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N/+8vBf72l5989tOvfPdT7lfu2//X2/lnWJ3MesciREV46c+GZo6cHTk79+tT07hNnhl9/c+ryB598cVUmLVOfDUD/+2BSjKI11arS52z6D2xev77vtbPf3rP/zx/p+8ONT/zBxu3f3L57lv/7T+Y8YpEjI7x0Jsqfp5899vqvx6cPv3Hx3Ae/vW6pJxuTpULxv983pzOrrnhfv/z+Tw+cWPLzX/3xlif+8/Zf3QDfT2AyS7PIkRFePBMvOIdee3P84nsffvr5XPwfjzWpRhNl9Dkn/+GTGa3Q2dkPP/ti7/jU///Lgf9v53Nz/O+DMecRixwZ4dD0W8Nnzk2/9+EX166nZWit+kz/XSKxnzsDkmhU6V6/dvqd954cOVnUBoMxXzE7/d4HVz75bEa9MnGmzRjF+pzRu0SzyTtS/S+hJC9fZq+5fSIG44bDLPq/plebJor1yWAwWgXWJ4MRLlifDEa4YH0yGOGC9clghAvWJ4MRLlifDEa4aCv8LgWTyfRK1ieTGS5Zn0xmuGR9MpnhkvXJZIZL1ieTGS4b1eeZVZt629ZjbhoeJJcdG14gzvavOoZOdW81bl8/2J2eHRq0HJxXHN+49C8W3WGyq/fSleFtK2yn/mL53sJmSxG3v2LjWNZTxQ9T2FqjVNZ1d/Z20c4u7RkuaqccLeNsDKO6xmV/8SCbLe9b3uDMutCnIafBXf3q1IJdZ2ALNn3K21mfllOlZrGYYz3ttGUpUcsply5LTASiTzDazjprm0EQB43+lpnZZvW5dTQ9IvUG8+TonakyN/Wb2VVcLw8qud45FH+UwqZZd76yd008T+3bxi1n0+l05bJjPcuVFaWWNfvoKelDZVynNBO1LF3RbtWnqw6aFnN6kYxA+9IVTvUpc6Mc1bS/cnLl2Qb7W1Gf8iMUoUiDg92iykViI/pUOfNm1KeYQlhqKgoPs0u3KmV6ST0JUGYAVy6r21y+VzhoAPpMz3b1imDkqrOig0SQ6TM0PbDN6hPQXsHGAqbJdorqU7UmqtmbSp9p8jRFEtOx62DK0J5RalrjRbNMbcV9zNCnokuh0voWClXGC/eDrOtbWSyoTqm5Fr+U7q8DfWIFiuIW50O9mLSuP9OLp24ufRr+Cpgn3arEZVhKIhV3dpOOpAIo0mdply3BnPVn8hhpB13rU7efENQ+GfsOJca5WX1KQaqtILsg5UauUqCpT3Vq6mbSZ17BY+Y3ZyxaBbldfyatWes9QplVnKbulHixnRiSVlzrU+XG5dvUfljaON0rllcWm66qT6XApMrN2t019pOS+pZoe+om0idZqyCKyXOWTKjR3LCd92ANMmuz2vYAHkMSGE/LTrVUVHW7Qu0qxKAdBFIQlV+OVtWn0lisT/3a06TIqLz+jEnnEtKhQgDpdqLm8LYu8x2AC+sF+uxdo73Tcf7M2qyuQ5+qKbQJRwRZPgQ3q0+b/Ozqwju0dP9WSToS/Px//5kyc/t0qpHI2gjtUklFaHtr59Z6Slrf6p0S/DwOWPKNruP6Fn33QFJFHMvZMkHBhT6F2MTOkPF1InSc6hNm4Ef33hT6zFvjlSlBm2CePn3uo0JSfZK4UMZZSxOLoWCx7UqfV4q+iQXPlq0UGtUnk8msj6xPJjNcsj6ZzHDJ+mQywyXr0yXb1vfePD8LL5hPPwsv8PST9clkhkvWJ5MZLlmfTGa4DFWfPZ1tBtp7xNn96xffsn4s/v1I1y2LuvYXtpbJsbWL2kRTTGZ4DFSfkQLbiPBixXaSLxV1d1RU1852IPsWMuqIQMfOwovdsKfTMnTWgw4Yx0EBNK3x+AMsXnuksKnGqAeWOE8U2a3HHTCrs5rxU5Wb6ED1aelAPKDp/EWTGo2pHgXhUjDl6nt3tkdjlJ5KD8KJiY9Ln9DHK2q+YcadFRMZ+2sd1mHH8w+6IOggntnIYjk3bY7UrlIL6KklE1RjZmfhBaWzQpj6tKU1lT9VTRsrSgY/5FvAy1PVqTFKPoqWhZ5lm9pivUlVx52Yzt3FpEwpKG9YD7oh7iCctcioz3Ee6+7otNkl8xt9dBeVsjubMlFs19pFZS0GqU/SyZhJIZTITC8+I4HZXRmsKtE1ZLWZZOC4TboKjUXiM64jkl5kdsoNRUTH63brQU8EAQjUgW2ZpaAr6lRGF0pO9YlJom0T4xykPm2bQ0o/KugSFcUfAdQ1WnhU9lKWRjhooT5RGeaP1sLSc7UZE9YpqGZRsbKohYYpogD0H2TIkgwcEXUQB4jSPQ1Rn3gEyZJsTNUGYHMoya7KrfWIj6FCggbOeObi4TN2nsov3x3QLLn9m44CkFlYWg+6ZNK7TBO2/T9n1KZttZIPu7iz0KMaquoD1KfxzoOuLY1VBJ5aMOLq4oRkMaCaJcdx2KuDql7o6Kxl6TtmW/9YDzpjsr7Nbd9vYa+cim4u+IjFtLNg61Gh5C5ggPo0t2dA8aNqA1iW0N9lLqWFPkzF6c6+lro87q/QKkGvOUQTh628g06YVpikcc86sa1lVP7Udt0Xt9bOAjay+JwKUZ/WIZO5DqwnxbpCr0UFkrcm6RCYhb6OZJ1r0dodvIhz6CXFBO5SW962ukiDflOeSTKx+CtcaSfT50EnoKREtuAGldPpzuqsZiOLz6kQ9XmzERQ/dYjzUs2bQ+QbCG1Ah3D/1kfqzvyegHyZVLbILM2czgqiDcsSZH0ymeGS9clkhkvWJ5MZLvP0mXOOwWC0FqxPBiNcsD4ZjHDB+mQwwgXrk8EIF6xPBiNc5OpzZKgN/ZWk3fec1ycn9uwWx7ccmrDefv7QQvJHlrZPpmcGtltuFAfxlQkmO+TxjpE5BPqE4BpkHT25f1zoXkb/TtHqg/GJsztWmn/CSJ11gHN9nXnNHl6dHO/cccF6d9M4sA50Z1nfWXXi4AbaWXi2GpDRO1Z2n4MnRU8TbjiQ1UQzwJNr6Y7LQc7S5+V7tlC/x14OLzC933q7FmRj+oQiRLq161NI9CbUJxbnIuAlxK4T11HAOsGS8KhPqMCUUqKWcSDqbR6WGZQ98jHIdn1qqQA9TOwZ0l4uhLF7YaLDhXsuF94ep8FcfWpVo+Pi4MItaboeGoB3yMcQD6bkmtqVH2nW9Q6hz2LVpe7ryGWlTlJtyBiRNB67TvyLy9AuIMUg2pSCFH132kGMw6vXHRa/4mewj4O6uBrO7tigpK4EqYOv60G26VNlHpKsAITAtk+KKhcqqvztZfQpWosUKKpcJDaiT1UJ3xj6FJc5mcg55ZdSDOIj8kuXriMgtSE6Kz7KfOVRnwAiKKRGqSCFinw8A+m7gMtBtuhTLixzakIgFalGpYEStzegT6h/y11Yn2pJLB6m1fpUtAtVeJW71ZGu61Z2igewr8qcuI6Cqm87l8kCTwUFUt+6FYl9sa0GH+dPh+MsIfMnadnlIFv0KavTbIEJv09LTSkqsvdjaAZKpbQ+ZXGb1s80W2asP1XeDkafVona8psD6NWg560LBCAV1FOP609jnZmxDpR0rU9SyWu4HOQm8icVpLxerAzJ7ZX0mVG+6uWuqU/bxlLt+gRQPkR0aC+NqkGJYV2fChD+Si8JFYxWdu+QD2AToQwczrZqNMgaGEp0Wd8BH/WtHGrbSLocZNv6U7o12fURMN+aYO3Zb8dlcEl9oh1dSKuAzXVvCPo0loU5B6uBuoVt3eXSdVIYNZ4wYYk7PkKSQN4mkPs6JTNzpnA5yNb9W/2+EWpsYHssA5IPEYUwbLc3o0/djkGyYRvY+vNc32o1N/b86XIKJeT7BrIvguo693alFZUVkYkD67R1x/nz4AYtDzLI4BTZYq0Oo78mXA5yxvtPe5KMZGB9BaISnXz5UZRjbYlx6Hvk/adVXbLljBWpeu86NNDC95+W929o8ZOxr1AVtveQ9LUHopPsbXvpqrpmPpITr41h6RHeNIZ0lTztnc22W3mQ874/RFUUaTKr9LUdN0WozpbQ56taacjSZXTc3DFSsvzRr/6XVumTvDqnM0QTnUOQrRGdNDy4DkBmfzOfpzqoVFCwg3HBp9GULdIng8FoLVifDEa4YH0yGOGC9clghAvWZ8NoW9978/wsvGA+/Sy8wNPPHLA+GYxwwfpkMMIF65PBCBesTwYjXLRUnwNL6F+CamtbIr8uNL359ts3T+PfmkN0f1ulBqpjYAl5AND1JfgLUu5gGAVnPJoNwm485xQefUCbc9y9VurTohvbBEbHqo2sX68oRmwf9QAeME46Qna7aWjwNSDh2S06WRmgdeepoJX6tOhG9y86GZ3TcUn0GqZcfW8SOeH8w3gGJweEVafDmAn5vLCf0ZMu0cbjR3LstDaj4NSSzRULkiwEaHfOg2YwiBdXziYYLdRnRq5Mj6maFrovCoMkauHKWH0SUyfbbENtOZaFAWEjtz53/hw5Rss8T9MI0G4Mz+o05m/e6DOjuiXyzO4vuB9dQ9pVoqT2POStDKSlAIVI5S4nE8Iwqh3J/jyOEIzdBL7VacjTtcHW6VMWJRAwOS5RhSroP6hPVVrEodMmw/izMXC16TMylGlHRyTHIEahG3mVSSB2BZwXJxQ2b3NqsWX6xEM3sARlEmv6THxZXaRHBlc2toAWfzamyvvcCeRXda7jrQA2SqIaDoVOEYZdfdCTOQVLdevWqVqlT2PskEJVqAX9xV0HgQrHZZIWVbO2ROx0JLNgPl4NVXZ2rsoPF1URkt0a5Emmz4PFVunTDDQ2xcEO09+lnOnEQ6GnNbSWOrrfgywsoI+HTJOywRlyxOC7ygzGrgexWACseHGqFunTOnjSW8FoiwpJq1UgeWuSXmROvL4u3tEHdgb0ktf1OGbC4pegH54cKKQ0lqJ2u/XIM4byKh/mWqRPBoNRAqxPBiNcsD4ZjHDB+mQwwkXb1KUrTCazhWR9MpnhkvXJZIZL1ieTGS5Zn0xmuGR9MpnhslF9nlm1yfj7YltHu7eij9GV6IjgYLdqZ2jQONu/6hhq/84hYPfY8AJ9cPROem+R6U3Dg0UDUS/HNy5N/oLVmn34+L7l8O9b0bPVONbTDhpfvpdcgEwbZ5vl3i74F7vat43Ds8PbVoCzXb2FrZWlHF5rj/AjOetpwqIeiUEm45DDOvXZqyVaQp9Iz/NGn9g5iAJ711CvciZRLE6qFvJU7rzW7JEyil055YqNY8VtlmCOPnEEdNrZnB6RU/71mSjBclwqQYiEfFRZUegz1aStnfXYCtInoZRrhumwGCshCqv2/Nm7Rkdc6dluXFa2lrYvrS/tGY4/SpcVH10S9CjDaDoCMnyUd9xcCls24e1brsfcbcfzehTrM7ZSW/5sUJ8qYZbV56b+BfCCbH1K5eumgtanYFZ9CyhymlN9SkcUHxPrMrQ7LC+tJK5p/+goleXoE5EMSzWW6VGg+lRZMbu+JVduHR3c1a+PZ+hTXIOPm/Xtgl1nCgeiXhbr06nrwPp2RftSlJmVVnUt6spoTFxqgv7qkm/pinbHdml9myHUhtWSzxI9athis/oETLSRoU/LlQlL6FP9HqvLqk95kASLeaBPOdNukqeiTYGWpVrOgzVO0j7pkV4NlnfZEszdHyLXOAsKKfN7FLA+kbQK69tUcuqyIVOfdNmpeKPXtyoMF5ZnDVDtAK3pUb6btK9cWdS3eKXqkFQPKlgs36Zyu3OjoHBAQ0177YQlelSbPhupby1VaEl9GjqXLagwYbZwY+vTT+akbiGsJFKBa9Epn8tR1DJdXYsBKe+45WmsFPxkzlI9ClKf2evPYn2StympPpXgrYXrjatPb7kLby1iqRBBOl33ws1SnLJkPpc1QvGCvAGO9SxXAqD5kw6FM5bqUYv0mfn+U4mErBUt7z9xnQzbBxfH19jutZhGBK9SW0vbe0jispZTlWl5s2rsNEI6Kq0tLecYdVY1WAaZVO+YbrSa2yPr5JYIgnXpkyS9hvRJXp+yPpsieUWOFQg3VByJhDabb9RlT6lUgAx86vNKXo/q0ieTyayPrE8mM1yyPpnMcMn6ZDLDJevTJdvW9948PwsvmE8/Cy/w9JP1yWSGS9YnkxkuWZ9MZrgMVSsGSpQAACAASURBVJ89nW0G2nvE2f3rF9+yfiz+/UjXLYu69he2lsmxtYvaRFO1s7tD9azT+vWJ+IKOnYXtNMmeTkvHrQddMLuzO9vlCR+mM+1GnpM7+G5YeZAD1WekwDYivFixdCij0S/fVRtj51Cyr5Ox38gOwt/RBf6eLR7MxWuPlDjogpmdTUQi+hj/7th6pl3QU4unuaKLQQ5Un5bUoecvElUk1Dj1obgLU66+d2d7NPrpqfQgDJxwsPTxipovw7Hujk49SbFpFHqS7netXdTARJanTCmGReOgI2Z11nfxkmWXBOXoo/txdjXIYerTltZU/lQ1LXRrFJbi23UBDOUKA7bQs2xTW6w7qZJgJD5WLd1zbeHGvVok1J1Npm9tlL5S+KvkiV1aiLnXp8NBDlKfllInWaUk46sXn9FA27sKAjO6hgTsJAPHbdJAHtc8nt0loSgBoGnkRv6ewdq4V4tGZ/cnyoRh1E9MpHZpaeahrhZ0MchB6tO2OQTHN51IoqL9KhInUNdo76czIWVpzFBd+kyYdDZ9Wug6qps+GHXQbNx60DFJZ830UthCc9R2bbG4kYKzPJ0Mcoj6xFMFitWYY2pVBjaHkuyKdh3Sa8bQEo4WNvFUxYNl7Dz59RVKGCYyo5JTjtlWttaDzqnkQXXiecyVObp48WbXzSAHqE9j24CuLY1VPhYYiIjq4oRkG0Y1S457rLVU+zSNU3MNrlIaJB6WvIOVmd3Z7g4Sdp0Go0y7eLT9FbeOBjlAfZrbM2qhCMp3OLL0d5lLqZfDVJy+dtNSl8eBLV9EJkiZJ9jgKqUxWsXvKyJkdxaEXfsgVGKmXfBCxedcOxrk8PRpDWlyLsF6Uqz79VpUIHlrko6C6eW6hkx2DvVg6bfkviYMcUy9HLL6JVo2O6eLfYtGmNlZPWsNem05ZtqV7zmcZmxCR4Mcnj6ZTKYk65PJDJesTyYzXLI+mcxwmafPnHMMBqO1YH0yGOGC9clghAvWJ4MRLlifDEa4YH0yGOEiV5/nDy0kf4No+2R6ZmC78eeJthyaQLcMDYCWJvbsNg/OjQxZG5+bu3zPFksjqvGFey6rY7Jl+QCtx4XuZba/z3PHhgPgorM7VpoHHeHw6sRi544LjZyqCtmjhMv6zorDeDT0cScQ3VlEO2WZgtUH8xpqGAc3JM2u7D6HDqNBMM42gSx9KoXYRFhKn1Bvpj4z2l+/+57zyXkp3Y4R/UyyEXkNbQcebyHy9Ylcyq0+sXMgEeaccgGjy1KHxC48VRlkJBOuO5yc8qdP0jJW4Lm+TvpIVSVq16eWH9DY3NxkB9GnmbJwylXqIvpU7etMqHKpaHOyg1ygpAgfSdy1e+EWcnFAOLAOSiL2qshXfOTPuM3Y+y1JMudUdSgRmho4u2ODctCcy5qAbE0IIB1kOZ5CRU4MYcQtx6NnzZ/n+largVVaFSGjSdj0qTSGxIlQqM+FW3bDC5A+M9pXlWqqampC3gUzqrhm+6S4N5QSF0DMU1Yh5FKfEjXXt6XblC7rRDZkAMVHkZz96VMio74FkJnWuT5tZSSFWd+K3KVVJNJdehzp01a7wntFUzI34ooXrkhFjo3bsak3BIi4bkzS/NGnCkAHdXVnFYbrLqv6dmXnMmKX1rfuhVqoT0fByKJPqT0hDL0BYya3PH2q3+N2oD5JntSg2z+oxFWpUl+PFGurflsP4UO2ws+ts0LUq0/hqYSG48rLKvorAVjfwpH0t/6UKNCnjB3VkudcmfyZp8/s+pZcNtBE/kRWQKoUoIK0bxG3FDkinH/6FG3KvIFMkGucQC3wlvV1i8WnrX1H60CKPH1KcbrYCbOtP6V+0HZLhvDy9alyoGSZ9Seoq1WGNItb890PjiABIE8M80efdIFtmPCSOY3VnbBiGU+xxHChFo1MfTrLnCms+7daVFqiTeqTvOQsv3+bQpa46W6T5YWNjYGUuLkl0PzRJ2kTr7vILqs7SH0q1cHR9rCPSpGxf2upHaoh4/1nUXayvP/EudGyywr0aeRV8wLzXltxiwOEvDiEEjdr+87+dtRNbrEuBVMPzjlVGZkvOS3vA51p1WL0DjnaFrvO4qB8kYOYCNI+sxW1mvf9ocxNoAb1CdRo/VIRbRxBp19wr7UCzzlePzKLunmozxiwfRWSfOozBu4UUAL+6oLDbgalTwaD0VqwPhmMcMH6ZDDCBeuTwQgXrM+G0ba+9+b5WXjBfPpZeIGnnzlgfTIY4YL1yWCEC9YngxEuWqrPgSVtBpbIbyFMb7799s3T+LfmEN3fVqmB6hhYgh8gfiQBf08GjQKDCr4s085C60s8fLWreDBjR/NhOQFpHDi1gwFupT4turENZHSsWke9zk4JxPZRD+ABXw9nGC19shrMpsERH5GycDBTwfgY4zmj8SRUyE8upraV+rQ8v57A6GR0TodGMQUw5ep7k4gNhwoGbDiBxaHWMeTzgn4SJ40/Vp1FAotRAB8iSWGza2YXp7aLBjMxv7liAZYFo3Fi3kFnW6jPjFyZHlM1Lewyis0kLGcEMeEysk23wa0IwkZufe5cLQVGnduTsNulw+zAZXNAOldm/JuGtXHYXScj3Tp9ZlS3RJ7ZEwruR9dYImrSJrXnIW9lIC0FrEAhwynsRp34TC6wXSpPr/bxYGrTOePfLDIbd12gtU6fshiCgMlxiSpUQf9B99uklnEIs8kw/mx4Rm36jAzZ7ehw5B52o/6LBmzXNhmeHgAPJuyoc3lmNm7Ud9Xttkyf+PFRzzLSZzID6iI99dkVhrwu/mwMl5vxK4a9usKdcQ6rUa/JKwWxS8fY05jTwSRRHIf+qshsnA6vk862Sp+Gr9DYo6oH2UfcXRCJcXwkaVE1a0vElUevDMzwnc6wV+O2nFGDPG3VHp4z5w9QNJj28OgIRuWWUzs0h1bp0wwuNsXBPtLfpZzpBEChJ4EVSB3d71UgCoZ/DHisaiVsTunGX/Jh2AVGvYx58WDaIpUz4MZ9eFiL9Gl1Ftk/MMuimNBqFUjemqQXZeWn5LLNyM6AXvI6GLpyoI8HnkHAg2gsTlmHPK1iUB32YL14MOtLnwmce1iL9MlgMEqA9clghAvWJ4MRLlifDEa4aJu6dIXJZLaQrE8mM1yyPpnMcMn6ZDLDJeuTyQyXrE8mM1w2qs8zqzapP1s02J11atPwILqyd8GuM9E13VvVWevTjN4pr79zCJ8aGgQt6+PWBgd39Su7ynRgHN+4NPkjOWv2kVPD21boP6FjnHXBfcvTxpf2DMOPhOJsJaK+AC7fCy7b25UcXLFxrLjBxinH+Y6uXnok43mqUPQlYxjHetobN1pFn1hFx4YXKFU0p08lwohbR7NOQb0ZDWqFY5JQ0jqSKcQKtDi0a4n2riGu0yp9Ep140Sd4gFbrE4szZfu28cI2m9Tngk39REWpVMRxIRipFnlZrj5xy0RRULrr+1cdQ0ZlgzoiqMChcykRfKsYT2HkK7b8KacwnTbpW04dN3Gg9qUrkOsgigdz5rKQqfsKu7GhuKf+8mcynqKzhj79dxBRhsX0MeTslwiC1fSppZJKsX/BJiiYRvQp0m/UoLgLJWehT9m+tUGpYVLQimuAqgOgTZ/EU6Vc3XlSkiqX9vRuy9aneAblzQ4pukyThi99pua6emmPWqpPeUp8LFEcNavPXaPyl0QMqTa2jmIFNqBPkeiSU5bLpD6JeuGVMlUaOpS6pWvaVtKiT5kwlSeJyrNMFVSGiU/EMhjO1GeGhJwwS/l+9Jn2MRZhhj4VXQqV1Lf2xeeKdvEApbrctD7PmIqKBNCsPs9Y1A6VBo+I3