NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2025-01-01 2025-06-30 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2024-07-01 2024-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2025-01-01 2025-06-30 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2024-01-01 2024-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2025-04-01 2025-06-30 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2025-01-01 2025-03-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2024-10-01 2024-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2024-07-01 2024-09-30 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2023-01-01 2023-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2022-01-01 2022-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2020-01-01 2020-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2022-01-01 2024-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2020-01-01 2024-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2025-06-30 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2024-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2023-12-31 NESTAR RESIDENCIAL S.I.I., S.A. 1.0.0 2022-12-31 iso4217:EUR xbrli:pure NESTAR RESIDENCIAL S.I.I., S.A. 13 02 02 2025 EUR false Calle Villanueva, 2 C, Escalera 1, Planta 1 Puerta 7 A. 28001 Madrid. 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). El resto del activo podr tenerlo invertido en los valores admitidos a cotizaci n en bolsas de valores o en otros mercados o sistemas organizados de negociaci n contemplados en la legislaci n vigente. 0.00 0.00 0.00 0.00 EUR 81807736.00 81807736.00 103 103 0.00 0.00 false 1057307000 1049686000 1054434000 964242000 12.9243 12.8311 12.8892 12.5134 0.40 0.40 0.40 0.40 01 0.02 0.02 1.70 0.86 0.84 0.75 0.81 3.19 3.50 3.67 3.97 true evolucion.png image/png 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 false 1570307820 1566303493 1563598000 1559215368 0 0 0 0 6709820 7088125 0 0 1226000 1226000 1226000 1226000 0 0 0 0 0 0 13204970 12194427 -527431040 -530037567 1057307750 1049686354 1049686354 1033561689 1049686354 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.73 1.54 0.72 -52.74 3.64 4.44 3.64 -17.76 3.35 3.27 3.35 2.72 1.82 2.54 1.82 -28.02 0.01 0.02 0.01 -55.38 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1.54 -1.40 -1.54 10.91 -2.92 -2.90 -2.92 0.78 -0.40 -0.38 -0.40 4.93 -0.02 -0.02 -0.02 1.02 -0.02 -0.01 -0.02 94.40 -0.32 -0.25 -0.32 28.64 -0.12 -0.12 -0.12 2.64 -1.70 -1.83 -1.70 -7.26 -0.27 -0.28 -0.27 -1.67 -0.07 -0.01 -0.07 414.73 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1057307392 1049686354 1057307392 00001 OVIEDO 33 2005-01-25 2026-03-31 7176000 0.68 7072000 0.67 89.09 00001 OVIEDO 33 2005-01-25 2026-03-31 7176000 0.68 7072000 0.67 89.09 00001 OVIEDO 33 2005-01-25 2026-03-31 7176000 0.68 7072000 0.67 89.09 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 3633000 0.34 3430000 0.33 97.50 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 3633000 0.34 3430000 0.33 97.50 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 3633000 0.34 3430000 0.33 97.50 00003 TAMARACEITE 35 2005-03-03 2026-02-28 4322000 0.41 3030000 0.29 96.77 00003 TAMARACEITE 35 2005-03-03 2026-02-28 4322000 0.41 3030000 0.29 96.77 00003 TAMARACEITE 35 2005-03-03 2026-02-28 4322000 0.41 3030000 0.29 96.77 00004 HUELVA R6 21 2005-03-29 2026-02-28 7514000 0.71 7328000 0.70 94.44 00004 HUELVA R6 21 2005-03-29 2026-02-28 7514000 0.71 7328000 0.70 94.44 00004 HUELVA R6 21 2005-03-29 2026-02-28 7514000 0.71 7328000 0.70 94.44 00005 HUELVA R1 21 2005-03-29 2026-02-28 4579000 0.43 4449000 0.42 91.07 00005 HUELVA R1 21 2005-03-29 2026-02-28 4579000 0.43 4449000 0.42 91.07 00005 HUELVA R1 21 2005-03-29 2026-02-28 4579000 0.43 4449000 0.42 91.07 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2026-05-31 5353000 0.51 5368000 0.51 90.48 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2026-05-31 5353000 0.51 5368000 0.51 90.48 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2026-05-31 5353000 0.51 5368000 0.51 90.48 00008 BENISAUDET 03 2005-07-05 2026-03-31 10284000 0.97 7636000 0.73 92.59 00008 BENISAUDET 03 2005-07-05 2026-03-31 10284000 0.97 7636000 0.73 92.59 00008 BENISAUDET 03 2005-07-05 2026-03-31 10284000 0.97 7636000 0.73 92.59 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 13508000 1.28 15206000 1.45 82.09 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 13508000 1.28 15206000 1.45 82.09 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 13508000 1.28 15206000 1.45 82.09 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2026-03-31 17289000 1.64 17524000 1.67 93.24 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2026-03-31 17289000 1.64 17524000 1.67 93.24 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2026-03-31 17289000 1.64 17524000 1.67 93.24 00011 VILLALBA 28 2005-12-01 2025-08-31 8177000 0.77 8177000 0.78 96.61 00011 VILLALBA 28 2005-12-01 2025-08-31 8177000 0.77 8177000 0.78 96.61 00011 VILLALBA 28 2005-12-01 2025-08-31 8177000 0.77 8177000 0.78 96.61 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 19831000 1.88 19831000 1.89 98.39 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 19831000 1.88 19831000 1.89 98.39 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 19831000 1.88 19831000 1.89 98.39 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2025-07-31 11956000 1.13 11956000 1.14 89.47 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2025-07-31 11956000 1.13 11956000 1.14 89.47 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2025-07-31 11956000 1.13 11956000 1.14 89.47 00016 LEON 24 2006-07-21 2025-08-31 16731000 1.58 16731000 1.59 95.10 00016 LEON 24 2006-07-21 2025-08-31 16731000 1.58 16731000 1.59 95.10 00016 LEON 24 2006-07-21 2025-08-31 16731000 1.58 16731000 1.59 95.10 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 9733000 0.92 9733000 0.93 90.48 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 9733000 0.92 9733000 0.93 90.48 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 9733000 0.92 9733000 0.93 90.48 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 25277000 2.39 24615000 2.34 99.05 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 25277000 2.39 24615000 2.34 99.05 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 25277000 2.39 24615000 2.34 99.05 00020 SANCHINARRO I 28 2008-05-29 2026-03-31 36515000 3.45 35863000 3.42 90.00 00020 SANCHINARRO I 28 2008-05-29 2026-03-31 36515000 3.45 35863000 3.42 90.00 00020 SANCHINARRO I 28 2008-05-29 2026-03-31 36515000 3.45 35863000 3.42 90.00 00021 RIVAS I 28 2009-01-01 2025-09-30 9217000 0.87 9217000 0.88 95.00 00021 RIVAS I 28 2009-01-01 2025-09-30 9217000 0.87 9217000 0.88 95.00 00021 RIVAS I 28 2009-01-01 2025-09-30 9217000 0.87 9217000 0.88 95.00 00022 PARLA I 28 2009-01-01 2026-06-30 12494000 1.18 11831000 1.13 98.00 00022 PARLA I 28 2009-01-01 2026-06-30 12494000 1.18 11831000 1.13 98.00 00022 PARLA I 28 2009-01-01 2026-06-30 12494000 1.18 11831000 1.13 98.00 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2026-03-31 