CARTESIO X, FI 1.0.0 2025-07-01 2025-12-31 CARTESIO X, FI 1.0.0 2025-01-01 2025-06-30 CARTESIO X, FI 1.0.0 2025-01-01 2025-12-31 CARTESIO X, FI 1.0.0 2024-01-01 2024-12-31 CARTESIO X, FI 1.0.0 2025-10-01 2025-12-31 CARTESIO X, FI 1.0.0 2025-07-01 2025-09-30 CARTESIO X, FI 1.0.0 2025-04-01 2025-06-30 CARTESIO X, FI 1.0.0 2025-01-01 2025-03-31 CARTESIO X, FI 1.0.0 2023-01-01 2023-12-31 CARTESIO X, FI 1.0.0 2022-01-01 2022-12-31 CARTESIO X, FI 1.0.0 2020-01-01 2020-12-31 CARTESIO X, FI 1.0.0 2022-01-01 2024-12-31 CARTESIO X, FI 1.0.0 2020-01-01 2024-12-31 CARTESIO X, FI 1.0.0 2025-12-31 CARTESIO X, FI 1.0.0 2025-06-30 CARTESIO X, FI 1.0.0 2024-12-31 CARTESIO X, FI 1.0.0 2023-12-31 CARTESIO X, FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure CARTESIO X, FI 2908 02 04 2025 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 2 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. 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INGLES|4,250|2031-06-26 EUR 3136765.00 0.68 3105772.00 0.81 XS2804500812 Bonos|OPTICS BIDCO SPA|3,937|2028-07-31 EUR 3562827.00 0.77 3576706.00 0.93 FR001400QR21 Bonos|CAISSE NAT REASSURAN|3,250|2049-07-16 EUR 6055206.00 1.30 6007615.00 1.56 FR001400QOK5 Obligaciones|ENGIE SA|4,750|2049-06-14 EUR 0.00 0.00 4362588.00 1.14 XS2896350175 Bonos|SNAM SPA|4,500|2049-12-10 EUR 0.00 0.00 3979126.00 1.04 XS2898762864 Bonos|SES SA|5,500|2054-09-12 EUR 967820.00 0.21 978189.00 0.25 IT0005611550 Bonos|INTESA SANPAOLO SPA|3,850|2032-09-16 EUR 3662784.00 0.79 3666855.00 0.95 XS2891752888 Bonos|SCANDINAVIAN TOBACCO|4,875|2029-09-12 EUR 5642540.00 1.22 5600305.00 1.46 IT0005611758 Bonos|UNICREDIT SPA|3,250|2049-12-03 EUR 5233757.00 1.13 6220412.00 1.62 BE0390152180 Bonos|KBC GROEP NV|3,125|2049-09-17 EUR 4017270.00 0.87 3936202.00 1.02 XS2800064912 Bonos|CEPSA FINANCE SA|4,125|2031-04-11 EUR 4786981.00 1.03 4797808.00 1.25 XS2838391170 Bonos|ITV PLC|4,250|2032-06-19 EUR 4934150.00 1.06 3667042.00 0.95 XS2933536034 Bonos|NEINOR HOMES SLU|2,937|2030-02-15 EUR 4378252.00 0.94 4371568.00 1.14 XS2854329104 Bonos|CECONOMY AG|3,125|2029-07-15 EUR 0.00 0.00 4188110.00 1.09 DE000A383HC1 Bonos|SCHAEFFLER AG|4,500|2030-03-28 EUR 4820944.00 1.04 4707732.00 1.23 XS2938562068 Bonos|KION GROUP AG|4,000|2029-11-20 EUR 2156498.00 0.46 2127375.00 0.55 XS2937255193 Bonos|ABERTIS INFRAESTRUCT|4,875|2049-02-28 EUR 7932359.00 1.71 5428421.00 1.41 XS2954183039 Bonos|ARCELORMITTAL SA|3,500|2031-12-13 EUR 4236513.00 0.91 4185326.00 1.09 XS2974156031 Bonos|SELP FINANCE SARL|3,750|2032-01-16 EUR 1507364.00 0.32 1503500.00 0.39 XS2963891028 Bonos|ENI SPA|4,500|2049-04-21 EUR 4875424.00 1.05 4841000.00 1.26 XS2984222989 Bonos|BANCO SANTANDER SA|5,625|2030-04-27 GBP 2134147.00 0.46 2137827.00 0.56 XS2977890313 Bonos|IREN SPA|4,500|2049-04-23 EUR 0.00 0.00 3635792.00 0.95 XS2576550243 Bonos|ENEL SPA|6,625|2049-07-16 EUR 8087016.00 1.74 6487650.00 1.69 XS3004055177 Bonos|BANCO DE SABADELL SA|3,375|2033-02-18 EUR 3166367.00 0.68 3174818.00 0.83 XS3013997666 Bonos|LLOYDS BANKING GROUP|1,875|2049-06-27 GBP 3579540.00 0.77 3522798.00 0.92 XS3021369809 Bonos|BANK OF IRELAND GROU|3,062|2049-03-18 EUR 5239025.00 1.13 5028062.00 1.31 XS3025344386 Bonos|AVIVA PLC|3,875|2049-03-31 GBP 4727341.00 1.02 4638813.00 1.21 FR001400Y8Z5 Bonos|UNIBAIL-RODAMCO-WEST|4,875|2045-10-04 EUR 0.00 0.00 5625260.00 1.46 FR001400Y7R4 Bonos|CREDIT AGRICOLE SA|3,125|2049-12-17 EUR 6277566.00 1.35 3914428.00 1.02 FR001400YRU1 Bonos|VEOLIA ENVIRONNEMENT|4,371|2049-08-20 EUR 0.00 0.00 2039989.00 0.53 XS3037646661 Bonos|BANCO DE SABADELL SA|1,625|2049-08-20 EUR 6267109.00 1.35 4922159.00 1.28 XS3076304602 Bonos|PRYSMIAN SPA|5,250|2049-08-21 EUR 6664913.00 1.44 2466720.00 0.64 FR001400ZKL2 Bonos|AIR FRANCE-KLM|5,750|2049-05-21 EUR 6067174.00 1.31 4470596.00 1.16 XS2646608401 Bonos|TELEFONICA EUROPE BV|6,750|2049-09-07 EUR 5536113.00 1.19 0.00 0.00 FR001400XJP0 Bonos|CREDIT AGRICOLE SA|1,468|2049-09-23 EUR 6054703.00 1.30 3473679.00 0.90 PTEDP5OM0008 Bonos|EDP -ENERGIAS DE POR|4,500|2055-05-27 EUR 6091745.00 1.31 3993086.00 1.04 XS3088627982 Bonos|VOLVO CAR AB|4,200|2029-06-10 EUR 0.00 0.00 4314946.00 1.12 XS3090081897 Bonos|STELLANTIS NV|3,875|2031-06-06 EUR 7800941.00 1.68 5997495.00 1.56 FR001400YQA5 Bonos|LAGARDERE SCA|4,750|2030-06-12 EUR 6851200.00 1.48 5564995.00 1.45 XS3090109813 Bonos|DEUTSCHE EUROSHOP|4,500|2030-10-15 EUR 6450799.00 1.39 3998719.00 1.04 XS3094762989 Bonos|RWE AG|4,125|2055-06-18 EUR 0.00 0.00 503468.00 0.13 FR0014010IV2 Bonos|ORANGE SA|3,875|2049-06-24 EUR 1485889.00 0.32 1483668.00 0.39 XS3095384809 Bonos|SSE PLC|4,000|2049-09-19 EUR 0.00 0.00 1502150.00 0.39 FR001400UM87 Bonos|SCOR SE|3,000|2049-12-20 EUR 4119333.00 0.89 3047814.00 0.79 XS3102778191 Bonos|REPSOL INTL FINANCE|4,500|2049-06-26 EUR 7518795.00 1.62 4032107.00 1.05 XS3099152756 Bonos|BANKINTER SA|1,500|2042-12-30 EUR 6181456.00 1.33 4815435.00 1.25 XS3089767183 Bonos|FCC AQUALIA SA|3,750|2032-06-11 EUR 4075176.00 0.88 4071882.00 1.06 FR0014010SB3 Obligaciones|CNP ASSURANCES|2,750|2049-07-02 EUR 2698049.00 0.58 0.00 0.00 XS3100756637 Bonos|BANCO SANTANDER SA|1,500|2049-10-02 EUR 7443756.00 1.60 0.00 0.00 XS3106543534 Bonos|LENZING AG|4,500|2049-07-09 EUR 4597903.00 0.99 0.00 0.00 XS3047452316 Bonos|LOTTOMATICA|2,437|2031-01-31 EUR 5571278.00 1.20 0.00 0.00 XS3022166493 Bonos|FNAC DARTY SA|2,375|2032-04-01 EUR 3507994.00 0.76 0.00 0.00 FR00140127U0 Bonos|DANONE SA|3,950|2049-09-08 EUR 4713547.00 1.02 0.00 0.00 DE000A4DFWV3 Bonos|EVONIK INDUSTRIES AG|4,250|2055-09-09 EUR 5148372.00 1.11 0.00 0.00 XS3181972962 Bonos|FORD MOTOR CREDIT CO|4,448|2032-09-16 EUR 5586471.00 1.20 0.00 0.00 XS3181537286 Bonos|VODAFONE GROUP PLC|4,125|2055-09-12 EUR 4037006.00 0.87 0.00 0.00 FR0014012ST1 Bonos|RCI BANQUE SA|3,062|2049-09-24 EUR 4422180.00 0.95 0.00 0.00 FR0014012SJ2 Bonos|VALEO SE|4,625|2032-03-23 EUR 5013750.00 1.08 0.00 0.00 FR0014012J64 Bonos|UNIBAIL-RODAMCO-WEST|4,750|2049-09-11 EUR 7150202.00 1.54 0.00 0.00 XS3193932699 Bonos|GESTAMP AUTOMOCION S|2,187|2030-10-15 EUR 3335501.00 0.72 0.00 0.00 XS3145729557 Bonos|POSTNL NV|4,000|2030-10-02 EUR 2535686.00 0.55 0.00 0.00 FR00140132E4 Obligaciones|ELECTRICITE DE FRANC|4,375|2049-04 EUR 6736312.00 1.45 0.00 0.00 FR0014013BG2 Obligaciones|ENGIE SA|4,000|2049-04-13 EUR 2781754.00 0.60 0.00 0.00 XS3150869819 Bonos|JT INTL FIN SERVICES|3,870|2055-09-04 EUR 4477067.00 0.96 0.00 0.00 XS2778385240 Bonos|ORSTED A/S|5,125|3024-03-14 EUR 5641439.00 1.22 0.00 0.00 FR0014013JG5 Bonos|BPCE ASSURANCES SA|2,875|2049-10-22 EUR 3723224.00 0.80 0.00 0.00 XS3216166663 Bonos|BRITISH AMERICAN TOB|4,200|2049-01-30 EUR 4510941.00 0.97 0.00 0.00 XS3226545617 Bonos|BANCO BILBAO VIZCAYA|1,406|2049-02-11 EUR 7362666.00 1.59 0.00 0.00 FR00140144T7 Bonos|VERALLIA SA|3,500|2029-11-14 EUR 4994415.00 1.08 0.00 0.00 XS3029358317 Bonos|ACS ACTIVIDADES DE C|3,750|2030-06-11 EUR 4992698.00 1.08 0.00 0.00 XS3231216998 Bonos|REPSOL INTL FINANCE|4,197|2049-02-19 EUR 2388766.00 0.51 0.00 0.00 IT0005676249 Obligaciones|BPER BANCA|2,937|2049-03-19 EUR 3010980.00 0.65 0.00 0.00 FR0014014LG9 Bonos|CANAL PLUS SA|4,625|2030-12-03 EUR 5545093.00 1.19 0.00 0.00 XS3239332359 Bonos|WPP FINANCE SA|3,625|2031-06-09 EUR 5430554.00 1.17 0.00 0.00 XS3247024824 Bonos|MANPOWERGROUP INC|3,750|2030-12-13 EUR 2982903.00 0.64 0.00 0.00 360680898.00 77.72 254973399.00 66.36 USG7052TAF87 Bonos|PETROFAC LTD|4,875|2026-11-15 USD 123592.00 0.03 0.00 0.00 XS2356570239 Bonos|OBRASCON HUARTE LAIN|3,300|2029-12-31 EUR 1796932.00 0.39 1764475.00 0.46 1920524.00 0.41 1764475.00 0.46 362601422.00 78.14 263676927.00 68.62 362601422.00 78.14 263676927.00 68.62 CH0012032048 Acciones|ROCHE HOLDING AG CHF 2126707.00 0.46 1300101.00 0.34 CH0012255151 Acciones|SWATCH GROUP AG/THE CHF 1165410.00 0.25 891400.00 0.23 DE0005190003 Acciones|BAYERISCHE MOTOREN WERKE AG EUR 1024540.00 0.22 0.00 0.00 DE0005773303 Acciones|FRAPORT EUR 0.00 0.00 1705802.00 0.44 DE0006047004 Acciones|HEIDELBERGCEMENT AG EUR 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INSURANCE GROUP AG EUR 1798369.00 0.39 1272797.00 0.33 DE0005552004 Acciones|DEUTSCHE POST AG EUR 0.00 0.00 976603.00 0.25 US02079K3059 Acciones|ALPHABET INC USD 1873991.00 0.40 1320497.00 0.34 FR0000073298 Acciones|IPSOS EUR 1104885.00 0.24 0.00 0.00 FR0000051807 Acciones|TELEPERFORMANCE EUR 1931758.00 0.42 1925300.00 0.50 NL0011821392 Acciones|SIGNIFY NV EUR 1754645.00 0.38 1693948.00 0.44 AT000000STR1 Acciones|STRABAG SE EUR 859005.00 0.19 973000.00 0.25 FR0013326246 Acciones|UNIBAIL-RODAMCO SE EUR 1086312.00 0.23 1761631.00 0.46 IT0004810054 Acciones|UNIPOL GRUPPO SPA EUR 2467742.00 0.53 2018462.00 0.53 US88032Q1094 Acciones|TENCENT HOLDINGS LTD USD 2016919.00 0.43 1693440.00 0.44 FR0013447729 Acciones|VERALLIA SA EUR 0.00 0.00 1692649.00 0.44 IT0005508921 Acciones|BCA MONTE DEI PASCHI DI S EUR 4104912.00 0.88 2492312.00 0.65 DE000ENAG999 Acciones|E.ON SE EUR 0.00 0.00 982125.00 0.26 FR001400AJ45 Acciones|MICHELIN EUR 1956674.00 0.42 1804056.00 0.47 IT0003128367 Acciones|ENEL SPA EUR 1814690.00 0.39 1949552.00 0.51 FR0010208488 Acciones|ENGIE SA EUR 1810235.00 0.39 1609502.00 0.42 US5949181045 Acciones|MICROSOFT CORP USD 0.00 0.00 678500.00 0.18 DE0006219934 Acciones|JUNGHEINRICH EUR 1394556.00 0.30 1835483.00 0.48 JE00B4T3BW64 Acciones|GLENCORE PLC GBP 2750110.00 0.59 1951386.00 0.51 60887974.00 13.12 53773775.00 13.99 60887974.00 13.12 53773775.00 13.99 423489396.00 91.26 317450702.00 82.62 439547223.00 94.72 354240373.00 92.19 0.00 Distribucion1.png png 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AAoTa5Z7KihiFpbLZ7PFiqCJLNF9kl25ilgdTC1Z1aot+uwz3mYuXLhAt24A0CaJDgAKs0Jc4C0nuXlWTpFP6YTyYdyILcHE0+jtmD/aviSWBpPN3gEDeJVZtWoV3boBQJskOgAozPPiAm9RCU6u0ze9pk7oH0aM2BVMOa8OPRj9ZGOxLphyIq2tXfTCwsLoBg4AGiTRAUCB/hSXdgvMj+FP64T+YcSIdcFk49b786wqVcWuYPpZNXUqrzK7d++m2zgAaJBEBwAFmi2u65YZ5xAbnVBBjBWxMZhgnhwTd7T9v8WKoJUc79mTV5mFCxdmZGTQzRwAtEaiAwDDchlrIS7qlpnkrKpv3n9SJ7QQo0TsDaaWfw87GtWwqdgPNJT7Tz4pv8Z05swZuqUDgNZIdABg2G/iim7JOR3bqHd2FZ1QREofsTqYVOa96pJVVZMvKpGsnjyZVxlvb2+6pQOA1kh0AGDYTHE5t/B4hNjqhCJS+ojtwURSf2zCoQ69xU6g0fz+8svyEzNRUVF0YwcATZHoAMCwVuJabuHJY1ZvR1jrhC5SyogdwhTy8ojfIxpbi4VAu4mvX99l3jxeZQ4ePEg3dgDQFIkOAAw4Ly7kCE9E6hOvpdbSCXWkNBFrRIXnsz7umdWqiW1A65FfY/r666/p9g4AmiLRAYABc8VVHJGzO8K6F7PSCY2kxBGbRAWmzrjkAx3/K5YA88iRXr3k15giIiLoJg8A2iHRAYABlv7NeIXnE6O+aUbsExWVbiNOhzVpLjYAs0lYixZylQkICKCbPABoh0