r20ajnsUOAEyndIZtoM1M2Xn4RPYAgyRJkiRJTXfBhj3F2fc/KN+RAv3khtKjVFec5ZsOOIc5qzk+p7q6fwyVO41joN35OOKzpkc17EA7pGdNx//PGXSgnf7iQHr7eM7Sy473umR8XKI8PaM+7hcDcQBgvqQzbANtZkr8ZnzuIIMkSZIkSU0XVwkD6ssNpUeprvSM3RhuDiM+t7laRhRD09Q4BtqdZx43YZSBdufneeeGzIMOtKtBdDxPnb94cMUVV5xb1rp168o/zUt/AaEqzvjudiY5ADB70hm2gTYz5e13z2YPMkiSJEmS1HRb9x8v340CdeSG0qNU1yCXq+4mBtjpcLRzMJoOfWMoG//dq86BeIg/r5aRW88YCPf6+2H0+5qh1236fTb5IAPtdAid+1zuzrPk+51pH5dkT8/qrop1iscEAMy2dIZtoM3MWbfpcPZAgyRJkiRJTXb0xKvlO1GgjtxQepTqWlhY+NAwc1jpULRzIJoOfet06623lvf8i37D5Wuvvfbc34/yOFL9vmbodZu47Hk6NO78vOpBBtrpGdi5S4THADv9DPE6n40dZ43HoL26T1qsWxOXbQcAJiOdYRtoM3PiN+RzBxokSZIkSWqyuEoYUF9uKD1KdaUD7dxZxHWlw9BeZ2jXaZiBdlxmu/r7aRloh/Rzrzu3b92BdvoZ2b3Ovk63Qe4s7m7ia8e6V/etiq8Vjw8AmD3pDNtAm5lz5NjL2QMNkiRJkiQ11WU3r5TvQoG6ckPpUaqriUt1x5m86SC012dot3XJ8biEdq+/H0a/rxn63eb3v//9h87S3rp1a/k39Qfa6WXh40ztbtJ1ia+Z2469xFnd55133rllVMuJz0gHAGZLOsM20GbmvHHmnezBBkmSJEmSmur2xafLd6FAXbmh9CjVlQ5Bo2HEpavTAWinOoPhfvotI4ax1d9HTaiz3nVuk14OPQb61RnWdQfa559//rnbxWdl9xLLr7PMXtL1jZo64x0AGJ90hm2gzUyK35TPHXCQJEmSJKmJ4upgwGByQ+lRqqvf2dV1pGd5xxm+ncYx0I6ziKu/j5r4/OemBtoxwE4HzXE2eagz0O48w3uQRhlEdw61h9kvAIDJSWfYBtrMpIUdT2UPOEiSJEmS1ESnXnuzfAcK1JUbSo/SINLBZTVsHUQ6mI2ziTuNY6AdQ+Pq76NhHkenpgbaIb0kenWW9uc///lzf9ZtoJ3eb5iGHex3/qJDnIUPAMyOdIZtoM1MWnryxewBB0mSJEmSRu2i65bKd5/AIHJD6VEaRHpJ609+8pPln9bTeWZ0bjA7joF2iHWvbpNe2ntYTQ60c2dpx+dhV//dbaD9qU996txt4vYLCwt9S7/OrbfeWi5pcNUyomeeeab8UwBgFqQzbANtZlL8pnzuoIMkSZIkSaMWVwUDBpcbSo/SIGJYmQ4v4/Oo67r00kvP3S8ujZ0bIo9roL24uHjuNtEow9zQ5EA7pJ/zHUPndNvlBtrpLwt027Y5V1999bn75S4BX8ewXxsAmA7pDNtAm5l1wYY92QMPkiRJkiSN0uKjz5fvPIFB5IbSozSo9PLXMcDsN9SOAWd6Zne0devW8m8/bFwD7Vin9CztKM5Y7ieGyR/72Mf+6jE3PdAO6fqln42dG2jHuld/H8Pvujp/QSE9uzrO8j506FD5X92lw/Y4SxwAmC3pDNtAm5m1fstj2QMPkiRJkiSN0rOnTpfvPIFB5IbSozSoziFoFAPV3//+9+Ut/ixuF4Pr9HOzoxiIdzOugXaI9UsHxVEM3uPs7XSwG58JHUPkOIO5ul3cJtXGQDs9SzstN9CO5VV/P8hZ8yF9XNdee+3qn8VzWf1ZtU06xWdnp8PsKB4jADBb0hm2gTYza+fhE9kDD5IkSZIkDVtcDezs+x+U7zyBQeSG0qM0jBjypp+/XBUD4hhgdw6Kq7+Lz4PuZZwD7RCXy+48U7tfcYZ2DHNTbQy0Q+eZ7VHnQDuei+rvYt0GveR3XG69un88p5VYVvXnVbHe8fzm/q7OGe4AwPRJZ9gG2sys+I353MEHSZIkSZKGLa4GBgwnN5QepWH98Y9//NDlx3sVg9AYvPYz7oF2iAFw+lnS3YqBfNyu80z00NZAOwbuncPjzrOl03WPy4QPKj0bO4r1DPF8pWdvdyuG4LmzxgGA2ZDOsA20mVnxG/MXXbeUPQAhSZIkSdIw+fxsmB8x+Iyzc+PM3c7WrVu3egnsumcNx3A1hrJx326fs93PsMuIs67jM6PjscSgvnoM8f9jYBsD/G7qfM1R1ivWKYqzqTu3ZQy4Y5mx7BiAD6O6NHw81s5lxOXXc89vXJ487jfoGeEAwHRJZ9gG2sy0hR1PZQ9ASJIkSZI0TKdee7N8xwkAAMCkpDNsA21m2pFjL2cPQEiSJEmSNGiX3bxSvtsEAABgktIZtoE2M+2NM+9kD0JIkiRJkjRoty8+Xb7bBAAAYJLSGbaBNjNv3abD2QMRkiRJkiQN0tETr5bvNAEAAJikdIZtoM3Mu+fgc9kDEZIkSZIk1e2CDXuKt989W77TBAAAYJLSGbaBNjPv2VOnswcjJEmSJEmq2/otj5XvMgEAAJi0dIZtoM3MO/v+B8VF1y1lD0hIkiRJklSnxUefL99lAgAAMGnpDNtAm7mwsOOp7AEJSZIkSZLqdOq1N8t3mAAAAExaOsM20GYuHDn2cvaAhCRJkiRJ/brs5pXy3SUAAADTIJ1hG2gzF9448072oIQkSZIkSf26ffHp8t0lAAAA0yCdYRtoMzfWbTqcPTAhSZIkSVKvjp54tXxnCQAAwDRIZ9gG2syNew4+lz0wIUmSJElSty7YsKd4+92z5TtLAAAApkE6wzbQZm48e+p09uCEJEmSJEndWr/lsfJdJQAAANMinWEbaDM3zr7/wepv1ucOUEiSJEmSlGvn4RPlu0oAAACmRTrDNtBmrizseCp7gEKSJEmSpFynXnuzfEcJAADAtEhn2AbazJUDR1/KHqCQJEmSJKmzSxaWy3eTAAAATJN0hm2gzVx548w72YMUkiRJkiR1dvvi0+W7SQAAAKZJOsM20GbuXHnbweyBCkmSJEmS0h4//kr5ThIAAIBpks6wDbSZO1v3H88eqJAkSZIkKe3td8+W7yQBAACYJukM20CbufPsqdPZAxWSJEmSJFWt3/JY+S4SAACAaZPOsA20mTtn3/+guOi6pewBC0mSJEmSosVHny/fRQIAADBt0hm2gTZz6fbFp7MHLCRJkiRJit448075DhIAAIBpk86wDbSZS8dOvp49YCFJkiRJ0lWbHynfPQIAADCN0hm2gTZzyWXHJUmSJEndcrlxAACA6ZbOsA20mVsuOy5JkiRJyuVy4wAAANMtnWEbaDO3XHZckiRJktSZy40DAABMv3SGbaDN3HLZcUmSJElSZy43DgAAMP3SGbaBNnPNZcclSZIkSWkuNw4AADD90hm2gTZz7dlTp7MHMCRJkiRJa6/1Wx4r3y0CAAAwzdIZtoE2c++SheXsgQxJkiRJ0trqwNGXyneKAAAATLN0hm2gzdzbvPdX2QMZkiRJkqS11Zm33ivfKQIAADDN0hm2gTZzz2XHJUmSJEkuNw4AADA70hm2gTZrgsuOS5IkSdLazuXGAQAAZkc6wzbQZk1w2XFJkiRJWtu53DgAAMDsSGfYBtqsCS47LkmSJElrN5cbBwAAmC3pDNtAmzXjsptXsgc2JEmSJEnz3ZFjL5fvDAEAAJgF6QzbQJs1456Dz2UPbEiSJEmS5rcLNuwp3n73bPnOEAAAgFmQzrANtFkzXnjlD9mDG5IkSZKk+W3jtifKd4UAAADMinSGbaDNmuKy45IkSZK0tnK5cQAAgNmTzrANtFlTXHZckiRJktZOLjcOAAAwm9IZtoE2a4rLjkuSJEnS2snlxgEAAGZTOsM20GbNcdlxSZIkSVobudw4AADAbEpn2AbarDkuOy5JkiRJ85/LjQMAAMyudIZtoM2a88aZd7IHOyRJkiRJ89Pti0+X7wIBAACYNekM20CbNWn9lseyBzwkSZIkSfPRs6dOl+8AAQAAmDXpDNtAmzXp8eOvZA94SJIkSZJmvytvO1i++wMAAGAWpTNsA23WpLPvf1BcsrCcPfAhSZIkSZrtlp58sXz3BwAAwCxKZ9gG2qxZW/cfzx74kCRJkiTNbhds2FOceeu98p0fAAAAsyidYRtos2adeu3N7MEPSZIkSdLstrDjqfJdHwAAALMqnWEbaLOmXbX5kewBEEmSJEnSbHbs5OvlOz4AAABmVTrDNtBmTTtw9KXsARBJkiRJ0ux1ycJy+W4PAACAWZbOsA20WdPOvv/B6uer5Q6ESJIkSZJmq52HT5Tv9gAAAJhl6QzbQJs1b/PeX2UPhEiSJEmSZqszb71XvtMDAABglqUzbANt1rwXXvlD9kCIJEmSJGl22rjtifJdHgAAALMunWEbaMN/WbfpcPaAiCRJkiRpNjp64tXyHR4AAACzLp1hG2jDf1l68sXsARFJkiRJ0vR3ycJycfb9D8p3eAAAAMy6dIZtoA3/5e13zxYXbNiTPTAiSZIkSZru7jn4XPnuDgAAgHmQzrANtKF0y65fZA+MSJIkSZKmu9+d/lP5zg4AAIB5kM6wDbSh9Oyp09kDI5IkSZKk6W39lsfKd3UAAADMi3SGbaANictuXskeIJEkSZIkTWdHjr1cvqMDAABgXqQzbANtSCw++nz2AIkkSZIkafq66Lql4uz7H5Tv6AAAAJgX6QzbQBsSZ956r7hgw57sgRJJkiRJ0nS1df/x8t0cAAAA8ySdYRtoQ4eFHU9lD5RIkiRJkqarU6+9Wb6TAwAAYJ6kM2wDbehw9MSr2QMlkiRJkqTpad2mw+W7OAAAAOZNOsM20IaMSxaWswdMJEmSJEnT0YGjL5Xv4AAAAJg36QzbQBsylp58MXvARJIkSZI0+eKXkM++/0H5Dg4AAIB5k86wDbQhIw6MOEtbkiRJkqaz+CVkAAAA5lc6wzbQhi627j+ePXAiSZIkSZpcF2zYU5x5673ynRsAAADzKJ1hG2hDF3GAJA6U5A6gSJIkSZImU/zyMQAAAPMtnWEbaEMPty8+nT2AIkmSJEmaTM7OBgAAmH/pDNtAG3o49dqb2QMokiRJkqTxt7DjqfLdGgAAAPMsnWEbaEMfccAkdyBFkiRJkjTe4peOAQAAmH/pDNtAG/o4dvL17IEUSZIkSdL4Wr/lsfJdGgAAAPMunWEbaEMN6zYdzh5QkSRJkiSNp6MnXi3foQEAADDv0hm2gTbU8PjxV7IHVCRJkiRJ7Re/ZAwAALAWPf7448XCwkLxox/9qPjjH/9Y/un8S2fYBtpQw9n3PyguWVjOHliRJEmSJLXb0pMvlu/OAAAA1o5bb721+MhHPrLaJz7xieL3v/99+TfzL51hG2hDTXEAJXdgRZIkSZLUXvHLxfFLxgAAAGvJvffee26Yfd555xW//e1vy79ZG9IZtoE21BQHUC7YsCd7gEWSJEmS1E6Ljz5fvisDAABYGw4dOlR89KMfXR1mf/KTn1xTlxqvpDNsA20YwNb9x7MHWCRJkiRJzRe/VHzmrffKd2QAAADz75lnnik+9rGPrelhdkhn2AbaMIA4kOIsbUmSJEkaT/FLxQAAAGvJ1VdfXXz6058u1q1bt2aH2SGdYRtow4AWdjyVPdAiSZIkSWq2N868U74TAwAAYC1JZ9gG2jCgU6+9mT3QIkmSJElqrvhlYoC64uyle++9t1hYWFi9TGc3v/3tb4vHH398tV6365Ter9eZUuntovfeG+1jE+L+6fJi+Tl1H39O3D7uF/fv9dhOnjz5oXXp1+9///vynh/Wazm//OUvy1vVM8rjDk09pko8P4uL//Vv2H+tz+c///ni2muvLX70ox8NtW6dmlrXtl8D/QzyOAZdv61bt65u++Xl5aFfe6M8h03vT93U+TrDGtdjyElfz1W33nrrUK+fdH+44oorVp/L+P/Dvh7H8boZdN+L75fVsoet83XS7/mPv69rlO/Pcfu4X79/lzo1uQ+FYZc3ymNvct8dx37btnSGbaANQ9i47YnsARdJkiRJUjPFLxMD1BUHXeNzJqNPfOIT5Z9+WAxePvrRj567XRQHies4//zzz90nDlLnxEHfzuXH518OMgBIxfrGY0mXF8vPHVyOdapuE5coHUTcvrpvbMecWJfqNnWLy6V2qruc2G7x3PQbStZ53rtp6jGFWFb8Xe4+Veedd17X7dtPk9u/zddAP4M+jljXuuIzZtP7xjBwEKM+h009R/3U/Tqx7eI5i8FY3eH+uB5Dpxi0pftXro9//OOrA71+4vtt576QK5ZX9/UY26XN180w+178O5C73aDFAL1S9/mPdYnXV79BZ9v/LqWa3IfCqMuLda5uV/ffpqb33bb323FJZ9gG2jCEoydezR5wkSRJkiSN3lWbHynffQHUU+fgcXqbtDpnLaUH17sd3O22/EsvvbS8xWBiYJBbXpw51antwUG3x9ar3KBr0OXEgfvc462kyxt0oN3UY4qhTucvHnRrkAFtqu3t39RroJ9BH0fd7RVnqnbed5D9oYnnsKnnqJ9hvk68jtLBZTfjegypONs1t9xufepTn+o6oI/9snOA16/4PjvIL86kNfG6GXbfG+aXD3Kl+8Wgz38Mtnttg7b/Xao0uQ+FJpaXbss634va2Hfb3G/HKZ1hG2jDkNZtOpw98CJJkiRJGq34JWJg9tz502cabRB1Dh53O7hb50B7nYO76fLjDOPq4HT8bwwfBhEHqWMIFfev/rdq0gPt6uywfuXO3os/r5YTZ6J13ieGK3GJ1eo2Ua/hQ7q8QQaYIb3vKI8pLgebLieei+p2sd6HDh0695jSgdQg4ms3sa7x59Vy0pp6DfSTfv06j6PO4CXEULVabjoUimXU0cRzGF8rXUb6OLqVe476ifv1+jqx7jHoyp3p2W/43G/ZuYZ5DJV169Z9aP3ia8afxWOolp/7nhB/3il+cSi9TXUWcVx+Pr7/xvfN+P9xhmrnADm21TCDwSZeN6Pse70uOR7LqpYb2zB3myh93PHf6bp03jbO9o/tWt2mul23bRePpbpdnW2VSrdbfO1umtyHQlPLi/+u/q7fv01t7bvpOqQ1sd+OUzrDNtCGIT1+/JXsgRdJkiRJ0vDFLw8Dsyk3lB6lQdQ5eJzeJg4Yp4OvOFjcS52Du53rkB6krnuZ00qsT3XfOIhd/f9o0gPtfgfne0mX02s9Y2BQ3S7q9vyMsl5NPKYYPFXLiP2p12eAx/MWA6FhtLH923gN9NPU4+hUDe/iF0nSQVP8/36aeg7bemydBvk68ZzGNqluH/V6nsf1GEL8skK6XvGLK72G47Htq8sgdz5HnWfUxpC414A6vk7n5aR7fY9u63XT5vePeP6qZef+zcip8/zHdo1ha3W7KP47p+1/l5rch0KTy6v7Wmpz321rvx23dIZtoA0jcJa2JEmSJDWbs7NhduWG0qM0iDoHj9PbxMHa9KzOOMuplzoHdzvXofNg8iDSr9d5adnccKLtwUGd7VtH53PQS7pe3T73c5T1auIxxVCgWkYMP9rS1vZv+jXQT1OPIxVnsFbLjDMpY7BU/XcMc3sNh0JTz2Ebjy1n0K8T3y/Ss7V7nVE7rscQ0nWKX/7p9zxVOs/aj8eXDurq/BJDiK+XDgbrbpcmXzdtfv+I569adu7fjJxBnv/0ccX/z2n736Wm9qFKk8ursy3b3nfb2m/HLZ1hG2jDCHyWtiRJkiQ1l7OzYbblhtKjNIg6B4/T28TwIAbF6cHkOCu4mzoHd3PrkA4V4u/rOHny5Ln7xNlaofrvaK0MtNOD790O9I+yXk08pjgzrlrGrA2023gN9NPU40ilZ2TH8kMsu/qzXo8pNPUctvHYcob5OjFwS5/nbmfUjusxpIPcqO7ANSe9gkU8xrpDyNB5Rm6dM12bfN20+f0jfQ20MdBOt3u327b571KT+1Boenl1tmXb+25b++24pTNsA20YkbO0JUmSJKmZnJ0Nsy03lB6lQdQ5eJy7TTo07XWGXp2Du7nlpwes6559la5THGQP1X9Ha2WgnX6Wafz/nFHWq4nHlA5BBh1IDKKN7V8tp8nXQD9NPY5KrGs1oIl1r6SXRK5+KaSbpp7Dph9bN8N+nfR57vY4x/UYYrhWfZ1+z08/cfWLalnxGAeVrku3oXJbr5s2v3/EelbLbmOgHZc/r27b7Qokbf671OQ+FJpeXp1t2fa+29Z+O27pDNtAG0bkLG1JkiRJGj1nZ8Psyw2lR2kQdQ4e524TZyzFQd3qz7udoVfn4G635Vd/FgOLXp/HGeLgcvWZt+mArlpGtFYG2unB/mqw32mU9WriMaVn00dxGdgmh1KVNrZ/uo829Rrop6nHUUn3+/Ss4/R56fe6a+o5bPqxdTPs10m/F0XDXiZ5VLFt0/Xo9bnR/XQuK/eY+kn3oUEG/U28btr8/hHrWS23jYF2+gtH3QbAbf271OQ+FJpeXui3Lcex77a1345bOsM20IYGOEtbkiRJkkbL2dkw+3JD6VEaRJ0D8d1uEwd0qz+PA725gUKdg7vdlp9+1mW3g8eV9Ky39HOjqz+L1sJAO31O4uvlnpMwyno19Zjis1ar5UTxuIYZTvTSxvZPl9PUa6Cfph5HJX1tdQ6h0l+IiNdVL008h00/tm5G+TrpICt3ueFxPIbOIW6/X/LppXNZw0g/cz0aZNDfxOumre8fsZ7VMpseaMf6xQC1um23Xzhq69+lJveh0PTyQr9tOY59t839dpzSGbaBNjTAWdqSJEmSNHzOzob5kBtKj9Ig6hyI73abOJibDnpyny9b5+But+Wnl5X95Cc/Wf5pXvx9dds4k6pS/Vk06YF2nEEew/ZuxfCwzgA6Hmv8d1rcNx1SxteKA//dpMvr9rx3k953lMcUw4/42tWyqmJQ1cSZfqGpde22vZp6DfQzyvPVKT3jOHfJ41tvvfXc33e7lHSlieewqeeon1G2YXqJ4txzPI7HkH4/jK8xikOHDp1bVuy/w4jvp9UyotgGnbpt8yZeN219/0iX2dRAO15z8bqK5626XXy/7qatf5ea3IdC08sL/bblOPbdNvfbcUpn2Aba0BBnaUuSJEnScL3wyh/Kd1bALMsNpUdpEP0OHodet0nPWIozz9JhcqhzcLfuweNuQ4o4u6q6TeclXKs/jyY90K5TE8uJbdbvTMVu27yOph5TiKFUPGe5+8X27XXfOppa13Q5bbwG+km/fnyNWGavYujTTbq+MWDt1Dns6TfUG/U5bOo56qfXc9hPejZw7jLR43gM6fPW7xd8+mlqWdUyotxj6rXNm3jdtPH9I9azWsYwA+06XXHFFT1/qaGtf5ea3IdC08sLvfaZMI59t9c6NLHfjks6wzbQhoY4S1uSJEmSBm9hx1Pluypg1uWG0qM0iH4Hj0O/28RB5ervr7766vJP/6zOwd1ey4/lVX8Xnz2aE8OB6jadl3Ct/jyahYF2t6H9oMuJYtDTbWjS7zntpanHlIrLOKe/vJDWuU8Noo3t38ZroJ9BH0duUF1J17XbWfzpGcm9lpUa9jlsY3/K6fcc9pJ+j8l9nxjHY0g/e3nQ71Wd4jltYlnVMqLYBp36bfOmXjdNfv+I9azu2/RAO66IUOey6G39u9TkPhSaXl7ot8+MY98d137btnSGbaANDXKWtiRJkiQN1qnX3izfUQGzLjeUHqVB9DtwG/rdJr3saJyxlA4B6hzc7bX89OzrWHbngDbOjoo/j7+PgUan6r7RpAfa3bZvHely4mB6/HdaPI440J8eaI+6XTI6Xd6g6zXKfXuJ5zYeR/oZzlW9Ls/bS1Pr2m85o74G+km/fiw/ltmrzl/sqKSfP9vrcuJxWezqdrnLknczzHPY1v7UaZSvk17OP4bbncbxGOLyxtXXiNf5KNKzTIdd3zg7ulpGlPvliHG+bpr6/hHrWd1vmIF2dcn5eL7iMXQO2rv9YlYqHkd1+1jGINLtFuuVanIfCk0vL/TbZ8ax745zv21TOsM20IYGHTv5evYAjSRJkiTpr3N2NsyX3FB6lAbR78BtqHObdJCaXpK3zsHdfstPzxaNQVsqPbidO5O0+rtoXgba/dYzHUZGsY06jbJeTT2mXuJ56RwExWfQDqqN7d9tOaO8Bvpp6nGkA6he2zN+UaS6XTTMGcV1n8Nx7E9hlK+TDklzA8lxPIb0e9Won1ecDuSGXVb6yxFR7moQk3rdjPL9I9azus8wA+3c44yvXf3iVdRvXdLnusl/l5rch0LTywv9tuU49t1J7bdNS2fYBtrQsDggkztQI0mSJEn6cM7OhvmSG0qP0iDqHLgd9DZRdVnVOgd3+y0/HdB2ngWWDpo6P8syVH8X5YYTcana6u8HORM19BocVOpsuzrS5dQZcKSXgs09rlHWq6nH1E88X7H86msNM7xoY/t3W056m2iQ10A/TT2OdHvGPhK/BNKtdCA46GWbK3Wew3HtT6N8nXQYmXsOx/EY4pcKqq8RxVmmw0qvfBENI33Msa/k1Nku6W2ipl43w37/SO/T1EA79Pvs5VRb/y41uQ+FppcX+m3Lcey7dZ7P9DZRk9/vm5LOsA20oWFxQCZ3oEaSJEmS9JecnQ3zJzeUHqVBDHrgttttQpylVN2uOmOpzsHdfsuPg+TpQKk6cHzo0KFzf5aeIZWq/j7KDSfSg+PxNQaRDvxyl9sNdbddP+lyYpv2k57FFg1zBlo3TT2mOjofR7ft3E0b27/XcoZ9DfTTxONIlzFosa/nzsCto99zOK79adiv0zlAy30fGcdjaOKs+UrnJZeHWVb8kkN1/1E/2qCt180w3z9iPavbNznQDulZvb1+SaStf5ea3IdC08sL/bblOPbdSe+3TUln2Aba0AJnaUuSJElS75ydDfMnN5QepUHUOXBb9+Bu5+An/js+b7b672EH2iFdTjUISA8mx+Aip/r7KDeciCFdepteZ82l0vv1GjjU3Xb9pMupM9COQUZ1+6jzsY+yXk09pjo6hxfxtQfRxvbvtZxhXwP9NPE40rP2hyl+gWQY/Z7Dpp6jfob9Oun3mc4rRFTG9RjSX+ypBmjDijOWq2XlPhe8l/j+lw5Ouw1n626Xtl43w3z/iPWsbt/0QDseR3W7eC5j/XLa/HepyX0oNL28Otuy7X130vttU9IZtoE2tMBZ2pIkSZLUPWdnw3zKDaVHaRB1DtzWPbgb0uFP/P86B3cHXYc4mB2DhupAehyc7qa6T9RtOJFetrzzM7q7Sc/86zbkCoNsu17S5aylM7Q7B1J1BzuVNrZ/v+UM8xroZ9THEc9/OgSqe6Z7erbhpZdeWv7pYPo9h+Pan4b5Oul9otzn0YdxPYa4FHy6PjFAG1bnJbC7DVdz0kti91qPQbZLG6+bYb5/xHpWt296oN35Ouy2P4W2/l1qch8KTS+vzrZse9+d9H7blHSGbaANLXGWtiRJkiTlc3Y2zKfcUHqUBlHnwO0gB3fTQXOUXmJ1lIF2iL9Lb1f9/zig3k11m6jbcCI9AB3D8X5DjxhKpI/r2muvLf/mrw2y7XpJl1NnoJ0+plEuqZrTxGOqOyhKBzTDfK02tn+/5QzzGuhn1Mcx7GfyxvpW94vHlP5iRFPPYVPPUT+Dfp24lHHcrrpPbLfOXwypjOsxxNdPzy6N13adYV7cL4ai6XPWuazzzz+/6+NLxWNNh7K9vh8Nsl0Ged20+f0jfc7rfp1BHmd6uetuQ+fQ1r9LTe5Doenl1dmWnV+z6X23rf123NIZtoE2tMRZ2pIkSZL0123e+6vyXRMwb3JD6VEaRJ0Dt4Mc3A3pAfu0UQfat95664eWV9XrQH96u27Dibh/5wH5bmewxoH6OFO1um2sb68D6YNuu27S5fQaIMW6dJ4xl9vuo6zXqI8ptmHcN7Zzr88/jecgHT7EJbMH1cb2r7OcQV8D/Yz6ONKzCHv9Akin2J/SYU21/k0+h009R/3U/Trx2GIYWN02im3Q66z2cT2GkJ6dGsX3rl7PQfwyQ3W2b+f+17msfsPIuOx8uj/E/+819G3jddP2949Yz+o+vR5bapDHGWcEV7eNuj2GNv9danIfCk0ur+62bHPfbWO/nYR0hm2gDS1ylrYkSZIk/aULNuwpzrzV/8wDYDblhtKjNIg6B24HPbgbB+LTA8dV3Q7u1l1+LDddXhSDul7S2/YaTsS6pbeN9Y8z5GKIHusXZ5LFkCsdMET9Plc4fWwxXIlhYr9yy+zcRrn7xbboXL9uZ66ly4vHGkPyXqWXvB31McX6VPePYrARt4nnoNrWnZ/33Ovs2F7a2v79DPoa6GfQr5+KIU+6Lr0GsznpoCz2p9Dkc9jUc9RPr68Tr/XYz3PPWb/hXBjXYwixDeN5SNcxiu0bj6Nafjxvsa+kt+n8mrGs9IzSKNY/nrvqe1/8b+57S2yrfo8h3S5NvW6a3Pdy0m3WxkA7xPC1un08Z93EY6puF8W2aeLfpSb3odDk8upuyzb33UGfz6a/3zclnWEbaEOLnKUtSZIkSX9p6/7j5bslYB7lhtKjNIg6B24HPbgbOs+eirod3B1k+Z0HzeOSsr2kt+03nIiD37mD0rniAHm/rx3Sx1a3GKx1GmY5cWC/2xBn0OWlz0sTjyn+O3e7XPG1Bx3CVtrY/m28BvoZ5utXYuhV3TcGaYOKwU91/yiGN6Gp57Cp56ifYb5ODOOqx9vLuB5DKvalGODllp2r2yWo4xceBnkuo3g+4zH3M8x+W+d109S+lxO3r+7b1kA7Hk91+/g3p9ewvY1/lypN7UOVJpY3yLZsa99ta78dt3SGbaANLXOWtiRJkiQ5OxtoV3rgNs6myomzE/vdJie9DGcckI9LrebUWYfKoJ+Jmh5crzOciOFV7kyzqlhePK5elzZNxaAiHlNuWd2Ks9g61V1O3CbWr98AZ9D1SodvTT2muOxseinszmI4E0OCUTS1rm2/BvoZ9uuHGMpW9x12e6ZnOKYDsyaew6aeo37qfJ1Y31h2rHOdQXZlXI+hU7zOYzndBp7xPTL2wTrf++IXF3p974vijNjYNvF462jzddPW94/YZtUyhhlo13mcsf3Sf5v6DVib/ncp1eQ+FEZd3qDbMjS97076+31T0hm2gTa0zFnakiRJkuTsbKB9cWC53wH1OrcZxSDLj4P7ccC5jjh4HcsdZDhVqdapivak2zmqOzAbp7ZfA/0M+/Wr10DcfxSxjF4Dmvj7tGl8DudZ5/YfZZjWuaxomO+hYRyvm851HWXfG/bfjEEf57Cvy+rrVDUpXW406kB22OWNss90fs1olH//Z1k6wzbQhjGIAze5AzqSJEmStBa66LolZ2cDAABQWzrDNtCGMYgDN5csLGcP7EiSJEnSvLf05IvluyMAAADoL51hG2jDmMQBnNyBHUmSJEma56687WBx9v0PyndGAAAA0F86wzbQhjGJAzjrNh3OHuCRJEmSpHnt6IlXy3dFAAAAUE86wzbQhjGKAzm5AzySJEmSNI9t3PZE+W4IAAAA6ktn2AbaMGYLO57KHuiRJEmSpHnr1Gtvlu+EAAAAoL50hm2gDWP2u9N/Ki7YsCd7sEeSJEmS5qWt+4+X74IAAABgMOkM20AbJiAO7OQO+EiSJEnSPHTRdUvFmbfeK98BAQAAwGDSGbaBNkzA2++eLS5ZWM4e+JEkSZKkWW/pyRfLdz8AAAAwuHSGbaANExIHeHIHfiRJkiRplrvytoPF2fc/KN/5AAAAwODSGbaBNkzQuk2HsweAJEmSJGlWO3ri1fIdDwAAAAwnnWEbaMMEPXvqdPYAkCRJkiTNYhu3PVG+2wEAAIDhpTNsA22YsIUdT2UPBEmSJEnSrHXqtTfLdzoAAAAwvHSGbaANE/bGmXeKCzbsyR4MkiRJkqRZaev+4+W7HAAAABhNOsM20IYpEAd+cgeEJEmSJGkWuui6peLMW++V73AAAABgNOkM20AbpsDZ9z8oLllYzh4YkiRJkqRpb+nJF8t3NwAAADC6dIZtoA1T4sixl7MHhiRJkiRpmrvytoOrv6QLAAAATUln2AbaMEXWbTqcPUAkSZIkSdPa0ROvlu9oAAAAoBnpDNtAG6bIC6/8IXuASJIkSZKmsY3bnijfzQAAAEBz0hm2gTZMmYUdT2UPFEmSJEnSNHXBhj3FqdfeLN/JAAAAQHPSGbaBNkyZM2+9V1x03VL2gJEkSZIkTUv3HHyufBcDAAAAzUpn2AbaMIUOHH0pe8BIkiRJkqahK287WJx9/4PyHQwAAAA0K51hG2jDlFq/5bHsgSNJkiRJmnTPnjpdvnMBAACA5qUzbANtmFK/O/2n1c+kyx08kiRJkqRJtXnvr8p3LQAAANCOdIZtoA1TbPHR57MHkCRJkiRpEl2ysFy8/e7Z8h0LAAAAtCOdYRtowxSLz6Rbt+lw9kCSJEmSJI27oydeLd+tAAAAQHvSGbaBNky5U6+9mT2QJEmSJEnj7JZdvyjfpQAAAEC70hm2gTbMgHsOPpc9oCRJkiRJ4+ii65aKM2+9V75DAQAAgHalM2wDbZgBcenxy25eyR5YkiRJkqS2O3Ls5fLdCQAAALQvnWEbaMOMOHby9eyBJUmSJElqs/VbHivflQAAAMB4pDNsA22YIbcvPp09wCRJkiRJbXTBhj3FG2feKd+RAAAAwHikM2wDbZgh8Zl1lywsZw80SZIkSVLTLT76fPluBAAAAMYnnWEbaMOMefz4K9kDTZIkSZLUZOs2HS7fhQAAAMB4pTNsA22YQRu3PZE94CRJkiRJTRSXGj/12pvlOxAAAAAYr3SGbaANMyguPR4HmHIHniRJkiRp1O45+Fz57gMAAADGL51hG2jDjDpw9KXsgSdJkiRJGqUrbztYnH3/g/KdBwAAAIxfOsM20IYZdtXmR7IHoCRJkiRp2F545Q/lOw4AAACYjHSGbaANMyw+086lxyVJkiQ11ea9vyrfbQAAAMDkpDNsA22YcTsPn8geiJIkSZKkQbpkYdmlxgEAAJgK6QzbQBtmXBxwWrfpcPaAlCRJkiTV7djJ18t3GQAAADBZ6QzbQBvmwO9O/8mlxyVJkiQN3db9x8t3FwAAADB56QzbQBvmxIGjL2UPTEmSJElSr6687aBLjQMAADBV0hm2gTbMkYUdT2UPUEmSJElSrrjS06nX3izfUQAAAMB0SGfYBtowR8689V5xycJy9kCVJEmSJHW29OSL5bsJAAAAmB7pDNtAG+bMsZOvZw9USZIkSVLa+i2Ple8iAAAAYLqkM2wDbZhDW/cfzx6wkiRJkqQoruwUV3gCAACAaZTOsA20YQ6dff+D4srbDmYPXEmSJEnS0ROvlu8eAAAAYPqkM2wDbZhTvzv9p+KCDXuyB68kSZIkrd1uX3y6fNcAAAAA0ymdYRtowxxbevLF7AEsSZIkSWuzuJJTXNEJAAAAplk6wzbQhjm3cdsT2QNZkiRJktZWcQWnF175Q/lOAQAAAKZXOsM20IY5d+at94pLFpazB7QkSZIkrZ12Hj5RvksAAACA6ZbOsA20YQ04dvL17AEtSZIkSWuj9VseK98dAAAAwPRLZ9gG2rBGbN1/PHtgS5IkSdJ8d9F1S8UbZ94p3xkAAADA9Etn2AbasEacff+D4srbDmYPcEmSJEma344ce7l8VwAAAACzIZ1hG2jDGnLqtTeLCzbsyR7kkiRJkjR/3b74dPluAAAAAGZHOsM20IY1ZunJF7MHuiRJkiTNV5fdvFK8/e7Z8p0AAAAAzI50hm2gDWvQ+i2PZQ94SZIkSZqfnj11unwHAAAAALMlnWEbaMMadOat94pLFpazB70kSZIkzX47D58of/oHAACA2ZPOsA20YY2KszVyB74kSZIkzXZxRSYAAACYZekM20Ab1rDFR5/PHgCTJEmSNJvF52bHFZkAAABglqUzbANtWOMWdjyVPRAmSZIkaba6YMOe4oVX/lD+pA8AAACzK51hG2jDGvf2u2eLK287mD0gJkmSJGl2OnD0pfKnfAAAAJht6QzbQBsofnf6T6tnc+QOikmSJEma/jbv/VX50z0AAADMvnSGbaANrDp64tXsgTFJkiRJ091Vmx8pzr7/QfmTPQAAAMy+dIZtoA2cs3X/8ewBMkmSJEnT2SULy8UbZ94pf6IHAACA+ZDOsA20gQ9Zv+Wx7IEySZIkSdPXs6dOlz/JAwAAwPxIZ9gG2sCHnHnrvdWzPHIHyyRJkiRNT0tPvlj+FA8AAADzJZ1hG2gDf+WFV/5QXLBhT/agmSRJkqTJt7DjqfKndwAAAJg/6QzbQBvIirM9cgfOJEmSJE22K287WJx9/4PyJ3cAAACYP+kM20Ab6Or2xaezB9AkSZIkTaaLrlsq3jjzTvkTOwAAAMyndIZtoA10FWd9rNt0OHsgTZIkSdL4O3ri1fKndQAAAJhf6QzbQBvoKc7+iLNAcgfTJEmSJI2vnYdPlD+lAwAAwHxLZ9gG2kBfx06+nj2gJkmSJGk8bdz2RPnTOQAAAMy/dIZtoA3UEmeD5A6sSZIkSWq3y25eKd5+92z5kzkAAADMv3SGbaAN1Law46nsATZJkiRJ7XTBhj3FqdfeLH8iBwAAgLUhnWEbaAO1xVkhcXZI7kCbJEmSpOZ7/Pgr5U/jAAAAsHakM2wDbWAgvzv9p+Ki65ayB9skSZIkNdc9B58rfwoHAACAtSWdYRtoAwN79tTp1Usf5g66SZIkSRq9W3b9ovzpGwAAANaedIZtoA0MJS59mDvwJkmSJGm0rtr8SHH2/Q/Kn7wBAABg7Uln2AbawNAWH30+ewBOkiRJ0nBddvNK8fa7Z8ufuAEAAGBtSmfYBtrASG5ffDp7IE6SJEnSYF103VLxxpl3yp+0AQAAYO1KZ9gG2sBI4lKIG7c9kT0gJ0mSJKleF2zYUzx76nT5UzYAw/r9739fXHHFFcUnP/nJ4iMf+ci5Pv7xjxeXXnppcejQofKW9SwvL68uL+7fubxPf/rTxbXXXlts3bq1vPXgnnnmmeLqq68uPvGJT/zV8mN9Y9nvvfdeeesPO3ny5Ln7xTp2s27dutV1rdvi4mJ5zw+rs5xbb721+OUvf1neY3g/+tGPzm3zeC4ff/zx8m/qa2t9m9qeoen9NZx//vnZ9Rik2C9TbexD8fh++9vfln/TWzxP1f167QtNrGdb+01O099f+q17bPN4zH/84x/LewyuiddmG/s9MJ/SGbaBNjCyuCTiuk2HswfmJEmSJPXv8eOvlD9dAzCsGDJ99KMf/dCAJNfnP//58h7dxRA5Bi65++eKYVEMaQYRw6rcsjqLIU9uwBODpOo2MdjOiaFbuqw65Ybjgy4n1jkGX92G8b3EsK3zeYwh7SDaWt+mtmdocn+txIA4t4xBu/fee8slNveYY0jeebvzzjuv1j4Sr6/qPum6pZpYz3Ht5218fxlk3WO/G+YXcS0L8ugAADOKSURBVJp4bbax3wPzK51hG2gDjYhLI16ysJw9OCdJkiSpe4uPPl/+VA3AsOJMx3QYEgPeOPN5YWFhdXD8qU996kN/30sM3mLQlt4+irMJ4wzIGER1nlkYfexjH+t5Nm4lho6d6xPFOldnUua+fpyRnaoz0E5vE0Okavm9im3Zqd9yqjPFO4vtVPcs3EoMLDuXE19zkF8YaGt9m9qeTe6vqRiU9jpDO9a5WmZ8jdxtovQM7Tb2obQYCPcTy6xu322g3cR6trXfpNr6/tJv3WP4ni4viq83iFFfm23t98D8SmfYBtpAY0699ubqpRJzB+kkSZIk/XW3Lz5d/jQNMPueu/PfGm0QMeyphiDdhjQxcIrL2cYQpZsYGseAplpW/P8Y4nQ7AzOGcento87LNadiOZ2DpThjMTcQivVNz+KMgVUqHWB1e0x1blNHneXEY4uBVedQKp6bQYbRMXyr7psO/gY5o7St9W1qeza1vw4qllV93boD2Db2oc7XWL/9I90n6gy0h13PtvabSpvfX+qse3ytdN+L4n51jfranNR+D8yudIZtoA006tjJ17MH6iRJkiR9uI3bnijOvv9B+ZM0wOzLDaVHqa4Y8FRDkhiCdBsO9RP3S4dUMXypM+yJy4GnQ6del8qNMxHT5XeeIZoTlxKOZXYOIOsMsOrcpo5BlhPbMc66rG4fdV7auZsYCFb3ieciBmXpf9fV1vo2sT2b2l+HEV+v+tqTHGjHYDQ9Czm2fy/TNNCuDLqft/39pe66x2ss/aWaupf2HvW1Ocn9Hphd6QzbQBto3IGjL2UP2EmSJEn6c1fedrB4+92z5U/QAPMhN5QepbrSwUoMvobVeTncOsOmSroOUe4syhgIpYOpOsPsXuoMsAYZ0PUyzHLizPPqPlEM5vtJ7xPbtPMzezsvu95NW+vbxPZsan8dRqxz9bUnPdBOX2/xHPc6u3kaB9qVuvt5299fBln39MoP8YsFdYz62pzkfg/MrnSGbaANtGLr/uPZA3eSJEnSWu+SheXijTPvlD85A8yP3FB6lOpKByWjDNziTMVqOXWHPJU42zC9nG5cMrdTejZnnCE56hmKdQZYTQz5wjDLiceXnoVbZ5umt68GnPGZ0NWfxRnudbS1vk1sz6b212HE16u+9iQH2nG56pBu716f5zzNA+26+3nb318GWfdh9sH0MQ7z2pzkfg/MrnSGbaANtGZhx1PZA3iSJEnSWu2CDXuKU6+9Wf7EDDBfckPpUaorzoisBiVRXKJ3GOnAqNvQrJd0YJ0bWKXLj8/GHVWdAVYTQ74w7HI6z0rtdRZuekniGJRVFhcXz/153a/d1vo2sT2b2l+HEetcfd1JDrSr5XRu79yZx2GaB9qhzn7e9veXQdY9Pdt60MuFD/vanOR+D8yudIZtoA20Jj4P8KrNj2QP5EmSJElrsaMnXi1/WgaYP7mh9CjVFZe+TT8TNi6DO+iwJAZQ6bBlmLOn42tW94/hVapz+XWHib3UGWA1MeQLoywnvSxxr+fl2muvPXe7dOAXz0W6jG6XdE61tb5NbM8m9tdhxTpXX3caBtohPXO52+c5T/tAO/Tab9r+/hLqrnvnGeXxuuunidfmJPd7YHalM2wDbaBV8bmAl928kj2YJ0mSJK2llp58sfwpGWA+5YbSozSIzjMkoxiO1f3M5fTswRi0DCO+Vvr1Y4BT6Tw7sQl1BlhNDPnCKMuJy0tX9+11Zno17Irtn267EJdYrpbR69LUlbbWt6ntOer+OqxY5+rrTctAOz37N8qdpT0LA+1e+03b319CnXWP+8Trp7pdrEvubPJOTb02J7XfA7MrnWEbaAOt+93pPxUXXbeUPagnSZIkrYU27/1V+dMxwPzKDaVHaVAxRIqBS+fAJC6RG8OeXoa5rHWnGPSkXzcdzMUQbtTld6ozwEpv068YWnUbLI0y6Es/Zzcum5yTLj/3+cDp2amxnv3OcG1rfZvanmGU/XVYsS2qrzPMQLtfw+5D6VnaMbzuNOhAu1/d1rPXOvbTa79p+/tLSNc9zuCOz7ROi2FzPO7qNrHvxXr1ky63idfmJPZ7YHalM2wDbWAsnj11evXzAnMH9yRJkqR5buO2J8qfigHmW24oPUrDiDMh0zMl02Io1m2IFwOf9HbDSr9eOpxJL9k7yvJTdYZv6W3q1G2gVOdrdXPFFVecu28MrXLS2+SGbDEkSz+DuN+litta36a2Z2XY/XVYsS2q5bcx0I66PeZez0kMl9MhZ5zJm2p6oB3l1rPXOvbTa79p+/tLGOTxD3JWdNOvzTDu/R6YXekM20AbGJvHj7+SPcAnSZIkzWvrNh0uzr7/QfkTMcB8yw2lR2kUcRZgOryrisFLbpCVDpzi82WHlX6tGNpU0sv8TmqgnTtrs7Nulx+u87W6SS9JHIO0Tunn8MY6djvDM92GuTNFU22tb1Pbs9Og++uw0q8xzEC7zX0ozmqu/r7zNTjoQHvY9ey3jr302m/i61V/18b3l5Cue6/i69cdZrfx2kyNa78HZlc6wzbQBsbqyLGXswf6JEmSpHkrhtlvv3u2/EkYYP7lhtKj1IQ4o7DzTMAY0HQO85q4JHgsM/066cAsBjejLr9TneHbKAO61CjL+dSnPnXuvnG2Z6f0csy5v6+k6xDPYbfhWmhrfZvant3U3V+HFetcLXeYgXab+1C8XqrhaZQOrgcdaA+7nm3tN21/fwm5dY/XSPz51q1bP3S58RgY1xlqt/HazGl7vwdmVzrDNtAGxs5QW5IkSfOeYTawFuWG0qPUlBiupJf8jjrPkk4HMtEw4ozJ6v4xjEnFJZRHXX6nOsO3OrepY5TlpIO0OFO1U/rZw/0uV5wuq9tgM7S1vk1tz17q7K/DinWuljltA+2QnqWdfh7zLAy06+430TB6fX8J/dY9PoM7zs6ubhMD+H7aeG120+Z+D8yudIZtoA1MxM7DJ7IH/iRJkqRZ77KbV4o3zrxT/uQLsHbkhtKj1LR0WBalZxF2nv0Yw59BpWczxtmGqTgbMl1+E2ce1hm+NTHkC8MuJ7Zxdb8olpPqPCt3kHoNu9pa36a2Zx299tdhxTpXy5vGgXY8xnQwGlc2CNM+0O6337T9/SXUWfdYj/T11vlZ5am2Xpv9tLHfA7MrnWEbaAMTY6gtSZKkecswG1jLckPpUWraM88886FBSedn0KZ/Vw3SBpGezRj/P9U58Bpm+Z3qDLCaGPKFYZeTXmo9hmOdw6m4FHL198PUednlSlvr29T2rKPf/jqMWOdqedM40A7pc1CdpR2fSV392TQOtPvtN6H6+2iY13+v7y+h7rr3+qzyVFuvzX7a2O+B2ZXOsA20gYm65+Bz2QOBkiRJ0qx1ycKyYTawpuWG0qPUhnRQEoOTVHo53l6DnpzOMzBzZz6my08vpzysOgOsJoZ8YZjlxONLz7a99NJLy7/5i87PHY5LNfcrXeatt95aLunD2lrfprZnXdXXijr312HEOlfLm9aBdufzEMPf2Deq/562gXad/Sa0/f2l7rrXHRi39dqso1pG1MR+D8yudIZtoA1M3O2LT2cPCEqSJEmz0kXXLRWnXnuz/AkXYG3KDaVHqWnpZb9zZ1F2fs51r8vxdoohVnW/bsOqzkHSMGdppuoMsJoY8oVhlrNu3bpz94k6B1P9no9u6pxh2sb6hqa2Zx3Dbp9eYp2rZU7rQDukZwfHkDR9fU3bQLvOfhPa/v4yyLp3Dqs7tfna7KeN/R6YXekM20AbmAqG2pIkSZrVDLMB/iw3lB6lumKgFMOcftKzPGOgkxNDmHSY0m/oFMOWdNgU9bpPeunkqM5ZjDHAi6Fe53LrDLCaGPKFQZYTlxpOL48cxaCrU5zRWf19t7Naczp/MSAGYJ3aWN/QxPZscn8dVKxztcxpHmiHztdi9f+nZaA9yH5TafP7yyDrHtuwum2sR+dnerfx2pzkfg/MrnSGbaANTI2FHU9lDxBKkiRJ09oFG/YUL7zyh/InWoC1LTeUHqU6YqhUDT9iuLS4uFj+zV/EbTrPouw2WIlhUXq7KIZUcfvOMwUPHTpUfPrTn/7QbXOfbZvqHPhU94n1TgeMMQiKodN555137nadj63OAGuQIVcvvZYT2yX+Ptb32muvLT72sY+du20Ujy93lmUsp7pN7nnrJd0u8TU7tbG+YdTt2fT+Oqh0m0/7QDv3WowmNdAeZb+ptPn9ZZDHH18rXf/Oq0XE/au/a+K1Oen9Hphd6QzbQBuYGmff/6DYuO2J7IFCSZIkadqKYfaxk6+XP80CkBtKj1Jd6dmbVTGQiWFQ+pmuVXH2YS8xSMrdL4ozLDuHTFV1PzM2PrM2HfrUKYZPnQPIOgOs9DZ1y12CeJjlRDGgyg35YhtUt4nH1m8Q2Cm2dXX/3GNven0rTWzPpvfXQaSDymEG2nXrtw9121875V5rdQbadetcz7b2m1Rb318G3b4xSK9uH1+30tZrc5L7PTC70hm2gTYwVQy1JUmSNAsZZgP8tdxQepTqigFRnQFxDE26DcM6xSV440zC3HI6i6FMDIEGEctPL63bq7hdnL3Yqc4AK/082rrFgKnTIMuJIVisc+5S4JV0mJYbfvaTnvEZxbZINb2+lSa2Zxv7a12xn1TLrzvQbuIxh0EHriG+djw/6bK7nTHcxHoOsoxB9ptObXx/GXT7drs8eFuvzUnu98DsSmfYBtrA1Imh9rpNh7MHDiVJkqRp6PHjr5Q/vQIwLWJwEpe4jSFVfPZqDJzi/8fZk1u3bh34TMMQg6QY8FTLjIFLdRZlLDcuITzMciux/OoSxrHMqvis7fjzzs+2TcVAMgZOcft4fN3E38XZjnWLwVNOv+XE39cd7sVQMtZ72IFgiK9XbavcMppc31S/5XbWbXu2sb/2E2fPVl+j177VqYnHXHd/7RTPUbXcWP9e26WJ9ey3jPj7YffZTk1+fxlm+1b7Q9yv+gWHtl+bk9jvgdmVzrANtIGp9Pa7Zw21JUmSNJUdOfZy+VMrAAAA0IZ0hm2gDUwtQ21JkiRNW4bZAAAA0L50hm2gDUy1N868U1x280r2YKIkSZI0znYePlH+lAoAAAC0KZ1hG2gDU89QW5IkSZPOMBsAAADGJ51hG2gDM8FQW5IkSZPKMBsAAADGK51hG2gDM8NQW5IkSePOMBsAAADGL51hG2gDM8VQW5IkSePKMBsAAAAmI51hG2gDMyeG2lfedjB70FGSJElqoqUnXyx/+gQAAADGLZ1hG2gDM+ntd88W6zYdzh58lCRJkkbpyLGXy586AQAAgElIZ9gG2sDMMtSWJElS0xlmAwAAwOSlM2wDbWCmxVB7/ZbHsgcjJUmSpLpdsGFPcezk6+VPmQAAAMAkpTNsA21g5p19/4Ni47YnsgcmJUmSpH4ZZgMAAMB0SWfYBtrAXDDUliRJ0jBddN2SYTYAAABMmXSGbaANzI0Yat+y6xfZA5WSJElSZzHMPvXam+VPkwAAAMC0SGfYBtrA3Ll98ensAUtJkiSpyjAbAAAAplc6wzbQBuaSobYkSZK6ddnNK8XvTv+p/MkRAAAAmDbpDNtAG5hb9xx8LnsAU5IkSWu3GGa/cead8idGAAAAYBqlM2wDbWCu7Tx8InsgU5IkSWsvw2wAAACYDekM20AbmHuG2pIkSVq36XDx9rtny58QAQAAgGmWzrANtIE14cDRl7IHNiVJkjT/GWYDAADAbEln2AbawJpx5NjL2QOckiRJmt/Wb3nMMBsAAABmTDrDNtAG1pRjJ18vLrpuKXuwU5IkSfPV7YtPF2ff/6D8SRAAAACYFekM20AbWHNOvfZmcdnNK9mDnpIkSZqP7jn4XPnTHwAAADBr0hm2gTawJp15673Vz1LMHfyUJEnS7HbBhj2rHzUDAAAAzK50hm2gDaxZcfnJjdueyB4IlSRJ0uwVHy3z7KnT5U97AAAAwKxKZ9gG2sCat3nvr7IHRCVJkjQ7xUfK/O70n8qf8AAAAIBZls6wDbQB/svSky9mD4xKkiRp+rtq8yPF2++eLX+yAwAAAGZdOsM20AYoHT3x6upnLuYOkkqSJGk6W9jx1OpHyQAAAADzI51hG2gDJE699mZxycJy9mCpJEmSpqut+4+XP8UBAAAA8ySdYRtoA3R448w7xbpNh7MHTSVJkjQdHTj6UvnTGwAAADBv0hm2gTZARnwG4/otj2UPnkqSJGlyXXTdUnHs5OvlT20AAADAPEpn2AbaAF3EZzHevvh09kCqJEmSxt9lN6+sfkQMAAAAMN/SGbaBNkAfi48+nz2gKkmSpPEVHwlz5q33yp/QAAAAgHmWzrANtAFqePz4K8UFG/ZkD65KkiSp3TZue2L1I2EAAACAtSGdYRtoA9T0wit/WP3MxtxBVkmSJLXT5r2/Kn8aAwAAANaKdIZtoA0wgDfOvFNcedvB7MFWSZIkNdvSky+WP4UBAAAAa0k6wzbQBhhQXO5yYcdT2YOukiRJGr24Ks6zp06XP30BAAAAa006wzbQBhjS4qPPZw/ASpIkafiu2vxIceat98qfuAAAAIC1KJ1hG2gDjCDOHPK52pIkSc0Un5d99v0Pyp+0AAAAgLUqnWEbaAOMKD5Xe92mw9mDspIkSerfBRv2FAeOvlT+dAUAAACsdekM20AboAFxJtHti09nD9BKkiSpe5fdvFK88Mofyp+qAAAAAAy0AVoTZxbFGUa5g7WSJEn6cOu3PFa8/e7Z8icpAAAAgD9LZ9gG2gANizOMLllYzh60lSRJ0p/buv94+dMTAAAAwIelM2wDbYAWnHnrveKqzY9kD95KkiSt5S66bql4/Pgr5U9NAAAAAH8tnWEbaAO0KM48yh3IlSRJWotdedvB4nen/1T+pAQAAACQl86wDbQBWhZnIPlcbUmStNZb2PGUz8sGAAAAakln2AbaAGNw6rU3i8tuXske3JUkSZr3dh4+Uf5UBAAAANBfOsM20AYYkzgjKc5Myh3klSRJmsfi87KPnXy9/GkIAAAAoJ50hm2gDTBmcYZS7oCvJEnSPLVu0+HijTPvlD8BAQAAANSXzrANtAEm4OiJV1fPWMod/JUkSZr1bl98ujj7/gflTz4AAAAAg0ln2AbaABNy5q33ivVbHsseBJYkSZrF4hf2jhx7ufxpBwAAAGA46QzbQBtgwhYffb64YMOe7EFhSZKkWemqzY+s/sIeAAAAwKjSGbaBNsAUOPXam8WVtx3MHhyWJEma9uIX9AAAAACaks6wDbQBpkR8zuTmvb/KHiSWJEmaxuIX8l545Q/lTzMAAAAAzUhn2AbaAFPm2MnXi0sWlrMHjSVJkqal2xefXv2FPAAAAICmpTNsA22AKRSfP7lx2xPZg8eSJEmT7KLrloqjJ14tf2oBAAAAaF46wzbQBphiS0++WFywYU/2YLIkSdK4i1+4i1+8AwAAAGhTOsM20AaYcr87/adi3abD2YPKkiRJ4yh+wW7x0efLn04AAAAA2pXOsA20AWZAfD7lPQefyx5gliRJarMrbzu4+gt2AAAAAOOSzrANtAFmyLGTrxeXLCxnDzZLkiQ13db9x1d/sQ4AAABgnNIZtoE2wIx5+92zxcKOp7IHnSVJkpoofoEufpEOAAAAYBLSGbaBNsCMOnLs5eKi65ayB6ElSZKGbeO2J1Z/gQ4AAABgUtIZtoE2wAyLz7O8avMj2YPRkiRJg3TBhj3FgaMvlT9lAAAAAExOOsM20AaYA4uPPr96EDp3cFqSJKlfcVZ2/KIcAAAAwDRIZ9gG2gBzIg5Cx8Ho3EFqSZKkXPHxJfExJgAAAADTJJ1hG2gDzBmfrS1JkuoUvwh35q33yp8gAAAAAKZHOsM20AaYQ3FwemHHU9mD15IkaW13ycJycezk6+VPDQAAAADTJ51hG2gDzLE4WB0HrXMHsyVJ0trr9sWni7ffPVv+pAAAAAAwndIZtoE2wJyLg9Zx8Dp3UFuSJK2NrrztYPHsqdPlTwcAAAAA0y2dYRtoA6wRL7zyh9WD2bmD3JIkaX675+Bzxdn3Pyh/IgAAAACYfukM20AbYA2Jg9lxUDt3sFuSJM1X6zYdXv2FNgAAAIBZk86wDbQB1qDfnf5TcdXmR7IHvyVJ0mx3wYY9xeKjz5f/6gMAAADMnnSGbaANsIbFwe446J07GC5Jkmav+IW1+MU1AAAAgFmWzrANtAHWuDfOvFNs3PZE9qC4JEmajS66bqk4cuzl8l93AAAAgNmWzrANtAFYFQfB42B47iC5JEma3uIX08689V75LzoAAADA7Etn2AbaAJwTB8Nv2fWL7MFySZI0XV2ysFwcPfFq+a84AAAAwPxIZ9gG2gD8lRde+cPqZ3DmDp5LkqTJdsGGPcXOwyeKs+9/UP7LDQAAADBf0hm2gTYAXT1+/JXVs79yB9MlSdL4iyupuLw4AAAAMO/SGbaBNgA9xdlfcRZYnA2WO7AuSZLaL66cEldQAQAAAFgL0hm2gTYAtfh8bUmSxl9cKSWumAIAAACwlqQzbANtAAbi87UlSWo/n5MNAAAArGXpDNtAG4Ch+HxtSZLayedkA8Dg3nvvveLee+8tFhYWimeeeab807/229/+tnj88cdXO3nyZPmn/aX3++Mf/1j+6Z/F14uv+6Mf/aj4/e9/X/7pYBYXF1eXEf/bKf3adeq2Dv2WM+y6x3KXl5dX179q69atPbdv3eerm1jX+BqdXzMeRyx7EG3sE6mmnr8wzLYexCDr2vm8DfKctr3NO6X7S2y/QfeRMO51jttW23OQ53qY74V1Gvf3lVQTz1+IdW3z9QM0L51hG2gDMDSfry1JUnP5nGwAGF4MTj7ykY+s9olPfKL80w+LAdFHP/rRc7eLbr311vJvezv//PPP3SeGRalLL7303N/F/x9Uuu4f//jHyz/9sxjkdK5zv66++ury3n9Rdzmf/OQnV4c8dQZvscz4WrnlVH3qU58qfvnLX5b3+Is6z1dODKTS56JbsR3ja/TT1j5RafL5G3Zb1zXousZtU3Wf07a3eU7s1+nXu/baa8u/qWec6xzPw+c///kPfa3OYv+OX6DJqfM8NLlf1lnOIN9XckZ9/sbx+gHakc6wDbQBGJnP15Ykafh8TjYAjK7OECe9TVqdM4Q//elPn7t951Aqzqqu/i6GO4OePbhu3bpz94//n+q2zr3KDZ4GXc55553Xc7vEYCq2c+6+ncU26VTn+eoUZ1Z+7GMf+9Cy+9Vv8NXWPlFp4vkbdVvXNei6dn6tus9p29u8Uwwp068T1d3nKuNa5/g6MaxOv0avYgjb+f2mzvPQ7fH0ahzfV3JGff7G9foB2pHOsA20AWhMnFW2btPh7MF6SZL04XxONgDz5sh/bmm0QYwyxImzIfvpNZSKgVI6aM1dNryXdIDVeYZgus7VWcf9yp0FGX/eazlx2d0YNlW3qW7XbTifnkEat4ttUn3duE8Mn6vbNDHQTof+UaxrDKvj68TZl3Hmdmz3GLp1Dq9yQ79Kuh5po+4TlXT5wz5/o27ruuJrD7KunYPJ+LPq/r2e0/R2aU1t807pmbmxfar/H+tR1zjWOc74Tpcdz0Hs93Gf+PpRnJWd7g9R5+NI17XO98Jh98sQf95rOYN+X8kZ9fkb1+sHaEc6wzbQBqBxB46+5PO1JUnqkc/JBmAe5YbSozSIGG5UQ4s6Q5wYsqTDkUOHDpW3yus3lLriiivO/X1cYriufutd53HVUWc5MdyJIXF1uyh3hnMMg6q/j23Y6zK9MfSMoVanQR5X3L+6bRTbt9dALNYvhtjpfbqdqd3mPhFGff6a2NZ1jbqude/f9jbvFEPMuH380kn6Ou28GkIvba9zLKO6TRT7b26AXEkvvd/rl2C6PQ+jPteVOsup+32lm1Gev3G+foB2pDNsA20AWvH2u2eLew4+5/O1JUlK8jnZAMyz3FB6lAYx6BAnhkzpmX/xGa299BtKpcuOwUmvYVQqPfM4N+QZ5+Cpkj7W+P+d4ozG6u9j8DaMuuvT+Rm9MdCqI4Zo6WcXR7GsTm3uE2HU56+JbV3XqOta9/5tb/NUOiiO11oMNKv/jgFpr1+MSLW5zrEO1dA2is/hr7te8Xg6b1vneRj1ua4Mspx0O8T/r2PU52+crx+gHekM20AbgFbF2Wdb9x832JYkreniIzmOnni1/NcRAOZTbig9SoMYdIgTw43OYWkMP7qpM0hLh1J1hm0hvc/JkyfLP/2LSQyeFhYWet42Lntc/X3bA+30MsyD/KJAiDMuq/tGsaxObe8Toz5/TWzrukZd17r3b3ubp9IzeuPrhli36s/qfjxAm+ucPsdR7vvAIOo8D3Wfq34GWU6/7ys5oz5/43z9AO1IZ9gG2gCMxRtn3iluX3w6e5BfkqR5zSAbgLUkN5QepUEMO8TpPNOy2xl/dQZp6bLqXHY8XZ9uZ3kOMjDqZZDlpJf4jssrd0rPeoyhXt2zSVN11ye+fnW72L6DiiFWdf94Dju1vU+M+vw1sa3rGnVd696/7W1eiWVUQ+f4xZFKevnrOp+BHdpc53Qfr7s+vdR5HkZ9riuDLKff95VOTTx/43z9AO1IZ9gG2gCMlcG2JGktdNnNK8WRYy+X//oBwNqQG0qP0iCGHeLEmZbpWdJxRl9OnUFaejncKJbdS3q58dzZw2ESg6d0vXIDoziDtPr7qN9nWufUWZ9YZvp14ozrQcVz1evrtL1PjPr8NbGt6xp1Xevev+1tXkmf+/Ry/uk2jSFnnbP+21rnzn2812c811XneRj1ua4Mspx+31c6NfH8jfP1A7QjnWEbaAMwEb87/adiYcdT2SGAJEmzmkE2AGtZbig9SoMYZYiTXpY2BlS5gUfdQVost7pdnJHYSzoM++1vf1v+6YeNe/AUQ+PqrMio26WU43N+q9tEsX0GGTjXWZ/OYdQwOn/JoFPb+0QTz9+o27quUde17v3b3uaV9DPUOwfF6VnR/V6noa117tzHB7mkfjd1nodRn+tK3eXU/b6Saur5G9frB2hHOsM20AZgok699qbBtiRp5rtkYblYevLF4uz7H5T/wgHA2pMbSo/SIEYZ4sQQKh0u5860rDtISz8nNu7TTboudW/3sY99bHX53YrBTm6gFupsn3jc8TWq2/X6zNkYvMVyqttWxfCozlmmddbn0KFD524Tz88w4hcFqmVEnb840PY+0cTzN+q2rqvOc9JL3fu3vc1DnD1d3S53eev0s9l7vf4qba1zekns2D+aUOd5SG8zTd9XKk0+f+N6/QDtSGfYBtoATIUYbG/c9kR2SCBJ0rRmkA0Af5EbSo/SIAYd4nTeJoYu1d/F8CUGKqm6g7TOMy47l1NJL7/b6wzDdJ3rFLfPGXQ5