Lamepe indica que chuvas ficarão dentro do normal no próximo trimestre em Pernambuco

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sACfx+79ccplYlWBncEGB6bn7eeKog0Q7vUDQXY4P2VWSm7NVVij03pwuviKza1oUiccC25KPqf38sDqMBLNoNh9APtgXKpNMaKc1tFt2Ogq1n4tkcBLIpIJdoUZiB4QQIRQLAs53x92j2hXWoDUdVog5awAD5GgMjLmAJS5Em8qcG9m+IKU81UL4EzvE6kByFm0CQoPTGL9lPbgCo9LtBSAXYmoACaeZpNIo1mpZjmOp+kecp8m9Hq03KWzZjs+jTXvO74eohly60gtMKLlsils7k7kn03jSq02SqxohKORGKi1/ES4RbXMKGBglD54VFOnUPeUOPAzKpIpVytzmCqKTJUOeBfLOmmHU4c5WFZ0NwXau2ZQRcLeA7CxIsi23wHDXYVafRmexKVKnTYOgRgjMozSICkRMe+FsTuJI3gfDIQiD+VfsMOe0K0quYUl8BTKXVcudif8QKIiBuLn0GFuBD5Rn/CvnMX9PSdcdmGUnv9nBnt0tN9ES65wmcKxE3GaBzyi58pE8xc4e4zjC6JSUFKNMyiEySf/Udh7zm+lhMDScApcMqzAuxkncnqd8ScAAkmALknaN8X1vs5964QtUIUSRPIDc8hhY0mJKgkMQCzDYbKpPkfnO+HaVKTnaR+EHYfqfoIHPDKpFz5Ac/6DGB0LimEWBYx8hy8z9vPAjExubx0GDVSFE3PIbnkBjlKgRdvea5/IDoP1wQD4cs1gCATmJ3PIczOp/YDxtQXQPkbLmLCCVExNweu23UYslpAAACABAAxF+HBIJ2v+k+U288Ab2IKoQZ3GUCAoJAygwAJJiSYkz9sE4Th2lmJJLGFGgAHQ+pk3000DdSFBJ0H7++BeMgADKWBk/hHLkW6afK+MB4Kp/i010WoCWJj4U0Ok8uQ11GLt2mOlgPP87Yp+x6QU1gBA7xbEGfcWSTJk7zhytUMwsZo1MwoJ94ga3Fhv88RZz5PtoW7QOarTUG6ioxFtIQX/wC4YiUx1gBVVBp3bmTqTnpyT10x3iWIAABk2FpixPppva/oaT0VhcIGYPh1ggERMTfT5Yj2c0cLTcjwikpsY2Fhg/CcJkULJJ3bdjueUk4X7PKnhaOaI7pcq7+6ND8pOFyAyFhx11ab2PloRp5YR7SH8alYnw1b/wD68Ns83PnpGE6wniEEaJUuSedPQaYWeyWP7EsnTEFTKxKsUY3OWLxaSCCOk4Y4l8ilonkLmSTA0BOp5YFwPBlczMSXcgknYD3VHIC9uZOuuKtJ8M6ZbnlMtOyPawcMlNOKjKjO6lFaarZSRJzZVaSbG1lg6gbH2e7ap1jUrGopfKBlWfCqST4D4rsWMxcZeWPPqDFjI9yPD/N1/wAvLnryxKpw4aJAMGROoPMHUHqML+Nein5X7PXW4+mENTMMgXNmFxETIjURyxV8T2fwvFOyvRpv4KbrVWJIqFxZlvbJrJmRjz/geO4mhApVjkknI/jAJJJIJ8QudJ+W9r7N8dxDVzkUUqKr4il0ZgxORFYTTuxJALct7K5aHVpkD7KKr1VDO/eOUoEsBkZdZgeNYLNMT4CNxit9p+xKdCstGk9RsqzU7yCJKnu2BAGpDEjQZdrTt+BFYVndaKOoXKkVCpAY5nhShGZnuZYCFXSL532nUV63eU1yylPNIgk/xZB/mEgemI5acyy+CJq0UNN/4VfSe+GYclDEAm99F8sZrtX2apV6jVWZ1YkKAACCRAFokmeRxf1zWVy1EwxsQy5lfUQwkHfX74nw9XiVp0a392o0F4hTkqIzVCs6KM1lJWSDpGxiMcc46t7lnp1mjFDnJO/ZV9gdkngTUEg8S3hZxH8FIByj/wDI1iRoBHSWqXCIt1RQeYAk9Z1Png/cimhyqTAJCg3Y6m53JkyeeO8DwhUFqhzO2v5KB+Efrzx6kY/FfyeFlyO3/BA08cyYO+t5JJvH36YYqazEHYfhH64oR0VNekWYp4hlImLTaTf5CB/NJEAMzkgSY5j0vm9I/cYYp0hvoNcBFM1nj4Br1jb/ACj6nyMgJHgxIzkQPh5nrB+g/rjlU6k2EfIDDdczpoNP1wm9PM2X4Vgt1OoX01P+nGMB4ajmOdpAA8I5Dn/mP0HrgzAm+HDT+H1Pn+gH54DxTwLCQLKOc6fPGMWi0p/PA2qqXyDUCcvIbE8pM+cHlg1WpqqawYJ0Ji09JwkeFklTGVj4xrNoCkxcakne9gDAwTlNc5D/AAD3Bz/n+th5ncQyqzgHaCs+ZPEq2BYWmbmG2EWtcknQDxFIhRFsYwpwgirWzE6rAJWSMuoA2vEnlgtR5PITp6YR4hCK9QZZD06bQRYkF1Nza1tt8MPWC6XPTb+v2xCuzmyfYBnI4hZAAFKpmkxlAekZNvpbDqUS5zMCAPdU/wC49eQ289K/gBmr0xEwlQX2g0yDB8sXHE1QCFBGYgkDcgRMDcyQOQ1NhekPgtHMon3YF2/T1J2xRcM2bh0AMkooFwNtjp8sX1KkyqBmzMBcxqecW+WM29VhSyoTnglsoEqsnofEYsMDJ6Ba6GeOqkhlSYE5mFtpAmbE7nYdTgip/wCYpgWAp1J8s1ICPXAqqAUyBMAHTf8AWZwTh6n/AJi+1Jova70/Ll19MJPZPHyyzKYVZO9lfgFm/mO6+XP5c8M1AzCAY/ERYx06nntiNOkcsJCxAAvEcrXFsXOg+pkMTBmDB87W+uIUGzSRpMKZ97r5T9sRZUQLQUwLAxazTa3xMZ00Enlj7hKRnvWVszKqJSt4ZvlA0BJgE8lBsMbYdDNDhGqOKSmCRJYCcq7te07Cd+cHGy4bh1RVRFhVEAf8/fEewOxSibZmu77E7AdBoPnviz7JphpqC6Eju+oEy89SbdADvidUUmR/haAVY+ZxiO0atOnxFVDYNULSR4RZZvaLz88b3FTT7FU1Xq1YYkyqj3VgQG6vG+23MwyT5LR0Y68HswXEdm067OzU6p4dB/FqIcp5NBJGUKJLES1rAY278BT4ioyMimhRXu1SIGcgSRyyLlCkfifkMW4oJkyBRkjLlAERERGkRaMVXZwThlemDFDh6SeJiWafG1QsxufDkPmTgxClaRrt29sxXb3Zf92rLSz5w6syG2YBSAcw82ENob6EXUZSfyxu+O7No8UGaoCjqQqVBAdZCnLedz7pBHTGR7Q7PqUHFOqBLTkdbB41gfC0XKydyJE4vNejluNciVSmJtOw1Nze8epx86AW33P5YYVY8+fLAnTQDU4cmxR1zHKNB75FonRQfxH6C/LBkAC5VEC2lrDQRywZUEQotc+ZNyfXHKH12PL+uMYV4sZAAIzkwAefXyAJOJUKGQACZG51J3J6zfDKcMA3ebxlUHa8kjzMT5DEaZBYjXLEnaTt56E+YxgkO7gRuf3H76YTpJmbN8IkL1/E35D154e4mkzAgGCdTvG8dcTWlAAAgAQANhsMYBOmMry2gJ9cRW9T1w32lTUKajMEVASWOgA3OEODbxKSCL2BsYOhI2mdMYIfjhphbMDAF/h9eWGO1mAZVvdSYE3gi0jSSRfWM0XwPsfhAgUKIRBAty