8810000 0.83 7925000 0.75 95.31 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2026-03-31 8810000 0.83 7925000 0.75 95.31 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2026-03-31 8810000 0.83 7925000 0.75 95.31 00024 RIO SECO I - R5 12 2009-01-01 2026-05-31 4632000 0.44 5473000 0.52 80.00 00024 RIO SECO I - R5 12 2009-01-01 2026-05-31 4632000 0.44 5473000 0.52 80.00 00024 RIO SECO I - R5 12 2009-01-01 2026-05-31 4632000 0.44 5473000 0.52 80.00 00025 BENICALAP 46 2009-01-01 2026-02-28 19004000 1.80 18991000 1.81 97.06 00025 BENICALAP 46 2009-01-01 2026-02-28 19004000 1.80 18991000 1.81 97.06 00025 BENICALAP 46 2009-01-01 2026-02-28 19004000 1.80 18991000 1.81 97.06 00026 RIO SECO III - R13 12 2009-01-01 2026-04-30 6670000 0.63 6597000 0.63 94.23 00026 RIO SECO III - R13 12 2009-01-01 2026-04-30 6670000 0.63 6597000 0.63 94.23 00026 RIO SECO III - R13 12 2009-01-01 2026-04-30 6670000 0.63 6597000 0.63 94.23 00027 PEDRO CABANES 46 2009-01-01 2026-03-31 8564000 0.81 6880000 0.66 100.00 00027 PEDRO CABANES 46 2009-01-01 2026-03-31 8564000 0.81 6880000 0.66 100.00 00027 PEDRO CABANES 46 2009-01-01 2026-03-31 8564000 0.81 6880000 0.66 100.00 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 11347000 1.07 11347000 1.08 97.80 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 11347000 1.07 11347000 1.08 97.80 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 11347000 1.07 11347000 1.08 97.80 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2026-04-30 5399000 0.51 5710000 0.54 92.86 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2026-04-30 5399000 0.51 5710000 0.54 92.86 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2026-04-30 5399000 0.51 5710000 0.54 92.86 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 16827000 1.59 17656000 1.68 90.12 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 16827000 1.59 17656000 1.68 90.12 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 16827000 1.59 17656000 1.68 90.12 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 13450000 1.27 13450000 1.28 89.36 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 13450000 1.27 13450000 1.28 89.36 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 13450000 1.27 13450000 1.28 89.36 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-07-31 18530000 1.75 18530000 1.77 93.97 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-07-31 18530000 1.75 18530000 1.77 93.97 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-07-31 18530000 1.75 18530000 1.77 93.97 00034 RIVAS II - 80 - MANUEL AZA A 28 2011-01-01 2026-03-31 13114000 1.24 13048000 1.24 85.51 00034 RIVAS II - 80 - MANUEL AZA A 28 2011-01-01 2026-03-31 13114000 1.24 13048000 1.24 85.51 00034 RIVAS II - 80 - MANUEL AZA A 28 2011-01-01 2026-03-31 13114000 1.24 13048000 1.24 85.51 00035 LEGANES - TORREJON 28 2011-01-01 2026-03-31 8791000 0.83 8604000 0.82 97.67 00035 LEGANES - TORREJON 28 2011-01-01 2026-03-31 8791000 0.83 8604000 0.82 97.67 00035 LEGANES - TORREJON 28 2011-01-01 2026-03-31 8791000 0.83 8604000 0.82 97.67 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2026-01-31 17138000 1.62 17288000 1.65 89.93 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2026-01-31 17138000 1.62 17288000 1.65 89.93 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2026-01-31 17138000 1.62 17288000 1.65 89.93 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 30920000 2.92 30920000 2.95 96.95 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 30920000 2.92 30920000 2.95 96.95 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2025-12-31 30920000 2.92 30920000 2.95 96.95 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 20591000 1.95 20591000 1.96 93.44 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 20591000 1.95 20591000 1.96 93.44 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 20591000 1.95 20591000 1.96 93.44 00040 CADIZ 11 2011-01-01 2026-03-31 4727000 0.45 3869000 0.37 91.11 00040 CADIZ 11 2011-01-01 2026-03-31 4727000 0.45 3869000 0.37 91.11 00040 CADIZ 11 2011-01-01 2026-03-31 4727000 0.45 3869000 0.37 91.11 00041 MORERAS - VALENCIA 46 2011-01-01 2026-06-30 7577000 0.72 6183000 0.59 97.06 00041 MORERAS - VALENCIA 46 2011-01-01 2026-06-30 7577000 0.72 6183000 0.59 97.06 00041 MORERAS - VALENCIA 46 2011-01-01 2026-06-30 7577000 0.72 6183000 0.59 97.06 00042 MISLATA 46 2011-01-01 2026-02-28 6111000 0.58 6161000 0.59 100.00 00042 MISLATA 46 2011-01-01 2026-02-28 6111000 0.58 6161000 0.59 100.00 00042 MISLATA 46 2011-01-01 2026-02-28 6111000 0.58 6161000 0.59 100.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 8833000 0.84 8833000 0.84 96.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 8833000 0.84 8833000 0.84 96.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 8833000 0.84 8833000 0.84 96.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 10971000 1.04 10971000 1.05 95.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 10971000 1.04 10971000 1.05 95.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 10971000 1.04 10971000 1.05 95.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2026-06-30 8437000 0.80 7958000 0.76 93.65 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2026-06-30 8437000 0.80 7958000 0.76 93.65 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2026-06-30 8437000 0.80 7958000 0.76 93.65 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 13702000 1.30 13702000 1.31 95.24 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 13702000 1.30 13702000 1.31 95.24 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 13702000 1.30 13702000 1.31 95.24 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2026-04-30 8393000 0.79 9668000 0.92 100.00 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2026-04-30 8393000 0.79 9668000 0.92 100.00 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2026-04-30 8393000 0.79 9668000 0.92 100.00 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 13893000 1.31 13893000 1.32 93.65 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 13893000 1.31 13893000 1.32 93.65 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 13893000 1.31 13893000 1.32 93.65 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 11137000 1.05 11205000 1.07 97.37 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 11137000 1.05 11205000 1.07 97.37 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 11137000 1.05 11205000 1.07 97.37 00051 ALCALA DE GUADAIRA 41 2011-01-01 2026-02-28 11460000 1.08 11572000 1.10 88.10 00051 ALCALA DE GUADAIRA 41 2011-01-01 2026-02-28 11460000 1.08 11572000 1.10 88.10 00051 ALCALA DE GUADAIRA 41 2011-01-01 2026-02-28 11460000 1.08 11572000 1.10 88.10 00052 VALDESPARTERAS 50 2011-01-01 2026-01-31 26356000 2.49 26091000 2.49 98.75 00052 VALDESPARTERAS 50 2011-01-01 2026-01-31 26356000 2.49 26091000 2.49 98.75 00052 VALDESPARTERAS 50 2011-01-01 2026-01-31 26356000 2.49 26091000 2.49 98.75 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 7132000 0.67 7156000 0.68 92.96 