cUngbkOsSgyK0u2SFmdX9joLss7zlT4n3T5jvI5qGVHn9um1Hk3sE4Nu9871q4yyretK1zXOpo2v16tBtmWq1+2aeh2my4mhbKd+v+jQqa11bmofT9V5HtLb1ClunzPocup8XwlNP3/jeP0A7Uhn2AbaAEyVZ0+dLtZveSw7NJAkaVq66LqlYufhEwbZAJDIDaVHaRCDDnFyt4mBUvX3V199dfmnf1Z3kBbiDMTqtjGYyanO6ozBYbehdxh0YNTtjMO6y4mzIeO2g4iBfHqWalr62bepOs9XDLKq28T2H1a1jKjzsfVbj1H3ibrbvarfGaPDbOu6Bl3XzkFjnec0tL3NQ7qM+CWTnPR12u0z7CttrXP6iy2j7OOpOs/DoM/1uL+vNP38Vdp8/QDtSGfYBtoATCWDbUnSNFYNst9+92z5LxYAUMkNpUdpEIMOcXK3SS//2zlorjtIC+nlcHOX103XI84O7KXO46ojXU7n2bfVn1fFkG1QcdZlbJf0s22rco+xzuNKz9Ic9rHHmZnVMqLO4Vjb+0RTz19q0G1dV699JNfi4mJ5zz+r+1jb3ubpVRJ6Xd46hpvV7XKXtU61tc4xRK3+Loa4TajzPNR9rvpJl9PU95U2nr9UW68foB3pDNtAG4CpdvTEq8W6TYezQwVJksbVBRv2FFv3HzfIBoAeckPpURpEU0Oc9MzAuDxupc4grRLDrOq2UeflcNOzMvstq43BU+dyYsCTDtaiumc85sRj6jwLsvNM9TqPq4nPF06HY1Hn5Y7b3ieaev66qbOt6xp1Xevev+1tnu7LvfbjztfpqJfIH2ad47+rvxt2H+9UZ11Hfa4rvZYz7PeVNp6/bpp8/QDtSGfYBtoAzASDbUnSJKoG2Wfe6v9ZbwCw1uWG0qM0iKaGOOltompIMshAO6S37xzKVAOUOKOxc8DaaRyDp0p6RnTnWaaDiiF+fJ1qeZ3DujrrE9u+uk00jPTrxHbvVGc90ttEg+wTdZY/qn7buq5R17Xu/dve5um2iF8eiUujdysdZnZeKjzV1jrHpbzT+8QVBUY16Lr2eq76qbOcQb+vtPH89dLU6wdoRzrDNtAGYKY8fvwVg21JUusZZAPA4HJD6VEaRJNDnDi7srpddabloAPt9HK46aWE03W49NJLyz/tbpyDp5CeZTrsgKiSnmEdpWeq11mfzsuFVwPCQaRne/a7/Hsb+0RTz18/vbZ1XaOua937t7nN02UPWu4XHiptrXPnWcb9PkO9jjrrWvfx9FN3OXW/r7T1/PXTxOsHaEc6wzbQBmAmxWdsL+x4KjuEkCRp2C5ZWC4WH33epcUBYAi5ofQoDaLJIU7nmcHx31dcccW5/64z0I5hbJyNWN2n+uzm9HLjMUTpZ9yDp3hs1e1i/Uc5Y7RzIB3rUKm7Puk2jOdgEHH2e78zONveJ5p6/vrpta3rGnVd696/zW2evr6G6dChQ+WSPqzNdU738WoIPoo66zrqc12pu5y631faev76aeL1A7QjnWEbaAMw0353+k/F7YtPr55JlxtMSJJUpytvO1gcOfZycfb9D8p/YQCAQeWG0qM0iKaHOJ1nWg460A7nn3/+ufvE5XFDNWCNy9r2u9x4GPfgKdYp1q267SifJ9s5JEovNVx3fWIIXd1u0AF7etZl3Dd3qeO294mmnr9+em3rukZd17r3b2ubd+671S+R9JOeQR3Lz2lzP0n38SiG4KOos66jPteVusup832lzeevnyZeP0A70hm2gTYAcyEuCbvz8IniouuWsoMKSZJyrd/yWHHs5OvlvyYAwChyQ+lRGkTTQ5y45Gx65mR6ydy6A+3FxcVz9znvvPM+9PXrDl7GPXgK6YAtvVx6pe6wJx0od37NuusTXyt9HuKXBOr8IkAMBdPhWLfLHLe9T4z6/DWxresadV3r3r+tbd75eqsrllPdL75Wbv9qcz/pPKs7Lo1f5xc3Yj3jow06L49dZ11Hfa4rgyyn3/eVNp6/cb5+gHakM2wDbQDmSpxZd+DoS8VlN69kBxeSJEVxdY9Tr71Z/usBADQhN5QepUG0McTpPHOyqtvwslMMVtLBVnomYaxLHZMYPHUO2NLP9a3OZIzH0uvzfmPIll7uOy4lnBpkfTqfh35D7bjscDrMjueg22Cr7X1ilOevqW1d16j7Wt37t7XN0zOjqysi1NH5Oo3Baqe295P0s96j+Bq9ztSOAWwMfXPLrLOuoz7XlUGW0+v7Smj6+Rv36wdoRzrDNtAGYG49fvyV4qrNj2QHGZKktVdcxWPr/uPFG2feKf+lAACalBtKj9Ig2hjidJ4dXFV3oB3Syw1XxfCkrnSdY0gbg55+xX06DfrY4yzR6vbp2eQxPKr+PIqhWnzN2CbxNeKM0RgIpdstbtM5gB5kfeJ5SNcnim0Yg+342jHAjq8b61kN+dLb5bZHZdDtMug+kS5/0OevqW1d16DbolPd+w/6deps8xheprepe7nqyqWXXnruvrFfdWpjnVPxnKUfUVAV+308x9W+Ef+/cx/v/NzoOuua3mYavq+08fyN+/UDtCOdYRtoAzD3XnjlD8XCjqeyww1J0vx3ycJysfTki8Xb754t/2UAANqQG0qP0iAGHeLUGb6E+KzX6j5V3YZSOTFs6rx/nL1ZV7rOdYszEjsN+tjjMVa3j4FPOuRJzzTvV3yt3HBqmOfi1ltv/dCy+xWDrRiU9dL2PjHq89fEtq5rmG2Rqnv/NrZ5DCerP4+h6aDS12ns7zGQTrW9n1TiceQG4d2KM7s71VnX9DZ1a/P7SlvP3zhfP0A70hm2gTYAa0ackbd576+KCzbsyQ48JEnz1bpNh4sjx14u/xUAAOZZOliJs+xy6twmJ87iq+4Xw5Jel6/tFAOb9HK2Ua9LCXfK3b9fcbZip0Efe3zd9LLdcf9UXNa317Ao7hsDvXQQnhr2uYhtnzuTNS0+nzcGZHW0vU808fyNuq3rGnZbVOrev41tnp6hG9tiGOnzFJf0TrW9n6RiqBr7eAxYq/umxXrG2c2dn51dqbOu0/Z9pc3nb1yvH6Ad6QzbQBuANefMW+8VOw+fWD1jLzcAkSTNdhu3PVEcO/l6+V0fAFgrYsBTDUi6qXObNsTXjDrP/BynQR97DHji9t0GZyHOgI7bxNAozqCO/1/3LMdRnovq68aZmXEZ4RhgxX8Ps30ntU8MapRtXdeo26Lu/Zve5nX21X6q7dvtF04msZ9Uj6uq7i/DjHNdB/1auedqHM/fOF4/QPPSGbaBNgBr1tn3P1g9c++ym1eyAxFJ0mx1++LTxe9O/6n8Lg8AAADArEpn2AbaAPBf4ky+W3b9wuXIJWnGuvK2g6ufjx1X3wAAAABgPqQzbANtAEi8/e7Z4sDRl1YHJLnBiSRp8sUvH8XZ2C+88ofyuzcAAAAA8ySdYRtoA0AXMSiJgYmztiVpOopfNopfOopfPgIAAABgfqUzbANtAOijOmv7qs2PZAcskqT2uui6pWLz3l/5bGwAAACANSSdYRtoA8AAYqASg5UYsOQGL5KkZopfIjpy7OXi7PsflN+BAQAAAFgr0hm2gTYADCEGLDFocda2JDXXJQvLxdb9x52NDQAAALDGpTNsA20AGFEMXu45+NzqICY3oJEk9W7jtieKx4+/Un5XBQAAAGCtS2fYBtoA0KAYyMRgJjewkST9pctuXln9ZaA3zrxTfgcFAAAAgD9LZ9gG2gDQghjQ7Dx8orjytoPZQY4krcUu2LCnuGXXL4pjJ18vv1sCAAAAwF9LZ9gG2gDQsrgkueG2pLVaNcSOK1icff+D8jsjAAAAAHSXzrANtAFgjE699maxdf/x1Uvt5gY/kjQPGWIDAAAAMIp0hm2gDQATYrgtad5a2PFUceTYy8Xb754tv9MBAAAAwODSGbaBNgBMAcNtSbOaITYAAAAATUtn2AbaADBlnj11uti891fFJQvL2eGRJE269VseM8QGAAAAoDXpDNtAGwCmmOG2pGkphtgHjr5UnHnrvfI7FAAAAAC0I51hG2gDwIww3JY07gyxAQAAAJiEdIZtoA0AM+iFV/5Q3HPwuWLdpsPZIZQkDdNF1y0Vt+z6xerlxA2xAQAAAJiUdIZtoA0AMy6GTjF8iiFUDKNyQypJ6lb8Ykz8gkz8ogwAAAAATIN0hm2gDQBz5tRrbxaLjz5fXLX5kezwStLaLj624PbFp4vHj79SvP3u2fI7BwAAAABMj3SGbaANAHMshlUxtIrhlc/eltZu8Qsu8Ysu8QsvAAAAADDt0hm2gTYArCHO3pbWRs7CBgAAAGCWpTNsA20AWKOcvS3NV87CBgAAAGBepDNsA20AYFV19vbCjqeKi65byg7MJE1P6zYdLrbuP+4sbAAAAADmTjrDNtAGALJ+d/pPxZFjL6+ewX3lbQezAzVJ4+mCDXuK9VseK3YePlE8e+p0cfb9D8pXKgAAAADMn3SGbaANANQSZ4AePfFqcc/B51YHa7mhm6RmuuzmleKWXb8olp580SXEAQAAAFhz0hm2gTYAMLQXXvnDucuU+xxuafji86+ry4efeeu98hUGAAAAAGtTOsM20AYAGlNdpnzz3l+5TLnUpbh8+MZtT7h8OAAAAAB0kc6wDbQBgNbEZcqPnXz93GXKL7puKTvgk+a5dZsOr14+/MDRl1w+HAAAAABqSGfYBtoAwFjF5ZTjrNQ4OzWGfHGp5dwQUJq14rL78YsbsW/HlQrikvwAAAAAwODSGbaBNgAwFeLM1fj84BgGxlDQZ3Lr/9/eHatWEYVRGPX9fAUrK59A7GwMEcQ6na0gBEQQ7CSIYJXGJqVgY2Mn2Mo/ZOJWpoiQePdN1oLdxMZkbvfdM6d58xl99vLTcof8fEFj3kYAAAAAAFyNbNiCNgBQa+4Wnlh4fHK23Ms9EXErLppd1+Yu+PW+64+fvy73xAMAAAAA1ysbtqANAOydiYpzN/dExscvPizRcStGml12c7/7fGHi6PXpctf1fJECAAAAANiNbNiCNgBwY6z3c8/9xRO755XQXl9u6+azMJvPxvqqcPdcAwAAAECfbNiCNgBwa8zJ7omYcwJ3Pd09gXNO524FUNuvPXj+7uKU9TzfOcU/z3teXQ8AAAAA7I9s2II2AMC5Oa07AXRO704QnbuTJ5BuxVP7/7v35M3yPOY+9Xk+70+/LM9rTuYDAAAAADdHNmxBGwDgH0xAXbee9J5NZJ3Yum4ryNrvrXF6Nifl17/jbD1ZPfv2/cf5Xx4AAAAAuC2yYQvaAADXbH3V+WxOFWe8zQieu//07WYIbtjdh682/8+z9fT07Pjk7OL3nnn1NwAAAABwGdmwBW0AgD2WsfwqBgAAAACwa9mwBW0AAAAAAAAAamTDFrQBAAAAAAAAqJENW9AGAAAAAAAAoEY2bEEbAAAAAAAAgBrZsAVtAAAAAAAAAGpkwxa0AQAAAAAAAKiRDVvQBgAAAAAAAKBGNmxBGwAAAAAAAIAa2bAFbQAAAAAAAABqZMMWtAEAAAAAAACokQ1b0AYAAAAAAACgRjZsQRsAAAAAAACAGtmwBW0AAAAAAAAAamTDFrQBAAAAAAAAqJENW9AGAAAAAAAAoEY2bEEbAAAAAAAAgBrZsAVtAAAAAAAAAGpkwxa0AQAAAAAAAKiRDVvQBgAAAAAAAKBGNmxBGwAAAAAAAIAa2bAFbQAAAAAAAABqZMMWtAEAAAAAAACokQ1b0AYAAAAAAACgRjZsQRsAAAAAAACAGtmwBW0AAAAAAAAAamTDFrQBAAAAAAAAqJENW9AGAAAAAAAAoEY2bEEbAAAAAAAAgBrZsAVtAAAAAAAAAGpkwxa0AQAAAAAAAKiRDVvQBgAAAAAAAKBGNmxBGwAAAAAAAIAa2bAFbQAAAAAAAABqZMMWtAEAAAAAAACokQ1b0AYAAAAAAACgRjZsQRsAAAAAAACAGtmwBW0AAAAAAAAAamTDFrQBAAAAAAAAqJENW9AGAAAAAAAAoEY2bEEbAAAAAAAAgBrZsAVtAAAAAAAAAGpkwxa0AQAAAAAAAKiRDVvQBgAAAAAAAKBGNmxBGwAAAAAAAIAa2bAFbQAAAAAAAABqZMMWtAEAAAAAAACokQ1b0AYAAAAAAACgRjZsQRsAAAAAAACAGtmw/wjaZmZmZmZmZmZmZmZmZmZmLZug/fPvH5qZmZmZmZmZmZmZmZmZme16dw4ODh5t/YOZmZmZmZmZmZmZmZmZmdmudnh4ePQLtAjfvT5K8RAAAAAA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false false false false false false No ha tenido ning�n tipo de hechos relevantes true false false false true false false true a) A continuaci�n, detallamos el volumen y porcentaje sobre el capital que posee cada uno de los accionistas con participaci�n significativa en la sociedad a 31 de diciembre de 2024: - Accionista A: Posee 38.265.575 acciones con un valor nominal total de 202.807.547,50 �, un valor razonable de 490.990.875,07 � y cuyo porcentaje sobre el capital de la sociedad es del 46,78%. - Accionista B: Posee 22.707.850 acciones con un valor nominal total de 120.351.605,00 �, un valor razonable de 291.367.557,98 � y cuyo porcentaje sobre el capital de la sociedad es del 27,76%. - Accionista C: Posee 18.937.875 acciones con un valor nominal total de 100.370.737,50 �, un valor razonable de 242.994.488,34 � y cuyo porcentaje sobre el capital de la sociedad es del 23,15%. e) Comisi�n