6YxhLtmh3VanUkZmDpAAECFYSbliMhvtOmEKNQsDN2kiBaADb5iMWvbJNSnng/w/EFAmY1J5AKT/S+M+lWKjpmnNDZuc2InlbELXJHKvYejWAq0yCpC1LsZtIIO+gkX6Y2GQQPvprtfGF4hx7ojKwhti39OnQYvux+2O+HcsxFRR433K2AIj4ySAY013GGxv0HE98F4aQglgMu4Oh6HpjEcFTiiQ03zZjYE3uZga84HljerTygBVsIAVYEeU2GMEGhAt2YllC2liGO+mxv542Q2TrQxxrsQyKJYq0dBHvHpNsP9mVQeJZNu6EGNSWM38hhNBlETJJlmG55D+UbYFwVZhxByDxd2sToIZjJA2E766DmFnsTH9tGhq0ip6HEOD4lZqXskBjyPLqdLDmMP1lPc2baSz7gXMxHXSMU3DSfEbL8IIj/AFEbEiwGw+lzoCcJQmoXaxJJvHhG8nSYAk9ANsab2Y4dWqd64m1gbCmCJkiJNR5Hh+FYmCYNJwXZ713yqQKan+K2pNpFJRpNwzE2AgQZMbbglpIAINth1MmbySTudcJTHle2M8fxS1CKCEnMJqZZslxrsWIKjoGO2LGmbWWBH7sMVNLjqdFXcyZOZjAHRVAEmwhQN/XDHB8VWZCxpwdQs3A2HItz2++J6LJjvE8OtRSrjMpiR5GcLdoVSxFFGIdhLMNUXQnoSbD1OxxKpkoI7xdjmIUXZjAAAJ1NgPTEuzuGKgs8Go5zORpMQFHQCw+e+AEPRpKihVAVVAAA0AFgPljB+1fGoyurR3Yc1qjRcd2QKYEXmUzyLgBPxY2PbnaHcUHqAZmA8CzGZjZR84+uPPqnZzGh3WeXOXPUM+LTMY8hYeWGlbEutFx7NdprSZv7y5MtKVj7viAHj/C0ALOkRoSRhvtfiRxFAUWXvAxAYjwlmPiSmh2eIJf4ACdcVZX5cvywuO2a3DhVp0UqmkrLTZqhXIrkEjJEMQVUL4lta25qf0LOT9ku3OzRwS0B3lSq1QkOoXPAVSzVAB4woJVfi95d74Rq11YAowbUGDppYjUE8jh7s3jWdnrVJLuYIaJphTana0Aybbk64n23wYqJ3iR3ixlbmJurECcuvONcQXydV4s6a+JuPJdiHDRlM47wwkk7REYDwcVCyAwVguDqJmNLRYwZg3jFkUCLYEwJgXJ9NzjrT2cLWuBTimIhVjO0xN4AiWI5CR6kDBKfDhQANBz+pJ3M4JwvDkSze+0TF4iYUHkJPmSTvgXH1yCqJZ2BMxOVRALRvcgAbnyOFu1K8n0GZdPxQGvxADZFUu+6rFp0kmw8temO8PXDHKQVeJytEkaEiCQRpppInXCyUUhpJWhSk1DJl21aTqQN4uSY2M8pqwSiDIqd4sA3IuSQTzFPMD5HHH/k35S2uH69/wBnX/jx40k+V79f0XPF8AajLmjuxfLBktPyiI+vOyPbcq4KiWYTHK/vE7Drvti64hyIVBLGYkHKOZb9NT9RzhuHQAwc0k52MEsRYzFrREDTHccfooK9UsFkktBkm152Gw6YtSyrSkaRbzOKPtSqq1jQpMS4UFzY92DpPU7DBqdM5VQaCyL+/vgmHOzqIctmUFYiCAR0EHGL7U4TuqvdiYWTTnUqR7s8xKyP8pOuPSeFoCmoWRJPzOtvQfTCXbvYy8RTI92pqjjUETHoZuN5wlrYtTtHnbvmFiNYnWNj/wAYHSYqREhqcMHGoJkA/wCYjN9dsFNNhUNNxlqC5WdRpnmLr4bHAuI4tRAaVG02nr520xA5eZei0p+1ddVEd24WBclbRvAMk8xGFOBEJPxHMImQgzElb6nmfL1TN2BBEjS06TJnyn9xhzswSo6M1+QDG+C22O7bWhrMFBb3ixgC1z/QT+xhj2c4fNXqA+8aQMyIOVjaNYGaMJpVktaPFAEza37+eLX2JqE8Q0e6aJgzrD0/F6zbBn7BxfYsn4o0gQ9gbQeZsI88S4eslNalR4imuaTpby5mBiy7Q4DO/eMQVRDkWLhjMtM8oAEba7YwfbPEd8SgJ7tTt8TCb+QuB1k8sWb0jqmdvRu/YPtWnxHCIUIDrasu6uxLNNhqSTMY0FRwoLMQAASSdABqSeQx4l2d3tCqK1JoK6sLyL+ArPiB5Hz2x6T7P+0tHjiqt/DqLc0SZDEXBViPEBExrNyLYRMrU6NL2dkZhVqA2/w0I0n4yPxEWA2HUnFlw/aYLMSU7u2QqSSTfNIiBBgCCd8Yn2g7WdqycDwzEVql6tUa0EF2I/nIIA5TJ2nQ0aKoqqi5VUQoGwAsMbWwb0X3drUKPrlJK8pNpjmBMeZwxiHD08qgchhPtvjDSpMUjOfCk3GZtDG4GvphBzPdtcT31c38FElV6v8AG3oPCPN+mFsuDU+GCKFEwoi9/mefM8ziHE0mKMEOViCFYiYOxiRPzxZLSOentiicUrVDTU5mUAvHwTMSeZg26HAO1qJIBG2vrviw4TgxTXKOcm0T6f8APmTJwYpggaM9RCm+dqTGJiCrQIBIIN4AEiNBiVTinpg5ytROdMEG+xpkmR1BPkMMcf2cCQtM5XaYtIUCJYjkJ03MdcDfs4DMO8BZVzERcAzBN7TB+RxK8MX2i2P5GSOnwSPD0qkVAcpjw1KcSJmTJkHUWNpAkY7T7QgfxFYEfEqlg3UBZInkfmcV/A8L44RshaZ3UnqOfUX89ML1+0HXJRsK7NkZhYKQJZxOvhBYDymMc+smF8co7E8PyFzwxL267fq0KKu1Ad0zwRnlwcrZQQFyqc0NILRljcYLwHFtxVao1GuMrnIHWnmUhAGLKC+ZMuZhmeVLEeEQcxOzqnD8auUU1q0aYvRJBa4jvBs2UyuupY6gTVdkewFBq7cRRr1KNM5WphFyGGkkS7M0RkvAmTa2Gmvyf62ieSFj5hmn4+jkKLkbuEAKBAXl5PvAXtYjmSSTYYb7P4Jp72oIciAuvdqfhkWzGASegGgvYcOVChQ+bL4cxIJJFjJ54JmHMfMYssM+fm+/+HM8teHgU/afaRqKETMgaQ7ggMBHw9flgnE9rU6dErSBUhctMRvsBf6+pxWY5GLaJ7DrSphQF96SajARJMaSSdiBN9zecH4Xt1FnwQiLDNGpsbH8IGp3J6GUOKBZCqnKYs0Tc7xI++F6YzmfgBtp4mG9rQsAAdOgkaBv2XnD9qgt3jI0xCi3hXff3jYnyA2w2e2FGqNPmMZ7iK+SIUuxjKogazck6Cx+R1g4JJ3ud4+uuMjcjvaL0eIGV6bRcyCAwJAGYNNoA0i9uWMhxnZVVfCn8VCbfC581nLpaxxa9m0nvUqSHcCEJEUxbw2tM3JvPpht6wRSzEARc4DlMFSn2ZEpkt3TKTGYhDcxmjwjT74a4UZEyXzZmzTIi8hb6m9+vljT0HsGAIY3ANiOVuf2xnKwHeOxuO8aOunyE74lc6I3ClbAJRBkaKTLczYeGeZ57DzGLb2c43JxGYCQaLWFh79Pe/LFUtUkm0csG7AT+L5I+0j31320wI+wuP7F/wC0PtG2U0UAVnHiIJlVNp8zED1O2MqtIxAICgAQBpy/cbY+oVe9moWEOxbNeImFga+6BiHE18wIWyjflP5nDt7PTifFEOI4mwUaDU/czhvsrsAVf4tWVWxRRYk6hydgLEDUnlvD2e7M72Krj+GPcB+M8/8AKPqfK+sGvXDTP7J5L9IrP7