CARTESIO X, FI 1.0.0 2024-01-01 2024-06-30 CARTESIO X, FI 1.0.0 2023-07-01 2023-12-31 CARTESIO X, FI 1.0.0 2024-01-01 2024-06-30 CARTESIO X, FI 1.0.0 2023-01-01 2023-12-31 CARTESIO X, FI 1.0.0 2024-04-01 2024-06-30 CARTESIO X, FI 1.0.0 2024-01-01 2024-03-31 CARTESIO X, FI 1.0.0 2023-10-01 2023-12-31 CARTESIO X, FI 1.0.0 2023-07-01 2023-09-30 CARTESIO X, FI 1.0.0 2022-01-01 2022-12-31 CARTESIO X, FI 1.0.0 2021-01-01 2021-12-31 CARTESIO X, FI 1.0.0 2019-01-01 2019-12-31 CARTESIO X, FI 1.0.0 2021-01-01 2023-12-31 CARTESIO X, FI 1.0.0 2019-01-01 2023-12-31 CARTESIO X, FI 1.0.0 2024-06-30 CARTESIO X, FI 1.0.0 2023-12-31 CARTESIO X, FI 1.0.0 2022-12-31 CARTESIO X, FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure CARTESIO X, FI 2908 02 02 2024 EUR A+ false RUBEN DARIO, 3 MADRID 28010 Tfno. 91 310 62 40 EM clientes@cartesio.com www.cartesio.com 05 RUBEN DARIO, 3 MADRID 28010 Tfno. 91 310 62 40 EM clientes@cartesio.com 2004-03-15 08 07 3 en una escala de 1 a 7 El fondo pretende preservar el capital a medio/largo plazo invirtiendo en distintos activos: renta variable, renta fija y liquidez. La renta variable no superará el 40% de la exposición total, variando ampliamente según se aprecie el riesgo de mercado, invirtiendo en un número limitado de valores (30-40), predominando empresas europeas de capitalización media/alta y menormente, baja, en general con horizonte de inversión mayor a 3años. La renta fija (pública/privada) podrá llegar al 100% de la exposición total, sin duración media de cartera prefijada, e incluirá instrumentos del mercado monetario cotizados o no, líquidos, depósitos y hasta 50% en deuda subordinada (derecho de cobro posterior a acreedores comunes) incluidos bonos contingentes convertibles o no (normalmente perpetuos y si se da la contingencia pueden no pagar cupones o aplicar quitas al principal influyendo negativamente en el valor liquidativo). Las emisiones tendrán calidad crediticia al menos media (mínimo BBB-), y máximo 30% en baja calidad (menor a BBB-) o sin rating. La inversión en activos de baja calidad crediticia o baja capitalización puede influir negativamente en la liquidez del FI. Invierte principalmente en mercados/emisores OCDE (predominando europeos), y máximo 20% en emergentes. Exposición máxima riesgo divisa:20%. Podrá invertir hasta 10% en IIC financieras (activo apto), armonizadas o no, del grupo o no de la Gestora. Directamente sólo se usan derivados cotizados en mercados organizados de derivados. El fondo sólo puede operar en derivados cotizados. 01 0.36 0.34 0.36 0.35 2.84 2.58 2.84 2.02 EUR 128679.22 117276.20 2973 2674 0.00 0.00 false 6.000,00 Euros 278792175 245394172 205234475 197172630 2166.5672 2092.4464 1897.5079 1954.0144 0.32 0.32 0.26 0.26 0.58 0.58 03 0.02 0.02 01 3.54 1.24 2.27 4.66 1.60 -0.44 -0.44 2024-04-16 2024-04-16 0.31 0.31 2024-05-07 2024-05-07 01 2.24 2.41 2.08 3.67 2.77 13.09 14.29 11.74 12.80 12.24 0.51 0.41 0.59 0.52 0.53 BLOOMBERG SERIES EURO GOVT 7-10YR 5.96 6.43 5.50 6.64 7.57 2.11 2.11 0.38 0.19 0.19 0.19 0.19 0.71 0.60 0.63 0.61 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 12 de Mayo de 2023 256038159 237860237 42466912 41034184 210250113 193040327 3321134 3785726 0 0 21652527 6494379 1101489 1039556 278792175 245394172 245394171.61 230398678.45 245394171.61 9.38 0.17 9.38 6109.30 0 0 0 0 3.47 6.15 3.47 -38.40 4.15 6.99 4.15 -34.98 1.99 2.09 1.99 4.31 0.71 0.24 0.71 221.65 1.25 3.83 1.25 -64.30 0.85 1.17 0.85 -20.45 0 0 0 0 -0.66 -0.33 -0.66 115.81 0 0 0 0 0.01 -0.01 0.01 -200.90 0 0 0 0 -0.68 -0.84 -0.68 -10 -0.58 -0.77 -0.58 -17.02 -0.02 -0.02 -0.02 6.30 0 0 0 31.72 -0.03 -0.03 -0.03 25.72 -0.05 -0.02 -0.05 189.74 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 278792175.27 245394171.61 278792175.27 ES0224244089 