derivada del contrato con Azzam Vivienda, S.L.U. (entidad del grupo de la gestora). El volumen de facturaci�n correspondiente al segundo semestre por este concepto ha ascendido a 2.030.102,38�. h) Durante el periodo la Sociedad ha realizado las siguientes operaciones vinculadas recurrentes o de escasa relevancia: - Comisi�n derivada del contrato de gesti�n con Azora Gesti�n, S.G.I.I.C. (sociedad gestora). El volumen de facturaci�n correspondiente al segundo semestre por este concepto ha ascendido a 4.393.659,80 �. - Comisi�n derivada del contrato con BNP PARIBAS (entidad depositaria). El volumen de operaciones devengado correspondiente al segundo semestre por este concepto ha ascendido a 238.678,53 �. - Comisi�n derivada del contrato de Azzam Vivienda, S.L.U. (entidad del grupo de la gestora) con la Sociedad An�nima Inmobiliaria Vascongada (Unipersonal), sociedad tenedora de activos participada por Nestar Residencial al 100%. El volumen de facturaci�n correspondiente al segundo semestre por este concepto ha ascendido a 198.182,77 �. - Con fecha 11 de septiembre de 2024, la sociedad Lazora Real Estate, S.L., dependiente 100% de Nestar Residencial, S.I.I., S.A., ejecut� la compra del activo de la operaci�n Vanila (promoci�n residencial en Valdemoro, Madrid, destinada a la explotaci�n en alquiler) a un promotor tercero, y en simultaneidad de acto lo trasmiti� a Nestar Residencial, S.I.I., S.A. por 58.100 miles de euros. 1. SITUACI�N DE LOS MERCADOS Y EVOLUCI�N DEL FONDO. a) Visi�n de la gestora/sociedad sobre la situaci�n de los mercados. En el segundo semestre de 2024, la econom�a espa�ola ha continuado su senda de crecimiento, consolid�ndose como una de las econom�as m�s destacadas dentro de la zona euro. Los datos m�s recientes indican que el Producto Interior Bruto (PIB) ha crecido a un ritmo del 3,3% interanual en el tercer trimestre del a�o, superando las expectativas iniciales y situ�ndose por encima de la media europea. Este crecimiento ha sido impulsado principalmente por la demanda interna, en particular el consumo privado y la inversi�n empresarial, as� como por una contribuci�n positiva del sector exterior gracias al dinamismo de las exportaciones, especialmente en el sector servicios y tur�stico. El Banco de Espa�a ha aumentado su previsi�n de crecimiento para el cierre de 2024, situando la proyecci�n del PIB en un 3,1%. Por tanto, de cara a los pr�ximos meses, se espera que la actividad econ�mica continue al alza. En cuanto a la inflaci�n, esta ha mostrado una clara desaceleraci�n durante el a�o, cerrando el segundo semestre con una tasa interanual de IPC del 2,8%, significativamente menor que el 3,1% registrado a finales de 2023. Este comportamiento refleja la moderaci�n en los precios de la energ�a y los alimentos, as� como el efecto de las pol�ticas monetarias implementadas. Por su parte, el Banco Central Europeo ha jugado un papel crucial en la configuraci�n del contexto macroecon�mico. Durante 2024, el BCE comenz� relajando gradualmente su pol�tica monetaria tras varios a�os de endurecimiento. En junio, decidi� reducir los tipos de inter�s de referencia en 25 puntos b�sicos, pasando del 4,5% al 4,25%, con el objetivo de apoyar el crecimiento econ�mico y acercar la inflaci�n a su objetivo del 2%. Esta decisi�n marc� el inicio de un ciclo de flexibilizaci�n monetaria, que ha sido bien recibido por los mercados y ha contribuido a una mejora de las condiciones financieras, especialmente en el mercado inmobiliario, donde la reducci�n de los tipos ha comenzado a aliviar las tensiones de financiaci�n. A cierre de a�o, el BCE volvi� a bajar los tipos de inter�s en octubre y en diciembre situ�ndose finalmente en el 3%. En el �mbito laboral, el mercado espa�ol ha mostrado una evoluci�n positiva durante el segundo semestre del a�o. La tasa de desempleo ha continuado disminuyendo, situ�ndose por debajo del 12% en el mes de noviembre, gracias al dinamismo de sectores como el turismo y los servicios. Asimismo, la Seguridad Social ha superado los 500.000 nuevos afiliados en 2024 y se sit�a por encima de los 21,3 millones de afiliados, alcanzando m�ximos hist�ricos. Igualmente, en el sector residencial, cabe destacar que la demanda de vivienda ha mantenido su fortaleza, impulsada por la mejora del empleo y las mejores condiciones de financiaci�n. Sin embargo, la oferta de vivienda nueva sigue siendo insuficiente para cubrir la demanda, lo que ha provocado un incremento continuo de los precios, tanto en el mercado de compraventa como en el de alquiler. Adem�s, la accesibilidad a la vivienda se ha visto afectada por el aumento de los precios, especialmente en grandes ciudades como Madrid y Barcelona, lo que ha llevado a un mayor inter�s por las viviendas en alquiler como alternativa a la propiedad. En conclusi�n, la econom�a espa�ola ha mostrado un desempe�o robusto durante el segundo semestre de 2024, con un crecimiento s�lido del PIB, una inflaci�n controlada y una mejora en el mercado laboral. Estos factores, junto con la evoluci�n favorable de los tipos de inter�s, han generado un entorno favorable para el mercado inmobiliario. No obstante, es crucial seguir monitorizando indicadores clave, como la accesibilidad a la vivienda, la oferta y demanda de inmuebles y las tendencias en la inversi�n extranjera, para garantizar una gesti�n efectiva y adaptada a las condiciones del mercado. b) Decisiones generales de inversi�n adoptadas. b.1) Hitos de inversi�n y desinversi�n De acuerdo con el programa y calendario de inversi�n descrito en el folleto de la Sociedad, el plan de negocio inicial de la Sociedad se ha elaborado sobre la base de un periodo de 14 a�os a contar desde el d�a 7 de septiembre de 2018, durante el cual los activos en cartera estar�n en explotaci�n o en desinversi�n. En los dos primeros a�os del mencionado periodo (ampliable en un a�o adicional) est� previsto que la Sociedad comprometa nuevas inversiones en activos que cumplan determinados criterios de inversi�n descritos en el folleto de la Sociedad. Con car�cter general, los activos estar�n en explotaci�n durante 10 a�os, a partir de los cuales se iniciar�a el periodo de desinversi�n de estos con una duraci�n inicialmente prevista de 4 a�os. Nestar Residencial, siguiendo la pol�tica de inversi�n presentada en su folleto informativo y con la vocaci�n de creaci�n de un patrimonio de alquiler de primeras viviendas en las principales ciudades de Espa�a a largo plazo, ha llevado a cabo con �xito 10 proyectos de inversi�n en activos residenciales desde la modificaci�n de su estrategia de inversi�n, reflejada en el folleto informativo actualizado durante el �ltimo trimestre del 2018. Proyecto Discovery (00072) (Oct-18): consistente en un conjunto de activos inmobiliarios localizados en la zona de El Ca�averal (Madrid) para su construcci�n y puesta en explotaci�n en alquiler, conformado por (i) un activo residencial de 370 viviendas con sus respectivas plazas de garaje y trasteros y con una edificabilidad total de 35.460m2 construidos con comunes sobre rasante; y (ii) un activo de uso terciario con una edificabilidad total de 7.500m2. El activo residencial cuenta con licencia de obra. El �mbito fue finalmente recepcionado