Ou0KNCrXHEPlrVGyioxs0E5lJNwS5LSdfDyx6hSSWAPPHguXPUYnR2cjyzGPpi97F9r+J4Iqvgq0x7qPIAAgQrC66ixkX0wu9DePs97xgva/tEVK2VTK0ZA/zkeJv9K+EdWfljnC/2hmrQLjh2p1GH8KSKimdGMQwGraXAF74oETQXPU6mdSepMn1ONE8iXXGjjuBqYuB6nQYlgdSjLgsFOUyh1MkRNxbew8ydAOvUAIG7aDy1PkLX6jFSR9VqZQTBNjYdMQpV3RJcnMdVUnU/Ct/T64I1MEiRcaeuBU0LNnbaQoO383mfoPM4xiStVCsQx7xhcyYtOUCdhJievPH3D0QmYjVzmYyTJgCSTcwABJwyy6Dffp0wrx3ErSUuxsOW/ICfLGNyK9tdprQpljGY+6D01JHIT9seT8TxHfu1eoAVWYm5dosJtYWJMQB5jDHtJ2vU4msUXWcsDptfQC+ul+ZxpvYn2cFqz3VT4P5yPi6KDoN9fOT/ANmWSUI2FBqK0E4d1arTZKjUXpwrgEgOjqXOVpZZuVN5Ai5EzkLnClsozEaZt7bgXgG2k6QSJTEkgCTqQLmOZ1OJYOPH47Bky+eiFKkqKFAAVRAGkAf0xyi+ZQ0QDcTy2PqMD4iGPd6iJfy2H+oj5A4O7RJJ6kn6nFCJytUCqWYwqgknkBc4BwQdgajMMrRkUaAbmd5O+nLDgW0n0HPz6YUrnvGKn3R73838nlz9BuYwQtCqGAYaHTqNj64Ki7nT74iTgdcsYVZE/F+EbkdeX9MYx8iqWZxckwTrpAjkNBpy6YKiz+9MDOVF2VVA9Nh9TidNzUtSTvCdFV6ZZv8A3fXQY20gpNkOJrxCp7xmJ6asegnTqBj4Uz4fEfDPK8iDNvtGpwan2XWUnPRq5zGY92x8gCAbCbeuOKLkEEZfeUggg2MEG4NxjcMGmjosOp08ueMlUbxPc2c7eViDfGsIJM7/AC/Yxk+IC95UCgABz7p6D5eQxPJ0Sy/Uhw4uwHP8pOFqdUDwmSaiheVmclyekQPXrhweCVtOrR9vpPWOmEuEpmUi4KIIA094/X8sSnsX4/NpH1Fi1NYkCBLRuRMAbn6Yd4XgO+qZP+ml28zos8yJJPLlIwLjSFAA94+HNsLSbmwAAJk4teAoVUARECqxY0yxNgLvnnxEQbObmbgWlvKU9M9OppztF3TUDaFGw+gGFu0eIyUqj2mCFGks1h6CRiPZPFPxFPNTo1mIAOQIcwLCQDYATzNuuA+2fAVqTUKVQ01Lg1CFZmKBYAzSoF2Ymx1U4q6RzTDbKDhqQCKdhYfv5YnQ7OFeqqsAaaiXB3BIyr6lT6A88SmdNNhyxrvZv2W4lqIqCmB3sOMzAWIGXmfdg6bnCLvkvbeuAc4IbW+Lfp0wTtHhW4d1SrlDkZoDAwLjMdLSCPPCL8XTGtRB5so+5xVM5WmiVaoFE6zYAak8hjlCkRJa7NqRp0A6CfqTgY4ikWzZ1JiAcwOusfT5DBqFZW90q0awQfnGMYMDAnc6dBzx1bCd9v1xBSWcKLs0kAkLpE3YgCJGLbsbhKVN/wDzb8Ky3PjqB6l9AFQ5Mo00nAqtDKWysjKLg3F+g/rjyv269pDUbu6Z8I3B/dzY+UDnPqX9o/bXZ1Hhy1GlRaoCDIpAS0eASy3v4t7K2PN/7OfZleKqtxHFVEVFYHxuqs5YyYBMzcGdLzrGJut8FJjXJz2K9mJBqV4CmxU2JFvCenP5eXo1MiLRA5bfLG2D8AlWnTU8MqhICg0oEaDGd9qGVq6gnhygJZO5yZrD4yPEPMeHbBl64Ba3yV5sPP7fv7Yhis7Z7TWkVdhIAqMYi2VR/wDaPlg1DtOm+aDZQCSba5v/AKnFCQ1SpgT1Mn99AAMCreJgmwgt/wDFfUifIdcdHFDLmHiESAvxcoxygMovdjckbk/lsOgxgEq9QyEX3iNfwj8X5Ac/I4kAEWADA0ABYknYDUkk+ZJx8oAJIGtz9sQq1ljxaG195xjF9wXs1xdS/drTGwqvBP8ApRWt5kYYq+yHEgkmpRKxOjgzyiCPXFDS46qtlq1B5VHP3OOcRxVRll6tSBJM1HA6zfC6ofcliOAFNWq8Q4FNUICIWEu0ZSXtyKgRcsMPexQpNUqZVIquuUlWLd2NgGM6m82kjoMZvs7iqinOjMAfdVpbUEZiGmCQT5DqcWfDdv8AE09HSDGtP/8Av8sBpsKpLRccZ2snD1TTqq7kXhQwDRJzIGgD37kM3LFXQ4rgRZeCrno1RYvr/wBS588Ldpdq1qwAq1JUMCFhVEjTQbeeElMDr+7Yyj9mrJ+h/tPj6TeGlw1KkDEuDLGLgSAAonz9MYzjXyVan4iwyCwiVW9tMXtQhQWbQbDUk6KBvjN8Wp/vDs8ZiiG0mASwyza3hHPAtakjle52yNFYHU6nn1wHiKpSosQahRhm3UErfzPK2GErhRmuSIjqdtcVXFkqc2rlHPmQVgdcRRP4y/8ATZqfYupRSoalZDCwKZIDBBJzOR70kiAwB91r3w8jNUVjWy/xAlMEaZGXvakyLGCVaLeAHoAdscDWocM6Zcy0KbRDZ+78GoaMwmJNiD9QvWosaI4dLU58LCPCp1BU+8CJggg3g8ymJebdHsZn4JSV/b3aX95qBvgWQmxObVjuJ2HLqcK8BXd3Jd2dQFUZiTAXNlpgzpOYx/THeK4KqgJyh4/CbnnY/qcAo1QchUgqLiNL7/TFmtEFSfRZ0aCVGSnUJCOwVyJsp9/S/uzj0nifapVzlFqEGQMoixgCMxEWAgZWgkxOPP8AsRM1Uv8ACggdWaCfkv8Au6YvwkgHkRGoM9CLg4dRtCXeno9EfOVAej3hgkFlBCyLKM3IgA5suFOKocUcr8KtGmIgqUgn+YMRptlIU2mdsY//AMQrf+vV/wC9sCq13Yy1R283f9YxvBg/IjYV6/au1Oj/AKQD/uq4zvtH/eoWpxQACzH+ENbaKcx10v5YqqtBW95Q3+YT98TocIiWRFQm7FVA+w5ffBU6Ed7OsNj8sDrVwiM7GFUEnyAk4MRMkafu3nin7V4YcQWoHP3a5c+UgBjrk0uANYjXW0F2IjKnganalZXeU4WnMHQuTGfL8gM3JR6bekFpgIgCqBYC2OKsAACALAAQAB0wDiWIFveaw/MxyH6YCWg1TY2WwA8QFDMTCqJa2w/PEqfDmInSLn7nngPG0MyFV0gwOfr1wwpmu3Fqu4QstgneBiMqhmlhFiV8Kr1OPuyqlOkr0mqZ/Apcx7opvlYHzBMc8pxzjOFJ4lmIANRjmymTAVCqgwBNzN/prPsjs+i7eIZy6qQ51BAyyOUySNbzc3ifsr6L+jUORZENckcpMx6ThmgTviK0wD98ESMUIkataASTA3nHKKH3mHiI8K/gB1P+Y/QWwSAOsaW3wCoxOuAEPtJ9Bz6npgLqXI/DyjUzv03jn5Yiw3N8d747COca+WMAMIXVr8ht1JxKc2hHn+eGOy6/CBVHEUuIZ/iZXXL5hQQwnlB8zi1XiuyhI7usZ2Pef/bC+X8D+P8AJQVKh8ht09ccpUq1SO6pO4mJC2tYxOsHli4qdqdmCy8FWbrmgfWpP0wv2Z2uKb5aHChO9eAFrXlgQDLJEgDcjTG8mHxX7IcJ2FxbkRwzAc2yr/uM/TFD7U9m1aHEItUKC1MkANmPhbe38+0749