xbrli:pure iso4217:EUR CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-07-01 2024-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-01-01 2024-06-30 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-10-01 2024-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-07-01 2024-09-30 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-04-01 2024-06-30 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-01-01 2024-03-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2022-01-01 2022-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2021-01-01 2021-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2019-01-01 2019-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2021-01-01 2023-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2019-01-01 2023-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2024-06-30 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2023-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2022-12-31 CAIXABANK SELECCION TENDENCIAS, FI 1.0.0 2021-12-31 CAIXABANK SELECCION TENDENCIAS, FI 4536 02 04 2024 EUR BBB+ false CAIXABANK ASSET MANAGEMENT SGIIC Paseo de la Castellana, 189 Madrid EM a través de formulario disponible en www.caixabank.es www.caixabankassetmanagement.com 05 Paseo de la Castellana, 189 Madrid tel.900103368 EM a través de formulario disponible en www.caixabank.es 2012-12-14 07 15 4 en una escala del 1 al 7 Invierte más de un 50% de su patrimonio en otras IIC de carácter financiero, tanto nacionales como extranjeras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora. Se invertirá en aquellos activos y zonas geográficas donde se considere que hay una tendencia positiva de revalorización, pudiéndose concentrar, en ocasiones, la inversión total en pocos activos o mercados. El Fondo tiene previsto operar con instrumentos financieros derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.64 0.59 1.23 1.09 4.02 4.37 4.20 3.47 1 CAIXABANK SELECCION TENDENCIAS, FI CLASE ESTANDAR EUR 61384090.49 67002517.77 64322 68587 0.00 0.00 false 600 EUR 1012429707 1047512384 1017230819 1386096801 16.4934 14.3858 12.6634 16.1094 0.87 1.73 0.00 0.00 0.87 1.73 01 0.01 0.02 01 14.65 4.16 -0.13 1.62 8.45 13.60 -21.39 16.02 29.30 -1.65 -4.37 -3.40 2024-10-31 2024-08-02 2022-05-06 2.47 2.47 3.41 2024-11-06 2024-11-06 2022-05-13 01 12.16 11.34 16.14 9.70 10.52 10.75 17.70 12.04 10.75 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 12.40 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 0.25 10.60 10.60 10.60 10.60 10.60 10.60 10.69 10.69 8.88 2.64 0.68 0.66 0.66 0.63 2.57 2.49 2.55 2.70 true false 63001_20241231_VL png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEOCAYAAAB/3+X1AAAmpElEQVR42u2dC3QU1f2AUwVJfIAIEQjIM7yKQAAVsCi21hfgA/CBWsSqWBEQldpT/m0NKJXDs/W0FRDFQCtsEBCIRaMCCkkUCAZ5REFQCK8kkJAHeSf8/rlXs90su7MzSwIz4fvOuWd3Z3dnfvObO/ebe2d2J0QAAADA8YSQAgAAAIQOAAAACB3OFRs2bJCBAwc6KuaSkhI2HDk+Z/tAXcvFe++9Jx07dpSpU6dKgwYNqOwIHezGypUrpX79+hISEqJ30vj4eFPfUw2ZatC853XJJZfISy+9pOdnN7p27WquEhvE7vmev+dW5hdsHHbFbI6DXddgclJbefS1D3guyzMX53NbHjlyRC/fs1jl9OnTUq9ePXnjjTekV69esmrVKhpPhA52k/mll16qHxUul0uuuOIK+eyzz4KanzowUPOqqKiwZ+WsYWnUpoScKvTaXlc7Cd3KAd/5ZM2aNXL33XfT4AFCr8tUCdiT2NhYmT59erVG6dVXX5WoqCj9+ssvv5T+/fvLZZddJi1atJBFixa5P+d59O/ZmO3du1e6desm4eHh8sEHH7inZ2VlyZAhQ/RBhGpwsrOz/TaSnjHk5ubKsGHDpFGjRnLfffdJXl5etc/OmTNH2rdvX239vOPztx5Vn01JSZHu3bvL4MGDq8Vlpod+/Phx+dWvfiUNGzaUt956q9p7Rss1+p6vUZXQ0FDp27evbNy40f1eoNy888470rRpU11Wr14tH330kY7Duy4Yzcff8n3VATN1x0h+RjkxitGfZI3qnFFejQ4QfNUDo/3BynaoiXijo6NlypQpAduDQNvH135VUzECQodz0JtSn1HDbDk5Ofq1GkZcvny5FBUVydtvv60bpECCU43uzJkzdaPVoUMH9/SxY8fK66+/Lvn5+bqxePbZZ03FMGHCBNmxY4eOYcmSJXqI3/Oz48aNk1OnTrkbE18xBVqPxx57TM9j7dq11eIyI/Qnn3xS/vnPf2rhqOdml2v0Pe8DMZWP8vJyfV4zMjLS/V6g3Dz++ONafOp7auh08uTJOv/euTKaj9HyvXMSTN3xxCgnRjH6q+dGdc5ovawKPdBzs9uhJuJVsu3Xr58+8PnFL34hBw8e9Pm5QNvH335VEzECQocaFrqvc2zqeUZGhs/vl5aWmmrAVMOQmZl5xvfbtm3rPppXR/mtWrXyG6dnDG3atJGysjL9XDUUqtfg77NmhkB9rcf333+vnxcWFso111xjqcFWvZuTJ0/q52o+Zpdr9nu33XabDB06VD799FMpKCio9p7Z3KjPqNcq777WwWg+RsuvibrjiVFOjGL0F5NRnTNar5oWutntUBPxqhyqg2m1rC+++MLU8Luv7eNvv6qJGAGhQy310L13ZHVBTBUnTpzQw6iq192uXTtTDZi6mEY1uN6oi/Cqzrer9z2P+r3j8YxBfc/z4ENdiGe1sQ20HqqXolDxqeFCKw225/qqK53NLtfoe56og6Obb75Zr7caHk1OTjadG888GuXKaD5Gy6+JuuOJUU6MYjRaL391zmi9alroVrbD2cbriZqXOn3hCyvbpzZjBIQOQeDrHLrRMLViwIABenhQDUWr4U4zDdjVV1+tGwtv1JG8GqarakyaNWtmqgFt2bKl7kGcTWMbaD0+//xz/Vz1KlTjZqXBVvFVrW9aWprp5Rp9zxfqoGPBggXSvHnzs86Nr3XwNx+j5RtJwGzd8d7W/nJiJkbveZupc77Wy9/81Dn+YIRudjvURLyeqF66upbFF1a2T23GCAgdgsD7Knfv1752ZHUeTh1lq2HQJ554wlSjNXz4cPnXv/6lJel5Dv3pp5/WFwep83Lq3NuoUaNMieh3v/udbN++XYqLi2XevHn6Qh4zDY86UElPTze1HuoCHtVIqZ/nTJw40VIjrc4hzpgxQ5/3HTNmTLX3jJZr9D1Pfv7zn+uLF1Xj7H0AFmxuvF8bzcdo+Z45DrbueGKUE6MY/a2XUZ0zWi9fB8LqYE/F4G89/OXCynaoiXg7deqkh9rV5xISEmT06NE+P2dl+9R0jIDQoYakXvU7dF89du8decWKFdK5c2fdO1I7rxnBqavcr732Wn3kro7+PXs3gwYN0kNxd9xxh35tRujqPN29994rl19+ufTu3Vt2795tquF56KGH9AGLmfVQoujSpYs+/+d9pXig5+oisDvvvFP3RlRD5/me0XKNvueJapx79uyph6N9XXEcTG68XxvNx2j5njkOtu54YpQToxiNetT+6pzRevnaZxo3bixz5871ux7+cmFlO9REvOpzPXr00EPjd911l99fk1jZPjUdIyB0AAAAQOgAAACA0AEAABA6AAAAIHQAAABA6AAAAIDQAQAAEDoAAAAgdAAAAEDoAAAAgNABAAAQOgAAANRpoSclJUlUVJS+73S3bt1k3bp1evquXbukX79+enr37t1l/fr1ZBgAAMCuQle391uzZo2+DaK61V5ERISeriS/cOFCfberuLi4gPfSTUlJYQsAAACcL6F7kpGRIZGRkdWmqdskKrGrWyQa8dlnn7EFAAAAzrfQKyoqZOTIkRIfH++epnrnDRs21PffnTZtmt+euZK5y+WqNj06Olp/j0KhUCiUC72cM6EXFhbK6NGjZdWqVT7f37RpkzRp0oQeOgAAgF176ImJiTJgwADZvXt3temdO3fWIi8rK5ONGzeeMRSP0AEAAGwk9Hbt2vkcGti8ebP07NlTwsLCpG/fvrJt2zaEDgAAYFeh1xQIHQAAAKEDAAAAQq85lu7Jl/iDhfr59OQcmbE9V2bsypeZ3xbIzH1FMutAicw6XCaz0ytkdpbIrIOlMv+7AmofAAAgdDtxT1y6vLjxhH7eZP4BabrokITHHpOrVx+XZvEnpfnn+dJic5FEfF0mLfeKNN90Snp/eILaBwAACB2hAwAAIHSEDgAACB2hI3QAAEDoCB2hAwAAQkfoAAAACB2hAwAAQkfoCB0AABA6QkfoAACA0BE6AAAAQkfoAACA0H2Rmpoq4eHh7tcbNmyQHj166NunRkVFSUJCAkJH6AAAYGehT5o0Sfr06eO+F7qiZcuW+p7opaWlkpSUJK1bt0boCB0AAOws9JiYGC1uT6FHRkbKli1bpKysTJKTk/VrhI7QAQDAxkJ3z8BD6B9++KHUr19fT6tXr55+7YuUlBQtc5fLVW16dHS0/q7TSsOJLstCv2pusiPXlUKhUCjnppxXobdt21a2bt3qHnLv0KEDPXR66AAA4LQeevv27WXPnj1SUlKixR4REYHQEToAADhN6Ooq9+7du0toaKh+VK8ROkIHAAAHCP1sQOgAAAAIHaEDAAAgdIQOAAAIHaEjdAAAQOgIHaEDAABCR+gAAAAIHaEDAABCR+gI3QQH5s6UYyvf1c9Tf/+U7P3DaDkw6Rk58qcxkvnyWDk5ZbwUvDpBSl97QWT6RMmZ8pxkLJjDHgkAgNARup1QEv/hH9P08y9vi5Kv7uwtu4dcL/vu7SuHht8omQ8NkNxHBkrxY78UeeLXcvyhmyTt/55hjwQAQOgIHaEDACB0hI7QEToAAEJH6AgdoQMAIHSEjtAROgDA+RN6amqqhIeHu1/v2rVL+vXr577b2vr16xH6WQq9OOOofizLz5Pi9CNSUllKK6eV/VTKM49JRWU5ffyYyPF0/br8VB5CBwBA6OaYNGmS9OnTp9rtU6OiomThwoWSl5cncXFx0rx5c4R+lkLfMqSffjy0eK4pMWY8OEAy3n0ToQMAIHRzxMTESGlpaTWhV5GVlaXF3rt3b4SO0BE6AICdhe6egZfQVe+8YcOGevq0adN8ficlJUXL3OVyVZseHR2tv+e00nCiy7LQr5qbbGrewQh9TMeI856TN66LtCz0xTd2ceT2p1AolNoo513oVWzatEmaNGlCD50eOj10AACn9dA7d+6sRV5WViYbN26UyMhIhI7QEToAgNOEvnnzZunZs6eEhYVJ3759Zdu2bQgdoSN0AAAnCP1sQOjnV+gJR4pk2d5T+vn05ByZsT1XZuzKl5nfFsjMfUUy60CJzDpcJrPTK2R2lsistFL9Xk5JBUIHAEDoCN0uQlcSv/+/6ebjTizQ7x3ML0PoAAAIHaEjdIQOAIDQETpCBwAAhI7QEToAAEJH6AgdoQMAIHSEjtAROkDd5t/f5Ms7u3+8QdS4DSdkXEK2jN+cI899lS/P7SyQCd8Wy/P7S+X5tAp5obL5mbC3WMZvyyNxCB2hI3QAsBNK4qM/zTTfriSckvD3M0kcQkfoCB3AP8Xlp+XIqXL9XP1/wsG8MkmrrL9pldPSCipLYYWkFVWW4tOSVlJZSkW/PlV2muQhdISO0BE6Qge7oP48qc+Swz/V95Om6nmzDXmydH8ByUPoCB2hI3QnCz13+1Y5sX6tfn548Tw59p/5krnkTcleukByY9+WgvcWSvGKd6T8/RiR1YulcPlC/V55PucAETogdISO0BG6bYSuJP7tn8ebjjtrxE36veL0I7QmCB0QOkJH6AgdoQNCR+iA0BE6QkfogNAROkKvyZlt2LBBevTooW+fGhUVJQkJCQgdoSN0QOgIHaE7TegtW7bU90QvLS2VpKQkad26NUJH6AgdEDpCR+hOE3pkZKRs2bJFysrKJDk5Wb9G6AgdoQNCR+gI3WFC//DDD6V+/foSEhIi9erV0699kZKSomXucrmqTY+OjtbfdVppONFlWehXzU02Ne9ghD6mY4SpeYcNeT4ooV/UtFXAeb9xXaRloS++sct535ZPtW8elNBbhF3iyLpb10v9Tv2CEnqDmx4gf0GWy0fNCkro5O7Mcl6F3rZtW9m6dat7yL1Dhw700Omh00MHeuj00OmhO62H3r59e9mzZ4+UlJRosUdERCB0hI7QAaEjdITuNKGrq9y7d+8uoaGh+lG9RugIHaEDQkfoCN1hQrcKQkfoCB0QOkJH6AgdoSN0hA4IHaEDQkfoCB2hI3SEjtAROkJH6AgdoSN0QOgIHaEjdIQOCB2hI3SEjtAROkIHhI7QAaEjdISO0BE6QkfoCB2hI3SEjtAROiB0hI7QETpCB4SO0BE6QkfoCB2hA0JH6IDQETpCR+gIHaEj9DMpLj8txwrK9fODeWW6nUs7VS5pldPSCiskraiyFJ/+sZRUllLR09T3EDpCR+hnIfRHPsrQj0v35Ov83xufKfdtyJL7EnNk6NZ8GfZ1oQz/pkSG7y+X+w+JDN1eIEu/L0ToCB2hI3S/deWW5UfccTeJOSRNlx6V8JWZcvV/s6TZulwda4utxRKx46e6sj5XEtKLETpCR+hnI/QOMWnWGunP8mTGznyEjtAdI/SXv8iW9/edcktyXEK2jN+cI899lS/P7SyQCd8Wy/P7S+X5tAp5oXI3nrCnWP5j4qAVoSN0U+zatUv69evnvtva+vXrETpCR+iA0IOgV2XcSuqm98+N+TJ+Sy5CR+g1Q1RUlCxcuFDy8vIkLi5OmjdvjtAROkIHhI7QEbrThF5FVlaWFnvv3r0ROkJH6IDQETpCd6LQVe+8YcOGEhISItOmTfP5mZSUFC1zl8tVbXp0dLT+ntNKw4kuy0K/am6yqXkHI/QxHSNMzTtsyPNBCf2ipq0CzvuN6yItC33xjV1M5zwYoV86fGLA+T7VvnlQQm8Rdokj625dL/U79QtK6A1ueuC8x974tQTLQr/i2dfPe9yXj5oVlNDtUFeCEXr9rv1rLSZb9NAVmzZtkiZNmtBDp4dODx3oodNDp4futB56586dtcjLyspk48aNEhkZidAROkIHhI7QEbrThL5582bp2bOnhIWFSd++fWXbtm0IHaEjdEDoCB2hO03oVkHoCB2hA0JH6AgdoSN0hI7QAaEjdISO0BE6QkfoCB2hI3SEjtAROkJH6AjdgULP3b5Vvn5qmKV2Jf2BX0j2J3HnXehq/9Tr8PVW/fzYf+ZL5pI3JXvpAsmNfVsK3lsoxSvekfL3Y0RWL9av8778zHRdQegIHaEjdIR+AQr94JtzKuv4a/p5ym8Gya5RQ2TvE/fIgdH3ybExwyVr3P2SP+EhKXnxYZE/PConxz+g30PowQtdxWolbvX6yN+mIHSEjtAROkJH6P7ZP/Nl2fvqS5bqyneV7yH0C0/omR++Lxn/XeGuNwdmR+u4Ml5/RbL/OVXy3virFM6bJmULpou8PUPy574m6ZXvIXSEjtARuqMoOZ4uZXk/ikjlsaSylGYclbKfSnnmMamoLKePHxOp/Kx6