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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 carácter no financiero cuyo objeto exclusivo es la inversión 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 régimen de protección pública o régimen asimilable y residencias de estudiantes). 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8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaALVFVf7Us/8An7g/7+L/AI0f2pZ/8/cH/fxf8aALVFVf7Us/+fuD/v4v+NH9qWf/AD9wf9/F/wAaAMPxV/yGdA/6+P8A2ZK6auU8SXUNzrOg+TLHLtuOdjA4+ZPSuroAKKKKACvkKbQYv2rP2lvFeleIJ7i48CeB/wDRU0uKRokmuiTGxZlIIyyS8g5wijjmvr2vlH9jVjD8XPj3bzf8fS64pds9cXF4D+R/nQBzn7Snwh0r9nAeG/ib8OLeTQbnT9Qjtr2zhnkaKeNgTzuJwDt2MOhDjjIr7G0nUoda0uz1C3JNvdwpPHuHO1lDD9DXgn7eEiJ+zzqIZgGe+tVUHufMzj8ga9f+F8Mlr8M/CUMx3TR6RaI59WEKA/rQBwX7WnxTvPhL8GdR1LS5mttYvpo9Osp1AJjkfLMw9xGkhHviuT8B/sT/AA/XwJax+KNLn1fxLe24lv8AU5ruZZVncbm2ANtG0sRkg5xk5rC/4KLK6/Cfw3KRvt112MOucZJgmI/QNX1XHIskaup3KwyD6igD5K/Zc8eXfwvX4q+BPEF7NqFl4GM17aSucn7LHv3qM9BhUYDtvNU/2d/gppX7Qmj3/wAUPibDL4j1LWbuRLK3lmkjht4I2KYUIwyNwZQDwAo7kmuV1CGa7+L/AO0/NauDFH4au0fHrsjJ/RHFe/fsVzJL+zT4PCDG37WrDPf7XN/Pr+NAHlfh/Q4/2ZP2tdI8M6FNcReCvGNrkae8rOkE3zBcbjkkOijJOdsmMnFdHpfhfSPi9+1l8RrTxlYw6zaeHtPs7bTNOvBviiSRFd5AvTJJzn/b9hVL9pJWuf2qPgfDC4Ey3PmMO+wTKT+YVq9Y+IX7PemeNvGEfizT9f1zwh4j+z/ZJ77QrkQm5iByFkBU5xgc8dBnOBgA86/Ze1ez+Htv8YdJuL42/g7wrr1x9kkuJCy20IL70BPOBsXjuSe5NXfgjod98bPH1x8ZPEts8OnRhrTwnpc4/wCPe3BIa5I/vvzg+7dQEI4iXwDpHi7xO3we8KT3a+AfD9ydV8a61POXm1C6zkQPIANzZT5sAAFTwCnO5Y/H74kX/wAPdQ8feE/CfhqL4baQzx2+n3LzpqE1nAdjSRlf3aABTwRxtIwcDIB9UUVieCfFlp478H6N4isQy2mp2sd1Gj/eQMoO0+4OQfpW3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfzXftYf8nTfGT/sc9Z/9Lpq/pRr+a79rD/k6b4yf9jnrP8A6XTUAfv5+yd/yaz8G/8AsTNG/wDSGGvVa8q/ZO/5NZ+Df/YmaN/6Qw16rQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeIftqf8my+Mv+3P/wBLYK9vr5u8bfsm+JfHseqWep/GHX7jR7+Yytpk0G+EL5m9Ex5gBCkLjj+EUAepfs//APJDfAH/AGArL/0SteG+Bph4O/b48a2N4vkJ4g0oSWRP/LVtkLnH/fub8Vr0L4Tfs8+Ivhjrmkzy/FHW9c0TToWgTQ54tlsyeWURcbzgLkEYH8IrZ+NX7POjfGS40zVDqF54d8TaWR9j1vTW2zRqCSFPIyASSMEEEnB5IIBl/tjeIrbw9+zx4q8+RVlvkjsoEY8yO8i5A9wodvoprpPgDo0ng34GeDLHUdtnNDpkLzLKwXy2cbypz0ILY+ted6P+yLPqfibT9U+Ivj/VPiLa6a2+00y+hMVuG7Fx5j7+gz03Y5yMg1/21Zp/FXhvwz8NtGg+2eIvE2pIYIg2BFDFy8j+igkc+gY9qAPo9lSaMqwWSNxgg8gg/wBKyfFfhrQ/FOi3Vn4h0+z1DTWjYSpexqyKuOTk/dxjORjGM9q4vxl8D7fxl8LfD/hA69qekTaIts1pqumyeXMssMJiDH1BVmyMjkjnivN7r9k3xj4gszpfiX43eI9Y0F/lmsY7fyWljzkq7mV93/AlI9qAOb/YNgl1DwD8QdLhmefw/wD2m8Fi0hJHzRkPj0yvlnj1rS/4J96l9n+HXifwxdDydW0fWpDcW7Y3IroijP8AwOKQfhX0N4B8A6J8M/C1n4e8P2YstNtQdq5LM7E5Z3Y8sxPU/h0AFeT+Ov2VIdX8dXnjDwX4v1T4fa9fZN7Jpy+ZDcuTku0e5cknkjOCRnGckgHGftkt/wAJV8RfhB4Msgs+o3Wrfa5IlPMcQeNd59BgSH/gBr6srxj4R/s02Xw78UXPi3X9fvfHHjKZfLXWNSUqYExgiNCzbSQcZLHjgYBOfZ6ACiiigAritI0W01jWda+1IX8u4O3DEdWfPT6Cu1rmfCv/ACGdf/6+P/ZnoAs/8IXpP/PBv+/jf40f8IXpP/PBv+/jf41u0UAYX/CF6T/zwb/v43+NH/CF6T/zwb/v43+NbtFAGF/whek/88G/7+N/jR/whek/88G/7+N/jW7RQBhf8IXpP/PBv+/jf40f8IXpP/PBv+/jf41u0UAYX/CF6T/zwb/v43+NH/CF6T/zwb/v43+NbtFAGF/whek/88G/7+N/jR/whek/88G/7+N/jW7RQBhf8IXpP/PBv+/jf40f8IXpP/PBv+/jf41u0UAYX/CF6T/zwb/v43+NH/CF6T/zwb/v43+NbtFAGF/whek/88G/7+N/jR/whek/88G/7+N/jW7RQBhf8IXpP/PBv+/jf40f8IXpP/PBv+/jf41u0UAYX/CF6T/zwb/v43+NH/CF6T/zwb/v43+NbtFAGF/whek/88G/7+N/jR/whek/88G/7+N/jW7RQBhf8IXpP/PBv+/jf40f8IXpP/PBv+/jf41u0UAYX/CF6T/zwb/v43+NH/CF6T/zwb/v43+NbtFAGF/whek/88G/7+N/jR/whek/88G/7+N/jW7RQBhf8IXpP/PBv+/jf40f8IXpP/PBv+/jf41u0UAYX/CF6T/zwb/v43+NedftCPpXw/8AhD4i1SJGS8aD7La/vDnzZTsBHPVQS3/Aa9ir4+/b58af8i14Thk/vancrn6xxf8AtX9K9bKcN9axtOm9r3fotThxtb2OHnPr/mfHwBYgAZJr9OvhT8JdP8H/AA58P6Tc27C8gtENz85H75huk/8AHmavgz9nbwX/AMJ58YvDenPH5lrFcC8uQRx5cXzkH2YqF/4FX6d19TxVidaeGXq/yX6njZLR0lVfp/n+hhf8IXpP/PBv+/jf41T1f4Z+Hte0y50+/sftVncIY5YpHbDA/j19+xFdTRXwMZOLTW59M0mrM/NL9oH4Eah8FvEu1fMu/Dt4xNjfEc+pik9HH5MOR3AxPg/8ULn4X+Kobwxtd6TMypfWIYjzY89V9HXJIP4Hgmv0s8a+C9J+IHhq90LWrYXVhdJtYdGRuzqezA8g1+YvxT+G+pfCnxrf+H9SG5oTvguAMLcQknZIPqByOxBHav1LKcxp5tQlhcUrytr5rv6/8OfG43CywNRVqO35eR+leh6N4c8S6PZarpp+12F5Es0MySthlIyO/H07Ve/4QvSf+eDf9/G/xr49/Yz+On/COasvgXWrjGmX8mdNmkPEFwTzH7K56ejf7xr7fr4D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35 2005-03-03 2025-02-28 3030000 0.29 3090000 0.29 93.55 00004 HUELVA R6 21 2005-03-29 2025-02-28 7328000 0.71 7155000 0.68 93.33 00005 HUELVA R1 21 2005-03-29 2025-02-28 4449000 0.43 4383000 0.42 94.64 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-01-31 5517000 0.53 6546000 0.62 95.65 00008 BENISAUDET 03 2005-07-05 2025-04-30 7636000 0.74 7709000 0.73 98.15 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-02-28 16525000 1.60 20413000 1.94 88.24 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-06-30 17524000 1.70 17207000 1.63 96.05 00011 VILLALBA 28 2005-12-01 2024-10-31 7856000 0.76 7856000 0.75 94.92 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2024-10-31 20267000 1.96 20267000 1.92 99.19 00015 MOSTOLES II - LOTE 1 28 2006-04-26 2024-10-31 11893000 