CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-07-01 2022-09-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-04-01 2022-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-01-01 2022-09-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-01-01 2022-03-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-10-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2020-01-01 2020-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-01-01 2019-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2017-01-01 2017-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2017-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-09-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2020-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-12-31 iso4217:EUR xbrli:pure CREAND GESTION FLEXIBLE SOSTEN 4880 01 03 2022 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2015-06-26 08 14 4 en una escala del 1 al 7 Además de criterios financieros, se aplican criterios de Inversión SocialmenteResponsable, excluyentes (no invierte en empresas+150pb. que atenten contra la vida/dignidad humana) y valorativos (lucha contra pobreza/desigualdad, fomento salud, bienestar, consumoatenten contra la vida/dresponsable, protección medioambiente, derechos humanos/laborales). Existe un comité ético (funciones/composición en folleto). Lambiente, derechos humanos/lmayoría de la cartera cumple el ideario sostenible.io ético. Invierte un 60-100% de la exposición total en renta variable de cualquier capitalización/sector, lo que puede influir negativamente engrupo o no de la gla liquidez, y el resto en renta fija pública/privada (incluidos depósitos e instrumentos del mercado monetario cotizados o no, líquidos),con al menos media calidad (mínimo BBB-), con duración media de cartera hasta 18 meses. Los emisores/mercados serán OCDE o emergentes (sin límite). Se podrá invertir hasta el 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, pertenecientes o no al grupo de la gestora. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.40 0.17 0.49 0.22 -0.93 -1.02 -0.77 0.00 1 CREAND GESTION FLEXIBLE SOST-I EUR 3036292.32 3021337.45 187 190 0.00 0.00 false 10,00 Euros 30516829 33546617 31746284 26190548 10.0507 11.1551 10.4446 10.4341 0.10 0.30 0.10 0.30 01 0.01 0.03 01 -9.90 -2.81 -5.31 -2.10 -0.87 -0.39 -0.31 -0.18 0.09 0.12 0.14 -0.01 -1.29 -1.57 2022-09-13 2022-06-10 0.98 2.15 2022-07-28 2022-03-09 01 8.17 7.26 8.95 8.35 20.46 16.45 19.48 24.95 0.32 0.35 0.39 0.18 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 0.32 0.35 0.39 0.18 3.71 3.71 3.22 2.89 0.40 0.13 0.14 0.13 -0.29 0.06 0.58 0.55 0.55 false GraficaVL.png png 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 GraficaRT.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 10 de Diciembre de 2021 2 CREAND GESTION FLEXIBLE SOST-R EUR 386237.61 353091.03 77 75 0.00 0.00 false 10,00 Euros 3862416 2750203 0 0 10.0001 11.1423 0.0000 0.0000 0.23 0.67 0.23 0.67 01 0.02 0.04 -10.25 -2.94 -5.43 -2.22 -0.87 -0.39 -0.31 -0.18 0.09 0.12 0.14 -0.01 -1.29 -1.58 2022-09-13 2022-06-10 0.98 2.15 2022-07-28 2022-03-09 01 8.17 7.26 8.96 8.34 20.46 16.45 19.48 24.95 0.32 0.35 0.39 0.18 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 0.32 0.35 0.39 0.18 5.88 5.88 0.79 0.26 0.27 0.26 0.03 0.06 false GraficaVL.png png 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 GraficaRT.