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9m9MNuCQPtEm/8A14J/pgDAJ8wKrzaB8vy2Jmf39dsSWmNI1LYNBaZgEKRzBAPHpEjAdDOpUaksgIyMwgmw3gEgkkkf2xDJZgnUG0r5pE9pg3IM8DeN59Qb0c1pAQsIIgyFsZtN/fYmREQcLKdYGoxpMNIYaipY+l5Jjmxx3NVwqAgLZbWBM2ueT9fXCfptRipYeXiIBETINt++Khy9QgSsTpIMRtcH0/04Jp5iIVixBUGwUXVQDcAmDzye++M/02s8QwgnVESLapG5vIIv7442bda4UqQgX5wQBJje3N+e3JtBqajs4V9KaioHiMsMDIAKk3G3FjfA2efS7hTqYuSTwQVAIiTI3/bCvq7xTlm3mxvHYDt7Ex/T1GoFphpICzEn0PM+wiMUEggrNwQjSJAFr7c7fnHvBOokkCFXfY6uBBMWWPrgepnv4etfOwpg7XVSL7+s+9tuPfDGYU0y7wygaRqAIBgmW4HqPXthpg41SqM7EeWy7x/6vE3wP8PVRVXQxSVkyYJIJkXvMTHGwwH8S12FMcCSw0hQCSByQRp+h4xm+hdTKuS58hQAEaVDEQOYkAWEbSfTEtDXoPTxSqOxa5kXAEAspEDfb+mHYo7ne4g+4H07jGcrMR5w87AqJkbzJncA7eh7Yc9PzreGD5ha3t6/TEV3JUIEv82ogTHebiY5n7c4nUKqVllBawvF49/fAtbqBllBPcHZRPp6xvgvK2p6mIY+l4259zgLRSalpV2AZhCk7GQe3cY4mTgaS42g6d4MadzP3wTRq0ijBnJYHUsL+JH9p98Lauc8NQ48kQfUwVE74oLo9OIAAZoLAbTJPHNj/vfHadAa2kyeJA+4/wA4yOY+IiQJZgA6sB6i0/kj2B9MM8x1ikoLAA6RYkmRMW33spmTx64gd1qBOlBeTAsI2JHEcbY5/wAEn5lupMkAmOewg7b4S/8AyAq6PADFtyAxPbabc89/rh1lc5mc0ppqv/HU2avVIsdRsBqDGe+xkXOAkuRKu1UE3EEOsCB9vWI74uqApc7FS0gSIAm8WHt74tyFRKeoVaz/AMIkMrIw1/y3YwRImbi9iMAdX6p4dGpVWmABaSHhZEhQQTJn+XvHfFCv4f6+lWrVQmPPKgx2AIgmQfQ8RhtWzIE+YGYv27c3vjE/D501nqAsDpJawKyVDACdjtcwLni+Jv8AElRmIUBXeJaXbURYd9hbzDnnE1WyWv6GDySLfeZviVKuxWIkMAYJIt/va/3wtoVWAUNp+UbzuRbv2HtbFtOfCpgQ+mxAJAmRB3m0em+KhgEiAIJGwHmPO3JxJGnbaO4n27j6HAg6hTp6dKqC28BZ73+sfU4gc6A0QL+n0A5jc4AtGAFjHeTMfk/fFTVYiCIneBeR7De9/XHOn/w2Lqmm19BAmeIHt6/ti3MotQFSBaT553iCL33E35wVfk6mpZg6Z+YEMPT9MSJxOp1Wqq31oL3YqSQDvKied/22wCmcOmF8PUqsstMx3A1aZ9YwZS6hVEsKmkMJkIhVuxmPzzbBA1XqzsNIl5BBg2INjJ59j9MQyzk6ZpsmgypLAEH2mYjBtPPszKKrLBYNZDBg6hPp7Y49QVYVihHz3AUGOdgbCw9tjyAmeKsAh5BIEnbfygD8Y6wLKo84C0yoEECIHBEjg8z6nBFComgAKpAJJYQpv6QNQ7RvAtidchQPKtxIgQNgACLDget9xgF+UpFPNTZr3BM9tPP74t6jlVrLoa4HtPbcj84JWqq2EFuDqfUvP8xBI9ecBVa6QVb6zMb7e88D0tgF3/xtWmIpiYWRJE7k3gAb3nHMrlq++lQJ5a57gAf17GcNBSXdJi14KkqJgEmSfmxQ7Cb1XHoSpFthtigOrWYQrqyyWUHewMg/XtgaYKQ1lBW8DeO+8ETHE+uG1epSUg1FDi0C0TMA7HY82wB1DJozBVpsoYjzAl9IHJ5IGIBcxnjoJXylYnYtEiY7i/pxjuQ6iGjWZ4I34naPQjb+uHVHpeXV2fWGZUt5aZETIjUu/wBZjDDIdGoDVTVQwddRnwwPMxO4Ej5jtsLYDD9S6rrpVA1yptOoEnidAmYi+D6NDxcn4gcqyKdK+a86QYkajIUj/wDRxtM/0/L5imaLoGCMpaPKPJ5hcETMcGBY8Y7kc1RpU1pP4bDZAFLaUERraWlr7zJjEHzSlrDediAVgA1AW77fNEXubelsE/Dlcik6knUx31EjYQRJ9cazMvlatRjpCrpNMqKay2qPMDEqwvtHzH0ijMJQRUp0aQhRBLRqIFr2ubbnc74sgz/WqBqU6SagGMjki0/iLbfbbA3SqTBnfQHQkqBAMGd/Lebe3ty/FJBOqnJDShYmQNjtaT784rq0SrEU1KpwsjVe5Jm3PH/tYG65eVWRB1kSQZFtWw3sIn9uRqlEEtFRidiBcg247gH9/r4V5BggFW2Mi82mTay3JPYW4qpUCKmpFMt8wlCoIvqY2a97A9uJIjWFlTKstQrG6AiZG5YX/F/Ud8WrT8JSSWDTsBICWEvyPTYmL4aHMksFaFcXMyIFje28kQLi83xRmOk03MxUAWANDfqmTZrXn5hBP0w1C6nn/ABqajqKkhSLrxeL87fvGFzZ1j5pKhZAttYAehMH8jDir8OjQ2htQClQCYEcnubjki/OBsvkKyU3VioZgbaoXfbyz+Z/phqYyPUOrslQqW1EmdBAIH9NO/p98So1PGUl0EEzawt230yJm/2nA3Xfh+uzhqqWEyaRm3Es17GBtuTa4wvyubeszLS8QOoBC/ogHsRIsRJn1g7Yy1jc/C+Yy6MKjFmWfKoe2qDsYFrAn2n0xqD1jRTNRWQQ5EMb2EFTMCLAR74+OZ7qwqXRQTYab3vY+vIi0W9cGdIzz+EqkSzPJ8og2PE7Cd7D7Yupjf8AVurIadWoHLkNpC3uIklmkzEEwNrmTOO9F6q+ZpNT0HSxnSALwDMFrnc2HeMZfpucijmKTagSmtI0mSpupO4EH8TieSzFSiISF0kEkkRt/MTa0DftEYSmGGYzaqayeUaWnzRIBVf1drG04WdHqU3Z1AM7wWUzPFhJXbvbti7rRNRQoULaAdMmeb7xAj+thhXQJy9PUIm7FpJEG0wJi32E3w+kjS5rOtSVjIkgBRsJMLA5P+R2xd8DVhUR6bA69V9Oo+U242gzP52xlOo9TraKfiIdFSGpMFgHcgAg9oMHgknGp+HWoUKYhmYus6HqqCr28ysByVC8CIHBw+mNKaNJA4TTUYAeeAumN/X6kza2FFUMz3vYi037QYt39pvbDWipr1VpUUby0zrDHy3vZipQXA8xVj+Qa64dakeGCBYppqVXPclgVBW5uAIiRjSFxyxABc+GAYgMpBmIvNjeAOZwU71CQbEaRdvmA/0d8ezGYWkdIAG+pRMj1M8iCPpGK6eaSomoA2bTqlgTMe08+0HDVEZQsD4jlTpJAIEmSLwdo/ti/OdcSJZgCJ2AUR7DC/KZKQQGLDzaR2uxBaNxcdv64imVXTcIwA/T8pneZ/vfnASzjVnp6qLqNjNQGw2IOkTqPFsGZbxWUMQAC2mBqZj9IAA+n98BGgaiB/DdVnTIkA3Mg99hMH7490eo5B1SlyAS17GOfb+mCGbZeqtTTNPtIZtQMWlSs3No1fXBbU2P6lkCwOpVk9jeL3+ojCp63hlkdqpAb5nB0zt5SFgi3FhPri0OqbEmTIFhteRP/q+AcpTRlNMggtMMoVhxtqVrSOzbnbAbZRHdzTrtS1EBSJeCIkHUYA3AiN9rCaKtam06p3M6HdF4IjQe54+tsdRka1NzcAtri9hyFEfbgYCeYybCnr/+2pBDEMTpA2JWANgPNAwvpwW4mN4UXk6t+2GuXqGnSYBVcncq8EjaNJg/7PstzufDEqKjU6ndYJERAANotGArbSrEszERYGLD37Twcd8UkAKQOSzcib3EXxKrJXW+pzEFdIJb7d5jjHqNGkwQujCmbNTIKEEHeNweN8NR6ZP6CDIPttvwcVPmmNQsoaQCC5ErtwI0kzxuP3tzNfL0piFUEhdyY7km5xhusfFTh28NvLwGUXAsd7jVI449SMLcakbGjnGNiTpa/pqNiY4/ziCZmmrGkKqBxcKWPFzfvPEzbaxwHQ6kqinCaZQGIHptYeuMb1w+apsVj0kSZEXk2J9rYXxJ63prU9DOss0boSWa36YNzYc49mVOpQFiVvMCZi7cz7jGd+FusL4KBgwamSCwJMzBG228R6euG1TNrUYQSTcaRNwe/wCPzhKYlmmrAQfDCEECWHpsf6YKSsFUGUVj83mBviOZy9EKnkNOp21WI5IWYPB9Le2LW+XcETtY+oNjaxxUV5fyAOr7xAYEmyxBa53Bs/r6RUlZgqiotyJbTAAF2Jdv0q2mRMW9bYFZlBfw3ZrAQRBnjkkli28AG3IJNtRhbxW8NxpbS7QWIJ0yxgr5jIuNgDpnHJ1jR0aCNodVBGnStpMDcHkx+/bC+j1YFyn6gYA0RIPmJBBNriT3Bm8Ynlq5pBTUFMOxEpEsBICBdJKkyYgkQAcdqZqpOmpSSmBqICvJQDVqYuCVMkAwLmROLqDjnAtQaGGodrGOwgkza2+5vgPNprfxSxYCxVSAl5JJgGRsLc84rpZisUkGAy/NO+rmYiQZEHeb+hmQoBYEC3EzAN7iQO9vrfFSxA5UxPMWXUOwsdjAjm9zwLr69Cho1EgFHnygQdvLtESJI2tvYQ4zAuVBUELvIj3NgSZHAgQTOBaPRCWFRRq0tJ12ACgGRG8X39oxKkJcx0dK1A6USkGfV5VABYEEFgBc87WmBhTU+FWL0zShUksz3JNhb1a+9h+Ad1kulVhF1aI+X9QiPlNr7yDzc845mPGFTSmTqlYlqpCxAn5VksSe2nm/ok8NY6j8OkSrPbUflDTJEC2/Ekfm8ks9PfTCgHSD8rJr23vtNvQYaVeoV1ZDUyGYCszSVRnZFCytkDSSbEG34xb1bOtWTRRy7lnLKQV8O2oeZtRUnUNrGCb+iFYnqOWqpAqq5LDVGkhbRGm3ETaDY28s4Br5NaYUuHgjSLMV0xck3taN5iTtv9G6ZTUogqg628/gkanUzMsTcGTER3nSA2mvP5ujTSaiKEnT5iplpNtyDJtIkdpxVZH4jo1Ep0KdJSEFNIZZLKhW4jkmAoP05xms0lTMIPA1skBGWpoBiJBUkAepC9lPIx9Z6mCXQNTYrokkqbQdiDG4YiD9sAUOn0FIajTVGYRbSw8xEsQBqIAtE3k4zFLPgOiwp6RUAZUWXZnViZayyFEQ1tUm59Dh7SdgGM8bgGwg3BNiJj9scShVRQS2lwJJEEkbQZveD2O22F2e6nVTystypYNfVogDUREcn/3vvjOaz/xX1bzLpI1ybiT95AvH1xdmKVenQDlqnyyGUAgkmSASZN7fTCjp+XGaqp5HZVdlfSNiq6lBJ5OlhG9vW23zHTRVpUlphaIpbaVALMIMsBzqBkWvvjMapd0ENTRVaow1K1tMHT6XMetrwcG6qfLWuIAgb8Cbc29fvZnel1lpfw5k/MzWvN4AsDA/2cQ6J02mgZ8yJbiAzGAIIZSImQbkkd+caZKafUKvhFaauwDkEgGInjuQLesRia9YFAKGQ6nnSCCOeYHdtjGHmbrqyyCQuyJpAYiNJuGJOxa8jzcWwCOkJUcM8Qto3APlm5J1fKPTfbC8EeldZ/5GpQpV0YK0g2JtyJ5mN4jDShQQS7jxCQAo8MDuCdm1STsR++J0wgKLSUAhTpAnSRYm314E/e5NfNqpJdhOkEgAkKBvwAB7nnGf0YTZjO/NFgPNA2E3+lztvbAlTqLIRJS4lQfmMyRa19+RH1we3Vcvp1sV8NQxVDBnS1jIJ3IP+jHsx8UqtXw2NPwlSaqMACqxpiOxB5t6QRi/s/LuSzVWomqlBSR5gNai4JukgnmLd5xdmFplzOmeSqgGbiZER7emHuW6r4tEimlQMUJEhwWkH9IhZK/W45xj6U+IqV1IJmSdxyJWOwMe07Y0hz07MKH/AIekyIMsT9CCNvrjuZyupgWLrA3VgDef5gbA7YqqdJ0gik6OSCGUnSL3FrCLniTzgT/n1QFRtB0RrJYwG3gT2/PYYDmeyLu4JuFU76psIEQSJ+m0dsfPOu0P42i+x2uJtyTffG7zjU3UvAfVchZIMfWAQefT0wso0g+hx5iQYk33vvuPLhZqzxz4fp1qxTxKbIioVO4YkQAw1A/6PfAHxQRTzD011lUKjUYJMqpIIVRIuR6cC2Nn0JiahJ0nSkSNwJAAnaP3xn/jDLvU8R1OkgEBSpk7iZ/bGbfhCn4WpaKraqdR0dQdcnSCu0ggHmBP2xpVEKxUAMWuY0yJ4sZtOM58L5ZywPiLoUEkCCpNgQdVwb2j1w+zdY06ZKrAk28va9okTE/3nFnEvVRctHmsLmP29jv9MezU09MvpDAkT/g7cfTCvL5seHp3IgRvEbC47/tguabAGsixxImL7d+5xr4NEnR08VzSrAGAHswkwZiDBmY8oPtiqh0dBUYVCtZ5UqqMNeruAygAiOJMcbACdRzr5fw3psVVyoggESb6DcsCWbUJE3gyb4VdQ+LPEMJ4LTqQNBJEBSdP/mdRAjaBjk6ZWoo0tTFAmg+GoBDENpbUPmKmARpsOBHGLaVSjTUqGVXJ0nVd2E3iwi