XZZ9wnQjjdAR+vkWuqor+6b/2XRdOVFZV/becwNCR+gIHaE7CzVcfWDeLAt1ZYAcNFlXEDpCR+gIHaEjdISO0BE6QkfoCB2hI3RA6AgdoV/AQlcJ1Y9Hi7RsZmzPlRm78mXmtwUyc1+RzDpQIrMOl8ns9AqZnSUys/J1QkZJwOUU7PtWjn+8xt1g6586VEova+kCyXG9JfnL3pbC5QulxOPnDmpa+ak8U+uxdE++xB8sdEsyUNyzDpbK/O/M/SzmyJK3ftwJTf5M41Tl61M7kk1X4GV7T5mPO61Uv5dTUhFw3irfJzdvqp7zAD8vyVn3gem68/r23FqpK6qxO7F+rem4Vb1R75Xnm6sr83bmyadp1uqK60CRqXkfW/5vi3XlbSnav8d0XVm5z1pdmfGtuTp+bOW7kpOcVCt15WBemczfmWetrvxQIjuzSwPOOztxg2R9/rGluqLaHLOourLhUJGFulIiHx4JLBd18Jm+JtZaXVFtpMm6svaHAlnzfYG1uvKNubpSmz9bU3UlJjXPHfd0FXdlJ0DFNnNvocz8vljHOutIuczOqKorxZKWX26qrmQnrK+1umJLoasjaEtH0pWvzfS6lFxSfz+62tHRrsHX6SOgA0P7ydHKo091RJT36P+OkNS0EnpdUMOoXtekxCxLozn3fX7S1Ly/evh2a72uByt7XZ+a63WpBm5kfIal0ZzwVcfZ4ADnEISO0AGhI3QAhF6zQt95osT9qIaxl+4rENcPheJKK5bYIyUSm14mscfLZVn2aVmWK/q1maExhA4I/eyEroZ/X/jpOhG1Dr1WHJPeH2RKn0+y5bqNuXL95gK5YXux9P2mXPr9IHJ9cqH0/jibDQ7gVKEnJSVJVFSUhIaGSrdu3WTdunWWhF5bIHRA6GcndAC4wITeqVMnWbNmjRQXV/aoY2MlIiICoQMgdABwmtA9ycjIkMjISIQOgNABwKlCr6iokJEjR0p8fLzP91NSUrTMXS5XtenR0dESEhJS42VwxFVBCT0i7JJaiYdy4ZbGryVYFvqVU943Ne9ghH5PqyZsFwrFpuWcC917wYWFhTJ69GhZtWpVwO/SQwd66PTQAcCGPfTExEQZMGCA7N6929TnETogdIQOADYUert27SwNGSB0QOgIHQBsKHSrIHRA6AgdABA6QgeEjtABAKEjdEDoCB0AoSN0AIQOAAgdoQNCR+gAgNAROiB0hA4ACB2hA0JH6AAIHaEDIHQAQOgIHRA6QgcAhI7QAaEjdABA6AgdEDpCB0DoCB0AoQMAQkfoAAgdABwhdO87rdWrVw+hAyB0AHByD33atGkyf/58hA6A0AHAqUJfu3atjBgxIuDnzpXQc7YmyoG5s/Tz1N8/JXv/MFp++OPv5ND/PSPpf3lWTkweJ7mvPCcFUydI6WsviEyfqKeVZp+ghgBCB4ALU+hFRUXStWtXOXz4sN/PpKSkaJm7XK5q06Ojo88YtqdQ6lJp/FqCZaFfOeV9U/MORuj3tGrCdqFQbFrOudC9F7xgwQJ58sknTX33XPXQAeih00MHoIdukVtvvVXi4sw1EggdEDpCBwCbCr1Ro0Zy9OhRhA6A0AHAyUK3AkIHhI7QAQChAyB0hA4ACB0AoSN0AISO0AEQOgAgdIQOCB2hAwBCB0DoCB0AEDoAQkfoAAgdoQMgdABA6AgdEDpCBwCEDoDQEToAIHQAhI7QARA6QgdA6ACA0BE6AEIHAIQOgNAROgDUjtBTU1MlPDzc/TopKUmioqIkNDRUunXrJuvWrUPoAAgdAOws9EmTJkmfPn0kJOR/s+jUqZOsWbNGiouLJTY2ViIiIhA6AEIHADsLPSYmRkpLS6sJ3ZOMjAyJjIxE6AAIHQDsLHT3DHwIvaKiQkaOHCnx8fE+v5OSkqJl7nK5qk2Pjo7W86NQ6mpp/FqCZaFfOeV9U/MORuj3tGrCdqFQbFpqTej+FuA9rbCwUEaPHi2rVq0KOE966EAPnR46ANiwh56YmCgDBgyQ3bt3m/ouQgeEjtABwIZCb9eunaUhA4QOCB2hA4BNhH42IHRA6AgdABA6AEJH6ACA0AEQOkIHQOgIHcBmQgcAhI7QARA6ACB0hA6A0AEAoQMgdIQOAAgdAKEDACB0AIQOAAgdoQMgdABA6AgdEDpCBwCEDoDQAQAQOgBCBwCE/iOpqakSHh7+v5l53WmtXr16CB0AoQOAnYU+adIk6dOnj99bpE6bNk3mz5+P0AEQOgDYWegxMTFSWlrqU+hr166VESNGBJwHQgeEjtAB4DwL3T0DL6EXFRVJ165d5fDhw36/k5KSomXucrmqTY+Ojj5j2J5CqUul8WsJloV+5ZT3yR2FcgGWWhO6vwV4T1uwYIE8+eSTpuZJDx3oodNDBwCb9tBvvfVWiYszd49lhA4IHaEDgE2F3qhRIzl69ChCB0DoAOAkoZ8NCB0QOkIHAIQOgNABABA6AEIHAISO0AEQOgAgdIQOCB2hAwBCB0DoAAAIHQChAwBCR+gACB0AEDpChwuZeTvz5NO0Qv18enKOzNieKzN25cvMbwtk5r4imXWgRGYdLpPZ6RUyu9L7sw6WiutAEYkDAIQOAACA0BE6AAAAQkfoAAAACB0AAAAQOgAAAEI3JCkpSaKioiQ0NFS6desm69atM5yO0AEAAGwo9E6dOsmaNWukuLhYYmNjJSIiwnA6QgcAALCh0D3JyMiQyMhI09MROgAAgM2EXlFRISNHjpT4+HhT06tISUnRMo+Li2MLAAAAnEuhh4SE6FJFYWGhjB49WlatWlXtc/6mAwAAgM166ImJiTJgwADZvXu3qekAAABgQ6G3a9fO3WP37Ln7mw4AAAA2FHpt8c4778jkyZMpFAqFQrngS0xMjHOFXlM49ep54iZ24iZuYifuOtFDrym2b99O3MRNzombOk7OL6i4OckNAABQB0DoAAAACB0AAAAQOgAAACB0AAAAqKNCP336tCxdulSWLVtG7Ocw7o8//tiR+XZq3CtWrJB3331XPyf2cxf3/Pnzpby8nLjPASreTz75xHH75/mMu04JvbS0VIYOHSp9+vTRt3L9y1/+QuznAHUzngYNGjju//udGvfjjz8u119/vfTq1UvmzJlD7OeAYcOGSf/+/aVnz56ydetW4j4HfPfdd1KvXj3H7Z/nM+46IfSqo9AZM2ZI48aN9f3YT548Kd27d5d58+YRey33tLKzs+Wee+6Rpk2b6jvpOaWH6MS4Fy1aJGFhYbqeHDlyRB555BHH7J9Oi70q7ilTpshzzz0nx44dkzZt2sjVV18tCxcuJO5zMILz0EMPyWWXXab3TzuPMNgl7johdM+jfvV/8uovZBXff/+9RERE6HuzE3vt9rQOHTqkTxe0bt1aNyBO6SE6MW71eOrUKcnNzZXf/va3+v2DBw8Sey3FHRUVpetKUVGRPihJSkqSVq1a2X7fdFrcvvbPnTt3ys9+9jMdtxpl2LFjB3HXZaGXlJRUO+q/++67pXnz5rJhwwZ9ZKQSvGTJEmKvxbg9e1rq/4dvuOEG3YgQd+3GrY7+p02bpnthffv2teU5aafG7i9uVT/UvnnTTTfJnj17HJNvu8dtFPv999+vb/SlDrqdtH+ej7jrRA991KhR1Y76v/rqK2nZsqV07NhRBg8erBNN7LUbt2dPS50+UNOJu3bjnjRpkj5dcMcdd0hOTo5j6rhTYveO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 0 S&P 500 FUTURO|S&P 500|50|FÍSICA 56923897 02 56923897 EUR/USD FUTURO|EUR/USD|125000|FÍSICA 33786416 02 33786416 DWS SMART INDUSTRIAL FONDO|DWS SMART INDUSTRIAL 96305716 02 MULTISAL FONDO|MULTISAL 93846048 02 NORDEA GLB CLIMATE A FONDO|NORDEA GLB CLIMATE A 73380367 02 DWS INVEST GLB INFRS FONDO|DWS INVEST GLB INFRS 126415814 02 INVESCO INVESCO ASIA FONDO|INVESCO INVESCO ASIA 77276290 02 GOLDMAN SACHS GLB FU FONDO|GOLDMAN SACHS GLB FU 90000120 02 557224355 647934668 false false false false false false false true false false H) Verificar y registrar a solicitud de CAIXABANK ASSET MANAGEMENT SGIIC, S.A., como entidad Gestora, y de CECABANK, S.A., como entidad Depositaria, la actualización del folleto