H/AL+2dlqNmVphWMCTcQYJMEAWEwdDjK/2pJFfh4DBe4YBWm3jE66WC/TE7b6YuWV+NtGMyXBO37+eK/i8+akKQBN4F4sVaeceHQc8WIxe+xXZScTxqJULZQlQ+Exfw7+U4mjl+O3+RA39t6hr5koXYqrJmJHhDRJyiBLsSeQWx0xCkMiKk2UAcpgbXMY9D7X9l+GTKFV7zPjbp1xVe0fs0i06JoKAW98tUe+kATIknmNJxTHKjo9DLbvv0ZWioO0Dnjh7JpMScsEmSQSs9TG/XF/T9mq5XP8AwcsMQM9SYWMxEUrxOHKPsnxRzZTQkGD/ABKg2BH/AEuRBnFHUk1Feii4Pg0Tw0xGbqTJ0m/TDFRtI0H164d4/sbiOHRnel4QLsrBgo+jctsVFSvNo+mGTXoWk12MF8fCoQNr6eW5/L54TVvl0wRrmdPLbBAMpOpFvv0wRGJ8zcnl/Tf5YAzT05Xx8Lf84xthzU5A8lH5/v8ALHAQBA31P5YHnPlYD+mJIZ/XAMRzCCSYAFydsC4SkWJciCwtOy9eXM/0xOtBtFuRv1n6YmrazpuOfTGMfValoGn364EagEY+RZJJ8zgNUiYwTMo+0aYNUimoYos3YmO8YliVUXzCRc6C0YcPAEmk0lApzMBAuQbkjUj3bRqemLWiBBMRafy/T5YXzE4Gg+QVqd7nHaYjrjgaBAmTr+n5/LBcpiNxc+fL0wRT/9k=
A maioria dos modelos oceânicos e atmosféricos indica tendência de chuvas normais em Pernambuco para os meses de novembro e dezembro deste ano e janeiro de 2010, entretanto pode ocorrer chuvas moderadas, principalmente no Oeste do Sertão de Pernambuco e mesorregião do Sertão do São Francisco.
A informação foi repassada pelo assessor de comunicação do Laboratório de Meteorologia do Estado (Lamepe), Robério Coutinho, e foi tema evidenciado nos Programas de Stúdio Rural desta semana, justificando que, de acordo com a coordenadora do Lamepe, Francis Lacerda, dias quentes, períodos secos e a possibilidade de chuvas entre moderadas a fortes estão previstas para a pré-estação chuvosa (novembro/dezembro) no Sertão do São Francisco e na microrregião de Petrolina.
Robério informou que a previsão para o período é de que os totais pluviométricos fiquem próximo da média histórica com alta variabilidade temporal e espacial na distribuição dos índices. “Francis destaca que os meses de novembro, dezembro e janeiro do próximo ano será marcado por altas temperaturas”.

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