QHAFQ0Y5XE9RtRkpFTZXBMI51QSkoWsVJUSD7uuyyjWnVx+Ten5FWq9OWnn/Iqs2LFCrrVA4B2SHQAQG0RF2+E5ML9Bq9mVdMJvaQEEVtFOafW2NS9nfqLC79ZZsewYXiNCUDrJDoAoMaJKzcixvOOcb4CWOwW5ZkuTufvNGspLvnmmgsODnKVCQwMpBs+AGiERAcAlLW4bCMGMzGsuU6oJsWNWC/KLdNf/zq9eg1xvTfjJNepI1eZNWvW0A0fADRCogOAR1wXF2ykoMRk1Hg9qY5OaCfFitgwyiE1xqXv7jxQXOktIV9Pn86rzPz589PS0ujmDwBaINEBwCPWiQs2UkgORDXrlVdJJxSUokfsGWUde6dLwU/Zimu8hcR38GD5iZnLly/TzR8AjOqDDz4YPHhwz5494+Li6GmlINEBwCMmias1UnjmBtvqhIJS9IhVo0zzXj+vtBo1xQXecnL2+eflKuPr60s3fwAwquzsbDoyBokOAB7RVlyqkcKTlVtp+L0mOqGjFDFi2yijVB+XueP5oczKSlzdLSrRTZrIVWbZsmV08wcokdTU1MjISDLctWtXfHy8erJw4ULbh6pXr37lyhV5bvDiouvXr5NJSEhIjRo1OnTo0K5du06dOslfmBQeHs6vvMNDL774IrmUTLx5Mm9vb0mSQkND6QmM1atXT77xTk5O9DThgoGBgbVr11Y+KrhixQr5Ecd/0uHDh9vZ2fHbNmPGjPT0dPkMnp6ebdu2dXBw6Nu3r8F/XU2iA4B/RDNmJS7VyGPzV0K9PpnVdUJNKUrEzlEWsXvr6t9PtxHXdQtMnpWV/O0y3P379+mDAKCY8vLy5s6dS5rxyZMnq1Sp8vfff6uHinv37vXu3Vs+bPDiXFBQ0FA9+ZXQnTt3btu2jZyHVxneYOTD/N9q1aoVLwq8yvCW8OgZqUJuHm8Sjo6O33zzDZlHR0fzk8hQjVyQV5kGDRqMHTtWPipXmczMTF5ieIvik5ycnDlz5sit6Nq1azY2NikpKfzwoUOHevbs+eBKCyDRAcA/9ouLNFLErAttqRNqSlEi1g6jZ1L/Nak1nxAXdYvN5tGj5Spz4cIF+iAAUMnNzd3z6+llPoE8/AA/Ss/BGF93GzVqpO4iycnJvKl07drVYFfgpk+fzhds+bB4cdmUKVMiIiJu377t7OycnZ09ZswYcgb2aJXhFixYsHTp0sdWmUJuHi/31tbWAQEBOp2OnHTmzJmJEyeSoUK8IK8yvMd069aN1yb2sMps2LDh3XffVS7Fa5y9vf3Nmzf5efjt4UVHnstdpxASHQD8Y5G4QiNFz9Q7JWkzYvMwYqqOy9razSlPsvQXlUgO9ukjVxk/Pz/6IAB4KCUl5fNv/BtOTpAfTfwAPyo/c0B8++236i4yadKkI0eO9OnTR+wK3J07dwYMGKCekIvLzp07N1zv0qVLnp6eR48eJWdgQpXZuXPn1KlTeZWpUaNGp4fefvtt1SXyFXLz1q9fz/tKVlZW/fr1o6Oj1SfxK7ezs+vbt6/ySpaaeEFeZcaPH//77787OjryyiJXmVmzZm3cuFF9QX6DfX19eUd0cnLiZWjatGnilYskOgD4xwhxeUaKnvsZ1fsn1NMJZaXwiP3DWGk76vr1Fs+KCzly2d5erjJ8haAPAoCHPNYFVJuYpX5M8aN8SM/3aBfZsWPHxx9/zA8Y7ApM/6GegwcPqicGq4wiKSmJlw861SNVZteuXXKVKeRZmcJvXv/+/X/++Wd+YMiQIeS7l86fPy9X/2vXrjVu3Jg8QSVeUK4y/MDo0aN5fZGrzMyZMzdt2qS+4Pvvv89vknz41q1bXl5e/CcaNmyY+jwiiQ4A/vGsuDwjxcrR6Ca9cyvrhL5SSMQKYpSMe8MnuVZtcRVHmOqdv/h2GShIRkbGCJcT4iOLD/lJ5MzqLsIrQufOnR0dHevWrctX5Rs3bjx6XvbMM88or6TICq8yfEO9cuVKQEBAr169RowYERYWppxEqoybm9uSJUsKrzKF3LzExMQ6deo46j333HP9+vVTXe4RrVu3jomJUY4avKBSZfjt4T+yq6sr/xl9fHymTJmiXDAvL8/BwYE3Kl9fX39/f2XIr7/wd/5KdADwQDL2ImmUuBXzs9ni38pSpur47I3d386z+E8qFZLcSpVcv/hCbjM3b96kDwUA/QdtHJyvi48vPhQ/bWSwiyhPe/C1WWk/QUFBr7/++iPnK+DiMv5vTZ8+nR8YNmwYL0BHjx5dunSpcqq6yvDDvAFEREQUXmUU4rMymzdvVp4O4e2Edx3+X+VUd3f3efPmMf1zJ61atVLmrIALKlWG6TtW06ZN+c/Ifw/t27ffs2cP0/9a+BWOGjWKH967dy+vQfKLd7zE2NjYpKamPrh2QyQ6AHjgjLgqIyVIbp7VW3eb6YTKUlDEv5WlSZtRf19t2V5cvBGS76ZMkavM8ePH6UMBoBTPyiiUrsD/26xZM3m4cOHC5cuXP3K+Ai4uc3Z25tWEHzhw4MDQoUNHjhypfrqC15eaNWvyNsO7C/8vPw/TPwuifq8MJ3YvZqjKDB48WHmthxs0aNCWLVuUo/Hx8fwGdO3atUePHidOnFDmrIALqqtMeno6bz/yz8hv3pAhQ+zt7du1azd58uSEhAT5PCtXruzSpYudnR0/6bFvYpPoAOAB7BDbaLmdVOc/6TV1QmsxGPFvZYkz6o0tSbXriMs2Ikb5zl/1n2AAtaK/V+axvLy86AhKQaIDgAfmiUsyUuJsDS/qnibFRlKCVB6Xs/bFiblWlcQ1GzGYQJ1OrjJ45y8UpOifYCpcUlLSxYsX6RRKQaIDgAfeEtdjpDSZHmKjE4qLGLGXFDe2o4Iv23YQV2ukkFx0cJCrzIIFC3JycuijAUCvKN8rA+VPogOAB54XF2OkNEnOqvrm/QY6obuQiNWkWBk+cFtCnXriUo0UnjstW8pVhrt79y59NACACZPoAOCBhuJijJQyJ2Ma9c6pohPqizpiOyliKo3P/e7lKbmV8KJSSZJUt65SZfCdvwDaItEBQL407H2pjLLscS8ziR2lKGk+OiyodSdxhUaKGisrt4efxz5y5Ah9QACACZPoACDfTXENRoySPGb1doS1TmgwSsSa8tgMGuQbX7c+XZuRYmblhx/KVeaxO3wBAGP54IMPBg8e3LNnz7i4OHpakUl0AJAvUFyDEWMlIrXWf1Nr6YQSI0dsKoXEagJb2ePDnMqVxYUZKW7Wjx8vV5l169bRBwQAlI3s7Gw6Kj6JDgDybRYXYMSI8Y14uhez0gk9hkfsKwXlqTF3z/7reXFJRkqWn0aMkKuMh4cHfUAAFEdqaqryNXS5ubnOzs6dO3du06aNvFsitXr16tnqOTk5qee7du2Kj49XT0TXr18nk5CQkBo1anTo0KFdu3adHu7lMTw8vHr16h0eevHFF8mlCroNMm9vb0mSCtpvgPon5ebNm8f/3Zdfftngt2aTqwoMDKxdu3ZERIR8VN4rE9N/o/Hw4cPt7Oz4rZ0xY0Z6erp8Bk9Pz7Zt2zo4OPTt25fcHkl9BOCh5eLqixg3nxTwphmxshhMvyG/3K/XQFyPkRJn74ABcpXhjPJ/imCZ8vLy5s6dq3xd77Fjx+QdX//1119NmjThpyrnjI6O5quyclRx8uTJKlWqkO/eDQoKGqp3+fJlpt8x9bZt29RnYI/uuIBfvFWrVrwWFL7jgoJug4Kf6ujo+M0339AThJ/0zz//7N69O69uvr6+8v4HCHJVvMo0aNBg7Nix8lG5ymRmZvISI7/Im5OTM2fOHLlgXbt2zcbGRv4Wn0OHDvXs2fPBlepJ6iMAD80Vl17EuEnPqTI4tpGuRFVm+Ssz8aKS0XO4Vy+lysTGxtLHBID+KZbTe/YELlvGww8Y/F4Zvso2atRIvWfs7du3y4fbtGmj3l/pmTNnJk6cqByVJScn9+7du2vXrqTKTJkyJSIi4vbt287OzrxqjxkzRn2qjOxOcsGCBUuXLi28yhi8DYr79+9bW1sHBATodDp6mvCTfvXVV/JOtuPj4xs2bPjIWQ1dFa8yvMd069aNVzf2sMps2LDh3XffVS7F25K9vf3Nmzf5efjvRNnvJnlDm6Q+AvDQh+LSixg9F+4/+Wp2VV1xqkzTMfdOPfuCuAwjpc/J7t2VKsOXBPqYAIuXkpLi//nnCXyR1m8w/AA/avDbfg3uRGnnzp3/+c9/yMTOzq5v377Ki0HcpEmTjhw5Iu4R6dy5c8P1Ll265OnpefToUfWpMlJl+PVPnTqV7IPp7bffVl3C8G1QrF+/nhedrKys+vXrR0dHk1PZoz/pp59+6u3tLR9u0qQJeWpTvCp5r0y///67o6MjryxylZk1a9bGjRvVF+Q/gq+vL2+NTk5OvAxNmzZNvJ0SOQ6gN1pcd5GyyLfCy0xifVHy36EHYhs8+DOKGD2X7e2VKnP16lX6mACLF+DhkVWtmnqb4UcDDL2zilQZvqjPnj27e/fu5Nm+8+fPyztKvHbtWuPGjflqvWPHDvmJDbHKKJKSknjdoVM9UmV27dolV5lCnpURb4P61P79+8vv7xkyZMiaNWvUJ8nUP+knn3yyevVq+TC/KuUZFJl4VcoOJkePHs3ri1xlZs6cuWnTJvUF33//fWXPaLdu3fLy8uI/o7LnbZmkPgLwUD9x0UXKKBPCHtk9k9hg5Hyp+yS7chVxAUaMlevPPqtUmTNnztDHBFi2jIyMEyNGiJsNHxa+Z2zeY3gv4VUmKyvr0XM9onXr1jExMfycnTt3dnR0rFu3Ll+wb9y4Qc/HGN8+r1y5EhAQ0KtXrxEjRoSFhSknkSrj5ua2ZMmSwquMmnwblKOJiYl16tRx1Hvuuef69eunOu8D6p/Uw8ODtxmmvyB5gcngVSlVht/CZ555xtXVlV+Vj4/PlClTlAvm5eU5ODjwVufr6+vv768M+U1Vv/NXUg4BqPQQV1ykjBKdXuP15Dq6gqtMo7djfm/3kvg3FDFubrVurVQZg8/egyWLjIy87uAgbjZ8qP4Ij0y9wK9bt069NjP9Siy3H3d393nz5jH9kw2tWrVSn6egZ2X4vzV9+nR+YNiwYZmZmXxDXbp0qXKqusrww3y9j4iIKLzKFHIbNm/erDz5wbsIb1f8v+ozsEd/Ul6w5Hfj7