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lunedì 2 novembre 2026

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EySVP88U9/RpL7f/1XXlTA29R5hQo4bFnij3pvf3lHx0BOlil+/OFHoigzMB7c/+nPf/rxxx+wUsMymMZ/GhjjXlzy+D7fBHtHiOErC6wKDO/UbfQ+Dv6bLMntAWf6Depoiuel0KGK4cQuENq2AK2psjnWtjaTDxD9rVAhY13AMKTLyXvIKGsqeiIBhCyVTRFOf6c2rSdF52FuUGauqAEA5R8tINpYR5+WClpCL7xypFx9ESZoFjZFvP2CnEHKYzT1NkqBTRLYLgLwQJriyzfI1a7HylDEHIcFlvxSeJgthcCQE93xLxhwi4/NsAA9lJ7IV8V8Yx5b9vk5qs/85hI92o6BtuDgItxb0mVoI3TRefL1G8TAo7i9JIDg+Vk+eJmR5QX9jh5A34EpGSgUmTGUmUZZ0xaUMsEAGUzmKvAiDzU6FEVUyXvA30KhCc6MvzQHdNCJ+QBHCCZ2GceojkiUQpA8FKjCsWLACzroC4TEfJfqZJAE1owj2J47ZDSCIIkMcNAgQk/nCH4laUX0gjKpDkgGUoQgkKsylyREIgYgLXzgjvnYjtBaHCsA8BJHdzhSnUS+MoODRsAL4QhHEqs2qI/p+AInpcxe2N0EHJ9javTdN9/CHXloNduFrdpOIFwP5vnof/+//jtt/ac//gFqsGYR4Sfe75f+wAoj+K8Jxi/cWU0iDLG4yJ0W6yIgU5HeRTjyDWjEGsKvj+AJWvYozIFeDBxg0uGYH+nXeHn8nxLhdjh703ZsHxhTAaAP0+xEwkd/oXJCVEd2eFEEmo5FDLaQ8euf+HGuh6yfulaGp8p/vzKtqr6JPyhqgFRjWgIw7s62NsyH9bnkNt2eTbq5ZSKIW2BrRji8gW9kYyT8my998mM33xkxeQ7kfMueAZ6L0CoFB2njPiSjtqGIcv09bRyczLLTkcTLPS5sybIE708jK1325F2yiu2SIU5NvyIScIQULg5yPIezmdKhA5CpOsbFoKhQegIDNh2S4Z9BDsMgKviIRv+kClNyZENmjpzVyckwH+Yqjph0RfsS32BmRnzncgIK4bwQQR4XCN3KzFwTV3cHEY+3guZ3bkjgg4mhGUgwCWwUnRxliJHRHXbAYI0J6Jl5zkBkUGzgKALxGgpqNB+1MQiTA7cviMUAPRYSaI74Oozg4Ft7efGRMjO2Ya7ELxjRS+EfpbEWfd5JlZajt/6eaXf4YV9Vt501BSIpJpcq3w8llR9X0FIYespjVeumSw/XVgM+CM3RimitAQYRNF2ydgiL4pVEH8lZbOOPOmkgkTSJ3qB8KWxnIi+mhKhanqI/J0UYddqQV0hl0wki0YbzNZnSU8Gm6D4uMQtu/CeexL66JurR3HRwnAo3oB91xNJjMm1tF2PE/9d//VdWh4kAjEm4HBl8CbK4ITcA3Hh7jxiN4IiouL4k8CV8ns7lVtT0pkDGJJGCIEPQm/m4LhwZ7jjqllg2K38IjLvTi8GUaLqS/s9SAnUzdiIP3ZBHbVSh37346Mv4DHj+yCW/ocvK2S33vbgF+HwBjVhngPJLwI6aVEd3Op2tolS2thN4Y2MamPhm0DApA4pUU6emLKXz7iAebSswnZdZEoK1ybAMvMCnKLRtWKOkLCRodOLLA1mTAwFM7EnmPl8pRgtItS7RmKUHRm6qMOJCggkpYtrZIyrSgolgtArvWfrDH/+I3fhaYZrV7zLRrzEvaOxKcM7G2r/j/Tve8cv3//E9LMaEF2EMXtAyuXsTVtoiK5rYl66DmVDXxv4/n2LJ9seKYNfVuknJLNcTPGp5iYmoPtQb5bZn9AKPJdg8BDA0BdMHAnw2HtQZ8WfU9kQp9tAkq1nqJwvaV2fjaIa8B8m2OUwDsrI/RPjiFRTwQOaIHNPH7WIAX3386OB3/RLfYy53hguAgddlebt9hzHvnJ/g0I6MMLoPGCzP0b+YYXPH64yfRTrunxkc84bZGgfkBhCAQFoXyyMA3Rzi7U16IDchmbWBBn0rZjm/vOjLDHDgcxtAs1EEPv099Xx4Dhp5jFCOVQ1GQIBDk2O08lkZrMu92qVn2BkJZOjE4zEIEnEQEbIkaJLIQC2UZNRuBJyKJAqa6YAGtyz3GzfAsa/7GP4jE/ToZ19GntBx6Kcul9xmYE+MCXcuEQ+xsRV5XFQhpolavapRF1PQtVnSV1VFdk6I24LPjRx9n7CgKRw8bQXWC3jDIS9vYScP5KGAGvU5FDTkOOEiHvg+UONq3k/iCsLrN8yaIhFCiagKztNYXmpTA5ASXLB+bAbOQ38G4fdP8iOm57NQ/7rtPUvFr80+p3c+B+cB32G72NqtI9jUiV6ahzKGClRmoHrzgu/FujWFFrrmmyvc4vEA+YI31bFAyGNsF8q56aeH0nL4K6MXz4VZT/ru27y87wWvzug7qClMV5eTA4cO1TakYCaQgFJES1dEUVnq873+PoXHPaCHc8MWRLocRJjWsrTPEmXHTkdHxipiNl3cb+108i1BeNJLHAzGkfmkYyACM6TxUJvbdB5R4p3EHcSg9/LDgBCES0R2MRlz+3UB1TUA0OnyAexcJR9VTXelb9gtcWO+Ffj3+3/8+svbBHwVhiCdAcr4PjGUVQ6CH2aka8IaHemrKM8KhhOjGXeoMk3HbIIo4DKhz2E++25dJyu5AbC7EaRiTFrTYBAFYOealfTqNooNhb/+9a88mU3U5pexU9cnLUxUgozScHUyHP1tG2lz+g9IO+XJAIiW7Lw6AUdfMhG4EcW4xGmoFNkqqPoHkVhOftQBEfvw9SNXonQPZ7QzpIOXG3tw8gmTrODJL0kyWiIpkWjjXBhHecXFJ0SU8NdDKMtHxCKkqNlR7RHIwK8tZu3J5J851xpbTaI2tmBF7rsMzNz24x50czyNkM1gySU+trkuowuXDEKUlhT9BQrAodm4Tgb/hEIhoA0t9KnRKjEPRho9E8PYnTQZ7530VaF2DScQTIJ5mk+zJzRk3sBQxMdbb/m5NwDDkAGCszOBMJ7REflqqntULqgJ3Xd378jQg+mH/JgOQx076nADvs3D8ISQOAeTXAZOVrtxBiIb8UEJcY000ljJIJ9BNK4zJtjIQBV7jUVZh9ahNDOmIPyRUWV2zPMLO+77dYudMx47uw/pKGU3EZNKbuX5oIsW4QvQl74bGzT6+/szXo79jh276OtIfH/G5siff/rZIMCPn/i6VW8g+CAql3xAQyqO6MUaDTsOf3v9ht1Tbml0q6GyGe3Pfe6PLLQDM34Dyw17Blj78P3/LK9gcejJlMUd1hpoCO9/3Lmryu7NxOLq+384jTARzylrIEg0Yhf6YJDRN2dnCh5NZYF5mtj7m4BzhZZGU9vLybyakskHTPU0WmjooLciUJjGBjn0NmD02Ul88NhOxexxAz7IHJceQ1plhZdjIHG/Q6Ir5mHJwyvo9FYdlUctuwQRNT/RyryPvPHBcuyGWVyzx7NwE+DcV0LBIJNv5hAomhgE7QH6D/ez7gehq+BgdEN6DCGDI7VveSibRwQEFNgz9cbTJJxfgOKuw66n32aiYAV52nMSgjzzlJub53hv6MOBFTzW8FjP8hExMwxqOWryecHowKKYK3x2YExn9/Ene531hwhVQNZ/0gtY4mPCzY8Low1dTv1tdD2B8EI3QQZNE+PFPGxHdrxHL4DkEJg4CDLkU0nnQxpE08vUIJMoaGL5gFTSKTdvCva1ZnDBvIbDPOMCBwgfLAp30IwqBOSEAqYwYILPDISujeezzIANJM1vBAWVuZ+88oiVmwrX732Zs+/6IxAhOdJCFlXVLJgJIFHSzeEmBAMBOA3NzkHuTfJWAJ6v4jBEDOXBjPyHjIaDpuTMeuDfMi+fTisKNZ6TqNJP8bfLkfk/MumHdSNGZXhUcmT6uiRhVoC0JK2In7t1DDvnDtqgj1/TuhmDfGTz+qO3Zdw5kqe7sZjH029GCP9vnB/7Zb7cWeK3rPn97aef/su/SOeN8VDPsNngZKzEo0aCWotAUoBctkyPjk50djsUpzOm2X77hMQs1tsSyGbBz5Xg7FLgHtPuzp4Wp3Ou7LEm5hYXFvyYQNOf28PodfYTktNFavEo/1ee8f10yc2E7yd/760/nZz1+3YGZGDaY6fuvSgTEao5qDkopjP6vlHf98GHd+zw7fubsTgakR0XnG3k/Rg4/Xff/cCReRKljL5+OxlmbqXhFmx0S5hSqiSk3M1TRaGxRYrojB/P+P0dgyt9g75Hg1AHnDDV7FYljsDj5dXHj7wvjF0BPjMhQR8EEjO2f+OrmWdnNDHvPeQBHJOPhAC385KHiPGOmZO+ZotyItU9Rxd8xA0H6nHpClnzCq/8kg+/jpIKKm/VN6XtgiaygJm4IjsBcS0g+TNghoCRl2iKn4xgGJrWQVG7RDjkLNkSG8fIs3PMJCO8U1455DrtIyMHf6kFqIB+UinCKlWuPKB98qchgZa8Uoqf5mg+FcdhhRSnBWseHBI+ttGJkIqDA7BtjB+yoKsRr/FVfqwK5PxelRvkqEUCDbcE3ugMnAEAPyR6QBM47IBQ3VE8v2hbN8b9HLtcJY4WnOn080MtNslmpdsOwvPDrgJCETrwsnYSNCHIjIHthZ09Yw/Kec7IF2teXb365G43Bml/R8ufumNzDiTYLKRP8HXkl5CiC/D9vszzzvw6z43yGz4ufcr/px//CM5vv/72EVlJCmyz///Z+9MtuXIsPRMm6ZzJmCqrSmp19/3f0Ne/paVeSyqVWpmRMXByuvN7nvcFYDAzd6czIpip6hbcHIazsbEnbGzg4AzmwOOLIZdbxuxgLce87qn7qlJShAToSQnPCNgqo1bLkyCDVCwhOOv2gDiWZRUBj7dbsHB3Be8C4DETMJAfvvvBS4e87+uhe6Ii5OQHHA5/+vEnpCUmQpDcx5W4/z7rfvBdvXKjLXUX6o7FOF96/vYZS/i3j/OIkTdYcxahw9LKByRtzjWAy7c//8Kmi+GYNwV9y281ZKXEUIIfEjzkVy/Qke0QNmh4tMEzq/QtX183yYgU8yN3rg1mYMxQUh+z1xh5GS9t0RzZbZ1x17E3G9ubI+VeQ403hzJM/YxEITQCKdnUHgxwNKrLMW2KnFxaobrBWlzxwsNwSttKXpQSK6QxsPDmu9J7ece5TxnHZdg50XjC