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 7132000 0.67 7156000 0.68 92.96 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 7132000 0.67 7156000 0.68 92.96 00055 ALFONS COMIN, 11-12 08 2011-01-01 2026-01-31 10215000 0.97 10215000 0.97 100.00 00055 ALFONS COMIN, 11-12 08 2011-01-01 2026-01-31 10215000 0.97 10215000 0.97 100.00 00055 ALFONS COMIN, 11-12 08 2011-01-01 2026-01-31 10215000 0.97 10215000 0.97 100.00 00056 CARABANCHEL I 28 2011-01-01 2026-06-30 14962000 1.42 14596000 1.39 87.50 00056 CARABANCHEL I 28 2011-01-01 2026-06-30 14962000 1.42 14596000 1.39 87.50 00056 CARABANCHEL I 28 2011-01-01 2026-06-30 14962000 1.42 14596000 1.39 87.50 00057 PAVONES II - EBA 26 28 2011-01-01 2025-07-31 8365000 0.79 8365000 0.80 100.00 00057 PAVONES II - EBA 26 28 2011-01-01 2025-07-31 8365000 0.79 8365000 0.80 100.00 00057 PAVONES II - EBA 26 28 2011-01-01 2025-07-31 8365000 0.79 8365000 0.80 100.00 00058 SANCHINARRO II 28 2011-01-01 2026-06-30 76886000 7.27 75121000 7.16 90.33 00058 SANCHINARRO II 28 2011-01-01 2026-06-30 76886000 7.27 75121000 7.16 90.33 00058 SANCHINARRO II 28 2011-01-01 2026-06-30 76886000 7.27 75121000 7.16 90.33 00059 VALLECAS I 28 2011-01-01 2026-06-30 48275000 4.57 46069000 4.39 93.18 00059 VALLECAS I 28 2011-01-01 2026-06-30 48275000 4.57 46069000 4.39 93.18 00059 VALLECAS I 28 2011-01-01 2026-06-30 48275000 4.57 46069000 4.39 93.18 00061 CARABANCHEL II 28 2011-01-01 2025-07-31 8732000 0.83 8732000 0.83 100.00 00061 CARABANCHEL II 28 2011-01-01 2025-07-31 8732000 0.83 8732000 0.83 100.00 00061 CARABANCHEL II 28 2011-01-01 2025-07-31 8732000 0.83 8732000 0.83 100.00 00062 VALLECAS II 28 2011-01-01 2025-09-30 13446000 1.27 13446000 1.28 98.92 00062 VALLECAS II 28 2011-01-01 2025-09-30 13446000 1.27 13446000 1.28 98.92 00062 VALLECAS II 28 2011-01-01 2025-09-30 13446000 1.27 13446000 1.28 98.92 00063 VERONA 28 2011-01-01 2025-12-31 43519000 4.12 43519000 4.15 93.48 00063 VERONA 28 2011-01-01 2025-12-31 43519000 4.12 43519000 4.15 93.48 00063 VERONA 28 2011-01-01 2025-12-31 43519000 4.12 43519000 4.15 93.48 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 22287000 2.11 21587000 2.06 90.24 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 22287000 2.11 21587000 2.06 90.24 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 22287000 2.11 21587000 2.06 90.24 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 89995000 8.51 89995000 8.57 95.68 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 89995000 8.51 89995000 8.57 95.68 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 89995000 8.51 89995000 8.57 95.68 00073 EL CA AVERAL II PLATINIUM 28 2018-12-12 2025-12-31 46858000 4.43 46858000 4.46 94.09 00073 EL CA AVERAL II PLATINIUM 28 2018-12-12 2025-12-31 46858000 4.43 46858000 4.46 94.09 00073 EL CA AVERAL II PLATINIUM 28 2018-12-12 2025-12-31 46858000 4.43 46858000 4.46 94.09 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 6070000 0.57 6510000 0.62 81.25 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 6070000 0.57 6510000 0.62 81.25 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 6070000 0.57 6510000 0.62 81.25 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2026-05-31 4157000 0.39 4086000 0.39 85.71 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2026-05-31 4157000 0.39 4086000 0.39 85.71 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2026-05-31 4157000 0.39 4086000 0.39 85.71 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 0 0.00 40.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 0 0.00 40.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 0 0.00 40.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 3660000 0.35 4097000 0.39 86.67 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 3660000 0.35 4097000 0.39 86.67 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 3660000 0.35 4097000 0.39 86.67 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2026-06-30 34150000 3.23 32705000 3.12 96.51 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2026-06-30 34150000 3.23 32705000 3.12 96.51 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2026-06-30 34150000 3.23 32705000 3.12 96.51 00079 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-09-30 16167000 1.53 16665000 1.59 88.33 00079 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-09-30 16167000 1.53 16665000 1.59 88.33 00079 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-09-30 16167000 1.53 16665000 1.59 88.33 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 11152000 1.05 12236000 1.17 88.89 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 11152000 1.05 12236000 1.17 88.89 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 11152000 1.05 12236000 1.17 88.89 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2026-02-28 29537000 2.79 30764000 2.93 94.06 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2026-02-28 29537000 2.79 30764000 2.93 94.06 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2026-02-28 29537000 2.79 30764000 2.93 94.06 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 32993000 3.12 37300000 3.55 84.95 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 32993000 3.12 37300000 3.55 84.95 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 32993000 3.12 37300000 3.55 84.95 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 6116000 0.58 6599000 0.63 61.29 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 6116000 0.58 6599000 0.63 61.29 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 6116000 0.58 6599000 0.63 61.29 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 1929000 0.18 1951000 0.19 71.43 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 1929000 0.18 1951000 0.19 71.43 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 1929000 0.18 1951000 0.19 71.43 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2026-05-31 3791000 0.36 4270000 0.41 80.00 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2026-05-31 3791000 0.36 4270000 0.41 80.00 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2026-05-31 3791000 0.36 4270000 0.41 80.00 00087 BARCELONA X - L HOSPITALET DE LLOBREGAT 08 2019-07-17 2026-04-30 3567000 0.34 3716000 0.35 70.59 00087 BARCELONA X - L HOSPITALET DE LLOBREGAT 08 2019-07-17 2026-04-30 3567000 0.34 3716000 0.35 70.59 00087 BARCELONA X - L HOSPITALET DE LLOBREGAT 08 2019-07-17 2026-04-30 3567000 0.34 3716000 0.35 70.59 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 26270000 2.48 25838000 2.46 68.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 26270000 2.48 25838000 2.46 68.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 26270000 2.48 25838000 2.46 68.33 00090 SABADELL I - POLINYA 08 2019-07-17 2026-05-31 3862000 0.37 4360000 0.42 75.00 00090 SABADELL I - POLINYA 08 2019-07-17 2026-05-31 3862000 0.37 4360000 0.42 75.00 00090 SABADELL I - POLINYA 08 2019-07-17 2026-05-31 3862000 0.37 4360000 0.42 75.