+MCGDaYmSdvEH2SEOtYn2mxBytnU5/Ch0r5TaPMzBhe9JkMXWqrSJ8uJZq/P2RZ/BezeX0aFSkVTAP6pIIUN+pKFV0g15k4XXP+LDInWs7SpxEg3DGnVvegT1UpgPZtFbvKaSXqzEYppUgeI7LVowJEmbhQQZ+2vaLm9ClTn0F1JREw3CtWlxWsP4PZwo1ZQp8O159mXL8De49bcwbzlO9cn7ad0iw91BWSaKjNXmJQVtEnetNoLghL6zPrpQgQpFHxopecN9D+rWD5/VsXWzUl9OnSHGVuIVCzPsd6lqvHcJ0/e9fo0cP5U77EkobKj3YlfYI8JrITUGD2+0/EwW5r/SlbzlyR0q9DoLsos9641k+794h50usTSRfFLaUteDuspTPMGb5odtbLA5D61jL+xSIpyZzpa7qz1fQJloLpBY3rc+9/3CSFajMkjlv0CdSI5UeshLTsLNDnFJ7IMvPXBE19ennXKkhTh2LTLtsY6foTfx+jRIVZnuT7GKSczj+bxUb1yWQy6yPrk8kMl6xPJjNcsj6ZzHDJ+nTJtvW9N8/Pwgvm08/CCzz9ZH0ymeGS9clkhkvWJ5MZLkPVZ08n/fNTbW3tPeLs/vWLb1k/Fv9+pOuWRV37C1vL5NjaRW2iqVaxp5M8QHeH7HDHzuLbK1Abauus88vJNdqN51fA6ifG4LvmzvY2iMVrjxTeghioPiMF0gGNFUunM5rpauMbD5+SfQsYdwrNWey7ouPxs1XrXR6BIfS7b9Zpl9oi8c4YfPeMTFQLsoHq0zKaUaoUoxk5biRUHRqFE8OUq+/d2R7NUHoqPRi3k6KzG86QPu5RFZAyjYCgo/sY0xKknHGsu6NTu2Zs13cqS1mjXTyYxJZl8D0wslIx+oepT1taU/lT1bRwxFEsBJknVZ2Sa/JRtCz0LNvUFutIqiIAkfo8eqScj95oiYa1sE67MNjZB989QXXd1mSlEKQ+SeSLmdTxyVzqxWem+4JVJbqGrDaT4YvbpKvQeC7r8RtS/+Ae+S7/lAPVUy8A1m4XxV/JysVnAZFR5WxFd2EGqU/b5pCaS1UzEBXFHwHUNdoJqOylLI1wUJs+I0PIacz0XsNjJIZ81wsW1mY3wxAdfN+0baAUMkR94rKHbJNEohJaAptDSXZVqUbrTV8ckw5QrM94hoyBq6vuwo+XUsWmjs4ayuyErdrErsNuss60bgLZBt8rm1qtBKhPY9ro2jLVElglYoEliVRdQ3ZfwEfVLDlurYW8ED8eYVPhthRtdUQd/a3bblpFZ41h7uA7IN3FaC7oB6hPc3sG1O5qzQAnm/4ucyndAICpOH0xpaUujze5TmiG9PGAv/qNEaiP/le5irXaTTJntgK9bw6hDiY5o5l0HZ4+LZtDOteB9aTYY9BrUYHkrUk6LuYGwBH9cmUtensB3iPXI85L+Y/nT5wpi17c+2JtdskXA9qoPHxvDsWE+7dN5urw9MlkMiVZn0xmuGR9MpnhkvXJZIbLPH3mnGMwGK0F65PBCBesTwYjXLA+GYxwwfpkMMIF65PBCBdWfV6+Z4v4u0MdI+Dw+UMLzYNzcwPb5d8p2j6JTsjrIcm9cyND6ALSgji7+57zWbcMDcyFicOrwd/J6dxxAZ47sA789Z5lfWez2mgYyGjCld3nrGfh8Uo4u2Ol+ReQIq4+ODd3cIP1FBmNZnGhe5nNqP2aDQesbTSBc32d0Oi6w+AceSQHRgv0iQRg1+dkR5ZabPqMuHDPZcMKJFDjjapPUyd6IpE43U1kghx95ku3eYSsT/BsrkbY1l8lUSJdF3YL9Qlymk2fE3t2x9ds2W2RLr1eKnnLoQmQdaVcgfCSC8ARrE9l1DgeCOQUCgFIQSZTJadQ+Kj0YCPwN4dUhBbhoWdQWkWx3xHSHlmLAtH3qi4rIfSZOXSJuc5lK53oROHsjg1qePGoxhZXq9DjaGZz9SlUJ2Vg0ae4MtKY0BssUI3rpSaHBlRqxQWtFJ685cbWp5g28TF1WalPMW3io5tUlq1PmWpIDndZWqcQhqwZUhh1FhTy9Zme3XBA6MSZPgHoqEIQH2gaufrcPinTY5LQTH2KI4lOTC3l5E+ZKulyVN4ikuqNqU9QTK7slDWYciNV38rQ7tBlSRFLi1slG1feQ5EjBseRaM6sb6FQ0w6CGttlT/O2D1BJ76CzBfqEGdLUJ1KvlJ+uVzPWn9HtNE8qzBN9xshb/ICFSsX6ByNjkUmStjd95mRIVES4Qc76MxmH9DF865PMIFlyV468hfoEIhmx50MlSFG+qtWjRZ9yO2d+508lv2V93SpbitylvGpl9w45ly69VkI6SmK3lvxpRAEA+gCOoQY80UOiH5m7POhTga4/IepYf8rFoX6DAkVFXo1o5qxXJQrWn7KFG1KfxrIEuIghDOG4FWfRBvgYVB4+1p85bXoJBxjaumUT9S+cSMUCMbPWOtZNSCqlT/wSReiNiBZSZL8cfc7n/VspDOWpYBbJ1q6rWRQ4uEG7IMqf9v1bN0YFctrM20dpHnCzFOZPv/q80L1OByA5qmI24dYuGf+mUVKfKFsmepOKRQlQbfxm7CchIM0DgleathTd8VTo7z/trwRT77R7j6PEYr5vVDHCw6s5iLwMmZdkKqBkjxzXt5ZFr4o7tnmvare0PkHGy9ngQccL9ImuT6lzaYobU58xsFRwEMW7OA6LzLyvtpCzVf0GI+eFqlFNOEO5YXSsT7o5hGaWxEcXXebv3zIY4YL1yWCEC9YngxEuWJ8MRrhgfTaMtvW9N8/Pwgvm08/CCzz9zAHrk8EIF6xPBiNcsD4ZjHDRUn0OLKF/fqqtbYn8wsH05ttv3zyNf2sO0f1tlRpgMFqEVurToptYsUvIV4KiY9XUZWu0JsRdFFB9AMcUqnUwF9pcXWMwsIR2p8ZnADHf46AS+DPaSn1adKMlG52MzumJFf2GKVffm3hEeio9CB0iPi5HzaYXf4CWs4IEvMY9QOs1VRFmf2p8hmR65SjXFZa9Gm2hPjNyZXpM1bRx72Hn1fSSaceVsfok9Czb9DeQJogzwo5kXOIapI+VC5EiyOAJu1nnM5Ah9mpLwa/R1ukzo7ol8szuL7gfXWORRdImtWfTi0dYuutZnUYIcuw6BMLaNN4saMkzJPA9ugpejbZOnzLYQsDkqAtVML+gPtWBGrmETYbxZ2PkatUnSt36kNOppKDS8G4wgZo5+anWZwD+4dMMhk+jLdMnnjlUuWakz0TQ6iI90zhi2zwi/mzUs/4LXAldFpCDXs3bApVfizEiKySc1vcMyIm8j6+AZ6Ot0qcRSGk/026CDuO+g5nGEZukRdWsLRG7HUorcFBR8J1H5qyVpf8OF1e33p6BDqlPWwrejbZKn2ZHbIqD3ae/S7cnLoGEnqgDSB3d73QcbUif0mamBnmSgFSHxTkaK2t9BksA9mdMwrvRFunT2hGpIKC41MWBWtXCUxW+xCXQdUs2IzsDesnrXZz2qjaF+2m0AVipJx6ZsbLWZ6g/AM/5N9oifc5/gFggoDy3HnnGUA9RjzlLrKz3GWoNwBJejbI+GYxwwfpkMMIF65PBCBdtU5euMJnMFpL1yWSGS9YnkxkuWZ9MZrhkfTKZ4ZL1yWSGy0b1eWbVJvpXidq2jpLLBnf1i1ObhgfhqWPDC5Ljdw6VbbZ7q3F8/WC30aDlMcCpBbvOZNvqX3XMMi4eubcL/qmc5XvR2d41maeqcXzjUvjXe7p6wdnhbSvAqRUbxwpbK899y+HfBVqzTxzHg6DYvm28qMEKlEa9WcGDvLRnGJ4d62nPnvcsutAn1SG8Bnu/G30CiUJ9Qt3CGAH1OTRoa80SYrwR+yuaKiIhp56EnSOhlKjllDOJwnAjmEq0BfrUI+/JCg5zCZVELYNc6jGa1ad0aKkfoEOhgf4Fm7A2LpXQp6ET0b7Uv5KraEE0KGyBZkfvNJ9Bi1kpWccF45E8cd9ylUOUx6SzKF02laucbJTomudYz3LlDdgQOqXcSD9kJfau0c8vtWoTv7DrqLM2JtZXtC8tK4wmOLytS3VNaTUdZNn3tIMyEJMEa2NVfaqMpPxbSGjrqMhgMLVW1ic1h/VJL9vUvwDkT0soiZkq2SjFa6GYtmSeqCCFyzpLZYq5ypeu40ifiCIuWHokxsGH0ZSJ6fZt+zb61CeijHRIn1KQ5ftbVZ+G0wt3j/VjqrFQn4DpNVif6jJS3/avGpK/HNN33TkkHibRp7zX0KHsAiqPa6HIn6m7kIhLPjogKikzZI+9yi2JjxpG3UciyWScY7vjtekzI9rqHF6yv83qk5Cm09TXjazYtD5tp0CDkSxFC4kUU1lGzwD1mZknW6RPo8ixLVFcSoUs+SzBW9bbJeJ6o5T+anFKcapEsdcck/ZTu3Xpk6wgJPVqvHRnHegTiI0KUm7S0O2chutbuzmozyu6nE5jRNxUsPlTbQXhIhNE2Y17vWUVu/fgxbBT5tYCqIhwz3RIRcSpRZ/WXWIVHNf0qF3AMpG3WX1aNzzRbqpNVE3rMxGV2pK15U/rXhHUZ9H6s74t3HLbA2JGfWyZmJJoTeacMutA17RsIHsLQzFzY58a8PIlg0t9wlcalOn11fSZt/48Bs+qC5A+Q9m/zVQC2Np1vY8KtxZpgJe2fGQVvG9p0ud2VMI69Zkdieikl49KDvVpLyBR9WhLsKj4hEzaofu3qgUkeJESdYAQj4f1mR1B8BcYPNLuLmLazFejxfNXkpZXc2SvH9ONVu0vOUGnsnd0/dBnfWvfPhBds857mcdwp0/55oP6OjxeXZ9AY6BBWbLS/Ez1CQ9K1rnszNcndmi3KYVIRWePFuqzXJ3vki3T55QRIsssPqca1yeTyayPrE8mM1yyPpnMcMn6ZDLDJevTJdvW9948PwsvmE8/Cy/w9JP1yWSGS9YnkxkuWZ9MZrgMVZ89nW0G2nvE2f3rF9+yfiz+/UjXLYu69he2lsmxtYvaRFNMZngMVJ+RAtuI8GLFdpLv+nR3VFTXznYg+9azp7Nad0rTYigeihS+nyGaNYGOnYUXV6S2RZwniuzW4y6YYVSPcILFa48UNxWoPuMeksmLBzTtUtTPqNtx6ksh/AmmXH3vzvZI5+mp9CCcmPi4HCZ93LuD2gkfxitNQ0nfRZzS4+yF8cyKyBv7q9ehBrbQ73AELJmgGvOMNh6PwtSnLa2p/Klq2tiTZHxCPgcmPlWdGhfoiELPsk1tsQVJVUZc97G8hKEai3wsfufawBzr7ujUgUZ7C5nf6KPDeJRlNB75JpwqSH1aQnhSGyQy04vPSGD22QUOh64hjphk4LhN6qCx3zQe6pqmKBaqrqWLaTeU+NDaqMu09PBAMmWZM+ieuiKjCyW3+swwCsq9GKV7HaQ+bZtDSj8qDhEV7VcelkBdo4VHZS9laYSDmvUp2FT90wyxoXTcYLnRRJgvSyxIVP75ohAG9B80zl7qeWoUD6xKDIXtBKlPPIJklRL1TYwm2BxKsquaaT3i+uKYNHDGwxQPmbHzZFn9+mekE4/CyDZEROK37+b6wp8tyMRWYtdWK3laVmij1lOljAaoT2M5RNeWxioC9xaMuLo4IVyvwmbJcd85xE4cSjySGKKj7Vefl0Bx1NFZ4zpfdZNuLvjsb/bCvnRhH6A+ze0ZUA+o2gyWJfR3mRDoig6m4nSzW0tdHm+g9nBKHEo8khrC76hq3CsqnUOaoW0to/Kn9i63xW2m0eaDQnj6tA6ZzHVgPSlKfL0WFUjemqSyNFd0R/TLlbVo8xC8myo3cI7pf3Mo0xAoTzwvCIE2vBcpKM7CfoFNY+exONMofYDSQSE8fd6cbNHmUEod3TyKM6GOj17FmRJsmeJ+qe8PeKgUsozC/dsGqgbWJ5MZLlmfTGa4ZH0ymeEyT5855xgMRmvB+mQwwgXrk8EIF6xPBiNcsD4ZjHDB+mQwwoVVn5fv2WL8IaMthybIVSND6ILtk/DkwHZ1avc959F94NTQADoDTuHWbjwc3AD/Ts7qg/Dc4dXwr+usO5zVRrMQ7XfuuJBzdtGyvrO2002hqEdiNFZ2n7PdXQkXupdZjcJH2nDAfm8FoPk123c2yKX1iSSacQGQIhBh78I9l0Hjkx36eqLPnFM3FrC/YokeWEdPuZLo2R0rYbNWfWrrlV1HIbtHUjyCTvWJIyAaw3N9nXT8XZo2+kv16XCQc/UpkphSo5Cf0p4WnsqlUsPpNQu37MbCnpvYs1sfxyJMT7Vt2b0waapjZO6GxeHV2l1oKD2wTk+nnEg33hPrM7aSnT8Tn+5cttKJ6yhk9yjWZ/wYPvJn3GZk15I/5TOkT5WVYJuFjAsZ5YnjQS6jT6mcVJ/nD6X6ISWovEboSmiYik20bNOnPLXnsrj3Ri9xJYS7WKfKh+Nm6jM5vqzvwA43rmOHtUdeupnClB89ctZlfwvV7niQy+hTlp1pGpSpkuY3qds0qSqNIbGl12w5NLDH0Ke4PQkBwgRduN6YyFsN5km3edgtJrZihTj1Vwp7j1qiT5I/3axCxdiuPqiXMHCcnQ9y+fWnUAvJkxoZ+pRii6Uoits9lycMfcriNq2ERUTAC9cbEdI5bPMkl4vOvdamz2RJlh5x5TomMntUqz7pOlzShT4tK9tUrvqs20EuqU+QyhrMn0psHSNps3FThj6pIGV5bGwa30jIi9zKh/DWrhOY+kyfRDyGK9chyOtRvfqcgxJ1V2rGUPoU5mQWjT96GeTi+lbuBkmJFqw/8R4SbCFdiyaSo/okr2qsceEGQ0syZwpDn2SrU9PZAxT0qHZ9QoiS283+kKpv04/Aup9BLtYnXX82sn8rWgDyS28h+oQvYwhvzBIXhlUKvLvoA3Xrs7hHNevz4AaVw13XKcQcGGo/g1xGn1pgUi3wRSWkXk/iPVh1PVnEptfLsyghy2e4AUtcy/tANaP2WXSkVWvjRgJ3VXoJ5PbIOhSZbyYagn0pmNg1H8lN8kxg6W/2+qXyIJfTJ0hxatmpNoqsiY68IyHrSajPrA2nzI2o4MH6bLE+sV1HmRMAms4YRleDzN+/ZTDCBeuTwQgXrE8GI1ywPhmMcMH6bBht63tvnp+FF8ynn4UXePqZA9YngxEuWJ8MRrhgC0owvwAAFlFJREFUfTIY4aKl+hxY0mZgifwK0vTm22/fPI1/aw7R/W2VGmAwWoRW6tOim1ixSqH6WDV12RqtCyAEkUfQZ6r1zkQ8rtamwcO4tgkxsMQyq9YxcIOs/pLw77HL2bNcFa3Up0U3WrLRyeicHnoxunDM9b2JR6Sn0oP6viUD8XE5N5mu6wXQMvw9fQzx+K6zOzUqRwna9BiyUD/JAeOcC2T1V3iQf2TOsgu0UJ8ZuTI9pmra2K2gV6negw+p6mBlrD4JPcs26/BQhShiLNFzpTviWpEQpG1sFPS3clFigwyewA5+Hvc9z+xvbfLMmmU3aJ0+M6pbIs9sRwL3o2ssM5a0Se25HskC6HiQGN4MEnzRrc0D9pnmUrc6Ue1P480CMn1ewoIG6BeolOoplhI4j/qt06cMthAwOVrDPh51fU12iJafDZesS5/ikZXt9DP0Il9PQRoHY+fRXUnawoJ0Xv4hwP6ivnsd5RR0ll2hZfrEkYZMnDV9JoJGbp5+wBGbRjApQyOyOQ91edCVAe2qr8cAFuVHGP282JxLhhu1DKWRRmRPhkl/LWc9GQbIf4am0Cp9GumMOpB2ZjC7JBmoa0iGBR9Vs7ZE7HYoc6H6Szvuw3NwJJurx2iCacurMFUoLVniyazRX9sVzlObBYZXV0ar9Gl6iE1xsL/0dzkj1CWg0GHEhsf9q5POlA4P2FWcz2g6NKRvluDk1KjCQN6mjJeoYO0vteTF8lzeLLtCi/Rp9RCpIKC4dPSBWmUoHlBubrqEvi7ZhtF2VCT3M1sIKAQY1aX4gI67QFaFVVNworES+Ksfq6X763SUNbJn2RFapM+bAiCe4GnTJxxPJwhAhoE6glNerPRhNae/wLAPyxqZs+wErE8GI1ywPhmMcMH6ZDDCRdvUpStMJrOFZH0ymeGS9clkhkvWJ5MZLlmfTGa4ZH0ymeGyIX2O3mn/22QRB7vVZUOD6NTWUdhI99bse9GNyUF1ZNPwoNkIPphvNxiOb1xK/3TP8r3xqeFtK2x/TUicdcR9y5M227eNw+PY9IqNY4XtlGJhj/AFXb1FDTZINNRJly2D79703i5ry80Nslt9nlm1yXq2f9Ux0YhNn4YabUcW7DqjnsTQZ7HdYNgafZLGkT7Hetqp0bLe05DREv11Yzem0al69Nm7JqPlZge5IX1qWjOY0p7WkpEAyY3qljuH4o+Du/qRrpBiDZEbjeTYDYbCRYpVl4bhpT3DxW0WMxZD3JQtf471LFcflRut2VfYZsNEPRJPIgxJuySxN0ulwwLhpXJyZFRnTkuDzQ6yO30eG16QSgIXllJyQoH0RimkXH32L9iEWkaNlLMbDEvqU1zmzHUE7fWtabeM6zRI0iPyJOJj0bCUo9BJUYISOim6rCzLD135Kx3qEytNU+onTW74RlWXiiVolj5XHROltUXk5ewGQ1pi2T1SeJizukuySJ8ytLvRCaTRI13fLl0h8onDYiFprVeX0JaRFLVoCZGUowoxsjTIGudGBtmZPjPzlVWfmOqWbH2q32MlQ+sl7QbDzPUnpGvXUczXJ645nTKjR0Wu3BSNRaBV/E4z9iXrCtPafmOD7EyfJfOYqU94fZ4+VbLdOnoj50/ArHVII/G1QeboU/qNoySGaOuRUtHybcqz3dQLsmVRuMpEjepYedCNxZh0Nq06bHiQ3emzYB0oJJef+nL1CUysB9bL2Q2TwpPwbFkPOmKWPhsL6o3S0iO6RHS53lb17bDd1pWiOqI5koRsLjKbGWR3+iy3j9rs+lOYUJK2tHlD7N8W7+P5cJ3cxh3vnZYzKrc6s725ArEgLamy5AZSYyRdwL1udpBd6jP7Ban+9gK9EWa/zPefMAeCV53aerHdUGhZpaASy33dlRK9NJeMM4z9lWCjbpTDjB7plSegK8FYOgV65DQWQFoGOe1184PsVp8xUYozln85G0sLHt1bQp9A0th6vt1giP0yY9OiFtepR585PSKmHYckuEuEVvI0dTsljL96cpsf5Cb1yWQyayDrk8kMl6xPJjNcsj6ZzHDJ+nTJtvW9N8/Pwgvm08/CCzz9ZH0ymeGS9clkhkvWJ5MZLkPVZ08n/fM2bW3tPeLs/vWLb1k/Fv9+pOuWRV37C1vL5NjaRW2iKSYzPAaqz0iBbUR4sWI7yff1ujsqqmtnO5B9a9jTSbsQBR0RkWh/KzOORwJ4eKORlHBuFNDsbDIFKapNZWN2dX87dhbf3hhdDnKg+ox7QgYu9trFa49cSWY06p4eBTH0MOXqe3e2R2OUnkoPQu+Pj6dtwuM+HYUQPoBxxBKkqjEeVdkgHGF63KlRTbOzyZiL+Kjn1zUNu6CPcXRwO91uBzlMfdrSmsqfqqaNZ1TGITQHYNBT1Sm5QocQepZtaos1JVUZTWEoJaajj+5clghAj95Yd0en7bhL2jpbx+LCYhePg+Mg6HqQg9SnJZQmVVAiM734jARmH1kw8ega4hBJBo7bpI4Sz5n7sgdRRFayfqY1vFN9Ymb5paVyqUx7ZxMfXRs9RgrXRjPtErfJ9CIHrD7IQerTtjmk9BP1Lc0wREX71UwnUNdo4VHZS1ka4aAGfQpGPQWG6LT5K/lQvZBSrBc8JjTc2XS+YJnjq2bBdokgy5eaDdPFIIeoT+ymZIUQ9VC4LNgcSrKrGmXt1vrimDQ7xYMVD5+x81Q+vFVk5KNg/mxpvFwV1BiT8GcXQ86pysSdpcLwN+bErmWN48Ouo0EOUJ/GsoSuLVOXBUs1LDDg1urihKToV82S415jOSIOH8a614fLJuuxnJzsb01IOksN+eiszW5CVaB1dPrYa3A4yAHq09yeUQtFUKvA2o/+LgMzWXigVJxu62upy+PAlnfi8KHyefrRfXGbFlc4Idtqfuf+mpB0FpY/Vxpy2QZJ7SIapVNlOh7k8PRp9UuZ68B6UpTyei0qkLw1SWVJFh6XpHqTy9aitbt+C1eXOM3wAbcT3IeJJKibvogM+V2MkZZBWVSjXaAND4WS80EOT583D83wod8HOE8mIAAJqCA4lvU+3SVtndVRtU67OkY7FqePQWZ9MpnhkvXJZIZL1ieTGS7z9JlzjsFgtBasTwYjXLA+GYxwwfpkMMIF65PBCBesTwYjXJj6nOxI//rQlkMT8PDIUPoPhHaM6N8Bd99zPrro8j1bevVlCucPLYQHM26f2LPbOC7P/gu8ZWgAtD2wXR7fPjkXOg6vTv9szrK+s0WXNoUL3cvgH+fZcEAcl3YJXTzG2R0rLS3f8RerD8orDm5wa9GOc32d8AHWHS66oSnAvgB27rggLoCP4aKzlvwpdZJKTkDKINFGCX0iFXnUp4wmhm4DxIF1LmfOAuKjdyiJtk6fpkO7MGrC8hg+JJqvT8tZFSKbhK2+JXKKIWSwcM/l+JMQGBJwAqhPkNDs+jRvR1ByTe+yRg1xcMtu44HDQzJ5nctW+vPRSJ+rVSCXvqLzmIZIs7ZTlZHaFR2UcSGVSt4jVcXZHRu6z4nfZRysqo1iiICYGpLFC+67Tq1Nwbr+lDJTAiOKKtSnEIy8oAl9ylvUM9j0KcxFUUOk93BL3GS2lvUd2OFTnwAyn9h8VOjEh/sKHxVOKfO5FKQbly2C1ImP/IkhAoEwRHuHzzYJ+/6QFIOoGGWakitSs0AVp7Sw0S2F9S1Z69rWwBZ9imaTI2U03zokU7UyCvBnfesTlVgrVUoBwBJyC6J88VE9hl/l6OWD1xFWENFH9Y5sLrjZa8jYv0WK0mlKnC2hT3RXg/qUa11bKQsO4qiBK/CgkExkqod69WlTAvUqlyAZw8jhNerTTxUNYU4leQAnkSLr/QpQGkxTKQrr27TOVJeNNFDfkmWncVzdRQUpVE1TccuROqXwUe/6VMhY7Akf8vEAtJqtO38q1LL+tNfqWqLrDnusb+dAdhogxe1caX3Clx8l9alSq7GSpPq0bAJbsm7rkbHj5ymDAdgcyJSQO1iUT/VZz/rTtOseect7ATfriOzvJ8i0uZAUt3MN6BO//yjUp7rY8qaE6JMoHzKsErdGfcI9TGUX+kcJr2oaVu1Z92/ddzwWwzqzzvRhKIW9ELDtIVd9hpzvD8GXJVhLttwFV6oo+4GLs99/RqfwuxlE8/2nVDJKs2r3OLQSV8NrfWt7FQml6DF9ZSm/pteS9IsZ/gwlyAg0ZmerD3Xe9/v0FwYyvktUSp8g17nS56MFa9RwX4R61SfN1diK9J6qEd0GnCcxkNd60wzZm6kujGyQ95y2U+7Gmb9/y2CEC9YngxEuWJ8MRrhgfTIY4YL12TDa1vfePD8LL5hPPwsv8PQzB6xPBiNcsD4ZjHDB+mQwwgXrk8EIFy3V58AS+peg2tqWyK/eTm++/fbN0/i35hDd31apgeZBegieIn4o0mNXyDYKr3BuFgM8hGdLCgNLcFeLx8ER9Fw6N9JKfVp0Y3Oc6Fi1XtfgjRmILFsNx0+kg0/F7lFkGQXnfYsG9A/97hGmmaJxcAXaWadGW6lPS2e0t6ajqyOTGAEYE/W9SeSEfgezExw/j5HOggwPIf2uHH8w8t0ysb25YkFShGgqluBKwanPGpBOgazUJE8SX113toX6zMiV6TFV08IOoxhJchCujNUnMXWyzTbUlsuBtAAEgzby4NCyW31mGE0gLFddLzQG3wOd0am8cfAH59VQ6/SZUd0SeWZ7L7gfXWMJaEmb1J7rSGcAhQP9gfqr2ynNMDoH7daYWeqTBulU9jh4hAc7rdMnrFSNMKdGm6gIR0V9TaY81WdDBt71SaDjvPF8/p5DihIGhZrkmUKHXL+IhjHPiu8kPuerpy3TJx4xVLlmpM9kANRF2s9xZWNLT9RDrRf6huiJpbr1+BipURLVcCj0DLflQRamC0p2t2sIA9g1XaJV+jSmDSlUhXjgvdiRQdrB+YCkRdWsLRH704WpO/kZP4dj7y0h/iJPrgpbfeBznFOQmqDEODhDGvx8td4qfZojZlMcnGz6u5QzdTgo9CSuAamj+30NqYBhT3wA/XD/GFlG0RVOLRpAnUJR1x+MoFM8Do4w4KWq1WiRPq15Qw4qGG1RmWm1qoWnqlhMh9PXxW8SgJ1Urm26Rb+AZSWyp57Dg9dkGlWnPRglAM/g31gMS9ApGAdHAB7lp8Mt0ieDwSgB1ieDES5YnwxGuGB9Mhjhom3q0hUmk9lCsj6ZzHDJ+mQywyXrk8kMl6xPJjNcsj6ZzHDZqD7PrNok/ljYnUPg+LHhBebBS1e6t8q/LLZ11NoI5abhrq3gI7xraBBdiRrUhhbsOgOOj95pOXhlcFe/Mjdo7R1u3P7A9JqSHN+4lP65u+V71dl9y+GpNfuKWmuEYz3tdqPE7oqNY0VNNcjhbSuSlrt64fG9XWQcFi3tGS5qqhHKocbD2LsGGnXa2fwewfEv3dPm9dm2frBbHbfrU8iDXtywPrOu7191TLSpAwE4mKFP2Bq8+ErL9Yldx6lEsThTtm8bT87ioODSa0nLdemTtIzG0F9nc3tkniKjkcEq+gQ+atOnSFOb+q2p1dZmqmH5USY3S25UudS4Bh6061Pc279gU7Z0s/TZpCYhhT5x+hLsXaPnTGrVjffI1tL2ZYxIvAefku7rJi7ErUU9zcufrjRJW45sWfPnvuXqo4xZMk5VZmaP0ICrQS5jt1l9CtXJ/GPRp7gyEoAQT4Zzq2pT3ov1KVsmt5O7hAkaCyz6VA8jwwcscVusT0QRcZ3qU7qO+Bh7KnVicqUT1q1PQXt9q+l0hHWDlh5RQYLxL2izWX0S/zb1KY4kApYpCxeTCWUmBBLC+pQX0PQrLaY3Sn0OD4rr01Rs6lMciVvLjill6tvsciCftL7NEqpjnej6dkX7UpiZqevYtVSNpdafrnqqmaHPvHV4NWb2SFYlOH+W6XLz+oQZ0vR1nJ3s+zR6gWpNYslBI7tKZukTZEiLXaReU40t0KfVRaRDuwvtCfX6VnmGdFb1DC3TZzl/bYSl9OnSaHaPLDsL5UxX0SdIjEPD+YUl1A9tCm0dXSH6bDh/XoKJkTwGlZ8Uv3qAIn06qG8BlaNgB5Le7Ce0r+lRASJpv3X5E9DtYluyqL51vv4ENHukJbpmXx31bXoEbcwoFZF3IZqWHVcjETW0/hQNEv3rNyhQn6opg3TpW48+bUWsn8yZIcLYbsbSqERoL89CfZpp3AWL9Fl8QQXm9UjYLRMXquoTv0TBuzU2CqkoAVs8vsL+rc7PqCJNbySiRSQvcvzpc6xnuZoVI3/irVSHpLuyUDDW/dsyrlOeVn3626yWtMlvb5cWTEb90jRzejS8rctIpKU6W12fKFsm+pSKRd4MVJedxzLef6IQAKgLY0v9DKwk+qSyRzeSFSl+pMHM48XjS2l5Dykn1fKKzJlWresfIcKcR6pKy2J7kUwp5iM5Cwq2l72iU5ZBLqWTMszpkVqzNNpZF/rExWrWjo4+/kyj+kS3t2nJGQ+ANaNuiS+2bBQnRMf965O8H4dlpE99Thkuguou5NDOLObrM+95KjJHn/SUw87m9wgORQMRoVF9MpnM+sj6ZDLDJeuTyQyXrE8mM1yyPl2ybX3vzfOz8IL59LPwAk8/WZ9MZrhkfTKZ4ZL1yWSGy1D12dNJ//pTW1t7jzi7f/3iW9aPxb8f6bplUdf+wtYyObZ2UZtoqlXs6cQPsLMddXrx2iNFLTRPbaumQaCdvdLdoXra2X3JuN4Vc+x27Cy+vTlGztlG0eg4B6rPSIFtRHixYukURqPcaIcxYwdVsm8B405hBUZH/HkMZOI9ou/x714DQUKjs7FI5CzD3x0zz27sANVcqCyb62Cg+ow7Q9xU+1A0ppFQ49SHYhJMufrene3RoKSn0oM6qnV2w5kD0a6+CUsfAx+sJV7UXTjYOjvW3dGpZROPv/sUarGLg5ElE3hg01bC1Kctran8qWpaOKMoRoKgmKpOyRUmDaFn2aa2WEdSFQGI1uc66MRoakZLMRm6tZHTpPCcsTM6a7umqKmGaLcbzXvORx+sUJ4EqU9Lf5KVUjJ/evGZObIgOaBrSNJIxBC3SZNJHO1c+4qdpJpFYUI9XlEjjXN/okwYwnzHo5j20l2EJI/JnNjFbtNc2dkIK5UqQerTtjmkeqgqQKKi/SobJFDX6KGhspcDZ4SD2vQZGcoThm3J7YTEKX3kLpN5nU1m3FOMoHbNGspr36tNYoj6xO5CVvCRqISWwOZQkl2Vw2m96Ytj0pGK9RnPkzGC9fgrfTyTvkovGtFr6W9+ZyslmVza7KoE0NHpeS1TtV8B6tPoEl1bploCq0QssCSRqmvIxgD4qJolx2ur98jjGetef7LB+95VfagczbmgtYyfMSeDjFktuRWzwsozZYD6NLdnwEpMrSVgz+nvMpfSDQmYitNXf1rq8rjHVR+lsV8Cy84kylSa2jyCkOd/AZbQuhMmx9njM9jsgrdKnoKCYNPbtorh6dMacqQ/gfWk2FfQa1GB5K1JOijmhsQR/XJlLRo78K2AesR5ybpfAvdvfcZ1OGLVHKgs8zvr7xnyfMCvOJ0UJuHpk8lkSrI+mcxwyfpkMsMl65PJDJd5+sw5x2AwWgvWJ4MRLlifDEa4YH0yGOGC9clghAvWJ4MRLv4nKah6Swss138AAAAASUVORK5CYII=)
Se date un'occhiata al nostro prezioso
tabellone analitico dell'ultima estrazione noterete subito una cosa: l'assenza impressionante dei ritardatari principali su tutte le undici ruote! Basti pensare che
il numero più in ritardo tra i sortiti è stato il 37 di Venezia, che mancava da 54 estrazioni. Il 37 di Venezia
era addirittura al 40° posto della classifica generale, sebbene al 3° di Venezia, dove è sortito insieme al 4, che occupava il 4° posto in laguna con 50 turni di ritardo.
E rimanendo in tema di "quattro", per la quarta estrazione di fila
il 90 non è uscito su nessuna ruota! Sono arrivati invece due ambi di somma 90, ossia il 38-52 su Firenze e il 12-78 su Torino.
Discorso centenari:
il 24 e il 7 non si sono visti su nessuna ruota (anche loro!); l'unico ad uscire e ad andare giustamente al Sud è stato
il 28, che però non ha scelto la dovuta Bari, bensì Palermo, dove mancava da 35 concorsi e si è incolonnato in un terno consecutivo, il 27-28-29.
Tornando al tabellone analitico, c'è stato un
trionfo delle terzine sincrone: si sono sfaldate le tre principali, con
il 38 di Firenze (36 estrazioni),
4 di Palermo (31 estr.) e
54 di Bari
(31 estr.), protagonista anche dell'ambo vertibile 45-54. La ruota di
Napoli ha tirato fuori un terno di gemelli, il 33-77-88, mentre solo
Venezia ha fatto uscire un ambo di numeretti, con i consecutivi
3-4, ambo importantissimo visto che su Venezia mancava da ben 2.238 estrazioni (18 aprile 2006).
Ecco infine la combinazione vincente del
Simbolotto legato alla ruota di
Palermo, la ruota del mese in corso:
25 (Natale) - 6 (Luna) - 22 (Balestra) - 12 (Soldato) - 21 (Lupo).
Che dire? Questa latitanza continua e perenne dei numeri delle zone
alte del tabellone comincia a diventare oggettivamente eccessiva...