t+/n7zt1+BVKVWG6VtX06ZN+VXx30z79u337NnD9L8oftvkq9q7dy+vQfLLebzE2NjYpKamPrh2/V9SANEL4oqLlF32323WK6+SzlCVeXXooXtPNhH/gCJGzx0bG6XK7Nu3jz4mwLKV+FmZSZMm8UX6Xw/xBZh3lGbNmjH922OHDh3atWvXHj16nDhxQn0NBVUZZ2dnXk34gQMHDvDLjhw5Uv3kBK8vNWvW5G2Gdxf+X34epn/OQ/1eGU7dvQq5DYMHD1Ze2eEGDRq0ZcsW1en5yEtprq6uOp2O33jyYWmDV6WuMunp6bxIyVfFb/CQIUPs7e3btWs3efLkhIQE+TwrV67s0qWLnZ0dP0l+UUwhqY8APOQgLrdImeaLYFudUGXcen+RVaWq+NcTKYtEWFsrVUb9ZxdAVvT3yjyWl5cXHUEpSHQAkK+duNYiZZqs3MrD7jXRsQdVpsHb94/a/VtcbpGyy70mTZQq88MPP9DHBFi8on+CqXBJSUkXL16kUygFiQ4A8rUW11qkrPNXQr0+mdV5j/n3sKN3GzUT11qkTBP35JNKlSEfBwWQFeV7ZaD8SXQAkK+FuNAi5ZC1oS3cXl+UVRUvKlVA4hs0UKoMdsMEoCESHQDkayWuskj5JD21Rnz406HHWgT72IbObhk9oEn60zXFdRcxeuIaNlSqjPL1GABg+iQ6AMj3jLjEIhWYzIwnooMbhx5vEbzRNvSzlvfeaJLWHP3GyIlu3FipMnhXJoCGSHQAkA9v+9VAMtJrRIc0Dv2tRfAm3m9a3HuzSVrLJ8QVGiliopo2VaqMwZ3nAUDpffDBB4MHD+7Zs2dcXBw9raQkOgDI10FcOBFNJD29RkxIo9DfWwRvtr3zRct7g5qm2qDfFCmRqg9jr1ixgj4mAMAYymK38xIdAOTrLK6RiHaTkV495k7jsD9aBG+xvTOX95smqbboNzThzZvjWRkovU2bNnXv3r1t27aHDx9m+g89OTs7d+7cuU2bNvJOiBT8pHfeeaddu3YODg6nTp0q/Myi69evk8mVK1fUu7DmW/K3334rH/b29pYkSf3NdZ6envxG8n+6b9++8nzkyJEdOnSwtrZu1KgRP9CjR4+CLquWmpoqft+xjFwwMDCwdu3aERER8lF5p0tM/xXGw4cPt7Oz4//ojBkz0tPTlWsoIokOAPL9W1wOETNLRgbvN43C/mge/IPtnXkt7w1umtq6lrjAW05CbG2VKsP/ytPHBEARhIeHd+zYMSMj4+rVq7wl8MmxY8cGDBjAD/z1119NmjTJy8tTzuzv7//aa6/xCV/j5d5QyJmDgoKG6l2+fJnp92i9bds25VRZIVWG9xVHR0elo1+7ds3Gxkb+UpxDhw7JOxyQfffdd7Nnz1aOMuGyavwWzp07V9wNuIxckP+YDRo0GDt2rHxUrjKZmZm8xOzatYtPcnJy5syZ4+TkpFxDEUl0AJBvgLjyIZaQzIxqMaGNwk60CN5qe2e+TdSQpiltLKXfXGvXTqkyq1atoo8JAPl7ZU7vCQxcxsMPiN8r4+Xl5ezsLB/mCzP/744dO7Zv3y5P2rRpk5aWppz5wIEDb775Jj9w+vRpuUwUcuYpU6ZERETcvn2bX392dvaYMWOUkxQFVZn79+9bW1sHBAQop548ebJr167KzqvlJiEjVUa8rBq/2Y0aNTJYZcQL8irDe0y3bt34v84eVpkNGza8++67yqV4N7K3t79586YyKQqJDgDyjRYXOcRik5lZLSaM95vm+f1mQcuo4c1S/lVbrAJaT1CnTkqV8fb2po8JsHj53/br/3lCQkP5ccEP8KPk237nzJnz2muvvfTSSx07dty7d6/6pJ07d/7nP/9RT/iy3a9fv2effbZWrVpkZ+zimc+dOzdc79KlS56engb3eMqrTO3atZV9LTVr1kyuMuvXr584cWJWVlb9+vWjo6OZvpM5OTnxqjFt2jTeNtRXQqqMeFmC7IZJIV5Q3unS77//7ujoyH92ucrMmjWLfCPl1KlTfX191ZPHkugAIN974nqGIOpkZVaNDWsYdrJ58I+2d9xsokY0S35G2/3mxIsvKlXm+++/p48JsHgBAR5ZWdUeeRRkVeND9XlmzpzZt29fvk6HhoY2btxYftomOzubl4Pu3bvHxsaqz/zLL7/06dMnODiYr+Uvv/yyPCzozIqkpKRJkybRqV5Bz8r0799ffufNkCFD1qxZo5zh1q1bXl5evPQou61mQpUp6LKKgqqMeEFl/5GjR4/mP7JcZfhvbNOmTeoLvv/++8XdCZpEBwD5ZotLF4I8Nvn9Jrxh2KnmwT/ZhrjZ3HVqlty2jlgaTDOHe/VSqgz/H0r6mADLlr9n7BMjxG2eD9V7xl60aNHSpUvlw23atImJieHVhPcVXg6ysrKUs8n4mr1582b5sK2tbXx8fCFnVvDtk1eWgICAXr16jRgxIiwsTDnJYJVJTEysU6eOo95zzz3Xr18/fpKvr6+/v798Nl68Wrdurbw5V11lDF6WMFhlDF5QqTLh4eHPPPOMq6srv6CPj8+UKVOUC/Ib4+DgYHCv4IWQ6AAg33LxEYsgJUtWVtXYiIZhp5sHb7MNWWhzd1Sz5Ham2G/8+/VTqszWrVvpYwIsW2Rk5PXrDuLmzYfqz++cOnXq1Vdf5esxX4xbtmzJJ+vWrVMv1Uy/Wsvtx8PDY9KkSfzojRs3mjVrxg+IZyb4vzV9+nR+YNiwYZmZmUePHlWaEyugyvC2pDzpwhtG3bp1+X/37t3LS4b86hgvMTY2NqmpqfJ51FXG4GXlowqDVcbgBZUqw7m5uTVt2pRfkP8q2rdvv2fPHqb/zcybN2/UqFHK9RSRRAcA+baKj1gEMWKys6rwfhN+pnnIdtsQd5vIMU8lt6vg16d2Dh2qVJndu3fTxwRYtiI+K8N9/vnnL7zwAi8Kx44d40d5WeFr9r8e4o2BtxxeXPhJ6enpb731lp2d3XPPPffrr78aPLP6mjlnZ+fw8HCmf8vw0KFDR44cqf6MtMEqM3jwYPXrNYMGDdqyZQs/sHLlyi5duvB/3d7e3s/PTzmDusoUdFk1g1XG4AXVVYb/7K1atZIvyH+iIUOG8JvRrl27yZMnJyQkKBcsIokOAPIdER+xCFLWyc6uEhfxZNiZ5sE7bEMW2USOtU6yK7/nb9ZPmKBUmf3799PHBFi8orxXpoiwZwzjkugAIN81cZlBkApJTnbluMgnw882D9lpG7LYJnKcdaJ9XbGIlD4rnJ2VKmPw4yFg4YryCaaiSEpKunjxIp1CKUh0AJAvUVxREMR0kpNT+f5d3m+eDub95kveb55K7FRPbCdFT16lSgvmzlWqjPzVqwDEY79XBiqERAcADzwprh8IYsrJzal0/26D8HNPh+yyDVliGznBOqFLfbG1GExS3bpKj+EuXbpEHxAAYKokOgB4oJu4VCCI5pLfb6IahJ9/OtiX9xubiInWCc8beP4mrEULdZUJCQmhDwgAMFUSHQA88Ja4KiCIeSQ3N7/fRJy3DvG1CVlmGzHp6XP9n1dXmfj4ePqAAABTJdEBwANfiAsAgphrjh79t9Jj5s+fj/dAAGiIRAcAD/iIf+4RxFyzY8c/Xyrj4VGSj9cCQEWR6ADggZPin3sEMdesWjVVqTIGdzQDUDLZ2dnvvPNOt27devbseePGjcJPyszMHD58uIODQ4cOHU6fPq0+s+j69et0pP86YH4NdnZ2/BpmzJiRnp7OhyNHjuRHra2tGzVqxA/06NEjNja2WrVqHfSeeuqpgQMHyuc0eHHO09Ozbdu2/Ib17dtX/aV8JkKiA4AHUhirJP7FRxDzS15epbVrPdfrrV69Wv4OdQCj+P777ydMmMAPHD58+I033ij8pI0bN77//vv8gJ+fX58+fdRnDgoKGqp3+fJlpt919rZt29RnYPomxFvIrl27+OGcnJw5c+Y4OTkpp6q/xpdXmXbt2imXevnll318fAq6+LVr12xsbORv0Dl06BAvXg+u0WRIdADwj2fFP/oIYn6Ji3tSeUqG4+sKfSgA6OXm5u4/vcc7cBnP/qJ9rwyvJj/++CPT72CoUaNGhZ907NixCxcuMH176NWrl/rMU6ZMiYiIuH37trOzc3Z29pgxY9SnyjZs2PDuu+8qR/nV2tvb37x5Uz5aUJXhPv744xUrVhR08ZMnT3bt2pUXHXkudx2TItEBwD+GiX/0EcT8cvVqe3WVkf+vF4BISUlZ4v95v4SGOibx8ANLivBtv8uXL5efaAkMDJQkKTk5+bEn8cLRpk2b3377TTknd+7cueF6ly5d8vT0NPiF1LNmzdq4caN6MnXqVF9fX/lwQVWGlxXeVHiFKujivLE5OTlZW1tPmzYtICBAfQYTIdEBwD8WiH/0EcT8cvDgq+oqExUVRR8KAIx5B3i8mlVN7jFy+FHvx+2DKTU1dfDgwS+88MKAAQMaNGiQlZX12JP+/PPPOXPmDB06VDmnWlJS0qRJk+hUb+bMmZs2bVJPeFVSdutIqozyXpnGjRuPHDkyLy+v8IvfunXLy8urU6dOyi6vTYdEBwD/2Cv+0UcQ88vGjWOVHjN//vzs7Gz6UACLl5GRMfPECHWPkTNT2DN2QeLi4po2bUqnespJfn5+8tcz8mLBJwZfwOJb6ZUrVwICAnr16jVixIiwsDDlJB8fnylTpihH+ZU4ODj8/fff8tGCnpXh/8orr7xy6tSpgi7u6+vr7++vDFu3bm1q7/yV6ADgH7GMWYl/9xHEvGK1ePFspcp888039HEAoP9oz6jrDmKV4UN+Ej23ytatW+X3tWzatGny5MlM3wbk9iOetGjRok8//ZQfuHz5cps2bdTXI+P/1vTp0/mBYcOGZWZmHj16dOnSpcqp/Grbt28vv2+d/yvz5s0bNWqUcmpBVYabMWMGvw0FXXzv3r2Ojo7yS2m8xNjY2KSmpiqXNQUSHQA8oq3wdx9BzCqxsQ2VHsP99NNP9EEAUIpnZbKzs3ntcHBwePPNN+Pi4vjk77//btasmcGTkpOTBw4c2FHv2LFj5Ko4Z2fn8PBwfuDAgQNDhw4dOXIkeYKEnzpkyBB7e3veVHg9SkhIUE4qpMqsWLHivffeYwVffOXKlV26dLGzs+Mn+fn5KRc0ERIdADxigvinH0HMKRcvOqirzPHjx+mDAECvZO+VMcjLy4uOoBQkOgB4xPfin34EMaf8/POb6ipz69Yt+iAA0CvZJ5hESUlJFy9epFMoBYkOAB5xVfzTjyDmlK+/nq6uMsrXmwKISvC9MlAOJDoAoJ4W//ojiHkkMbGeusesXLmSbv4AYPIkOgCgxosLAIKYR8gbZUzwa0wB4LEkOgCgNosLAIKYR3bvHqSuMufPn6ebPwCYPIkOAKgofLsMYqaxWrbsY3WVuX//Pt38AcDkSXQAYEAnYQ1AEM0nIuJpdY9Zvnw53fABQAskOgAwYJ64DCCI1nPkiE5dZfBGGQCNkugAwIAgcRlAEK3H23uyusoEBQXRDR8AtECiAwDDWokrAYJoN0lJdVxc5qmrTHJyMt3qAUALJDoAMGyGuBggiHZz8mR3dY9ZvXo13eQBQCMkOgAw7Ji4GCCIdrN27SR1lQkMDKSbPABohEQHAIblMdZSXA8QRItJSKhPXl2KjIykmzwAaIREBwAF+kxcEhBEi/n995fVPcbDoyQ7NwYAEyHRAUCBsGtJxEzi7T1FXWX27dtHN3YA0A6JDgAK87y4KiCIthIV1UzdY7jQ0FC6pQOAdkh0AFCYFeLCgCDair//6+oe89VXX9HNHAA0RaIDgMLEMVZTXBsQRCvJzq6yePGn6ioTEBBAN3MA0BSJDgAeY5y4PCCIVnLpkr26x7jgs0sA2ifRAcBjnBSXBwTRSnx8xqt7zKpVq+gGDgBaI9EBwON1EVcIBDH9REU1VfcY7tSpU3TrBgCtkegA4PG+FxcJBDH97N49UN1j3Nzc0tPT6dYNAFoj0QHA4/G//k3FdQJBTDkpKbXc3L5QV5mdO3fSTRsANEiiA4AicROXCgQx5QQGvqLuMVxwcDDdrgFAgyQ6ACiS+4zVFlcLBDHNZGdXXbr0Y3WPwRt+AcyGRAcARfWRuGAgiGnm5Mnu6h7DBQUF0S0aALRJogOAorrDWDVxzUAQU0tOTpXly2eqe8zSpUuzs7PpFg0A2iTRAUAxTBWXDQQxtZw921XdY7gjR47QbRkANEuiA4BiCGOshrhyIIjpJDe38ooVH6l7jJubW0pKCt2WAUCzJDoAKB5ncfFAENPJmTP0KZl9+/bRrRgAtEyiA4DiucvYE+L6gSCmkKysasuWPfLBJVdX18TERLoVA4CWSXQAUGyzxSUEQUwhR4/S75Lx8/Oj2y8AaJxEBwDFloQv/0VMMKmptdzdP1P3mAULFsTHx9PtFwA0TqIDgJJYLS4kCFKx8ffvp+4x3N69e+mWCwDaJ9EBQEnkMtZRXEsQpKJy717TBQv+p+4xCxcuTE5OplsuAGifRAcAJXRQXE4QpIJitX79eHWP4Q4fPky3WQAwCxIdAJTcCGFFQZAKyOXL9qTHLFmyJDMzk26wAGAWJDoAKLlIxuqJ6wqClGcyM6t7eDyymwLu1KlTdGsFAHMh0QFAqXiKSwuClGf27Xud9BgvL6/c3Fy6qQKAuZDoAKBU+ILRXVxdEKR8EhraYv78eaTKhISE0O0UAMyIRAcApXURe8xGKiQ5OVW+/fYD0mN27NhBt1AAMC8SHQAYgZu4zCBIWefQod6kx7i7uyclJdHNEwDMi0QHAEaQg5eZkHJORIT1ggVzSZU5efIk3TYBwOxIdABgHNewm0mk3JKVVW3lymmkx6xduzYvL49umABgdiQ6ADCar8UlB0HKIn5+b5Ae4+rqGhMTQzdJADBHEh0AGA3/H+I3xFUHQYyba9fakR7DHTt2jG6PAGCmJDoAMKY4xlqKaw+CGCtJSXWXLPmE9JjVq1fji2QALIdEBwBG9jtjVcUVCEFKn9zcymvXTiI9ZuHChbGxsXQzBADzJdEBgPEtFhchBCl99u17jfQY7uzZs3QDBACzJtEBgPHlMTZUXIcQpDS5cqUDbTEuLlu3bqVbHwCYO4kOAMpEcm7uc+JqhCAlS3R0E3f3OaTHeHh4pKam0k0PAMydRAcAZeV2bm4DcU1CkOImNfWJFSucSY9ZsGBBaGgo3egAwAJIdABQhg7l5VUWVyYEKXpycqqsWzeB9BgXfLEvgAWT6ACgbK0WFycEKXp8fQfRFuPisn37drqhAYDFkOgAoIzl5Hwmrk8IUpQcP96TthgXF09Pz8zMTLqdAYDFkOgAoOxlZjqJqxSCFJ6goM60xbi4LFmyJD4+nm5hAGBJJDoAKA9ZaWk9xLUKQQrK9ett58//H+kxrq6ud+7coRsXAFgYiQ4AyklKSoqDuGIhiJg7d1q6uX1Oegx34cIFulkBgOWR6ACg/CQkJT0rrlsIos7du08tXvwpbTEuLgcPHqQbFABYJIkOAMpVbGIi9jeJFJioqGZffkn3Fsnt3r2bbkoAYKkkOgAoX7m5EYmJT4lrGILcu9dU3Os198MPP+Tl5dEtCQAslUQHAOUuKyvs/v3m4kqGWHKio5ssWfJ/tMW4uKxbty47O5tuQwBgwSQ6AKgImZmRMTE24nqGWGYiI60N9pjvvvsuPT2dbj0AYNkkOgCoIOnpUVFRrcVVDbG0hITYLFr0GW0xLi6rVq1KS0uj2w0AWDyJDgAqTkpK1J07duLahlhObtx41uDnrr28vLDXawAwSKIDgAqVkpLw11+O4gqHWEIuXuy4YAH9HjwX/a4J0GMAoCASHQBUtLS0tHPn+ovrHGLeCQzU0Qqj5+3tjR4DAIWQ6ADABGRkZBw/Pi43t7K44CHml5ycyr6+g2mF0Vu/fj3fGOj2AQCgItEBgGnIzMwMCPg8NbWWuPIh5pS0tJo+PuNphdHbsmULPncNAI8l0QGAycjNzQ0IWB0V1VRc/xDzCL9zv/7amVYYvV27dvENgG4TAAACiQ4ATMzRo/5Xr+JjTWaYy5ftFy408GEl7siRI3Q7AAAogEQHAKbn3LlzBw68hrfOmE1ycysdOPBf2l/0XF1dsb9rACgWiQ4ATFJISMimTR8mJNQX10VEW0lIqLdu3URaYfS+/PLL4OBget8DABRKogMAUxUfH79uncf1623F1RHRSq5ebb948ae0wuitWrXq/v379F4HAHgciQ4ATFhWVtZPP/20d2//rKxq4jKJmHKys6vu3TuA9peHduzYwe9cen8DABSBRAcAJu/EiRPffvtRWFgLcb1ETDPh4c2//fYD2l/0FixY8Mcff9D7GACgyCQ6ANCC8PDwFSs8Dh16NScH7wU26eTkVPn11z7z5xvYHQH31Vdf3blzh967AADFIdEBgEakp6f/8MMPnp4fhIa2FFdQxBQSEfE0v4Nof3nop59+4ncivV8BAIpJogMATTlz5szChW579w7IyKghLqVIRYXfHf7+/Qp6MsbNzY3fcfS+BAAoEYkOALQmLi5uzZo1y5bNunKlg7imIuWfS5fsly37mPaXh77//vuYmBh6LwIAlJREBwAalJeXd+zYMVdX1/XrJ9y9+5S4uCLlk+joxhs2jKPl5SF+B/3222/8zqL3HwBAKUh0AKBZ0dHRa9eunT9/3p49b2I/lOWclJRafn5vFPSKErd69Wp+B9H7DACg1CQ6ANC4M2fOLMo3++jRVzIz8fUzZZ7s7KrHjv3b3f0zWl4e4nfGqVOn8GQMAJQRiQ4AtC85OXn79u18EV2y5P9OnnTMyakiLsBI6cN/sadPd/PwmEnLi8rOnTv53UHvIQAA45HoAMBchISEfPfddy75X14y4+zZ51FojJicnMpnznRdvnwGbS4qnp6et2/fpvcKAICxSXQAYEby8vLOnTu3ZMkSvrJ6eMw6ceJF7PGglMnOrnr69AtfffURbS4qS5cuPXv2LF5RAoDyIdEBgNnJyMg4fPiwu7u7S/6+lz8JDNThTcElSEpKrSNHei1Z8gltLipubm6HDh3KzMyk9wEAQJmR6ADATKWmpu7bt8/V1dUl/1PBX+zePSgyEh/bLlLu3Wvi5zfAze0L2lxU+C/2l19+SUpKor93AIAyJtEBgFlLSEjw8/OTCw23du2ky5c74G00BpOdXeXSpY78V/RoaaH4L3Pv3r2JiYn0dw0AUC4kOgCwAElJSfv371+4cKG8GH/55ae//NIvMtJaXM4tM1FRTQ8c+O+XXxb2WpKL/uWkX375hbdD+vsFAChHEh0AWIy0tLQjR47IbwqWrVr13h9/vJiYWE9c3S0h/Af/7bceXl7vqeqKYUuXLg0MDExNTaW/UwCAcifRAYCFycnJCQoK8vb2Vi/Va9dOOnHCUjpNQkK9U6e6+/iMd3GZp/4lGOTl5XX27Nns7Gz6ewQAqCASHQBYqtDQ0B07dihvo5GtWTMpMPCViIinxQag9URFNeM/mrf3FPXPWxA3N7edO3fyXxH9rQEAVDSJDgAsW1pa2unTp8mTNC75L6l87Os76PJl++TkOmIt0EqSkupeuNBp164hhey5mli1atUff/zBfy30NwUAYBokOgAAvaioqAMHDixfvpyu7S4u33wz7eef37x40SE+voFYF0wt0dGNg4I6+/m98e23H9KfpGD8B//111/v3btHfy8AACZGogMAeFRoaOj+/fsNdhoX/aefNm8effDgq3/91T4+vr7YJMo9Vry7/Pmn3aFDvbdsGb148Wx6iwv11Vdf+fv7BwcH098CAICpkugAAAoQFhZ25MiR1atX0/Vfxd19jrf3lJ07hx4/3uPq1faRkdYpKWX4zcL8ysPCml+61PHo0Vd27RrC/2k3t8/pbSqCVatW8R8tMjKS/swAACZPogMAeJyUlJQLFy7s2LFj2bJltBQY4ub2xcqV0zZsGOvrO8jf//UjR3Rnz3a9eLFjcLCtnHv3msbH1xcTEmLDT712rV1QUCcefsFffum3fftwH5/xK1Y489pE/6Xi8PDw8PX1vXjxIvZcDQCahioDUCpxcXHnz5/ftWvXihUraFkwPZ6enrt37z579mxMTAz9SQAAtAlVBsBo0tLSbt68efz48R9//NFEmg3vLtu2bTt27NiNGzfS09PpLQYA0D5UGYCykpmZGRkZeenSpYMHD/7000/e3t5Lly6lXcN4+JWvWbNm586dhw8fvnjxIv+n8UV2AGAJUGUAyhWvF7Gxsbdv375w4cKpU6cCAwP9/Px27drl85CXl9cKQ9avX89P3bp16249fsHTp09fuXIlODg4Pj6e1yb6LwEAWAZUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0LD/B1h/aFO3ZP2BAAAAAElFTkSuQmCC