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 6807000 0.64 6842000 0.65 73.53 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 6807000 0.64 6842000 0.65 73.53 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 6807000 0.64 6842000 0.65 73.53 00092 SABADELL II - TURULL 08 2019-07-17 2026-05-31 2325000 0.22 2441000 0.23 81.82 00092 SABADELL II - TURULL 08 2019-07-17 2026-05-31 2325000 0.22 2441000 0.23 81.82 00092 SABADELL II - TURULL 08 2019-07-17 2026-05-31 2325000 0.22 2441000 0.23 81.82 00093 MADRID - VIA LIMITE I 28 2019-07-17 2026-05-31 3673000 0.35 3666000 0.35 90.91 00093 MADRID - VIA LIMITE I 28 2019-07-17 2026-05-31 3673000 0.35 3666000 0.35 90.91 00093 MADRID - VIA LIMITE I 28 2019-07-17 2026-05-31 3673000 0.35 3666000 0.35 90.91 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 3885000 0.37 4259000 0.41 81.82 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 3885000 0.37 4259000 0.41 81.82 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 3885000 0.37 4259000 0.41 81.82 00095 MADRID - VIA LIMITE II 28 2019-07-17 2026-05-31 3925000 0.37 4258000 0.41 72.73 00095 MADRID - VIA LIMITE II 28 2019-07-17 2026-05-31 3925000 0.37 4258000 0.41 72.73 00095 MADRID - VIA LIMITE II 28 2019-07-17 2026-05-31 3925000 0.37 4258000 0.41 72.73 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 35563000 3.36 35563000 3.39 96.36 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 35563000 3.36 35563000 3.39 96.36 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 35563000 3.36 35563000 3.39 96.36 00100 VALDEMORO 28 2024-09-11 2025-07-31 55448000 5.24 55448000 5.28 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 55448000 5.24 55448000 5.28 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 55448000 5.24 55448000 5.28 0.00 3734076000 353.10 3724038000 354.90 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 27000 0.00 29000 0.00 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 27000 0.00 29000 0.00 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 27000 0.00 29000 0.00 0.00 00003 TAMARACEITE 35 2005-03-03 2026-02-28 231000 0.02 228000 0.02 0.00 00003 TAMARACEITE 35 2005-03-03 2026-02-28 231000 0.02 228000 0.02 0.00 00003 TAMARACEITE 35 2005-03-03 2026-02-28 231000 0.02 228000 0.02 0.00 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 415000 0.04 408000 0.04 3.03 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 415000 0.04 408000 0.04 3.03 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 415000 0.04 408000 0.04 3.03 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2026-03-31 120000 0.01 119000 0.01 11.11 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2026-03-31 120000 0.01 119000 0.01 11.11 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2026-03-31 120000 0.01 119000 0.01 11.11 00011 VILLALBA 28 2005-12-01 2025-08-31 384000 0.04 384000 0.04 10.20 00011 VILLALBA 28 2005-12-01 2025-08-31 384000 0.04 384000 0.04 10.20 00011 VILLALBA 28 2005-12-01 2025-08-31 384000 0.04 384000 0.04 10.20 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 95000 0.01 95000 0.01 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 95000 0.01 95000 0.01 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 95000 0.01 95000 0.01 0.00 00016 LEON 24 2006-07-21 2025-08-31 32000 0.00 32000 0.00 75.00 00016 LEON 24 2006-07-21 2025-08-31 32000 0.00 32000 0.00 75.00 00016 LEON 24 2006-07-21 2025-08-31 32000 0.00 32000 0.00 75.00 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 493000 0.05 493000 0.05 85.94 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 493000 0.05 493000 0.05 85.94 00018 RIO SECO II - JAUME I 12 2007-12-03 2025-07-31 493000 0.05 493000 0.05 85.94 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 62000 0.01 63000 0.01 0.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 62000 0.01 63000 0.01 0.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 62000 0.01 63000 0.01 0.00 00020 SANCHINARRO I 28 2008-05-29 2026-03-31 792000 0.07 1093000 0.10 89.19 00020 SANCHINARRO I 28 2008-05-29 2026-03-31 792000 0.07 1093000 0.10 89.19 00020 SANCHINARRO I 28 2008-05-29 2026-03-31 792000 0.07 1093000 0.10 89.19 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 2026-03-31 286000 0.03 300000 0.03 81.48 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2026-03-31 286000 0.03 300000 0.03 81.48 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2026-03-31 286000 0.03 300000 0.03 81.48 00025 BENICALAP 46 2009-01-01 2026-02-28 784000 0.07 894000 0.09 37.88 00025 BENICALAP 46 2009-01-01 2026-02-28 784000 0.07 894000 0.09 37.88 00025 BENICALAP 46 2009-01-01 2026-02-28 784000 0.07 894000 0.09 37.88 00026 RIO SECO III - R13 12 2009-01-01 2026-04-30 116000 0.01 123000 0.01 38.46 00026 RIO SECO III - R13 12 2009-01-01 2026-04-30 116000 0.01 123000 0.01 38.46 00026 RIO SECO III - R13 12 2009-01-01 2026-04-30 116000 0.01 123000 0.01 38.46 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 490000 0.05 490000 0.05 95.45 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 490000 0.05 490000 0.05 95.45 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2025-09-30 490000 0.05 490000 0.05 95.45 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2026-04-30 913000 0.09 799000 0.08 5.00 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2026-04-30 913000 0.09 799000 0.08 5.00 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2026-04-30 913000 0.09 799000 0.08 5.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 282000 0.03 257000 0.02 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 282000 0.03 257000 0.02 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 282000 0.03 257000 0.02 100.00 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 110000 0.01 110000 0.01 0.00 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 110000 0.01 110000 0.01 0.00 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2025-07-31 110000 0.01 110000 0.01 0.00 00035 LEGANES - TORREJON 28 2011-01-01 2026-03-31 365000 0.03 357000 0.03 3.85 00035 LEGANES - TORREJON 28 2011-01-01 2026-03-31 365000 0.03 357000 0.03 3.85 00035 LEGANES - TORREJON 28 2011-01-01 2026-03-31 365000 0.03 357000 0.03 3.85 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2026-04-30 114000 0.01 113000 0.01 0.00 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2026-04-30 114000 0.01 113000 0.01 0.00 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2026-04-30 114000 0.01 113000 0.01 0.00 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2026-01-31 436000 0.04 439000 0.04 36.21 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2026-01-31 436000 0.04 439000 0.04 36.21 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2026-01-31 436000 0.04 439000 0.04 36.21 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 398000 0.04 11.76 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 398000 0.04 398000 0.04 11.76 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 398000 0.04 398000 0.04 11.76 00041 MORERAS - VALENCIA 46 2011-01-01 2026-06-30 179000 0.02 232000 0.02 38.46 00041 MORERAS - VALENCIA 46 2011-01-01 2026-06-30 179000 0.02 232000 0.02 38.46 00041 MORERAS - VALENCIA 46 2011-01-01 2026-06-30 179000 0.02 232000 0.02 