SWM GLOBAL FLEXIBLE FI 1.0.0 2026-01-01 2026-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-07-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2026-01-01 2026-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-01-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2026-04-01 2026-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2026-01-01 2026-03-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-10-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-07-01 2025-09-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2024-01-01 2024-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2023-01-01 2023-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2021-01-01 2021-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2023-01-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2021-01-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2026-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2024-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure SWM GLOBAL FLEXIBLE FI 61 02 02 2026 EUR n.d. false c/ Goya, 11. Madrid 28001 EM info@singularam.es https://www.singularam.es 05 c/ Goya, 11. Madrid 28001 EM info@singularam.es 1987-06-11 06 15 Medio El fondo invertirá entre 0%-100% de su patrimonio a través de IIC (máximo 30% en IIC no armonizadas). El fondo invertirá, de forma directa o indirecta, entre un 0% y un 50% de la exposición total en Renta Variable y el resto en Renta Fija. Sin predeterminación en cuanto a la distribución por tipo de emisor,público o privado, divisa o sector económico.Los emisores y mercados serán principalmente europeos (incluyendo zona no euro) sin descartar países OCDE, y hasta un máximo del 20% de la exposición total en países emergentes. Renta Variable:preferentemente valores de elevada capitalizción sin descartar la inversión en valores de mediana o pequeña capitalización y de cualquier sector. Renta Fija:La calidad crediticia de las emisiones de renta fija en el momento de la compra será al menos media (min BBB-/Baa3) otrogada por alguna de las principales agencias de calificación crediticia del mercado o la calidad de España en cada momento si fuera inferior y un máximo del 40% de las emisiones de baja calificación (inferior BBB-/Baa3). De haber bajadas sobrevenidas, las posiciones afectadas podrán mantenerse puntualmente en cartera, siendo el objetivo del fondo mantener la calidad crediticia descrita. La duración media de la cartera de renta fija oscilará entre 2 y 5 años. Inversión y cobertura. 01 0.30 0.24 0.30 0.60 0.62 1.09 0.62 1.18 2 SWM GLOBAL FLEXIBLE CLASE I FI EUR 10132.82 10132.83 66 67 0.00 0.00 false 25.000.000,00 Euros 406606 394569 365857 354264 40.1277 38.9397 36.1060 34.1145 0.27 0.27 0.27 0.27 0.54 0.54 03 0.04 0.04 01 3.05 3.18 -0.12 1.47 3.18 7.85 5.84 -0.35 -0.70 2026-05-15 2026-03-19 0.97 0.97 2026-04-08 2026-04-08 01 3.74 3.67 3.83 2.50 2.39 3.43 2.74 9.96 14.09 13.38 0.48 0.45 0.50 0.07 0.07 0.08 0.63 3.43 3.43 3.40 3.36 3.48 3.36 4.46 0.38 0.19 0.19 0.20 0.20 0.80 0.82 0.85 0.98 true 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 Noviembre de 2023 1 SWM GLOBAL FLEXIBLE CLASE A FI EUR 1276616.95 1216927.57 438 410 0.00 0.00 false 47856096 44379004 44886912 48186002 37.4867 36.4681 33.9836 32.2314 0.55 0.55 0.25 0.25 0.80 0.80 03 0.04 0.04 01 2.79 3.06 -0.26 1.34 3.04 7.31 5.44 -0.35 -0.71 2026-05-15 2026-03-19 0.97 0.97 2026-04-08 2026-04-08 01 3.75 3.67 3.85 2.49 2.40 3.43 2.76 9.96 14.09 13.38 0.48 0.45 0.50 0.07 0.07 0.08 0.63 3.45 3.45 3.42 3.38 3.50 3.38 4.48 0.65 0.33 0.32 0.33 0.34 1.35 1.27 1.10 1.23 true 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 Noviembre de 2023 3 SWM GLOBAL FLEXIBLE CLASE Z EUR 244755.35 229848.92 53 50 0.00 0.00 false 10410506 9487043 2516197 3543987 42.5343 41.2751 38.2724 36.1760 0.27 0.27 0.27 0.27 0.54 0.54 03 0.04 0.04 01 3.05 3.18 -0.13 1.47 3.18 7.85 5.79 -0.35 -0.71 2026-05-15 2026-03-19 0.97 0.97 2026-04-08 2026-04-08 01 3.75 3.67 3.85 2.50 2.39 3.45 2.73 9.96 14.09 13.38 0.48 0.45 0.50 0.07 0.07 0.08 0.63 3.42 3.42 3.39 3.35 3.47 3.35 4.45 0.38 0.19 0.19 0.20 0.20 0.80 0.82 0.72 0.81 true 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 Noviembre de 2023 57126010 52822395 7462817 6737494 49200701 45712776 462492 372125 0 0 1639545 1653500 -92348 -215279 58673207 54260616 54260616.48 48507852.61 54260616.48 5.03 6.70 5.03 -18.92 0 0 0 0 2.80 4.32 2.80 1218.28 3.65 5.31 3.65 1046.30 0.85 0.79 0.85 15.58 0.29 0.22 0.29 39.30 0.14 0.02 0.14 812.98 0.78 2.64 0.78 -68.21 0 0 0 0 -0.55 -0.38 -0.55 57.84 2.09 2 2.09 13.30 0.05 0.02 0.05 175.51 0 0 0 0 -0.85 -0.99 -0.85 171.98 -0.75 -0.90 -0.75 -10.71 -0.04 -0.04 -0.04 6.31 -0.02 -0.02 -0.02 4.02 0 0 0 92.69 -0.04 -0.03 -0.04 79.67 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 58673207.45 54260616.48 58673207.45 ES0L02603063 Letras|REINO DE ESPA#A|1,976|2026-03-06 EUR 0.00 0.00 398465.00 0.73 0.00 0.00 398465.00 0.73 ES0205046008 Bonos|AENA SA|4,250|2030-10-13 EUR 312737.00 0.53 0.00 0.00 ES0213679JR9 Bonos|BANKINTER SA|0,625|2027-10-06 EUR 485222.00 0.83 0.00 0.00 ES0305229009 Bonos|PROSEGUR CASH SA|3,380|2030-10-09 EUR 296720.00 0.51 296412.00 0.55 ES0200002139 Bonos|ADIF ALTA VELOCIDAD|3,125|2030-01-31 EUR 302043.00 0.51 0.00 0.00 1396722.00 2.38 296412.00 0.55 1396722.00 2.38 694877.00 1.28 1396722.00 2.38 694877.00 1.28 ES0105066007 Acciones|CELLNEX TELECOM SAU EUR 209200.00 0.36 219440.00 0.40 ES0130960018 Acciones|ENAGAS EUR 0.00 0.00 131500.00 0.24 ES0171996087 Acciones|GRIFOLS EUR 358400.00 0.61 0.00 0.00 ES0105777017 Acciones|PUIG BRANDS EUR 0.00 0.00 223050.00 0.41 ES0173093024 Acciones|RED ELECTRICA EUR 148900.00 0.25 0.00 0.00 ES0173516115 Acciones|REPSOL YPF SA EUR 220100.00 0.38 318500.00 0.59 936600.00 1.60 892490.00 1.64 936600.00 1.60 892490.00 1.64 ES0182838013 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 