por el Ayuntamiento durante el mes de mayo 2020, inici�ndose las obras de construcci�n durante el mes de junio 2020, ya finalizadas, obteni�ndose Licencia de Primera Ocupaci�n (LPO) el 11 de abril de 2023. Por su parte, el activo de uso terciario cuenta con la declaraci�n responsable ante la Agencia de Actividades del Ayuntamiento de Madrid necesaria para la realizaci�n de obras de nueva planta a los efectos de desarrollar un edificio de oficinas para su explotaci�n en alquiler, el proceso de definici�n del activo y de licitaci�n se encuentra en fase de estudio. Proyecto Stone (00073, 00098 y 00099) (Dic-18): consiste en un complejo residencial en El Ca�averal (Madrid) y formado por 385 viviendas y 791 plazas de garaje, m�s un activo de uso residencial colindante para construir 60 viviendas que completan la manzana. El complejo residencial es una promoci�n de vivienda protegida, que cuenta con calificaci�n definitiva y Licencia de Primera Ocupaci�n (LPO). A fecha de presentaci�n del informe, el activo se encuentra operativo y en fase de comercializaci�n. En fecha de diciembre de 2024, se ha firmado un contrato privado de compraventa para la desinversi�n de la parcela colindante de uso residencial, con fecha prevista de escrituraci�n durante 2025. Proyecto Orizaba (00074, 00075, 00076, 00077 00078 y 00079) (Dic-18): consiste en 6 edificios distribuidos entre Madrid, Guadalajara, Logro�o y Barcelona. Actualmente, son activos finalizados, suponen 378 viviendas y 508 plazas de garaje. En los �ltimos a�os se ha desinvertido parte del porfolio, en concreto 52 viviendas y 54 plazas de garaje. Proyecto Valencia (00080) (May-19): consistente en un edificio residencial en explotaci�n en alquiler en Valencia. El activo se compone de 69 viviendas y 176 plazas de garaje. Proyecto Michigan (00081, 00082, 00083, 00084, 00086, 00087, 00088, 00089, 00090, 00091, 00092, 00093 y 00095) (Jul-19): consiste en 13 edificios residenciales distribuidos principalmente entre Madrid y Barcelona. Se trata de activos en explotaci�n en alquiler y suponen un total de 454 viviendas y 566 plazas de garaje. El 23 de abril de 2020 se adquirieron los dos activos restantes del Proyecto Michigan (00085 y 00094) en la calle Garcilaso, 74-76 de Sabadell (Barcelona) y en la calle Zurbano, 101-107 de Sabadell (Barcelona), con 32 viviendas, 65 plazas de garaje y 6 locales comerciales. En diciembre se vendieron dos de los edificios de Madrid y, actualmente, 12 de los activos est�n en desinversi�n. Proyecto EASO (00097) (Dic-19): Consistente en una sociedad de arrendamiento de viviendas (SAIV) propietaria de un conjunto de activos residenciales localizados en San Sebasti�n y Logro�o. Se trata de activos en explotaci�n en alquiler con un total de 237 viviendas, 79 plazas de garaje y 45 locales a fecha de este informe. Con fecha 30 de junio de 2021 se produjo la venta de uno de los activos del proyecto EASO. En fecha 26 de junio de 2024, se ha firmado un contrato privado de compraventa para la desinversi�n de los activos situados en C/ Segundo Izpizua, 2, C/ Zabaleta, 55 y C/ Birmingham, 1, con un total de 75 viviendas, 77 plazas de garaje y 72 trasteros, con fecha prevista de escrituraci�n en el primer semestre de 2025. Proyecto Homero (Abr-21): consistente en la compra modalidad llave en mano de dos promociones residenciales destinadas a la explotaci�n en alquiler que ha sido adquirida por Sociedad An�nima Inmobiliaria Vascongada (Unipersonal), sociedad participada por Nestar Residencial al 100%. Los activos, promovidos por AEDAS Homes, se encuentran localizados en El Ca�averal (Madrid) y Alcal� de Henares, y cuentan con 160 y 128 unidades, respectivamente, sobre una superficie construida con comunes conjunta de 21.108m2 sobre rasante. El activo ubicado en Alcal� de Henares se recepcion� en diciembre 2022. La recepci�n del edificio ubicado en El Ca�averal (Madrid) se produjo en marzo 2023. Proyecto Butarque (Sep-21): consistente en la compra modalidad llave en mano de una promoci�n residencial destinada a la explotaci�n en alquiler que ha sido adquirida por Sociedad An�nima Inmobiliaria Vascongada (Unipersonal), sociedad participada por Nestar Residencial al 100%. El activo, promovido por Asentis, se encuentra localizado en el distrito de Villaverde (Madrid), y cuenta con 108 unidades, sobre una superficie construida con comunes conjunta de 8.141m2 sobre rasante. La recepci�n del edificio se produjo en agosto 2023. Proyecto H�rcules (Oct-21): consistente en la compra modalidad llave en mano de una promoci�n residencial destinada a la explotaci�n en alquiler que ha sido adquirida por Sociedad An�nima Inmobiliaria Vascongada (Unipersonal), sociedad participada por Nestar Residencial al 100%. El activo, promovido por ASG Homes, se encuentra localizado en el distrito de Sevilla Este (Sevilla), y cuenta con 430 unidades, sobre una superficie construida con comunes conjunta de 35.874m2 sobre rasante. Se estima que la recepci�n de los edificios se produzca en el primer trimestre de 2025. Proyecto Vanilla (Dic-21): consistente en la compra modalidad llave en mano de una promoci�n residencial destinada a la explotaci�n en alquiler. El contrato inicial de compraventa de cosa futura fue firmado Lazora Real Estate, S.L.U, sociedad participada por Nestar Residencial al 100% el 15 de octubre de 2021, pero finalmente la promoci�n ha sido adquirida por Nestar Residencial S.I.I., S.A.. El activo, promovido por Emerige, se encuentra localizado en Valdemoro (Madrid) y cuenta con 250 unidades, sobre una superficie construida con comunes conjunta de 22.807m2 sobre rasante. La recepci�n del activo se ha producido en el segundo semestre de 2024. La desinversi�n en el segundo semestre de 2024 fue de un volumen total de ventas de inmuebles realizadas durante el periodo a 11.210.632 euros en valor de tasaci�n hasta diciembre 2024. b.2) Composici�n de la Cartera y principales datos de actividad. La cartera de activos de la Sociedad est� integrada a 31 de diciembre de 2024 por 94 inmuebles que comprenden 8.684 viviendas en comercializaci�n, todo ello con sus correspondientes anejos vinculados y no vinculados. Dentro de la cartera de activos de la Sociedad se encuentra la cartera de SAIV que a 30 de junio de 2024 se compone de 9 inmuebles que comprenden 633 viviendas. Estas operaciones se desarrollan en 12 Comunidades Aut�nomas y abarcan en su origen y desarrollo diferentes modalidades de adjudicaci�n de concursos con desarrollo integral, contratos de inmuebles llave en mano y adquisici�n de edificios de viviendas para arrendamiento, todos ellos integrados en el r�gimen de vivienda libre o seg�n su calificaci�n en las diferentes regulaciones de viviendas de protecci�n p�blica, general y auton�micas. b.3) Situaci�n de endeudamiento La Sociedad mantiene una situaci�n de endeudamiento equilibrada a trav�s de pr�stamos formalizados en condiciones de mercado para este tipo de operaciones y referenciados a tipos de inter�s variables. Las mencionadas financiaciones tienen garant�a hipotecaria, as� como prenda sobre determinados derechos de cr�dito relacionados con el contrato de pr�stamo o el subyacente asociado, seg�n el est�ndar de mercado de este tipo