7MCnwHiCL77N/iDhiwKrZsdnLF7fxuHdic7cTSuRuUOE17TPhEsSTHAhwgW3yUIQ92JhyOOrlNGZMQ8jqDFHMkaMHgQNB6IbAPQMv7bBoGYBTWc40Ai8vB4cgTOlMtCgg/+ykeWv1OZxOIDc5ErO0AxZlhf6OtMDY4RTYkS1lidoGTEJEday4udmh2fP3z9/wYOoRC2qxiDgPdkvX37HrUqvXfRzrqDLuXPhAAZAWXW2qMtTfu5vc8ut9/ByAsDY+Qg+bdmlYBkPUMmTGJI0ff5U7fCo0iGn2mianxJDAJ6xxBqEO4zMbT6/XPycdT9vmM0tOj5U7FO0Bi79iVDJ23ufXr94CRPGz1946+iny4s8saO48RiMQFQkHoY8d+R/cqslveZJUcyIrUhLYJSSYB4eoJ/1BNZVhLqHXEh+5rNCiPmMh4m9tVAFiPqYKycb9B1qu/rzV5wjZgcT/U0CcPjyALEL2uAFzDHt0Y6zwe2idlQKOZh0aOLnqy364Y1j0S9Dnk2syv8H5elEu0MzZAEkR9ewRrlor2+1lnNA3i3DWpg9JOZHLqlx+zdX8BmB3eFjKuJOPvqGuZYzAXadfvz5RyYuZkXu4cOznAZNPhpIRxIP6kbyTOKQHndRzdqSDqaTIyIOlNHhwteX2zxn684RztIC2XA4EGiLZyMPXgVkOV8XdHEX6LG6M8ENHFgxPGjIIWUUYcXMeTLDgIgDhFP8R89Y0PBw4LiBDzhNlDGp8lMEAlmGAXwhAg70GcHkEKdAAgd8REjBZTlXxIDBFxyqkJwTfdpip9WkrdqQUwIMQYJjVQbuNgT3VsZQCD8CcXqT8wHIoTKWIZLy7xsAHvKmI/bzxm1a0Iea51DZRFE8b0nkx4yyY8A+itulBB+2xrywQYCwf3SSBwxdKmgdY/zxWSK5ZGHiXz58eYYjf8cIvecwj/pzwCtPrYRZOOhngBYdDYla9r7pIL6NJOF1AcK+nyw9QxULWMcQ8au7ei3JU+K0msRomhNE8E6YLIYtrEMwy/xuiDOIMsio+BTuSKVG5y6c81ZATDiEEzVehWm1ND7smj6vesBXWXbz5AtL/59/+pl7foCAi9fBoiOLq708HE9MoCEuzYigyhPWbNKn/JhZnAJnxrhvuVW2ilAhIcshaKQWIAhvzo17fw7a0xcRmQW818TABAcFWK/jvzyEj4RQcxkxbjTyHjaGAgFhjSDcAAh0OFGXV0zKIbZABoYNN7Jzjy+jm+HvAHH3l1EDBbsVCLlmm2GhZeAkqSTOIAYy9HcDPYvOaz2NTklQkBZI2MqfF3Dd71u36Ad8HbxguhHJLUa8wMBfE/f5KWpr/3IHDZwFIWIQCqHK8gvhMRHywINR7A7OyxdU0XeUCREQ5LRKTF6LRvr1DW/+5VF+qIHG4ou1GNpAwFsKvdRj+IUF5x4MSJ7IHhM2t0QiR0cBKqnVH58kXHtht3hIVLuFUXxlIDhcPV6oW0OKwj1rY/uLVVjK7hN5eRctOV+ijgzXzCg0SEHNUNJUspTDxnyOujFrBEF4FTBEzNRWcphpQjwOyVERMUe5OJsWYEphh9xWHiTytfPa4TeW65D1XnI7PDf36j+ZeHA25jIOmfkYyXgRRxjXU2GSr7JgB1r/py1fJVg6SAucQccalFdr4LqVgVr8nOkJDRlNDKLetU+ZKiIDY/uHH36AEWhVGaXqwFAAwqExg2rquZ7pY0YGKHCE5aZ5Bk2l4uyFEdFpnebUggwLeNGEnFFTwQAiDCpzCJzmrBn4qQuebiR6cghrmoMDIw6LWSKtMirlBkKaQwQcILCmQMPqQkEbpu9jT1Yp7InIrjLTEDjEodyGlNlqoRWJdQUBGRzKcEGY2g1kUvnCFNfJSuMRKxlMTRVNigC+ISWrGij75oAHLpyIMjTEwDUj+AipJPGELvqREhwEYNUPFc5GXj7zw/kD2xyEWVjQBDehNWUXF7RxwmWWsM92/9/HL+xWqnHG4d5gYfy+AlvOh8F5K6kjlP2Acj/oqJrzk8ENxNlnx7+Vw2+rIE55zkowiztyiQZ3jSBkJrsNL3NLx4T9eTgMz+SSFQ+u/YORiq5xh5h1Jxv/FOy2XPZifY9STAy4BZdw3FqyI7m6zE3wfLtyeuR1OQqctDIW6VL4Mm26qCyyXVYDEGtZqD9yDcHTqpxk6ppsXWfW4Wwb76AVLsIgbCRReIYxI4SlA2p4A4i6Mr6JI4wHWMGQFwUTk5xTYUkD3gTCKX5OgxwzDxzk+fGxF5iDCZ9TWqZhRjwGQUoKOibDJRBikzv83LKG5vwysacN3szgujwD1TGDK2PEZ7zQCuWwElLIhStcbJvh+yBo+uBjT2gbLaCQ3ydivFnFDgT3TbLSQmzCan5Fy5+bihZMt+xfsGJJrOQZRTZdHjGsuDLJ606RmNHOykwR/SciGJ1hlPFoTLbfMQxQoxiPWDGvcxqu8PiI093sGfvKflqAlgO4ITuv3SF7WdeAMEZKqiOAEKcobOapw4raBWtq1yUUhXUACspMwJBap0tbGvIZZe2fRGMwJJGT8GgbMZMF3lpz919Cn8q06oFqqIkjwHWDTQ1hnsvY1bZsJEmxCAIPKRWHw0ldyFj6Q4KDQS2YMPM7edvDPTVojJ4GU/kiGmbLz2gAYThw07oOwUB2q4tdXhIBFwfxIjs/ksEvvv3pH/6R8c5+Pz+ozq9WU8ZL8Stdmu1195DcG3aDxtUf4wu/wn/Y4uLN0/yyMw+9PPz4nnmIjSwGNyePnorT2p1jgH4MTW5LA/ePH4v5yLnq9atPnIoz6hih/FfNzm2MYKU0EVB4D59XvXBj6KA4gzQDll+acEfvua/Tf/72whjAahUUFg6YzKe64aiB/HkRPJ4f1mH+ZpgzLECgEu0kmCUgUZQPHY9Z0ZWPgYTHeAgO6JgtQy3Oza8+Jv6QXU2eKPUmBgrYJCsfqNkpojmL5+CKlXVikg8/yC72RwVp5do94RgynEG9eeZPaKkDye4y8nDQ6MRhhrInRtRqB+1zzU5qRznjHb2wPAbB0NevfOLwzbPn3MfFjbpvrvxND3oAbjQn7NCK+3xYECAGUjUCYzEezVMFNni4LEBsU554vmLFG0fu8U2pOKmJKjfhBIYR7AlYpKMo0SuOAfuhvMLY8cjHYA1UL+pAobzxsnIk5iVKpSLoXAwDRZLu6YGfQVp0w5YkmofGICLkiC0NJ/4QbRNqCjtAoZwGkiQJV/tDCmQDJKis4x1/Lx/ah+R2+Jmiy0pQHG1bggiGwTFwXRPfzMUElpwoUpV9YReJDn1UyDJDxJkoA2doOETccHOhXFngQ6GH9CACMCECpEwCn8NiQgzK5By2lpyyXabdHFOMCtyIwFQExghuT5mlNgsJw0seb4VI1hu8+kKHdxJPohYcijBl6uScOVGzl+WBGWXIyUCDb+WEMsFKHSMPQOSBLAW4kKqC7aMdNJcKoNEQUmlb7SwjAw3Bpww+cpY+cNiVFExB8L3+uWEYmsDRFMlXW4A0QRKtzi7Aq9fQwmRGjKwKsA9TANd+uYSgddwM9MftCWhsEGBvufv+U+IumwLeyUMwwwBoBU3VG7cb0fncdukbzBXANxB6NyaRg+nDfWLPoomMaGSf+XEMD2e2I51JV0qfdnAcDbCFQNMN/TC8JbQjbWXgfOidHYHLrsfHW4Pbinv7El2Qk8PbKPxhcPjRZ5nsM+CwG3Zk/GhwvZBZ2/7zVl62fjy35lccmGTwhm9efMOoZUCxaGRLCC9M64wBnDW/bAUFmjQq0RF2S3pSRyGo4knMD1Qw3VjbjgVHWPpc/NncqIponFDCn1ND3suDnKyxIZRdfd/oJ4cmSnFArpXBhDLOp5C6LxfX3PbGZWHsvOUr3hUNZu7y54lyHdrH1K5BZlg4VNwm8wSaGgYGzs24YoILWzOGY+7H85GHUcsQjUhwpxVjDP9eOxNaPisrRhlViJRlgDujmA5RozLWYptZ4hDhWiR30UVWJUdsMKlCFoTvBUoKNIGIBv7k8w81ButZDI86aPoNL+dicH7klWRvWbFxwkY/wtH1h7+jZmK7D1LuGn68dJXG7qOX4xjyGej0LHbNSbnGM+15ADdkxdkrdshe1qE0HkIMyvZwe5l8fQCC51Td5ydDeye0MSu4uQZ2iXVI+gifkLGIdSfDMqkg4QagouxaI+w41JtzUAh50364l6ldOCflstlrAzFslcIJfhk1b6ut7Vj003O21QRSkZYnAboTZ770v2t1Tl7d6WGZiAs5PJxifbKHf/ehuRTO9I1feEs3H1yQ5hCkbEDn0jdVRG0GdE4qXNHDGRb8ejS3hifQJKw7EvnQ0Hts9THDPacBdBEDLmOaVepD5hKer2eeYCOPDuhIFJPfl/VdIizf/QEpEHh59YMnzoU0RiRVQjga5Dgj8aV95Lm6d8Qx6kFI/SPPpeN3zrn+OOVzrh+OGR0cT0fce8NYdDOYDDfDRQS1wP33uo834mu2lOtbXQ2xAlIeJPKEgPcII5fj3XjiPyo/ZCcQ4gxsGWWVA334Sh7NiWfRiEP6g3jIZAyQQG2QYmxnoaCuRr6sfsR3uUBzwBACkQfvuFM/YzonH5pKc2NDFGeL0h9foff/+oC5352L9K/0EClciBNsqdAOSeiGa+/7SbyVLWApztTyDpk1h++7aw94B8qHFodS8RCyIAqqPQ8LXVVFnjnmDa5nu1hvHs7qqdu4sIOSGGOGCZChusRYBb0+BIQkoE1y4zuY9MpJKqBNT6o4PK8dkEXnuOWOn7LOGV86p30viIPWGKIR4qUcmhjNkEVP/c4BgkcBwuWY46gyWjjP8BGTtiAwBloOMVsy3nFD3Cq7zkZlEOr/jGvpxGJgOl0lUQaB0U1V6QAG0znLATrYAXEMMB6Y+vNqGhCQDWRCATnxDUjxmbIpEPSggMtTC5fZoVICE3xEAqe1YBoViXaqNuRcgsnI02Ivo+IXwKWSpPwEnakdfJ3HY7oKQxma4NJqKhQDRuvKjJAsuMmhVr3IwQYCNXKaq0K6BgjmIgchIUnLUybUsP/43etvOCTUYDj6C5MSYajlbhwOiTkEAVk84bfS/5GexKHYJvTeZleFvPjB7VFCCff+O2fEqvZ1Op0AyKU0ZwoX//ZO5lykk5sfZ418Yya77iTtIPA+m34DfsQ45q3n/RtOjEZmUk7BnX8YAdiX12gyGvRT9CKg06/8nBMjgYdD2fjFI7k8/cP3P3C9G2dh8uaBV3b78CRch+UsDs2Va4hxPyx9yAUBT+O49Qxv