715193.00 1.22 705989.00 1.30 ES0180942007 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 2663346.00 4.54 2638472.00 4.86 ES0180943005 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 1163129.00 1.98 1242784.00 2.29 ES0176980011 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 587828.00 1.00 562883.00 1.04 5129496.00 8.74 5150128.00 9.49 7462818.00 12.72 6737495.00 12.42 US9128283W81 Bonos|US TREASURY|1,375|2028-02-15 USD 1285535.00 2.19 334755.00 0.62 US912810FB99 Bonos|US TREASURY|3,062|2027-11-15 USD 945740.00 1.61 848860.00 1.56 GB00B16NNR78 Bonos|REINO UNIDO|2,125|2027-07-12 GBP 351147.00 0.60 348080.00 0.64 2582422.00 4.40 1531695.00 2.82 FR0128983980 Letras|REPUBLICA DE FRANCIA|2,024|2026-01-14 EUR 0.00 0.00 997295.00 1.84 FR0128838515 Letras|REPUBLICA DE FRANCIA|2,070|2026-03-25 EUR 0.00 0.00 496916.00 0.92 0.00 0.00 1494211.00 2.75 XS2113911387 Bonos|ABERTIS|1,250|2028-02-07 EUR 1254749.00 2.14 1245558.00 2.30 FR001400F2R8 Bonos|AIR FRANCE|8,125|2028-05-31 EUR 450167.00 0.77 452705.00 0.83 XS2346207892 Bonos|AMERICAN TOWER CORP|0,875|2029-05-21 EUR 467996.00 0.80 460539.00 0.85 US037833CX61 Bonos|APPLE COMPUTER INC|1,500|2027-06-20 USD 0.00 0.00 506440.00 0.93 XS3374290412 Bonos|BAT INTL FINANCE PLC|3,375|2029-05-11 EUR 300749.00 0.51 0.00 0.00 XS2534785865 Bonos|BBVA INTERNACIONAL|3,375|2027-09-20 EUR 501716.00 0.86 506906.00 0.93 XS1562614831 Bonos|BBVA INTERNACIONAL|3,500|2027-02-10 EUR 0.00 0.00 505507.00 0.93 XS2117485677 Bonos|CEPSA|0,750|2028-02-12 EUR 479740.00 0.82 475867.00 0.88 XS2856773606 Bonos|CANADIAN IMPERIAL BA|3,807|2029-07-09 EUR 615979.00 1.05 618350.00 1.14 FR00140143T9 Bonos|CREDIT MUTUEL ARKEA|3,128|2030-12-05 EUR 496855.00 0.85 298488.00 0.55 DE000A383J95 Bonos|DEUTSCHE BANK AG|4,000|2028-07-12 EUR 407500.00 0.69 408959.00 0.75 XS2932831923 Bonos|DSV|3,125|2028-11-06 EUR 300564.00 0.51 0.00 0.00 XS2722717472 Bonos|ENBW INTERNATIONAL F|3,850|2030-05-23 EUR 308455.00 0.53 312492.00 0.58 FR0013344686 Bonos|GAZ DE FRANCE|1,375|2028-06-22 EUR 670212.00 1.14 384265.00 0.71 XS2062490649 Bonos|EP INFRASTRUCTURE AS|2,045|2028-10-09 EUR 481311.00 0.82 482263.00 0.89 AT0000A39UM6 Bonos|ERSTE&STEIERMAR BANK|4,875|2029-01-31 EUR 514197.00 0.88 520035.00 0.96 XS2530444624 Bonos|FRESENIUS|3,875|2027-09-20 EUR 302750.00 0.52 305916.00 0.56 XS2196334671 Bonos|GAZPROM|1,500|2027-06-29 USD 0.00 0.00 391163.00 0.72 XS2291819980 Bonos|GAZPROM|1,475|2029-01-27 USD 674844.00 1.15 635637.00 1.17 XS2811096267 Bonos|GLENCORE FINANCE EUR|4,154|2031-04-29 EUR 309135.00 0.53 0.00 0.00 DE000A383EL9 Bonos|HOCHTIEF AG|4,250|2030-05-31 EUR 830745.00 1.42 838555.00 1.55 DE000HCB0B44 Bonos|HAMBURG COMMERCIAL B|4,500|2028-07-24 EUR 412946.00 0.70 415648.00 0.77 XS2930118265 Bonos|IBERDROLA INTERNACIO|5,250|2036-10-31 GBP 452427.00 0.77 458038.00 0.84 XS1909186451 Bonos|ING BANK|2,500|2030-11-15 EUR 581968.00 0.99 0.00 0.00 BE0390268374 Bonos|KBC GROUP NV|3,375|2033-11-24 EUR 492776.00 0.84 493716.00 0.91 XS1843443190 Bonos|ALTRIA|2,200|2027-06-15 EUR 0.00 0.00 793560.00 1.46 XS2575973776 Bonos|NATIONAL GRID TRANSC|3,875|2029-01-16 EUR 610561.00 1.04 412232.00 0.76 XS1824424706 Bonos|PETROLEOS MEXICANOS|4,750|2029-02-26 EUR 407166.00 0.69 402920.00 0.74 XS2448335351 Bonos|PROSEGUR|2,500|2029-04-06 EUR 293039.00 0.50 293882.00 0.54 XS3107209259 Bonos|CARREFOUR SUPERMARCH|3,500|2028-09-29 EUR 601778.00 1.03 0.00 0.00 XS2874384279 Bonos|COMPAGNIE DE ST GOAB|3,250|2029-08-09 EUR 602049.00 1.03 0.00 0.00 XS1480699641 Bonos|STANDARD CHARTERED|2,150|2027-02-19 USD 0.00 0.00 594265.00 1.10 XS2325733413 Bonos|FIAT|0,625|2027-03-30 EUR 0.00 0.00 559714.00 1.03 FR001400M2F4 Bonos|TELEPERFORMANCE|5,250|2028-11-22 EUR 315496.00 0.54 317300.00 0.58 XS1439749364 Bonos|TEVA PHARMACEUTICAL|1,625|2028-10-15 EUR 287666.00 0.49 0.00 0.00 XS2348710562 Bonos|UNICREDITO ITALIANO|0,991|2027-06-03 USD 0.00 0.00 420821.00 0.78 DE000A3MP4U9 Bonos|VONOVIA|0,250|2028-09-01 EUR 546146.00 0.93 364174.00 0.67 XS2234567233 Bonos|VOLKSWAGEN|0,875|2028-09-22 EUR 929903.00 1.58 937363.00 1.73 XS2491738949 Bonos|VOLKSWAGEN|3,750|2027-09-28 EUR 915445.00 1.56 920021.00 1.70 XS1617830721 Bonos|WELLS FARGO &CO|1,500|2027-05-24 EUR 0.00 0.00 490054.00 0.90 XS3127996778 Bonos|WELLS FARGO &CO|2,766|2029-07-23 EUR 297113.00 0.51 0.00 0.00 XS2859406139 Bonos|ZEGONA COMMUNICATION|3,375|2029-07-15 EUR 314659.00 0.54 317393.00 0.58 XS2079105891 Bonos|ZIMMER BIOMET HOLDIN|1,164|2027-11-15 EUR 386743.00 0.66 389146.00 0.72 17815545.00 30.36 17929892.00 33.04 XS1627602201 Bonos|AMERICAN INTERNATION|1,875|2027-06-21 EUR 592560.00 1.01 0.00 0.00 US037833CX61 Bonos|APPLE COMPUTER INC|1,500|2027-06-20 USD 519204.00 0.88 0.00 0.00 XS1562614831 Bonos|BBVA INTERNACIONAL|3,500|2027-02-10 EUR 503575.00 0.86 0.00 0.00 XS1531347661 Bonos|BECTON DICKINSON AND|1,900|2026-12-15 EUR 292141.00 0.50 293961.00 0.54 USP37110AK24 Bonos|EMPRESA NACIONAL DEL|1,875|2026-08-05 USD 0.00 0.00 422634.00 0.78 XS2196334671 Bonos|GAZPROM|1,500|2027-06-29 USD 436715.00 0.74 0.00 0.00 US37045XDK90 Bonos|GENERAL MOTORS|0,750|2026-06-10 USD 0.00 0.00 503804.00 0.93 XS1789699607 Bonos|MOELLER-MAERSK|1,750|2026-03-16 EUR 0.00 0.00 294961.00 0.54 DE000A2YNZW8 Bonos|DAIMLERCHRYSLER AG|0,375|2026-11-08 EUR 293248.00 0.50 294122.00 0.54 XS1843443190 Bonos|ALTRIA|2,200|2027-06-15 EUR 789569.00 1.35 0.00 0.00 US65339KCS78 Bonos|NEXTERA ENERGY INC|2,475|2026-01-29 USD 0.00 0.00 508113.00 0.94 US64110LAN64 Bonos|NETFLIX INC|2,187|2026-11-15 USD 437888.00 0.75 427563.00 0.79 FR001400KXW4 Bonos|RENAULT SA|4,625|2026-10-02 EUR 303741.00 0.52 304086.00 0.56 XS1480699641 Bonos|STANDARD CHARTERED|2,150|2027-02-19 USD 610086.00 1.04 0.00 0.00 XS2325733413 Bonos|FIAT|0,625|2027-03-30 EUR 556669.00 0.95 0.00 0.00 XS1893631769 Bonos|VOLKSWAGEN|2,250|2026-10-16 EUR 495814.00 0.85 498267.00 0.92 XS1617830721 Bonos|WELLS FARGO &CO|1,500|2027-05-24 EUR 489006.00 0.83 0.00 0.00 XS2421006201 Bonos|WESTPAC|0,427|2026-12-14 EUR 479059.00 0.82 481277.00 0.89 6799275.00 11.59 4028788.00 7.42 27197242.00 46.35 24984586.00 46.05 27197242.00 46.35 24984586.00 46.05 US0028241000 Acciones|ABBOT LABORATORIES USD 158888.00 0.27 106669.00 0.20 DE000A1EWWW0 Acciones|ADIDAS EUR 0.00 0.00 169050.00 0.31 US00724F1012 Acciones|ADOBE USD 71799.00 0.12 119189.00 0.22 IE00BF0L3536 Acciones|ALLIED IRISH EUR 102750.00 0.18 0.00 0.00 US01609W1027 Acciones|ALIBABA GROUP HOLDING LTD USD 504189.00 0.86 436781.00 0.80 US02079K1079 Acciones|ALPHABET USD 773361.00 1.32 801485.00 1.48 US0231351067 Acciones|AMAZON USD 417339.00 0.71 393029.00 0.72 NL0010273215 Acciones|ASML HOLDING NV EUR 602490.00 1.03 460700.00 0.85 GB0000811801 Acciones|BARRATT DEVELOPMENTS PLC GBP 195803.00 0.33 0.00 0.00 DE000BASF111 Acciones|BASF EUR 210510.00 0.36 199935.00 0.37 DE0005190003 Acciones|BMW EUR 57260.00 0.10 0.00 0.00 FR0000125338 Acciones|CAP GEMINI SA EUR 87960.00 0.15 0.00 0.00 NL0010583399 Acciones|CORBION V EUR 0.00 0.00 55710.00 0.10 GB0002374006 Acciones|DIAGEO PLC GBP 185590.00 0.32 128659.00 0.24 US30303M1027 Acciones|FACEBOOK INC USD 197267.00 0.34 0.00 0.00 JE00B4T3BW64 Acciones|GLENCORE FINANCE EUROPE GBP 0.00 0.00 326200.00 0.60 BE0974293251 Acciones|ANHEUSER-BUSH INBEV EUR 145320.00 0.25 0.00 0.00 US47215P1066 Acciones|JD COM INC-ADR USD 334620.00 0.57 195476.00 0.36 US46625H1005 Acciones|JP MORGAN CHASE & CO USD 401213.00 0.68 521227.00 0.96 DE000KGX8881 Acciones|KION GROUP AG EUR 77540.00 0.13 0.00 0.00 FR0000120321 Acciones|LOREAL EUR 230190.00 0.39 0.00 0.00 US5949181045 Acciones|MICROSOFT CORP. USD 474199.00 0.81 597850.00 1.10 CH0038863350 Acciones|NESTLE CHF 225019.00 0.38 211394.00 0.39 US6541061031 Acciones|NIKE INC USD 179699.00 0.31 0.00 0.00 CH0012005267 Acciones|NOVARTIS CHF 274269.00 0.47 235395.00 0.43 DK0062498333 Acciones|NOVO NORDISK EUR 84060.00 0.14 0.00 0.00 FI0009002422 Acciones|OUTOKUMPU OYJ EUR 0.00 0.00 134400.00 0.25 US6974351057 Acciones|PALO ALTO NETWORKS INC USD 0.00 0.00 78412.00 0.14 US7170811035 Acciones|PFIZER ING USD 210823.00 0.36 211992.00 0.39 NL0015001W49 Acciones|PLUXEE N.V. EUR 151748.00 0.26 177414.00 0.33 DE000PAH0038 Acciones|PORSCHE EUR 188720.00 0.32 279440.00 0.51 PTZON0AM0006 Acciones|REDES ENERGETICAS NACIONALES EUR 0.00 0.00 200750.00 0.37 CH0012032048 Acciones|ROCHE HOLDING CHF 0.00 0.00 281959.00 0.52 GB00B63H8491 Acciones|ROLLS-ROYCE PLC GBP 0.00 0.00 118635.00 0.22 US79466L3024 Acciones|SALES FORCE USD 68579.00 0.12 112769.00 0.21 FR0000120578 Acciones|SANOFI SYNTHELABO SA EUR 112620.00 0.19 0.00 0.00 DE0007164600 Acciones|SAP AG EUR 67000.00 0.11 0.00 0.00 GB00BP6MXD84 Acciones|ROYAL DUTCH SHELL EUR 340650.00 0.58 314750.00 0.58 US90353T1007 Acciones|UBER TECHNOLOGIES INC USD 31588.00 0.05 0.00 0.00 US92826C8394 Acciones|VISA USD 240303.00 0.41 238869.00 0.44 US2546871060 Acciones|WALT DISNEY USD 84268.00 0.14 0.00 0.00 GB00BVGBY890 Acciones|ZEGONA COMMUNICATIONS PLC GBP 0.00 0.00 55965.00 0.10 7487634.00 12.76 7164104.00 13.20 7487634.00 12.76 7164104.00 13.20 FR0011857234 Participaciones|AMUNDI LUXEMBOURG EUR 448380.00 0.76 0.00 0.00 LU0211300792 Participaciones|AXA INVESTMENT MANAGERS PARIS EUR 1026925.00 1.75 1030234.00 1.90 LU0468289250 Participaciones|BLACK ROCK INTERNATIONAL EUR 793800.00 1.35 788850.00 1.45 LU1423762613 Participaciones|BLACK ROCK INTERNATIONAL EUR 1551000.00 2.64 1551000.00 2.86 IE00BKM4GZ66 Participaciones|BLACKROCK STRATEGIC FUND USD 792451.00 1.35 624275.00 1.15 IE00BF11F565 Participaciones|BLACKROCK STRATEGIC FUND EUR 1628700.00 2.78 1607100.00 2.96 US46090E1038 Participaciones|POWERSHARES USD 709199.00 1.21 366106.00 0.67 LU1048314196 Participaciones|UBS - GLOBAL ASSET MGNT EUR 993176.00 1.69 1000332.00 1.84 IE00BM8QS095 Participaciones|INVESCO ASSET MANAGEMENT USD 277055.00 0.47 0.00 0.00 IE00BF2FN869 Participaciones|INVESCO ASSET MANAGEMENT EUR 0.00 0.00 313050.00 0.58 US4642875151 Participaciones|BLACK ROCK INTERNATIONAL USD 118982.00 0.20 0.00 0.00 IE00BQT3WG13 Participaciones|BLACK ROCK INTERNATIONAL EUR 565300.00 0.96 491650.00 0.91 IE00B0M63060 Participaciones|BLACK ROCK INTERNATIONAL GBP 229261.00 0.39 0.00 0.00 DE000A0H08R2 Participaciones|BLACK ROCK INTERNATIONAL EUR 0.00 0.00 295860.00 0.55 LU0533032859 Participaciones|LYXOR ASSET MANAGEMENT EUR 96563.00 0.16 0.00 0.00 LU1169822266 Participaciones|UBS - GLOBAL ASSET MGNT EUR 432200.00 0.74 714900.00 1.32 US78462F1030 Participaciones|STANDARD AND POOR'S 500 INDEX USD 1634514.00 2.79 1741710.00 3.21 LU0950668870 Participaciones|UBS - GLOBAL ASSET MGNT EUR 642000.00 1.09 759800.00 1.40 LU1600334798 Participaciones|UBS - GLOBAL ASSET MGNT EUR 514375.00 0.88 467050.00 0.86 LU1048315243 Participaciones|UBS - GLOBAL ASSET MGNT EUR 1524435.00 2.60 1526926.00 2.81 IE00BM67HK77 Participaciones|XTRACKERS EUR 522800.00 0.89 250450.00 0.46 14501116.00 24.72 13529293.00 24.93 49185992.00 83.83 45677983.00 84.18 56648810.00 96.55 52415478.00 96.60 0.00 Distribucion1.png png 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 Distribucion2.png png 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 Distribucion3.png png