/I25P6gm6D4sl8wSFbm4cKJEQTpNxeBMMsE7YdLUoUyxC31QhOkWtBSTqRRqBMgCZ9sVEkbwmanDxUeVBG1gWAIEAQf5pvudgR/wAWlS1uoKlxqcgTcSOWgb7QBfbfFmTzWq4poyizAaIAIPZYK/QCCbGDi2tQDwfLoMjVrWQwggGTYzcAbacVA/8Ax5Oolf8AyadNiI3MXMCI+aBOO+KtNWMmQB8gLHVtcGxvcGdzimjmaGpw1cCG0nYLqMRz5bN6bExacWDKgkstRGQqw0Ju2wsxmZNjM++4xA6+Hq+tW1cnUC0XAiPltGmLg7EGMNX6jSW3iKItH+25/OMl06o0sGKgNBVQ2w2GpVM6hOkgrxvzgqpV0r8qreGJ087Rq4M7CIkexsStTRzKuJVgf3+o3xaakXNhucYDpXxBTeqUSCylxZCunTpFQMSRpILiVF7cm2HqZvxV0+Jp1KyldSlSNieGG8cGe2LoJodS8WvojyRFiDLQT5iOwG1rk7xhoaCcop9xN/tjJdOTRpApCUUuCgJNttf/AJEAiJN5A5nVUjUKgmASASpGx7ThBaVSZhZ9hOI1crTb5kU2i4Gxt/U/fHmZ+y/n+4xCpVIHygff+2KIL0mgNqSi0WkGBtt2nAq/DeWEwhk7ku7G+/zMcXN1BNtLx3H+GnHkzdI7VWX/ALEj/wDrBA2X+FcqgOlIlix2NzvuLSbmOSTzi1+hJ5tJ0luQq+1+/wBe2DwpPyvP2OOQ45n3j+kYilCfDbbmuSYiyR62BYgfvc48fhzfzj7W/cyMHtXrA/Isf76n9sQPUmX5qTD2M/uBhiaV5j4fcqV/hkSTEm/FxpvbjAOc6TVp0wPDaqQsfw4DEcCSVH1740o6tT/VqX/spH5xfRzVN/ldT7HDFjE5ig1Km5GWqEKLTTLsSd4ALHgWCxt74wfWOsZnV4ooV0WCrK1N0MNPOx2nSQLgWBjH3gDHRiWLLj8yVOrBXIWitQAkkadf8yywnSILEiRcgHaMB9K+I/CRgQWcqVVidW2nQrBjHhg62jkkTj9SvSDCCAfcTgGv0DKOZfK5dj3ajTJ/K4n5X9PiPSviHMeGpZ2U01ZtBaoCXp6wZ0DUFOoqVAjyg2gnGr6N11OoUjVamqMhC64JAMTBaLm4IJG52vjcVfhHIM2s5Sjqv5ggU3mbiO5++L6fw/llEJRVBJPltc7n3PPfDKlsYg1SAdPzxG95MjeDsJ74NzfT1qpDIX7xKhidu07i0Y0q/DdENqWQfW45i21pxKr0adn53YSfp/v3xZLGb6xuX6YVBZg0ySQbrcexm9t+2F2Q+HSajMxJlpCzwNyBtu0QMb5+ingj8z9/7g4T5/omaMmmtIwPKDUbvz/DgfQfbCxYXNRFNy43MA/t7cR9DiLIXAKv3DEjSRvx/u53wTQ6Nml/+ymXIYaSrCw9ova0Rx7YrzNLME2p1QOxRreZtrXkRJ/tGMzVAdZyFOmFaiCYnWw2B3nT67Em+/uR6WQFRY0gqRckzH15uN/aMP8AL5kltFRD5hwpJ03Em20Eb4GfNqyLTpatI1RBhmn+VQvy33N7Y3KzjKV+kU0MKSZG4K+1vaR23wszeVqqSqDXsZF4tzbGnzlHMRpWnUIZhEAEatx5h5YIm88jviXS8prOl3CEKC0FRB2gkkAmB349DBWZ+Ic