8zH8WIsezGinm0mO9rDTwAaIDM5AjLCZZly+MrbdvXJTmumq/o0L6vIImudUdFCGWQaA8nPgDiVqSlMKCQEMTqbJBiDWu1CjtgkcWCAJ7/tj9fHwqSf9qIB2nPdQtabh2Mf9e4GZgIEgPII5kFi45+cqWBbBHUGAu+J//Zp3ZbCAQAY8mcvnDH/HXHb7HJpsCUQjckRCbkVvCEMXVPN2R4coYjN4neWRIS/uQ3gSyIZc32hlyGBQMcg4AUd+LewlArbtXzJFYxxeZfjyx5e+y+yNP9eldtzhxzKfh/be+QIW0Dh8xjUefqErUvLKDzXMD3hxOR+OKA7lPzqFZJTBLeaYxqfqK5y8yVglTTInfrqMxwJHotjWGUQEq0oqUmNjja3V5tTFQXwt2IZ2/3RMM+km/Lh2LpfQGfXDrcOrQgVHepOtFJqG0DYtJcF7uWilv6GgS2oEYQLzYjY/p3Bc69GgsFcELKnWhQX3nv3H//gfeYcVN/UxWFyN655urdH/tMBhiA+MIIYhCFiSsYCy4ODePqA17+3BzBi4DEEAjR+CcVZM0vj8JxUytbB3KGf8guOUAzsOeXW27pphpZPnPJlpBmQGrG8NYibJObYy8KMA6V9y2sKCKm4T4so7CUMC5F03SAUddGQpADqkGCncbsq7cLk1l70G6DvAWYV4Rs2JhA+c8emQp6FyZPr85BuD3fIgtbtgChfuj8EyDGl4EVU7gwIXLWapN3JYUiy5cXCXCOGCTtChXCsRtilw2y74RAPgnr1kykcFLABlCJKQsJKXF/gkMP/6l79yxY9giFSgAaQjQPVexhiwv6zJXgZxnsBrvM0ZFH4QGlwuMKhCql4IEBbDi5SynrtsIOiPSnF9zFMza8BBOYOWwwMkFeKTDuxTTKsjcBCwRUaWCqVVGtrb+ipqe3HIS8juYXvyZ2TNQ2IgLkkkVYZTtsm9skF6Ao6+z+UpJPmRWoXvoPO2R6TvPPjSttgG1vQ+PkDChUq+IXjoyFwfb2FA4ma4hyel+Q0YLUmDnDYzPHA6muivLse9hxuvvnJbnxGgjwFHQpL+PNe85bIaAi9a8cnBB7gQoAZPm2fpGQXGEGZmxcOLTx45jEzg0wr8hj6lSkIqcCrJkCojKBR0A+Oef4Yd0eKAQ/gonkwbMDxBRNp6WL2GJoRapMcy0FxzFWVGJ8bPWPRmHoREIjgBHLKlL4CvBDWumXx6prJMY40q1EINAVCEoOHqikcKCHHZYh+dkVDWUFJqqv3RJ3dZiyEbwZ8wS/dCJ5PDE1/579kFpqOzuOEQnqPLoKBhmXYZLp4myB3JWcMMUTPjKhIDC9u5ArSNtCordXNcpXiUQWQeg22jefjHfP8bX/THHitCYpJOrwZ0BnOOsTkuxbWat2/e+qatC2/z+q//5b84zK95bc5TZkTv/cic0Wf7mBoZG/UDTgNY4PJsHQ73wLftZfBeXfIYSbqC82C6yBWq90/yzB0nfPQw/oXreqMBfmAc4WxcD7h6+PbD259++evl1Qf8UgogOmCQd0ycdDmsYYoMOBYoOCUJ+BoMRWhQYLJn9eCAjPIASWnF43T+JBmX9b/lvfifPv2CNL6YFuf0njw3PzGBgrsdxBMwfKIHzuy2s5MAsmUpimf7XFuAtmJVwb1NDukLXs2BjtjT82RlUC2FuHwPP8YWlQz3jENGJyGGi+wo9Ojj5QsOtYJG1RYu9OHnRiIxlXhKvXORp0sONJG4GoFYvkEUgS+evsyL5Lny8e2Hb3ga+8NbfkTBlyvzxOUvvz5mY5XhjVRIw48hPHn7K9p6lcS7FImQXrKEJml89eCm/LMINzWqNeCPkrAaKeUc4znUoKeTp1u2OhPKdZxnAhLBBs39GiIHHuwZgyb9EJFgE9/YPNMT1CFqP0KmOkc2qDpexqeuHUYiAZWYGf9rlS6yexkKRkKFFlaOOKk4wHdIoKHr0l/MSjJwQmXKVjIHOqk8ysDsEKA5ZYfTNQ72kde3c+c+axoGAt1NGxyzLBhNnfw4xB0ZcXiYez/ZJ8NHWE+TQxaEjkSGJHMDd7bRB4QYoJy+kzMiWNiyrV97OFIyaoD7wXYcAuNJm3HvkfeQcKaKAEgFdxjBgtCE7MScD396x2A0CDy6YLuaxS800Qr5XdVmAALhxRHMbdwDxwVNfiyGu5q4hQ1XYjA60/D+wZfsYJm48ZTxcnVxxX1H9DQWZxJmvLHkg64SRA4yJ2ntZ297GnBxwW1zDiEGi+HqmvMkxiuvCbIDiol4ORXBdCCQ0JgTFW5Q/j/+w/9BaGXXhSsvefqWu/xdsuBGPN/mov/6wfOX/DDnEy7bMe59YPHjFY8aYzFfrPHIcI0m6vXkERDu3oGyz8Zxkfbt+//+3/4br1jNhD1OJ5ABYXklD4owyhGGPoXIj3/9kZ7iGQI2/+lZggAu8erF6z5hDFPdK3c3dXyovyk+3OLfNc9IJHMkNvFDKCmYaw4H7Km0GBDXSf/4GzL6BJE00TQLUaxll2EZ4LIA4SY6AZetREbppq84zlHFBkFUPrnh4ZgLy2ranMlPU3hVzUGz1M4wjzje5wAKeD17erguw9AJa0YGJQlPPRn2DAbNyIhPKIixulwuApVZg4sFPjlw5HSgCRsX1hhcmjoBqgOuctIFBXIIgvgZgxCgikMKPdmgtkICIWIgyHt+nBOxubWV4fzUNWv2vFxrogRlUsz66cPV+6tsiqMZAUSE9Ln9HhYVxjCvI0CbcZo9KA8MZDCtMMWUQUqMFINbLgu4uqA5Py6aUw7qITiWDSGjqxEqIZXFNASdjIDmBNTDGBnTuSLSV1zJ6QUJaLSGpgEAZ5YSiZHLXYhafuAAjeD0lk4Nfs7ZoIz1RMuaipw4QAAm9mFeEgrx8i8shv05JKpUi0jHLZPvJZfx0W7VIVzFualRW6ZWB6htlM7wr8yk+FTkzKGxbyYD2iEd4AfYSckl20yT/jz+zLe//HrPVMwZCj/XCFOHsiY31iT1qxzvLA9ewbmtXJJ6Ane2exnF5Qjem8nLX5mhw7wbzfnIBJw9oZ/+ynOu+TVK9pbY+PZ3a3h2m3mOZ/kdIjp9Ev1HK/aQ2HXjjgD8iNGF7J5OesMAkcuutZvDXidmZmwPO2ZcGTNGUV8XiT1wUJbdb3759X1uKMKVmYkRtK5MAaXwKy4u4PH4nPTxGnjA3b0Dbzej3MUHnsZ1fDfCJT5CE2UEhDu6P+Sp8m+++eGHf2D25V6aHwkloMUUUKAAELO4vuFR/Rfeo2uMqFZVIblSJVVZGrKdQEMS22kI3NuBkIcqRgs5QnJ9zDt6XRXZkbUqBRKDCqtxToJKfPo4HQg0JFGAm+PTdijO6wUdt/DC2Lz5DyERgGHGWglkBOehBU7Qf/n5l//8n/9vfoeBaAF9egNd7SEk/MR6i0UgTaUBMcY0vNY9x9CJaH9wVrLmdeZJfniszp1Pes/Q5hWPujwWA9sIfGNCKbATDqnfkQJPGyjwwaJoCrpuFFxywG0LUFiZTXJpLfOyoOmkZ0vkUzSphEFEFIOjIFaBYuG+1gRelZDD1oNE6Ez6ORio4LROurOcplHEUmgw7jPr6DmA+NKFGHA+g86PbbGxz7YN4x+fYXYn0R08k4ITgolD4GlAyIkWjBRasRxk5c3jdIwIZMaTacvakRwSzvdZNtGK8NI0v127QAEHiyCuEigUh6r4n/1AASdHb6oYgIwahgI/IoIGbZKF6TPeP8spPWwRDzpQoBWjnicQaMJZAbRgBwVtj038zyn3R059PzIuCF8oRUMo0Ba+XLpmk77Gwy9YCTBOsAbrexbKyKJh4w+02gugsTqPGPxgr3tqRCcQsBun0dgc4o7onLt+vPjILnvCjTujaIHlqwhku8oCiFThDA0n2lRd/uXRXxCVXoA4j+yzdqkBUQ4cBEYuRjPKoho4iSJePqV5zE6QcPuWx7FoAimAXN1lJcApE2piWwK7l0p4B/kLb2xAT8dBrDf8zWFhB+mOujIuPI0CJMmqLRUTwD4KtvpRHLUhN81bD99woTXJIZRy2bGBIUvG7MA+wAdKaWX0Qd4hGo1wHmchwjUdRMHO4p0k3N1ExJF2koxuXHMsCZGF8hCOr9Cfzf1emCf2Gq0WanVXtdtTcfb64p/Di3M3tZ0OFBgNnI4yGHEVwyAgz22zdIiGTDHYhtu0qcKFGBXQN2WAMMM+YHqBaGwMBUYYR6m3vzArW/2cWjOsCEm4meQwX7kYk8dVJnoC+sDjvRZWFQTr/FS1OXkRGDP8yDxv9WEsGgURQ7YyTsjnZAO+Bo3A3F5EIcWdAtiN9l/apkLk3GhME8qJKcps4nhLiEECgGB4ljltw6tYhUCaQsvYmbBHroYOJtZdka1mSTOUbXOIw5OGYtaYWRWgUfnGgc0Y0eEAapCjCNcYOSAooBwICFGCco/lYQRcUvkhP1jQelIe12SQJHKS8xwXjwRqgzU+tBxaIxse4sLNPlBg0MdTjXQF9G2laMCr22fyhUVhlW9t03giC3Hnf/ripA0Dl5MFdvpD9DbKSmtHkrRNwoYHBfGtkwlIgko/63BUHFCkYyrDwltmcK32O/y2MkSoYtGOXcm0rWeMDlP8AGdlYgaD3mZbmbu7AFPBtMNky3V7evyKG9hEZmCOJ+v7gA63wzCJckknE4O/TMG20eX1h74zzj0qOcHffyIEEz+jn9/d4Rdnn17wlOojfsqLJ8K4R/jCm77c1KKAN6gj78t95+9DMDviIkyWumaW6aiv1/pIoHelQ5wmnBXYqXF3VvM6ForHUwklbFQw8ePZDqfcAKMueULOtcsLfpSUd1h/DybTLW1J2KdJ4TNaKOiscOoY4FiGJixJ3kHSnCom147MMU87ZsaduLh1J9TvfT8JL8TI83zZbMCkpEpAc3XkF9OqV5YK8EJI6DOd06mI5EVoEFhgMDVxGsPPH3685FcIuG0DOkqNzK4V2LxjjD/hHm7e1YctcEoMkp8gytRKHOEhG855CATsm/KmDn6b44Kf9pRNxspyPfhThkD9jqLGSX4ob5UC70jBDCmnABNfOKebXXYkdnYCyW4FdfAiZoxRGb6qCf1KY6nH8ztkQCRQ6vJ8jHxePcFV2NXARbEh7uU5ahiS0WgE1hA2WB+lshGUEv632B+qrNQX+VS/Yh8jSGO19cCjHSUHwBaS3R7EYm3R4gAXwbkMQ4akQYhwzeYQQLac8Ap+I+sBP1T58p///T+/+uUlNsa1vGOFcz5sbVxmXuwOt6fdGs6fb3z2pz/94zffeo8f