38.46 00042 MISLATA 46 2011-01-01 2026-02-28 90000 0.01 93000 0.01 0.00 00042 MISLATA 46 2011-01-01 2026-02-28 90000 0.01 93000 0.01 0.00 00042 MISLATA 46 2011-01-01 2026-02-28 90000 0.01 93000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 81000 0.01 81000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 81000 0.01 81000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 81000 0.01 81000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 113000 0.01 113000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 113000 0.01 113000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 113000 0.01 113000 0.01 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2026-06-30 230000 0.02 182000 0.02 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2026-06-30 230000 0.02 182000 0.02 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2026-06-30 230000 0.02 182000 0.02 0.00 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 556000 0.05 556000 0.05 1.89 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 556000 0.05 556000 0.05 1.89 00046 LEGANES - LA FORTUNA 28 2011-01-01 2025-08-31 556000 0.05 556000 0.05 1.89 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2026-04-30 631000 0.06 793000 0.08 2.04 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2026-04-30 631000 0.06 793000 0.08 2.04 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2026-04-30 631000 0.06 793000 0.08 2.04 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 443000 0.04 443000 0.04 13.73 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 443000 0.04 443000 0.04 13.73 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2025-07-31 443000 0.04 443000 0.04 13.73 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 302000 0.03 300000 0.03 95.24 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 302000 0.03 300000 0.03 95.24 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 302000 0.03 300000 0.03 95.24 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 83000 0.01 86000 0.01 16.67 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 83000 0.01 86000 0.01 16.67 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 83000 0.01 86000 0.01 16.67 00055 ALFONS COMIN, 11-12 08 2011-01-01 2026-01-31 1717000 0.16 1731000 0.16 35.14 00055 ALFONS COMIN, 11-12 08 2011-01-01 2026-01-31 1717000 0.16 1731000 0.16 35.14 00055 ALFONS COMIN, 11-12 08 2011-01-01 2026-01-31 1717000 0.16 1731000 0.16 35.14 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 266000 0.03 267000 0.03 22.73 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 266000 0.03 267000 0.03 22.73 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 266000 0.03 267000 0.03 22.73 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 5643000 0.53 5643000 0.54 76.40 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 5643000 0.53 5643000 0.54 76.40 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 5643000 0.53 5643000 0.54 76.40 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 559000 0.05 647000 0.06 56.67 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 559000 0.05 647000 0.06 56.67 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 559000 0.05 647000 0.06 56.67 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 539000 0.05 583000 0.06 55.56 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 539000 0.05 583000 0.06 55.56 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 539000 0.05 583000 0.06 55.56 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 1912000 0.18 1963000 0.19 71.24 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 1912000 0.18 1963000 0.19 71.24 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2025-09-30 1912000 0.18 1963000 0.19 71.24 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 1391000 0.13 1519000 0.14 87.74 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 1391000 0.13 1519000 0.14 87.74 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 1391000 0.13 1519000 0.14 87.74 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2026-02-28 980000 0.09 1049000 0.10 90.10 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2026-02-28 980000 0.09 1049000 0.10 90.10 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2026-02-28 980000 0.09 1049000 0.10 90.10 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 3112000 0.29 3724000 0.35 47.37 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 3112000 0.29 3724000 0.35 47.37 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 3112000 0.29 3724000 0.35 47.37 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 416000 0.04 425000 0.04 47.22 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 416000 0.04 425000 0.04 47.22 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 416000 0.04 425000 0.04 47.22 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 501000 0.05 484000 0.05 27.27 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 501000 0.05 484000 0.05 27.27 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 501000 0.05 484000 0.05 27.27 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2026-05-31 355000 0.03 370000 0.04 83.33 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2026-05-31 355000 0.03 370000 0.04 83.33 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2026-05-31 355000 0.03 370000 0.04 83.33 00087 BARCELONA X - L HOSPITALET DE LLOBREGAT 08 2019-07-17 2026-04-30 211000 0.02 217000 0.02 66.67 00087 BARCELONA X - L HOSPITALET DE LLOBREGAT 08 2019-07-17 2026-04-30 211000 0.02 217000 0.02 66.67 00087 BARCELONA X - L HOSPITALET DE LLOBREGAT 08 2019-07-17 2026-04-30 211000 0.02 217000 0.02 66.67 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 1680000 0.16 1656000 0.16 58.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 1680000 0.16 1656000 0.16 58.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 1680000 0.16 1656000 0.16 58.33 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 641000 0.06 645000 0.06 45.45 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 641000 0.06 645000 0.06 45.45 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 641000 0.06 645000 0.06 45.45 00093 MADRID - VIA LIMITE I 28 2019-07-17 2026-05-31 36000 0.00 36000 0.00 0.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2026-05-31 36000 0.00 36000 0.00 0.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2026-05-31 36000 0.00 36000 0.00 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 510000 0.05 543000 0.05 70.83 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 510000 0.05 543000 0.05 70.83 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 510000 0.05 543000 0.05 70.83 00095 MADRID - VIA LIMITE II 28 2019-07-17 2026-05-31 99000 0.01 98000 0.01 0.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2026-05-31 99000 0.01 98000 0.01 0.