de CAIXABANK SELECCION TENDENCIAS, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 4536), al objeto de redenominar la clase CARTERA que pasa a denominarse clase SIN RETRO e inscribir en el registro de la IIC las siguientes clases de participaciones: INTERNA. false false false true false false false true d.1) El importe total de las adquisiciones en el período es 61.356.189,72 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,01 %. d.2) El importe total de las ventas en el período es 133.221.909,87 EUR. La media de las operaciones de venta del período respecto al patrimonio medio representa un 0,03 %. h) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario, compra/venta de IIC propias y otras por un importe en valor absoluto de 195.827.354,04 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,04 %. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. En el segundo semestre de 2024, la economía global mostró signos de desaceleración. En Estados Unidos, el crecimiento del PIB se moderó, cerrando el año con un crecimiento anual del 2.9%. La inflación comenzó a estabilizarse alrededor del nivel del 2.4%. En la Eurozona, el crecimiento ha sido más débil, con un aumento del PIB del 1.5%. China experimentó un crecimiento del 4.8%, afectada por la regulación gubernamental y un mercado inmobiliario enfriándose. Los mercados emergentes han tenido comportamientos dispares, con algunos países beneficiándose de los precios más altos de algunas materias primas, mientras que otros han tenido que afrontar inestabilidades políticas. En esta segunda parte del año 2024, los bancos centrales continuaron con las políticas de relajación de tipos. La Reserva Federal de EE.UU. ha reducido sus tipos hasta el 4.5% desde el 5,5%, enfocándose en apoyar el crecimiento económico. El Banco Central Europeo, por su parte, ha reducido los tipos de interés al 3% en este segundo semestre buscando también estimular la economía de la Eurozona. En mercados emergentes, Turquía lideró las bajadas de tipos con una reducción de 250 puntos básicos. El Banco de Japón mantuvo su política monetaria ultra laxa, buscando alcanzar su objetivo de inflación del 2% a pesar de realizar una subida de tipos en el mes de Julio. Respecto a las tensiones geopolíticas, la elección de Lai Ching-te en Taiwán intensificó las tensiones con China, que declaró que se podía calificar este hecho como una cuestión de "guerra o paz". Por su parte, el conflicto en Ucrania ha continuado afectando la estabilidad global ya que sigue siendo una fuente de incertidumbre respecto a cuál pueda ser su conclusión, especialmente tras la elección de Donal Trump. En oriente medio, las tensiones entre Israel y Hamas, con la intervención de Irán, se intensificaron llevando a una mayor inestabilidad militar en la región tras la invasión del Líbano por parte de Israel. Por otro lado, y en relación con el calentamiento global, la cumbre climática COP29 en Sudáfrica llego a una conclusión sin precedentes respecto a los compromisos a adoptar en las principales economías para reducir las emisiones, con el cono sur exigiendo fondos equitativos para poder avanzar en la transición energética. Los mercados bursátiles por su parte han tenido un año espectacular, impulsados por el fuerte crecimiento económico y el cambio de la dirección de la política monetaria por parte de los principales bancos centrales (excepto el de Japón). El sector tecnológico, y particularmente las compañías relacionadas con la inteligencia artificial, han sido las más beneficiadas. El S&P 500 y el Nasdaq Composite han tenido comportamientos positivos muy sólidos en el segundo semestre de un +7,71% el primero y un +8,90% el segundo, y en el caso de este último, ganando cerca de un 30% en el conjunto del año (y de casi el 24% en el 2024 en el caso del SP500). Las bolsas se han visto apoyadas por una combinación de una progresiva reducción de la inflación, la flexibilización monetaria, la fortaleza de la economía de EE.UU. y el optimismo sobre la comercialización y expansión del negocio de la inteligencia artificial. La importancia de esta última ha impulsado las rentabilidades de las acciones vinculadas a este segmento con una subida del 50,5% en el índice NYSE FANG+, que incluye a las diez empresas tecnológicas más importantes en EE.UU. Los sectores de salud e inmobiliario, sin embargo, han visto subidas más modestas, reflejando su naturaleza defensiva. En Europa, el índice EuroStoxx 50 