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 10 de Diciembre de 2021 32052408 28392580 1919536 2056244 30074423 26320396 58449 15940 0 0 1355428 5573216 971140 920175 34378976 34885971 34883478.27 36884361.41 36296820.22 1.41 -0.04 5.08 -3618.97 0 0 0 0 -2.83 -5.46 -10.41 -49.34 -2.66 -5.21 -9.81 -50.16 0.10 0.03 0.13 212.50 0.22 0.88 1.38 -75.92 0.74 0.25 0.98 193.99 -1.27 -7.50 -14.55 -83.45 0 0 0 0 -2.45 1.34 2.57 -278.26 -0.09 -0.42 -0.80 -79.70 0.09 0.21 0.48 -56.80 0 0 0 0 -0.17 -0.25 -0.60 -32.70 -0.11 -0.13 -0.34 -14.86 -0.01 -0.01 -0.03 -11.18 -0.02 -0.03 -0.07 -48.56 0 0 0 3.40 -0.03 -0.08 -0.16 -60.32 0 0 0 -82.98 0 0 0 0 0 0 0 -4.64 0 0 0 -94.38 34379245.20 34883478.27 34379245.20 ES0113211835 Acciones|BBVA EUR 246176.00 0.72 262060.00 0.75 ES0144580Y14 Acciones|IBERDROLA EUR 256884.00 0.75 350655.00 1.01 ES0148396007 Acciones|INDITEX EUR 263468.00 0.77 267306.00 0.77 766528.00 2.23 880021.00 2.52 766528.00 2.23 880021.00 2.52 ES0174013005 Participaciones|ALCALA INSTITUCIONAL FI EUR 1153009.00 3.35 1176224.00 3.37 1153009.00 3.35 1176224.00 3.37 1919537.00 5.58 2056245.00 5.89 US91282CDY49 Obligaciones|US TREASURY|1,875|2032-02-15 USD 0.00 0.00 1415439.00 4.06 0.00 0.00 1415439.00 4.06 IT0005440679 Cupón Cero|TESORO ITALIANO|100,000|2022-11-29 EUR 1597301.00 4.65 0.00 0.00 US912796N968 Cupón Cero|US TREASURY|2,340|2022-11-03 USD 3442053.00 10.01 0.00 0.00 US912796S595 Cupón Cero|US TREASURY|0,795|2022-07-28 USD 0.00 0.00 1904501.00 5.46 US912796X793 Cupón Cero|US TREASURY|3,065|2022-12-15 USD 1661374.00 4.83 0.00 0.00 6700728.00 19.49 1904501.00 5.46 XS0849517650 Bonos|UNICREDIT GROUP|6,950|2022-10-31 EUR 812411.00 2.36 0.00 0.00 812411.00 2.36 0.00 0.00 7513139.00 21.85 3319940.00 9.52 7513139.00 21.85 3319940.00 9.52 FR0000120271 Acciones|TOTAL FINA ELF S.A. EUR 209031.00 0.61 218102.00 0.63 FR0000120628 Acciones|AXA GROUP EUR 202095.00 0.59 269147.00 0.77 FR0000120644 Acciones|DANONE EUR 201711.00 0.59 157969.00 0.45 NL0011821202 Acciones|ING GROEP NV CVA EUR 107492.00 0.31 114445.00 0.33 FI0009000681 Acciones|NOKIA OYJ EUR 69269.00 0.20 0.00 0.00 US4781601046 Acciones|JOHNSON & JOHNSON USD 108518.00 0.32 110293.00 0.32 IE00BZ12WP82 Acciones|LINDE GROUP EUR 641881.00 1.87 629811.00 1.81 IE00B1RR8406 Acciones|SMURFIT KAPPA GROUP PLC EUR 162283.00 0.47 250160.00 0.72 IE00B4BNMY34 Acciones|ACCENTURE PLC USD 162519.00 0.47 105204.00 0.30 DE000A1EWWW0 Acciones|ADIDAS-SALOMON AG EUR 175110.00 0.51 156103.00 0.45 DE000A1ML7J1 Acciones|VONOVIA SE (EX DEUTSCHE ANNING EUR 67751.00 0.20 91096.00 0.26 FR0000052292 Acciones|HERMES INTERNACIONAL SA EUR 171597.00 0.50 150447.00 0.43 IT0000072618 Acciones|INTESA SANPAOLO SPA EUR 258201.00 0.75 304442.00 0.87 FR0000073272 Acciones|SAFRAN SA EUR 233897.00 0.68 234394.00 0.67 FR0000120073 Acciones|AIR LIQUIDE SA EUR 241233.00 0.70 317994.00 0.91 FR0000120321 Acciones|LOREAL EUR 443196.00 1.29 370463.00 1.06 FR0000120578 Acciones|SANOFI EUR 353584.00 1.03 434493.00 1.25 FR0000120693 Acciones|PERNOD RICARD SA EUR 324067.00 0.94 168639.00 0.48 FR0000121014 Acciones|LOUIS VUITTON MOET EUR 647024.00 1.88 667792.00 1.91 FR0000121485 Acciones|KERING EUR 226524.00 0.66 171045.00 0.49 FR0000121667 Acciones|ESSILOR INTERNATIONAL EUR 189753.00 0.55 193201.00 0.55 FR0000121972 Acciones|SCHNEIDER ELECTRIC EUR 349884.00 1.02 304604.00 0.87 FR0000125486 Acciones|VINCI, S.A. EUR 142553.00 0.41 145621.00 0.42 FR0000131104 Acciones|BNP PARIBAS EUR 180045.00 