Data publicação: 20 de dezembro de 2016
compartilhe:

O verão começa às 8h44 desta quarta-feira (21). É nessa hora que o Sol vai atingir o seu ponto mais distante do Equador celeste no hemisfério sul, dando início à estação mais quente do ano na porção austral do planeta – na parte norte, começa o inverno.

data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAKAA8AMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAACAQMEBQYHAP/EAEIQAAIBAwIDBQQHBQcDBQAAAAECAwAEEQUhBhIxE0FRYXEigZGhBxQVMkJSwRYjYrHRM3KS0uHw8URTgiU0Y6Ky/8QAGgEAAgMBAQAAAAAAAAAAAAAAAgMAAQQFBv/EACkRAAIBAgUDBAIDAAAAAAAAAAABAgMRBBIhMUEFE1EUImGhFUIGUoH/2gAMAwEAAhEDEQA/ANTHz5FWVtePGMZwPGoEcyMNqkRgN37V5/U7s0nuXEN6rjD5HpRtbrLg+PQ1BhtsjPPj0qwghKge2dvGtEJOWjMk0ovQKO37PGTsDUh3UDA3pJD0A8KZrTCKiJbb1HB2bdRTu2DuMdwqOKNKJIoQLuc/OgLcrbgCn8AmlMIdvKo4vgiaEHtKD/IUnL34p3Cpt3UoI8KNRAbBU+zuo99ey9HjJBpTRIoaK53O1CRvTpFJy71RY1RYPdSlTXhkVCCANjc0hC9+5ojkihKjvNCy0NOPCgxTpFIRVhDWKQineU+FCRVEGyKHFPcme6m2Kr1YCqbSLWoGN6TFC9xEn4g3pTL3TN/ZJjzPWlyqxQag2SMDHUUzJPFH1PvFQ5IppWBYk0S6fI2/L8TQOvfYYqaW7KQAL4ino2PcTRmPmbB3p6O1LbAD41jubWwobh0OzGrG2vW6HemYdPJxiM58ean+ztbYgTycreHWjjfgzTcWWETmQbinRFkZyKYimt1UGIhs+dOpODGeZgGrXGVtGZZRd9D2KMLQK6mnlx30xSQDuIBS929Ht3CvcoNGrgXERfGjx3V7eiFMUblNiKuKILS16jsgQcChIpygaqkki7gNQ0QyT0ojyjv39KXuFcaPWkNOld6TlqWJcaxReyo9rY0eKBoVPUmhlfgtNDTuufvbUhZMedEbdM9a92KDupPuDuiO5kk2A28c0JtFO7EVMwuMYoSF8KnbXISm+CKtpCDuM092UQ+6go8V7BqZIkzS8gbA/dFeLnuAFFjPSmywHcM+BqrxiTVlCbZizMAQM7Z8KOGJGYIepNR4pZkbIZvPO9PW7Yk52J5u7aufdG9plisH1ZOcy8u3TNUd601zOZDgY2FXhEd2hEgJIGc9KrXtgG2f3UTdlcCna+pGgEn3c1KUSqR7fSkSNh0FOBWzvQdxjGkPxdoRuTmnxJKp3cH30zCnMcgb+lSkty3QfKjjKT2Ezy8jsVzJjfBFSEnlZvYVSPSm47Yr1BNPqWQcscZz51rp51q2ZZuL2HufC5YYoRcRfm+VMtFO/U48s15bR+80/u1P1QvLHkkiaM/iow6nvqOLXzohbedMjKr4BagP+6vU12TD8dEquOrZFMUm90DYPFJygd1LXqOwNwa9ilrxqmi7gEUJpzAoCKXJFoCkxRGkxSgwTQE4PQmnDQnrQtlobZiBsppkySDoKknekNLafkYmvBELTd528BXm5m6xk1KpD0oMnyXmXgifUYT0GKdW3CjAO3jTS6hAejj408lzG2wcGs6yDJdxBpEB1JPrRGGM78gPupFkU9GHxow2ehpqyi3mM3qPEFpYXeZ0QWizLb8wGWeUkDAHcB3mtMII+6MY9Kwn0gcOW/2ffazbSTR3