3usuYH+4lGdCmD91Wl9rzRxiP0qKEcSw4Gc9iCvcRu/Iw405PUA4FtGciKJPEiIOB6CAHCDjs74bUsISYWHAa99AZhuatoyJ9x98ZwW88G3koQp3oiHjjmYcQqeMqCVYQRd7gsDDg2wOUsWamO1s8BEJUuDDCL7opy8aTJhWUT8j3UsfH/gxbuxJAeToqIxITyCo+uBTBsetPToOmcA0mDlcoSQqiajEC9Ay9rEL3QkdRinCgPn0yRVjli5I1PJCJVXcaEusph0XJ7meYC3NtTNkeazWxRNElJJH7sIa7VCT0xg2dBCY1J7xxiXEy64/TWjHmZFLL1+I7u/3cQ8ny36edaISeQgxxBlDjiHXzRGUyYykz+JmOGI8kkyni+Pphv6ngkITmHNETaxZ1e+idw7B/rEgNRqwXxalMcgojKOXQ5VevEvNPU8T+WA3BgpH1IVmugUbAjLA4DyoxsUonc+NFFechiLcyXiEaFCjZeQ50C/DcnHoJ2mcsi5+JGkVebBKhnJxo/JsNIQe1CJt1VRWkUaNxfM0CN6Js7ca+APEssG5Jgk+ib2Qeuht7AjhDSSO1RjdGbHCKKMdklUceDoNyO2agzFAOOktm2S5SSH0JS79SEWBWuAUWuvwDCY5jg087p3VffbFJGiod+vWVYQ/MuHKlWtizjGYFgeILrqE7/RH2ozZdlX7OSLrXDONfiw8ARWykTEKKbvGgSP6UObbJrqNF3GIvxxaOzowhqKpu7P6NEsy1cLhNID6ahewgeuHEmQQ8gVSiWgReUJXwpUmeDCbyFQwdD2RsNGQLeojK20RAQ6EWxA8+YCKcyXB3C5mWyW0qfQKQbpFtgGCBV9GjkahAzTu6iYhBkLVxQz8VeiKDNCKmcahdFQuXxZTmtmhM5T7xrSTXDixi1lEqBlqDVAAu3xk18MFKUJp3xuSrcXW3P6bi2lf2YpqOaS5cOwSSkF1FTJbDbWlYeSZ8ey4LOn6fdvXJreVIaIK6Z10vwLAgJs7POEe49ZLeC95aTQvcH18wXP033/7rTOWkrd5tvel4pDrTXvey8v+zzN+TjmPjdPtYKMxS6dPD189e+lLZrSeorHAYEp+8fQF19ku33x4+Owlqw7eqctPJr148vzBM6+wIZ7baZmnacZ0zsTIGRe2yh0BEUcre77wmJMUQjG7blkLID+CmbjBPSSY+VjPMqE6e7OX+d13dCHXr0ncmMSKnCasvJk4+S0e9OURFOC99Z9p3NODzIV6N6rl4iZrAhoCR6PlDNQC6UIczvCiCgjUuhYRiKTeJOD8mpvzXaA8/Kd/+g//7t9R+JU7GFzR6myowyOTuA59ZpknoqIxBGGEzEjI/iXsOIQyEMzMxQOmJh5Vfnf5/tGlv+PzL//63/jxPFqREAOxmL8xL0eIx3KGoc9L+tyS5UzBpwJ4LpKbAl5yOZ+7nTgT4sF+Opv7uBHA2zAcArot9kD9JkSbxWGQ1k7jHGp3TGhsrSBRJ8kbZFA7iyG+jUhuETlAOMKzHChEY1ei2GbRgIs2sn4Q9stNe5Nlag2zPsjCa1Jc1eE17O9wbePqE0+u67Ufr94/uGSDk3Mww7FXpEogdKbEjsVMFTMWLWVgkFGN7hb4yqHc85mycTSqSh7KLVhR5CjT5q2qHkrV0l35ahH2HBl4GLi04cYQrtHhhqHjw7T0KnfsvEKjX1+9wL1xWu52//hC56cBLXX+5C0gGrv7/+F/+2d+jmZIKLlPvPTp4YMXV99/55KXX86+ymqVpSfmZszwk+yP+5qp91geGIx4TICzS24M5P6gTNbOLyvBjqGBh/NwGNIzHJGf3qf5d999S1USw6H3m3rZgZfuMaKzaneNzjuy/uEffoA+zRADfM78/+mf/okLkrQCgR8l4MIdI4i2xLKsFlgQuOLnEEzgAN1rUD6/Epz8GZBffv4J++IaxJ3EzKcXr3hi+BPjCWfl9IRaB7GX3eK28aLRN4ynwDUOY9Olq+e33CbFfTVX339/9c03KIIFsBwnKrxDlFpuTMIahFpW5fQUIl398z8z0qGAcFwPhBFVhBquoUAKkxH9CBAM13QKZ0u8PePi/VN/zJgEAQSkE7EMRuDNPEROmMIRQ+UGLZ7S8tom9RBHGN5KxIkLyoHvzcYuPvjLPKGj6cmupOI5OmlS/aQBIp4HMf2ybkhhIh59FypNR0XwCQVMnRCSPhYenxIAyEaQoQrqrk/0+0VxK0uKD2YJCzIqra8DdKgYsbvo5yda4HTBJRmeZ2M5Q31+tMXB2IYW8oFgSMrVKGBusNSxnRoBpOaQBwBWwCWCfsYxdah8/WrjUFDWmCSqFqmrtpJLvgQJ5lZhcUaSAzgSjsPB8FDJEpCfgFi1kgbfSFwbEiqZ31qfSkzHEf4VvFTAkoCTt5/b837YpwABAABJREFUh6Gwcu+O1Vgj4tasrZVRBIImqWUxM6jB2eG46KKJh7bMGGMdDctc7H/w7pLrhA+8STe37dGbHB5S9BS7Oqrg1quuxkeqJF2oRbn2G7WbdaHjTtOWcoGaDVDxSM1ar5vgXZ75I51XSLKeMk/4ZiGO4MUlFrUgtzhZOlyfR7FgDl90t2S2Yrwzz5UnFzigwEMXjtro69OY0ZqzAoY9BP2Rn7gtD+DO1WjY1mO7fBxy+OVWPg0ibfE5e4rJwkBriKbfxqrLtWd1arWLadRWsebWHyXQOB6YqQmphRMf7VE7tZ4rf+NU7Y/9pCNHdmqsY7kxb+85prcIR55h4vm1Kj9f0FD9RPZSqzJj3IdGxR9KBr+kN7Vccq+0ysRmQhiy41HDU6HiRh9Xm1TJ7f08dO37aFgEMmlldLkxzsyBm6QXCfGeIxruTRw63lhmYyR2Sz86kLhW8PDb77gN5ttvvmVScVaII5cvrdg4Yj7T3NefeF3Wg2+/5eVbjNUiQK/y6/uRFjgzIzeKZW0a23i+Trh3cQ+L3qnPwKYt0xUzOtGSWpYmbJJBLToYCxCcWRw0xChHJ1QfSmYW5N6Y8eu2oPkcjKtubwlAACZIchq2zCFlBchNxgBRkzL4jj/n++EoFNCULb2PvOEucCpcyORN/0yryE9zZANCziGLIcrfs42ZN3Cx6JdIUjdWYQSms37sw3mNe255cJCOoUuUAR155sYli2sDcqTqMoK+xSAs7gpXeNcFzvTIw93PvDyNm3whgf/QK8jEUOAhI63+G5wbWT+XGG0h3X2AxsIMxtkwGzRC+LB0H6Nl1MZ8ljEtH72+Jh31/XLAE3yKQ15iY9ilFQ2lz2tJyLnTHS4Bobb42aPg2wgWKralbzksFVvXQpFzMegQHjhpG2pkIylxiJC3TFtY7GM/KCsbWDn+TDmyMxz4RFwXebWD3BhbGfpPv/n+PzCmcGzHe170hg2HmcIGifTanGTiTqCRR0yr6//UUsCRWDJShb8BIYa4jX3NetSfesGHGVO0ZdiSuvQsBdpSgC+eCX3KYAIEmQRQkWaiFuIg4LLA2MFGtFKmigQyS1WGUZuTQwpk0HibrW8Dyx3AjCYwkYqE+OHiqEdURhPBAUrEGWrB59yFpaAb7f6U74hsjETQkI8Ya0QlbkQFyJLiHDoJzWlC3rL+YIgRRy1evqaWKuRBSArVCxMBgX5VQwssVslRnwJVFIDTaxx2jGM98OmFtsKaPaUhYMQwMqUJOYxINIxkmfssKSQJypgLqA1ifExE2APbOyIisCcOOBVlPUxvHHOrowTSYdEiVbO24MlexKbCW3bt0wTeKgdiw8pUBF1aUD4U0ODQhkG5UteWIYfyHTtohN/yMYw7pUEN3zY+aiAylPOjlbi6kR1aBSo7CgRkKgUAyr8M2SeZIy2nRoKsn8psYg31dkgQb8lQnZoaoOVd3/NG7dBinteeQ3b80Zu47sRbBQDQXIc7/fqG3ZAEJmWApXxEPwj64jCOmJPV4Zu2eOzh+M7STv8ckTg9gO2Nc4yvD1l2WDap+uRAlikQZBoeWb9AXJz3/kpgDsd/epNWS5JSmMa6uV9u4dLxaCX+QbfNgXAL+lcD7/FkMkFTTOyUdLCppkXvQ+LYZdbXS5q7n2Fgv/YAcnBT4MUZmJ8XSrWjS2g6+Dp0vCzrG5Zd6JAIds8e8nO2vqGfQ2YLciYSdvzY2UYYcUhufzjzczip8hgqd+CzPvTFtsTOrlZZXsOxK1RckBMH/gia3GICGSNq3okLPSYnMCGohEmtpQiEZE0+HNOWiYdjKFLMJX5XBszHvBWbhlyRZ4XAq0iQhB+oYx5GTxpwK5KTla+aclc+qxaf2IE7u3ze2c/bqbkL9sVLFkKcLeSswEfUkZPFCfgMP66S8+5/JjwmeG8Z4qJ5bjt2J9AzIydSeFCN7NzJwKa1OiBQblLCGrUbawhma7beqURmLMYhLBAsiw/X5cz3nABAEknW2gj8WMANfnBqKNSivzAsxsRowFm4wQgLZCyPIAcR7As1aGrVnApCh8QZAssF7MANvKw2SJ4lMjSiEa3AX6HS8ufS6jsQ93LbFTJ7PCiZpOPUuKTL7joEOEVrQxGocmzMRbgQxSvNsWUReZO1nbUjDWUGPHzKTYZ7GhghTUbVgmRsIiFjcQDz5YgQh+yAeyDb5mWxSK1C6Q8Kge6QHb6afLZA/xfnRqYFktPL/Aw7gsKFJnjjYg2EhJsBoUpXSWRYvoeDNMGIwFDvhQLlLkBZ13OKwI182I/moOGBECxNMEsW/DIFDkFyMLvULgQgkoAcicaalcO2osDAJ+ZQIBUYOkfX5SCIVA8evGa40omVB13ARwB6jpBC5wEnQYc7HCFGFQmW3IgDd/oXkahFQtoCUYvsQTAACU9AqqNi4JHxh7Igb6ItBWrjS5R9zL92Y/RBHDmhwxlF7QAEpiQoIwy9QGIDBWSUiqie1QAEHxyI13qUocMF1UQmO5Gq5kMGvkgIiWpOhCPU04qeEAg4xgfStss+QGyWfI2F0vuC/LBurBw3NmVE8TFwwTIJu/KJfJFZKYYwndcm3j4YB6xfY3TYLC0LpVtQ00Q9PLbms3WZDvT2pAczJGiodG9knvLOxn/4t8KH+zFl5a53Tfg5ZNb4fV5bzdO7Me6O3XK6/ghcCI4KtOXmmJMCCwDglEctI2CmhU/hJBW/+UnVOjzQnKBzyKz5+38vjSi0XJn28pBSW9WE9xW72F/YRuLnTXZ59vK5KOdtz3H+9pA9tGSZMERQ2iWxitXVDwJS+RUX/Q0JR4FhjLWDBGcibVWfLeozRm0RM3THoj+TvR7VERg6qM+8teIcMzzTS964