El INE ha publicado hoy los resultados de la estimación de nacimientos y de defunciones del mes de diciembre, que supone poder hacer balance de todo el año 2023.
En lo que se refiere a nacimientos, durante 2023 hubo un total de 322.075, lo que supuso un descenso del 2,0% respecto el año anterior (6.629 menos).
Los nacimientos continúan así con la tendencia a la baja de la última década, sólo interrumpida en 2014. Desde el año 2013, el número de nacimientos ha bajado un 24,1%.
El número de nacimientos solo aumentó en 2023 en Madrid (2,7%) y Extremadura (0,6%). Los mayores descensos se registraron en Melilla (-19,4%) y Ceuta (-11,8%) y en Castilla-La Mancha (-10,5%).
![(Fuente: INE)](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnkAAAE0CAYAAABQJyWOAAAgAElEQVR4Ae2debAc13Xe8U9SjpK4SlHscuJEsSuO47gSw4krzh92FjsS4JWRKUuAbS2WJQuitdoWJEoyNxCURFKESG0ESAqSKAAEV4ELBBEkuIJYSIoAF5EAuBMQVzzuBClunfr6zdfv9JnbMz0zvc93q+Z19+27nPO7t+/95nZPv3mRggiIgAiIgAiIgAiIQOcIzOucR3JIBERABERABERABEQgkshTJxABERABERABERCBDhKQyOtgo8olERABERABERABEZDIUx8QAREQAREQAREQgQ4SkMjrYKPKJREQAREQAREQARGQyFMfEAEREAEREAEREIEOEpDI62CjyiUREAEREAEREAERkMhTHxABERABERABERCBDhKQyOtgo8olERABERABERABEZDIUx8QAREQAREQAREQgQ4SkMjrYKPKJREQAREQAREQARGQyFMfEAEREAEREAEREIEOEpDI62CjyiUREAEREAEREAERyCXyti2bF82bNy86fN0jc8T2r40Onzcvmrds21xcb282/eHR2v19pxod8ci6w2M/l29vlpmT2bUtWo52esfayLResxwsyJpROTF9X98uyJ5UMQOul1Q6HTScwCPR2nfMjoeZ11SvrePxEvuBMTK3k+w3uIaD13Hv+o7PuzF3SF6O63G585ZH/SN5biuVUAREoKEERhJ58+xAwAGkbwCbHXSaJpTy8Oek3zTbJ7OreJG3bZmbTPLArSDNaJyK5zLQxczrZWAunWwaAbZjSFT1bEU/TASe/3I8kj8UlBRgvePkC1v6eFa0ubTJmJ1OG21fbr64V3wtjMRAiUVABCYhMKLIMyt3HOz6RN4k5tSbdzSRUK+tddXe5FXa0dpPE1tdfajN9SZ9bJkVSdV5lLr+emNwcoelJ9yyvqSm8qZM9mIydVIHIiACLSYwusib11vF8SLPH0duEk2+Oa6dvX3Ib8Lbe7d942N+C+0R7eWZvZ2QXj3igLV82ewtVg50HIRn88yLsga82Rp6NvbqXhu4XTtbT9atkrmWZ73L1xl/km/cs+mYhrbR5n5b0rdXmW/Wlzmua3u30VHe4eu2zd1Gmmf9nkuf3K7NwXXtutlJLLa1J+RpR5/9bPuYo/ki0MOTmW8OXxRFgYmG5WZ+kRjWfiyz135JOTYfzs32LfYpPmZAu9mHkvMBNnSFeciIeaOAL5lpUViSfq1p1/Q1wNWY2brcOeZnm7i+SHuxpR3Le8LFtjnTMU2fXylbl/eubXcdm7blNcY67PWVvh6iyJ7zt0ZT51L9PfbIMOvvj4Pz0uPQlv0J/gWuK8tywDiQtC3bJumXoTptHPttr629qOu1uec4W4LLa4ulL7ntSGXWgQiIQIMJjCDyDo+SiR+DAScRDgz+mAMHJxcKC3/M2wk8z/J6xxywZgfmucmDAzXPgzEnomRidWX4dpgtg5MjB8E5gRQ8T/tcYaybzyjy2NvC42DZZONYpsuinVl28zxZ9Y5ZtmMyawfTzk2s5Jq2k+dZtxUjfKLH1ecmHl9eCmPPNjJK+51KGR+ky6LfbD87Ic/ZSb8i3z+jft98/bP1zT2bmq6/v/+lzg9s0yiiYEvsY3peHzxm/xvYjj3fM9rck6Sf7LveFp5nu/jzyVhAW30FicjzbUOWbKu5fpVix7Zyvs/aw7zsw+7Y9T/aHs7bZ3g6wrVB2sbZpGRFljxO2LkyQv0wXenc0Wx9c18Ah5ednTc502dPckY7IiACHSAwmsjbz4lwXpSsWHHg7Rss3GTfm5Q4+CUTQ0b+vgHUCYC+85xIOLHFjeMmu1SDOfv6RGL/+dk6OZmkCsstMDkwp1Zf3ISdLtmLB4oZ2uEmNXJIJty0H33chnClvZykfP7Z83OTM2xPxbFfYNUi1TbeSxz3bI37hPfLp0/7NVdvT0iwXvYvckls6M8f9o3ChH1/ztc0myH2puwJ9UsXl0pv2PTs97aGxcvcKqWnZ4/Tfvi6nF1xRhfXZ6stHfu99LwLEBDUaX+y2qbX5zmWoE8l7durs88WZ+ugvN5sd9zHKXDdDksze36uD8V04jsI6ThXdWpVk9diX119vs+WMst2djWbecPlD7bB59GxCIhA8wmMLPISceZvNfQNMG6g9gOiT++O7cDEW0TYcqUjPSkAtKsvZs/JhYLINIirD2fSg2avPPqZbMMDYTpvYGUmmVxmbbH29+U1ZmbalYgV76M/TnMZlau3zdoN2/xxv71M07tlGnMMtEfP59nylkfbAu3TSzK7CZxP2crzSbuxftad5oJCvS+p8oae7y8v295QWtdutD8RMek8s7bSp7ktrw+KPnvtZE3w3s85UQZW6XpnfRpma8pzI/LIvp91mn2vzr6247XH+uf8Tr5AkFtfXtY9IK83O3XMfCxnbnU4qbtvDOkfB9J+9mgGHhOxVbN94rZM+sNc2Um79nxP+oCxpy+vrQD7fnz253UsAiLQSgKji7xksusNsBx0OLjy2E8OfhDx6d1xaDC0hPvP9wbhRPwgdSiOpfRPXhxMZwfN/vPMGdqm8/YPmt7e1LFn4ypIl+3t8pOPP06nT9Xr6sGhP5+uO+s8J9/ZAmfzpONmz/RswQSc9BNnBFm8Y9jrbNJ+oZSUra4/uVrgad+rZcbznSt9nrurMWVPqF+6uFR6lJW219vqaksdzqbF9WoEikmR4hbH27qcXfF5F9dnqyncpjf1e/vTx7Z+X5Y7Zt38AsjjrP5lszMt89pzft+ktcJ5dn+ur/exZH/uvX4qdG2E4pLqe/mDIq1nUyLqemkT0Tcob1JBb8fn9ed1LAIi0EoCY4m8ZMJJTdZuYOYAQ9HVO04GJA6aHIz9sUufngT6xQboDxtgfQuly+zZbx7iDp6nP66wYXXPluVuJSa3rxw7Tug9NumyfdrehJtMoP7YpR+Ra7puMp6b1JKVXbYjbScnVx/TJ/3AcUz1rcSnvkRxRLB9kvZzHHz/8nb29R/mp4jr73NhNnPpZ8/3WLn6fd6+lRSXPuGSwTXIgmkHftlhm5rb6a7NRrfVtxdZzonMtL39bNPn0304y55ZcePqchwH503XY71gPt9vfTyPvdBK8jl7+trVVsp2wzibtKVN0PO1d26WGRmTQzhv2k6mZV5bh/ZFQATaTGBMkWcmhmRyN3HxN+Per2g5OLmJg5N9sqLTN/jNrYbxm3MycAZWnNgIHLxCeZhmbsvBbXaVg7/866+Ht4WyB0HWm+T1/lJU9G4j8ZeMSXp33g7q6bL9REQfaJs/9ulH45qu29yisgKfbdfzLWlTgu6xYJv