O Coeficiente de Mortalidade Infantil (CMI) é um indicador ...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
Instituto UniFil
Órgão:
Prefeitura de Jardim Alegre - PR
Prova:
Instituto UniFil - 2019 - Prefeitura de Jardim Alegre - PR - Enfermeiro - PSF |
Q1247559
Saúde Pública
O Coeficiente de Mortalidade Infantil (CMI) é um
indicador de saúde que estima o risco que as
crianças têm de morrer antes de completar um ano
de idade, sendo um indicador sensível as condições
de vida e saúde da comunidade. Segundo o SIM
(2009), o município de Jardim Alegre (PR) no ano
de 2008 obteve um CMI de 8,2 por 1000. Observe o
Quadro 1 sobre os dados disponíveis no Sistema de
Informações sobre Mortalidade – SIM para os anos
de 2009 e 2010, deste município. Com base nesses
dados apresentados assinale os respectivos CMI
para ano de 2009 e 2010.
Quadro 1 – Óbitos infantis do munícipio de Jardim
Alegre – PR, 2010.
![Imagem associada para resolução da questão](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfgAAABPCAYAAAAHkNcGAAAgAElEQVR4Ae1dwYsbObPvf8Pnuc4ttz355Esu32UvOfgwlxz28GAPBh8COSzkYDB8sPDxBhpMYCEQGgbCwjJg5rEEPgZMWAjBGB6PJQyG98J+wZiPMAymHqVWSWq11FLbY8+4uwYGd6vVkuqnUpVUqlYlwH97ROAbLNLvIen0YXy9hI2qaQPrRQaD3nNI5yuV2q6LNczGAxhdLmDdLsKZWkaAEWAEDoJAcpBa9lBJkhxJ0zdLmF2cw6DbAWxz/n8K/dEbmC7aqtz3wBB7LvJo+G3POHDx+0WA+Wy/+Dat9BC/JLnCIcXDv4wH8wDzAPMA8wDzwLHwQNWk5UiWwWUSEHz+YwQOhQDz26GQbnc9zGft7v+61If45Wi1ZIiwEFCbmwzOOqfQH7+Hpd4cD73Gz1uKwK781lLYmOyaCDCf1QSs5dlD/NJSBY/Obz/CcHpjOL61nFOY/EoEQgOp8mV+yAhEIsB8FgkUZxMIhPilpQqeuYMRqIdAaCDVK41zMwJuBJjP3LhwqhuBEL+0TMGvYDFNLY/2HgzSKSzW2k5/NxvBifB4P4F+9tmN7PoaRt0T6I6ui595bebwevIB7txv7Sn1M2T9E+2l389guaea2lpsaCDluNzBMnuu+yE5hbPsT2klsp7trY++wmz0FJLuGGYGT5fbV8Hb99HJywz66qsRdNgy6rubweiEnLi6MJqtYD0bQzd5CqPZ1/uo/WjLiOMzSV4JY8K0LNP2CYiWlwmcjGY7y77N8hKG3Q50+mO4XHyF1e9X8OEgAtUao8lzyJYHqXjr7gnxS3sU/OYGpsMeJEkHusNLue9+C8vpS+iiIOq+hOnyVgK9htmoWxRKdheQgldlYYZbuMl+gNN7YHK7utL9egHT7BwGZxNYyLmJGmh7Ux6lVrQmITSQCkCYCqxzVjjrYHNzAS8m8z1uDZGCN/nZbB0JMUPhmo/v8Tr3c0Gl04FeatP8BabDHyU2G6nge63fNqvFZ9hXmzmkPfwEVyqj9RyyAcq5BDqDKRzmQ1ySl/eh4L/B4vUbmN0uYTYZQDc5hX76sbiI2olH8QySK8jSIZyVeFIWrMYvK/idoN7l5XoDIVe8HaHI7ZWNFIg4IM4yuBHKkhi2jhDcwHo+gX7nPpjchwxaIDJIcQB3B5Bmv8JMTUoAWMH7cNs9vRa/3f0B2esLSPun+WrenDzis3ceq9DuzYwo4XAKnia8Ytz1UjURFY1cvYfJBVk3Iprdkiy1+ExgQtY7rYw2ixR6KOs6Q5iutGVyfxCSvNyn7Nux9bQgQqvr4Byyi5nfuZoV/I5g38PrtQaCmuW6GHADq+kQhBBKvod08Q0AiGFP4NloAmMhqPFwmt9yU75igAQSsVrWyh3bJf5PRjBD6w4edCNmophulIEYbJZwPe7LuqksGxyaceJsFk1vmfeAHK+CR+ZO8X3ZNvNkPcPMd/Iqg/eyPZ3+BObKxHsLy9lrtbWRm84Oszaw0Xio+1r8JpU4mRrxXYVnQcFj307zCZvsm07/Z7imSVsFf2yW1zCRK7UE+SKbw1rxLfazFvgmn2HfvR09s6xTVf17C8vrn8XENedto9yYzlhNYdDB9pjm9w2srt7BlVQ+im/JjG/wpDLtU5ocVwX6O/3CiYib5Xs5ZrHeOpP0GIL2m6cWn4mmxCh4f/+a2D979ROcib4yvy6iCSHxFC6I0LpJ9yjkSF4a8rVK5mC7C3KxA91BJrdJ7W1U4m3C3U8L5dC/9oLoqrAVq/NZV0q+B3i9kkbqlwSSk5eQvZdjyLbomePY4mOrVc7bEL+0w0SvhIx7sGsmx/1APDiVGLYj99jJAqBNjeodZQ7XA0HvQ8mjakm4yXaQ6SwvQzLR+iOko19Le+dqNm6vgBzdXW4TZqIJjBSwlqAE0O3O923/F6aDJ5AkT2Aw/SJqydtAWHzJnx9sdeAg9AGSQgOp0CSlxMn0jMJQbg3dmit4iaXYL79V+/fEP17+oAmr4AlZBvFHSThZPIh8JiaseixU9q8oj/KuYJ7+DBe19iVl+0yT8WYB2WRmmF1pvFE9xoSZ6IJvsMgm+TYa0S9wu5MTdOJXWZaaeP8Co4uHtJgUOCN4U4vPRGmkSEiOkImexitAZf8qWUcWzLKsA7DqKPEY9R8p+JDMIZ7EBdW/Zf/JxZWQkdIsT/1sTFaraTHhpTq0zDafVl6X6HPlDtEIACRrhfz/Sy0kSf6r7RUnH7vqLKeF+KUdCl51GAmQIlBKMSa2gjfyU2dJgaPeqVLwVC+t5q2BkjMrru6MVVuxaUJB53tGO6zgRZm4WryEdPQ8X8mrNmkFnysWGqxEO90TNpSfnpca3MiE0EAqEK0UPKaSwEQlfwr9f5xDWjLRr2BxOYHRWb4yIgXv5g8SLCRMCzXjPo10YJMCn4Rkqb+p/wL9S++bVh+ryupbY5IjJ4WbxW9wISxl9Ca1gdqE6TQxkIp7s4CLi4XwXaCxRzgpQSrGIgl2cxVK9Tz+31p8Jsgh5Yv8Jf9xJZiRCZqw9Y1fem5gb8m6+gqecPbIHFpwKZ6k/MbvegGX6Ss4E0d8U9uprXQfkkV7XsGL5npoxGeEo6ST+Da3+uotVTcfG1hUXIb4pR0KnoRU4hKKWmDqPStiJAfTezrLXAmXOkwxMg1GYlDT/Gmboly9Ws2wNgOpEsjUi5OTG+ndrNpEg4SwsWm322znV7U0+iI0kArEFxQ8PtF+HrbJODcnP4Fe+hFupAe+4h9w8UcAf1vBl4QpvU+