1UFLM0SYIf+HJUsyGGTdQRExe97bThTken0qdXRVJ1SpNUGRpGlj8rSs2X04OM4c+7uzu92cud4JAO4F47dvacH0eo+V28Nn8wJAOkAkGbLYgCBsYjjHN0xqa3XQtNCrMPCOkkMTLiDJmxbVwL3O0nDJc4via6wU0wZYMjliCt18RiqhdRA4Ejvvg+nIKlYNVrKmu+ov8oggEwbbARvHEXwx6hmky7KtM+JJDLUWobqZGhyVAmVE+0HaS1MfQVztN3FNBU0ICoLMkVRAKsKgDNTieFXcCQLYdZLNLZgw0kWCyAo9TIYmIMkXvExOPnfS+pUXrBadFiZam5nSljCwdYVS15Kn9KgAyZ2/TKq6hRqAUyFMITJI+WSumQ0yJUc7icaicD9cVVqB/n0mYXUrKpUWLLKkeUAalm0Tvj2Sz4ryrKGKvYHUKgkjY655g3454aVqqoxGgMFC6W8hJIkkByfIdOoxYXYwZwLl1oKzK9IlSAWZixb+X5mY6iQAABHIvthSGGYpMFCqpVwhKMTyF5BN4t3EgYT9YP/Iy1JqhcioGpVfDA4DXFiFsCNR//wBPQDDHOZdiBS8rU2AYanYOIguupSGVgAYIOmwECYxCgLfwkKaDFQAnTGpZDKAZqNHyL/NBIkDFQFlvCy9HVQr+FUqoiio511HIBCgsABbUPOR+pRawwf011rDz1pgmSF0hvMYEjgEsAebgbxhHnMoNZcqajFpCtUIljCkaIvAFlBmIngl50TPUAyHzAsJC6YW3lAKxNw9pxmd9VpOg9LFIA6WEgTJBkwJJsDeAYMwZw7wBTzqg6NiBtzAwRSzCsAQbHG2V047iIbHZxRxqYO4BwO/TqZm0TvgnHZwMJ6/RjvTcqfxir/l5mlZ1LjuPN9/9GHuPHAKct19G3wxo5qm2x++Bs70tHvENFmG/+cIc50+pSlt1HKmPuNsEapsup4GBK3R6TX0we62OEGV6tUTnV6RBj73+k4d5DrSVBvGArfp1Vf8A66tuzTP3H9sQFfMp8yhv+pn/ADh0GBxwgYBQnWRMOsH8j3HGC6PUabbHFmZyNNx5lB/f774V5joQvoYjsG8w/aR+cD06VgdjjuMtUo16Jm8d1JZftuPe2LMr1xx84BHeYwNaScenAGW6qj2mD62warA4CeOTjhGOYCU49OI6sexRGtTVxDCRvGF9LoGWVi6UVVjMlZEyZMwe4wyxw4gTn4Zo62aannEMNVriCbiZ9cdzPw+rABWjuSAxMWHbDace1YD811/gPM00c1GooVgkmpbTYEkgEACRvBvzbGVepYAcfv6dv8Y3WdnNU3oyQ9TS+qo5k1bBQw/SCgYXAAMCBBxks/0DM0FL1aDooYKWI8skSLi31xyrtKEcEXI+9hg3qFQN5hMQIJ0rb/y0yWYx3tHbGl+FOgZWrQWpVFSvVdigQStOmQw+dgQSYIaJEgkAEicfTvhRMpTbTSo0qbA6dSrDFQxCy27NaSSeCTOEiWvkXwtkqgArLWWkC0KGOkub3pyYfSeNpntjTZbrpC0kroWemxWohs0NBJW+pSL2XcP2I07HqmVyIrCl/wAZKlVpl289SDcMajEuCJABmRxOkYwfxb0g5SKfimuVjw3caHCsCdD3uLFlYH9NRdwBi8TrRVcxIkUlUTpvrYwuoSIABkMR6i5tGCclnlzhjya6ZXTKgSJAYDtZiQ24IxlKPUGOWpRBZvI2o7MJ0x/Lsfljbg490rq9ShUG6sWiWUssEiZE2bYAm0nbEtMfS1ylUUwPKRoWCp8N1YLeNVpPc7SRtvX1H/j0QmWLumpgFCFJU7yIBMErvYi5nnHqwzdSK1AqD/IxYFJHzJEhwRHlIsRzwg+IegPUZczlqZWsjEVabQm+7AMdG7EkzBBESd93njM76aZvpEFWSqNCaQo0AKFXzKtMajMmBAGyqP0jF+XRSkshRARJIbxIEwL316r7CZWASZwoXLotXwmQmqyDxEBHhhPMAw1eY+beADInyqQSd0/JGm66ajaNZABLDSgIGnVLBiIgLA+Y7E3ijemFq40hAjERJEMyKACWMbzHlHr2kavKZXSAJ2GI9Oy6qCQt2ubWwfjUZcRcTGODHRijuPY9j2A9j2PY5gO4iV5x3HsAo6h0VG8y+RvQSD7jGbzFBqbEMNLb+h9RjdEYX9UyC1VINjweQf7emCFPTerxCn8/3xpKFdWEjHzyrSakx1cGDH7/AFnDfpzNGpHETwYI9wbfnAbGcenCtOosgHiKSO63+4wbls0lT5T9Nj9jguriuAMz0mk8kqAe4sZ+m/1wwx44JjI5/olWn5qZ1Rxs3+fpijI9UqASAdK/NI2+vfGyYYW9U6YKikA6SeQN/cc/4wQNkuvo28g8zOGtHMqwkGcYSsr5dyjAEcA7n/qbEj/bYNyvU6X6gy9oJP5iQffvgNpjhXCPKZksJp1pnbUP3I/ti3/5ZkMVUI9RcfSMDTa+PTijK5+nU+UzgkjBUTjmPRjk4I/OC1szmGZsnCNrZtChVPqxk72vJgWiNsMXpZirSdc4iKCq00UtUZ1Zf1LGq5N4/UYGE+V8Sir0nABZGYssToDaBx/OCY5BPONr8PfC6stOpmyCxAewPiBJ8sODbcAgfzG+OcdrTNcr/wAejRBn+Cvk0hpBMCbE6YFvUjeCcZRviJmdmZlVlZyIDfPLQ/0RZ+p2nGh+MviCkVmgASGhjBUgh7m+4MG2+22MN0zq1MwjKTckHSmokDygnTOkCRpntfCpJ9a3J9VpBaVSq66iniIEAJ8p07gbjT5l5iREHAfx3Rao65kMdLqgcHgjUQBAiGAZrGZZtrYr6b0Q16Q8EgPrNRS5YopYQIiGvpuLjb5tsaOv8Nq6HLjyvA1EMxG4YRNgP/H0iYghJVuMTl9Bp6GJVJVwz/oYgK0hQTBOmZMgXnhmfSesMxakUViikVNShwNLQwKhtGgLAkD1BxnvifpTZWvoDI6sQyGCCw/8uwBsYN947EUy2XZKuuPFQhbsQNJEgm5G4Ox7XviavlfRKPWh4fiIXUpSJ8ModBAuQH4YCTomSF4vg3pPW6dREp0QxKwofVUII8rFSYYzoKm97kTzjN9N6pQFHwajHSyEa6Q0ABz+kEFrEyJFotuAMvlc7W6VnK1NYcr/ADEwEswIAO5QgcRPpjUrOPqlOpmVA16Kh8Qw1JGWxUwuYpkyoP8AOZAgbzivL0apl6gNMbkSPLJtIkMOfNsTxsAly/WVrgVqXiUSaXhMRplQplYjiX2Hbbu26bQu0+eY8zXMb7+u+w2GLPWeNN0ypTCwhJ3JN9yZOGa1MKskkC2GCY0gkHEgcVA4mMBZOPYjjuAljmPY9gO45j2OYDpOK6otieK6ptgMt8RUYcGx1CD+x57HCCgvcTDWmLHGi+I2+Ueo9vzhHkBNZkPPeO0zbnCofdI6jHlfzIbX/rieepKKjBbAAEekjvvhVkGvBO9tuf8AROHdQfN6AX+mKg7ouYZtSsS0QQTvBn+2GeEfQ/8A7H/6j98O8RqO44ceGPNgF/UsitRdLiRuCNwfTGH6llXovpN7eVuGHY/2+1rY+iMs2wj6503xkjZluD64IyeXzEeZZBG/f6jt640nSs6aqkPpiwgm8+kYyD1SDqFmUwYiDG+9oPb/ABg+jXFMrURUIa1wZVuQp7H2wDd0YMYtpNjNx2+mHXSupavK9n/fCyu4ZBUBIIH47YrcCA4kHcYqNWDjhGA8jmdSKxO4wT4g74g//9k=Χιονοπτώσεις κατά περιόδους αναμένουμε την Κυριακή  1 Ιανουαρίου 2017 σε ορεινές και ημιορεινές, καθώς και σε περιοχές με χαμηλό υψόμετρο
της νοτιοανατολικής Θεσσαλίας, των Σποράδων, της ανατολικής Στερεάς, της Εύβοια και σε ορεινά τμήματα της Κρήτης. Βροχοπτώσεις θα σημειωθούν στα νησιά του κεντρικό και του νοτιοανατολικού Αιγαίου. Βαθμιαία αξεσθένηση των φαινομένων αναμένουμε από το μεσημέρι και από τα βόρεια. Στην υπόλοιπη χώρα θα επικρατεί ηλιοφάνεια με αρκετό όμως κρύο, ιδιαίτερα κατά τη διάρκεια της νύχτας, ενώ σε ορεινές περιοχές ο παγετός θα είναι ισχυρός.

Η θερμοκρασία θα κυμανθεί από 0 έως 8 και τοπικά 9 βαθμούς στα κεντρικά και ανατολικά ηπειρωτικά, -4 έως 7 στη βόρεια Ελλάδα, 0 έως 10 και τοπικά 11 στη δυτική Ελλάδα, -7 έως 10 στο βόρειο Αιγαίο και από 3 έως 10 και τοπικά 11 βαθμούς στο κεντρικό Αιγαίο, την Κρήτη και τα Δωδεκάνησα. Στα ορεινά και ημιορεινά τμήματα της χώρας οι ελάχιστες θερμοκρασίες θα κυμανθούν 4 με 5 βαθμούς χαμηλότερα.

Οι άνεμοι θα πνέουν από τα βορειοανατολικά έως 4 και τοπικά στο Αιγαίο 6 με 7 μποφόρ

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Δημοσίευση σχολίου

Δεν διμοσιεύονται σχόλια υβριστικού περιεχομένου. Την αποκλειστική ευθύνη για τα σχόλια την έχουν οι σχολιαστές.

 
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