0.52 187312.00 0.54 IE0001827041 Acciones|CHR PUBLIC LIMITED COMPANY (IE EUR 294951.00 0.86 229482.00 0.66 IT0003128367 Acciones|ENEL SPA EUR 118200.00 0.34 146071.00 0.42 IT0003132476 Acciones|ENI SPA EUR 115941.00 0.34 120383.00 0.35 DE0005190003 Acciones|BAYERISCHE MOTOREN WERKE EUR 108624.00 0.32 114010.00 0.33 DE0005552004 Acciones|DEUSTCHE POST EUR 92412.00 0.27 162867.00 0.47 DE0005557508 Acciones|DEUTSCHE TELEKOM EUR 162098.00 0.47 175573.00 0.50 DE0005810055 Acciones|DEUTSCHE BOERSE AG EUR 151425.00 0.44 143640.00 0.41 DE0006231004 Acciones|INFINEON TECHNOLOGIES AG EUR 130741.00 0.38 132929.00 0.38 DE0007100000 Acciones|MERCEDES BENZ (ANTES DAIMLER) EUR 303211.00 0.88 319834.00 0.92 DE0007164600 Acciones|SAP AG-VORZUG EUR 492943.00 1.43 458903.00 1.32 DE0007236101 Acciones|SIEMENS AG EUR 349444.00 1.02 312241.00 0.90 DE0008404005 Acciones|ALLIANZ EUR 304993.00 0.89 343296.00 0.98 DE0008430026 Acciones|MUENCHEN RUECKVERCICHERUG EUR 177953.00 0.52 85420.00 0.24 FI0009013296 Acciones|NESTE OYJ EUR 260243.00 0.76 245372.00 0.70 FI0009013403 Acciones|KONE OYJ-B EUR 0.00 0.00 82283.00 0.24 NL0010273215 Acciones|ASML HOLDING NV EUR 835114.00 2.43 837396.00 2.40 FR0010908533 Acciones|ENDERED EUR 64931.00 0.19 127670.00 0.37 NL0011794037 Acciones|KONINKLIJKE EUR 69101.00 0.20 113909.00 0.33 CH0012005267 Acciones|NOVARTIS CHF 102411.00 0.30 105537.00 0.30 CH0012549785 Acciones|SONOVA HOLDING AG CHF 148692.00 0.43 197804.00 0.57 NL0012969182 Acciones|ADYEN NV EUR 62486.00 0.18 148516.00 0.43 NL0013654783 Acciones|PROSUS NV EUR 129042.00 0.38 149390.00 0.43 FR0014008VX5 Acciones|EUROAPI SASU EUR 3340.00 0.01 2951.00 0.01 DK0060094928 Acciones|ORSTED A/S DKK 88890.00 0.26 0.00 0.00 DK0060336014 Acciones|NOVOZYMES A/S DKK 66017.00 0.19 0.00 0.00 US00724F1012 Acciones|ADOBE INC USD 153607.00 0.45 191109.00 0.55 US0091581068 Acciones|AIR PRODUCTS USD 355032.00 1.03 343133.00 0.98 US0258161092 Acciones|AMERICAN EXPRESS CO USD 257293.00 0.75 179535.00 0.51 US03027X1000 Acciones|AMERICAN TOWER CORP USD 267280.00 0.78 297609.00 0.85 US0311621009 Acciones|AMGEN INC USD 328210.00 0.95 331366.00 0.95 US0367521038 Acciones|ELEVANCE HEALTH INC USD 135345.00 0.39 0.00 0.00 US0378331005 Acciones|APPLE INC USD 731755.00 2.13 715602.00 2.05 US0382221051 Acciones|APPLIED MATERIALS INC USD 86110.00 0.25 89439.00 0.26 US0530151036 Acciones|AUTOMATIC DATA PROCESSING USD 204033.00 0.59 177213.00 0.51 US09247X1019 Acciones|BLACKROCK INTERNATIONAL USD 248188.00 0.72 256927.00 0.74 BE0974293251 Acciones|ANHEUSER-BUSCH INBEV NV EUR 0.00 0.00 201948.00 0.58 US1101221083 Acciones|BRISTOL MYERS SQUIBB USD 147258.00 0.43 232525.00 0.67 US1266501006 Acciones|CVS HEALTH CORP USD 68803.00 0.20 124785.00 0.36 US17275R1023 Acciones|CISCO SYSTEMS INC USD 55224.00 0.16 55063.00 0.16 US1912161007 Acciones|COCA COLA CO USD 160457.00 0.47 168541.00 0.48 US22822V1017 Acciones|CROWN CASTLE INTL CORP USD 150450.00 0.44 0.00 0.00 US2358511028 Acciones|DANAHER CORP USD 169206.00 0.49 47183.00 0.14 US2441991054 Acciones|DEERE & CO USD 138667.00 0.40 116330.00 0.33 US2546871060 Acciones|WALT DISNEY COMPANY/THE USD 88362.00 0.26 82710.00 0.24 US38141G1040 Acciones|GOLDMAN SACHS USD 191081.00 0.56 247765.00 0.71 US02079K3059 Acciones|GOOGLE INC USD 413149.00 1.20 507506.00 1.45 FI4000297767 Acciones|NORDEA BANK EUR 66106.00 0.19 0.00 0.00 US4370761029 Acciones|HOME DEPOT USD 321273.00 0.93 298680.00 0.86 