0nWe63nZ2shqw2pekp69Z7WfP+8kuwCXVBssj3x/SwmOuv8+14VwcfU3OkVHG9YL0SVr415c+YK/jmsqf8iV7FQ9VJW1sfxFq7LRp+vwK2opIG9gO7KPDRN1s3qQfxP1qLi/O0mbak4ioOCvr6123HIN6JmXnDTBOlWe+3PTKStqpVwfLTtqibxwwbZt1vfiymS7ZWjt6NsfnTDz7T5KHY9hcmkF8aYK2IiAC7SaQS+S120VZ3zYCnHySibJtDrTM3j5h0jL7Za4IiIAIiECYgERemItiayPAlYn0yk1t5kxBxRJ5U9DIclEERGAqCUjkTWWzN9Rpc/tRq3jVtZFEXnWsVZMIiIAIVElAIq9K2qpLBERABERABERABCoiIJFXEWhVIwIiIAIiIAIiIAJVEpDIq5K26hIBERABERABERCBighI5FUEWtWIgAiIgAiIgAiIQJUEJPKqpK26REAEREAEREAERKAiAhJ5FYFWNSIgAiIgAiIgAiJQJQGJvCppqy4REAEREAEREAERqIiARF5FoFWNCIiACIiACIiACFRJQCKvStqqSwREQAREQAREQAQqIiCRVxFoVSMCIiACIiACIiACVRKQyKuStuoSAREQAREQAREQgYoISORVBFrViIAIiIAIiIAIiECVBCTyqqStukRABERABERABESgIgISeRWBVjUiIAIiIAIiIAIiUCUBibwqaasuERABERABERABEaiIgEReRaBVjQiIgAiIgAiIgAhUSUAir0raqksEREAEREAEREAEKiIgkVcRaFUjAiIgAiIgAiIgAlUSkMirkrbqEgEREAEREAEREIGKCEjkVQRa1YiACIiACIiACIhAlQQk8qqkrbpEQAREQAREQAREoCICEnkVgVY1IiACIiACIiACIlAlAYm8KmmrLhEQAREQAREQARGoiIBEXkWgVY0IiIAIiIAIiIAIVElAIq9K2qpLBERABERABERABCoiIJFXEWhVIwIiIAIiIAIiIAJVEpDIq5K26hIBERABERABERCBighI5FUEWtWIgAiIgAiIgAiIQJUEJPKqpK26REAEREAEREAERKAiAhJ5FYFWNSIgAiIgAiIgAiJQJQGJvCppqy4REAEREAEREAERqIiARF5FoFWNCIiACIiACIiACFRJQCKvStqqSwREQAREQAREQAQqIiCRVxFoVSMCIiACIiACIiACVRKQyKuStuoSAREQAREQAREQgYoISORVBFrViIAIiIAIiIAIiECVBCTyqqStukRABERABERABESgIgISeRWBVjUiIAIiIAIiIAIiUCUBibwqaasuERABERABERABEaiIQO0ib+vWrdGSJUuiQ4cORQcPHowWLlwYzZs3L97i2AakQVp/HmUgDp9ly5bFWfbs2RPNnz8/FWfL0r4IiIAIiIAIiIAIdJlArSKPQowib82aNREEGwL28bHBxiEdBB2EILYQgAgrVqyIdu/eHS1dujRC+Qg4z3LjCP0RAREQAREQAREQgY4TqE3kQZRBiG3YsCHeUqSRtxV0jINQo/DjPrYQdlwBDAk/pmU52oqACIiACIiACIhA1wnUJvK4uobVNog9ijzesoVo87dr0RgQefa2LAScTYtyN27cmFrdQxrEK4iACIiACIiACIjAtBCoReRRyPE5OivaCN7fhkU8hJpdycNt3i1btiRxSIPzK1eu7BN5zMfytRUBERABERABERCBLhOoReRZoHYlj6t7OG/jmT50/sCBA/GPMSAKsRpI4adn8khNWxEQAREQAREQgWkk0CiRZ1f48MtYCD0+u4f90Hk0Gm7HclWQt2WRXr+uncYuLZ9FQAREQAREQARAoHaRp2YQAREQAREQAREQAREonkCrRN4LTz5cPAGVKAIiIAIiIAIiIAIdJNAqkXfdV/4iuunsT3awGeSSCIiACIiACIiACBRLoDUib+8VK6M173pD/HnopouLpaDSREAEREAEREAERKBjBFoh8p7ef2e09j3/PBF53/v4L0c/ef6pjjWF3BEBERABERABERCB4gi0QuRd+YU/SAQeV/O2rXx/cRRUkgiIgAiIgAiIgAh0jEDjRd7tG77YJ/Ao9O6+5tsdaw65IwIiIAIiIAIiIALFEGi0yHvi7p2ZAg9Cb/37fyY6pF/cFtMTVIoIiIAIiIAIiECnCDRa5IH0zd9dmin0zlvy89Gjd17bqQaRMyIgAiIgAiIgAiJQBIHGizw4edlnfjNT6GFFb9uqD0bPP/FAETxUhgiIgAiIgAiIgAgURoD/chX/ncsG+69abbz9L174b144Rlr+Zy9sFy5cGP8XMJt2zZo1tph4vxUi77G7rkuJvHP+8o3RTWf/XSrue5/4T9FtF53Q56AiREAEREAEREAERKAuAhRoFHkUfRRw3i6ItZBgYzqUgw/+1euSJUvirf0XsEyHbStEHgyFgEt+cHH16tgHrN7ZeJyX2LPNq30REAEREAEREIG6CECMQeTZVbtdu3ZFe/bsScVZ+ygKIQIh4iDgGJBvxYoV8aHdR0RIHLZG5MGBK05YGG39xl/S12QLsYdzFIEUe/de990kjXZEQAREQAREQAREoCoCEGFLly6NRZoVeaw/FOdX5Lxwg8BDuQjYLl68OF7JwzHK8yuArRJ5Tz10e/TSswfJp28LUYeVPC/29LxeHypFiIAIiIAIiIAIlEgAgss+Rzd//vxEoKHakMjz5nAlEPG4PYs8dmXP1rFo0aL4Nq4to1UizxqetT/oFq7EXhY1xYuACIiACIiACJRFICToQnH2OTvYYtNA8NmVOp/WrvLRj86JPDo2SOwxjbYiIAIiIAIiIAIiUDYBK9ZYl42zK3bY5wog0jBA4OGcDXYlz59Dus6KPEKA2MMrVvwtXP0Sl4S0FQEREAEREAER6CKBzos8Nhpemhx6Xk8vUyYhbUVABERABERABOomcOuFywszYWpEHojxFq4Ve3zlip7XK6xPqSAREAEREAEREIExCGDhCXcei3o7yFSJPPKm2NMtXBLRVgREQAREQAREoG4C/A9f537gZwv5T15TKfLYiHpejyT6t/ZhTv6aB+/kwU/A8UCofRiUuUPn8VNvvMyRD5HyxY72wVKWz3K0FQEREAEREIFpI3DT2Z9M/X7g6lP+dGIEUy3ySA9iL/Qy5Wl9Xs++i4c/0T5w4ED8Uke+hNH+Kggc/QsceZ75sWWwcT4f02grAiIgAiIgAtNC4KGbLk4JPN5pvPP7p02EQCKvh4+3cO3zeoCMX+bi3LQGCrJ9+/alXsKIlTi7mod0OOZLGnneru5hNQ/xSIO0yGP3p5Wx/BYBERABEZheAj95/qnooo/9h6DIgw6ZuX/X2HAk8hw6ij2qaGz54wyXNHUYur0JAcNblQsXLkz+9Qgz2vP2TdgQQBBENs6KJSuuWFYZW/qELQQZ/n0KV/IQZ+3IOk+xB/uQBjywxQdMrI9l+KAyRUAEREAERKDJBHZfsCxT4EGD3HD6X41tvkReBrpRxB4ECwQPRJsVMhBC+CBYscMqcQ7xCBBPeFu1TYc4/N+7mZmZgbdKWV5ZW9oJ2/hsHf59Cn1jvcPOgw/82bRpU/L/9ih0yYFlaSsCIiACIiAC00Jgwyd+JSj0vvfxX46w0jdukMgbQg5ib5Tn9azIs/9ixMajSogbCEOksat2FFQ2DfLasuz+EPPHOk1xCRsRYOeWLVtSQtPaiTQUcHalD8IN6SgGWe7u3bvjsmz5EnljNZUyiYAIiIAItJyA1xj2TiKe1ZskSOTlpId31gx7Xg9iBoKNogbiiPsQOLjdCcGGAIGDW5f2PFa5Vq9enazuWeHE9Ci/CkFEX1Af/EBAvTi2PlK4wb7QeWu3vTUbKj+uRH9EQAREQAREYEoIWIF33pKfT63m4de2kwaJvBEI5r2FCwEDwQNBh+fOIIoWLFiQWr2C+IF4oujDFqJv5cqViYhjGvzowT4PZ8XjCOYrqQiIgAiIgAiIQAMI+LuEEHsI13z5nbHQw/vyiggSeWNQ9GLv5MN+Knrbb7wpumn9sXFpEGEQeRB7+CBgxQu3WW2w55EeIg+3RblyxlUyvL6EP1hAfpvPllf3/iO3b6nbBNUvAiIgAiIgAo0mAA1hb8lS4MHo5594MDr3gz8XPXbXdYX4IJE3AUarxI/4rX+c3Mr81EdnfwljV/Ig0rAyR+GGfXwQj5U+eysTIs/H2VuhLGsC0wvP+tqrL0eXLP316MGdFxZetgoUAREQAREQgS4Q4L8to8jDa9p8uO/6dT5q7GOJvLHRzWXM87zeXOpu7u1c/bH4m8kFH/7F6KVnn+imk/JKBERABERABMYk4AXebRedMGZJ+bNJ5OVnNTClv4ULlT7s/Xq3XnTCRC85HGhQhScf2H5+aun5+q+9t8LaVZUIiIAIiIAINJsAFoO4eoctjqsIEnkFU84r9h6967q4wS9f9paCLai2uBeffiy64MO/kOq86MD7tpxVrSGqTQREQAREQAQaSAArdlbgVfkvUyXySuoQ9nk9Ni5W9ti4Gz/7P5JG333+cSVZMVmx8MF+YDs++AaCDzruZZ/574kf9BPbc973xuiZh/dOZoByi4AIiIAIiECLCdhXpFgNUJVLEnklk4YY8u/Xu/TTv9EnjB654+qJLAmJMS/IIMrwwYOe/KAD4gMbvZ1WtI2zv+XEP57IJ2UWAREQAREQgbYS8AIP83TVQSKvAuJoWC7Xrn3XG/oEHgTUhR/7peiea7+TrJB5QUYxVpYgG0fEDctzzzXfqYCuqhABERABERCB5hDAnG8FHvbrChJ5FZJ/6qHbo3P/+l8FRd4wwVTkea7aYUvxyJU9bCkwseWtWd6qxZarhkD3+N5tQX8gZlE+ylAQAREQAREQgWkggPnR3hWrU+CBt0Rehb0OLzk874M/FxRFIRFnxVhIkFkxlkeQleXq7RtOTPl00Uf+feoYtqPjK4iACIiACIhAVwlgEcTO5Vg0qTtI5FXcAvdetybVCdgh8H65px68rbVi6Mov/GHi1+P7tsd+2G8z2NeqXsWdTdWJgAiIgAhUQsALvKbMdxJ5lTR/uhKoe4o7bh+8cUM6UcuOnj5wV7T2vT8d3X7xSYnlWL1DR6eP2Dal4ydGakcEREAEREAEJiCAx5rsPIfjpgSJvBpa4pUXn03ds7/p7L+vwYriq9x7xapgofiG41f1dPs2iEqRIiACIiACLSLgFzIw3zUpSOTV1BoHbtkYK3+8Z24aAkSd/bWRbt9OQ6vLRxEQARHoLgF7Vw5zWtMEHshL5NXY/3649shGdoqykIRu3+LC0KpeWcRVrgiIgAiIQBkE/KJFEwUe/JbIK6P1VeZAAhB1/vatntUbiEwnRUAEREAEGkAgdFeqAWZlmiCRl4lGJ8okEFrVk9Ark7jKFgEREAERmISAF3h1vwMvjy8SeXkoKU1pBPyvknT7tjTUKlgEREAERGBMAhB49he0TXgHXh5XJPLyUFKaUgn4b0cQelrVKxW5ChcBERABEchJAM/bWYHXpvlJIi9nIytZuQRCt2+xFI54BREQAREQARGog4C/29Skd+Dl4SGRl4eS0lRGAKJOP8qoDLcqEgEREAERyCCAFTu7gtfUX9BmmB9HS+QNoqNztRAIreq1aXm8FmiqVAREQAREoDACbXgHXh5nJfLyUFKaWgj4b1H6UUYtzaBKRUAERGCqCLTlHXh5GkUiLw8lpamNAFb1/AWnVb3amkMVi4AIiEBnCYTmm7Y7K5HX9hacAvtDt2/1o4wpaHi5KAIiIAIVEfACD3NMF4JEXhdacUp8wEWoH2VMSWPLzcYQ2Lp1azRv3rz4s2zZstiuQ4cORUuWLEnisY84Bn8eZezZsyeaP39+kgdlrlmzJs7HshYuXBgdPHiQxWgrApUQwNxif2DRFYEHeBJ5lXQhVVIUgdCqnm7fFkVX5YhAmgDEGoQdhBf2ly5dGos1HEOYZQkyiDd8EEJpUdaqVaviMm1aiEEKybQlOhKBcgj4d+C15SXHeWlI5OUlpXSNIqAfZTSqOWTMFBCwIs+vykGcZQUrFJlmxYoVsVjEMfJSENp9ptV2ugigD/iVYxJAX8KXi1B/w5cD5MNqMfong+23jMN5fGF54JbNqRW8tr0Dj/4M2krkDaKjc40m4J+h0H/KaHRzybgWE+DEy1U2HHM/tFJHV0OTMiZYiDwbIPIwQbNMe07700PAfiEIiTMKOS/ybH+kgEN+9E08AmCFH/vynx32u9HqP3tDIvLa+A68PD1DIi8PJaVpLIHQ7Vv/owxONKFveXAMF71/pgjxGCz4DBHP27L880OhQamx4GSYCIxBANcKV92YPavfY4JdvHhxalUFeZAf5TBg4maZWdci02o7PQR8v0LfQF/Bx/YfELF9yubbvHlztH///uQxA5zbsGFDtH7ZO6M//NV/FIs8LA50VeCBjUTe9FwznfYUYi/rRxkYEOwkgkGCgUKOIo7xGAyQDhMVAgcRbENlhb4xsixtRaCtBNCvcW3Y64DXAK8Du3JCPxEHgcd8jPfXFeLtpB0qi3m1nR4CGLPtyq7tF7a/kAj6Isd19Dn75cKKPqTHIsDJh/1ULPLO/civdFrgwV+JPPYSbVtPILSq53+UwW+DcJYXP77Z4fkMHDNgUMGggQkOgw1FoH2WCIMJ0iCf/8bIcrQVgbYT4IRrrwP0eV4bvBXG64nXDtLzw1Vve82QC+JwHmlZFs9pO90E+AUdIo59KdRPfH+0X0zYL3dtvyp55ypE3tt+402pMb+rpCXyutqyU+xX6EcZT+zfE09KdhLhN0L7LZHYELdgwYLkVhNXL7zICw0myKsgAiIgAiIwGgEIfjumcty1pXDctnH2y7v/IgGR94mPLIlW/+1vJ8/fYd9/sbfldWlfIq9LrSlfEgJZP8rABY9BYt++fcnqAb8hIp4BQs0+HM5BxIs85EGZCPzGKJFHitpOK4GHb98S3X31t6bVffk9AYHQyrEtjiLPjrfY58oyV42ZB1/w8fwdVu/wLjzcrsUYLZFHQtqKQEsJ8PbtEb/1jyN8cIFf+Lnfjd7/3j9PPSsUuuDtAAL3MbDwWyW2CBR+xOPzMF5bEZgmAq+9+nJ0ydJfj875qzdFzz56zzS5Ll8bRqDr78DLg1sreXkoKU2rCeCb3ML/8sbkmY4vvPMXIvs+JCvyrHBDvH5d2+qml/E1ENi5+mPJbbGrT/6TGiyYrirxpZN3I/gF1D7n6Fe2QGfQyhfPYSxECI2DTSP8yO1X9ZnkBZ4d8/sSdzhCIq/DjSvX5ghwVc/+6xr/o4y51M3e4yDsH0AODfbWE3sbhLemseUEga2dEFgPB3tblvZFIETgge3nJwKP19qPLvtyKKniCiBgnz+zz7NhLOB1i32KP1Zp45CO4wHOc0xAPMYAHKNsBFsuy6p7+9qrr0SXfvq/RfdvOzcxBYKO/Q/bLr8iJXE6Y0ciLwOMortJIPSjDAjAUHhszw2h6NrjMPhy0OYAnTXY01h7HnH22UKmQVn4MNjBnnHaikAWgReffiy64MO/kJpcOdEevPfmrGyKL4iAFXm2SCvoGO/HED+e4NpHGqziYZ/Pu2EL4dekcOO3PxH3uQuOeHN06KlHIvxbMva7aRd4aEfDUKcAACAASURBVCeJvCb1VtlSCQGIuqx36tGAV156Prr47/9z9MzDexnVyC0GYgzCNoQGe6SDsOOrKnweDOahH5pwsLfla38wAfAnZ66MclXUr776kpgO7YWALVdafZuhHvs+MF9Wlce4pjYd879Sk6udaH9w7P+p0pypqwsiDf2EYg0A2A/ZBz0U5mG/whjAHyPwukdc6C0Dvqy6jh/ceWGqz51/xJuT466/5Dgvc4m8vKSUrlMEQrdv7X/K2H7mEfFgseXEwxrpN8WAfSUMDOXAbQd7xEMs2MGegzidsyt7ocGe6bQdTgDsKdKwz2O2Cc5xYvWlIR6TNdKgjXGMyRr7mIDRNghZ7e/LK+sY1w9uiWFlPPnC9Bdz/yLKCjzsr3vPT0f7tpxVljkqt0eAfc0CQf9BP0KfYcCx7Y9YoVu9enXyhYJfRjZt2hT88sdy6ty++Mzj0YUf/sVE1Nk+hz6pMEtAIk89YaoJhFb1dn7zo6mB445LvtRYRlYIWCP9YA/RwEEd6bDPYz8JIJ6rRxzsKS5sHdofTsByZuoskcd4TMDYt8GLPJS7atWqlPCz6Yve55eilKh7V1rUrXXHdtLlPibftj4LWzTTIsqzX8hQHvsOt4jzaWy6Yed9v7PiEHnrCuiPV5/yp6lxmn1s7bv/afT0gbvqMq1x9UrkNa5JZFDVBDiBzQ0S/6xv8Hji7p1Vm5VZnxUOEGj4Fr5jx47kVgsy2kEex0yHLQZu5KGQwBZlhoIvJ5RGcf0EwBkrp3b1lNz96ity24nYM0f7QGwjHgHH2PcTcL8V48fwmvDPsPIa4RaiDSvgSIeH2/duPr3v2vnBcb/TF0exh3oUJiOAa5dfythH2P/slzTbx0LnrRW2DyKff8uATVvWPvoGPlwxRh9DX2PfG7S98ot/WJZZrStXIq91TSaDyyKAQWTtu9OrExxILvvMb5ZV7cjlUixwYKdYCw32FASohGLBCgbEIx/L8MbYwd6f0/FwAphMKciYGu2HOJxjsG1nJ2aexxZthHTIy7bH1gpJm36U/XFFXaiO607782Qi3nTUb8dJOFmHJmk8KD/Nv34MMZyWOC/k0BdCfYTjcN7tgVu+Py0Ih/opkTcUkRJMC4E9l38jmZyyBhOuXGAwwgffMjFBYbBSGI+AXVWwgsUKHwgbH0Ki1a46MI8tJ0tA+bInOUa9FM1cPcHzTrADAf5iJdWKPFsf8/t0yM8ykH6SlbwiRZ21HfsvPPnj6PwP/Zv4Wnp833Z/Or5eQhM5ri1cTwrlE9h9/rHR43u3lV9RFMVjI0U+vkiPK+Ts2Itydp9/XHC8/uG6Iyvxqy2VSOS1paVkZ+kEnv7xnmjte346OHBkiT4fbweiponAbav+unSG41QA4UJRRCFDcQQhg0Dhw/IhgBDH8/jhyO7du1PPqPk8yItyN2zYwGJK2cI2iFUrKGEnhB1X4OhvyEYbZ4Us8tNfGI59+2OMQc6UKepC9d53w/ro9otPCp1K4mhT6BrCJK5QDoFH7rgqHuO+f9RvFVYB2rIMIccv0VmG4nlp23+K9CmrzrbFS+S1rcVkb6kE9l15RmrQ4ABy1ZcOj5874rdQiDmeG2WbJQLLvl31o0tPie1t+koJRZ5vZCsEcQ7ix78Sxgs/pEE+Bn+e8U3ZvvqTFwozhQIqtGJm+yv7I0RV2X0wyzna6q8pHON6q8uuLHvbHP/6q69El3zqvyZj1yirXnUJuWG88QYE9umqVieH2dSk8xJ5TWoN2dIIAtd/9d3JoIHB4wfH/k7QLg56mIQgnuytCD9hcRAatuWki8nNrgROMtEdvOfGxJ/1H/jZRt5a5uqXvV1L6BBqWN2yAQLOpsX5jRs3plb3kMbm80LRllf3/oFdm6LtZ35obDMolPKIOvQr9FXkaVKAPbiOQj4gbpJroEl+1mkLXxxsx6EDu+aeX+OY5sczmz7Pvh3H0NdQXlnt98wj+6Jz3vcvots3nFgn2sbWLZHX2KaRYXUROPT0o9EFf/PvEmF08L4fjm0KBs2iRSBXOPKKwE1Hp19Se82Kd4ztT9kZ/WobRJpdjWP9fpUOaVauXNkn8pgXtzZRFspvWuCLtzF53nf9ulzmoV9h8gwJIjsJs680UdQNchT+oX9bX7APf+CLwugE/IuDyXb9+3822nz8W/pY83zWlkIO7YEPxrmyhNwwb+++6pvDkkzteYm8qW16OT6IwAPbz4sHvTs3njoo2cTnrAjEt11MbJi4MYBmDa6D4pEPH5SDD/5BfCj9XZu+MrHtRRUA8QXRhsBn8WZmZlKvefF1Qazxxwt83m3Lli2pZ9R8ufY/evjy6jzmi7fRTuct+dfRCwf395kziqjjpNtXSAsj6Lfvw+jj8BPnRw3oa3w2En3EBr/6y3PsY8jHFWT0Vb5ahOXhS4WN989Rsryqt08+sCta//6fCY4FYPvdjHccgjPGI/apOoVc1cy6Up9EXldaUn4UTmDn6o8WXuaoBWaJwGErOH5SDB3DvzJvo+T1lbdqMVHyHXJ2IuYEygkYWwSbhpO1nWAZx7Rc1ctrVxXp7tt6Tt/Ee+2pi2Pxgol1WDtT7CBtlwPFHvy1fRnH+DKTdwXJruhi3/5wBf0Dfc32GzLFOfYf9kOewxZl4eXU+HKC/FwxRh72V5u+7H3ysv0nS8iB5wUf/kUJubIbpabyJfJqAq9qRaAIAoNE4KBB3U6U3Oe3dkyaEA1NEIBFMGpqGS/MHIjO/eDPpUQL2yJrOy2iLqvN0N/RL614ISuwwbm8wYo8iLLNmzfHgiwk8uy//bOryKyL5/ElA/mxggfBWNVKXkjUkcuw7Ya//dXo5UPP0hVtO0ZAIq9jDSp3RMAS2HT0/wyKiEG3bkKTQhMF4P5bNlpXG7ePiZeihLe7IKAhUMAz68Xblv+0i7pBjQq24Gl5YZ/MBuXlKrAXdKFVOpSDdFzJg5BbvHhxslqHYz4KgP0FCxbEt2yRz64ADrJn1HN5RR1ZcKV32A8vRrVD6ZtPQCKv+W0kC0VgbAJPPnBr3yR4wRFvjg499UgsQChCsAJiBYifOAcdYyKBcKlyBRDPTMYrEC/WswIBbrhFCG4hATeIF88NWmk9/4h/G732yk/GbvdpykjBQ67cUuDgfFaAqKN4Q5oskWcfKYCIw21erAQi2FuyVvANKi/OOMIf+hhawaS/2NJnijpfxeuvjf8KFV+WjttBQCKvHe0kK0VgbAJ3bfpqSujdv+3coWVhUsEHIqZpAvDFpx+Nzj/izbFP289YMtSXURPA7ywBZyfUcfa9IL7oY7+cahuW+fBtV45q9tSnpxACY3LEFsf4AoI29bda/Upblsiz6ayQg9DDKh/KRbC3gHFsVwBHaSD6MqmoC9VZxsuQQ/UorhkEJPKa0Q6yQgRKJXDNl98ZT3w7vvmRievBBIRPXQLwuq+8KzWJ33f92tw+we6qBBxWU1AXPllh5r5bUr5AlOw69+is5IrPSQB9MySQIPjO+/pRya9r/TNzVuRZwWZX8mwexEPIcVUP5kEE8le3Nu0g08sUdaF6q/y3ZqH6FVcdAYm86lirJhGojcDzTzwYXfLJX4teffnFUm0oWwDuvWJVnyjCjxdeOPhQLDy9gMNEH5rs7UrPsH0IA3xQDm9J5xFweUHf+f1TE58uP+5382ZTuhwE0B/RZr6N0Z5ZtzRzFDtxkqpF3cQGq4DWEpDIa23TyXARGI3AzAQvdR6tpnDqogSgn7AnOS5bwIVJ9MdefcrbYyEyyYu3+0tVDAlQVPm+QrGH84PCnh98Lbr/hvWDkgw8x/qHfeGgPXUK0IGO6GTrCEjkta7JZLAIdI9ALgH47jf0rcj4SdseN0XA5Wmt5x67Lyr7xdt57Oh6GvSz0K1c9BU+t+cZPPngbXG/w49hDj35sD8dPJaoC2JRZA0EJPJqgK4qRUAE8hOgALzlnM9liryLPvZL8eSN27VIryACwwigr4RW1iD4IAQZNi9fkPS7a0/7c0anthJ1KRw6aBABibwGNYZMEQERGEwAD4zb1TruP75vx+CMOisCGQQo0NiXuIXYu8IIPMbv2Xx6/EUCt1RDIpHpsEUZSKfbrxnwFV06AYm80hGrAhEQgSIJXL7s/6aE3h0Xn1xk8SprSglQ7EGYzQq1f5LqZ1a8Ze1L1E1p52mw2xJ5DW4cmSYCItBPYOb+Xcnke9VJh/UnUIwITEAAYu/ea8+O1r//Xyb9TKJuAqDKWisBibxa8atyERCBcQjc+f3TonPe98bomYf3jpNdeURgKIEfHPO/M0XexZ/8taH5lUAEmkBAIq8JrSAbREAERiawb8tZI+dRBhHIS+CJe24Mirz1H/iZ6LnH789bjNKJQK0EJPJqxa/KRUAEREAEmkrgjktP6RN6uJWrIAJtISCR15aWkp0iIAIiIAKVE9hy0v9LhN62lR+ovH5VKAKTEJDIm4Se8oqACIiACHSawLOP3B2t/6s3Rd/7+H+MfvLC0532Vc51j4BEXvfaVB6JgAiIgAgUSODuq1ZHD918SYElqigRqIaARF41nFWLCIiACIiACBROYM2aNdG8efPiz7Jly+LyDx06FC1ZsiSOW7hwYXTw4MFUvVnnkZ9lbd26Nc6zZ8+eaP78+anyU4XpoNEEJPIa3TwyTgREQAREQATCBCDAli5dGkG0IUCkQZxB+OGDgGOKvzgiioLnmQ9pIAqRZ2ZmJi4f9SCwfJajbfMJSOQ1v41koQiIgAiIgAgMJQBhB7FmBZvdZwErVqyIKNwg6LDqd/zxx0erVq1KreRR7FFEoiwvGFmmts0kIJHXzHaRVSIgAiIgAiKQmwAEnhVgOMatVxvHwhDHlT6IvcWLF0dHHnlkkpbCb9++ffE5CkJfB8vTtrkEJPKa2zayTAREQAREQASGErCiDYntMVbfsFLH1Tich4jDs3oQgQsWLIhvyZ544onJ6h7S4jYwxB3y8zm9RYsWJeJwqFFK0AgCEnmNaAYZIQIiIAIiIAKjEYAYg4CDELMBIo9xEGr2uT2kw4qcXcnD7VukRz4Eru4dOHAgEXvMx3LjhPrTeAISeY1vIhkoAiIgAiIgAv0EILi4ysYt4uxKHX4ZC9FmxZ49b1f5IPJsOajR1kFh2G+JYppKQCKvqS0ju0RABERABERABERgAgISeRPAU1YREAER6DoBu5LDVR+s6HDFB1uuFlkWXBXiOawk8X1rzIty7KoS4nnL0Jal/WIJPHvohWILVGmNJSCR19imkWEiIAIiUC8BCDAIO2wRIMr8LTuItw0bNqQMhTCkWLO3CZkIz5LhdR3Yhs4znbblEDj5e+dF195xazmFq9RGEZDIa1RzyBgREAERaC4BiDcr8iD+IOYg1myAcMPD/Ah2n2nse9rsSiFX/ZiujK2tjyuTXHXkCqP/LxFZq41gwTxW1HLFkuWX4ce4ZW7edXP01qM/Fb3zpOOjp59/ftxilK8lBCTyWtJQMlMERKAdBKwgoGixYgCigPHeI/trSVuOFRJMgzgvRnx5RR5DHHnRAr8QHwoUUz6PF30oAx+Eslf1wBT2YItg644jej808D6F7PJxEHlbtmyJRa8t35fFeurYPvrUk9HbPn90LPIg9E44b20dZgysE21i+3vWdRAqBKxtf6N4t9ebLZ/9LlRWV+Ik8rrSkvJDBESgEQQwsXBi90IABiLO396k4ZyUmJ/x2J5xxhmxOLHCBOmQp+yAOn09EJuIo6CxNtj08Bcv22U6nAv5h/xIY0WYLbOMfdgBexhgK1cgGYct0lF4WMFg06CcdevWxUzgA9JbwWHT1rV/zLpvJwIPIg+fy27aUZc5ffX66wX9y/cVXgc+M/Kibcgc+dhnWS5eCYM49N0q+pr9Qob+AJtQL99RyD5FO+mT7W/0x5Zl+6BNa/syy5LIIwltRUAERKBgAhjQOamgaH9sq+OkhPTYt8EKI5zjYG73bfoi92EP67PlZgkipEF65rGTaUgYWn/JwNZT1j7q4gTKOuxtZMZha/2hYIAvDDgPP3AOLxfG1udj2rq2F267vk/gQeT9wbLPRvufeLwuswbWC65oJwZ/zHi0Bd4FiC9PfCegTcvzbBfks/2S5RS9hQ34DKrPi1ZvF8uw/sAP9FWbNuQj6q1N5KHhqGJ5oeEiYRy2/lYEnEBaew7OQtXafIBh41l+0Q2o8kRABEQgiwAGYKxg2YnFDtQ2H9JwcrKiB2lQDuIw/jGgHIx5iC8z2HGUYyzqRsAYzn0c20nGjtXIx4k65AviuLLhx/yyfIPdnl3ItlD9SIc5BVsElEMO4GVXAuG3rydUZhlxuDWLz9lXXxGddulFQYHH1bzDv3BMhB9jXH7LTdHu++8tw5yRy/RtNKh9wBis7XVk8yOvvRZxDv2S7TaycWNkwDUBO9lvUATq57WRVSTOr169Os6LvgW7uZLn+1uovFpEHpy0FwkM87DhmHfepsM5f/EAIn6xNTMzk4IZcjwLqOJFQAREYFICGHztLUqUFxrkWQ/GKIooO4jjPMY6Oz5i3OMxzulLLCnm21p+NofnbM8hD84jYItjClnG4xziINbR/ghZdcUnC/wDMQdxBkEHsUbxNu72XSu+EH1y9crahF+IW1b7QE/wSwKvIds+vJ6s5iD6qrRBqK/AbtpJe/wWPsNuaBpsed1TzO7evTv1pQLnmYZl1SLyWDm3vvG8OmU6u5QeAsTzyA94gIIGxhaQFURABESgbAIcmP2YkzWueXswdqEMBo5rPLbnOdj7upi2ru1Tzz8X7Tmwv67qM+sFr9CdH2TwEz6YUrBZIcHVRrQRRQW3iLN1lDH3WEEHIZZHyEG0HfGNU4Np33nSsljQDSunCuEH5mBm+z8b018HjLdbez2gDFwrCNQLEEVcMUe8vZZsOUXuo267isiyYZ8XZDyHLc7RfnDBPspCwBacduzY0SfyPLvaRR4M8hdCVmPaeDpJp9G4OI+A/aY+FxEbqD8iIAKdJMBJipO+/ZIZGtRDk4yN84M7oGHM48oFb9s0DeYJ56+LPn7m15tmVuvsgaDDLVSs0I0i6JAWefyt17XXbukTevt+fCDmgrpYH1YD89RXtPDDNWKvHewjLnQdWEHHhrVx9lqkMEc6iCfWQRHF/EVvYY9f0WcdVs8wjlvY5QUgjhlH3YQfkkA/YUyAv/xSwnKwrVXkwWAPGcYiDgb7YKH4dCgLjiMALAUfjhHv6/Fl6zhNADz9hQCu/BbshbnNzQ7INgR7lsU2wpZx7Li2DO1PD4Es0WL7SOj6tX0U+7Yc9i3mYx9sqijqUmtfeuP2REh884pNnXDttddfL90PCCwIs1EFHQRZSNBlGfzpb5+RtM+F267LShbHjyv8IP6a9ozfQEdLOslxh+MRxSbmRpzDmMWA8Q5xdp5lPoxvyIN5F3F2HLPjZGgurU3kwZmQQTA4FA8QiOc5AkG8B4Zjq2iz6iJcbdME0Mn8knbe9z+xg1IE2vakMM/z7SNtkY66TADXJ/oJAvuefdUB4u0XPByzL+Faxz6/zcaF9P7wV2t2rGD5yNekgMn0ghsGT7hNsjfLloeeeCz6/eM+k4gI3AK8+Z69WclbE/+tK38QXbT9+kLspXAaR9Axj1+hG8WwBx5/NPq9Y4+Mjl737VGyJWlpP1YYR1nxK1P44YclTzzzdGKjduYI1CLyKASoUrGleMOWAz7MtIIN+1SyVMRIYwd8umbroODgOW1HI4A2yfP+J7aV/Rk7Jmf8GIZtjbZF29iVVt/mo1k3fantdQCuvF6wJWcIp1BgG6ENEGxZvKbQHiwHW/utMVRmkXG8lvGlAn0ENsGGLH9Qd0jk2T5l+5vdL9LuScs6au23YmF098Ozt84mLa+u/Ed+56yUwIPIe99XTo5eefXVukyauN4f3nt34tO9jzw8UnkQRPxBRN4VOoghfIoQdFnGXrJzW3xrNuv8OPHwtQ7hd/Xtu+P2OW79d8cxu5F5tt55R2F21SLyCrNeBZVOAJMlJlhMjsOec+SKDNJyJRBxnKA5GYceFkU9CvkIgBV5kem+fftizhBtCH7lC3FIC9FkRZstCyKRbUVL0JZZL+5lmqK2sI8PKMMWik6Uz77l64L9EIHkgfMoB+nJAnEUwE38wocVPD70/omzvuFdrPWYqzYUKxAsmMj5nBiFCFZ0/mblaYkf9IfbxScvj1d9kA4f5mNZ2KJsflhvrc5HUfTqa69F7//qlxK//u6bp2eaREZ5xRzYQMzx+Tnkg/9dCmCCts274kcmSM8+MYjHk889F/97NvazDTtuGJS8FeeefP656B0nLovu3P9gIfa2SuSdt/WaaMuttxTiuAoZTgATJSdPvwLiBQEFhF0BQn4rNriKtGnTJq3kDcefKwWYgvPGjRuHrnxt3rw52r9/f+pRBts+Xhz541wGjZkI/cs+oIz+xb6HIrFvj301OIc8CKG8YITg64kja/yDh945QXGLW4OTBAokio5BwoyTL4QGPhAdtKNJW65ucUt7YT8/ZQjHrwTeL/edqzYnP1AYV9B1TcyN0l+LFH74t2y2ny445tPR/Y89Moo5jUu7/Nw1sU8fXvWVQmxrjcjbc+Ch2PG3f/FY3XsvpOmzC4FwwIoHJ02kpEDDJIlgBaAvCWm4kocy/ASLVSeUDxHhy/Vl6TibgG0ncM6z8uV5e5HHdkGtVjhlWzH5GdjuV9jQN2iL9ZO12T6GOPQx9lfrE85ZgWjLZVl1bv/2rG+kJilOWOdtvTZzxSwkzOoWZ6j/7V84NugLfHp37xZk3XaSL7cUjdh64fj3q1dl+vOW3r8EYzl+i/LQTl1cnSvjeqHwG0U0Qwt47jjGr7pRXhvDJTduS/l0xuUbJ3ajNSIPDccGXdahe+8Tt2AJBWCytCty2EccJlbc6sMxJ2U/2cIcH4cJmOVxIrZ1DFqhKcG9ThQJscJbm3AIPC1HK2ysw8NEHtoKafDBPuopM1DAsX/YvmX7CGxBwJZ9CD4yH8+H7PZ1MH+ZfmWVzdU1TGZ/l/MdZxz3it4OEjiwjx/eUs1zK/WUDecn4zTt/fR3zgziAAv7YfmsD1vawNW6pgpcCbpgE08Uib7BPgABzv407tb2dyvqvbi3fY39D1vbL7HP/mq3tj+P6vyDj/f/aAm+7tx716hFpdK3QuThZ/i+Yb+3Y+5loSmPdCACHScAEW1vbcJdu0JFURMSMzhnf3luxSDSUyyhDqyIKYxOAAM9Bn5OEJxE/Bj21mNm/0F8X/yAVSI7UbFcTkqsz05InIA4+YzuzWg5Xnr55ei9p56UjNf4pS0mryoDfWU7kIGdpMmK7LAlT2zB+Y+O/4fED99GR5x+aueen6uyjcati2367S2XZ7YN2uotR41+bfk2LvrYXrvct30Oz62G6nzvqSdGL738k3GR1fuevDxW4+f3Icdx7/2+R9t97z2P/21Kg2dVFMonACHGFSxseZsWIo3xFGtWuMEyL/IoCG05SId8dmWwfK9Gr+H+Gq9/CgmuNFAkhMaqrLg/+9IJ0cJjPh0c37562YZklWt0MvXm2LnvrsQn3H5qa3j4yZnosOX9Qu/dX/5idOgn40+6beXRNLvPvf6apJ/ZawwCioKeYh5bK+h5vVqRRXFPAWbLLH8/PA6w3hUXXzA2/kav5OFn9+877eRgQ8L5D51+2tiOK2OxBHbfd0/cTl/buKHYglWaCAQI3PbAfRGeZyszFCHkME5h0sAEwgkHK0sMm3fd3De+HTPm+8tYZhO2eJYID5C3PWz64Y197bNj751td6sz9n/2u9/sa58fPfRAKf5xPOCWK8TcUljaLa/5YSLzE2d+Lfq9447s84Ui786Hxv+lbaNFHlrKPotHh+0WAygAArxCPQTwNvi//tqKpINe/6Pb6zEko1a7WoUVK6xS2YBjPmNo43HLks8gcmUMt0WxcuZXzOzzYU1dAbvm9lute63ex+0yjAPf2nL5xH5g7MBAzQEZgsyOMXn2Q0Iu75j0JfMP5d/2+aM7M5bNPPfsxG3ThAJOvHB90h9W/eCyJpgkG3oEDhx8Ivqj4z+XtM85113VWjZX3bYr8cOOOZP61HiRh39ybR22+/4XThJ89fRvrN7ZdsFtqGcPvVCPMYFa7XNn9tk1JKWQ8yLP39aEyIMYRHr+cphVoUycRx5fPtPUvd374/3Rn3z+6Ojxp9v/VvjTN12a6m+33Hv3ULwhIYfxwvbbYfshIWdX5YYakZHghZdeinALEPVjZU+hWQSee/FQ9BenfD76m5XFvNKiWd6135qNN++Mr50jzz6r9c58+eILU2NSET41XuSh1fB+PD8AX7Tt+vibd9a3bsRj2VShXALX/ei2vrZBW33xwvXlVjxm6RBiEGQQYxRy9j90sFgr3BAHgUehx1U8+1Jhm4+v/mBcE7YfO/NrcTsds+47TTBnbBu27flRX3/Dy2pfe/21eAXMr8hljQ9+POExhBw+eGYHK3sYQ4oQcsMc3r7nR9HJF507LJnO10TghrvuiO548P6aale1wwh88YJzIvxLvbaHl195JXrfabM/XMKPlorwqRUiDw33uTWrk8HdP4SIb+kYkEMDOr99ly347O06iAEbIBjs6y54DvGhW3/IDyFhRQRXnBDvy2d5VW+feeGF1NvGOVFye8bmyd/xU6RPEHUQYLxdS9GWtTpn2wzti/R2VdDnYx/AtknB/zq9qP/BWYaPuJbtBwKLn0t3bo+y3o311hF+TVeXkBvGCyt6CiIgAqMTeP3110fP1NAcN909+2PTS2/cXoiFrRF5P545GP+kffbnxC9nOk/Bh4GcYoNbfkMvWvD5yZ7iAUZSWFjBRuN9PsRzxQj7PD8zM5N67YUtn2VVtSXfkKAmZ27fctTSuA3IHUK8ilWREAsvtL3ADolntAVX7RYtWtT3a1OUEVq1g8ijkAzZUmXczb0Bg23C7X2P5vsfnFZwYZ+CCU5LPwAAGHhJREFUC1tcR/zweTa7tb9mQ3/hhyIrdI3SviK2KB910qa6+l6V7a26REAE2k/grCu+X5gTrRF58Pj7N+8c6cWAFCShCYPCo2jBBzvtJI/9VatWpUQaW8+KCIpAm5e3Fv3/JUU+pKsikCEm7BDHcePIvwrhB7Hs3ytn2VFMgzcD9v375MDdCmwe+/w2DcurY4tfp7/n1BOD7fYnnz8mEV0QQmgPfsZt0zrzHbb8qAgrxxBy6LMKIiACIiACUfPfk1dEI3EFIkuoUHAU8U0f4guTPAJFgBcM9AlpKdYoFFavXp2sAjHfjh074jIpQlguyylyS1EH8TVo0gYzrpAs+caX+9LiYViu9oA7hMSg8nCO7VC08EN7cEUOW75XjtzIHnwtW+wzH9vJrgDacnCeadn+LL/sLdoMH3xhATuKtmG8yzxPwcgtbOLHrvCxD3HLlUFs0X/sBz4u6/1fR2/7dXfcVjZmlS8CIiACrSPQqpW8IuhyMixD8GFypxiArcPEhfWHt/5WrlyZEnkoo8yVPPDARIpJFhOynzx5bAWYtRv7t95/byrf6Zsu8UniY9aFCXxU4cdJP1jwlESSHwVRHuHM9vNbPNSLH2MUIbxgV1XhhZde7OunX73se1VVr3pEQAREoFUEpk7k2dbB5ETB4SdBHFPYQAQNClgBsg/0+7RckcOKkQ0QcFgtQuAKEreI4wpT0c/kUdQNEgnwHechKPJM4kgHZh/6xqnWxaH7FC5sh0E2sY3YLmULvzre9wce7JdgShFG3/NsbdsdefaZKQHO/Ffu/uHQtmlqgm13zf3C9gNfOyXq0kPXTWUuu0RABNpJYKpFnm0yTqxZIgMTJybdkOCzt/V4y47iDXVYkUfhhrisW39cAeRzeigD+XCM8nF+lADfKBg4yYe2g3zMUx/Y3TZEEOcpB/aCM4Uf7ArZa+OQBquDRQm/g88+E739C8dGew48lMfkkdPQR7RLnraxvmIf/tJn9kuUGQr/sPZbKX74J/JtD1gtBodd993TdldkvwiIgAiURkAiL4AWkyXEwjiCL1Bc5VGwP49wgEigQCjCyIdK/EfkFEVVCb/j1p8di4iPnvHVsdHAZvYltkdWn/IijsdoI+RB/nHbyv4PTvw6/cWO/N9N/JNyBREQAREQgWwCEnnZbOIznKSzJmcKJaQbNTz1/HOjZgmmR90UARQHoS1tDa1GBgtueCT8LmPF7+Kd21IrX2dtHvxzdtrBNsjqK6E2QRzaBR+sRFLIjdOfBjUX/wen/u/mIEo6JwIiIALdIiCRN0J7UkxlTeIUUXmLxFu6x/l/orADK1oQBFnCgeKBwiOvTW1PR8E17orf5btujhYc8+k+rpffcnNqVS7vD0ds+6B/TLoqN0n7nHG5/u/mJPyUVwREQATaRkAib8wWGyT4OJlDaGQFrqwsOun4aNiKHoULBFuWwKSoo4hAHoVZAmBBUTyInxVk4+6j7fEpc1VO7SoCIiACIiACeQhI5OWhNCQNBR8mdy8OOOFbwYf/3vHHy/8hSXvC+Wv7amCZg0QJyqao68ot2D4QJUVMKvwse95iLclUFSsCIiACIiACYxGQyBsLW3YmirNBgm/J1/tfHrzuuqvi26+DRB1X6yQqsvlPcuau/Q9Ghxnx7QX7pTftCP66epI6lVcEREAEREAEyiIgkVcSWYg9rK7htp0XC6McQyxK1JXUSIFit9y6K9he515/TSC