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2026-05-31 99000 0.01 98000 0.01 0.00 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 397000 0.04 397000 0.04 3.33 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 397000 0.04 397000 0.04 3.33 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 397000 0.04 397000 0.04 3.33 00100 VALDEMORO 28 2024-09-11 2025-07-31 2655000 0.25 2655000 0.25 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 2655000 0.25 2655000 0.25 0.00 00100 VALDEMORO 28 2024-09-11 2025-07-31 2655000 0.25 2655000 0.25 0.00 100401000 9.48 104847000 10.02 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 529000 0.05 734000 0.07 60.00 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 529000 0.05 734000 0.07 60.00 00074 BARCELONA IV-SITGES 08 2018-12-19 2026-04-30 529000 0.05 734000 0.07 60.00 1587000 0.15 2202000 0.21 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 230000 0.02 197000 0.02 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 230000 0.02 197000 0.02 0.00 00002 GRANADILLA DE ABONA 38 2005-03-03 2026-03-31 230000 0.02 197000 0.02 0.00 00003 TAMARACEITE 35 2005-03-03 2026-02-28 1011000 0.10 1047000 0.10 10.00 00003 TAMARACEITE 35 2005-03-03 2026-02-28 1011000 0.10 1047000 0.10 10.00 00003 TAMARACEITE 35 2005-03-03 2026-02-28 1011000 0.10 1047000 0.10 10.00 00005 HUELVA R1 21 2005-03-29 2026-02-28 292000 0.03 321000 0.03 16.67 00005 HUELVA R1 21 2005-03-29 2026-02-28 292000 0.03 321000 0.03 16.67 00005 HUELVA R1 21 2005-03-29 2026-02-28 292000 0.03 321000 0.03 16.67 00008 BENISAUDET 03 2005-07-05 2026-03-31 932000 0.09 854000 0.08 0.00 00008 BENISAUDET 03 2005-07-05 2026-03-31 932000 0.09 854000 0.08 0.00 00008 BENISAUDET 03 2005-07-05 2026-03-31 932000 0.09 854000 0.08 0.00 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 1522000 0.14 1584000 0.15 0.00 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 1522000 0.14 1584000 0.15 0.00 00009 TORREJON DE ARDOZ 28 2005-11-08 2026-04-30 1522000 0.14 1584000 0.15 0.00 00012 ARANJUEZ 28 2005-12-18 2026-04-30 192000 0.02 205000 0.02 0.00 00012 ARANJUEZ 28 2005-12-18 2026-04-30 192000 0.02 205000 0.02 0.00 00012 ARANJUEZ 28 2005-12-18 2026-04-30 192000 0.02 205000 0.02 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 718000 0.07 718000 0.07 50.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 718000 0.07 718000 0.07 50.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2025-08-31 718000 0.07 718000 0.07 50.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 299000 0.03 364000 0.03 100.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 299000 0.03 364000 0.03 100.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2026-01-31 299000 0.03 364000 0.03 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 1087000 0.10 1071000 0.10 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 1087000 0.10 1071000 0.10 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2026-03-31 1087000 0.10 1071000 0.10 100.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 1160000 0.11 1160000 0.11 0.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 1160000 0.11 1160000 0.11 0.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 1160000 0.11 1160000 0.11 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 289000 0.03 289000 0.03 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 289000 0.03 289000 0.03 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2025-08-31 289000 0.03 289000 0.03 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 820000 0.08 820000 0.08 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 820000 0.08 820000 0.08 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2025-08-31 820000 0.08 820000 0.08 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 130000 0.01 130000 0.01 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 130000 0.01 130000 0.01 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2026-03-31 130000 0.01 130000 0.01 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 333000 0.03 349000 0.03 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 333000 0.03 349000 0.03 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2026-01-31 333000 0.03 349000 0.03 0.00 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1039000 0.10 1039000 0.10 33.33 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1039000 0.10 1039000 0.10 33.33 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1039000 0.10 1039000 0.10 33.33 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 0 0.00 0.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 0 0.00 0.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 1000-01-01 0 0.00 0 0.00 0.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 1565000 0.15 1618000 0.15 0.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 1565000 0.15 1618000 0.15 0.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2026-05-31 1565000 0.15 1618000 0.15 0.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 354000 0.03 396000 0.04 100.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 354000 0.03 396000 0.04 100.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 354000 0.03 396000 0.04 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 461000 0.04 427000 0.04 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 461000 0.04 427000 0.04 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 461000 0.04 427000 0.04 100.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 950000 0.09 948000 0.09 50.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 950000 0.09 948000 0.09 50.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 950000 0.09 948000 0.09 50.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 234000 0.02 235000 0.02 0.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 234000 0.02 235000 0.02 0.00 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 234000 0.02 235000 0.02 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 590000 0.06 601000 0.06 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 590000 0.06 601000 0.06 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2026-04-30 590000 0.06 601000 0.06 0.00 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 246000 0.02 246000 0.02 0.00 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 246000 0.02 246000 0.02 0.00 00098 EL CA AVERAL II MILLENIUM 28 2018-12-12 2025-12-31 246000 0.02 246000 0.02 0.00 43362000 4.11 43857000 4.14 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2026-05-31 7000 0.00 7000 0.00 50.00 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2026-05-31 7000 0.00 7000 0.00 50.00 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2026-05-31 7000 0.00 7000 0.00 50.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 47000 0.00 47000 0.00 31.82 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 47000 0.00 47000 0.00 31.82 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2025-08-31 47000 0.00 47000 0.00 31.82 00042 MISLATA 46 2011-01-01 2026-02-28 118000 0.01 120000 0.01 100.00 00042 MISLATA 46 2011-01-01 2026-02-28 118000 0.01 120000 0.01 100.00 00042 MISLATA 46 2011-01-01 2026-02-28 118000 0.01 120000 0.01 100.00 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 595000 0.06 617000 0.06 87.86 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 595000 0.06 617000 0.06 87.86 00066 CASTELLON SENSAL 12 2012-01-01 2026-01-31 595000 0.06 617000 0.06 87.86 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1838000 0.17 1837000 0.18 95.68 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1838000 0.17 1837000 0.18 95.68 00072 EL CA AVERAL I RESIDENCIAL 28 2018-10-10 2025-12-31 1838000 0.17 1837000 0.18 95.68 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 4000 0.00 4000 0.00 0.