US4385161066 Acciones|HONEYWELL INTERNATIONAL INC USD 540949.00 1.57 526697.00 1.51 US4581401001 Acciones|INTEL CORP USD 38576.00 0.11 52379.00 0.15 US4592001014 Acciones|INTERN BUSINESS MACHINES USD 68134.00 0.20 75733.00 0.22 US4612021034 Acciones|INTUIT INC USD 78650.00 0.23 73207.00 0.21 US5324571083 Acciones|ELI LILLY & CO USD 78858.00 0.23 175770.00 0.50 US5486611073 Acciones|LOWES USD 201800.00 0.59 175545.00 0.50 US5717481023 Acciones|MARSH & MCLENNAN COMPANIES USD 224544.00 0.65 218409.00 0.63 US57636Q1040 Acciones|MASTERCARD INC USD 300008.00 0.87 311340.00 0.89 US58933Y1055 Acciones|MERCK & CO. INC. USD 178919.00 0.52 329787.00 0.95 US5949181045 Acciones|MICROSOFT CP WASH USD 968436.00 2.82 998885.00 2.86 US6174464486 Acciones|MORGAN STANLEY USD 460032.00 1.34 414219.00 1.19 US6541061031 Acciones|NIKE INC USD 123323.00 0.36 141827.00 0.41 US67066G1040 Acciones|NVIDIA CORP USD 256777.00 0.75 299925.00 0.86 US7134481081 Acciones|PEPSICO INC USD 353341.00 1.03 337376.00 0.97 US74340W1036 Acciones|PROLOGIS INC USD 122542.00 0.36 286672.00 0.82 US78409V1044 Acciones|S&P GLOBAL USD 164515.00 0.48 169857.00 0.49 US79466L3024 Acciones|SALESFORCE.COM USD 205045.00 0.60 220053.00 0.63 US81762P1021 Acciones|SERVICENOW INC USD 72825.00 0.21 85777.00 0.25 US87612E1064 Acciones|TARGET CORP USD 247115.00 0.72 219983.00 0.63 US8825081040 Acciones|TEXAS INSTUMENTS USD 171364.00 0.50 127877.00 0.37 US8835561023 Acciones|THERMO FISCHER SCIENTIFIC INC USD 135596.00 0.39 228668.00 0.66 US9113121068 Acciones|UNITED PARCEL SIRVICES USD 250717.00 0.73 264990.00 0.76 US91324P1021 Acciones|UNITEDHEALTH GROUP INC USD 244790.00 0.71 0.00 0.00 US92343V1044 Acciones|VERIZON COMMUNICATIONS INC USD 278925.00 0.81 348699.00 1.00 US92826C8394 Acciones|VISA INC USD 284240.00 0.83 294654.00 0.84 US98978V1035 Acciones|ZOETIS INC USD 168112.00 0.49 182267.00 0.52 21457443.00 62.41 21733819.00 62.30 21457443.00 62.41 21733819.00 62.30 LU0348927095 Participaciones|NORDEA GROUP EUR 539768.00 1.57 526449.00 1.51 LU0914729453 Participaciones|MIROVA FUNDS EUR 538440.00 1.57 559706.00 1.60 1078208.00 3.14 1086155.00 3.11 30048790.00 87.40 26139914.00 74.93 31968327.00 92.99 28196159.00 80.83 0.00 Distribucion1.png png 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 Distribucion2.png png 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 Distribucion3.png png 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 Distribucion4.png png 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 EURO STOXX 50 INDEX Venta Futuro|EURO STOXX 50 INDEX|10| 3575880 01 S&P 500 Venta Futuro|S&P 500|50| 3658989 01 7234869 EURUSD Venta Futuro|EURUSD|125000| 15819831 01 15819831 23054700 false false false false false false false false false false No aplicable. true false false false false true false false a.) Existe un Partícipe significativo con un volumen de inversión de 10.034.447,37 euros que supone el 29,19% sobre el patrimonio de la IIC. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 2.000.303,20 euros, suponiendo un 5,63% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 3.206,42 euros. f.) El importe de las enajenaciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 1.941.056,89 euros, suponiendo un 5,46% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 1150,99 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El tercer trimestre del año ha terminado cargado de volatilidad. Tanto los mercados de Renta Variable como el de Renta Fija presentan rendimientos negativos que nos trasladan al año de la gran crisis financiera de 2008. El trimestre empezó relativamente tranquilo con un importante rebote en las bolsas, a pesar de que en julio se publicó el peor dato de inflación en Estados Unidos en 40 años. Agosto iba camino de ser un mes tranquilo?hasta que llegó Jackson Hole. Tuvimos dos quincenas bastantes diferenciadas, disfrutando de subidas generalizadas de los índices durante los primeros 15 días de agosto, al conocer un informe de empleo en EE. UU. mucho más fuerte de lo esperado. Además, tuvimos una lectura del IPC mucho más baja de lo esperado, lo que llevó a esperanzas de que hubiésemos visto una "inflación máxima" y que la Reserva Federal no necesite ser tan agresiva al aumentar los tipos. Este tono positivo visto durante la primera quincena de agosto, cambio durante la segunda mitad del mes después de que Powell diera un mensaje agresivo en su discurso en Jackson Hole. El presidente de la FED pintó un escenario duro con augurios de bajo crecimiento económico para los próximos trimestres. De hecho, en septiembre el mercado hizo frente a nueva subida histórica de tipos por parte de la FED, que volvió a subir los tipos 75 pb por tercera vez consecutiva. Esta subida cogió totalmente por sorpresa, lo que supuso un nuevo varapalo para los mercados. Por otro lado, la inflación sigue tensa, aunque ya se admite que las ?fuerzas cíclicas? del propio deterioro económico están ayudando a que la inflación esté en perspectiva de debilitarse. Por ejemplo, el precio del cobre esta ahora un 20% por debajo de los niveles de principios de año y el precio del petróleo en Europa ha llegado a caer por debajo de los 80 USD por barril en ciertos momentos, lo que ha activado los mecanismos de intervención de la OPEP. Las tensiones geopolíticas no se han relajado y, de hecho, la guerra en Ucrania y la fuerte dependencia de Europa del petróleo y gas ruso siguen condicionando el entorno potenciando la probable entrada en recesión económica de la zona euro en los próximos trimestres. Para la Renta Variable el tercer trimestre ha sido particularmente negativo. El S&P 500 termina el trimestre con una caída del -5,28%, lo que lleva al índice americano a una rentabilidad cercana al -25% en el YTD. En Europa hemos asistido a la tercera caída trimestral consecutiva, y en España el Ibex ha sufrido su peor trimestre desde el Covid. A mediados de agosto el Eurostoxx marcó un nuevo máximo y desde ahí, tras un breve rebote, el índice ha caído hasta cerrar el tercer trimestre del año con una caída del -3,96%. Muy lejos queda ya el máximo anual que vimos a principios de enero. En Renta Fija hemos visto como el mensaje de la Reserva Federal de seguir subiendo los tipos de manera agresiva ha incentivado las ventas masivas de bonos durante el trimestre, lo que nos ha hecho ver rendimientos negativos de 2 dígitos en Renta Fija, algo no visto en 70 años. La mayor volatilidad en la renta fija corporativa ha quedado reflejada en una menor liquidez y poca profundidad de mercado. Los tipos de interés han aumentado significativamente en un entorno de extrema volatilidad en particular en la parte corta de la curva. El dos años americano alcanzaba niveles del 4%, mientras que el Bund alemán del mismo vencimiento ha sobrepasado el 2% alcanzando los niveles de tipos de