8He5fbfLWplTFa6RUFD8VkMhv1PjDrwo+wPXkXXE/Xq0iqU34mh6XuOL5qiYF1H7i17IgNbckku4QsiOK+VCLzwS61H8+czI9J5lj42ePdwee1sKkNIlU/Wf0SZXMsRRfkWMkz5/8ANnNf8uvg6jtIVqKJRXu7D34aUWQK3sMFQoybqpoxGwWnWrMiImo3Q/l/EZN3ssQv7RDwRvCovz5EAlfbdLSJnpD4MjOIvNKsbMQf0eHEaMo4UcMag1G5flKPgDe/tQPiGGDXvS0gpS0WExXbrc94OmeBhnRaWCjW9XYq9BAKhBeUvCor/6E7Ayd7gzcVBryw7eSiV6VWeAPMmkmkCjztcpZXsETD6otFbv/Yvt3BYtsCF2nR7xRv/OSVtUJJN99D6OrfOtHZ6U2GNjgQ5qcdH6AUfqrmhTQ2FMTIeJpZU3Dl3FlleV+Iy6cdOWP6qoWn4mWe2SKooqw9Y1fem5gT3gq3Kw6iKeU6ZzKIAUfkDnUr8rnSTVW97noS6qX2k710L3Ny0Y53kvki/vwog/QiPUTjlL+E9/yCt7bOfpB7YGgPpM7NY6n1Z/JKScoUQUxEil96kztKGR3VlFRXsPXD7/DbPXvPFys3IOnz4bIW/9uNoEXwjmK9slqKHgNhbzSK56i4Ne09NJP8JUcCtWkgwYJDU7Krwd8Yd+LlFIHZ9j0WWGpMY1LqMVvqysYja3zERAR8WnlqT5bQQlK7PfP0veB+gF1tYc/RDn4aRR9QnQLy6vfYIZOa6pMmkTSBFZ+kx/ag7f79+4DpC+kA5RYiZ84PnmL6G4S6mqiYb5T5rn8KU0MaH9dvkMWAbF3+U18mtpRZw6sYZaO5apdvq8UlVnn47yuxWdIAmHhUpYEl/Cql7LM7l+1+qbPh0nWmXvXtF2CipXOLMDtAOIx6j/iXbrHMlwyh3hSO5+ilehi9pf+EqiXwvwzHieO9ZBCJznpo+We+pR4tQJTvQj00RhW8KrvnHwcR0uIX6JX8LmQ30UBxTU4NleIMHc5aOJ+AyP6fAnNi4X9KnoLY5UPIf00117u5h6kEqL5npdaSSjhaXzPS2YcYcosetHffbiCq/nv0uM3xkRP7bN+rfYgNnpQ6D1Q4f0+/0OuJGUbaZYp3/lpNJCH/JgD2DQV46DEAyjYi97qBXGrJn6Ip5pE6Zybm3cwVk5fJOhyvpjP3+YCTX5W5+cPXIX8pvhY9wcJ1pwvVf3KAoAm9jcwTc8sL+iK/r37BNOrP+Q40CZ6TVHsFSqJ78oHQ6HtSx0sZfJtXq6QO45Jgd42kGP4kkyua/gwfQ9z8vxvsom+MHbzPleyqNAtFf2rFLz1xVAhRodhDRF+JD/DgA4q6mfwudR/ehLglDnYNtxjH8kviEzvcZq8irR/whQPbVITWXyxipYC0VvcWONHyESatNjFBeSq2taQ/fLTCH4izAwrnp+P7frc9yE9GKngaSZtzurcFR4qNUTYodqx73rI0SpX2lJwS8YTaUe0Otk3Vvssvy38tk8MuewwAofnM1Jq2mIXbuV95cCvMl7BpOBweV9lk85yyEwhPx+PLtuF4hC/xCn41Xs4P/tb/r32I1EoIcJ2AY3fZQRsBJjfbET4fh8IHJ7PHlLB59uKJ+qAsX0g2uwyQ/wSoeDloRSfL+WBFdZ+mOFchmbhV9mv+mCYwhGDdQ4oCHdKiLBwCZyDEYhHgPktHivOuT0Ch+az4vbIIVfxNLEgP5LtMWvzmyF+CSv4zRwm4ytYqe9SXWcck7ejdH4gJwVj76zgqEVlGc/rdhISxv+MAfMA8wDzAPNAm3mgSncGFbw+lEI7FSQlD2pS8NLbUTl92V6W5A1JntvbzxixQ/kvDgHGKg6nqlyMYRU6+hnjpLHY5orx2wa19