Distribucion4.png png 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 DJ EURO STOXX Compra Opcion|DJ EURO STOXX|10| 54236000 01 54236000 54236000 BLOOMBERG LIQUIDITY SCREENED EUR Venta Futuro|BLOOMBERG LIQUIDITY SCREENED EUR|200| 3716880 01 3716880 EUR/GBP (SUBYACENTE) Compra Futuro|EUR/GBP (SUBYACENTE)|125000| 1880329 01 EUR/USD SPOT (SUBYACENTE) Compra Futuro|EUR/USD SPOT (SUBYACENTE)|125000| 6272708 01 8153037 11869917 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 3.802.191,82 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 31.600.000 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La renta variable europea cierra en máximos históricos. El año pasado por estas fechas escribíamos sobre cómo la "excepcionalidad" americana estaba seduciendo a los inversores y creando una gran oportunidad de inversión en Europa tanto por la valoración relativa como por el posicionamiento de los inversores. Al mismo tiempo, decíamos que Trump sería un presidente impredecible y transaccional, sobre el cual no tenía mucho sentido posicionarse como inversor. La verdad es que no es fácil acertar, pero el planteamiento anterior estaba bien armado y los hechos lo han confirmado. Es verdad que el giro fiscal de Alemania a principios del año ha mejorado las perspectivas a medio plazo de crecimiento en Europa. La renta variable americana ha subido (en euros) sólo un 3,6%. La caída del dólar ha sido una de las sorpresas del año tras varios años de subidas y un claro consenso de que Trump sería positivo para el dólar. También es importante señalar que, por segundo año consecutivo, en Europa han sido los valores baratos ("value" en la jerga financiera) y no los de crecimiento/caros ("growth" en la jerga) los que han liderados las subidas. Europa Value ha subido un 31,8% vs. sólo un 9,3% de Europa Growth. Creemos que el proceso de los inversores de reducir su peso relativo en Estados unidos ya se ha puesto en marcha y es probable que sea otra vez un factor para tener en cuenta en 2026. La valoración absoluta y relativa de la renta variable europea es ahora menos atractiva que hace un año, pero seguimos centrados en mantener una cartera de renta variable con una valoración atractiva y, como siempre, bastante agnóstica sobre modas o escenarios macroeconómicos que, una vez más, han demostrado ser capaces de confundir a muchos. Los tipos de interés a largo plazo se han movido poco y de hecho el índice de referencia de Cartesio X (deuda a largo plazo de la zona euro) ha subido tan sólo un 1,7%, es decir, por debajo de la inflación de la Eurozona. Creemos que la política monetaria y fiscal en la zona euro, y en términos globales con algunas excepciones, es claramente expansiva y un factor positivo de cara a los activos reales como la renta variable pero negativo para la renta fija. Es interesante señalar que el índice de renta fija antes citado cumple cinco años en pérdidas (-11,7% desde sus máximos a finales de 2020). La mayor burbuja de la historia de tipos de interés, tipos cero o negativos en gran parte del universo de renta fija a finales de 2020, demuestra que la protección del capital depende a largo plazo de evitar pagar precios desorbitados y tener una gestión activa que permita salir del rebaño cuando éste se acerca al precipicio. Durante esta travesía del desierto, Cartesio X ha ofrecido una rentabilidad anual del 5,9% (33% acumulada). b) Decisiones generales de inversión adoptadas. El nivel de inversión medio en crédito durante 2025 ha sido del 85%. La cartera de crédito ha subido un 6% y ha supuesto un 49% de la rentabilidad bruta del fondo en 2025. Esta rentabilidad de la cartera de renta fija del fondo hay que verla en el contexto de una subida de tan solo el 1,7% del índice de referencia del fondo, del 3% en la deuda corporativa con grado de inversión o del 5% en la deuda corporativa por debajo del grado de inversión. El fondo tiene limitado, por folleto, tener una exposición superior al 30% en deuda por debajo de grado de inversión. El 51% de la rentabilidad bruta del fondo en 2025 viene de la cartera de renta variable que ha subido un 37% (neto de coberturas) con un nivel de inversión medio del 13%. Al cierre de 2025, la cartera de crédito (81% del fondo) tiene un rendimiento del 4,4% (YTC), cupón del 4,9% y duración de 4,4 años. El nivel de inversión en renta variable (neto de coberturas) se sitúa en el 14%. en renta variable durante 2025 ha sido de una media del 89%, empezando el año en 85% y terminando en el 92%. La cartera de renta variable ha subido un 37% en el año mientras el índice de referencia (MSCI Europe Net Total Return Index) ha subido un 19%. c) Índice de referencia. El fondo utiliza el Bloomberg Serie Euro Govt 7-10 year Bond Index (índice de deuda pública a largo plazo de la zona Euro) como índice de referencia a la hora de contextualizar su comportamiento. No obstante, la composición de la cartera del fondo no está en absoluto indiciada al mismo. 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. Por tanto, es muy probable que el fondo tenga un comportamiento distinto al del índice de referencia en la medida en que el fondo tenga más o menos liquidez y/o el comportamiento de la cartera de bolsa (normalmente alrededor de treinta y cinco valores) / crédito se desvíe del comportamiento de los valores del índice de referencia que son exclusivamente valores de deuda pública a largo plazo. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo sube un 45% en 2025 y el número de partícipes un 44%. El fondo tuvo una rentabilidad positiva del 8,9% en 2025. El ratio de gastos (ver anexo 2.2) durante 2025 ha sido de 0,74%, estos gastos no incluyen la comisión de gestión sobre resultados. Todos los gastos, incluyendo la comisión de éxito, están 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 11% en el caso de Cartesio Y. La rentabilidad de Cartesio Y en 2025 ha sido del 26,7% con una volatilidad del 9,9%, que se compara con una rentabilidad del 8,9% en Cartesio X con una volatilidad del 3%. La mayor rentabilidad de Cartesio Y se explica por tener un nivel de inversión en renta variable medio del 75% (13% en Cartesio X) y la cartera de renta variable (la misma en ambos fondos) ha subido un 37%. La cartera de crédito de Cartesio X (peso medio del 85% en 2025) ha subido un 6%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En renta variable durante el semestre han salido de la cartera Fraport, Deutsche Post, Verallia, E.On y Microsoft. Se han incorporado BMW, Eiffage e Ipsos. La cartera de renta fija ha tenido una rotación significativa (alrededor de 45 posiciones se han vendido/comprado en el año) con el objetivo de mantener una rentabilidad atractiva y una duración aceptable. La cartera de renta fija sigue muy diversificada con más de 70 emisores en cartera. 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 y de la inversión en renta variable a través de opciones y futuros del Eurostoxx 50. A cierre del semestre, el fondo mantenía coberturas parciales del spread de crédito de la renta fija mediante venta del futuro Bloomberg Euro High Yield, así como cobertura del riesgo de divisa y de renta variable a través compra de opciones PUT del Eurostoxx 50. d) Otra información sobre inversiones. No aplicable 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 2025 ha sido del 3%, por debajo de su media histórica del 4%. La volatilidad relativa del fondo respecto a su índice de referencia (Bloomberg Series Euro Govt 7-10 year Bond Index) ha sido del 65%, situándose por debajo de su media histórica (75%). Esto es consecuencia de un nivel de inversión en renta variable algo por debajo de su media histórica (13% vs. 19%) y el hecho que la renta variable europea ha mantenido una volatilidad por debajo de su media histórica desde inicio (13,8% vs. 18,2%). 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% del capital de la sociedad participada. 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. Dicho servicio contribuye a mejorar la gestión del fondo en la medida en que los informes de análisis aportan un pensamiento original sobre los valores analizados que no se desprenden del mero tratamiento de los datos analizados y proponen conclusiones significativas sobre los mismos. Además, las casas de análisis permiten a la Gestora acceso directo a los equipos gestores de un número relevante de compañías incluidas dentro del universo de posibles inversiones del fondo, visitas a dichas compañías y asistencia a conferencias sectoriales o sobre compañías concretas a las que de otro modo no podría acceder la Gestora. El importe concreto expresado en euros de gastos del servicio de análisis cargado al fondo en 2025 ha ascendido a 130.442,50 €. Los principales proveedores han sido Goldman Sachs, Credit Sights, Jefferies, Kepler Cheuvreux, Bloomberg Research, Morgan Stanley y Exane-BNP. El presupuesto para el 2026 es de 130.000 €. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplicable 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. A diferencia de lo que pensábamos hace doce meses, no podemos decir que cunda el pesimismo entre los inversores de renta variable y quizás ese sea el mayor impedimento a que 2026 sea un año de rentabilidades excepcionales. Europa, en términos bursátiles, ya no es el pariente pobre y apestado de USA, algo que siempre hemos visto como una oportunidad relativa, aunque creemos queda recorrido. Seguimos centrados en mantener una cartera de renta variable con una valoración atractiva y, como siempre, bastante agnóstica sobre modas o escenarios macroeconómicos. En cualquier caso, partimos de un nivel de inversión en renta variable similar al que teníamos a finales de 2024. Nuestro propósito (no garantizado) para el 2026 es poder ofrecer una rentabilidad similar a la histórica desde inicio con una volatilidad también similar. Seguiremos una estrategia flexible pero conservadora, centrada en oportunidades de valoración tanto en renta variable como en crédito. No aplicable Cartesio dispone de una política de remuneraciones aprobada por su Consejo de Administración que cumple con los principios establecidos en el artículo 46 bis.2 de la Ley 35/2003, es acorde con una gestión racional y eficaz del riesgo y no induce a la