Bonos|FUNDACION MAPFRE|4,375|2047-03-31 EUR 1795915.00 0.64 1779301.00 0.73 ES0840609012 Bonos|CAIXABANK SA|1,312|2049-03-23 EUR 2339326.00 0.84 4099869.00 1.67 XS2199369070 Bonos|BANKINTER SA|1,562|2049-07-17 EUR 2202612.00 0.79 2198742.00 0.90 ES0865936019 Bonos|ABANCA CORPORACION B|1,500|2049-01-20 EUR 0.00 0.00 2850453.00 1.16 XS2357281174 Bonos|NH HOTELES|2,000|2026-07-02 EUR 0.00 0.00 3471801.00 1.41 ES0880907003 Bonos|UNICAJA|1,218|2049-11-18 EUR 4373367.00 1.57 2901340.00 1.18 ES0844251019 Obligaciones|CAJA AHORROS (IBERCA|2,281|2049-01 EUR 3162065.00 1.13 1874155.00 0.76 ES0343307023 Obligaciones|KUTXA|4,000|2028-02-01 EUR 0.00 0.00 911622.00 0.37 ES0840609046 Obligaciones|CAIXABANK SA|2,062|2049-12-13 EUR 3190610.00 1.14 1060539.00 0.43 ES0365936048 Obligaciones|ABANCA CORPORACION B|5,500|2026-05 EUR 1822430.00 0.65 1827510.00 0.74 ES0343307031 Obligaciones|KUTXA|4,750|2027-06-15 EUR 2848078.00 1.02 2848112.00 1.16 ES0380907073 Bonos|UNICAJA|6,500|2028-09-11 EUR 0.00 0.00 2910493.00 1.19 ES0344251014 Obligaciones|IBERCAJA BANCO SA|5,625|2027-06-07 EUR 2788131.00 1.00 2787664.00 1.14 ES0280907041 Bonos|UNICAJA|5,500|2034-06-22 EUR 2385954.00 0.86 0.00 0.00 ES0865936027 Bonos|ABANCA CORPORACION B|2,656|2049-07-14 EUR 3344574.00 1.20 0.00 0.00 30253062.00 10.85 31521601.00 12.85 30253062.00 10.85 31521601.00 12.85 30253062.00 10.85 31521601.00 12.85 ES0132105018 Acciones|ACERINOX SA EUR 1861090.00 0.67 1923899.00 0.78 ES0105025003 Acciones|MERLIN PROPERTIES SOCIMI SA EUR 3361436.00 1.21 3251543.00 1.33 ES0105027009 Acciones|CIA DE DISTRIBUCION INTEGRAL EUR 1542769.00 0.55 1429485.00 0.58 ES0173516115 Acciones|REPSOL SA EUR 2354962.00 0.84 1611592.00 0.66 ES0113900J37 Acciones|BANCO SANTANDER SA EUR 1484365.00 0.53 1295499.00 0.53 ES0140609019 Acciones|CAIXABANK SA EUR 1606475.00 0.58 0.00 0.00 12211097.00 4.38 9512018.00 3.88 12211097.00 4.38 9512018.00 3.88 42464159.00 15.23 41033619.00 16.72 XS1172951508 Bonos|PETROLEOS MEXICANOS|2,750|2027-04-21 EUR 1323677.00 0.47 1233984.00 0.50 XS2798125907 Bonos|ATRADIUS CREDITO|5,000|2034-04-17 EUR 2969992.00 1.07 0.00 0.00 XS2798269069 Bonos|TERNA RETE ELETTRICA|4,750|2049-04-11 EUR 1482049.00 0.53 0.00 0.00 5775718.00 2.07 1233984.00 0.50 XS0179060974 Bonos|AXA SA|2,750|2049-10-29 EUR 1970465.00 0.71 1739955.00 0.71 XS1028942354 Bonos|ATRADIUS FINANCE|5,250|2044-09-23 EUR 0.00 0.00 3017903.00 1.23 XS1512827095 Bonos|MERLIN PROPERTIES SO|1,875|2026-11-02 EUR 0.00 0.00 2304713.00 0.94 XS0203470157 Bonos|AXA SA|0,274|2049-10-29 EUR 3045834.00 1.09 2625348.00 1.07 XS1501166869 Bonos|TOTAL CAPITAL S.A.|3,369|2049-10-06 EUR 0.00 0.00 2051855.00 0.84 XS2121441856 Bonos|UNICREDIT SPA|1,937|2049-12-03 EUR 6620371.00 2.37 5269936.00 2.15 XS2193661324 Bonos|BP CAPITAL MARKETS P|3,250|2049-06-22 EUR 0.00 0.00 3092658.00 1.26 XS2228892860 Bonos|GLENCORE PLC|1,125|2028-03-10 EUR 0.00 0.00 2608667.00 1.06 XS2242931603 Bonos|ENI SPA|3,375|2049-10-13 EUR 1669492.00 0.60 0.00 0.00 XS2242929532 Bonos|ENI SPA|2,625|2049-01-13 EUR 0.00 0.00 2868189.00 1.17 XS2249600771 Obligaciones|UNIPOL GRUPPO SPA|3,187|2049-10-27 EUR 4320113.00 1.55 4131382.00 1.68 XS2356570239 Bonos|OBRASCON HUARTE LAIN|3,300|2026-03-31 EUR 1970407.00 0.71 2730836.00 1.11 XS2391790610 Bonos|BRITISH AMERICAN TOB|3,750|2049-09-27 EUR 5248084.00 1.88 4834350.00 1.97 USG7052TAF87 Bonos|PETROFAC LTD|4,875|2026-11-15 USD 832240.00 0.30 1376331.00 0.56 XS2250987356 Bonos|LENZING AG|5,750|2049-12-07 EUR 3053710.00 1.10 2865654.00 1.17 XS2451803063 Bonos|BAYER AG|2,375|2082-03-25 EUR 3625772.00 1.30 3611384.00 1.47 XS2027946610 Bonos|AROUNDTOWN SA|2,875|2049-01-12 EUR 0.00 0.00 985635.00 0.40 XS1728036366 Bonos|DIRECT LINE INSURANC|2,375|2049-12-07 GBP 2093001.00 0.75 1897470.00 0.77 FR0013336534 Obligaciones|CNP