r4T4peAliQvX3uGaDsohBS89dww67u9PsMdFiIsXEJ7cjBWu/c1YxiHIeMUh5MvF+PnQ4bTXQiE+KVawZciPhmeiQVnO0uB8wre1RcPlhZiggdr2BFVzBjGdRbjFIeTLxfj50OG010IhPjFr+DFt7MvSwHv6bCW4reJIQV//wcUhAhzgdHWNMZq955nDOMwZJzicPLlYvx8yHC6C4EQv3gUPClsNM3TvrlxMo/h4HYy+id8lmdoY2XJyQBGP1E4QTME6v0eUBAizAVGW9MYq917njGMw5BxisPJl6uZ+JHPlb3Va97H+2NtFhlMRNRPH4p5uvmFwLZbwdU1PPzTEL94FPzDNzzUghBh+n1jW8GYmOD74r+w1aDf2uYqt27o42yryqiTt6qcmGfRWKljLyU2pa8c6MhKGpiHOtnQqFf21yHxQ4zjMGRei8MJEbWxsj+/NY5eFmPV9vuJ4fxt8jwsr8Xjtw1tD/XOHSynv+igP+oEPnLCxvDAkWF9xVG7f5NhvUP00Kd4vtPoQu8//uchfmmBgs87SZ8IZygl3IYYX6ggFrt2Zx2lUyfvru0KMUGxfFPwWkKXPn9EgXuPE6Ni/Z47qvtRK/i87cxrnj50JGus7M9vDUVbeSa4o9Bdkx6Q1+qN1V0JfaD3Swo+th148t0ZdEyrcuWrrODbreArmaM5D+sJjW+wmAyh/wwjn5lCF1dUYzjry+2XB1bwh+6dOhhqpWVMJg/d4Aeqrw5O2MTN4hcY9OUpmabFCAP2nD2Drli9HxhHS8EfEsq6+B2ybfdWV4WC3yyvYTLo5dZV84x6IOVO1kO5KseomulA8kkel2B8vYSNaCwr+JYq+BUspxPIzDOQzaAwMtiHivaDiu7Hc3g7lIz3XRe6IsoRMlu+ytVCXZoSlbm7A73RazgXAW7yAC93IroTvhvOmzOq6b9QDFgTM+jqCQ1U8P+A7HJkCdcvMB2nkJ1/X97a2CxhNtGDTEfmQ9PbBPqElZoUmPTIKFb/msqTEhGTK7gcPCnWYwjd+TyFnmG21Xj+DUZvf87roz5EgMy+LQiNGPTyPHUw1LyAimn/vFZFv25LzmtVeQWlO2JVByfRNYs3MM4uYNTF6HhyPIjwzueQZn+X/Wwo+PvgtY1hHeidw/XlMD+GmywFFby2qRjXhx+r8fz7qHL6FDxhK6Kr3cFKRL40rYjkG0Z+YbSNI7dFqVwV5IkVfAsVPM0ADaEBMkSiYKw8xGse0pUYKAFxfzeHtIeCCBX1Zxl6lYQSmbbp3nr3q1RgQsnVyQuQm/Mp3Oc1jLonzqhcvkFcT+iigj+H6ddPklZJz+oKxpMPME/LCj5XIjjI/pKDUr4jBqwML4rhev+eb4doev5HYoh9QXHOqT4TLyM2uBM/EtiIEZVJ/SD7VhzO9A3WszF0ZfheH16u9DoYaqV6KF6rot/mtaq8u2NVByfEeYMKfvpZhlWmrR+cTL4BPZHTY/V+eO2bjjsu+IkwkfUYCn6xsfGrGteHHqsuTj2CNFLEKtxs3mZyilMOcZRPxIbHPLaCJ1ox2t0lpKPn+aKEFTwBAy1U8DiIrVUVzRzFqlAKZWEupFmkNFWrfKZCIjO2TxC4FNY2eeVMltpgmjNVd7ov6gldqeBVLHsUurjKOYfJ4qsliM36VrC4fA3nw2fQUSuxW1hOX0I36cFgcg1LscQh2s2ZOZZDgtOFV6yCN/tFlmPhRcq3M5hCnYC3dTCkOhKxIjwEr5kKypooKWc2mvBU5L0HrOrgJHpdKPgvUMDs+lcYT+agrQ1S8Sp225XXbH4yMbGVP/Er4VfFp5T3UGNVAXJcF6S4Cwpee9qXFLxS2A4FTxYnnKjdZNBHGa7y8wq+pQr+W3FAWIJNP6TB3EYFv9GrnOQJdM9eg17N0EpLIrX+CGn/CfTST5ZVI3+u9tUMCwltbZSxbpqCPwSvmQrqOBU8UHyKpAPfdX8QIUQLSp+20+6F11jB63H3AFdOBQ9QfwUvLU4UX53KZQWvOpUVvICCZt7SDA63sPzwEZabx6DgD232oxU8LrdJcRAuhJOp4AkjXLWQqZVWO1/gKp3A9fJWThbylRgJbrVXv/4TFstbuYrL3727yeAM9+6FCdUWyNQOXc9U7Nk7VvC0/fIgJnp75YnMRm0nTO+D16ifXPRTfYfBatsVvLbgyO2wDR2OhRY1wvH+eE351yB/3f0J2Rk6lcp6okz0Es9C3kOPVSXHj+qCxr/Cm1pPCy2xEPgGN9kP0ElonGAmcwX/GT5Mf4fLETr9Yl/Q4oJX8AQn/rZAwZOAo/1Q/CVhZ0AhTu7Lneg6/Z9zpUQMJ0z3T+DH0Qvp9JNA51kfnpHzWPI9/KdyCEJPziFM/0V72Hg/gLdvB9KRpwPdPnkHh/P20jlscMJxLZ3Hkg50Bxks1rlLj0GB9zJa6BbozTESZlKkR+3JmzjmAjHfU08Acfvn9S9CMefK+//gw+wP+CQ+bTmF/vi9NNOvYJENpRNfDwbZHNbYetynF46Mp9B/9VI652E7/ks73SH9Fn6X1/+p+2XwGt6Sgx4JbDLjiX406vMiVn4Qh+HD8FoV/TZfVuVNcZW8I1ZxOCG+FlZC0aKPy3fGRNHkNcmPcuK3M6/hmBLbR8i3L+GVcILFCeULGP0oHTwdvFY1rg86VsssegQp2mSOfEL/yiQv/GHfy3DjuUf86HKRywZBneG0K5xoyacG+3AMl/M/5EQtd2a+nY3gRNVDjnlHAFONJobGWwsUfA20Gpo1xAQNJfteyWIM4+BknOJw8uVi/HzIcLoLgRC/sIJ3odawtBATNIzcvZDDGMbByjjF4eTLxfj5kOF0FwIhfmEF70KtYWkhJmgYuXshhzGMg5VxisPJl4vx8yHD6S4EQvzCCt6FWsPSQkzQMHL3Qg5jGAcr4xSHky8X4+dDhtNdCIT4JcEM/M8YMA8wDzAPMA8wDxwfD7gUP6XxCp6QaPAvDlr+2w0BxjAOP8YpDidfLsbPhwynuxAI8cvRSv4QYS4w2prGWO3e84xhHIaMUxxOvlyMnw8ZTnchEOIXVvAu1BqWFmKChpG7F3IYwzhYGac4nHy5GD8fMpzuQiDEL6zgXag1LC3EBA0jdy/kMIZxsDJOcTj5cjF+PmQ43YVAiF8qFbw6Qxwd8bpDyBZWeA7z1KvSc/P0tfLpYcGyXdQYaSHCjKz5ZSHMZLk9pfwNSqiNVYNovy9StsPwFpazd5CK+Nb6JK1def++aNpHOfVwsk6zUw6/dDStONoMrsf9/BTITh90rO99tP7hy6yH38O3d7cW6AAzSHdSCD5jl+wZS3SkteIdO4iVXU6z7kP84lfwGzqf2fAqLEQw+wqz0VN5Vrg8I1qc930rIoPlYTnNs52NM4XXGPK0I0OwynrUu3EdECKsWAoFJTBokXHci/maeVcPq2ZisCtVtTGkY3e7A0izK320cHBc7drSh32/Hk50trg5Lo34AyBljBLe8mjnVfwxzQ+LRv3a6+FXv/xH+cbdDEYnFQreN5bs446RTwo66lFSe6+NCvGLR8FvYHX1GiZzXLEb5/8mehUCMsiCOkdYRPKhM95l8AsV1UcOZBE4hAJGJJC/q+/rhPAMEVZAcfUe0snH/ExjEY0KA0tQ/YWcjbyphVUjEdidqHoY5opJBdNR1UeMK5X3OC9q4WSOS0EuyoIX8FTEX8Bj8WfwbrYEVOcU76DpArwWfsfJIuVWVyp431hCppjDZHxVK+xzufLjTgnxi0fB20RLBW3Mjnyh/YSSpg6zFbx4/xaW2fOCgqWykn4GS7tqz32IMM9rAEBmofaYcrbHyo9i257EY7iB3HqFYU+/y03Lpe0rQq88rujJsf7G4+SiEBcGz0EEvSk8pu2+U+incqJeeN6cm93wO1IcSF+UTPTVY0lHpcMAXOeQTc3ANEeKRc1mh/glTsGLKGMn0B1dy8g+etVdXMEnIJQ0hVC0FbzowG9KwdOK/bAKXu77iZCEzTX1mXwSYgIzL1+7EYjHkEK3PodseSuVPfqwjGFmRwAsjSt33ceUGo+TgyqUG09TWBSGpWnGb77vzE74OSA9iiSvgq8aS3/lW8Tm9g1G/xteyoiVR0H5zo0M8UuUgseZ0tP+BOZKQO2i4O8Mc9sPkN3cAil4UvgxVIcI85aBQvXpc0jF9oM3V6MebI1Vo1DYjZhoDElY0eRWheA1trdkU8rjarc2Poa3o3EqNbZoni88RgfZbCTDBzfb8rY9fgXEjuuGxoy9gqf00FhaL2D6th38YXdsiF/CCh6dgoYjmC7ReU7/kVK2V/BhEz1Oz8nkho4VXej3u5AkT2E0+6orCFyFCHO/js52P8GL6Y3Y13PnaV5qPFbleM2qf5sHSy2KojEUviimsw+tQC0F7xlXtRr1CDNH41Rqu888TxnJXNts35nt8SOcjvCXFLmt4GPHkiR5s7yEYfcEetKH4wiRqN3kEL8EFPxXmKXnWrlv/oR3Fx/hDpuxtZNdkQbqlLqmlRBhxVrwDgXEaxgr5X4LN+9+hQ+CmHLuJqXUx6pJ1N8PLdEYqhU7fepFCp7usT0V4+p+mvtgpUTjZLdwNYXh8wxuCuZ5K5NQBOTIaz1ryO3W+B0z/T4FHzWWTMJxgfK81kLRfPsYr0P8UqHgXZ+WnUA/+yxx2OEzOVS3yxlcCLPKdvsmIcLszlJeuOaeTQ2nPru8Y7qvi9Ux0XaotsZjSOOmk/usmJ+ECuVFz81Pw8xxdSiK9lNPPE5m/WiefwXD6RcjkXxlBjARnvRyBe/yZTDeOvbL7fA7cqrJZysxJ8FIE40V11iS+qfTh9Fl7ly3Wf4Ok+yT9BM7ckwimx/iF4+C1+YwLED/Wx2w1UE3ZAbuwSB9CxfyM5hIelS2EGEqI15IIavpQJqavRIw6a+FlfkiXysE6mG4gsXlWO4Zn0J/9Jv8Dj5yXKlaj++iHk5E3xeYDl/BtPB9u7mNh+MV5cVUnydArzbsdzv8jhUE0gWmjrG3YHxjyeIPPG+CvehLjOBR8KV8jy6hXQNhN/gZq93ww7cZwzgMGac4nHy5GD8fMpzuQiDEL6zgXag1LC3EBA0jdy/kMIZxsDJOcTj5cjF+PmQ43YVAiF9YwbtQa1haiAkaRu5eyGEM42BlnOJw8uVi/HzIcLoLgRC/JJiB/xkD5gHmAeYB5gHmgePjAZfipzRewRMSDf7FQct/uyHAGMbhxzjF4eTLxfj5kOF0FwIhfjlayR8izAVGW9MYq917njGMw5BxisPJl4vx8yHD6S4EQvzCCt6FWsPSQkzQMHL3Qg5jGAcr4xSHky8X4+dDhtNdCIT4hRW8C7WGpYWYoGHk7oUcxjAOVsYpDidfLsbPhwynuxAI8Uulgt8sr2Ey6OVOeK6Ql96DbigkKzksYGQt60xY77suMsppIcLKb7Q3pTZWZt90+jC+zmNytxfBut/B0wlcxP/m2fQGihhE5eIcBt0OJBRQw3h8jJf1eE2eVldy9LUO1BJAyEOCGoKTr2/r4ecr5VjSI/SESYo4sKwHo9lapt7CcvY6Hz8YSW6QNf4gJBMOvA7xi1/BYzCMs9Oih70RD16cpz16CkkPwzvK6HKdPDqcaoTvjGE8izv0rirEfREizP1WO1PrYSX7xhS6hX5nDIMIqDO0tYK3IyWqGAwNi2Ndj9fonH6NE76fy5QiyuqoaVbwRWCacOfVEwZxSh/poE2KJwxZZY8zo4RGXobGm0fBb2B19RomIqTqBtbziTx2U4NbHWxGYunruMpANXH9ECIsrpR25KqDFcYIeCePD1YDiBV8cKZsctJm8QbGhXPVzad0dPIT6KcfG3dudh1eg9V7SCcmBp6QseuPkPblYoMVvMVMDbj16QlF2grm6Rl0hCInHfQFrtK3MoS58bzh/KEgkReh8eZR8HYxcqZtCPrKcLH0uqfjot6lMjy/IcI8r7UyeTus6Kzn00YqorqMEI+haXbG89MzmC5WRnVkIXkC3e6JiInQJNNiPE4GJOrSFTIW8foPGGX/gD4K+IYL8N3wU0Ae14VHT+RE4NbM36E/+gXSPo4XUvAWiTK0LK/gi7jEKXhhcjzJo2OJ96VJPjECA1DsXjNCm7PjIt8ttrN018qBUEIhLqE+VqbptAeDbN64lWYccjpXNIbOwEY9GFKYYoqcJcYJKXsZLUtXd7RX0Ti5KERsnuKWHz1EX4YBPM/+hA3JF1bwBE5zfp16IicPrYjPRRhhkkluBb9ZpNBLnrYqVCwiFBpvUQoewXvan0hzCBYbqaSdHRf5bj8dUXIAAANBSURBVIB9Q4QFXm/V462wQgewbCS3Zp7AoMrk3AI062O4gfXiCt6O+rlpUVq/bOtVLpiaszKtjxMxD8qFF/A0nUOu33Fr8DUMXlzCEhNYwRNQzft16gncyvoI6WAE0+UtAFQpeLSanbXS0hgab2EFj84NQwJZ85YtqGgAFkwkno6LeldX5bwKEWa+RPXhO+K/4asAk3a8roNV8V0d3vRkNAPrO4hi1obfbY/hLSynL6ErYl2vYZk9F/2hxknDFNf2ONnmeXco0aaP3+3xO+IBGNATos9Jdhf24XOaNzcXMKSJ4BHDsE3TQ/wSUPBfYZaeyxkULtz/hHcXH3NBH+Mo5+m4KAe9ALUhwgKvt+rxTliJPuxAT62sWgWdInZnDJ+OYbbegFqxi69PjJUp3asaj/Nia5xWUxgKUyzRzQqekGj8r0dPlBZmSskbZvr1DNLxNLfyoIq6mcLFB/qMrvHIBRdvFQre8S1vcgL97LNETe4fVn0mR/uNYvXyzUA74l0jt+tya0HiKqzhafFYSQex7gAmwpNeruC7uXJqOEyV5EVjKPfgO/0xXArnultYXr2BTHyRkk+S889Pcb/wL1jPxtBNTuEM95krW3AcD6NxKpCD5vlXMKzaBmqYpaNAvnGzHX5GAcd46dUTJjEOE736dM78zNJx5opZTMOuQ/ziUfDaNIsF6H/rAArzQJTCQTju2XfBzOt9N64HQoTFldKOXPFYkec89Tl6gU9bd3iEiyuiMTT5Why+kVpe9Li3uIBLtTffh9HlojFOjNE4FUD+AtPhK5iuKqY4rOALiDXjJkJPKEJtBU8OqiSr5G9DLGGK7MBFaLx5FHyg1EfwOETYI2jio2kCY7V7VzCGcRgyTnE4+XIxfj5kON2FQIhfWMG7UGtYWogJGkbuXshhDONgZZzicPLlYvx8yHC6C4EQv7CCd6HWsLQQEzSM3L2QwxjGwco4xeHky8X4+ZDhdBcCIX5hBe9CrWFpISZoGLl7IYcxjIOVcYrDyZeL8fMhw+kuBEL8kmAG/mcMmAeYB5gHmAeYB46PB1yKn9KOdgVPBPAvI8AIMAKMACPACJQRYAVfxoRTGAFGgBFgBBiBo0fg/wGzHiWSdrkEQwAAAABJRU5ErkJggg==)
Fonte: MS/SVS/CGIAE - Sistema de Informações sobre Mortalidade – SIM.
Fonte: MS/SVS/CGIAE - Sistema de Informações sobre Mortalidade – SIM.