1.15 11893000 1.13 90.79 00016 LEON 24 2006-07-21 2024-10-31 16181000 1.57 16181000 1.53 95.80 00018 RIO SECO II - JAUME I 12 2007-12-03 2024-07-31 9373000 0.91 9373000 0.89 92.06 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 24615000 2.38 24283000 2.30 95.24 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 35863000 3.47 34982000 3.32 87.27 00021 RIVAS I 28 2009-01-01 2024-09-30 8621000 0.83 8621000 0.82 91.67 00022 PARLA I 28 2009-01-01 2025-05-31 11831000 1.14 11515000 1.09 93.00 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-04-30 7925000 0.77 7738000 0.73 98.44 00024 RIO SECO I - R5 12 2009-01-01 2025-05-31 6617000 0.64 6718000 0.64 79.31 00025 BENICALAP 46 2009-01-01 2025-02-28 18991000 1.84 18420000 1.75 96.08 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 6570000 0.64 6529000 0.62 96.15 00027 PEDRO CABANES 46 2009-01-01 2025-04-30 6880000 0.67 6934000 0.66 98.04 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2024-10-31 11296000 1.09 11296000 1.07 96.70 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-01-31 5354000 0.52 6129000 0.58 100.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 17656000 1.71 17275000 1.64 95.51 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2024-07-31 13547000 1.31 13547000 1.28 94.68 00033 RIVAS III - 116 - GLORIA FUERT 28 2011-01-01 2025-05-31 18530000 1.79 18382000 1.74 90.52 00034 RIVAS II - 80 - MANUEL AZAÑA 28 2011-01-01 2024-09-30 12539000 1.21 12539000 1.19 91.55 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 8604000 0.83 8469000 0.80 100.00 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 17288000 1.67 16965000 1.61 94.24 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2024-10-31 29005000 2.81 29005000 2.75 94.66 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2024-08-31 20139000 1.95 20139000 1.91 95.90 00040 CADIZ 11 2011-01-01 2025-03-31 3869000 0.37 3993000 0.38 91.11 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 6183000 0.60 6180000 0.59 100.00 00042 MISLATA 46 2011-01-01 2025-02-28 6161000 0.60 6100000 0.58 100.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2024-08-31 8194000 0.79 8194000 0.78 96.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2024-08-31 9911000 0.96 9911000 0.94 96.67 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-05-31 7958000 0.77 7690000 0.73 95.24 00046 LEGANES - LA FORTUNA 28 2011-01-01 2024-08-31 12986000 1.26 12986000 1.23 96.43 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-03-31 10242000 0.99 10468000 0.99 95.24 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2024-07-31 13570000 1.31 13570000 1.29 88.10 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 11205000 1.08 11166000 1.06 95.61 00051 ALCALA DE GUADAIRA 41 2011-01-01 2025-02-28 11572000 1.12 11877000 1.13 92.86 00052 VALDESPARTERAS 50 2011-01-01 2025-01-31 26091000 2.52 26604000 2.52 98.75 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 7156000 0.69 7159000 0.68 91.55 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 10215000 0.99 10215000 0.97 100.00 00056 CARABANCHEL I 28 2011-01-01 2025-04-30 14596000 1.41 14254000 1.35 93.75 00057 PAVONES II - EBA 26 28 2011-01-01 2025-05-31 8365000 0.81 7876000 0.75 100.00 00058 SANCHINARRO II 28 2011-01-01 2025-06-30 75121000 7.27 73771000 7.00 96.67 00059 VALLECAS I 28 2011-01-01 2025-04-30 46069000 4.46 44464000 4.22 93.64 00061 CARABANCHEL II 28 2011-01-01 2024-07-31 8589000 0.83 8589000 0.81 98.33 00062 VALLECAS II 28 2011-01-01 2024-09-30 12988000 1.26 12988000 1.23 94.62 00063 VERONA 28 2011-01-01 2024-12-31 41235000 3.99 41235000 3.91 93.84 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 21587000 2.09 21746000 2.06 87.20 00072 EL CAÑAVERAL I RESIDENCIAL 28 2018-10-10 2024-10-31 85225000 8.25 85225000 8.08 97.84 00073 EL CAÑAVERAL II PLATINIUM 28 2018-12-12 2024-12-31 43094000 4.17 43094000 4.09 95.45 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-03-31 7537000 0.73 11447000 1.09 85.00 00075 BARCELONA V-RIPOLLES 08 2018-12-19 2025-05-31 4126000 0.40 4290000 0.41 85.71 00076 GUADALAJARA-MAYOR 19 2018-12-19 2025-05-31 554000 0.05 561000 0.05 40.00 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 3972000 0.38 4434000 0.42 86.54 00078 PINTO II-ENRIQUE GRANADOS 28 2018-12-19 2025-05-31 32705000 3.16 32933000 3.12 95.93 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2024-09-30 15975000 1.55 15975000 1.52 95.16 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 12236000 1.18 11834000 1.12 98.55 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 30764000 2.98 30640000 2.91 98.13 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 38305000 3.71 39658000 3.76 93.58 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-01-31 6775000 0.66 7590000 0.72 74.29 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 1914000 0.19 2309000 0.22 85.71 