asunción de riesgos incompatibles con el perfil de las IIC que gestiona. Los miembros del consejo de administración no perciben ninguna remuneración o incentivos por el desempeño de dicha función. Por grupo de empleados, se distingue entre el equipo gestor, que está integrado por seis personas, de las cuales tres forman parte de la alta dirección, y resto de empleados. Se considera que las únicas personas que tienen incidencia material en el perfil de riesgo de las IIC son los miembros del equipo gestor y el empleado con responsabilidad en el control de riesgos. Remuneración fija: la remuneración fija se determina de acuerdo con lo pactado en los respectivos contratos laborales de cada empleado en función de su experiencia profesional, responsabilidad, funciones, capacidad, antigüedad en la Sociedad, rendimiento y condiciones del mercado. Remuneración variable: la remuneración variable se concede de un modo que promueve una gestión eficaz del riesgo inherente al perfil de las IIC gestionadas y que no fomenta una asunción de riesgos excesiva ni menos aún incompatible con la política de inversión de las IIC bajo gestión. La Sociedad mantiene una política flexible en cuanto a la remuneración variable, lo que implica que ésta se reducirá en caso de rendimientos negativos por parte del empleado correspondiente, su unidad o la Sociedad en su conjunto, pudiendo incluso llegar a ser nula en el caso de que la Sociedad no pueda asumir su pago. La remuneración variable se concede de modo que se eviten conflictos de interés, procurando la sostenibilidad y viabilidad futura de la Sociedad. La remuneración variable de los empleados depende del resultado financiero de la Sociedad y del rendimiento individual de cada empleado (entre los criterios específicos aplicables a cada uno de los empleados de la Sociedad cabe destacar la consecución de objetivos, cumplimiento de las políticas y procedimientos internos de la Sociedad, grado de desempeño individual, compromiso, motivación, trabajo en equipo, generación de buen ambiente de trabajo, esfuerzo, etc.). En la determinación del rendimiento individual se toman en cuenta tanto criterios financieros (cuantitativos) como no financieros (cualitativos). La evaluación de los elementos de la remuneración basados en el rendimiento se basa en la contribución al desarrollo a largo plazo de la Sociedad y tiene en cuenta el riesgo incremental en su caso derivado de la retribución variable en el desempeño del beneficiario. En todo caso, en la determinación de la retribución variable del equipo gestor prima fundamentalmente el criterio financiero consistente en el resultado económico de la Sociedad en su conjunto, sujeto en cualquier caso al cumplimiento de los objetivos cualitativos. Tanto la retribución variable del equipo gestor como el pago de dividendos están ligados al beneficio económico de la Sociedad y en ningún caso al resultado directo de las IIC bajo gestión. Por otra parte, el interés de los miembros del equipo gestor está orientado al largo plazo puesto que todos los miembros del equipo gestor participan en el capital de la Gestora. Así mismo, el interés de todos los miembros del equipo gestor está alineado y estrechamente unido al de los partícipes de las IIC gestionadas puesto que los gestores están obligados a canalizar sus inversiones financieras personales exclusivamente a través de las IIC gestionadas por la Sociedad, según se estableció en el Reglamento Interno de Conducta registrado en la CNMV desde la inscripción de la Sociedad el 21/09/2007. De acuerdo con lo previsto en el artículo 46 bis. 1 de la Ley 35/2003 se informa de que el importe total de retribución bruta fija para el conjunto de los 14 empleados durante el año 2025 ha ascendido a 1,709 millones de euros. El importe agregado de la retribución variable ha sido de 4,651 millones de euros, repartida entre 14 empleados. De la retribución fija, un total de 0,890 millones de euros han correspondido a la alta dirección integrada por cuatro personas y 1,4 millones a las siete personas con incidencia material en el perfil de riesgo de las IIC (que incluye al equipo gestor y al empleado encargado de la gestión de riesgos). De la retribución variable, las personas que integran la alta dirección han percibido 3,200 millones de euros de retribución variable agregada; el indicado grupo de personas con incidencia material en el perfil de riesgo de las IIC ha percibido una retribución variable por importe agregado de 4,140 millones de euros. No existe relación directa entre la retribución variable de ninguno de los empleados, incluidos los miembros del equipo gestor y los de la alta dirección, con la comisión variable de las IIC bajo gestión. La política de remuneración se revisa anualmente por el Consejo de Administración. Sin perjuicio de la revisión, durante el ejercicio 2025 no se ha estimado oportuno introducir modificaciones en la mencionada política. No aplicable 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 427987421 4247 3.61 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 261687517 1776 8.39 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 689674938 6023 5.42