interés más altos desde el 2008. En la parte larga de la curva los repuntes de tipos también han sido importantes. En Estados Unidos el Treasury a 10 años continuó su fortaleza marcando niveles máximos de 20 años cerca del 4%. Los tipos reales han aumentado agresivamente en este entorno, mientras que las expectativas de inflación han caído significativamente. Hacer mención especial al dólar que ha continuado apreciándose, ayudándose de la incertidumbre del mercado. b) Decisiones generales de inversión adoptadas. A lo largo del tercer trimestre el fondo ha seguido con la estrategia de modulación del riesgo a través de nuestro indicador interno de sentimiento de mercado. Durante el tercer trimestre del año la cartera ha estado con un riesgo mayor, ya que hemos incrementado de manera considerable nuestra exposición a renta variable neta respecto al primer semestre del año porque durante este tercer trimestre el indicador se ha mantenido la mayor parte del tiempo en zona de compra. En el mes de septiembre el indicador ha marcado el nivel de compra más alto de todo este año, por lo que la exposición neta a renta variable del fondo se ha ido incrementando según lo iba marcando el indicador. Con tal de cumplir con los objetivos de volatilidad del fondo y de gestión del riesgo para inversores con vocación conservadora, nos hemos mantenido en niveles medios de exposición neta a renta variable, siendo la exposición media a renta variable del tercer trimestre del 43%, considerablemente superior a la exposición media a renta variable del 32% que tuvimos durante el primer semestre de 2022. La filosofía de inversión del fondo se basa en la inversión en compañías socialmente responsables, al mismo tiempo que trata de encontrar compañías de calidad a precios atractivos pertenecientes a cualquier sector ya que nuestro estilo de inversión se basa en buscar y seleccionar compañías mediante un enfoque bottom-up, para luego ajustar el riesgo en función de nuestro indicador interno de sentimiento. 0 c) Índice de referencia. La rentabilidad del fondo es de -9,6%, por debajo de la rentabilidad de su índice de referencia, que es de -0,39%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo uniendo ambas clases creció en un 2,59% hasta 34.379.245,20 euros frente a 33.512.789,57 euros del periodo anterior. El número de partícipes aumentó en el periodo en 43 pasando de 222 a 265 partícipes. la rentabilidad para la Clase I ha pasado a -9,90% desde el 3,39%, para la clase R la rentabilidad del periodo ha sido de -10,25%, no siendo posible la comparación con el periodo anterior pues no existía la clase. Respecto a los gastos para la Clase I ha sido de 0,12% manteniéndose similar al año anterior, para la Clase R ha sido de 0,25%, igualmente no es posible la comparación con el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de -9,6% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de -10,71%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La cartera estuvo con un nivel de riesgo más elevado durante el tercer trimestre del año. Aun así, seguimos evitando sobre todo aquellas compañías con deuda, por si el nuevo entorno en el que nos adentramos dónde habrá más mora y una menor solvencia a nivel general pudiese perjudicar a nuestras compañías, y sustituyéndolas por compañías de gran calidad en sus retornos que permiten afrontar de manera muy sólida entornos económicos difíciles. En