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2025-05-31 4635000 0.45 4728000 0.45 85.71 00087 BARCELONA X - L´HOSPITALET DE LLOBREGAT 08 2019-07-17 2025-01-31 3719000 0.36 4170000 0.40 72.22 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 26499000 2.56 26596000 2.52 86.67 00090 SABADELL I - POLINYA 08 2019-07-17 2025-05-31 4682000 0.45 4999000 0.47 83.87 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-02-28 6966000 0.67 8070000 0.77 77.78 00092 SABADELL II - TURULL 08 2019-07-17 2025-06-30 2454000 0.24 2769000 0.26 100.00 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 4320000 0.42 4759000 0.45 84.62 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 5166000 0.50 5955000 0.56 75.86 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 4360000 0.42 4845000 0.46 76.92 00098 EL CAÑAVERAL II MILLENIUM 28 2018-12-12 2024-12-31 32705000 3.16 32705000 3.10 98.18 1172390000 113.43 1182458000 112.15 00002 GRANADILLA DE ABONA 38 2005-03-03 2024-09-30 32000 0.00 32000 0.00 0.00 00003 TAMARACEITE 35 2005-03-03 2025-02-28 228000 0.02 266000 0.03 8.33 00009 TORREJON DE ARDOZ 28 2005-11-08 2025-02-28 383000 0.04 401000 0.04 15.15 00010 ALCOBENDAS II - FUENTE LUCHA 28 2005-11-18 2025-06-30 119000 0.01 119000 0.01 11.11 00011 VILLALBA 28 2005-12-01 2024-10-31 380000 0.04 380000 0.04 10.20 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2024-10-31 94000 0.01 94000 0.01 0.00 00016 LEON 24 2006-07-21 2024-10-31 29000 0.00 29000 0.00 50.00 00018 RIO SECO II - JAUME I 12 2007-12-03 2024-07-31 498000 0.05 498000 0.05 85.94 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2025-01-31 63000 0.01 61000 0.01 0.00 00020 SANCHINARRO I 28 2008-05-29 2025-03-31 1093000 0.11 1353000 0.13 86.67 00021 RIVAS I 28 2009-01-01 2024-09-30 160000 0.02 160000 0.02 78.57 00023 PATERNA I - MAS DEL ROSARI 46 2009-01-01 2025-04-30 300000 0.03 309000 0.03 77.78 00025 BENICALAP 46 2009-01-01 2025-02-28 894000 0.09 926000 0.09 37.88 00026 RIO SECO III - R13 12 2009-01-01 2025-04-30 127000 0.01 124000 0.01 38.46 00028 PATERNA II - MAS DEL ROSARI T- 46 2009-01-01 2024-10-31 469000 0.05 469000 0.04 95.45 00029 MONTECARMELO I - MONAST. DEL P 28 2011-01-01 2025-01-31 829000 0.08 849000 0.08 7.32 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2025-03-31 257000 0.02 76000 0.01 100.00 00031 MOSTOLES - PAU 4 - L1 28 2011-01-01 2024-07-31 110000 0.01 110000 0.01 0.00 00035 LEGANES - TORREJON 28 2011-01-01 2025-03-31 357000 0.03 360000 0.03 3.85 00036 TORRELODONES CUDILLERO 4 28 2011-01-01 2025-01-31 125000 0.01 126000 0.01 0.00 00037 ARROYO DE LA ENCOMIENDA 47 2011-01-01 2025-01-31 439000 0.04 451000 0.04 32.76 00038 VALDEBERNARDO - PENDULO 1 28 2011-01-01 2024-10-31 34000 0.00 34000 0.00 0.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2024-08-31 400000 0.04 400000 0.04 8.82 00041 MORERAS - VALENCIA 46 2011-01-01 2025-06-30 232000 0.02 238000 0.02 38.46 00042 MISLATA 46 2011-01-01 2025-02-28 93000 0.01 87000 0.01 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2024-08-31 88000 0.01 88000 0.01 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2024-08-31 96000 0.01 96000 0.01 0.00 00045 PARLA III - PARQUE LIDON,AV.LO 28 2011-01-01 2025-05-31 182000 0.02 174000 0.02 0.00 00046 LEGANES - LA FORTUNA 28 2011-01-01 2024-08-31 547000 0.05 547000 0.05 1.89 00048 SAN SEBASTIAN DE LOS REYES-DEH 28 2011-01-01 2025-03-31 830000 0.08 1000000 0.09 1.67 00049 SAN VICENTE DEL RASPEIG 03 2011-01-01 2024-07-31 422000 0.04 422000 0.04 15.69 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2025-03-31 300000 0.03 309000 0.03 95.24 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2025-01-31 86000 0.01 86000 0.01 8.33 00055 ALFONS COMIN, 11-12 08 2011-01-01 2025-01-31 1731000 0.17 1701000 0.16 35.14 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 267000 0.03 268000 0.03 27.27 00072 EL CAÑAVERAL I RESIDENCIAL 28 2018-10-10 2024-10-31 5748000 0.56 5748000 0.55 77.64 00074 BARCELONA IV-SITGES 08 2018-12-19 2025-03-31 702000 0.07 889000 0.08 68.57 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 646000 0.06 745000 0.07 55.56 00079 VALLECAS III-CORRAL DE ALMAGUER 28 2018-12-19 2024-09-30 2077000 0.20 2077000 0.20 77.71 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 1519000 0.15 1530000 0.15 90.57 00081 VALLECAS IV - ALAMEDA DEL VALLE 28 2019-07-17 2025-02-28 1049000 0.10 1124000 0.11 95.33 00082 BARCELONA VII - BADALONA 08 2019-07-17 2025-05-31 3878000 0.38 3961000 0.38 59.51 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-01-31 443000 0.04 443000 0.04 65.