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 4000 0.00 4000 0.00 0.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2026-05-31 4000 0.00 4000 0.00 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 54000 0.01 55000 0.01 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 54000 0.01 55000 0.01 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2026-02-28 54000 0.01 55000 0.01 0.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 44000 0.00 79000 0.01 11.11 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 44000 0.00 79000 0.01 11.11 00083 SABADELL III - ESPIRALL 08 2019-07-17 2026-04-30 44000 0.00 79000 0.01 11.11 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 15000 0.00 16000 0.00 50.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 15000 0.00 16000 0.00 50.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2026-04-30 15000 0.00 16000 0.00 50.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 439000 0.04 404000 0.04 48.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 439000 0.04 404000 0.04 48.33 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2026-04-30 439000 0.04 404000 0.04 48.33 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 61000 0.01 63000 0.01 62.50 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 61000 0.01 63000 0.01 62.50 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2026-05-31 61000 0.01 63000 0.01 62.50 00100 VALDEMORO 28 2024-09-11 2025-07-31 581000 0.05 581000 0.06 0.00 10247000 0.95 10328000 1.02 3889673000 367.79 3885272000 370.29 3889673000 367.79 3885272000 370.29 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2026-04-30 38708000 3.66 37550000 3.58 92.61 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2026-04-30 38708000 3.66 37550000 3.58 92.61 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2026-04-30 38708000 3.66 37550000 3.58 92.61 00017 PINTO 28 2007-05-28 2026-04-30 29054000 2.75 27747000 2.64 92.50 00017 PINTO 28 2007-05-28 2026-04-30 29054000 2.75 27747000 2.64 92.50 00017 PINTO 28 2007-05-28 2026-04-30 29054000 2.75 27747000 2.64 92.50 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2026-01-31 10613000 1.00 10857000 1.03 96.43 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2026-01-31 10613000 1.00 10857000 1.03 96.43 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2026-01-31 10613000 1.00 10857000 1.03 96.43 00065 PUJADES 08 2011-01-01 2026-01-31 13551000 1.28 12994000 1.24 98.86 00065 PUJADES 08 2011-01-01 2026-01-31 13551000 1.28 12994000 1.24 98.86 00065 PUJADES 08 2011-01-01 2026-01-31 13551000 1.28 12994000 1.24 98.86 00069 GETXO 48 2011-04-29 2025-12-31 16292000 1.54 16292000 1.55 88.28 00069 GETXO 48 2011-04-29 2025-12-31 16292000 1.54 16292000 1.55 88.28 00069 GETXO 48 2011-04-29 2025-12-31 16292000 1.54 16292000 1.55 88.28 324654000 30.69 316320000 30.12 00017 PINTO 28 2007-05-28 2026-04-30 100000 0.01 101000 0.01 85.71 00017 PINTO 28 2007-05-28 2026-04-30 100000 0.01 101000 0.01 85.71 00017 PINTO 28 2007-05-28 2026-04-30 100000 0.01 101000 0.01 85.71 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2026-01-31 1526000 0.14 1547000 0.15 21.94 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2026-01-31 1526000 0.14 1547000 0.15 21.94 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2026-01-31 1526000 0.14 1547000 0.15 21.94 00065 PUJADES 08 2011-01-01 2026-01-31 591000 0.06 582000 0.06 7.22 00065 PUJADES 08 2011-01-01 2026-01-31 591000 0.06 582000 0.06 7.22 00065 PUJADES 08 2011-01-01 2026-01-31 591000 0.06 582000 0.06 7.22 6651000 0.63 6690000 0.66 0 0.00 331305000 31.32 323010000 30.78 00096 EL CA AVERAL I TERCIARIO 28 2018-10-10 2025-12-31 2122331 0.20 2122331 0.20 0.00 00096 EL CA AVERAL I TERCIARIO 28 2018-10-10 2025-12-31 2122331 0.20 2122331 0.20 0.00 00096 EL CA AVERAL I TERCIARIO 28 2018-10-10 2025-12-31 2122331 0.20 2122331 0.20 0.00 00099 EL CA AVERAL II PARCELA 28 2018-12-12 2025-11-30 2618666 0.25 2570666 0.24 5.74 00099 EL CA AVERAL II PARCELA 28 2018-12-12 2025-11-30 2618666 0.25 2570666 0.24 5.74 00099 EL CA AVERAL II PARCELA 28 2018-12-12 2025-11-30 2618666 0.25 2570666 0.24 5.74 14222991 1.35 14078991 1.32 14222991 1.35 14078991 1.32 000 0 0 0 0 0 0 0 00097 SOCIEDAD ANONIMA INMOBILIARIA VASGONGADA (UNIPERSONAL) 20 2019-12-19 2025-08-31 151474998 14.33 151373999 14.42 100.00 151474998 14.33 151373999 14.42 151474998 14.33 151373999 14.42 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 1226000 0.12 1226000 0.12 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 1226000 0.12 1226000 0.12 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 1226000 0.12 1226000 0.12 3678000 0.36 3678000 0.36 3678000 0.36 3678000 0.36 3678000 0.36 3678000 0.36 3678000 0.36 3678000 0.36 distribucion.png image/png 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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 30 de junio de 2025: - Accionista A: Posee 38.265.575 acciones con un valor nominal total de 202.807.547,50 , un valor razonable de 494.555.616,33 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 293.482.973,98 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 244.758.701,33 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 primer semestre por este concepto ha ascendido a 2.564.973,65 . 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 primer semestre por este concepto ha ascendido a 4.177.859,52 . - Comisi n derivada del contrato con BNP PARIBAS (entidad depositaria). El volumen de operaciones devengado correspondiente al primer semestre por este concepto ha ascendido a 239.518,44 . - 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 primer semestre por este concepto ha ascendido a 243.975,90 . 