ASSURANCES|2,375|2049-06-27 EUR 3819920.00 1.37 3911360.00 1.59 XS2439704318 Bonos|SSE PLC|4,000|2049-04-21 EUR 3521420.00 1.26 3493099.00 1.42 XS2185997884 Bonos|REPSOL INTL FINANCE|3,750|2049-06-11 EUR 0.00 0.00 4090606.00 1.67 XS1640903701 Bonos|HSBC HOLDINGS PLC|2,375|2049-07-04 EUR 3180806.00 1.14 3070821.00 1.25 XS2441574089 Bonos|TELEFONAKTIEBOLAGET|1,125|2027-02-08 EUR 2217921.00 0.80 2151885.00 0.88 XS2406737036 Obligaciones|NATURGY ENERGY GROUP|2,374|2049-02 EUR 0.00 0.00 2963952.00 1.21 DE000A30VTT8 Obligaciones|ALLIANZ SE|4,597|2038-09-07 EUR 509726.00 0.18 4217676.00 1.72 XS1115498260 Bonos|ORANGE SA|5,000|2049-10-01 EUR 0.00 0.00 3523888.00 1.44 XS2534785865 Bonos|BANCO BILBAO VIZCAYA|3,375|2027-09-20 EUR 0.00 0.00 1815456.00 0.74 XS2186001314 Bonos|REPSOL INTL FINANCE|4,247|2049-12-11 EUR 3128073.00 1.12 0.00 0.00 XS2537060746 Bonos|ARCELORMITTAL|4,875|2026-09-26 EUR 3474990.00 1.25 3510754.00 1.43 DE000A3LBGG1 Bonos|TRATON FINANCE LUX S|4,125|2025-11-22 EUR 3408053.00 1.22 3427593.00 1.40 XS2559580548 Obligaciones|FRESENIUS SE & CO KG|4,250|2026-05 EUR 1919833.00 0.69 1943823.00 0.79 XS2561182622 Obligaciones|GOVERNOR & CO THE BA|6,750|2033-03 EUR 2577139.00 0.92 2598841.00 1.06 XS2553801502 Bonos|BANCO DE SABADELL SA|5,125|2028-11-10 EUR 1878861.00 0.67 1895381.00 0.77 XS2576550086 Bonos|ENEL SPA|6,375|2049-07-16 EUR 3793471.00 1.36 3771649.00 1.54 FR001400EFQ6 Obligaciones|ELECTRICITE DE FRANC|7,500|2049-12 EUR 1712752.00 0.61 1750385.00 0.71 XS2583203950 Bonos|BANCO DE SABADELL SA|5,250|2029-02-07 EUR 2385892.00 0.86 2372876.00 0.97 XS2585553097 Bonos|BANKINTER SA|1,843|2049-02-15 EUR 3087116.00 1.11 3047559.00 1.24 XS2462605671 Bonos|TELEFONICA EUROPE BV|7,125|2049-11-23 EUR 3697462.00 1.33 3676215.00 1.50 XS2611221032 Bonos|PERMANENT TSB GROUP|6,625|2028-04-25 EUR 3373776.00 1.21 3381737.00 1.38 XS2599156192 Bonos|VAR ENERGI ASA|5,500|2029-05-04 EUR 2857613.00 1.02 2896403.00 1.18 XS1294343337 Bonos|OMV AG|6,250|2049-12-09 EUR 0.00 0.00 1864428.00 0.76 XS2411537033 Bonos|BANCA POPOLARE DI SO|3,875|2032-02-25 EUR 0.00 0.00 642384.00 0.26 XS2293733825 Bonos|TRAFIGURA FUNDING SA|3,875|2026-02-02 EUR 3911006.00 1.40 3788874.00 1.54 XS2486270858 Obligaciones|KONINKLIJKE KPN NV|6,000|2049-12-2 EUR 0.00 0.00 1966963.00 0.80 XS2638924709 Bonos|BANCO BILBAO VIZCAYA|2,093|2049-09-21 EUR 2339063.00 0.84 2388115.00 0.97 XS2637954582 Bonos|TELECOM ITALIA SPA/M|3,937|2028-07-31 EUR 1409088.00 0.51 2122545.00 0.86 XS2678939427 Bonos|INTESA SANPAOLO SPA|4,562|2049-09-07 EUR 4754787.00 1.71 4740046.00 1.93 XS2675884733 Bonos|VOLKSWAGEN INTL FIN|7,875|2049-09-06 EUR 4189467.00 1.50 4175085.00 1.70 XS2586739729 Bonos|IMPERIAL BRANDS FIN|5,250|2031-02-15 EUR 2519062.00 0.90 2485779.00 1.01 FR001400F0H3 Bonos|JCDECAUX SA|5,000|2029-01-11 EUR 1251943.00 0.45 1263497.00 0.51 FR001400L5X1 Bonos|ACCOR SA|7,250|2049-04-11 EUR 3364448.00 1.21 3377447.00 1.38 XS2705604077 Bonos|BANCO SANTANDER SA|4,625|2027-10-18 EUR 2539333.00 0.91 2561691.00 1.04 FR001400F2R8 Bonos|AIR FRANCE-KLM|8,125|2028-05-31 EUR 1996444.00 0.72 2050754.00 0.84 XS2322423539 Bonos|INTERNATIONAL CONSOL|3,750|2029-03-25 EUR 1760911.00 0.63 1745274.00 0.71 XS2282606578 Bonos|ABERTIS INFRAESTRUCT|6,352|2049-04-26 EUR 0.00 0.00 3001538.00 1.22 XS2737652474 Bonos|AXA SA|3,187|2049-01-16 EUR 2460174.00 0.88 0.00 0.00 IT0005579492 Obligaciones|BPER BANCA|4,187|2049-07-16 EUR 2489743.00 0.89 0.00 0.00 XS2751667150 Bonos|BANCO SANTANDER SA|5,000|2034-04-22 EUR 915182.00 0.33 0.00 0.00 XS2751678272 Bonos|ENBW ENERGIE BADEN -|5,250|2084-01-23 EUR 1851644.00 0.66 0.00 0.00 XS2193662728 Bonos|BP CAPITAL MARKETS P|3,625|2049-06-22 EUR 3068106.00 1.10 0.00 0.00 XS2775027043 Bonos|AUTOSTRADE PER L'ITA|4,250|2032-06-28 EUR 829059.00 0.30 0.00 0.00 FR001400NC70 Obligaciones|ALD