este sentido, durante el tercer trimestre del año se han realizado diversos cambios en la cartera con el fin de ajustar y mejorar la inversión en compañías socialmente responsables. Se ha procedido a la venta total de Kone y a reducir el peso en ciertas acciones como Iberdrola, Axa, Prologis o Merck & Co. En su lugar se han incorporado al fondo acciones nuevas como Orsted, Novozymes, Nokia y Nordea, o ciertas compañías americanas como Crown Castle, Unitedhealth y Elevance Health. El sector que más ha contribuido durante este tercer trimestre del año ha sido el sector de consumo básico, que junto con el sector financiero, industriales y energía han sido los únicos sectores en positivo en el tercer trimestre. Por el lado negativo, este trimestre hay que mencionar el mal comportamiento del sector salud y tecnología, que representa cerca del 8% y 18% respectivamente. La compañía que más ha contribuido al fondo durante el tercer trimestre del año ha sido Apple aportando un +0,17%, mientras que la compañía que más ha lastrado la rentabilidad del fondo ha sido Sanofi. El índice de referencia que se aplica sobre el fondo es el Euribor 12 meses más un diferencial de 1,50%. Sin embargo, dicho ?benchmark? es tan sólo considerado a nivel ilustrativo, puesto que el fondo pretende obtener retornos positivos en cualquier entorno de mercado y con independencia de cómo se comporte el índice de referencia. Aunque la discrecionalidad de la gestión es total sobre el benchmark y por tanto la gestión no está vinculada a dicho índice, a modo descriptivo señalar que el fondo ha obtenido una rentabilidad del -2,81% en el tercer trimestre del año 2022, mientras que el índice de referencia obtenía un +0,75%. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En cuanto a la cobertura de renta variable, se utilizan diversos instrumentos, principalmente futuros y opciones para cubrir el riesgo de renta variable de los activos en cartera. A fin del periodo, el grado de cobertura de renta variable alcanza el 19,13%. N/A d) Otra información sobre inversiones. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. En relación a las inversiones alineadas con la Taxonomía de la UE, el fondo tiene un 20% de sus ingresos que se corresponden con actividades económicas definidas en la Taxonomía de la UE. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. #N/D 5. EJERCICIO DERECHOS POLÍTICOS. En cuanto a la política establecida en el ejercicio de los derechos políticos de nuestros fondos en acciones participadas es la de delegar el voto en el Consejo de Administración correspondiente. 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2021 ha sido aprobado sin salvedades. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. Esta IIC soporta los gastos correspondientes al servicio de análisis financiero sobre inversiones, tal y como se recoge en el artículo 141. e) del texto refundido de la Ley del Mercado de Valores, en tanto en cuanto, i) así se recoge en el folleto informativo dela IIC, constituye pensamiento original y propone conclusiones significativas no evidentes ni de dominio público, ii) estos informe han estado relacionados con la vocación inversora de las respectivas IIC y iii) no se ha visto ni influido ni condicionado por el volumen de las operaciones intermediadas. Los proveedores del servicio de análisis más representativos son BBVA-Bernstein, Banco Santander, JBCM y Exane. Los