ha estado prácticamente plano (+0,04%) en el semestre. En la Eurozona la disparidad de comportamiento de sus bolsas en la segunda mitad del año ha sido elevada, con el CAC 40 cayendo un -1,32% y el IBEX35 un +5,95% pero el DAX alemán subiendo un 9,18%, reflejando una expectativa de consolidación de la producción industrial junto con el crecimiento de las exportaciones y el MIB italiano un 3,11%. En Japón, el índice Nikkei 225 ha subido en el semestre un 0,79%, apoyado por un mejor entorno económico y con el respaldo de los sectores tecnológico y manufacturero. Respecto a otras clases de activos, el oro ha subido en el semestre casi un 10% acumulando una subida total en el año de cerca del 21% apoyado por la caída de los tipos de interés en EE.UU., las fuertes compras por parte de los bancos centrales y un renovado interés de los inversores minoristas, en un contexto de riesgo geopolítico elevado. Por su parte, los activos digitales como Bitcoin y Ethereum también han tenido subidas significativas. En el caso del Bitcoin se alcanzaron máximos históricos, impulsados por una adopción más amplia de los inversores, la aprobación regulatoria de los ETFs de Bitcoin en EEUU y las elecciones americanas. El dólar se ha apreciado en el año entre un 7% y un 11% frente a las principales divisas globales, reflejando la fortaleza del billete verde y de su economía junto con un ciclo de tipos más adelantado en EEUU. Las materias primas han tenido comportamientos dispares con los metales industriales, la energía y los productos agrícolas en territorio negativo de rentabilidad en el segundo semestre, siendo el petróleo y el oro las materias primas que logran terminar el conjunto del año en rentabilidades positivas. En este entorno, CaixaBank Selección Tendencias ha ofrecido rentabilidad positiva, aunque inferior a la de los principales índices de bolsas mundiales, principalmente porque el fondo no tiene tanta exposición a los gigantes tecnológicos. A pesar de todo, el fondo ha participado de la euforia vivida por el sector tecnológico y los avances sobre la inteligencia artificial gracias a su posicionamiento en temáticas tecnológicas y fintech incluidas en la tendencia Digitalización y tecnología. A su vez, la tendencia Longevidad y bienestar se beneficia del buen comportamiento del sector financiero que también destaca por su buena rentabilidad. Reto demográfico y Desarrollo sostenible han sido las dos tendencias que más rentabilidad han drenado al fondo. La primera, muy influenciada por el mal comportamiento de las temáticas de minería, energía y crecimiento emergente, y la segunda ante la posibilidad de que los tipos de interés se mantuvieran elevados por un periodo más prolongado que impactaba de lleno en muchas ideas de innovación y desarrollo involucradas en temáticas sostenibles. b) Decisiones generales de inversión adoptadas. A lo largo del semestre hemos reducido peso en Longevidad y bienestar y en Desarrollo sostenible y lo hemos incrementado en Reto demográfico. Por temáticas: · Subimos peso en financieras a través de un ETF sectorial. · Subimos peso en seguridad y relocalización a través de fondos que invierten de manera temática en ambas ideas. · Reducimos peso en bolsa europea y emergente a cambio de incrementarlo en bolsa americana manteniendo el posicionamiento geográfico neutral respecto del índice de bolsas mundiales. · Reducimos peso en inteligencia artificial tomando beneficios y compramos una idea de carácter defensivo como nutrición. c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. En el periodo, el patrimonio del fondo se ha reducido en un -4,24% mientras que el número de partícipes se ha reducido en un -4,59%. Si detallamos el desglose de las diferentes clases, por partícipes y patrimonio, la variación ha sido: Patrimonio Partícipes Clase Estándar -8,39% -6,22% Clase Plus -5,00% -0,66% Clase Interna -14,34% -34,06% Clase Sin Retro La rentabilidad neta obtenida por el participe, ha sido positiva para todas las clases. La rentabilidad neta de la clase Estándar ha sido de 4,03%, la clase Plus ha obtenido una rentabilidad de 4,38% y la clase Sin Retro un 4,80%. La clase Sin Retro es de nueva creación en este periodo. El dato concreto de rentabilidad es diferente para cada una de las clases comercializadas debido a las diferentes comisiones aplicadas a la cartera del fondo. La rentabilidad de todas las clases han sido superiores a la de la letra del tesoro que ha sido del 