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 2025, la econom a espa ola sigue su senda de crecimiento moderado, registrando una variaci n del 0,6% en el primer trimestre respecto al trimestre anterior en t rminos de volumen. Este crecimiento est impulsado principalmente por un aumento de la inversi n y de las exportaciones, cuyo ritmo supera al de las importaciones. El Banco de Espa a ha ajustado sus previsiones de crecimiento econ mico, situando la tasa de crecimiento del PIB prevista en un 2,4% para este a o, una cifra que supera la media de la eurozona, estimada en un 0,9% En lo que respecta a los precios, la inflaci n tambi n se mantiene en niveles moderados con proyecciones indicando una tasa promedio del 2,4% en 2025 y con una tendencia descendente hacia el 1,7% en 2026. El ndice de Precios al Consumo (IPC) refleja esta moderaci n, contribuyendo a la estabilidad del poder adquisitivo de los hogares. En Europa, la inflaci n se sit a en torno al objetivo del 2% a medio plazo. En junio se ha aprobado una nueva reducci n de 0,25 puntos porcentuales en los tipos de inter s aplicables a la facilidad de dep sito, operaciones principales de financiaci n y a la facilidad marginal de cr dito situ ndose hasta el 2,0%, 2,15% y el 2,4% respectivamente. El mercado laboral muestra signos de mejora durante los primeros meses de 2025. La tasa de desempleo se sit a en torno al 10,8%, seg n los datos m s recientes, y el crecimiento del empleo parece estabilizarse a lo largo del primer semestre. En mayo la afiliaci n a la Seguridad Social se redujo tras el buen resultado de abril, reflejando, en parte el efecto estacional de Semana Santa. Los ltimos datos publicados por el Ministerio de Inclusi n, Seguridad Social y Migraci n registran casi 22 millones de afiliados a fecha de junio. En cuanto al sector inmobiliario, el n mero de compraventas de viviendas en el primer trimestre aument un 5,3% en t rminos trimestrales, totalizando 181.625 compraventas. Tanto la vivienda usada como la vivienda nueva contribuyeron a este crecimiento, con tasas del 4,3% y 8,5% respectivamente y destacando especialmente las comunidades de Andaluc a, Catalu a, Comunidad Valenciana y Comunidad de Madrid. En este mismo periodo, el n mero de hipotecas sobre viviendas disminuy un 3,9% respecto al trimestre anterior, a pesar del incremento en compraventas. Esta divergencia redujo el peso relativo a la financiaci n hipotecaria frente a las operaciones de compraventa y se registraron 119.026 hipotecas. El mercado residencial espa ol cerr el primer trimestre de 2025 con un panorama de alta demanda y precios al alza, dado que el precio de la vivienda registro un 12,2% interanual en dicho periodo, en un contexto de oferta limitada. Si bien, la econom a espa ola muestra signos de fortaleza, es importante abordar las barreras que limitan la expansi n de la oferta de vivienda, con el fin de garantizar la sostenibilidad del mercado y mejorar la accesibilidad para todos los segmentos de la poblaci n. 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. 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 de 2023 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 236 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. La recepci n de este edificio se produjo 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 produjo en el segundo semestre de 2024. La desinversi n en el primer semestre de 2025 fue de un volumen total de ventas de inmuebles realizadas durante el periodo a 20.221.832 euros en valor de tasaci n hasta junio 2025. b.2) Composici n de la Cartera y principales datos de actividad. La cartera de activos de la Sociedad est integrada a 30 de junio de 2025 por 94 inmuebles que comprenden 9.021 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 2025 se compone de 9 inmuebles que comprenden 1.062 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 498.728 miles de euros, lo que supone un LTV del 31,76%. Los vencimientos de los pr stamos se extienden hasta el a o 2037, si bien el grueso de los vencimientos (92% 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 96%. 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 30 de junio de 2025 es de 81.807.736 de 5,30 euros de valor nominal cada una distribuidas entre 103 accionistas. El patrimonio asciende a 1.057.307 miles de euros al 30 de junio de 2025, frente a 1.049.686 miles de euros al 31 de diciembre de 2024. La variaci n de 7.621 miles de euros se produce fundamentalmente, por el resultado del periodo, por las variaciones de valor de la cartera de inversi n inmobiliaria por las tasaciones realizadas y por el reparto de 15.543 miles de euros a los accionistas en concepto de prima de emisi n. Durante el primer semestre de 2025 el valor liquidativo ha variado en 0,17 euros/acci n sin considerar el efecto de las aportaciones y retribuciones a accionistas. Ha variado la rentabilidad en 2,2%. 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 3,35% 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 primer semestre del ejercicio 2025 ha disminuido por valor de 629.108 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 se ha disparado durante los primeros meses de 2025, alcanzando los 3.300 millones de euros transaccionados. El sector residencial ha sido el sector m s destacado, superando los 1.100 millones de euros seguido por el retail llegando a casi 1.000 millones y el hotelero con una suma de 550 millones. Por tanto, el sector residencial en Espa a ha iniciado 2025 con una actividad destacada y contin a ganando protagonismo en la agenda de inversores nacionales e internacionales. El mercado sigue mostrando una evoluci n din mica, caracterizada por un fuerte inter s en activos como multifamily, residencias de estudiantes y modelos flexibles de alojamiento, consolid ndose estos ltimos como una alternativa relevante ante el acceso limitado a la vivienda en propiedad. El mercado del alquiler mantiene una tendencia al alza, con un creciente inter s por parte de los ciudadanos, motivado tanto por factores estructurales como por un cambio en el estilo de vida. El alquiler institucional, aunque todav a representa una parte reducida del total, se perfila como una palanca de crecimiento para los pr ximos a os. El perfil del inquilino est evolucionando hacia una mayor diversificaci n en edad, origen y preferencias, lo que est impulsando una transformaci n en la oferta y en la forma de concebir los desarrollos residenciales. Por su parte, el mercado de compraventa cerr el ltimo a o con niveles elevados de actividad, reflejando tanto una fuerte demanda como una consolidaci n de los precios, especialmente en obra nueva. No obstante, se observa una mayor volatilidad en los ciclos de precios y volumen respecto a etapas anteriores. Las grandes ciudades contin an concentrando la demanda, aunque la escasez de suelo finalista est desplazando parte de la actividad hacia ubicaciones emergentes. El inter s por el desarrollo de suelo se mantiene elevado, con especial atenci n a ciudades como Madrid, Barcelona, M laga o Bilbao. Aun as , la escasez de producto disponible y los retos urban sticos siguen condicionando el ritmo de crecimiento de nuevos proyectos, sobre todo en zonas centrales. En este contexto, el modelo de transformaci n de activos existentes hacia uso residencial ha cobrado fuerza como v a para ampliar la oferta. Sin embargo, se trata de un enfoque con barreras importantes, dado su car cter complejo y su limitada escalabilidad. En conjunto, el sector residencial espa ol contin a mostrando se ales de solidez y adaptaci n frente a los cambios en la demanda y en el entorno econ mico. Aunque persisten desaf os estructurales, especialmente en materia de acceso a vivienda y disponibilidad de suelo, el mercado sigue evolucionando con el impulso de nuevos formatos, una mayor institucionalizaci n y el creciente inter s inversor por activos vinculados al alquiler y a modelos de vida m s flexibles. No aplicable N/A N/A