SA|3,875|2028-01-24 EUR 2398807.00 0.86 0.00 0.00 FR001400IU83 Bonos|UNIBAIL-RODAMCO-WEST|7,250|2049-10-03 EUR 2209683.00 0.79 0.00 0.00 XS2602037629 Bonos|NN GROUP NV|3,187|2049-03-12 EUR 3007061.00 1.08 0.00 0.00 XS2781410712 Bonos|BANCA POPOLARE DI SO|5,505|2034-03-13 EUR 1448458.00 0.52 0.00 0.00 BE0390119825 Bonos|UCB SA|4,250|2030-03-20 EUR 1198991.00 0.43 0.00 0.00 XS2661068234 Bonos|SERVICIOS MEDIO AMBI|5,250|2029-10-30 EUR 2545021.00 0.91 0.00 0.00 FR001400M2G2 Bonos|TELEPERFORMANCE|5,750|2031-11-22 EUR 2164078.00 0.78 0.00 0.00 DE000A3LWGE2 Bonos|TRATON FINANCE LUX S|3,750|2027-03-27 EUR 1498963.00 0.54 0.00 0.00 XS2799493825 Bonos|AROUNDTOWN FINANCE S|5,000|2049-07-16 EUR 1685820.00 0.60 0.00 0.00 XS2817323749 Bonos|BANCO SANTANDER SA|1,750|2049-05-20 EUR 3416004.00 1.23 0.00 0.00 XS2798884057 Bonos|TELECOM ITALIA SPA/M|3,937|2028-07-31 EUR 2025435.00 0.73 0.00 0.00 FR001400Q6Z9 Bonos|AIR FRANCE-KLM|4,625|2029-05-23 EUR 887983.00 0.32 0.00 0.00 FR001400Q7G7 Bonos|ALSTOM SA|5,868|2049-08-29 EUR 2745016.00 0.98 0.00 0.00 XS2830327446 Bonos|A2A SPA|5,000|2049-09-11 EUR 2678035.00 0.96 0.00 0.00 DE000A3E5TR0 Obligaciones|ALLIANZ SE|2,600|2049-04-30 EUR 2717351.00 0.97 0.00 0.00 XS2848960683 Obligaciones|EL CORTE INGLES|4,250|2031-06-26 EUR 600085.00 0.22 0.00 0.00 159870564.00 57.34 149698645.00 61.00 165646282.00 59.42 150932629.00 61.51 165646282.00 59.42 150932629.00 61.51 CH0012032048 Acciones|ROCHE HOLDING AG CHF 1217914.00 0.44 0.00 0.00 CH0012255151 Acciones|SWATCH GROUP AG/THE CHF 659482.00 0.24 738538.00 0.30 DE0006047004 Acciones|HEIDELBERGCEMENT AG EUR 1515039.00 0.54 1266549.00 0.52 DE0008404005 Acciones|ALLIANZ SE EUR 1322931.00 0.47 1547996.00 0.63 FR0000045072 Acciones|CREDIT AGRICOLE SA EUR 0.00 0.00 1365294.00 0.56 FR0000120172 Acciones|CARREFOUR SA EUR 1689270.00 0.61 1921126.00 0.78 FR0000120271 Acciones|TOTALENERGIES SE EUR 2217577.00 0.80 2807605.00 1.14 FR0000120628 Acciones|AXA SA EUR 1745547.00 0.63 1002660.00 0.41 FR0000125486 Acciones|VINCI SA EUR 1048829.00 0.38 1212156.00 0.49 FR0000130577 Acciones|PUBLICIS GROUPE SA EUR 1820244.00 0.65 1643544.00 0.67 GB0002875804 Acciones|BRITISH AMERICAN TOBACCO PLC GBP 1769539.00 0.63 1045904.00 0.43 GB0007188757 Acciones|RIO TINTO PLC GBP 1462364.00 0.52 1548497.00 0.63 GB0033986497 Acciones|ITV PLC GBP 1903791.00 0.68 1301938.00 0.53 LU0088087324 Acciones|SES SA EUR 1113070.00 0.40 1269689.00 0.52 NL0000009082 Acciones|KONINKLIJKE KPN NV EUR 751911.00 0.27 654877.00 0.27 FR0011476928 Acciones|GROUPE FNAC EUR 0.00 0.00 1046925.00 0.43 US02079K3059 Acciones|ALPHABET INC USD 1282792.00 0.46 1065628.00 0.43 GB00BDCPN049 Acciones|COCA-COLA EUROPACIFIC PARTNERS USD 1394686.00 0.50 1651036.00 0.67 NL0011821392 Acciones|SIGNIFY NV EUR 1424376.00 0.51 1520002.00 0.62 DE0006062144 Acciones|COVESTRO AG EUR 2175724.00 0.78 2091554.00 0.85 AT000000STR1 Acciones|STRABAG SE EUR 734831.00 0.26 0.00 0.00 MX01PI000005 Acciones|PROMOTORA Y OPERADORA DE INFRA MXN 512610.00 0.18 909800.00 0.37 FR0013326246 Acciones|UNIBAIL-RODAMCO SE EUR 1061188.00 0.38 965923.00 0.39 IT0004810054 Acciones|UNIPOL GRUPPO SPA EUR 1522941.00 0.55 1538844.00 0.63 BRCCROACNOR2 Acciones|CCR SA BRL 848103.00 0.30 1156209.00 0.47 US88032Q1094 Acciones|TENCENT HOLDINGS LTD USD 1421217.00 0.51 0.00 0.00 FR0013447729 Acciones|VERALLIA SA EUR 1121428.00 0.40 0.00 0.00 FR0013258662 Acciones|ALD SA EUR 1106019.00 0.40 980355.00 0.40 AT0000A36HH9 Acciones|STRABAG SE EUR 0.00 0.00 781052.00 0.32 IT0005508921 Acciones|BCA MONTE DEI PASCHI DI S EUR 1315939.00 0.47 0.00 0.00 AT0000A36HJ5 Acciones|STRABAG SE EUR 182038.00 0.07 0.00 0.00 FR001400AJ45 Acciones|MICHELIN EUR 1769390.00 0.63 1590540.00 0.65 IT0003128367 Acciones|ENEL SPA EUR 1571548.00 0.56 1494060.00 0.61 FR0010208488 