0,11% Durante el periodo las distintas clases han soportado gastos que varían por las diferentes comisiones aplicadas para cada una de ellas. Los gastos directos soportados en el periodo por la clase Estándar suponen el 0,88% del patrimonio, mientras que para la clase Plus han sido del 0,54%, del 0,14% para la clase Sin Retro y del 0,07% para la clase Interna. Los gastos indirectos para todas las clases fueron de 0,45% respectivamente durante el periodo excepto la clase Interna que fue de 0,18%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora y el índice de referencia. La rentabilidad de todas las clases del fondo ha sido inferior a la de los fondos de la gestora que comparten la vocación inversora de Global Internacional, que ha sido del 6,11%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A lo largo del semestre hemos reducido peso en Longevidad y bienestar y en Desarrollo sostenible y lo hemos incrementado en Reto demográfico. Por temáticas: · Subimos peso en financieras a través de un ETF sectorial (Xtrackers MSCI World Financials UCIT ETF). · Subimos peso en seguridad y relocalización a través de fondos que invierten de manera temática en ambas ideas (Pictet Security y Goldman Sachs Future Economic Security). · Reducimos peso en bolsa europea y emergente a cambio de incrementarlo en bolsa americana manteniendo el posicionamiento geográfico neutral respecto del índice de bolsas mundiales (Vendenmos futuros de Stoxx600 y el fondo Schroder ISF Emerging a cambio de comprar futuros de S&P500). · Reducimos peso en inteligencia artificial tomando beneficios (vendemos WisdomTree Artificial Intelligence) y compramos una idea de carácter defensivo como nutrición (Pictet Nutrition). En este periodo los mayores contribuidores a la rentabilidad han sido las ideas relacionadas incluidas en la tendencias Digitalización y tecnología con fondos como Franklin Technology así como las temáticas comprendidas en el sector financiero como Fintech representada con el fondo Robeco Fintech Por el contrario los mayores detractores han sido ideas incluidas en la tendencias Desarrollo sostenible como Agua con BNP Parvest Aqua o cambio climático como Nordea Climate & Environment. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo ha mantenido un nivel de inversión en torno al 100% y ha realizado operaciones con instrumentos derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. El grado medio de apalancamiento del periodo ha sido del 15,83%. d) Otra información sobre inversiones. El porcentaje total invertido en otras instituciones de inversión colectivas supone el 93,56% al cierre del periodo, destacando entre ellas: Pictet Asset Management Europe SA, Franklin Templeton International y BlackRock Global Funds. Además, señalar que la remuneración de la liquidez mantenida por la IIC durante el periodo fue de 4,02%. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad para todas las clases ha estado en un rango de 12,16%, superior a la de la letra del tesoro a un año que es de 0,11%. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN Y ADVERTENCIAS CNM N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. Por la parte de Renta Variable, respecto a las expectativas sobre la evolución de los diferentes mercados bursátiles, el análisis externo ha ayudado a elaborar escenarios y asignar probabilidades a la hora de decidir exposición a cada área geográfica y, dentro de esta, a cada país. En cuanto a la selección de sectores, el análisis externo ha completado el interno para definir la ponderación de las diferentes industrias y sectores en las inversiones en renta variable. A nivel de selección de compañías también juega un papel relevante. Es muy relevante la aportación de valor de los equipos de análisis de nuestros proveedores, y representa un papel fundamental en la gestión de las IIC en el proceso de inversión de las mismas. Los gestores de CaixaBank Asset Management han seleccionado las diferentes acciones apoyándose en las recomendaciones de dichos analistas. Destacan como proveedores de Renta Variable en el gasto de análisis: Morgan Stanley, UBS, BofA Securities, JP Morgan y Goldman Sachs, representando estos cerca del 65% de los gastos totales. Los gastos de análisis soportados por la IIC durante el ejercicio 2024 han ascendido a 243.304,72€ y los gastos previstos para el ejercicio 2025 se estima que serán de 352.493,79 €. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En la asignación de activos el panorama para el primer semestre del año es atractivo. A pesar del buen comportamiento de las bolsas durante el año 2024, el crecimiento económico, los beneficios empresariales, el gasto del consumidor y el entorno de tipos favorece un comienzo de año atractivo para los activos de riesgo. Aun así, la política abre nuevos riesgos, por lo que no descartamos la necesidad de un enfoque más táctico a lo largo de las próximas semanas. El crecimiento nominal mantiene el crecimiento de los beneficios, y, aunque podamos sufrir reveses en los tipos largos, la retórica de los Bancos Centrales y la caída del precio del petróleo deberían limitar los daños, mientras que la ampliación del crecimiento permite un entorno de diferenciales de crédito y periféricos, favorable. Esperamos una mayor pendiente de la curva de tipos, provocada por una ligera bajada de los cortos y unos largos presionando al alza. Esto debería recoger un entorno de crecimiento resiliente y una inflación controlada, aunque a niveles más altos que en anteriores ciclos. La política abre varios escenarios de "cara o cruz" no siendo posible anticipar el resultado. La toma de posesión de Donald Trump y las distintas alternativas que pueda adoptar marcaran los próximos meses. Si vemos una versión de Trump desreguladora y con bajadas de impuestos favorecerá a los mercados en general, especialmente a la divisa y a la renta variable, aunque con un difícil equilibrio con el mercado americano de deuda que se tensionará incorporando presión a la renta variable. Si vemos la versión más enfocada en política anti inmigratoria y de aplicación de aranceles de forma brusca podremos asistir a una corrección fuerte de las bolsas en base a una preocupación tanto por el crecimiento como por el efecto sobre los precios. En cualquier caso, pensamos que estas fuerzas contrarias limitarán la propia actuación de políticas económicas muy agresivas. Ante este escenario y con una vocación más táctica, comenzamos el año con una escasa presencia de apuestas significativas, aunque con una visión constructiva hacia el mercado norteamericano y muy atentos a las elecciones en Alemania de Febrero, que podrían implicar un cambio basado en una ampliación de déficit fiscal alemán y, por tanto, un mayor crecimiento potencial en Europa. Esto afectaría a nuestra visión de las bolsas ya que la renta variable europea podría tomar el relevo a la americana en el año 2025. En tipos de interés habrá que estar atentos a la decisión de aumentar duración según el mercado haya descontado todas las noticias positivas del crecimiento global. Con todo, seguiremos pendientes de las oportunidades temáticas que surjan en el periodo. La inversión temática pone siempre la mirada en el medio plazo y en aquellas ideas que tienen sentido independientemente del ciclo económico. Para ello · Participamos en todas las industrias del sector salud como principal beneficiario de las consecuencias de la longevidad, cada vez más presente en nuestra sociedad. Para ello invertimos de manera diversificada a través de grandes farmacéuticas, servicios digitales de monitorización de pacientes, equipamiento hospitalario o medicación personalizada, así como más recientemente en biotecnología. · Invertimos en cambio climático y en transición energética en un mundo que es más consciente de las limitaciones de la energía fósil y sus implicaciones económicas. · Buscamos beneficiarnos de hábitos de la sociedad en los que la digitalización de los servicios y del consumo sean la base de la eficiencia del negocio. · Y, como no podía ser de otro modo en un fondo temático, mantenemos exposición en tecnología en todos los segmentos desde inteligencia artificial, tecnología verde o robótica. No aplicable 1) Datos cuantitativos: · Remuneración total abonada por la SGIIC a su personal desglosada en: · Remuneración Fija: 19.194.809 € · Remuneración Variable: 3.184.433 € · Número de beneficiarios (se especificará el número total de empleados y, dentro de éstos, el número de beneficiarios de remuneración variable). · Número total de empleados: 292 · Número de beneficiarios: 251 · Remuneración ligada a la comisión de gestión variable de la IIC, indicando que no existe para aquellas IIC que no apliquen este tipo de remuneración. · No existe este tipo de remuneración · Remuneración desglosada en: · Altos cargos: indicando el número de personas incluidas en esta categoría y desglosando en remuneración fija y