Ma87oDzK2Oux/SsZZ2mo3KstrrNyZexMkQLY5jjp1pjlRirsdChUqpuHB3JYkHRFHupwLjoMVw3TdM4rlvEivLm7toTnM3bhuXbwDb1eDh/Vh04lu8+p/wA1R4rDU3ZyF+lqM6uB5UQFcpXQ9cB9nia5Hvb/ADUf2Lr568U3AHq3+ar/ACOG8lejqHUZZEhQvK6RqOrOQAPjWe1Hi60s43nWNpbaM4aRQTzH+HHX1rIRcKmR+01HWLq6PgWA+fWs7rcJgtb6IXM3ZxS/cZyRjOBt30L6jTk7QNFHp7mm3wd0BDAEdDXqj6dKsmn2zhgQ0SnOfKpGR4iuipJrc5ko2Z6lpMivc6jqw+NXdFWFqh4p1uTSWsYoUJku5TGrYzynG23rV52ifnX41z/6UpCbnRRDOEkExZSDuCO8UqrUSg3c0YennqKLNPp/EVlOvZ3c0dtcLsySHAz5E1cqyMAUcMD0wciuLXSSXsd1e30l1dzRsqgQAByD6dai6RYfaF21vDcarZYjLc8yKF6gYzjrv8qzRx1O12aq2AlCVrnc6HFclPC9yvTXrj5UP7M3mduILn5UL6hh3+wv0VQ60RQkGuTfs7fKduIbnPp/rXvsHUl+7xHcb+Of60HrcO/2L9HV8HVnPKpZtlAJJz0qg0PiODV5YXhK9hdRl4CdmyDupFcv1JdYt3uI216d4YhuSzb7eGa2H0eabZWmm22q3l2XvLiLmCMwAjHkB+tNU4SjeLJPDTpL3rc3p8qQ1EbU7EdbmL3tQfa2nnpeQ+H3xQXFZWTTSVAfWdNTJa9gGOuW6U2+v6SvXUIB6tVal5Wc2jv42kYRyXJ5fXNWNrerIwVZpRnYHnIIPnVHdX+rwSRmOytsnuMXWre2lvIV7WTRbeWXu7OQrj3mpOCsbFVLKK8jPsLdlhnHN2uSD6VYI4ChPrTMx7snNVkd0k5UXWgkS9wikyfiRVoILNEEjWFyGxsvMCfjmkNJEzXDnVbiynt5Jch4yvtMQN9utc44fvo7d7XtXw0ZMbkb9Ditm99y3awyaPMLbuXtsnPiR0rCatbpb63qUcETQqZO2jQ9QG3PzzROgqkMrOj0uS7rg9mbj7TtMbzHP900Y1Kz/wC9/wDU1SxRxyxJIAMMAaLso/yj41j/ABkPJ0/TU/kuhqVoT/bD4Gi+0LT/ALw9wqjKIPwfOlXkH4B8ar8ZDyU8NDyXi6laZx23wU1juIJ4HfUVDkhtxt16GrhQmd1x76z2sRq1xdjH4M9em1No4FU5aB0qMI5reDrnD1ysmj6cdj2lumN9z7Iq2UhSdwo8WFYXh6/tBoOnpLBcAiAKXjcAHu8amT2WmXcJD3F7gjChwxCn0rdrF6nkqlNOTRs9iCQyqO/IzURpIe0ZJJBt/ARn31m7GHSk2W9uSyYBzz9fTpV9aSaegLC+OScnmOMUeshLgoD7Ku3Kg9etYH6RXT7V0cFuXlLk5GPCuiC6teq3K+uQa5t9KTrJq2lcsgfCPuMeVDKneLRr6e74iKY1w2yc10xkXqBnNXDOpH9sv+Ksnw/GnJOZCcF/0q2MVt3OAK5csA5O9z02IpJ1W7lrlT+NPjSez+dfjVM1tCfuy/Kk+pj8/wA6D8b8gKjHyW7cv51+NASne6+W9U72W28nzpiS0EcbydrjlBO9WunfIaoR/sVGuSh4LzkbLSvyLg77nFaxtN1VLKK2ituyEUYUFn3wO/7tYvSrP7R1vSbNnKLLcBmbpgL7X6V0DVdB06RmMmvXnOTuqzMd/QGurh6apwszk9ZmlWUVwivjdoJ3S9lWHlI5hyk5PqVx8KnTz2RjKF4OQDGA6g59arZeCNNnyz65MjHpzqSf/wBUwvBGkxDDa9cI2D7RjIX5H9afaLORnaJkr2rxiLMVswORzTKCwx5ihSeJkYMYJmXqRIuSO7oKrxwbpLugk4mWQqcgMhHwyxrQ2OiR26hotfkKju9n3VHZEU2XS28MzlgqPy+NSFtE5vAdTig7BSfaJ38DT8cARucM23iaxaMjk/I4sar0U9KPkU9V99H4A9KJdum1HZC8zG1t1OPLpkVz/wCkOyhh4g0u4lYJDco0EjeBG6/zNdHBrHfSra9vwv8AWQuTaTJLt3DOD/On4VRdRJ7MKOIqUX3Iboi8J2Vjf6NHI07c6Oyn2qt/2fsD0uXz6isd9Hk4CX9sW+66yL6H/itgCgIHNvXQq4SMZNIzPr2IbvcL9mrM/wDUv8RRDhmy77mQ+nLRqV7iKdQgd9IdCwa65iHyNpw3Yg/20jepFZfiLR7GHVLuLtyubTtFDMNyAR+lbJD7QIrDcdxD7fs2x9+2ZPn/AK0yjh1KVmEut16d5N3NRwDpVhqHCOmzXEKM7IQx95rQnhrS3Klon9noBI2BVJ9E7l+C7MZHsO6n41sFYdAelB24JtMVKtOTumVrcPaYW5uycHykNODRtOUbQgnxO9WO1JtV5ILgDuTfJXtptiFP7gGue8faer8UaVZ2wVDJBI258K6UZlMnZ49quYfSXPJHxbYNE5R0s3OV7s5qqcFOVkPo4l4eXcfA5wroEs+nSSHkyZMYyatm4ZnycCL/ABVE4AlmXhlHeVyWkbcnertru4z/AGjVUsNaVkaavX5520VbcNXQ/DH/AI6D9m7rwj/x1ZyXl2FyJj8B/SmWv73/ALx/wr/SrWFb2FP+SzXBB/Zu6/8Aj/xVXcQaNLYaPPNIyHOFADb7mrr7QvOb2p2x37D+lZjju+vPqNrbvcNmWcHbHQUyngm5WZIfyeWbYicHaasvFjxXKSSCztjzCP8AM2APlmuhJpds4IhszBvntGOWPurKfRGjyx6xqkuXlmmWMMe8KP6muggtgEjl9DSa0VCWXwSti3iZuq+SqOhQuPblc58hTD8M2xJInkB8wCKvRjck7UgIYnl6DxpbmxV2UB4Xs3wZJJmfpzA4+XSmxwZaH791dMO795jHwrRkUh9TQOpLyREMYHRaJSCe+owIBAkbPhjbJp9QCu6keZNIyjbjyyoTjmBIHQEZrzTcvQMfSgVk6Blz/OjBUbcrHzxmrsDcKORnOy7edV3EyQ3OgXtrdTRRC4heNO0cKGbGwGe/OKsQw64x7qbu7Kyv4UTULWG4jRuZVmQMM+hpkGou6BautTifAN9cR67DFIvL28JQgjvAyP5V023VinMQCc1zNNH1S14xuRp9jcXYsLzJEag/uydvkcVuo9dsIXkhuHeKRJCrK8ZBB8PWm4vF11JOBx5UU57F0FJGMfCnYxju38zVXFremMufrsK/3zy/zp0axph6X9oT5Sj+tYH1HEePoaqEC1RsVivpLnNrPpd0sfPgup+VaVdU09vu3kJ8kbP8qzX0g8+paVAthBcXDJNzEx28nsjHXpTMNj67qq4bpRy6F99Ek7JwnKJFK9nO/X41ptD1ePVL28S3HPBAFxIp6k9a559GgtZ0urjVJpkuLSbEMQlZVOV3ynQ1tuAoBBpUjHYvJtj0/rmtik5VLm2MUqV7GoAx160hGds4r2a8TT20JKKfUVXW5rbk5WtwhBJ+/wAwJ/SucfSfdRpxinMwCrYKAT4kmtXxQrx8VW0kcqx86KCzDIA5XAyPDOK5tx7cSPrbpeSwT3KQojSQKVU94wCSehpdCeSrcbXgnRubzgjlPC9qwIwxYj41cu6L95vlVJwxiLhrTlXYdiD8cn9amu4I9onFZp9SSm7o50qatoPNKhbBY4ptmXuHxqK5GdmPxoGI6mT50a6nT8GSUHyOT4KN3bVhONb9PtO2iZ9oYS+PMn/StjLIOxf2ubu2Ncu4xnV+IbtnxyRAINunKu/61twnUFOWkdgadJSqHWvoytntOELOQkATs8vXHUkfpWqe6hj+/NGrdy8wrP8ACNrqNlp0dlqUVtHaQwoLcxyFmO2+Rjar7kiIGADjp7NZpyzSbZ34rKkhtJI7z2ncOh2VM/zqQpVBhRgD8tByZGEyo9KBbdV+7t6DFKsEO9oT/wAUDMw3zt6VAv8AUBZyrDDazXUx/BCMkevgKW1j1O7ZnvFW0g7kjf