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 513000 0.05 480000 0.05 39.39 00086 BARCELONA VI - GRANOLLERS 08 2019-07-17 2025-05-31 437000 0.04 447000 0.04 91.18 00087 BARCELONA X - L´HOSPITALET DE LLOBREGAT 08 2019-07-17 2025-01-31 226000 0.02 227000 0.02 62.50 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 1638000 0.16 1642000 0.16 81.67 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-02-28 696000 0.07 715000 0.07 50.85 00093 MADRID - VIA LIMITE I 28 2019-07-17 2025-05-31 54000 0.01 79000 0.01 0.00 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2025-04-30 582000 0.06 656000 0.06 80.00 00095 MADRID - VIA LIMITE II 28 2019-07-17 2025-05-31 98000 0.01 116000 0.01 0.00 00098 EL CAÑAVERAL II MILLENIUM 28 2018-12-12 2024-12-31 396000 0.04 396000 0.04 0.00 32996000 3.22 33918000 3.25 00074 BARCELONA IV-SITGES 08 2018-12-19 2024-03-31 669000 0.06 942000 0.09 85.71 669000 0.06 942000 0.09 00002 GRANADILLA DE ABONA 38 2005-03-03 2024-09-30 187000 0.02 177000 0.02 0.00 00003 TAMARACEITE 35 2005-03-03 2024-02-29 1109000 0.11 1053000 0.11 10.00 00005 HUELVA R1 21 2005-03-29 2024-02-29 327000 0.03 327000 0.03 16.67 00008 BENISAUDET 03 2005-07-05 2024-04-30 920000 0.09 920000 0.09 16.67 00009 TORREJON DE ARDOZ 28 2005-11-08 2024-02-29 1347000 0.13 1480000 0.15 0.00 00012 ARANJUEZ 28 2005-12-18 2024-01-31 220000 0.02 220000 0.02 0.00 00014 MOSTOLES I - LOTE 7 28 2006-03-26 2024-10-31 581000 0.06 683000 0.07 50.00 00019 PAVONES I - LAPONIA 13-17 28 2008-04-21 2024-01-31 359000 0.03 359000 0.04 75.00 00030 SOTO DE HENARES - PC. M5.1-M5. 28 2011-01-01 2024-03-31 1136000 0.11 1214000 0.12 100.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2024-08-31 1119000 0.11 1117000 0.11 0.00 00043 SOTO DE HENARES P-50 28 2011-01-01 2024-08-31 386000 0.04 379000 0.04 0.00 00044 SOTO DE HENARES P-60 28 2011-01-01 2024-08-31 998000 0.09 1012000 0.10 0.00 00050 SANTIAGO DE COMPOSTELA 15 2011-01-01 2024-03-31 117000 0.01 117000 0.01 0.00 00053 MAIRENA DE ALJARAFE 41 2011-01-01 2024-01-31 336000 0.03 332000 0.03 0.00 00072 EL CAÑAVERAL I RESIDENCIAL 28 2018-10-10 2024-10-31 1077000 0.10 1178000 0.12 0.00 00076 GUADALAJARA-MAYOR 19 2018-12-19 2024-05-31 193000 0.02 207000 0.02 0.00 00082 BARCELONA VII - BADALONA 08 2019-07-17 2024-05-31 1644000 0.16 1588000 0.16 37.50 00083 SABADELL III - ESPIRALL 08 2019-07-17 2024-01-31 496000 0.05 496000 0.05 100.00 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2024-04-30 443000 0.04 443000 0.04 100.00 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2024-04-30 1967000 0.19 1952000 0.20 66.67 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2024-02-29 237000 0.02 232000 0.02 33.33 00094 BARCELONA XII - ZURBANO 08 2020-04-23 2024-04-30 712000 0.07 648000 0.07 25.00 00098 EL CAÑAVERAL II MILLENIUM 28 2018-12-12 2024-12-31 226000 0.02 226000 0.02 0.00 16137000 1.55 16360000 1.64 00006 ALCOBENDAS I - FEDERICA MONTSE 28 2005-05-06 2025-01-31 7000 0.00 7000 0.00 50.00 00039 ALCORCON - ESTOCOLMO 122 28 2011-01-01 2024-08-31 46000 0.00 46000 0.00 31.82 00042 MISLATA 46 2011-01-01 2025-02-28 120000 0.01 123000 0.01 100.00 00066 CASTELLON SENSAL 12 2012-01-01 2025-01-31 617000 0.06 564000 0.05 85.00 00072 EL CAÑAVERAL I RESIDENCIAL 28 2018-10-10 2024-10-31 1859000 0.18 1860000 0.18 97.84 00077 LA RIOJA-LARDERO 26 2018-12-19 2025-05-31 3000 0.00 3000 0.00 0.00 00080 VALENCIA-ABEN AL ABBAR 46 2019-05-30 2025-02-28 55000 0.01 58000 0.01 0.00 00083 SABADELL III - ESPIRALL 08 2019-07-17 2025-01-31 87000 0.01 85000 0.01 38.71 00085 BARCELONA XI - GARCILASO 08 2020-04-23 2025-04-30 16000 0.00 14000 0.00 66.67 00089 BARCELONA IX - PAU VILA 08 2019-07-17 2025-04-30 366000 0.04 369000 0.03 63.33 00091 BARCELONA VIII - TERRASA 08 2019-07-17 2025-02-28 73000 0.01 71000 0.01 66.67 3249000 0.32 3200000 0.30 1225441000 118.58 1236878000 117.43 1225441000 118.58 1236878000 117.43 00013 PARLA II - 487 - DOTACIONAL 28 2006-03-13 2025-02-28 37234000 3.60 36730000 3.48 93.22 00017 PINTO 28 2007-05-28 2025-06-30 23007000 2.23 22660000 2.15 95.00 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 10857000 1.05 11086000 1.05 97.14 00065 PUJADES 08 2011-01-01 2025-01-31 12994000 1.26 12934000 1.23 98.29 00069 GETXO 48 2011-04-29 2024-11-30 15582000 1.51 15582000 1.48 86.21 99674000 9.65 98992000 9.39 00017 PINTO 28 2007-05-28 2025-06-30 107000 0.01 107000 0.01 71.43 00054 CAMP DEL FERRO, 1-3 08 2011-01-01 2025-01-31 1547000 0.15 1636000 0.16 23.23 00065 PUJADES 08 2011-01-01 2025-01-31 582000 0.06 615000 0.06 10.31 2236000 0.22 2358000 0.23 0 0.00 101910000 9.87 101350000 9.62 00096 EL CAÑAVERAL I TERCIARIO 28 2018-10-10 2024-10-31 2105000 0.20 2105000 0.20 0.00 00099 EL CAÑAVERAL II PARCELA 28 2018-12-12 2024-12-31 2575000 0.25 3835000 0.36 5.74 4680000 0.45 5940000 0.56 4680000 0.45 5940000 0.56 0 0 0 0 0 0 0 0 00097 SOCIEDAD ANONIMA INMOBILIARIA VASGONGADA (UNIPERSONAL) 20 2019-12-19 2024-08-31 148048000 14.32 146995000 13.94 100.00 148048000 14.32 146995000 13.94 148048000 14.32 146995000 13.94 ES0000000100 LAZORA REAL ESTATE S.L.U EUR 13863000 1.34 13863000 1.31 13863000 1.34 13863000 1.31 13863000 1.34 13863000 1.31 13863000 1.34 13863000 1.31 13863000 1.34 13863000 1.31 distribucion.png