servicios de análisis financiero contratados a terceros son nuestro principal soporte a la hora de realizar nuestras estimaciones y valoraciones de nuestras inversiones. Son un medio que nos permite seleccionar y encontrar valores que estimamos están infravalorados por las circunstancias del mercado y creemos van a aportar futura rentabilidad a las IIC. Además, los servicios prestados por estas compañías nos permiten mantenernos informados de la actualidad de las compañías y de los mercados. La información suministrada diariamente nos ayuda a la hora de profundizar en aquellos sectores y compañías especificas en las cuales estamos invertidos o tenemos interés en invertir. Asimismo, nos dan acceso a múltiples analistas, macroeconomistas e incluso a los equipos directivos de las propias compañías, lo cual nos aporta un gran valor añadido a la hora de realizar el análisis y seguimiento de nuestras inversiones. Los costes del servicio de análisis devengados en el periodo han sido de 6.726,54 euros mientras que el coste presupuestado para el siguiente ejercicio es de 9.632,21 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Aunque el ?Outlook? económico sigue sombrío los Bancos Centrales van a tener que continuar aumentando los tipos de interés para contener la inflación. Aun así, es probable que los Bancos Centrales no sean tan agresivos en el cuarto trimestre y se muestren más pragmáticos. Algunas voces de referencia comienzan a decir que se está acercando el momento de que la Fed comience a poner más atención al impacto económico de sus decisiones y por ello realice una última subida de tipos y se ponga en ?wait&see? durante un tiempo. Los próximos datos de inflación y empleo en Estados Unidos serán seguidos con atención para tratar de averiguar si la FED puede levantar el pie del acelerador. La inestabilidad será la tónica en el próximo trimestre, con una tensión geopolítica que ha ido en aumento en las últimas semanas y que seguirá prevaleciendo a corto y a medio plazo. La evolución del coste del gas y su potencial repercusión en la Industria alemana y europea podría condicionar los planes actuales del BCE. Por otro lado, los resultados corporativos marcaran en parte la evolución del mercado ya que se espera que sean sometidos a una revisión a la baja, lo que supondría un cambio de tendencia porque durante los últimos 8 trimestres hemos visto subidas de estimaciones en 6 de ellos. En conclusión, dado el alto grado de incertidumbre, la volatilidad permanecerá alta tanto en Renta Variable como en Renta Fija y divisas. El escenario que tenemos por delante sigue invitando a la prudencia de cara al último trimestre del año. Por ello esperamos mantener una cierta liquidez con el fin de poder aprovechar los posibles momentos de volatilidad para tomar posiciones en activos sólidos que tengan valoraciones atractivas. Dicha liquidez, que es cercana al 4% del fondo, no genera rendimientos negativos ni positivos, siendo su remuneración al 0% La cuenta corriente del fondo en la entidad depositaria es ES4202320105000017654389. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. 0 0 0.00 3239946 105 3.91 28107685 118 -1.97 0 0 0.00 4230260 102 -6.88 26214544 134 0.18 0 0 0.00 29895707 431 -3.38 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 37619938 325 -3.19 87183696 3384 1.59 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 216491776 4599 -0.69