iVBORw0KGgoAAAANSUhEUgAAAu4AAAFFCAIAAAA8TP8tAAAx/ElEQVR42u3dC1RU953A8aZ7tlGTfbTNqdiT9uyJJtkkNdlNzWnXtibRtHF9REV8JkSj1ZBgJAIxPkBwgOEhIgKOPEURlVAUQVQURVQEH6gEDRJFHhJUFKWEII6A3X9zs7eTefEaYObO93N+x4OTYRyRy3wz9/H/wd8AAABs1g/4EgAAAFIGAACAlAEAACBlAAAAKQMAAEDKAAAAkDIAAACkDAAAIGUAAABIGQAAAFIGAACQMgAAAKQMAAAAKQMAAEDKAAAAUgYAAICUAQAAIGUAAABIGQAAQMoAAACQMgAAAKQMAAAgZQAAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAABAygCQPXyobWu986Cl8v43JS1fFzX/Na/pzr6m+t1f3077680t8jTcSPi88ITXgubVi5ojfO6JSYm5LyYn/UHungdFx1svFLVWlLXV1bY31D/kqwoApAzQC9XS3tJ6v0b0yjd3Dzbe+qzhesyda2tuV63u5Jw6fGjyy42dnPn/2+Tv1rx5XYsInStftD3Q8uUHAFIG6LrrX14tSNmdvFRVVRzf+WrpecoYjqtjU6B78zbN/YJDD6rL29va+McBAFIGMJsvfm84rfzN/0pTtCesf1NGb6a+0rh4WlPo8nvZadq62nb+1QCAlIH9am9ru3bh0tGk1CQPH9180Z2sMO8epkzGtmQLpozhezZJEfcvFLXybg0AkDKwr3zZ7Oa1+jVHo/miO2unzu5hynyWEN97KSPPzN9/HbL0Xu6eBxw+DACkDJTpcmHR9uUBnckXvblVGWT9KaM7nu98s01z/8sS3qgBQMoAtq+x7vbhuOTQyXO7WjDynDvqbVspI8+7o79e53Wv9DxNA4CUAWxNe1tb6dHCJA8f75ETuh0x0uSkLLXRlJFn8bSm7DRtSzP7ngCQMoDVu3v95oENiYHjZvewYOTZEbLI1lNGmrdf/To2uOWrSs57AkDKANanVastyTka/8GnlioYeSIXOisjZeTx+aC54NADTnoCQMoAVuFmedWeUE3AmzMsHjHS+I5+S2EpI19Z+C/x9znjCQApA/SbirOfxy707KWC0Z3L532VlzLyNfdCl3NoMABSBuhb9TW1yUtVfRAx0pzK8VJqysjj79ZcXc5hNABIGaCXNdXf3ROq6fl5SV2arE3uik8Z6R2aDap77HICQMoAvaJVqz2SuMPUCgO9OptXvW8PKSNfODgl5j6LcgMgZQBLOpeVEzzRue8jRpqwt2fZT8pIM/ePX+fu4SwnAKQM0GPlp89HObv2V8TIc/2KfaWMNEtmffP5qVa+CQGQMkB33Cyv2uzm1e8RI80Xp3zsMGWkWb2II4IBkDJAVzTV300PCO/jY3vNT176MrtNGfmI4MYGjggGQMoAHTn5lz3dWL+6t2dnpJs9p4x8AM25AvY3ASBlABNavv6mL68W06WJcZ9PykiTENrC+U0ASBlA37ULl0Inz7XOjhHjN24KKaN7ODBHzwAgZYB/OJqUalVHxhidmjJS5h8z7beNe7bz5gwAUgZ2r6n+rvWcpmR+zh7xJmUMT27i6sAASBnYr/LT5wPHzbaJjhGTk7KUlDGcd0d/XXScY4EBkDKwM+1tbQc2JFr/TiXd2a52JWVMTWwwxwIDIGVgNxrrbscu9LShiJEmcqEzKWNmXB2bKspY6QAAKQOlKz1a2C9LQvZ8Vo2aSMqYnxm/ayw49IBvcgCkDJSpVavduy7GFiNGnsvnfUkZ8+M44q/ZaexqAkDKQHG09+7Z4k4lvTmZvZKU6cxs33iP73kApAzoGKubzDh3UqaTE7r8ThtHzgAgZaAATfV3I2a7KKBjxCSuXEjKdH5WLLjZ0sxVZwCQMrDxjgmfvlAZHSNmzcyZpEyX5qPpN1lPGwApAzrGiub6FVKma/Pe2Lq6WhZsAkDKwNbcqroWPNFZYR0j5otTPqRMV2fWqNuVl7kiMABSBjbVMTa0IkGXJnfnp6RMN8bpt3c/P93CpgGAlAEd08+zM9KNlOneTPl1w5G9TWwgAEgZWLWq4os2ejHfTk6023ukTPcvoPfK3dPH/8pmAoCUgfV2zOrXHBXcMWL8xk0hZXq2p+n250W32FgAkDKgY/ptqktJmR7N9N9fv/h5DZsMAFIGVqT89HmfP0yyh44Rc/aINynTw5n56tXic5fYcACQMrAKd6/fDHhzhp10jJgD2z4hZXo+zn8qraioZvMBQMqgn2nv3YtydrWfjhGzXe1Kylhk5k8+e/v2bTYiAKQM+tNffNbYVceIWT/vbVLGYisbvJPf1MQZ2gBIGfST49t22lvHiFk1amJdBSljsVnmmqvVatmaAJAy6Gvlp897j5xghykjpuysLyljwUvnqb0OtrezThMAUgZ9yN4O9dWbk9krSRlL1syIOxvDD7NZASBl0Efs8FBfvcmIXkLKWHYiPorJ27+TjQsAKYO+YIeH+upN4sqFpIzFrv87on5fgGdtwpSzmndOFRawfQEgZdC7jial2nnHiAl2mk7KWGTmjSk7G/me6BhpMtZ9WFpaylYGgJRBb7lcWGS3h/rqzfUrpExPZ9XbWVdipssdI6YmwTEmeHl1NZfOA0DKoBfU19Qqe9XrLs2Fk6tImZ5MrHuECBfdjpGmLGbG9qTEhoYGtjgApAwsSXvvXsRsFwpGntydn5Iy3ZtZI2uzAz0MI0aeIxHzN23axOnZAEgZWNJOVRj5ojtp4YtJmW6My9jPi6PeNdMx0mwJ/vjYsWNsdwBIGVhGVfFF2kVvot3eI2W6OqudM67GTe+wY8RUxjmtDfCuqalh6wNAyqCn2tva2LVkOKo/TSJlujRbVwQaPTjG1BRpnCPC17GmAQBSBj3F2dempvKiLynTyYNjjqxZ1PmIkSd97Ye7d+9mGwRAyqD7Gutur37NkWoxOmcOe5EyHY7ruKISjXM3OkY6N3uD+lOuNAOAlEH3feYVRLKYmgPbPiFlzE/AvNSq+Knd6xhpijfODgoKamxsZGMEQMqgy8pPn6dXzEzS6g9IGTOzfaV/TyJGnm0hizdv3sy52QBIGXRNq1YbPn0hvWJm1s97m5QxOu+Mqspf975FOkbMldhpAatX5efns1UCIGXQBUcSdxAr5sf7d+PrKkgZ/Vky6URp9GxLdYw0WetcVCpVbW0tGyYAUgadcvf6TZ8/TCJWOpyys76kjO6s/WBLDw+OMTrX4h3X+q+IjY1l2wRAyqBTkpeqyJTOzIn9K0gZaZxG1O/09bZ4xMhzLPI9X1/f4uJiNk8ApAw6UJZ/ikbp5GRELyFlxMx5rbwwfEHvdYw00YGfhIaGctE8AKQMzGnVakMnz6VROjkJyxaQMp9OO3I5ZkZvd4x0Yravr29ubi7bKQBSBiblRCcRKJ2fYKfpdp4yEYtir8U79kHHyCdm+/v7NzQ0sKkCIGVgRH1NLUf7dnW+umynKeM0oj7L/9M+ixjdE7PT0tLYWgGQMjBi77oY0qSrc+HkKjtMmXljys5GvtfHHSOfmO3r61tdXc0GC4CUwfe0fP0Nyy11Yw6lLrW3lPGatf9KzPR+6RgxlXFOapU3J2YDIGWgryBlN13SjUkLX2xXKRPrHlGT4NhfHSNNWqgrJ2YDIGXwPe1tbZy41L3Z4PKunaTMtN/UZQd69G/ESFMWM0Pl68OJ2QBIGfxD6dFCoqR7o/rTJHtIGZexn5+LmmMNHSPNluCPOTEbACmDf4hd6EmUdHsqLvgqO2VWO2dcjZtuPR0jX2MmKCiopaWF7RcAKWPvrn95lRzpyZw57KXglElcurbfD44xdfFfUTMnT55kEwZAyti7v/isIUd6Mvu3eioyZWaNrD2yZpEVRow0J6LmipQJDw9vb29nKwZAytivpvq7XBavh5O0+gPlpYzruKISjbPVdoyYmgTHMP/lomZKS0vZkAGQMvaLlQp6PuFzZissZQLmpVbGOVlzx0hzcP0CkTJcYwYAKWO/WrXawHGzaZEejvfvxtdVKCdltq/0t/6IkeZavKNa5c3FfwGQMvbrXFYOIWKRuXTGRwEp886oquNrP7CVjpEmfe2HImVSUlLYnAGQMvYoytmVCrHInNi/wtZTZsmkE6XRs22rY8RcipkpUkalUt25c4ctGgApY18qzn5Oglhq0jd8bNMpE7owuSp+qs11jDSR6k9Fzezbt4+NGgApY1+Sl6pIEEtNwrIFNpoyTiPqd/p622jE6K6V7e/vz+XyAJAydqTl62+8R04gQSw1gVOcbDFl5rxWXhi+wKY7Rt7HJOTn57NpAyBl7EVJzlH6w7Lz1WUbSxmPqccuRc+y9Y7R3ccUERHBpg2AlLEXXOHX4lOcv8qGUiZiUey1eEdldIy8j0m4ceMGWzcAUsYuBLw5g/iw7BxKXWoTKeM0oj7Tb7liIkZvHxNrZQMgZezCtQuXKA+LT+raj6w/ZeaNKTsTMU9hHcM+JgCkjN05HJdMeVh8Nri8a+Ups2x6zpWY6YrsGPYxASBl7Ev0/CWUh8XHd/Rb1pwyGz/eUJPgqNSOEVMWM4N9TABIGbvQ3NBIdvTSVFzwtcKUmfabuuxADwVHjDzRgZ+wjwkAKaN8xdm5NEcvzakcL2tLmQV/+uJc1Bx76Bgx+8MXso8JACmjfJyG3Xuzf6unVaXMaueMq3HT7aRjxBRvnM0+JgCkjPJxGnbvzeZV71tPyiQuXavsg2MMR/x9A1avEikTHh7Olg6QMlAmTsPu1QmfM9saUmbWyNpDIYvtKmLkiQn0lN6Yqa6uZnsHSBkoEKdh9+p4/278zav9nDKu44pKNM722TFi0td+KKXMwYMH2d4BUgYKxGnYvT2Xzvj0Y8r4zd1VGedktx0jpjBqjpQysbGxbO8AKQOl4TTsPpjjWcv7K2W2r/S354iRRpSclDIqlUqr1bLVA6QMFIXTsPtg0jd83PcpM2tk7fG1H9Ax0kQELJNqprKykq0eIGWgKBnBkaRGb0+s5/w+Tpklk05c1LxNwciTsuYjKWXy8/PZ6gFSBorCgTJ9MAETp/ZlyoQuTK6Kn0q+6M6RiPlSymzfvp2tXvFaWlrYkwhSxo5wRZm+mZqyvkgZpxH1n3n7ES6GcylmppQyQUFBbPUKVnz+y1D/7GUfHlvxUd76kP1Xr1zjawJSRun/7/L1N0RG30xx/qreTpk5r5UXhi+gWkxNiJ+XVDN1dXVs+4p0quAL11lndTcKz4VHDWvmB/9P73YfHx/DG9PT01966aVBgwaNGDEiLy/P/J1FKP/rv/6rlMttbW3Dhw/PyMgw+lT37t0rPn3Pnj26NyYkJLz44ouPPfbYr371q88++8z87fKf/uDBA09PzyFDhjg4OIgPxG/lOyQmJur+rfX++rpfhMOHD7/88ssDBw4Uf9ldu3aRMrAlX5VeJjL6ZnJSlvZqynhMPXYpeha9YmYSg5dIKVNUVMS2rzzt7e1q72zDTSM8aL/xV7Xvh8iZM2dEDRjWibOz85dffnnv3r1t27aJO5i/849//OPjx4+LX8XHGo1mzJgxpp7t+PHjHR0dx44dK98SHR0teqWgoKC5ufnChQvTp083f7v8p6tUqjfeeKPmW6+//rqfn598B/Hbqqoqw5QxfD7ir7Nlyxbx1xR/hHhipAxs6s1YTl/qq0ld+1HvpUzEolgOjulwdq51lVJm9+7dbPvKc+PGjfennjfcOpZ9eKylpcV8yog7DB8+PDc31+jLvHD//v20tDSRFObv/O///u/5+fkiZRoaGgYPHlxSUmL00SoqKsQjtLa2/upXvyovL5dufP7550UhGd7Z1O3ynz5s2LAvvvhC+liEiPitfIfS0lJRSyLyOkyZZ555Jigo6MSJEyKY2MEEG5MTnURk9M1ELnSWUyYtMdGCB8dk+i0nUzozB9cvkFImIiKCbV95ampq3ptQYriNeC440dTUZD5l3NzcwsLCTL3MSztiRKAUFhaav7Ofn9+//Mu/qNVqcR8XFxfd/U26Pvnkk9TUVPGB+NXT01O6cdCgQUYzwtTt8p8+YMAAudXEBwMHDtS9g3iqoaGhHe5gEkXl6ur6yiuviBrbsWMHKQNb8plXEJHRN+M7+i05ZdK3JlmkY+aNKTu1/s80Sifn5IZ3ff+f0dc22DStVrvKI8dwMwny3dfhDqZHHnnE8NVdl7SDSXrDo8M7X7p06Yknnrh165bu/ibdd4B++tOfyp/+k5/8RAqRbr8rM3ToUFPvyohfHz58OHbsWHG7+XdlZOKeDg4OpAxsSZSzK5HRZ1P+ua+UMhnbknveMcum51yJmU6gdH6+iJ4pp0xZWRmbv/Ls33Py7dFXdTeTBZMvnir4osOUMXPjwoULq6urRcrs2LHjF7/4RYePIIh0kN4Ikfc36f7XxMTEcePG6d5ZOjhXOiamsLBQOiZmxowZ0h1M3S7/6eL7WT5WZvTo0brHykgfVFVVjRo1ynzKTJ06taSkRESV+Gv+7Gc/I2VgS1a/5khh9NmcyvGyVMpoFm+sSXCkTro01+Id5ZQpKChg81ee9vb2jJ35K91ynd8sfW/8RV/Pw4cOnDG1w8jo2yqGr/dbt2596qmnHn/88ZEjR+p92xhtgr179w4bNky6qo1arZb2N+neYcSIEfv27dO9/yuvvCJ9HB8fP3z48Mcee0z8Ku2BMnO7/KeLP8vd3X3w4MEODg4eHh66ZzDp9pP5HUw7d+4UwTRgwIAXXnhB77wqUgZWran+LnnRl7Nvs8d3O5iSur+Dadpv6rIDPeiS7s0av5VSyui+lkBhWlpaLl+uqKys7slV8szvhQEpA2tRcfZz8qIvZ/Oq96WU+cumTd3rmAV/+uJc1ByKpNsTHfiJlDLJycn8BABIGdi807v2khd9OeFzZvfkZOzVzhkcHNPDSQ5xk1ImKiqKnwAAKQObtz8inrzo47l5tZspk7h0LQfH9Hwyw1yklPH39+cnAEDKwOYlL1XRFn08X5zy6WrKzBpZezBoCRVi2UUlhcbGRn4IAKQMbFv49IW0RR/PscxlXUoZ13FFxVHvkiCWmrOad+SUqa6u5ocAQMrAtnmPnEBb9PHsjHTrfMr4zd1VGedEf1hwymJmyClj6qLyAEgZ2AzCou8n1nN+J1Nm64pADo6x+FyJnSanjO4qx1CSGzdunMw7UHTiyO3bt/lqgJRRsva2NsKi78dv3JQOU2bWyNrjaz8gO3pp5JRhUUnl0Wq1+/6y+fjGD67GTbscOz03+uNDe1KlxRQN+fj4yBePycnJef755x9//PHx48fX19ebv7N4wDVr1gwbNuyHP/yh3uVndBddamtrGz58eEZGhpEX1G+JT3/qqafkS949ePDA09NzyJAhDg4O4gPdK91JlwOWf2v+/ocPH3755ZcHDhz40ksv7dq1i+8KUkbJ7l6/SVj0y9SUmUuZjyaeuqh5m+Dog5TZtGkTPwcU5lDG9iux03T/uS/EvlOYt9/wnmfOnBERIGfBk08+mZWVdf/+ffHrggULzN953bp1omPEjYaRpLvokkajGTNmjPEX1G8fSny6SKif/OQn0o0qlUpef+D111/XXX9A/LaqqkovZUzdXzzVLVu23Lt378KFC46OjnxXkDKkDGP5OXfU21TKhC5MroqfSm30TcqEh4fzc0BJWlpaDsatMPwX37cpwPCew4cPz83NlbNAvPyLiNFqteJXvYWWDO/87LPPmnq3Q150qaGhYfDgwaaOx9JNmaefflq6UeSRqVUhS0tLx44dK5WT/DRM3f+ZZ54JCgo6ceKE0fW0SRmQMowFJidlqWHKOI2o/8zbj87ogwlSeUkpIy34B8Worq4+s3Gu4b/40TgPvRPv3dzcwsLCdLNAFIxIgUGDBrm7uw8YMMD8nR999FEPD4/HHntMVMj+/d97y8fPz09adEl8louLi+7+JsMdTMI///M/Z2ZmSjeKP1daIlvqp4EDB+p2j3gO0nes/DRM3b+8vNzV1fWVV14RXbVjxw6+MUgZUoax/OwIWaSXMnNeK89f9z6R0Tez1n+F/MYMPweUpK6uriDmQ8N/8YNxK/QWY3rkkUdMLSeZnp7+3HPPmb/zz3/+c3lvlPjY8JlcunTpiSeeuHXrlu7+JsN3ZR4+fJiXlzd06FDpRvGBqXdlpDuPHTtW3C4/YVP3l4kbHRwc+MYgZUgZxvITudBZN2WWzSy4FD2LwiBl0HMZiWv0/rlrEhz3bttg8oVNp2Pa29uLioqefvrpiIgI83eeN2+evDfqySefNLynaA7pHRR5f5OZlJGPlRHfkPKxL6NHj9Y9Vkb6oKqqatSoUfJvTd1/6tSpJSUlLS0tO3bs+NnPfsZ3BSlDyjCWH9/Rb8kpo/l4a3XCNPKClIFFVFy5dCBmuXwVg2vxjhkxvrfrbnaYMtL5REOHDhUJondIiuGd6+rqRKw89thjzz33XE5Ojt7d9u7dO2zYMOl9ILVaLe1vMrqD6ZFHHvnlL38p7wMSn+Lu7j548GAHBwcPDw/dM5jkT0xMTJR/a+r+O3fufPHFFwcMGPDCCy/s2bOH7wpShpRhemU0fjFOI+oz/ZYTFn0/MYGecspwXKTyiHDZ/1ns/sSA/ZuDDqRt6vbyFIYpA1IGVudW1TWSor8mbEngqfV/pir6PWUaGhr4UQCQMrDZd2LPfk5S9M8Opj9NKV7HTiVSBgApA1LGBidg8rQr0SxHQMoAIGVAytjgRLw7qzqejrGilKmsrORHAUDKgJRhOjG/HZe0iDOurWI06qWkDEDKgJRhujIjJ+z1mklDWOHJ2KQMQMqAlGE6mFWjJxcGc5CvFU2InxcpA5AyIGWYTo1qnFPJeifqwTqXkyRlFKm5uTktaVt8cNim0PWZn/1Fb8kCkDJQFK4r09sTMm1GZQzpYF1Tk+ComzI1NTX8KFCSr65dC1/hu3LkhO82wz9MjFIFGl4lLz09/aWXXho0aNCIESPy8vKM3qLHx8dH99LAhos3SXTXj2xraxs+fHhGRoaRF1SDFaAePHjg6ek5ZMgQBwcH8YHupX4TExN1P1H3ER599NH//M//DAgIEH+W+cc5fPjwyy+/PHDgQPHXNFzW29Sj/eD7DD/L1JP88ssvxR/08OFD+cZ79+6JZyVuN/qY8uKazz777O7du808525/xUgZZWrVaqmNXrye7zwOjrHGKYuZoZsynIytMDHBYfob4/+M36qJ0bubs7OzeE0VL67btm0Tr4VGb9F15swZcaP+i6KxlNFdP1Kj0YwZM8b4ewMGn6tSqeQFlV5//XXdBZjEb6uqqgzrQfz6zTffFBQUiNd7efFtU48jnv+WLVvEX/DChQuOjo5Gn4/ho5m/5LHukzF8kk5OTikpKfKdIyIixC2mHlO6sbW1dd++ffK6UUafs/zpXf2KkTKKFfDmDJrD8vM/41M9OVnJNlKmqamJnwOKcefOHfXcD41cXNt9hXiNNLz//fv309LSXnzxRTO3CC0tLcOHD8/Nze1MysjrR4pKHjx4cElJSSdTZtiwYaaWxS4tLR07dqzeylC6j3D+/Plnn33W/OM888wzIlBOnDhhdLEOU4/W+ZQxfJJFRUXPPfecdMuDBw9++ctfilvMp0xbW5tImV/84hdmnrP86V39ipEyihXl7Ep5WHa8Rr110HcGxWC1U6Rx1k0ZfggoSWVlpdf/Gvnfs6B5iwzffpP2aIjmKCwsNHWLxM3NLSwszMiLorGXZD8/P2n9SPFZLi4uuvubzO9gGjBggGgmOZ4GDhyo+6eIJyAttW00ZcQrvXx/U49TXl7u6ur6yiuviNiSF7A0+nfRfbTO72Ay+iT/+Mc/Jicniw/i4+PfeOMNM48p//all16SA8Xoc+72V4yUUawkDx/iw4LjM2ZK0VpOVrKZlFGpVPwQUBLxGrzmQ3fDDXP9CuPNKu1Okv9v3ugtwiOPPGL05dzMOxaXLl164oknbt26pbu/yXwGDR061NR7DOLXhw8fjh07Vtze4bsyph5HJm50cHCw+LsyRp/k4cOHn3nmGa1WK57GoUOHzDymvIdr0aJFBw4cMPOc5U/v6leMlFGsPaEa+sNS4z/RiRUJrH+ORMyXUyY8PJwfAgqTHB33j2N+pXl1UkZKqt7dFi5cWF1dLcJF/L++tDvD8JYO9wqZeZkXL6LSWwLy/qYOU0Z8Q8pHfowePVr3yA/pg6qqqlGjRunVg6i3wsLCESNGyG/8mHqcqVOnlpSUtLS0iL+gfDCK3vMxfLQupYzhkxR+85vfTJw4UTym+a+bfKP4J/iv//ov6V00o89ZvmdXv2KkjGIdTUolQSyz0vXsGaxIYBNzeD0po/A3ZhLCI1eNmyldYnu145ytMXGGB8ps3br1qaeeevzxx0eOHFlQUGD0FvP7U8zsdtm7d++wYcOkk8DVarW0v6nDlBH3d3d3Hzx4sIODg4eHh+75OPJ9EhMT9Z7Dj370I71zjkw9zs6dO1988cUBAwa88MILe/bsMbrDy/DRurSDyfBJ/u3bU8PEb9PS0ozuXDP6CLGxsYsWLTL1nOV7dvUrRsooVnF2LhXS8xUJNn3AQb42MzvXusops3nzZn4IKE97e/vnZ8+lJW3bveOz0gsXu/045t+QgI3iH1WBuEpez1ck2L2Mk65taRKC3EkZgJSBcty9fpMc6f7JSq9OOhrAyUo2NuEBy+WUka/EBYCUgQ2jSLo3vm86siKBrV/qNzMzk58AACkDmxc80Zku6eoEOk7nZCVbnAvRs3RTRjq6EwApA9sWPX8JadKliZzDQb62Oiei5uqmzOXLl/kJAJAysHmfeQVRJ50/WWn7x3SMDc/ede/rpszt27f5CQCQMrB5+yPiaZROHeT7h4nZqzhZybYnOcSNS/3aiTt37hguiA2QMspUkLKbTOnMigSFwaxIYPOzQf2pnDIajYbNX5GKz5/ct2dDQV5I/uHQfXuiv/zyQmc+KyMj47//+78HDRo0YsSIo0ePfu/FT8dPf/pTcUtOTs7zzz//+OOPjx8/vr6+XvfOuosutbW1DR8+XDyykRdU05ebe/Dggaen55AhQxwcHNzd3aVL7f3N9LWG9S6a9+ijj3Z4mTu9W+TVi0gZ2KprFy5RKuZHNd6pNJKTlZQwapW3nDIpKSls/spz7mxB8Un17arV8pzIDbl6tazDT5w4cWJRUVFzc3NcXNzPf/5z4//jV1CwcuVK8cGTTz6ZlZV1//598euCBQt076O76JLI5TFjxhh/QTWdMiqVSr4e/+uvvy4vetqZlPnbt8sYief58ssvd2bxAZE7U6ZMsatT+UgZZWpva1v9miO9YmrWTGdFAoXMldhpugfKyIvbQTFaW1v3Zkbqdow0e3ZHd/5BysvLn376aaP/afz48devXxcfDBkyRESMVqsVv+ot2CQvutTQ0DB48OCSkpKupsywYcN0V0kcOnRol1JG0pklIR8+fDh37tyYmBh2MEEJNrt5kSxGJ3YhB/kqZ05vcNZNGVOvMbBdtbW1Z08EGKZMXk5Yc3NzZx7hxo0bv/71r/fv32/4n0SgODs7Sx+LghHBMWjQIHd39wEDBujezc/PT1p0yc3NzcXFRXd/UydTRjxgS0uL9LH4QH78LqWM+PvKu41MraPk6enp7e1tb98kpIxisaik0RUJ0j6hYxQ1mWEuuikjXvbY9kkZXadOnfqP//iP5ORko/919OjRZ8+e1bsxPT39ueeeM7zzpUuXnnjiiVu3bunub+reuzLyW0QiiaT1ogXxwb/927/15F0ZUVfz5s2zw28SUkaxOFxG/2SlUW8d8WNFAqVNTKCnbsrI/+MLJe1gOrDXyA6mfVkd70OJjY0dPHjwwYMHjf//3tGjr776qu4t7e3tRUVFojMiIiIM7z927NjQ0FDd/U2dTxndY2VEP4WFhUm3T5gwYcmSJQ3fEh+89dZbRlNGRFthYeGIESPMHCuTkJAwbtw4wwXDSRnYMA6X+d7JSn+cUryOk5WUNtfiHf1W+8gdI73MQHlOn8q7WPS9N2ZOHw/uzElMenthmpqadAvgtddeS09P173zD3/4w6FDh4pvJNE0eg+1d+/eYcOGSWceqdVqaX+T+T/ub98/g8nDw8PBwUHcIpLl4cOH0u2ibCZNmvTjb02ePPmrr74yTBnhRz/6UYdnMP3TP/2Tqb1OpAxsGIfLSBMweRorEihyTm54V/ctmaSkJLZ6BdfM/j2RZ/IDTx8LysrY8MXFs918zevvF/iYmBgRJXfv3uXflJRBp3C4jJj178zkZCWlTvraD3VTJi8vj61eye80t7ffuHGjrq6OLwVIGTti74fL/HZc0iIO8lXyaNRLdVOmsrKSrR4gZaCs/4mx58NlRk7IXMmKBEqeqvipKt9/HCjj7+9vnwc8AiBlFM4+D5dZ9fokViSwtwNlTJ1tC4CUgW2zw8NlVOOcStazIoHdHSiTn5/P9g6QMlAgeztcJthpRmUML/P2eKBMTU0N2ztAykCB7OpwGc08Do6xl6mMc9I9UEatVhteCAQAKQOFsIvDZf5n/A53TlayozkW+R4HygAgZeyF4g+X8Rr11kFfViSwr0kMXsKBMgBIGXvRWHfbe+QExa5IMGbK6TXTeWm3q7kaN013vQIOlAFIGShfkoePIjvGbwIrEtjjHF4/X7djgoKCOFAGIGWgcBdz85XXMWGzZ7AigX1OdOAnuimTlpbGNg6QMlC49ra2wHGzlbQiQZwLB/na6ZTFzPD9vrKyMrZxgJSB8h3YkKiYFQl2L+Oka/udrHUuuh0TEhLCegUAKQO7UF9Tq4STlV6ddDSAk5XsesIDluumTGZmJls3QMrAXsR/8KlNd4zvm46sSGDnU7Jxtt7eperqajZtgJSBvSjJOWq7HaOewslKzJS0UFfdjgkPD2e7BkDK2JFWrTbgzRm22DGRczjIl5lSk+C4xm+lbsrk5uayXQMgZezLnlCNzZ2slLyYjmH+Pic3vKu3d+n27dts1ABIGftys7zKljrm9xOyV3GyEvPdxAZ66HZMdHQ0WzQAUsYeRc9fYisrEhQGT+P1mzF1wO/JkyfZnAGQMvbo9K691t8xqnFOpZGcrMSYXD9SpVI1NjayOQMgZeyR9t691a85WnPHrJnOigTM9+ZSzEyV7/fWj0xOTmZbBkDK2K+M4Eir7ZjoBRzky+jPtpDFenuXKioq2JABkDL2q76m1nvkBCtckSDtEzqG0Z8rsdP8VvtwwC8AUgZW/caM16i3DqtYkYDp+LJ4rB8JgJTB3zXV3/V7w8laTlb645TidZysxBiZyjingNWrdDsmIiKivb2dTRgAKYO/HUncYQ0dEzCZFQkYk5MZ5qL3lkxxcTEbLwBSBn/XqtUGT3Tu345Z9/ZMTlZiTM21eEe1ylu3Y0JDQ1tbW9l4AZAy+M65rJx+XJEgaREH+TLmJjt8AZfFA0DKwJz2trYoZ9d+OVkpcyUrEjDm5mrcNL23ZIKCgrRaLZstAFIG31N++nwfd8yq1yexIgHT4exY85HeWzJ5eXlssABIGRix2c2rzzpm9dipJetZkYDpYM5vfFuvY/z9/VtaWthaAZAyMOJmeVXfXDEv2GlGZQyv00zHs0H9qV7KZGdns6kCIGVg0k5VWG93jGYeB8cwnZrD6+frdUxISAhvyQAgZWBOU/1dnz9M6r2TlXa4c7IS09lr4gWpvPRS5ty5c2ykAEgZdOBwXHIvrUhw0JcVCZjOTorB0b7x8fFsngBIGXRMe+9e4LjZFl6RYMyU02um8/LMdHKKN85W+fropUxtbS2bJwBSBp1i2Svm+U2Y9mUUJysxXRiNeqlex2RmZrJhAiBl0AXJS1UW6ZjQmTNYkYDp0uRFzNPrmKCgoObmZrZKAKQMuqDl629CJ8/t4UG+cS4c5Mt0ba7ETjM82reoqIhNEgApgy77qvRy9y8zM3LCrk/pGKZrU5PgGBvoodcxsbGx7e3tbI8ASBl0x/FtO7t3stLRAE5WYro8WetcfA3U1NSwJQIgZdB9XV3NwPdNR1YkYLoxZzXvGJ61tGvXLrZBAKQMeqS5oTFowjud7Bj1lGlXojnIl+nO8tdr/FbqdUxoaChH+wIgZWABFWc/78xBM5FzZnGyEtO9SQxeotcxKpWqoqKCrQ8AKQPL6OASwL8dl7yYg3yZbk52+ALDQ2Ryc3PZ7gCQMrCY9ra2TYtWGO+Y30/IXsUKkUw3p8TYhX03bdrEWUsASBlYWFP9Xf8/TdfrmFWjJxcGT+P1mOneVMVPDfNfbrj8dWNjI1scAFIGlne5sEi3Y1TjnEojOVmJ6f4khXxsuGuprKyMbQ0AKYPecmBDotQxa6azIgFj+UNksrOz2coAkDLoRe1tbbELPbcsnscrMdOTyY+ca9gx0dHRHCIDgJRBr9M23b2+YwEvxky3p0jjbHior1qtvnPnDtsXAFIGfaH1r199tfVdXpKZ7p2yFLB6leFbMhcvXmTLAkDKoE9rpiaRc7CZrs2lmJkhfl4cIgOAlIFVaLl+sTqBM5iYzs6V2GnhAcsNOyY1NZWtCQApg/7x18qzNQmcx8R06hIyG9SfGnbM5s2bOdQXACmD/nSr5AA1w5gf8R0SG+hh9JQlrVbLRgSAlEH/1wyv1kxXL4UXERHR1NTE5gOAlIFVqDmexAs2Y3TSQl0NOyY0NPT27dtsOABIGVhVzWzhZZvR26+UHOJm2DFqtbq2tpZNBgApA6tTkR3O6zcjH+ebEORu2DEqlaqiooKNBQApAytVfmQLRwEzV+OmRQd+4msMl8IDQMrA2hXnbBP/R87LOdePMXTy5Ek2EACkDGzA2dx08XrGi7odzhfRxq/nq1KpSkpK2DQAkDKwGUezd4lXNV7a7WrOat5Rq7yNHud7+fJlNgoApAxs7b2ZU/lnN7LqpL3Miai5RteJDAkJqa6uZnMAQMrAJl35suxY1J95mVf8HImYr/L14foxAEgZKFBtbe3BDYt5sVfwxWPS135o9CDfqKgorucLgJSBEjQ0NGRFr+AkbeVNWcwMjXqp0Y7ZtGlTS0sL3/wASBkohHhV27l5PQcCK+zgGKMH+QopKSmsEwmAlIHStLe3Z+xMPbSeQ2dsfq7FOxpdWUmye/du8W/NNzwAUgbKlJubmxi85GocV52x1bkUMzNS/anRiFGpVPn5+XyTAyBloHDnzp1bG+B9eoMzWWBzcyzyPaNnXAvh4eE1NTV8ewMgZWAXbty4ERUVtXOt67V4jgW2meUht4UsNrVTKSUlhYN8AZAysC9arTYrKytS/emF6FmEgpWP+DeKCFhmNGL8/f1ZWQkAKQP7VVZWtnZN8MH1C8gF65zKOKeda12NXv5OiIiIuHHjBt/GAEgZ2LXGxsakpKTowE+KN84mHaxq8iLmGV0bUpKWlsYZ1wBIGeA7BQUF/v7+20IWs6S2lexREnFpKmLUanVxcTHftABIGeB7bty4odFoAlav2rvufQ4H7sc9Sqmhi0ztURLEv1FdXR3frgBIGcCI1tbWffv2idfLMP/l+ZFzCYs+nsPr5wepTO5RCgoKKigo4PJ3AEgZoAPV1dWxsbHitTMm0LOEA2j6ZIo3zja1mpJk165drA0JgJQBuqC4uDg0NFTl67NjzUccQNOrh8VsC1lsfo+SiEu+IQGQMkCXabXaQ4cO+fv7q1XeaaGuZTEzKA8LzvmNbycGLzHzTkxQUNDp06fZowSAlAF65M6dO6mpqX9f4sfXJynkY87Z7vkURs2JCfT0NSszM7O5uZlvPwCkDGAZlZWV0dHR0quseBk+EcVBwV2emgTHvIh5phaDlMXGxrKaEgBSBrC89vb2c+fOhYaGSq+4Yf7LD63/M6dtd2bEV+ng+gXiK2Y+YjQaTXFxMXuUAJAyQC9qaWk5efJkeHi49Oob4ueVGebCccGmpixmhvj6mLloryQ+Pr6srIzvLgCkDNB379BcvHhROmdb8Fvtkxi8JD9yLm/SSHM1btqh9X82c8Ve2fbt2ysrK/mOAkDKAP1DvAynpKTIL8wBq1clh7idiLLTpqmKn5oXMS8hyN3MydUSlUq1a9cuFoMEQMoAVuHOnTtZWVn+/v722TQ1CY6FUXPE31f8rTt8G0Z8lfbt2ye+YnzbACBlAOvS1NSUl5cnHxf83cVRVF471nx0eoOzeL1X3nswJze8m7LmIzOrDegKDw8XXx8u2guAlAGsWmtra1lZWWpqqu6bNNL7NPFBHlnrXIo0zrb7Vo2UL+lrP9Sol3a4F+m7I6NDQrKysrhiLwBSBrAxWq22pKQkJSVFr2mkq+2JFBBBcCJqbmWck/WvVt3VfBHUavWuXbsuX77MydUASBlAsU0jiQhYlrLmo7yIeReiZ1nDGzaiXYo3zhbPJy3UtcMr2hkez7t9+3bx9xV/a/7pAZAygKI0NzefO3cuKSlJvN6bqYE1fitjAz12rPlo77r38yPnlmyc3Xvv3IhyEo8v/hTxZ20LWaxRL+3kgS+G78EkJycXFRWx2gAAUgawi/dpysvLc3NzN2/ebOqtGv21FVVeojOSQ9zS136YGeYi5vD6+Uci/j5FGmcxZzXvlMXMEHM5dvqV2GnigwvRs6T/JN0tO3yB+KzdYR+IZBEjakk0k28PSPmSn59fU1PDXiQApAxgp0QEiBQQQZCSkhIUFORr3cQzJF8AgJQBTKqrqysqKtq1a5dGo+nkGza93S6xsbHi+Zw8eZIr2gEAKQN0TWNjY0VFxblz5w4dOpSamhodHd1779yIchKPL/4U8WcVFxfX1NRw4AsAkDKA5YnCEJ1RUlKSn5+f963MzMzd39r8rU2bNoV/KywsLDQ0VHyg0Wik/yTdLTs7W3zWsWPHir8lakk0E19YACBlAAAAKQMAAEDKAAAAkDIAAACkDAAAIGUAAABIGQAAAFIGAACAlAEAAKQMAAAAKQMAAEDKAAAAUgYAAICUAQAAIGUAAABIGQAAQMoAAACQMgAAAKQMAAAgZQAAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAAEBn/B+osFwGPLDseAAAAABJRU5ErkJggg== SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 559749 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 570694 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 1187608 01 2318051 2318051 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 491901 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 511069 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 1068847 02 2071817 EURO- DOLAR Compra Futuro|EURO- DOLAR|125000| 8686780 01 8686780 10758597 false false false false false false false false false true j.) Con fecha 11 de mayo de 2026 se comunica la modificación del lugar de publicación del valor liquidativo de la IIC. El nuevo lugar de publicación del valor liquidativo es: La página web de la Gestora. false false true false false false true true c.) La gestora y el depositario pertenecen al mismo grupo, habiéndose adoptado todas la medidas oportunas para la separación según la legislación vigente. g.) El importe satisfecho en concepto de comisiones de brokerage y liquidación de operaciones percibido por alguna empresa del grupo de la gestora asciende a 3.641,83 euros durante el periodo de referencia,un 0,01% sobre el patrimonio medio. h.) Durante el periodo se ha efectuado 24 operaciones de renta variable o IIC cuyo intermediario ha sido una entidad del grupo de la gestora por un total de 3.008 miles de euros. Estas operaciones han supuesto una comisión del 0,0025% sobre el patrimonio medio de la IIC. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. A) VISIÓN DE LA GESTORA/SOCIEDAD SOBRE LA SITUACIÓN DE LOS MERCADOS. La interrupción prolongada de suministros desde el Golfo Pérsico aboca a un periodo de inflación y tipos de interés más elevados de lo previsto a principios de año, pero es improbable que dé al traste con el ciclo de crecimiento económico y de los resultados empresariales. Por ello, los mercados seguirán enfocados en la revolución tecnológica y en discernir entre los beneficiados y perjudicados por la disrupción de la inteligencia artificial. Las inmensas inversiones que requiere su despliegue y las esperadas mejoras de eficiencia y productividad continuarán impulsando los beneficios, proporcionando un potencial alcista adicional que justifica mantenerse invertido en renta variable. El mercado ya descuenta que el BCE elevará este año su tipo efectivo al menos 50 puntos básicos y que la Reserva Federal difícilmente podrá recortar más los tipos. Este cambio de expectativas ha desplazado al alza las curvas de tipos y explica el discreto comportamiento de la renta fija en la primera parte del año. Aun así, el aumento de las rentabilidades ofrece una oportunidad para invertir la liquidez y los fondos monetarios en el tramo corto (1-3 años) de la deuda pública, ya que permite capturar los niveles actuales de rentabilidad tanto si las subidas finalmente se producen como si posteriormente se revierten o incluso no llegan a materializarse. Los mercados de crédito mantienen unas dinámicas técnicas y fundamentales favorables. La elevada demanda está absorbiendo sin dificultad el incremento de emisiones, especialmente en Estados Unidos por parte de las grandes compañías tecnológicas, mientras que el temor a un contagio sistémico derivado de la deuda privada se ha moderado. No obstante, los diferenciales presentan un riesgo asimétrico al alza, por lo que sigue siendo aconsejable concentrar la exposición en emisores de mayor calidad crediticia y en vencimientos cortos e intermedios. En el mercado de divisas, la reducción del diferencial de tipos entre Europa y Estados Unidos apunta a una depreciación gradual del dólar. Se espera que el tipo de cambio permanezca durante algunos meses en el rango de 1,15-1,20 EUR/$, con un nivel de equilibrio cercano a 1,18 a finales de año y una evolución hacia 1,20 a lo largo de 2027. En cualquier caso, dado el papel del dólar como activo refugio en un entorno de incertidumbre geopolítica y energética, resulta prudente mantener cubierta únicamente una parte de la exposición derivada de la renta variable estadounidense. No se aprecia una inflexión en el sólido crecimiento de los beneficios empresariales. De hecho, la aceleración de los resultados, especialmente en el sector tecnológico, ha permitido moderar las valoraciones bursátiles. En este contexto, se estima un potencial de revalorización para la renta variable del 7%-9% en los próximos doce meses, a pesar de una posible compresión moderada de múltiplos provocada por unos tipos de interés elevados durante más tiempo y un ligero aumento de las primas de riesgo. Todo ello justifica mantener una exposición a renta variable, al menos, en línea con la asignación estratégica de cada cartera, aprovechando las correcciones para incrementar posiciones. Desde un punto de vista temático, seguimos siendo favorables al sector tecnológico, con especial relevancia de la cadena de valor de Asia Emergente. Asimismo, continuamos viendo un importante recorrido en los sectores que hacen posible el despliegue de la inteligencia artificial, especialmente las infraestructuras y la electrificación necesarias para el desarrollo de centros de datos. En materias primas, preferimos una exposición indirecta a través de compañías mineras diversificadas. En el caso del oro, consideramos razonable esperar a que su precio se estabilice antes de incorporar nuevas posiciones o reforzar las existentes, utilizándolo como un elemento de diversificación estructural dentro de las carteras. B) DECISIONES GENERALES DE INVERSIÓN ADOPTADAS. El fondo SWM Global Flexible, ha mantenido unos niveles de cobertura constantes a lo largo de todo el segundo semestre, rebajando el peso de divisa no euro, y en menor medida la exposición a bolsa. Respectivamente, cerramos el semestre, ajustado por compra de futuros, con un 10 % de la cartera denominado en dólar, y con un peso en bolsa del 27 % neto de la estrategia de put-spread que se viene realizando. Este, se obtiene comprando valores en directo (acciones) como títulos de ETF, tanto sectoriales y/o geográficas. A su vez, podemos suscribir participaciones de fondos de renta variable. El monto restante de la cartera está divido en renta fija directo, a través de papel corporativo y gubernamental, junto a ETF´s y participaciones de fondos de renta fija. C) ÍNDICE DE REFERENCIA. El índice de referencia indicado en el folleto se utiliza en términos meramente informativos o comparativos, esto es, sin condicionar la actuación del gestor. D) EVOLUCIÓN DEL PATRIMONIO, PARTÍCIPES, RENTABILIDAD Y GASTOS DE LA IIC. El patrimonio del fondo a cierre del periodo era de 58.673.208 EUR, correspondiendo 406.606 EUR al patrimonio contenido en la clase I, 47.856.096 EUR a la clase A y 10.410.506 EUR a la clase Z del fondo. Suponiendo un incremento de 12.037 EUR en la clase I, un incremento de 3.477.092 EUR en la clase A y un incremento de 923.463 EUR en la clase Z respecto al periodo