image/png 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false false false false false false No ha tenido ningún tipo de hechos relevantes true false false false true false false true a) A continuación, detallamos el volumen y porcentaje sobre el capital que posee cada uno de los accionistas con participación significativa en la sociedad a 30 de junio de 2024: - Accionista A: Posee 38.265.575 acciones con un valor nominal total de 202.807.547,50 €, un valor razonable de 483.448.562,02 € 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 286.891.740,92 € 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 239.261.749,93 € y cuyo porcentaje sobre el capital de la sociedad es del 23,15%. e) Comisión derivada del contrato con Azzam Vivienda, S.L.U. (entidad del grupo de la gestora). El volumen de facturación correspondiente al primer semestre por este concepto ha ascendido a 2.119.277,06 €. h) Durante el periodo la Sociedad ha realizado las siguientes operaciones vinculadas recurrentes o de escasa relevancia: - Comisión derivada del contrato de gestión con Azora Gestión, S.G.I.I.C. (sociedad gestora). El volumen de facturación correspondiente al primer semestre por este concepto ha ascendido a 3.933.451,13 €. - Comisión derivada del contrato con BNP PARIBAS (entidad depositaria). El volumen de operaciones devengado correspondiente al primer semestre por este concepto ha ascendido a 243.335,34 €. - Comisión derivada del contrato de Azzam Vivienda, S.L.U. (entidad del grupo de la gestora) con la Sociedad Anónima Inmobiliaria Vascongada (Unipersonal), sociedad tenedora de activos participada por Nestar Residencial al 100%. El volumen de facturación correspondiente al primer semestre por este concepto ha ascendido a 211.273,92 €. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El crecimiento de la economía española sorprende al alza durante el primer semestre de 2024, siendo el más elevado entre las economías de la eurozona. El PIB ha avanzado con fuerza y ha registrado un avance del 0,8%, en términos de volumen, respecto al cierre del último trimestre de 2023. Este incremento viene impulsado fundamentalmente por las exportaciones de servicios, sobre todo los turísticos, la inversión y en menor medida, el consumo privado. A fecha de marzo, la variación interanual del PIB fue del 2,5%, cuatro décimas más que la del trimestre precedente. La demanda nacional aportó 2,3 puntos y la externa contribuyó con 0,2 puntos. Durante el primer semestre la inflación en España repuntó en mayo, principalmente impulsada por la subida de los precios de electricidad y carburantes, que descendieron en menor medida que en mayo de 2023. No obstante, el último mes ha mostrado una tendencia a la moderación, situándose en niveles que permiten cierta estabilidad en el poder adquisitivo de los consumidores. A cierre de junio, la tasa de variación anual del Índice de Precios al Consumo (IPC) se ha situado en el 3,4%, dos décimas por debajo de la registrada en mayo. Por otro lado, Banco Central Europeo (BCE) ha decidido cambiar de rumbo y después de mantener los tipos de interés estables en el mes de marzo, anunció durante la siguiente reunión de junio la bajada de los tres tipos de interés en 25 puntos básicos. De este modo, se reduce hasta el 3,75% el tipo de interés de la tasa de depósito, y se espera el BCE siga con pies de plomo en los próximos meses para mantener una política monetaria que pueda controlar la inflación mientras apoya el crecimiento económico. Asimismo, el mercado laboral se ha mantenido robusto con más de 21 millones de trabajadores afiliados a la Seguridad Social en los últimos meses. Los salarios han aumentado en promedio un 2,9%, lo cual, junto con la inflación moderada, ha mejorado la renta real de los hogares. La tasa de ahorro de los hogares sigue siendo elevada, lo cual proporciona un colchón económico importante para el consumo interno. La tasa de desempleo en España ha descendido a un 11,7% en mayo desde el 11,9% registrado en diciembre 2023. La creación de empleo ha sido más significativa en los sectores como la construcción, la hostelería y los servicios y además la creación de empleo ha estado impulsada por las empresas de mayor tamaño (500 o más trabajadores) ya que el porcentaje total de afiliación de estas empresas ha pasado de un 35,7% a finales de 2023 a un 36,1% en abril 2024 mientras que, en el mismo periodo, el peso de las microempresas (de 1 a 9 trabajadores) ha descendido del 21,6% al 18,7%. España sigue siendo uno de los principales beneficiarios de los fondos del Plan de Recuperación de la Unión Europea (Next Generation EU) y en el último tramo de la primera mitad del año, la comisión europea ha aprobado el cuarto desembolso del Plan de Recuperación y Resiliencia (PRTR) y ello supone que España recibirá casi 10.000 millones de euros correspondientes a