variable. o Número de personas: 9 o Remuneración Fija: 1.580.713 € o Remuneración Variable: 455.457 € · Empleados cuya actuación tenga una incidencia material en el perfil de riesgo de la IIC (en el entendido de que todas las SGIIC cuentan con empleados dentro de este grupo): indicando el número de personas incluidas en esta categoría y desglosando en remuneración fija y variable: o Número de personas: 8 o Remuneración Fija: 1.195.946 € o Remuneración Variable: 419.251 € 2) Contenido cualitativo: La política de remuneración de Caixabank Asset Management SGIIC, S.A.U constituye un aspecto fundamental de su gobierno corporativo, dada la potencial influencia que las prácticas de remuneración pueden ejercer sobre el perfil de riesgo de la SGIIC y de las IIC que gestiona, así como sobre los potenciales conflictos de interés, todo ello de acuerdo con la normativa sectorial aplicable. Caixabank Asset Management SGIIC, S.A.U. como SGIIC y prestadora de servicios de inversión, requiere dotarse de unas políticas adecuadas de remuneración, tanto en relación con los altos directivos, los tomadores de riesgo y las personas que ejerzan funciones de control, como en general con el resto del personal de la Entidad. En función de lo anterior, Caixabank Asset Management SGIIC, S.A.U. cuenta con una política de remuneración a sus empleados acorde con una gestión racional y eficaz del riesgo, y la normativa aplicable a las IIC,s gestionadas. Dicha política es consistente con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo propios y de las instituciones de inversión colectiva que gestiona, de sus partícipes o accionistas, y del interés público, e incluye medidas para evitar los conflictos de interés. La política de compensación total está orientada a impulsar comportamientos que aseguren la generación de valor a largo plazo y la sostenibilidad de los resultados en el tiempo. La proporción de la remuneración variable con respecto a la remuneración fija anual es, en general, relativamente reducida. La proporción del componente fijo de la remuneración permite la aplicación de una política flexible de remuneración variable, que incluye la posibilidad, en los casos previstos en la Política, de no abonar cantidad alguna de remuneración variable en un determinado ejercicio. En caso de que los profesionales que realicen funciones de control tengan remuneración variable, sus objetivos no deben incluir retos de negocio a nivel individual, del área o de las IIC gestionadas, a fin de asegurar su independencia sobre las áreas que supervisan Se prohíbe a los profesionales de CaixaBank AM el uso de estrategias personales de cobertura y aseguramiento de sus remuneraciones o de las obligaciones con ellas relacionadas, con la finalidad de menoscabar la alineación con el perfil de riesgo implícito en dicha estructura de remuneración. La remuneración variable para los profesionales de CaixaBank AM está orientada a impulsar comportamientos que aseguren la generación de valor a largo plazo y a la sostenibilidad de los resultados en el tiempo, y se basa en el mix de remuneración (proporcionalidad entre remuneración fija y variable, anteriormente descrita) y en la medición del desempeño. En ningún caso, la remuneración variable estará vinculada única y directamente a decisiones individuales de gestión o criterios que incentiven la asunción de riesgos incompatible con el perfil de riesgo de la Entidad o sus normas en materia de conducta o conflictos de intereses, las IIC que gestiona y sus partícipes. La determinación de la remuneración variable se basa en una combinación de la medición del desempeño individual, del área, unidad de negocio o IIC concernidas (en la medida en que sea de aplicación), teniendo en cuenta criterios cuantitativos (financieros) y cualitativos (no financieros) fijados a nivel de la Entidad, de área, o individualmente según proceda. Asimismo, el pago de la remuneración variable no se efectúa a través de vehículos o métodos que puedan facilitar la elusión de las normas contenidas en la Política. 28956646529 1725450 3.13 3562173632 616221 6.14 1262321266 51810 3.37 3449093041 119268 3.07 0 0 0.00 1796641397 66098 3.83 728268375 249798 6.58 17829885134 1923866 6.11 0 0 0.00 216513839 9243 2.13 269030866 13051 1.87 0 0 0.00 2619827568 370723 3.33 6683882052 222245 4.15 0 0 0.00 0 0 0.00 0 0 0.00 17880256510 309848 1.58 5008175003 472438 2.00 1274326503 22889 5.79 325091096 11881 2.02 91862132811 6184829 3.61