Acciones|ENGIE SA EUR 1431819.00 0.51 1502229.00 0.61 US5949181045 Acciones|MICROSOFT CORP USD 983718.00 0.35 803352.00 0.33 DE0005785604 Acciones|FRESENIUS SE & CO KGAA EUR 0.00 0.00 1007404.00 0.41 DE000BAY0017 Acciones|BAYER AG EUR 787654.00 0.28 1004125.00 0.41 JE00B4T3BW64 Acciones|GLENCORE PLC GBP 1648571.00 0.59 1686999.00 0.69 44534100.00 15.97 42122410.00 17.17 44534100.00 15.97 42122410.00 17.17 210180382.00 75.39 193055039.00 78.67 252644541.00 90.62 234088658.00 95.39 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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 DJ EURO STOXX Venta Futuro|DJ EURO STOXX|10| 16956360 01 16956360 BRL/USD SPOT (SUBYACENTE) Venta Futuro|BRL/USD SPOT (SUBYACENTE)|1000| 1766318 01 BRL/USD SPOT (SUBYACENTE) Venta Futuro|BRL/USD SPOT (SUBYACENTE)|1000| 1766318 01 EUR/GBP (SUBYACENTE) Compra Futuro|EUR/GBP (SUBYACENTE)|125000| 1889031 01 EUR/USD SPOT (SUBYACENTE) Compra Futuro|EUR/USD SPOT (SUBYACENTE)|125000| 6311013 01 MXN/USD SPOT (SUBYACENTE) Venta Futuro|MXN/USD SPOT (SUBYACENTE)|5000| 1223263 01 MXN/USD SPOT (SUBYACENTE) Venta Futuro|MXN/USD SPOT (SUBYACENTE)|5000| 1223263 01 14179206 31135566 false false false false false false false false false false No Aplicable false false false false false true false true Existen Operaciones vinculadas repetitivas y sometidas a un procedimiento de autorización simplificado, relativas a compraventa de Divisas. En el periodo de referencia se han producido compraventa de divisas por importe total de 3.427.758,11 euros. Asi mismo se han realizado operaciones de compraventa de títulos de renta fija en las que la contrapartida ha sido una entidad del grupo del depositario (BNP Paribas Broker) por importe nominal de 10.100.000 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2024 cierra con subidas relevantes (9,1% con dividendos) en la renta variable europea. La rentabilidad de la deuda pública europea a largo plazo, representada por el índice Bloomberg Series-E Euro Govt 7-10 Yr Bond Index, ha bajado un 2,1%. 2024 concita varias citas electorales de calado internacional lo que genera incertidumbre política que también se traslada a los mercados. Como elemento común de las economías desarrolladas destaca la preocupación por el incremento de los déficit fiscales, lo que está llevando a un incremento del volumen de la deuda en el sistema. Esto debería conducir a un incremento de la rentabilidad de la deuda a largo plazo que contrasta con la contención que la inflación está experimentando en el corto plazo. Se aprecia, en efecto, un aplanamiento de la curva de tipo de interés que durante buena parte del año ha permanecido invertida. En este contexto, todas las coberturas tradicionales contra la inflación y, en particular, el oro y otras materias primas han tenido un buen comportamiento en lo que llevamos de año. La bolsa en su conjunto ha tenido un buen compartimento durante el primer semestre del año y eso a pesar de que ni los tipos de interés a largo plazo ni tampoco a corto plazo han bajado en línea con las expectativas que había a finales del año pasado. Nuestra lectura sigue siendo que las expectativas de una fuerte desaceleración en actividad y precios son prematuras. El mercado laboral sigue muy fuerte, la sensibilidad a la subida de tipos del sector privado ha sido más baja de lo esperado y las políticas fiscales y monetarias no son especialmente restrictivas ni en Europa ni en Estados Unidos. Si bien los resultados que han arrojado las recientes elecciones europeas han estado en líneas generales dentro de lo que cabía esperar, destaca el resultado en Francia. Ello ha dado lugar a la convocatoria de elecciones legislativas anticipadas, a correcciones de mercado y a un repunte de la volatilidad lastrando también las