este desembolso. El cuarto desembolso contempla un total de 34 reformas y 26 inversiones, en áreas como la transformación digital y la transición energética de la economía, las pensiones, la investigación, desarrollo e innovación, la educación, el tratamiento de agua, la digitalización de los servicios públicos, incluida la justicia, o en materia de cooperación interterritorial. En el ámbito del mercado residencial, el mercado de venta ha mostrado un dinamismo considerable con un aumento del precio medio de la vivienda del 4,3% interanual. Este incremento viene protagonizado por la fuerte demanda, especialmente en las ciudades principales como Madrid y Barcelona, junto con una oferta limitada debido a la escasez de nuevas construcciones y la lenta recuperación de la actividad constructora. Estos factores han limitado la oferta disponible y presionado al alza los precios. Por otro lado, el mercado de alquiler ha experimentado un incremento significativo, con un aumento medio del 13,2% en los precios de alquiler en comparación con el año anterior. Este aumento ha sido impulsado por una alta demanda, motivada por una preferencia creciente por el alquiler frente a la compra y la recuperación del turismo, que ha incrementado la demanda de alquileres a corto y medio plazo. b) Decisiones generales de inversión adoptadas. b.1) Hitos de inversión y desinversión De acuerdo con el programa y calendario de inversión 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 años a contar desde el día 7 de septiembre de 2018, durante el cual los activos en cartera estarán en explotación o en desinversión. En los dos primeros años del mencionado periodo (ampliable en un año adicional) está previsto que la Sociedad comprometa nuevas inversiones en activos que cumplan determinados criterios de inversión descritos en el folleto de la Sociedad. Con carácter general, los activos estarán en explotación durante 10 años, a partir de los cuales se iniciaría el periodo de desinversión de estos con una duración inicialmente prevista de 4 años. Nestar Residencial, siguiendo la política de inversión presentada en su folleto informativo y con la vocación de creación de un patrimonio de alquiler de primeras viviendas en las principales ciudades de España a largo plazo, ha llevado a cabo con éxito 10 proyectos de inversión en activos residenciales desde la modificación de su estrategia de inversión, reflejada en el folleto informativo actualizado durante el último trimestre del 2018. Proyecto Discovery (00072) (Oct-18): consistente en un conjunto de activos inmobiliarios localizados en la zona de El Cañaveral (Madrid) para su construcción y puesta en explotación 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 ámbito fue finalmente recepcionado por el Ayuntamiento durante el mes de mayo 2020, iniciándose las obras de construcción durante el mes de junio 2020, ya finalizadas, obteniéndose Licencia de Primera Ocupación (LPO) el 11 de abril de 2023. La inversión supone un coste de 75.699 miles de euros, incluyendo los costes de construcción. Por su parte, el activo de uso terciario cuenta con la declaración responsable ante la Agencia de Actividades del Ayuntamiento de Madrid necesaria para la realización de obras de nueva planta a los efectos de desarrollar un edificio de oficinas para su explotación en alquiler, el proceso de definición del activo y de licitación se encuentra en fase de estudio. Proyecto Stone (00073, 00098 y 00099) (Dic-18): consiste en un complejo residencial en El Cañaveral (Madrid) y formado por 385 viviendas y 791 plazas de garaje, más un activo de uso residencial colindante para construir 60 viviendas que completan la manzana. El complejo residencial es una promoción de vivienda protegida, que cuenta con calificación definitiva y Licencia de Primera Ocupación (LPO). A fecha de presentación del informe, el activo se encuentra operativo. La inversión en relación con el complejo residencial asciende a 74.650 miles de euros, sin incluir los costes de construcción de las 60 viviendas colindantes, donde por ahora no hay trabajos iniciados. Por su parte, en lo que respecta a las 60 viviendas colindantes que completan la manzana, cuenta con licencia de obras y el grado de avance de la obra es del 5,74 %. Proyecto Orizaba (00074, 00075, 00076, 00077, 00078 y 00079) (Dic-18): consiste en 6 edificios distribuidos entre Madrid, Barcelona, Guadalajara y Logroño, con una inversión de 58.618 miles de euros. Actualmente, son activos finalizados, suponen 387 viviendas y 514 plazas de garaje. En los últimos años se ha desinvertido parte del porfolio, en concreto 43 viviendas y 48 plazas de garaje. Proyecto Valencia (00080) (May-19): consistente en un edificio residencial en explotación en alquiler en Valencia que ha supuesto una inversión de 10.106 miles de euros. 