anterior.. El número de partícipes es de 66 en la clase I, de 438 en la clase A y de 53 en la clase Z, disminuyendo en 1 partícipe en la clase I, aumentando en 28 partícipes en la clase A y aumentando en 3 partícipes en la clase Z. Los gastos soportados por el fondo han sido de un 0,38% en la clase I, de 0,66% en la clase A y de 0,38% en la clase Z. Siendo los gastos indirectos en otras IIC de un 0,02%. Desde el 1 de mayo la liquidez de la IIC se ha remunerado al ESTR - 1%. E) RENDIMIENTO DEL FONDO EN COMPARACIÓN CON EL RESTO DE LOS FONDOS DE LA GESTORA. La rentabilidad en el periodo del fondo ha sido de un 3,05% en el caso de la clase I, de un 2,79% en el caso de la clase A y de un 3,05% en el caso de la clase Z. La rentabilidad de los fondos con su misma vocación inversora en el periodo fue de un 5,65%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. A) INVERSIONES CONCRETAS REALIZADAS DURANTE EL PERIODO. Durante el segundo semestre el del año se ha mantenido una gestión activa en cartera, aprovechando la elevada volatilidad de los mercados, tanto en la renta variable como la fija. Por el lado de la bolsa, hemos recogido beneficios en ASML, Alphabet, JP Morgan, Adidas o Repsol entre otros, comprando Bristol Myers, Uber, Ferrari, Nike, Novo...comprando tecnología y salud. Por el lado de la renta fija, se continúa reforzando la cartera con emisiones de calidad corporativas y gobierno, con una duración equilibrada en la zona de los 2 años. Respecto a la divisa, hemos estado comprados de futuros eur/dol, rebajando peso en bolsa usando el put-spread el índice americano S&P500 B) OPERATIVA DE PRÉSTAMO DE VALORES. N/A C) OPERATIVA EN DERIVADOS. Se han realizado operaciones con derivados con la finalidad de cobertura y/o inversión con un resultado durante el periodo de -311.590 EUR. D) OTRA INFORMACIÓN SOBRE INVERSIONES. A cierre del periodo no se han superado los límites y coeficientes establecidos. A fecha del informe la IIC no tenía inversiones integradas dentro del artículo 48.1.j del RIIC. A fecha del informe la IIC no tenía inversiones en productos estructurados. No ha habido inversiones dudosas, morosas o en litigio en el periodo. La IIC mantiene una inversión del 0,74% del patrimonio en el activo XS2196334671 (GAZPROM 3% 29/06/2027) y un 1,15% del patrimonio en el activo XS2291819980 (GAZPROM 2.95% 27/01/2029), un 0,52% en el activo ES0305229009 (PROSEGUR CASH 3.38% 09/10/2030), que por sus características podrían presentar problemas de liquidez. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo acumulada en el año ha sido de 3,35% y la volatilidad de la Letra del Tesoro a 1 año ha sido del 0,48%, debiéndose la diferencia a la estrategia y exposición anteriormente detalladas. Al final del semestre la cartera estaba invertida aproximadamente en un 14,36% en renta variable, lo que implica una disminución del 0,49% con respecto al periodo anterior. La cartera se mantiene prácticamente en los mismos niveles de riesgo que el semestre anterior. Un 67,09% estaba invertido en renta fija al final del periodo. 5. EJERCICIO DERECHOS POLÍTICOS. Respecto a las IIC de las cuales Singular Asset Management SGIIC, S.A. (Singular AM) es su entidad gestora, Singular AM puede ejercer el derecho de asistencia y voto en representación de los fondos de inversión, en las Juntas Generales de Accionistas de las sociedades domiciliadas en Europa (salvo que existan motivos que justifiquen el no ejercicio de tales derechos), tomando en consideración, además, si está previsto el pago de una prima por asistencia. Adicionalmente, Singular AM ejercerá el derecho de asistencia y voto cuando la posición global en la sociedad objeto de inversión sea mayor o igual al 1% del capital de dicha sociedad, siempre que la participación tenga una antigüedad superior a 12 meses. 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. El presupuesto total de gastos por servicio de análisis a nivel Gestora aprobado para el año 2026 es de 360.000 euros que se distribuirá entre todas las IIC bajo gestión directa o delegada y su distribución se ajustará trimestralmente en función del patrimonio de cada IIC. El coste del servicio de análisis soportado por SWM GLOBAL FLEXIBLE FI, en el primer semestre del año 2026 ha sido de 6.223 euros. Los principales proveedores de análisis durante el primer semestre han sido: BNP Exane, UBS, Kepler Cheuvreux, Deutsche Bank y Berenberg Bank. El servicio de análisis proporcionado mejora la gestión de las inversiones mediante la recepción de informes sobre las compañías, el acceso a sus páginas web con contenido de análisis, los informes recibidos de los proveedores y las llamadas o visitas recibidas o realizadas. Se realiza una evaluación periódica de la calidad del servicio de análisis y su contribución a la adopción de mejores decisiones de inversión mediante las calificaciones del equipo de gestión que son recopiladas y analizadas por la Unidad de Gestión de Riesgos y Cumplimiento Normativo. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. De cara al segundo semestre del año, esperamos un entorno de volatilidades más intensas, impulsado por el efecto contagio de la geopolítica en los mercados financieros. El fondo SWM Global Flexible, continuará con una política de neutralidad en exposición a bolsa, renovando las emisiones de renta fija, comprando papel denominado grado de inversión con una duración que esté acotada entre los 2 y los 3 años. No aplicable. Durante el período no se han realizado operaciones de adquisición temporal de activos. 153430090 1599 0.88 143672134 2383 0.85 0 0 0.00 9053145 167 0.99 0 0 0.00 122910102 858 3.90 37315138 1210 11.03 206142432 6014 9.45 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 34600061 276 -0.39 622147445 10919 5.65 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 1329270547 23426 4.97