8AeH39B7qFrTUsBHkd8i4Vk/hP6052QRw64Z/7wH/NRjNyx8zQunL+YDB9cZpprvDIYTbu0n4e05SKFsaok1niJB5FzncgjpS3F5HbRBmDFG6Micw+VQZrr2kF1JFEjDOGn3HlsNx50i3UEhkKS2Lcq83sMS2KEmUnW9+bmNWiIG2dxyn51G1TV0sI2nnLhIxzO6AFVI8cbiq671ZVmRJGzbH2eUoc57zzAkbeHWs1xbJFe2v1W2UhnciU4KkIDv1GDt0NSMW5BOKSI6arcWOv3FzZpIyXcSjPYvzc535iMZ7/APYp/wCpT3lxMtyBNKpEkvTIz40usatZzFiulTNOF9mXmZYz4AEdR6ioGlXWoJfv9Z1KGygaM8vNu393PhWuNSydhahUhPNFl/Bp14QEspVkI6pzbila11oAgWfNvgEEdahftFPZFB9ZRogQvayR4Bz4YJJ6Huqwg1rVroC4MlrFFkoeef2RjoSPOs7pxbu0jasbV5Sf+IC2j1ljymIZHXEqjHzqySy1Bl5ppFiwMj95mq+112/vGmaDVYIEWPKyiE8j+WSQflTX1i7u5ezvdWue0yA0cRTJz4HP6GgdKmndpEeKqyWiSK+w1GKLV5e3hknge4BDRuMyY64OfnXU+HDGmkwrCQ6ZJLLvvmsBr1ppGniFbNhcXU7FAzHmYKRg5Pln5VpODb2S605Va3dEVnCHkIDDmO+f9Kepcox1c0o+5mre6Rehb3IcULSFlJZl5e/2e+ocl4olESz8jqd1J3fbptSyXUfLlSnMVODzE7jx/wB5onNsRkM1xjyRXVvdXEj9kqYYovteWPjXOpLCHU9YmeWRsmJSwUjc9D/Kt5xJqV3bw2WoT3EMaLI2exUuO/H3u+slb24ttTfVJTJcxzuXZrUDmYHcZUg9PKpFrkftFXVybFLJYwxwRXd5HHGoVE9lgAPUUD6zcjYXRP8AehH6Grddc4ZePDtcwyEfcmTFRL2PSHHPbuWU7kK2aS8PTb1TGRjhJaun9lf9sXY+9NCfSMj9aD7Svpd1kj9eyO3zpxPsdWJMeoNj8IhwPjiie6sj7C6Vdlc9XkVfkTTFhaPgXOjg2vbT+yvk1W+jflmuFVOYZ7OIZx76h8T8Paf2Vhc6fqM182pXB50dVBHeRtuD3VLu5YVuEAghihIPP2s4JG22OUGqq2tprzUFKXCNIrZjaNMCM+Oc71oUaMV7FYwLD+/SFkdnvdesLZTLNMigjmALY2NUdxx/pcf3Fkl8OzVm/kKy+hT292keqakiPOAR2RTIRht41prbiPTISFKxx4/gxis06kYu1joKhK1zw4qvb5f/AEzQrybPSSQCNT72xT0ScT33KLk2lhEeoQ9o4Hu2+dTI9XsrtP3N/wD+OKZa9iikyL2QeQQUp1nwi1SZYafZiwhMccryMxy7ucsx/wB91STI4HU1UfbUQHtO7+fLikOtQH83vpDbeofbl4M/e6ncLZiae5ihLMR+6ZpF9+wqAl3HPJGiumVGWaHK9p67HHxFaFLCa5t5VmmZlf2R2cC+HUnJyKiW2kyQKkN7LbAL913LFpPUDANaQU0grmea9uYra2BSMw5DlOeRGzsAT3UxZRtNK8F8GQ8vLKroXyPPCgD4mrSWwt7hUMltJcgAcu3IqjxG/Xzqq1i8X6pc25lljSNMRxRHb3nvNS2hd0MR3JUrGPqcsUbELHGqrnzK+fur1rNa32Jry6kmZV5TBGAqIB65z6/KoOn6Ebq2+v3qyreNsnNDy8i4x3daSSws9IhNnJf3cc745Y+T+2B8DjJA8KaoxtqDKT4Lm71HRntZPakjV/Z5lf7o8s/Go0XD2hSJb3q3NzEzDCs0mDJ5+tZy64StbIq51icIPvQgqG9BnatJpdppuqac8EdzM0aNgc+CCR60WSKWjFZ5PcI6FoaX8t52rj2OXmaQDlbx3Hf603Fo2l3Cc3ayLbyLyBklx03zt1+FSLLh9rS6MdnbSS2rkF2nYMD5bb48qkzaC08E8Vqq284OV7PmUN/DuelBf5CK+wsY9LMkMSJNb/iMl1lc+m2KuLeLLrNb3MU6co50YgkDw2Xfv3zWeXh2XsxaSaVcRues31gsCc79T0q0TQr3So8WDB+YDnxJuPLwqOKkTM0BrraYup2UUE6qWkBb2gcZ6efurawRzJpwjtZbftOgkUFQR4kDvrlvFHD2u3Js7y2tQ62p53WM+0QPLvotN42MKLzCdCP4aLtaaMpts6tbwTquZpIg2cnsl2b1zRSfV8lSEBPeR31zNvpEmJKpbvIPHlxVXe8Sa1ePzQoIUPdk0DjbcJQb2Npxw1pNaW1u8pdFnUyKmFwp8KyesalY6IsEeg/vI8lXQvhl22OflVOEv+Zrm4meU49pSdselVkFpqabw9hkjryrRRy2GKnNMu7zi261K1ltJIMF8ASsASoz3VXW0UMOQqAk9eVuvwNe7HXAMg24HmFoeXXR0ngHpyj9KpvwxiVt4tlkggVQTBMR3+21F9Z09NmspCfNXaq7/wBexj6xAPPIzTbxa+3/AF6D0lFBlb3l9jHJLaH0Wy3lnzDsbEqw/LAR+lS49WHLyPa3CD8yptWb7DXu6++E1EE4gUf+7U/+YqnSX9kRVWv1+i+00LaPcwpzlHk7ZQR+Y7/OpvbqNnCn1FZuxudUhuOe8WKQchAYHfOO+rNJ1kXCjBqqsNmgqMlZplj9YVTlVAPcV2pWv5WXlJ5h4NvVeC2KUPSbD3YkfaBjYdpCF9M70r39nOMJ9Zhk8Ucn5EUwJmHfXmkV/vD4HFEmC4Jm/OradDuCFA6eFRTr1vNMBaorYGxIB+Fcgm1q/mfK5QDuO9P6ZrV9ZEcyhkHgNxXQ7MUcfM2dcvorrUFWMSBISuThsHPhVbFoslmeez/eydMyOPZ91ZaHjUCH98jM4zsR/Klj48kXpC4HQezmh7bWweY2MdleqwlvZ3nfbKxEACpU89tEOa+kiHJ93B3Arn11xvqs8bRQRBAehwBiqGafUrxs3FyxGc9art+WXq9kdJ1PUNCwI7mG2uB4HIwKrZOKtHsYBFYWtugHRI0zWFW0UnMjsx/iOaeCRxj2EA8hU9qC7cuTR/t3NGxMVvJscgAYFHH9IN8re3bvjyOazBJOwGKOOLxqOUfBapXNjDx1bS7TxyxZO55TUa44yeCfFlbvLF+d8AtWdAA6UoUZoXNLgNUPkv24y1i4jMUEUVuDsx6nFVKWQyD30tv1z4VMjdD1zSJ1HwaqVGKQlvaom5AqQvKnQCgZhimy/nSG29zSopbD0r80bL3EdKquYqSBtU1mx31CmGJD50cEBMLnY75ptmbNEDtSHHhTBTVwMmvcvpQswXrQc9EkCxzGOprw36H4mmS1JzmisDsP7j8RNEjsh2Y00r05kVGiXJCTEjc05zDxqKuD060XOU670DiMUiVsR13oWBHfTImX08q92q0FhmZH/9k=

"No início dessa estação ocorre o dia mais longo do ano: o Solstício de Verão. É como se o Sol, ao chegar ao ponto mais distante, fizesse uma parada para retornar", explica a pesquisadora da Coordenação de Pesquisa em Astronomia e Astrofísica do Observatório Nacional (ON), Josina Nascimento.

De acordo com o Centro de Previsão de Tempo e Estudos Climáticos do Instituto Nacional de Pesquisas Espaciais (Cptec/Inpe), as temperaturas devem se manter na média histórica em grande parte do País. Nas regiões Norte e Nordeste, por outro lado, elas podem ser maiores.

Portal Brasil