bolsas italiana y española. Vemos cierta sobrerreacción del mercado. En una sociedad libre, interconectada, rica y compleja como la francesa o casi cualquier economía de la OCDE, hay suficientes contrapoderes y complejidad como para llegar a conclusiones fáciles tras el nuevo escenario electoral. También es importante distinguir entre domicilio fiscal y contribución del país de origen a la actividad de la compañía en cuestión. Tanto por el hecho de que el mercado posiblemente se equivoque respecto a lo que significa un cambio político en Francia, como por el hecho de que las compañías francesas en cartera son multinacionales con un peso muy asumible en Francia, hemos aprovechado la corrección para subir ligeramente el peso en renta variable. Dicho esto, el poder centrifugador de la bolsa americana sigue siendo omnímodo. Prácticamente todo lo que no esté en el centro de una más que posible burbuja asociada a la inteligencia artificial, es descartado y ha corregido en el mes de junio. Mas allá de estas pequeñas correcciones temporales el mercado sigue en zona próxima a máximos, pero pensamos que en este entorno sigue existiendo una oportunidad en la valoración de nuestra cartera en términos absolutos y relativos a unos tipos de interés que, en términos reales, nos siguen pareciendo demasiado bajos. Dado el buen comportamiento del fondo, es necesario tener un horizonte a medio plazo y convicción para cristalizar la oportunidad y aguantar posibles correcciones en el corto plazo, sabiendo que la cartera está muy lejos de los sectores o valores más vulnerables por valoración o cambios en el sentimiento de los inversores. En renta fija seguimos viendo poco valor en la deuda pública a largo plazo. Nos preocupa la incontinencia fiscal en el mundo desarrollado y tendencias estructurales más bien inflacionistas, a pesar de la relativa moderación de la inflación de los últimos meses. Eso no quita para que, a diferencia de años pasados, puedan construirse carteras de renta fija con una expectativa de rentabilidad al menos razonable, si bien siempre apostamos por la renta fija corporativa frente a la pública y con duraciones relativamente cortas en un entorno ligeramente superior a los tres años. b) Decisiones generales de inversión adoptadas. El nivel de inversión en renta fija, crédito corporativo en su totalidad, se ha mantenido estable durante la primera mitad del año, y supone un 72% al cierre del semestre. Cabe recordar que este nivel se ha alcanzado progresivamente desde solo el 20% que representaba el crédito a finales de 2021. Hemos incrementado ligeramente la duración hasta alcanzar una duración media de aproximadamente 3,5 años. La cartera de renta fija mantiene una rentabilidad a vencimiento del 5,7% lo que consideramos atractivo en el entorno de mercado actual. Dada la atractiva relación rentabilidad/riesgo que ofrece la cartera de renta fija, los niveles de inversión en renta variable se mantienen bajo, con un nivel de inversión que a cierre del semestre representa el 14% de la cartera total del fondo. En renta variable durante el semestre ha salido de la cartera Crédit Agricole, Fnac Darty y Fresenius y se han incorporado Verallia, Caixabank, Banca Monte dei Paschi, Roche y Tencent. Las cinco posiciones de renta variable que más han aportado a la rentabilidad del fondo en el primer semestre han sido: Unipol, ITV, Caixabank, Tencent y Publicis. Las cinco posiciones que han detraído más rentabilidad al fondo en el semestre han sido: Carrefour, Signify, Bayer, CCR y SES Global. En renta fija se ha incrementado el número de emisiones en cartera superando las setenta referencias logrando así una mayor diversificación y hemos ido rotando progresivamente hacia una mayor duración. La cartera de renta fija ha subido