1okRABERABESguQQk8ipoG94a9O8rC4k9ijoIO4V6CHz54gtSQu+z3/1mPYaoVhEQAREQARGYgIBE3gTwxsn6wa+vSAkIK/S+e/WV4xSpPAUTeOnll6O/PO2kuJ3+6PjPRQcOPlFwDSpOBERABERABMonIJFXPuNUDXc8eH9Q5OFZPIXmELhx3564nTbevLM5RskSERABERABERiBgETeCLCKSrr22i19Qu++Rx8pqniVUxCBMzdvLKgkFSMCIiACIiAC1ROQyKueeVzjp759RiL0Nuy4oSYrVK0IiIAIiIAIiEBXCUjk1dSyDz7+WPT7x30mwv9IVRABERABERABERCBoglI5BVNdITyLrlxe/TEM0+PkENJRUAEREAEREAERCAfAYm8fJyUSgREQAREQAREQARaRUAir1XNJWNFQAREQAREQAREIB8Bibx8nJRKBERABERABERABFpFQCKvVc0lY0VABERABERABEQgHwGJvHyclEoEREAEREAEREAEWkVAIq9VzSVjRUAEREAEREAERCAfAYm8fJyUSgREQAREQAREQARaRUAir1XNJWNFQAREQAREQAREIB8Bibx8nJRKBERABERABERABFpFQCKvVc0lY0VABERABERABEQgHwGJvHyclEoEREAEREAEREAEWkVAIq9VzSVjRUAEREAEREAERCAfAYm8fJyUSgREQAREQAREQARaRUAir1XNJWNFQAREQAREQAREIB8Bibx8nJRKBERABERABERABFpFQCKvVc0lY0VABERABERABEQgHwGJvHyclEoEREAEREAEREAEWkVAIq9VzSVjRUAEREAEREAERCAfAYm8fJyUSgREQAREQAREQARaRUAir1XNJWNFQAREQAREQAREIB8Bibx8nJRKBERABERABERABFpFQCKvVc0lY0VABERABERABEQgHwGJvHyclEoEREAEREAEREAEWkVAIq9VzSVjRUAEREAEREAERCAfgcJE3rHHHhvpIwbqA+oD6gPqA+oD6gPqA83oA4WJvHnz5nVK5MmfZnTQrIFC7dPc9lHbNLdtcD2pfdQ+WeNqGfHqb/X2t0JFXr7Fw3akQsfsUpA/zW7NLrVPl3xBr5E/unaqJKD+ViXt0etqW/sUpmTa5viwppU/wwjVe17tUy//QbWrbQbRqf+c2qf+NhhkgdpnEJ36z7WtfSTyMvpM2xoyw40kWv4kKBq506X26ZIv6Czyp5GXTGKU2idB0cgdtU+9zSKRl8FfHTMDTEOi1T4NaYiAGWqbAJQGRal9GtQYAVPUPgEoDYpqW/tI5GV0nrY1ZIYbSbT8SVA0cqdL7dMlX9BZ5E8jL5nEKLVPgqKRO2qfeptFIi+DvzpmBpiGRKt9GtIQATPUNgEoDYpS+zSoMQKmqH0CUBoU1bb2kcjL6Dxta8gMN5Jo+ZOgaOROl9qnS76gs8ifRl4yiVFqnwRFI3fUPvU2i0ReBn91zAwwDYlW+zSkIQJmqG0CUBoUpfZpUGMETFH7BKA0KKpt7SORl9F52taQGW4k0fInQdHInS61T5d8QWeRP428ZBKj1D4JikbuqH3qbZbCRF69bqh2ERABERABERABERABS0Aiz9LQvgiIgAiIgAiIgAh0hIBEXkcaUm6IgAiIgAiIgAiIgCUgkWdpaF8EREAEREAEREAEOkKgMyJvzZo18QPSeMhz4cKF0cGDB+Mm2rNnTzR//vz4nI0vsv22bt06sPxDhw5FS5YsiZBuWGBZ8AN2w34EloF4fPKUNayuKs/X2T4hP2HPsmXLQqcGxnW1fXC94Ppg/wIfBnAKxfP8JFvwLOq6zPKhjmsH/HDNo+5QoE2h6zjLD5RTZluE7CwjrmljwSQ+tq2t0H/stW1971K70K8mjdewhWMCWI8y/0ziRydEHoTQ4sWLE2EHeIA5MzOTEleIHwUsO8qwLcrMunCQd9CAbsvGgAE/KOxQJidA2ynQ4Iy3+Zu6X3f7hLhYnqHzobiutg98tX0Y7YUvGOhndmBC/IIFC5L+GWJUZ1yWD7atm3LtDBoTsvxoU1tk9YMmjgVZtuaJb1Nbsc/hevCha+0C/5o2Xtvr1/MfdDypH5WLPFwUflUAzkPc4INzVLtwnBMO4vMKmyyY9oIcBHWUc7hg6A/qDdnLi8v6jrTDgr/wmD7LP54fZ8uOtGrVqtgfTvJgDv84MFj/bDzOo92Qnmmz7Miyv4z2yWMv/EDdCLCNfZFxWX5U1T7ktXTp0uT62Lx5c9JOsIO2sy9ii3zexjyM2V+R3wZflj037j7qQJ85cOBA3H/Yd+gzbLF9y7bVoDqzfLDlDso/6TnaDL/gH1kiHm2QZZ+vNytdGW1h62a97E92TIb9iOd1Qt8whnC8wBbHw0JWe+Tpp8PKtuetbbw2eJ7+IN73P3vNgcmgQGbkwbRlthXrhO1Zd34YD998Otrot1W1C+vl9cL+gzZhgC2wGx/Ge/sQz3PM57dZ7eDL8vkmOUad4E/beR1xHEDZIf8G1TmqH5WKPOsYRQUMhpPsiLwYEWfTwGmbfxAENDbSMhB03oGH+fJuWV+WvbwQ2cDwLY8t3l+Wgw6DMooM5M4LBVvaCDto+65du5JbULCB8UjD9MPsIi+mK7N9Btkb6nPwifG0L2tbVfvAJra5bSf2B9iBYPsEbUMaTFRg7Ptnll9Iiwkc6RnQZrCBdTF+0i1sRr8ZJvLYt2BbntVE7wNZkeOkdg/LD064NiYVed4P1FtWW1if9u/fH+GDYPsN2wtxsA3XCuLIl/2D/iN+UKhqLIA9qAsB9tpxi/HeT/YV71uWP3W0FWyn/bZtLH/6yztbbKMsPxCPMm06tjWvw0F5xzmHulg26uI1bvdtO9i2QjzHuEF1ow6yQjqWx3YelHeccyyfHFG373fwA37bawj7g8KoflQq8uAkgNoPDLadk2AQx45l07MjZEHwAGw6W4+Nn3SfF0SWvX4Csx00q27Yyg7h09iO4c+Ne+zLtBy9LdZP2oj03B9kgy3XpyurffLYyzbMa4NnYn3xLO25cfatTfb6QFm0m+UiLa8XnEMAc3zAAYMhysgKg/om60ZZRQX65q8Ryxf1sW8Nso82DUpTdNuwTr+lzZOIvEF+lNEW3gfWgf7ELz7oU+xXPI+28rair/kvCr58MGJZ/hz7BcotItgxAGUzoH5eL9zCLtv/kHaQrTjv/Wf52JITyigysFz6Y22AX74+pvfx3qZBvhbdLqwbdYau8UHtAB9xPs+45sthvdiCG4WWjZ90H3ZRrKIsawMZ57lOrB22DBuP/Sw/Khd5oQ4Gwyne2BERlwUA8Rh0cFGyY8DJUMe2IDx0e26SfdabZS99ou+8GHfv3h3bbwdR2MEOkGWTLy8r3SjxvoNYG2zHgq9sKxuP9GyLJrVPHnvBiW0Y6ot1t0/IJsRZu9kn2Aa2/dAeEHe4FY94BOTnpAbfEbL6b3yy9wdpmd7Gj7tP38YRebCDPpDHMB/IiRzGtXtYPl4PeUTeOH6g/qLbwvrE/oEtxyuwtXWSpU+DctgOO3bsaNRYTb84hsGfUF9AOl5L8Adp6Puofa6strL8UYdvJ+8X0yMe7dOkORQ2kbf1I6sd4C/Osf2Qn/7VPV7DNgQwHkfkFe1HpSIPDcGLy4oKNBbj6SDimAb5EGxHiCPMHzQ28tiAsuwy7qD8Nt+o++xoWfZymZyd2Prr64KN9Nees/G+89h04+7TdjJEffALAXG0nb4iHvuMR3ruh2xAWpbN81W0zyB7uTphfR/UNrDbtgP98PFFt4+1yV4fqJf+2Xju4xzDihUrokWLFsUDD+PsFjaHVvlQN8uxnGzeSfatb6iHdWHL/mT7FmzAChHs9SHLB9tmRbeNt4HHtJnXPo5tu3Af/vuQ5UfZbWHtQF3kj31eK9jnWA07EY84+gM/Eeg/4n1A2yKPDUhX5lgNe2gb7OYqI+Loj+3f1mfvm7W77ray14xtG8uf8f6LlPUD+3W0C22w9tprHHwplHw7MN2gcQ3l4uODjbd1+HSTHHt7/ZiGY9vnfHpbt7U3Kz7Lj0pFHoyDY/wmRPjshHCYjiIOAYbzGwcvRusk9pGWZXLLASpPfl/eqMfwib6E6qNPGMToC/2zddm89IM+swzGh/Lbskbdt50NeeEP/EJAXeRpWWNlyA6WTOPrtnloP9Nan+mrzz/Jsa3b2wvb8YFN1tcsO6yt9INpy2wf+ODrQRyC7XtoM9iFPgZfyRjpkN4eW6bedvpm62Ac+7nNP8m+9Q37rAd+0V7UyX0O7GgLGwb54M/RL5u/6H1rs20XjAHwjTZ5WxhPDtwyHfIyrui2sAw4HqAu2Az+3gZeP4y3edhfbZnYR1razy3b1l5fWfl9eXmPPVfajPwhpjiP6wgCA3bSRlufL5P+sOxQuTZ/EfvWBthrrwtbv7XJp4MdOE/7uaXPZbYLGdjrxV/j1jb4ZIPNZ+Oxb+2mT+xXlhvOkY8vY9JjawNsJ1PYTV9sGp639drz4/hRucizxmtfBESgGgIYUMoUBeN6gcE1NLCNW15T8tlBvCk2FW0HJh+ushRddt3loV9SENRti+oXgUkISORNQk95RaDhBPiNtYkTFr+hN1F8TtKs8KfM1YFJbJs0L9uMKwpdazvykcgjCW3bTkAir+0tKPtFQAREQAREQAREIEBAIi8ARVEiIAIiIAIiIAIi0HYCEnltb0HZLwIiIAIiIAIiIAIBAhJ5ASiKEgEREAEREAEREIG2E5DIa3sLyn4REAEREAEREAERCBCQyAtAUZQIiIAIiIAIiIAItJ2ARF7bW1D2i4AIiIAIiIAIiECAgEReAIqiRKDLBN569KeiUT5dZjGKb2ve9YZolM8oZSutCIiACJRBQCKvDKoqUwQaTGAUgYe0NuA/Z/Df8SAe/4II/7EC2zwBL2dG/mHp86bzde7atSv1r538+UmORxF4SGsDfOYLhLEd9nJq8EGaYelsHaF9vNS3qy8sDvmrOBEQgTQBibw0Dx2JQOcJTCLyVqxYEf8rK4gHhFFFXtlwYR/+3VYZYRKR5+0Cv0H/zg0+II+CCIiACExCQCJvEnrKKwItJDCpyKNAgcCzIs+uVlHAcEWKq1cHDhyIV/K4RTqcQ17+OzDEzczMJCt+vgwcw4ZFixYlq2PIizhbD8tGHM4hWBuxP0ooUuRhpXLp0qWxIKXd5GD9PeqooxIOsJV+Ymv9Rxn8F3Yoh/+EHvFIa8+RB+oBI6RFHPaRztbPlUT7T9JZ9ijslFYERKAeAhJ59XBXrSJQG4FJRR4mfIgHiCQKhX379kV79+6NfbIChuINJyA2Vq9eHeeDyIOosOKEYgTiZ/fu3Un5KAPpEFA3zm/ZsiURJYxDvVwxQ1kUcdZGxCHdOKFIkYf6YeuOHTtiP2AjAuzGBz7hPGyFzfY8hRv9Y1tYnxnHtPac5bF48eK4Lt9myIdAtmg3xsUn9EcERKAVBCTyWtFMMlIEiiNQhMiDNRAZGzZsSEQKRABWhOxKEkUXrado4UoeBIcVGEiHPBR5FIMsF1usLm3cuDEWQ0iPMijeWB9EDUWJLR/xLIsiibYN2xYp8mjTpk2bkpU0a1cekUf/mNb6TF+QBvH2HOuGwCQ3pCd3uwJK3hDx4I5jreSRrrYi0HwCEnnNbyNZKAKFEihK5EFcYeLHB4IBIgGBIgLiAyKCYgRb3n7MK/Io4FgGQVC84JhpUK8VeRRxOA/hgi2DtZFxw7ZFijzYD5soYq1tsIPCzdtJnla0MS3FHPNzxZPxngeEG+JQBwLZsY44MvAHtrOswGlFiYAINIiARF6DGkOmiEAVBIoSebAVEz5Enl/pgcDAOYgXrgBhS3HHLc57IcMVJQgJnLdlYCUJ4gi3ayFeEHCeYgVbrDRhJdCuSHlbUM6oQmUSkYe6UCc/sI3iCrYxHlv4ReEG/3DM83gOD+kRhy0C06I8+szVNqa151AW4i03lEORF+KN27W0gWXHleuPCIhAowlI5DW6eWScCBRPYBKRV7w17SlxEpHXHi9lqQiIQJcISOR1qTXliwjkICCRlwNSIIlEXgCKokRABBpNQCKv0c0j40SgeAISeeMxlcgbj5tyiYAI1EdAIq8+9qpZBGohIJE3HnaJvPG4KZcIiEB9BCTy6mOvmkVABERABERABESgNAISeaWhVcEiIAIiIAIiIAIiUB8Bibz62KtmERABERABERABESiNgEReaWhVsAiIgAiIgAiIgAjUR0Airz72qlkEREAEREAEREAESiMgkVcaWhUsAiIgAiIgAiIgAvURkMirj71qFgEREAEREAEREIHSCEjklYZWBYuACIiACIiACIhAfQQk8upjr5pFQAREQAREQAREoDQCEnmloVXBIiACIiACIiACIlAfAYm8+tirZhEQAREQAREQAREojYBEXmloVbAIiIAIiIAIiIAI1EdAIq8+9qpZBERABERABERABEojIJFXGloVLAIiIAIiIAIiIAL1EZDIq4+9ahYBERABERABERCB0ghI5JWGVgWLgAiIgAiIgAiIQH0EJPLqY6+aRUAEREAEREAERKA0AhJ5paFVwSIgAiIgAiIgAiJQHwGJvPrYq2YREAEREAEREAERKI3A/wc2hysjecTEeQAAAABJRU5ErkJggg==)
Maternidad, al alza en edad
En los últimos años se observa que la disminución del número de nacimientos se ha visto acompañada de un retraso en la edad de maternidad. Un indicador que refleja el retraso en la maternidad es el número de nacimientos de madres de 40 o más años, que ha crecido un 19,3% en los 10 últimos años.
En términos relativos, mientras que en 2013 el 6,8% de los nacimientos fueron de madres de 40 años o más, en 2023 ese porcentaje se elevó hasta el 10,7%.
Defunciones y mortalidad
En cuanto a la tasa de mortalidad, durante 2023 se estima que fallecieron en nuestro país 435.331 personas, un 5,8% menos que en el año anterior.
Por edad y sexo, el mayor descenso en las defunciones en términos relativos se observó en las personas entre 85 y 89 años, tanto en hombres (con un descenso del 11,8% respecto a 2022) como en mujeres (-9,9%).
Los mayores crecimientos de descensos se dieron en la ciudad autónoma de Ceuta (-10,9%), Aragón (-10,6%) y País Vasco (-8,4%).
Saldo negativo
Así las cosas, el saldo vegetativo de la población (es decir, la diferencia entre nacimientos y defunciones ocurridos en España) fue negativo en 113.256 personas.
Si quieres recibir más temas como éste, puedes suscribirte a nuestras alertas gratuitas de noticias de Whatsapp o Telegram. También tenemos un boletín gratuito de noticias que llegarán a tu e-mail. Además, estamos en las redes sociales más conocidas: Facebook, X (Twitter), Threads, Instagram y TikTok.