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, que supone una inversión de 148.776 miles de euros. Se trata de activos en explotación en alquiler y suponen un total de 506 viviendas y 606 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), por 2.826 miles de euros y 6.892 miles de euros, respectivamente, con 41 viviendas, 74 plazas de garaje y 6 locales comerciales. En diciembre se vendieron dos de los edificios de Madrid y, actualmente, 12 de los activos están en desinversión. Proyecto EASO (00097) (Dic-19): Consistente en una sociedad de arrendamiento de viviendas (SAIV) propietaria de un conjunto de activos residenciales localizados en San Sebastián y Logroño. Se trata de activos en explotación en alquiler y supuso un total de 239 viviendas, 81 plazas de garaje y 45 locales. Con fecha 30 de junio de 2021 se produjo la venta de uno de los activos del proyecto EASO. Proyecto Homero (Abr-21): consistente en la compra modalidad llave en mano de dos promociones residenciales destinadas a la explotación en alquiler que ha sido adquirida por Sociedad Anónima Inmobiliaria Vascongada (Unipersonal), sociedad participada por Nestar Residencial al 100%. Los activos, promovidos por AEDAS Homes, se encuentran localizados en El Cañaveral (Madrid) y Alcalá 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 Alcalá de Henares se recepcionó en diciembre 2022. La recepción del edificio ubicado en El Cañaveral (Madrid) se produjo en marzo 2023. Proyecto Butarque (Sep-21): consistente en la compra modalidad llave en mano de una promoción residencial destinada a la explotación en alquiler que ha sido adquirida por Sociedad Anónima 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 recepción del edificio se produjo en agosto 2023. Proyecto Hércules (Oct-21): consistente en la compra modalidad llave en mano de una promoción residencial destinada a la explotación en alquiler que ha sido adquirida por Sociedad Anónima 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 recepción de los edificios se produzca en el último trimestre de 2024. Proyecto Vanilla (Dic-21): consistente en la compra modalidad llave en mano de una promoción residencial destinada a la explotación en alquiler que ha sido adquirida por Lazora Real Estate, S.L.U, sociedad participada por Nestar Residencial al 100% y que fue adquirida el 15 de octubre de 2021. 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. Se estima que la recepción de los edificios se produzca en el tercer trimestre de 2024. La desinversión en el primer semestre de 2024 fue de un volumen total de ventas de inmuebles realizadas durante el periodo a 10.827.149 euros en valor de tasación hasta junio 2024. b.2) Composición de la Cartera y principales datos de actividad. La cartera de activos de la Sociedad está integrada a 30 de junio de 2024 por 94 inmuebles que comprenden 8.482 viviendas en comercialización y 60 en fase de construcción (Proyecto Stone), 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 635 viviendas. Estas operaciones se desarrollan en 12 Comunidades Autónomas y abarcan en su origen y desarrollo diferentes modalidades de adjudicación de concursos con desarrollo integral, contratos de inmuebles llave en mano y adquisición de edificios de viviendas para arrendamiento, todos ellos integrados en el régimen de vivienda libre o según su calificación en las diferentes regulaciones de viviendas de protección pública, general y autonómicas. b.3) Situación de endeudamiento La Sociedad mantiene una situación de endeudamiento equilibrada a través de préstamos formalizados en condiciones de mercado para este tipo de operaciones y referenciados a tipos de interés variables. Las mencionadas financiaciones tienen garantía hipotecaria, así como prenda sobre determinados derechos de crédito relacionados con el contrato de préstamo o el subyacente asociado, según el estándar de mercado de este tipo de financiaciones. La deuda con entidades de crédito al cierre del periodo asciende 455.853 miles de euros, lo que supone un LTV del 30,66% %. Los vencimientos de los préstamos se extienden hasta el año 2037, si bien el grueso de los vencimientos (90 % de la deuda total) se producirá en el año 2028. En el apartado 2.c siguiente se describe la operativa en derivados realizada por la Sociedad para cubrir su exposición al riesgo de tipo de interés. El porcentaje de deuda cubierta al cierre del periodo asciende al 93,12 %. c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El número total de acciones en circulación de la Sociedad a 30 de junio de 2024 es de 81.807.736,00 de 5,30 euros de valor nominal cada una distribuidas entre 103 accionistas. El patrimonio asciende a 1.033.562 miles de euros al 30 de junio de 2024, frente a 1.054.434 miles de euros al 31 de diciembre de 2023. La variación de 20.872 miles de euros se produce fundamentalmente, por el reparto de 21.270 miles de