un 4,5% en el semestre y la de renta variable un 7,74% (3,65% neto de coberturas). En su conjunto, el fondo ha subido un 3,54% en el semestre, mientras que el índice de referencia (Bllomberg Series E ¿ Euro Govt 7-10 Yr Bond Index) pierde un 2,1% en el semestre. c) Índice de referencia. El fondo utiliza el Bloomberg Series E Euro Govt 7-10yr Bond Index (Deuda Pública a largo plazo de la zona Euro) como índice de referencia a la hora de contextualizar su comportamiento. Además, el fondo no pretende batir la rentabilidad del índice en términos absolutos sino en términos de rentabilidad ajustada por riesgo, siendo su objetivo obtener una rentabilidad-riesgo (medido por el ratio de Sharpe) a largo plazo superior a su índice de referencia. No obstante, la composición de la cartera del fondo no está en absoluto indiciada al mismo. Por tanto, es muy probable que el fondo tenga un comportamiento distinto al del índice de referencia, especialmente en los períodos en que haya movimientos, al alza o a la baja, en la deuda pública a largo plazo de la zona Euro que no incidan de la misma manera en el comportamiento de la bolsa o la deuda corporativa, que son los activos principales, además de la liquidez, en los que invierte el fondo. El fondo, desde inicio, ha obtenido una rentabilidad-riesgo superior que su índice de referencia. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo sube un 13,6% en el primer semestre y el número de partícipes experimenta un crecimiento notable subiendo un 11%. La rentabilidad del fondo ha sido del 3,54% en el primer semestre. El ratio de gastos (ver anexo 2.2) es de 0,32% estando dichos gastos reflejados en el valor liquidativo. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La sociedad gestora (Cartesio Inversiones, SGIIC, S.A.) sólo gestiona dos estrategias (Cartesio X y Cartesio Y, con sus respectivos fondos réplica en Luxemburgo). Cartesio Y invierte sólo en renta variable y liquidez, mientras que Cartesio X invierte en renta variable, deuda pública, deuda corporativa y liquidez. Cartesio X tiene una volatilidad histórica del 4% frente un 10,8% en el caso de Cartesio Y. La rentabilidad de Cartesio Y en el primer semestre del 2024 ha sido del 6,0% con una volatilidad del 8,0%, que se compara con una rentabilidad del 3,5% en Cartesio X con una volatilidad del 2,3%. La menor rentabilidad de Cartesio X se explica por un peso medio del 13% en renta variable en el semestre (vs. 88% para Cartesio Y). 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En crédito han salido 19 emisiones de la cartera y han entrado 28 hasta llegar a un total de 74 referencias, lo que ha supuesto incrementar la diversificación y aumentar ligeramente la duración de la cartera. El peso total de la cartera de crédito se ha mantenido estable. En renta variable durante el semestre ha salido de la cartera Crédit Agricole, Fnac Darty y Fresenius y se han incorporado Verallia, Caixabank, Banca Monte dei Paschi, Roche y Tencent. b) Operativa de préstamo de valores. N/A. El fondo no lleva a cabo operativa de préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. La operativa de derivados del fondo (Anexo 3.3) refleja la cobertura, que puede ser parcial o total, de las inversiones denominadas en divisa, el riesgo de duración de la cartera de renta fija y la inversión en renta variable a través de opciones y futuros del Eurostoxx 50. A cierre del semestre el fondo mantenía coberturas parciales del riesgo de divisa así como futuros vendidos del Eurostoxx 50. d) Otra información sobre inversiones. N/A. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. El fondo no tiene un objetivo concreto de rentabilidad. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo en el primer semestre (2,3%) ha estado por debajo de su media histórica (4%). La volatilidad del índice de referencia (Bloomberg Series E Euro Govt 7-10yr Bond Index- Deuda Pública a largo plazo de la zona Euro) ha sido del 6,1%. La volatilidad relativa del fondo respecto a su índice de referencia ha sido del 36%, bastante por debajo de su media histórica (76,5%) y baja también respecto al año pasado (51%). 5. EJERCICIO DERECHOS POLITICOS. De conformidad con la política de ejercicio de derechos políticos adoptada por la Gestora, ésta tendrá la obligación de ejercer los derechos políticos inherentes de los valores que integran la cartera de los fondos que gestiona la Gestora, únicamente cuando el emisor de los mismos sea una sociedad española y la participación de los fondos (i) tenga vocación de estabilidad, entendiéndose que en todo caso concurre cuando la participación se hubiera mantenido durante un período mínimo superior a un año, y (ii) tratándose de sociedades cotizadas, que la participación fuere superior al 1%. No ha ocurrido esta circunstancia en los fondos gestionados por la Gestora durante el periodo de referencia de este informe. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplicable 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplicable 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. De conformidad con lo previsto en el artículo 5.13 del Reglamento de IIC y en el folleto del fondo se repercuten al fondo los gastos derivados del servicio de análisis prestados por terceras entidades. El importe concreto expresado en euros de gastos del servicio de análisis cargado al fondo en cada ejercicio, el importe presupuestado para el siguiente ejercicio y los proveedores más relevantes del servicio de análisis se indican en el informe anual. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A. No se han constituido compartimentos de propósito especial. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Pensamos que la economía global está en una fase de aterrizaje suave y que el sentimiento de mercado continúa polarizado entre sectores que cotizan a valoraciones atractivas o en línea con su media histórica frente a otros que lo hacen a múltiplos exigentes porque descuentan importantes crecimientos futuros. En este contexto, como siempre, sigue siendo importante prestar atención a la valoración de las compañías ya que el precio no deja de ser una línea de defensa ante posibles correcciones del mercado. Por el contrario, las altas valoraciones a menudo implican riesgo de pérdida de capital permanente si el crecimiento de las compañías no alcanza las expectativas previamente depositadas por el mercado o si la situación macroeconómica empeora. En este sentido, creemos que nuestra cartera de renta variable ofrece una valoración más que razonable: el PER medio de la cartera es 10,4 y la rentabilidad por dividendo de la cartera es de un 5,2%. En renta fija seguimos viendo poco valor en la deuda pública a largo plazo. Nos sigue preocupando el incremento del déficit fiscal de las economías del mundo desarrollado y la aparente falta de voluntad de atajarlo, lo que genera tendencias estructurales más bien inflacionistas. Por eso mantenemos una cartera de renta fija con poca duración (3,5 años) y un rendimiento a vencimiento del 5,7% que todavía consideramos atractivo. A los precios actuales, no vemos cambios sustanciales en el fondo los próximos meses. Nuestra perspectiva es ignorar el ruido político por las citas electorales de 2024 y seguir manteniendo un nivel de inversión del fondo históricamente alto. No aplica. No aplica. 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 260173614 2798 3.54 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 206819717 1444 6.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 466993331 4242 4.63