de financiaciones. La deuda con entidades de cr�dito al cierre del periodo asciende 506.418 miles de euros, lo que supone un LTV del 32,33% %. Los vencimientos de los pr�stamos se extienden hasta el a�o 2037, si bien el grueso de los vencimientos (90 % de la deuda total) se producir� en el a�o 2028. En el apartado 2.c siguiente se describe la operativa en derivados realizada por la Sociedad para cubrir su exposici�n al riesgo de tipo de inter�s. El porcentaje de deuda cubierta al cierre del periodo asciende al 92 %. c) �ndice de referencia. N/A d) Evoluci�n del Patrimonio, participes, rentabilidad y gastos de la IIC. El n�mero total de acciones en circulaci�n de la Sociedad a 31 de diciembre de 2024 es de 81.807.736 de 5,30 euros de valor nominal cada una distribuidas entre 103 accionistas. El patrimonio asciende a 1.049.686 miles de euros al 31 de diciembre de 2024, frente a 1.033.562 miles de euros al 30 de junio de 2024. La variaci�n de 16.124 miles de euros se produce fundamentalmente, por el reparto de 13.089 miles de euros a los accionistas en concepto de prima de emisi�n, por las variaciones de valor de la cartera de inversi�n inmobiliaria por las tasaciones realizadas, por las aportaciones de los accionistas y por el resultado del periodo. Durante el segundo semestre de 2024 el valor liquidativo ha variado en 0,36 euros/acci�n sin considerar el efecto de las aportaciones y retribuciones a accionistas. Ha variado la rentabilidad en 2,8%. En relaci�n con la comisi�n de gesti�n: - La comisi�n gesti�n se mantiene en l�nea con respecto a periodos anteriores. - El ratio total de gastos se mantiene en l�nea con respecto a periodos anteriores. - En cuanto a la distribuci�n del patrimonio al cierre del periodo, contin�a materializado principalmente en Inversiones en Inmuebles. - En lo que se refiere al estado de variaci�n patrimonial, la variaci�n que ha tenido lugar en el periodo actual se origina principalmente por los ep�grafes: �Rendimientos de gesti�n - Alquileres� y �Rendimientos de gesti�n � Otros rendimientos� que han supuesto fluctuaciones de 3,29% y -2,22% sobre el patrimonio medio, respectivamente. Este �ltimo incluye el reparto de prima mencionado anteriormente. La distribuci�n de las inversiones no ha presentado variaciones significativas en el periodo. e) Rendimiento del fondo en comparaci�n con el resto de fondos de la gestora. N/A 2. INFORMACI�N SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. N/A b) Operativa de pr�stamo de valores. N/A c) Operativa en derivados y adquisici�n temporal de activos. La Sociedad utiliza instrumentos financieros derivados para cubrir el riesgo de tipo de inter�s derivado del endeudamiento que mantiene con determinadas entidades financieras. La variaci�n de valor de los derivados de cobertura durante el segundo semestre del ejercicio 2024 ha disminuido por valor de 1.487 miles de euros y en el mismo periodo no se han devengado intereses recibidos de los instrumentos financieros derivados. d) Otra informaci�n sobre inversiones. N/A 3. EVOLUCI�N DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El principal riesgo asumido por el fondo se debe a que las inversiones de la Sociedad est�n sometidas a las fluctuaciones del mercado y otros riesgos inherentes a la inversi�n en inmuebles, lo que puede provocar que el valor liquidativo de la participaci�n fluct�e tanto al alza como a la baja. El valor de mercado de la cartera de inversiones inmobiliarias se obtiene por las tasaciones efectuadas por la Sociedad de Tasaci�n de la Sociedad. Dichas tasaciones se realizan de acuerdo con la Orden ECO/805/2003, de 27 de marzo, y sus modificaciones posteriores. A pesar de que estas estimaciones se realizan sobre la base de la mejor informaci�n disponible al cierre del periodo, es posible que acontecimientos que puedan tener lugar en el futuro obliguen a modificarlas (al alza o a la baja) en los pr�ximos ejercicios, lo que se realizar�a, en su caso, de forma prospectiva, reconociendo los efectos del cambio de estimaci�n de acuerdo con la normativa contable en vigor. 5. EJERCICIO DERECHOS POL�TICOS. No existen privilegios en relaci�n con los derechos de voto establecidos sobre las acciones de la Sociedad, ni sobre t�tulos o valores de su cartera, de modo que no aplica descripci�n de la pol�tica relacionada ni informaci�n sobre el sentido del voto. 6. INFORMACI�N Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE AN�LISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACI�N PREVISIBLE DEL FONDO. El mercado inmobiliario cierra 2024 con una inversi�n de m�s de 14.000 millones de euros, lo que representa un incremento del 22% respecto a los 11.613 millones de euros invertidos en 2023. El �ltimo trimestre del a�o ha sido el m�s din�mico, concentrando el 36% de la inversi�n total, con casi 5.000 millones de euros. Esta actividad ha sido liderada por el sector residencial (viviendas de alquiler, residencias de estudiantes, residencia para mayores y apartamentos flexibles) que ha alcanzado un volumen de inversi�n de 4.300 millones. En segundo lugar, se encuentra el segmento hotelero con m�s de 3.200 millones de euros invertidos, seguido por el sector retail (2.900 millones). Finalmente, el sector de oficinas (1.600 millones) y log�stico (1.400 millones) completan el desglose de las inversiones. Centr�ndonos en el mercado inmobiliario residencial en Espa�a, este encuentra actualmente en una fase de crecimiento marcada por una fuerte demanda y una oferta limitada. Este desequilibrio provoca un aumento significativo en los precios de la vivienda, especialmente en el segmento de obra nueva. De cara a 2025, se espera que los elementos que impulsan la demanda de vivienda se mantengan vigentes. Entre ellos destacan la creaci�n neta de empleo, el crecimiento salarial por encima de la inflaci�n, flujos migratorios din�micos la fortaleza de la demanda extranjera y la s�lida situaci�n financiera de los hogares. Adem�s, la relajaci�n de las condiciones financieras, derivada de las reducciones en los tipos de inter�s implementadas por el BCE durante 2024, contribuir� al dinamismo del sector. No obstante, varios factores limitan la producci�n de vivienda en Espa�a, entre los que se encuentran la escasez de suelo finalista, la falta de mano de obra, los elevados costes de construcci�n y los cambios regulatorios. Por tanto, se prev� que la tendencia alcista en los precios de la vivienda tendr� continuidad en 2025. En el futuro pr�ximo, las l�neas b�sicas de actuaci�n de la Sociedad ser�n: Continuar desarrollando una efectiva pol�tica de gesti�n de explotaci�n en los aspectos b�sicos de comercializaci�n, fidelizaci�n de los inquilinos, control de costes, invertir en mejoras para incrementar la eficiencia energ�tica, mantenimiento y mejora de activos tanto en zonas comunes como privativas, cobro de rentas y gesti�n financiera; excelencia operativa y reposicionamiento del porfolio para ofrecer un servicio m�s variado y de mejores calidades, y el estudio de nuevas formatos de alquiler para satisfacer las necesidades crecientes de los usuarios. Maximizar el valor de la compa��a mediante la identificaci�n de oportunidades y la continua generaci�n de valor. N/A N/A N/A