euros a los accionistas en concepto de prima de emisión, por las variaciones de valor de la cartera de inversión inmobiliaria por las tasaciones realizadas, por las aportaciones de los accionistas y por el resultado del periodo. Durante el primer semestre de 2024 el valor liquidativo ha variado en 0,005 euros/acción sin considerar el efecto de las aportaciones y retribuciones a accionistas. Ha variado la rentabilidad en 0,04%. En relación con la comisión de gestión: - La comisión gestión se mantiene en línea con respecto a periodos anteriores. - El ratio total de gastos se mantiene en línea con respecto a periodos anteriores. - En cuanto a la distribución del patrimonio al cierre del periodo, continúa materializado principalmente en Inversiones en Inmuebles. - En lo que se refiere al estado de variación patrimonial, la variación que ha tenido lugar en el periodo actual se origina principalmente por los epígrafes: “Rendimientos de gestión - Alquileres” y “Rendimientos de gestión – Otros rendimientos” que han supuesto fluctuaciones de 3,32% y -2,03% sobre el patrimonio medio, respectivamente. Este último incluye el reparto de prima mencionado anteriormente. La distribución de las inversiones no ha presentado variaciones significativas en el periodo. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. N/A 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. N/A b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. La Sociedad utiliza instrumentos financieros derivados para cubrir el riesgo de tipo de interés derivado del endeudamiento que mantiene con determinadas entidades financieras. La variación de valor de los derivados de cobertura durante el primer semestre del ejercicio 2024 ha disminuido por valor de 323 miles de euros y en el mismo periodo se han devengado 361 miles de euros en concepto de intereses recibidos de los instrumentos financieros derivados. d) Otra información sobre inversiones. N/A 3. EVOLUCIÓN 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 están sometidas a las fluctuaciones del mercado y otros riesgos inherentes a la inversión en inmuebles, lo que puede provocar que el valor liquidativo de la participación fluctúe 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 Tasación 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 información 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 próximos ejercicios, lo que se realizaría, en su caso, de forma prospectiva, reconociendo los efectos del cambio de estimación de acuerdo con la normativa contable en vigor. 5. EJERCICIO DERECHOS POLÍTICOS. No existen privilegios en relación con los derechos de voto establecidos sobre las acciones de la Sociedad, ni sobre títulos o valores de su cartera, de modo que no aplica descripción de la política relacionada ni información sobre el sentido del voto. 6. INFORMACIÓN 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 ANÁLISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. La actividad inversora inmobiliaria en España muestra signos de reactivación gracias a las operaciones registradas durante la primera mitad del año. El volumen de inversión inmobiliaria a cierre del primer trimestre se sitúa por encima de los 2.100 millones de euros. El sector retail lidero la inversión inmobiliaria en España con casi 760 millones de euros y el sector hotelero se clasifica en segundo lugar con casi 580 millones de euros. El sector living se sitúa con una inversión de 400 millones de euros y lo sigue el sector logístico con 160M€ y oficinas con 140M€. Enfocándonos en el sector living, el desajuste actual entre la demanda de vivienda y la oferta disponible ha generado una presión en los precios que ni siquiera las tasas de interés han logrado detener. Por un lado, la escasez de suelo finalista limita el desarrollo de nuevas viviendas y por otro, el ritmo de crecimiento de nuevos hogares que aumenta la necesidad de proporcionar soluciones de viviendas y por tanto empuja a la inversión inmobiliaria a esta dirección. En este aspecto, se espera un aumento predominante en los volúmenes de inversión en la segunda mitad del año, con una mayor moderación de la inflación y descenso de los tipos de interés. En el futuro próximo, las líneas básicas de actuación de la Sociedad serán: Continuar desarrollando una efectiva política de gestión de explotación en los aspectos básicos de comercialización, fidelización de los inquilinos, control de costes, invertir en mejoras para incrementar la eficiencia energética, mantenimiento y mejora de activos tanto en zonas comunes como privativas, cobro de rentas y gestión financiera; excelencia operativa y reposicionamiento del porfolio para ofrecer un servicio más 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 compañía mediante la identificación de oportunidades de inversión óptimas y la continua generación de valor. N/A N/AN/A