O9hgREMMc4BUByJziHbL7lFlZ1piYgBIoRNSVwmYkkNypiIoUuYCAzhFA0KwQFSQKzAU5vzknUglyHoUTBcTXggDw9UtN6x888rdMra3qX39yy9QYh1ME65RsXnD5v2LZ+4dyh0GrJjz3BsLBQgCLHHE5vD15SunP05asovGS406d7JLyWTMNXQn1AcPvnntDhxy0TxLfs4v3P5EeSCsvNUidmbZDjXUpBYgs/vah1Pa174qEcqsy0GAJgi9JII8IACkQEPmeAQmYShYAEERLM/jM2zm2YR7tLj5OC9UtSuDs2QDmbCLv6OjiubX9TjDMfUFu/6yAec1nkdJnU6OeyDDV051HHIshsKDG+xX+VQA/a+wQ0mnNFnRCc+6AkdV6lfmeeD8LHolcCP+avglhU0hu/JLmv7BuDtvpcr4ihfl52AzkPEMeh/GenVSZeaQBHLGq568nBB4yxSAQwEccoikLWwkBw6Q1Ypy0Yq/E0GAJpoDB7MJTA6RgYQztwlVoBFpHIzZESQHE0YskqmlDAL45Lg9wjzmDsSxUjwQBxMDkDW2IVtkSAgKCD6ev19d9skF8AkL8FD+WIyggbjAabskr/txuCdwONRPw5+GpDYsX2iiY/Ol5milLUVGPIjI3TOW0ZtU9RAIFBJQOR9ALvm3CXnxlWFSU5aoXprQ4SyHbQseFwBnoZVCacEgw8c1bnF+U763jTluoFIc885f7A1k0a/9tvYUpbCAq6qF5uFBUeUbJTzLJKLOcxt0nwkV9bfUjyyz3w0i/rGgdo26pK97uIAnvG6Ab6oO5HPITuW8dodUiOBvxdH+NkjhzSuhN1/V86MXVav2BhV28WarotEjx5X/Jo8+q/Lv0erLiONj95uYSra9dj/x6kb3w/2bYSUE3M3tay76Y5Mhw5koe8/dVr5bdGqhSgBnjnOKOAqRmYBXeyqz/iG2sc0M2HmbdT/3fmWpCtyf3WYayeTNnhZzHThEfBfTuVltjUZYkThsYXkJEBKkoN8qpigSc4kBYM58a1qiCnwmbCZbGoiZIO/cmzuPlDN7/xClFsrkbMOHFrewuXBlpesvCHlH7FNaj0X/JZv3vN7uOXbpSQjyoAgLB1blBBUOWf7AnSU4TRACfKgA5yyCdTPrbC4F0ALpWYODmVnQ3/tGKvCRAWTMzyUTylUKCbErC3dwuEGfViz3QeP9IV3HIKenFjkNAN6FBYUah+YkDuFLThPOKHh7CXxe8p51LlZ4a6/3EFGF4rDn3EiL5zlKHkpAUh+qZq2g9I+5S9hyPtwehIIYFMqxG7+szDmev2OFtL8nVfhSkPghdWFvr+qlddfklruGssHuuSXW+bqE5gCK/wzag0mQyUaCKJ1C5w73y6oFBgFNmKOE5mBCq+KGGjQKKHwwEnsDTyJtZ5NBfKEPkj0uzZYPTSbuOWTW3PcbCkks6I5nSqEMeH65jx/PdgBCUQ8/XvTrRRmb1JYQAuO0pCUBEPxrwSmQ6sx4LzfDM6ZoW/wSgSYFvHSxg6BOmlNl4CDXz8mpgmAptCG14BRYODmHNO+ZM6fHhYDG+C1OSeln3Ks6xyOkpoK+4BZ4uKkgRQYxbbFO4FkAAn/kwho4DWluzOAUaF15C5wq2rN3Xl+mOdyLX2GA0DY5zjbpTzXRAgGwoXLkRIu2CU5yJAGEDs2LU5oAW7tYUMsAZpgXGXwSkpCD2ZwCfdO4qt/zhoXwddtivDfQC4OlvOfQ9Hl6b+d2FI9xsGNs5cUreHK/f1ptLUTyoyE0CClB5KgwSCREGKkWsaTaZPgjX2DoW9oYXdO/2SMLwPcrYYqZri78ERqx0jwKw6NMpPuHpV3Ylvf8nM2Ov2wFWuHnkJ3Cee3vh+z0Wy7NnTLlpiXneasdsuu4lyGy0G7Ul/6hj75CLy22v7Gg3FP4XYvjssTHjvVB0bs47sa5C2+vS0/sgJ1Iy3tezF3OHX+HZ4SBfj/Rdwm+WjmiTLsrmvLu8pfz495feNvwrkJ7Xhc7tNLvRnQAzUVYIg7U64vkbX6jpufmvhHtNiBic9k6NyVmlq8aBDq37H0p5Ogk8SKlc03u2e3qXOFdvrPYZ/0X9LGWVWheBc9DJ894rbXTHmilVpk5RKpOdeRyyqzWSb3TNryYhMCnqs0ptBWFVHmhv2Wn8Cx2mWVZnnKDOqgsHDQuyngve95n5ynBmDC7EGeZzkpXayOgr9P1nh8+7NzxuiFuxYEni3HoZzNiDDP2BlU5b+gPC3+aHkk4DSL2Q5mZPz9h5UuqnDF8n+DDx7yYjyVLfirIVo+4Q1fOpGqBKViUoBqX78FHO6ZzDqs+OVM+y5eeelGW47Z3CB2WSjQpQXwIAvSwkrDU4MdKLx7zuwn0Jfp49y2/EsDNCe+lyaxFGVnh6xOIiJKVnxYPOeoROa6A7FxGwRSYzM/Bn4uMykOtHKdM25UQm/JYm2/wOnsBxXc0DAkwEUdUdpHhqj8+V0IeakUysPI9I2LgZUixPEYB6fVd0miiR8+xgM+zDzo/wpEJOhpB6frxy5SvUWF5EgSUS2Rip7p5mqjC1LCLJ8VcKSQnnUDPICPoryafK0ANLeZpPtgecet1ufS1BEIVWR07QrEPTkiiqhDwtVoSwFVbOvpOFu7kXbsz5kADHXclUeZ3nhGFdwMzUmJOYKawHVwoV2AKpUmhaQlAoQRBKHIlLP7qWKoqPzlD2ZsBGRfz2R5q02PD2ZATDCSHV6q8XFAK5FRliGMNuyuM+CVahoSLbxKtoAyRnlQQK2DKIXC4lmYDZjQ+aN1DMBc8Hq6pgbQt5R4OOlEfGRCMVGBzmlCItKMJGi0BOKPHR3vO1bbk4JHTsHnFgLd+h6OOUxudAdWhTILgalIK9j18iamcA0XPjllsWYLmcdwOU/3skPZTiIMdSmFi7XBFJc2qeUgkzkM+7mmlMih4Wg4yjn2JnElQZSsV4jwVLSe6aZPBwpA/4oU2TbIOy8BgiLFaS1ztHOa6Vg7UHVjLY+BFjs9mo8nwySN0OmIdIxSYQ+AFnRx3eAnukA19SLjXnuCjhq97QZkt7fgF75CWmyMnCEupVT6v3cjfUCwFKmhIuc1PqLXZifw30PqjQXWF+0fpYRPWFYzMCKPfZAlB3nJljNcG1uP75buffL4Ffu2w71A4Qj/vtdULR3jplBPITYcH772pdsKwIz5HPkSqYDeIlwbaL6/5GM27fpu0bv7O8huCY4SiVJM886HZV9zpv1moOUhai0AUmt+Gfxfc+MUY4R18PlXBpJUFlY463Kt+BwnHkwhMYxQb4Fg+Y54GM1fVXGFf+GkCGoTFZ3hnskTUThKdgGtQHBEElgUcMmXWL6sU8NE8agB0MERraliPufDOG3KsyLzoBYecLaTrAu6mVxyF1QsEEcYepEl26KEIUFtEzlqsrInxhnlXt97YW0uoNfAk53rWMLEX5wysnisw7lmEmNgFNVxcN3tCpVLWerHBVI2qXWsRrHS6WqLcdQNw8DkkFZ/lBQVqdyBlIJhC+bESG6VYhYW9SwREZq8RQ6T7qPrAeVBex8t2PlcCuH2ZlYl76dqE97qorFdFYEOlj6zxR0LuYYVocZ8MkvdBi441YPHtsqF2KHjUY+w57j4YdrEzko55CbSRWK2f9CZ+oSp2e0o0sGv7SZPQjE8CpX+plFEgZQU9MHeq++Hi2wL5LnnbnkPOW63mdxQWnSUSyC3vhZZxti5he5rctgBJbVKfBJkqILguEA67siQHk4UmkHr1YqSh4jw0rON6OHp2dg/NZqI5pEBYOBQAkgqhFlyr4/llVCBwDhGmS/wArQeze/8UBj5Q3syUBARMckY0FFquOJSbEAFIlO7L2h10nK6XMrJRiwkiplmaw2sqMmMIcAiSx00gGI+qm86dfiSpPRsnKUMQdvAK2SMLl1oIetIFWjFLAXhbGQR4QdekAAvg5CU48gwz3Jn9AKqqOHSAQNlziLnoh0UpL5FCaqd2Q88uYSiAOobN4P35r8WLQsuVv4fOOYNGjS8LErWLV1vJeaVh+bgNZq/Ouh8QjWA/6XfBy9EwjE8zl3++lyXBgWFcTnSF8L/haLH9bYWS29sWMqQLs5aLs9fukJ3C/fGPZvydxO8rLwF27RbwNtogg9N84dyhL32AeeyJe6fPyrAopcMdW19E/9C8TriOUW3GugWjIPEvYXB/+eVyHg2EnqZzmnuvFbs4531xSuvvfRwJMajDhvJJqnR/h0X/rWZp32+x61bMWQEuMwfO1I1Z/X/GSFGG7olSYDmanHioYQlLiOffUEqjhH5iI3MCAGcjV7k0kbSvA8x80LfTgLtPV7ZKyKQhiVogLZODSeph0VobH3JYdPWBJMh09fTK1ajDbCwguDANAmgIwv0BjkCOyUQpq6xxgwCOjMEI0ZqTiwCM3hX3IxJkVA0El8AJ9MgDB20hM9bL2kp7issyBCO4Hc4LcbR53msRROiIEexhWwAkhCPHbjXdsgPzLBaoTcAh9TSJpQmYwCEVArmJgq1979BnJf8YTjxJgDB0FhbhjAB5L+xDf3yXbyire8NgpMb6aMWHjCaQxj7qzrmhwV7J1fdrppJvX8CnRrPA5vR8Ww/+Ebtj2VtFKZ0RgREcCqNNiKadxA9HN5OqJEOefOleek0skfJRS0wW+b62oY6Y3vsAX6qDnbfQfzMAyeta+MEam6tALf7WnCbAyfEl8nojEAogFKfOGd/GtTiJzGALkVYt5DaBDgkiJCCLZms5pBUIDAQQ2jYthiSpVzxq2bBoqzZhyHLFDGSAI08Ai2yuXwGucjbo1QgIpMqC8ZxTj+IaCfhjJILV0OjNexmkNMeKtMXtkCYGi/cs1o6tIQbLS8ogJ1mAL2QGU+oSJ8nXyRg43W4Ap+JRC7BmCR2zUoAaCQkhDBZyFL5y2lIuhQwJTvulBhDipUZDzMBhIc1bRU7bm9JQOVW34eztbsPf4Qt/AbGwZe3sh/LGaysGazbf4HVWlWBqI3Fq45eLfo2gaxySQX5geU9rt80O1V+hNO0/SJ9buxBzzeB/s6NuCfgIMujl67z2HBLEA6+9ORa/hXThuB/oe1vMu0OoItUJY3m7B8gxk//XHlXxXT3M/4coX8vvlO8oEwOyUkrf/9u3/20GHOodDBEAmZ8uiOiQBMTgfN1FP1Lq++Rncg0JC09eqb5oFaYVaJs3r1Fk5beWTVJT33a6DJjJAHYoMgsB6UAVbS4OQAKuyBQYtG3m0YRXoyxnAZbCoJOqYgKpOuSUYwPnoQWHMAkIS16ofHifx2G5pDwxPA3gQkyWAjTnKlUWNywUIy4t3cJJMM/qxJMU5PFlRZ7DMMK0hhTsYpAhTLKc2+Czg+4mEOsbEgbhFhkYAUHXLgqiQ+w4ZyGNzVsfnf6hBJN85SQKZOgjA5M37LoryU4kYgOvBZRgWgZMddhsAgQ0EkBzTmt4JxJ3NbHm511DLPNDB2nl7cIEJBq5rMcs3MXPEoFeY/cvW+d2KwojMLuNlAczwFmF0BANrKUGkJa9b0K8hbqXYQG8kFGeJnK1BN+MBg3nATlAKQVsqW0FzVQIRpmAQRFsP3tCjZ4JDG3VeCV7nrTRCdcBoU5qiuM1koVnm/aGQlNeUpSY5AtqodLu5fPancRqvgNvK1fXVUtbIOQtAF+HxeEwS1jPDOlu0MjrgZSLr/+0DxIQ4qE6PsAm0IrDIWWqWsuyk+7k1jpvPItHFR8K5b5y8EsWCJJwiA83hzKpCOQ9LBedecYlKFNrrPAGOZ9doRZxKIPT0+YORoDUlkvloUkMw6hx8Q0+CWokCtwlB1D6vOOL2+r4nRMumj3gQVtvsQu+I4vB8cH33CoGcArkOIZZINV6rwWH5pDWp7Y02MUmgEEbmGJrCg533YvP6UEQJRVEL96BbISkyaZRZThIYuzyjJbmtAVOc+xD33HpvNv/m3R3F4erB2lTyugy01aE24TyveFv8ELJHXfBTsGN9X7YatkNaEcd0kZzL6ZMBmrDMr2T6OzPj9m6vmJBVGyyzn820UT8Gmn1Y3vknIXwIFmFVZRZsZfUaXIOCXhk57XnEFF3GW4r73RbxmI78jmdiD9CE8jFJ1+YJ82Bt3bRX5i3QQr/ny2vFnu+JNwVBOgh9hhev7D+8MIJ2xt6vBjtkT16n/fRHy7cFxE8GvpbywVfMcAlDbZlaTM/HAuKB37FRb8xi0HVVcgm4l5UjmN332s/W3bNypvX5y2nndpHK6DO3eYMPoBsNIHA3hh96TqXLedsPnHI+phXV7JCZT4Ak46XMvMhE/pDHnvwV21AI4EASegwCZEzOXE4mmRvu0teiFMFHRK1NCRXmCTKSbbsUhNwcVrRaYkyLMjLt7IVYQFXFfIAVJ6sqomPTGr8tZ9BWwk6IJOGNJl9yxGcalSxy2s1jDZm/NwpbVmy5reDtUx//AKtSwciLETAwaQQsUmsUYLFIecQHHQkRx4gkLJj6BrW6Wzt5wEAxH161eWO1KzN2QXI/vrq3CV9kR/9oX+hAxAcyMLbpVMShyRaKYATvxbzxMJl/8D5o7/gBkmzzmNoyFG4pUS9AGoZJ8HaJGjjDQCK5LxGQ0I7m5cAh/Jod6NmNYrGIwOfgWB7va5JQhKwqUn7WJRWpUyDgEsxOBwXOY1uzYpW+rchFee22nP4Yn1bQ+CrigLcyXEGSLXQMnDdIL5XLoUDAU4CoaMP1wWhdPA9HJsTWg7xWO45k4XVEidRLJ3SLJeSgloLoFEoWhmVfmuBlC+HeRjYt/r01IUCmNST86wLZwHoBDA3yHHFw4iUS3KqAP1dHgISrcq67MqF0cMhiSpUo0AwhCaakickdu0y4hhopKhsRppSjdOJQqoXmDyMQ46tgNswZicnFYKcDQ4KH7ELAaExCjTgpOK3O8TR8b36CBwhQKBJ8wACp+vpEXNHBq1IiCG5rPt94WdOHgCU/sKBsJd5h5YyOU4dQwetj2u/4Ehb3MJG2RAgQ7FZMTvMW9neKL9Fx0bRTKMbDcZIB5jkRslK9Ew6x2yO8pvllxRYDQ03o9wFhXWZUgCveRsMysdyRqADweLsrQ51N5Xug1932luf098hiybAc3jpoCMFakGuv61yq3Z2xTyB9HDxurH2bwCkk+gQc7vrXqky7/lqViCHq0A5081C+Xxhb/tZbN3ZdAPi3nerXFTyBaHl3n6H30D07w1CUX0OmfNXcQAY8pLsTlZQbnSamlvau2H2tbW1XfEbG6Tjgikfmxqd/KR8oJjDG7MaETIntfcxLq1A87ZvOBLxIeG2LWvQEJskwZla2H9MZlS3LdNMC6js2o9L2PmZZfUh+StbRCmmWFtRLHIny078wesevEw7ey36a/Bbh3GOI50c8mo8KrovDgLzXNE6AYMAkUIIH1JJaluKVLW2wWuXUNnoHReCI1UewKiz5k6AZSp6zm0olDuU2wRkgKROzEMk6M5rIJWtkmQJcnQnccnWbhABbTfUgq+u6UPAzMohyxa8NxRppbxkNfMGO/SwzyMReU0nneUr/AMhQnm+ww/ykZzjUZ+S0gLVaJ4LcRLISsBEv6aOOX55ylaCez0oucTENoXoyBFPyNZHQQE18AjBC4P4RWLXEq4REayDMQNUBOTJ24QOMUduk/lYXkiuhm4hIw6K9RJUBEFjRcgxHoMz5Nm+FpnC0iQNV4yXXFwoS8PqK5pLEb6xd57xjT1QTCWi1MZkKhCQtI4AmGNbNlXVrfEZAPKOXzrQEV8FEAamPbsefRsSdrKxwT6u/QOuv1GkNfC6bmrM6oQU9iY7Gq36jnmDDQva0GkXlshu1ZYXqVXoCFqYFDrQKJCKRgEfxgKLe3GyfB8xZ40s1rFpqOAEsqy0DzhAu+yustCBJgk4rbCQz7k8GNcNwrF7HLUGI4slO/W00GNlQV4XKIVUV/3mPick+dFFjW+1PGNfpiFHnIEg8IqEeBxSu2ICaEhOLW/9KjXOf9qcw0DM+I9gRuC9VnjGFYWmUraXczm07GjS5uSkQSEu7nx2ktboEN5aBSDxNa3iYQxswbTRgUVhozXhTTtJpBEh20UJucBta5ZWJW9MZ9jQB04JGE2+4uD+yc1I8pGwI4VD/vUz0vR87ACt7Cxh5/HWOGCYkdYgklPmkjJRuN0EHV6hAGtPPqGoK+gt0D7oJfPT1FryOi3VoT/Q6pnnbRDgBHg3l0hy0uKuw3P8c8jevrXkLVC1CgttaUqhtQsHNav1rkVrC1mYi9rdBVqdGGinsJdLZ4fsTXd4MUetjrM7bys/k48ZMwNzoBpmKPq/DYXP0DmvvlXODfU2vfa2O87WtMMlOh/3bNvuFEarL1GGseZtvbaMLUbppAOXOA7zTc6BVhmoOeB17EvV0TXWAlWiVVnkMD4b0vJymNW6haHyBh3081UfWzkFwAcBtlYtRuobjHWGeBtgb7uZQHQkZWbk64CjYMcKqOgBsgcXWq2GmcaqzAHf2lgNvot1myQsRgZpDPo7muJNuHhJO6QmbAggqmJDalccJO7TIgoeiA8q6dxVbmGJZ6vKDEWNcdB9Ye5yypQltReCetVBLOVxadWVZH1JeZZ4IoVRqZd7+WKZKkJ+wqityM/hpdB8LFDAKmY4kXFphlypjBv+laOSA//oT2WXwqjgUPXjEg5OWmaX3NEkauSgNNKu3aCTmiN4+sXmJ6ndeQLcDiVIM75iZ/1QUnxCLFVRC4GZa2tX9crhgVArPNb1RR0fTyYOnzY4IB8I3FW6GV8Bh/CUinNwsXnvFr4L2j6+buIUZQeN1G9Bs90yOVi7j9xgR4xijKEZcMWzQeLapkb5Fcn6ORxasDdmxw1f6rgLWnVZmCXC4VqSutzCGY9T8RcM+kAWKQpFIG9hYVIo5Fgk6RdSP9R/vAaItcf4CqUlhriLHZgpj8CyUx7ltGu5erXJlMQFZXZU1lheFp2Go8FZWnXQgXijZeWvbG1ReOUHjVS+zYvTVj0ZK+YZtwGgOaXmO06n2UJKWRnAS98tXgBIRYPpKmeQ7vSwPKkG30fo6oIdeZWX3YAcygiCheYPBljBTIRfISECRDYMKJHRxgMYyWuC1c8JfWFJ0Vhyd4K+F1kcR7Igx0vMGYdygbuaVhIKladBE+GyfzIwOQp+ZbiLbSgPhJb3vBVIIH1Z3kXK+ppmw1L6L0m/Df+8VSG7PKt8grzgXyLmvzHcEbfPu+JzHfoV9Dwx/2c4nGOfQ45J/B6V7mxbTx6rsjNTboCtaPRg+FbmI+rufjHGlf1r3t4T29zt4q0dIp4N4GPj/i2OzhYZtzL9nCvc2nCvoAuqtNT2rptTyo78e8p39MKhavrIiWo9PAEizICc9drChPIqf5HwQ6Rjg8jxxEYnRA+anFR4uNqG6iKNgKjN4YKMtrdKPoaixtpxyvwcMsgdf9E4HydQdqldFhWhUk5ZJrSVzuqjfiI4iNfHyn4iGaKcJUb9vhYoW0+aZwICRqQLUM7hfkCZqPObJnSzR1NcinCe9eP7HHKCwGEJ7E0r4W1tz2tD4eB1EX8T65xlIKVfaucoN3FpjxT3tnbnlE4ht1E+1/cMMsx7Bj9icUwfmUer2yS+DU7H7ArDY/DdOvlcEiFZIa6l277c3wXdyZ/TKeZt8J3OfcrlJbXdz45bLl6abBduoGWhn0VpAZxkpZCTgdvJHjNxIE6zwoMDiGCxtRcgephTF8qx49jiH2U7oNJm2K5+OXQMtUUY3GVlOgKGEev/7j0NzMldFgt07wIs7o17imjbmhHGv53MKdm/4/GJtZHkHHIf8WrV39a29L+4X+7tz/eR/4/COdfiNsiXus/dtv2d9leYkLibS62UlQnrdxqtwbDsVwK/YVxKwbewn6QdspeLVsiCrwK1lNeHQ4Q1rOXa47jf4MyB9uaNEoXs8L28R5K9vOPs5R3nRM1KeA78u0Ds2a+TYn9d7ZT8LZB5YU70MZE05odAbXtwWTo4fyV+28Ar/nntqUhnx4Odu19bXSQfMpxpMeHBz9mtjjjTIgig5TMCE/WW74PutyDsYFj0Z3hd17vMYBy48I5I2EPjJXlPGjvI7Kl257i2so1dl68uLBoJFKKf0IuaIUxF61pwf5fUg2ocnlPpjMfyqhyQTYcOEQUqgtt95rOd5bRVJegHXsQuT3ZMBZptR9njmUo5Rztmq88hs5nf57U7hHUN1nXDdLYZtfNwfR9Z4NwmlX9hHxdou+gf13z+qPLsBM4g0D6Veh5r1Vk+8MplgCHRVgsT8I8kHXy/UN/SHJTb5WG+8RrCAMGXeGZmKbjjtLyq2sYmCHqnwQ+q/o7S4Pt7GHnXIRYd/h5Zsmq3NOxS8lNHgbMcdDN6xC62J+0gLwn5hjQvRByuu/JihdW27+pOR+bSni4g5XnBKTXLJSFqpPCKrRwiADIkKQyI/MON87GmBZyCKeVMwa4XyfPzSQZhWtQerv7t4S1UaCiPIiv6/dI55i7pXi69xtb70T5g7Yqca7FDlrKr8Q7ZywvhpLDzatU55KTJH3h4bs8/kDikvtT+1X23cOW5FdJB+DuEPrf2MeQW1zx3tSmoWndcBLL7wF4u+oBsZtohLW+VD6448B6iGVYyipCl4jT/ijv9jFcXa07qqBh27YDkt6pXXb9afu4cd7IyaH7V1AVTWWQaGbs6t5UrUIWqu91WHmJnvVycTiNjGA+QNOo0wpka8jcCe3uqbHopPOV4FHJKIt47WPVrt/B5Lx+h/o6DnUvJjAGwTTPg3C7AIDARao7PC9Rms5X4d0BCVCO6NKANxfzTuXnjlFWYPTCmbVMW8HZEOmbIk3K7IWgZTjSG9UMfqs47iDxAef7sw3ROEAq3xlu40tt9FsJLgZG/6AozlAncG6HCYoErjUy2dHK41USveayON6U2b+1O6hyytz6vPYfUh7UvgiyL7FSOyzuFlvf6XbbCgWiITa291V5edGgBvDnAEmht8XfIbHWw9kazxY33xO733XR23GJulEflTqHxoRDO8Vbz81bnkIV8UrgP35Mmv/nwYMFJ4jY5C99l2+0wW+/fxml6dYD0s25wCbit7YAjVkY7jeEr6/G1vgdV/TcJh8vjFAWwCUgT4rINF85sI3u90xo5VBxYz6R4BoXcTWTmTUUekiY7RWwCIvaB+oYiB3mthqdYOW5thLmxXuCggBE1acx6xvLWxn+TivtoUUHOMXfd9/Iu+LBAQDvOOTUgsc3wjZ3IHeWd/h1oq2qXYQH/joVd/r1cke4Dub/wu+6lfALR/l9k/lA5CDnH9YlIk4ukRZYN/4AXsxbX4REBg0EG/WhjOxNIzb/mon9JIvNDvLhZ0oX8dypo2LP0NxO1jO6TV8ZOvLedGBR+oo0KRslyqb6jvMF3+rfhFH5C/6seVs7PsEgMrFsfYXaoNEIeKsYMdgP+Aef3ljL2ZO8JEt9M0Nlzg26KwDyJ607cXPSPyTWdGEuP3rnZBt79OyZsZ2yX9SA2UtDQApRCot87mfJwwraRyeIhygQyTkMsb+kQuQJch7/fniW10zmHbIIkLM5wVvgRvtbQ9qAsIffmq1yOd+Ms5K2wS3oA79Ruxpi4R9IGeA6ZuPf93rW4m/vwjRLefeMGVvGi+tINteegA7lzGe4DOaf4t4REQgxZrc85V7vWHjQd9twrz5sOG9YrcxqvAxPUPSf0xnof/Dg0Kw/ig+N1vG2J6sypLvyp37BnjwaDzQUuHh7O0w5Ej0sjiGS3f9VE99vUX1hfp/B3Yvt1lPlfVP+XBX6XBfbhvZdLdIfcZ9z8TRb9v0vfzzSuwrvaLd9H+Z10dhV2wKG8Ez9A/9hSxB2B/o8qn0nY2D8sVi7BOcABUp11ozUbzj75sUxNZapDobU7TsBjQdby+TRf+H3y+3RBuZ9zaduDrPDrRL5pdx8ZBs4RocBuh9ChcHciH6Us/l2C1sS0tMAxTxiTmPPn7VheHCjhrMElUEoAWaUXKMqjB/wwA7qrvhfW+kwdu4B+JDE+Hszj0S/D58OGKjlELhvKjcNsYubIysKtO6Qbga1uVUXfy4fGs3RO5Bwycf0+rz2HFN8e0HbDfItIpVqHdxRKecdfvEI4fXxL+9VtJ/WLwoKfQ1bVKmySULR7dqlEs4PTyavNsBWI9KJGIB3xyilf4c3bflG2848aTG/Y29xc1uyls6gtxNsg5/DV5G9WOJPhRpWHMU+lwp6HmkPJvjHtpDL2Y6L6qEVMlvvlUlzIg86IGw5DEf2IAp0O5YG2mlEHRaGjhlKS/LY0qIx+prfT4eUym9z2DWXR/YrMAy8UTtsUYVXthwtomzjxXePqlPDf+niX9lzrvXaXrPBd673tjtnyjn8b5LzV/4L8URb44+1PfzN4HeWmfZwW0vzgP8XI2EqDHNsclG3E3UZoJ7qVv+aiP3IRwpCwzv2lLr7J+YcVDwY9Jnmb3TJZHqP+gUdwxQnWNB0hhiS3lMcbnyLDPl/fVq6H1Ud2+/NyCmnE/+qDtcy+KdTFX+UZONW9bVMe0hZ+Z176uwx3oru0Xalz2jqkcGs/brKV1873vNWEbMx2NreUZ6tD9W2QTd8WnW9BXglNXOx7UwA2HlWlOxqMGHHoGdqCwBX5otF8ux+XqvbVLpvmaqKdbeeH8rwdQXLY3PMSTwCUhMLIQyzlQXbpBWvK666PHWegbl+tXW2pOcdv7Q4/h2wka7cjOgd8LcERa6NTm5xT2CH35763Kt+7ITvlYh6knS2PIfbXTSn9GE848CWSpGsPkJssfJDBbtZfBiSsjrnLOeAhQjHPcc4gAjQ6/qTxD/Yv5iCXrx1ykG3H+H3lXf4jSlvFLsOOcxt81+hQBlu1O3aGZ0JNPjmb37VL2bvte4kvDTVTaITOQY5YjwbZHcizfaEqOGGSs/1DeDj0F7IAHizazfiHLrKYtDCORdEXTJFaBj2C1GdTWh1hFbLgLcCySAt+1ObkwDsSDxqdVJ4fLuLnVV8JcrcW96k9l3mHnBgNLXaa+ynmfRTcKd8H/382nMp/m0127c5x7qPLeavbIFIzcprfM4F4dGZ81rC8Sq3rnzHJy+Yodc14JhsGMGUgH+HvB19z0Q8f+ZvWmiBHh2xX8gD9I0q7PU8NNun3oah59Pf8bgdX5kp7WzmvnPwCUXEysLs8PLfJzmssIc/c6zZmPiFA+1w73vtxL7f/z1zzNpK3wmufVtfdx5DodLCp0ZXGMaHoPfSa5UxuouVZhWP8u46qy65jsW+GCHWizrTljNr5i/U6t+SMH28DxZfOVwcaeKWdRvyx/W9EsQfHRE81B5kHw5amLjD8qYoMNgf8bckGypMvc1uYDyCcBCmh3ILokRoUZSKKtxJDG443VhWnVeCsJnthb1icuyF72/vgx1a4qmui6Rs1deWx3ONSvlvanXsxd2ljvRN6ewvLO/595D+WLhSUF2t6jnZG3e460kfU9KKOsyt6gySn1I6Pd8lbc0TuGDlHqf8c0g3t/n6g9kj5n+t7u1wjdqZHxs8pgjwGUc2+2WFRzprB8e8pdtCospZhPkqQwW1p3ADhLfyTGRAdQPx8mQfCgExfk2cvIUNPEsVASfU083zA8etDPk1BKc1IUuEL3XJIFd9whRyRcKu/oVg5aXVD3QQNXRyoM6REu+2MZqLe9K1Ic4dx1e/89vI040K8V2HXYi+38ZA/B3t5J33eaq+tfc5xziF7q//vlO/2n3M7bMPuvPJWyLm1zyG3Nr6z4kj+uGMpt1HLlfk6Ab6DmwG5qI5i48GCthCCZOXS15MbXPJxUGX0/VGL/hVSTqQYoWGqWtE79FLOVDSDY9vupE7Ki3jpNJ/BbFUeFYJThmfB9wjxb34wrJA+NMqZlPY+5alzLXBoexNcupkGLJB2991lyBavr3Eo2pYXS8DkNC0/IRP5AO+sM1se9OrKd7Y7wZ9kOv8tboD1k9moApb0edk515aLNBMG5U6Qh3W3WEEpZQ8Hk0NLQFOB1Adn0QX/qO+CstVyLF9/8tcXgueJehfxTJJuzLPk78dZCkLTMKz4s+eeIZO5WSEoSJr/7nzRIDv9YE1/ibCjwRKbSj9mnnpkxQARqElupIUdBgIPlY7Nw9FssX3v7rSBLZ5XnUNOmpwclvMm30n96eEN+IDGbslExhik3hs9ygcNa+dy3PPZeHynQTPz2b6/brvJuxUnhYmrfYRVhNaeQ2ZHlZANtls5DqTafNXukg8RNtxDjxY4hdxbbej630qznPrRPLAjhwICk85aq+nQ9Gi2atMDypeWkCC8jmQ8JRImA7jrdYo3bdsz7PTLENYBikohVFA3U0phDl1lSRQFpXwO+YQsnmXCYTZPOCkd/UqTfODoGb7ala8iZBg3UNtSlEqWYEB9hbZVmg5uFWOxbqG02LPhB+Bgnx8IW/hS3SIj8AhVS9YC4TFJrYYWinXKVGitNmuOPV+olJGruaTU3izFz2bqXOafRf1bIUT8I4tU68KnZgehd5sMtQ+VNwpd23wGabX8n85AS7IvKdTP2+J8TinEWq1yX8uUWv2t5XPKA2f7KvVz/9y57rX79renyzONAVxI8keMP+qzXTURxc8JNrfPGF0P7UNHpqz0AdvNRAe9aZek3PxBPkpZEslBaNiMkTeatMrl0yHAKQiMrQrdkWu1jNpitntGyNtfc9anktzLNHKFjuW05bhrt0wbykCg6xQSVkNZWsHe/NiVdzWtnSnlrXIrTpS/5fcQrV+7XpUr8Bq1+lK2xm1gfkVRSYc9byu7xIxhT7TaOO41G9sdvFNoy31QZb26Wu6ULadiyBB/wAvpR0i2r1P2EjRpL5cOQBodaB5KU6bFOKhS6eDBUnId1QmkLZf5wk4Dm9XzUzrKliAH6Clo+HYQ9nJbCOEHT13zexcO3+0T7CYkn0Bc69vPzuRePkFoRK4ikspI0UryXzKgolt1/JNn7BhJMAKGg2UCBN3liUbChAzSPFTM4FlWtNNGgaXEwT3SSWQ8+MZx2x2+l3esE1JWtffTgTtmy5/D15Ltdn5ubjWPXcfRXp4ItmirPZ+123dWgvozfII6hW27YGrNk7TVjn68CzJC3ZAonaM1GlwH5b19NSpkhxe1ED2E4xwc4XQIFrTlO84ob3rttTuX4WZjEFozMQ+NK+3huO2/LP9867GcLlmFGILUtj1ImWKqx+XUgQbwsL2+Gh8JuWHWCU5z4x2CZv1e82OXSO5odcCOI3w61/q43Ecp9ikifdM46QbO9PyyORKFg1okMkkuw3/AmI6hSXQxZjjJ8jFIYCI/Bgm3JMKyaxJkSMRQeoqKDWWIdELeeItxfLiOdDhjXXmN6N9X9EycNJ09ouzVdqc4UW/9hs3qiVuRbqq4jUvsf9zgixlIu3pN4Upi57mXDwy0Wky9JChkHgbzmPSsuv37QP52nN9Vs+tyN6GvK8p+YnC3HLfVfl4TMFCi+TGVdkths9892uGjXDbneRozeicPjg3QuWVvYPcrCMFWmt2qDFaarE9JPXjsfQX8NYWobBydbg+HABhz2DMUMxbZpTRWOXpBl1MiB/RZ1kjaa4a5ZQHMKdkQOg1nOW79wCsZEBORlVHKZhHXIBW7ApemWsVaRmbjmS+C7ssOWPjYqFJbmjSze61eyt9gYmW0s3BXOh5nd2H+tjpnJDWKMEgYS07RKnPUx1JaJr01OdmjM91SvmHjfra48fvKn7UdqdynDAJnWUua7AI/o036Lk6JHqnoZNc+bceO/g2Fs3I6lraixiSuW8NJSDa54WXb83L7VQe0sc3iyBYp7/ghOKSOHOD4PcvlKNbUdysfKsfcdQOO6J5yk8Za3ckUM1V2v664JYc1/6OrPLqb0cNIyRt2kaXG8x3/wyIOJ8k94OdgGWQKUb4oh0t//PDx4+UVyAwHf2Pn0WNW/Hg6dPnBnadPnj15+vyBI5FJm098Wll0PfNhpJyQhM3KYryb7LAw0tiFgmY+Sudtb4ActTg9GDQzck/rbjq+Af+87S7mXg7BKlHwnp9wo4oFUpAzfI/o1I/SYiuWwm6kIe3wO+tPITanh+j6A4OMr3E49S1t86P4dsQstAZkNAeEFlooVhqhLjiNR1MeKbfNQQ54lZqERzqXp5VEaDDOu8IRMbVu23009fbLIxmG/GVn24m/CdHKPdeASY6inE8H3Z4jnTUdY64tRnV4Bb21a6M+WCtDz4S5BaDQCTIQT8ZJjXsOPcMCn5z8GwS8t68XAI0GOBiSEwYOrWb8j0ZUp0YmY5EcNrMMBce/b/9/zE2An64/EiquP11e+eEnnQklikK/PHr84IIfPOfz5PGjxxf5ZYCLiydPax2Y0AsICYIuplTEGpgmnkzuKqQoymTsItUY7XhyYzphyTl4dcOwZ2S2Zb0Q3Ki2uk5qn09qfOJmt/lPu6LILZf8bfh77RgpAe3lbZiO+F+nT29hMxvsLlxeOwWdYKYhYS05gdu3VIcP16Nad8xgw7d4oH5Sccvhbo1bUI7Ap9Y/qjw+SNd6L6s20TT34XUf+gc6WJYO/hKd49vHcu5HG6kOyuFsG3xHb3nvEIbMQog70CU2bj8OapsbJZ5AAFyyYh6YzfEfuGxQ93E2D8VnzZPw/thx6gc0eeb2HgscT+sMB4JH2Wg5BQ18iuVSgT2BwM1AkgxcsjqZaGKFuHUWTWl133Jn1sq2l0NJAaeQKhSii3dVFFF4TT9w0vpzWRT6HNLvrM/SEL2WK9QuwzozapZJcSrVwqfq7vIIOL9Tzpuba81HY4sZjCF15Pnd5V2rcq8mJXxe3nFqo+Ls5eO240QgQLGK2XyIX6K/KWffPqSal3x9kGiXUKdPZhEeN+bMlyjPQkrWIOrYmHR+xbgnIY/olk1+d+0Ydo5XP64FOi/HNzDk/oF8PxUJDtgJSGWDZQ3Q3CiytD8vw4raHV5ImxR+N2QRv7FwTuFGtAU8x9/3aIsWs84WUW6XsLUDZ6iujjvO5CKRg3Umyc99D8PaNq5Ru7fVMQTMgTy2nsfC6EABEjTcZZuYoXdWu+PDnMalda7FWHucUdh4q8AJ95sglST5lkX1cVyat0myNYL8zvFc6h33pnKXkqvdEbVDRBnbFhJwnK4pY1uPdf69gcXeF60Ok4HpLEyKALV/xiaqwyQDmFrmAqeDShl8+90196BiG+HOwTPNybvHE9PThn4MDDaxJqcYnmigHkDWOeDIwj+IghPCGTsw8gC9rIoHRjRdFcT24zKR7GumipDyAcCpCZ8xuoYCYWU5TUczywLa4R0WHn82ndt/b7L7D/S1ckCD61k029tSLvG7Wawm1ascC+zYLHw/zVhNKOz4lWqvPS4j/jjvPoYfjkptF3inf8C7vbS3vR3rb1fzpfLXr76SfHbQfQTaOvIGe26159ISFCI8SA1essxHcJcYHYNrkDgwc0KVMVRkXEVnZ5UAud98Tz+0iBrkRqMKkrFseR4OFdYYb9WX5nvz4/IIdPCvKRtczumzBapIlfa8+l6Qmv5eqF+CNMz1JU2+Mu6u6C3SFRyb2v0IdAvi7xcVwqf0d157+T7Mdvy9fJ+25zj3MNV5oxPIkRSuO+YsTXGrc37WFBuIeoYD23dX11yeocDenVfYnAccD+mYE26HQwmF2I4WFp3XR6yZWKPhEfvAziED9b5fZ0YsxYqVITso7YIOUFA/g9+IuEkz8A8KDqM2trS26IWce+CE7Lgbgz+quJHfip+h/hsw6YHPtGr1WU9tJpwkdpxI+hnKmzbFPOuuiRHKN/jDaHAnn02qfXEc8Jo0pFBEF7ekkHQ7+3PmmSJ2yG3MUnEkWQkfgVbrLyg0EAw5b2g3GQxZXNEntgxUzOglBVQHKi543T1wkI1GN5AFGeyyVQSRy2prswx6I4Hy2vIjrCn3APZQlicVR42ODm5YVI36TcQzyC7zHPUHsgsCccrr8IBxV0m+x+Lvkuxlqdzep7fwUHT64kCnvCrkzndCdtgtNCeYJshzID3h/2a+/xDRNyL398P7mOiGniivrWL5c2FbTTkImMt9fSe9DJUlNCKDIxpV+Xz5or9L5yg/BFiGCPV5JjAdveciS4T72OIEJ2oM2HFZdXV39imiZCXpudGcC2KUmmDIqyyVp4B7lUOuNBsgfn+5KrHOmqYq4KvkwxpfSLuthtnSdi83kmH55QD3IQ+F3+AMO9/byvfkvtBKZ1Kb36t6SLnDU96kn0XhE29+Lzr3LtASY7p4n6fTvVVubCXYGfmXoCYvJ6Bji98ZyVSGfEltS8W34WmHAbOVCIc1UdGpSSFNxlKj5TIaF2e3FcVGfAhzJ8Sxu9IolnUOkk2hNsw2uRe+sh2lQX6jtkNarpMO2YYQR0Q0YwHWjuIJxs2HB761z6Qj9hEkw2+PNqVXawzbBrRDskgt4qS2STfot6uzvugYHw1KLQLdQL9OsomLg9Fid6dzyGaknckm0wKH8m3yoIyIyY78YZhzfC1ix4VDbdpWKMdH0HqYvJCpY6+JT3bHJG86CkU8erAbljkwp40H9yd4ExNhJVnfOMc5vvUIcSLXFAOpuKOIawXckOfjA9zPmZXd1fU19/xU+OKOvgsDIOtwUrKCiwTA57JDyJFUo81qav3xZ5CVzBkWcintUFfi90i7dKK3M1enLEiUluehQQTYMSvSgnjVRKc5tPiMPBLUvLtmZTghp6T2eHg+Fs7Y1TgQ2eiU9HTCpW+9fe+pM2pnAIhAbSN1hnEKmHqdwm84jsgDv+Lv+VmDL6C8tb2HDTdsipshjys8OurJHJT+F3DZ6OvapA3Sg53L8j25jwY22lPJLIhL7nSZ+NDyn4EkG0Yr+Rfv9Esi7BePQhBur4I2iMy35X+k12p5v8Ledi/HQNwooTx963wvmXURWhfpBbXCezKQRbYXGUkDfmvZ5cLEb9kjbpYO/PeWIQLnDivKf3iqdrXD/Ym3E+/GH46YzogXuTtNkz6P4asgbi3rgHzuxBl00r9HM8jdUv2/odbRgiWHmzNEcTKnaA166MkYG1CnWyZu7gI29YsLeDWyGPnQH3yYTnwMz1vyxjQ6pqME9sAGX9vbR1qUynyb775xW9k2tJpBp4c3QkbVQa3RqvDSH54W0M6xOOe155Ddbue1t0HOeQ1p9y+sVTNpri9L5btzOYcMopIe5G+TtrzvpnZOH1+Abm9xK4U/lv6wyBjBiQmbDxv4jj0K7tH1gHQfeUIGQtN1B9dbv2qlUKaYLgxueQ0bVgTF8Qkh/74k7R1xY7uDXip8TrxSUYdj+QyCBWFi9umIttr97rgs2zF+c68fHNGCWQ9gHtRll58502Ie/fECobcE8klyMof3I1oghnwjs0RSVCalMzN1Pk3xMxlMjWf4XuZjCNW8EEM/OamoCL1z5eANnyE8qnfjH+ys3ZR0h3SdMLiU8cbiCHM42Q0stha3FGugWyrPwbv892jKaduwGaR2mc/1LWSnf879f37Il8t/1rVfqOSNHOkaPXb6/xgGX0j5NvS9H1tGBtTodsIuzyyro2UEYkRROho2Ga1jJauTfPGi/zZBb4Mjjp97+O8dFFaVys200RyLzipX+B9XVvwuUvtw0h9Vpgtn2MyV1qXXpuRutpaP489s83W+j11HHssFJ0ONk5iv0N1l7DR1YznjRN+cOJK5rVwWNUbmuwKOxtdun1G9NzsrH+HPgyoA7oifaTW8Kzg7983rjlYa9beS9HTwONkKNtG8Gh3X33nUGX9D6RQrSZcAc7HvBXs/MiJnZj0a+Yf21UlhDjBLtIt2syKu1vhRWvfwh3MPOeaxHe2hreDS3+HnkI1Awhwyb0PidnytXnsc40vvHLJzafkYR8v5D9UsVXavOG+7Q8bC5sT0JbXjKZXH2fkDuxwFbeoCPYW0uvCd3lxQHWAhHxVK3fyU2jmk7e9FX0G7G4DlMyaOzHTg1dcw1ML7lYqde8fm0GKI7v2ppBA6M+g+aOeEt9CnJ5+1CoaRbBgG2rfhDNTf+YVJ4GHOvw7qBzWr2m8jfmTmpYBETdEMAxxSBwZVuTnQVT/CmPiNcKO1LfJHY5uHiKJFciUN/CZhM+QkQsoX/VgRQlVwZ9VsRayyxsATII0waWt2r1ReRU15SStsg9RBWqsOM0VWJBkwDldZlKoS5GIU/7xcevucUsgkPI742nGO3PaAcrMXwhTuQ9BhYLtntavld8iq+p+q0Bmzch+kPxaxdm5+XHPn0W3kbmm0GW9gHHGc3gVweHUaVP5bSB6Bv1Cc0blHMgx6+4pjsYA8UdGPIE4VXGX6Rp3GBNeuD798p//gYhINs6UHhfVJTbPFcgyztLpnWXoTfy9DmUOzUV1W5mPNMmQLVitHf7bigH9nCdvJduLU0D36Q8pfJMyU4mt+T6++i8ceRIYCw0LaZIatG8r6Xt5i00GS09cxIZ+XlaBkl/nvEuo316HB12IAXZ3//qJ13h/jqjOUBobCuaMMstmu6ztARCqedEy3c+5cHsJ2mJj7fwS39Q1EQpVMAaLdKIs+en8Nygo5GLQJSIGGTNoseI4q9R58z/U4rz2HlFiMuDtsrZqVx2A+IPPI72NqSrqTmDZRjSq4T9u2/2wayh8oTx0PkNAomB4qnzRr2yHiBinTgSh8IgYUSjuk5eZTD48GzsZx4pRB88CS1TJ71J0Qia3bxkP5QKliTr7SLIXmu76zjS0GF9FJRBGBQZ5YqTCbYchy3dESKXRE518KQ9qNgEvOkbDylGWC7v6e/SjW7kV7q3LcIcdluPcDBTQeY2wqNC1nm8rZmehQ3sQPYSgYXqNpFIoNbJ2aFShEaD3NYAPF5qFylkWuXZozjBsAMPNtRaFMNWuSMRcEt+XVbKEtyGcLvXK1W749cg6RFEapkqF7sOBkcyKAymqhkXb883KR0oFfMAfU22ZfT07LXAeAXaMkDgmsuIQKIJotXFF+U6KzoPxFzb9stEypDtIfa1p4pR/laHoDPKR2+KDd7o+pJrf7fu9Wa3lE/mVttf0yjQeFSrvonEi0wY9kGLps2MVccPUnGvRDGccDxOu7TGVN/sU7/buK9YYFobA+9J0pfMn2zvjScpsv5Wm+ylQlzf2ks5piDgk3xvugurWs1P2sGUQSE//3lm/QY6jz9/06s+6d4hxjxyYD/+Zy8fc4clv5TrZ/YOXSQIF/f9rJQfFLibpVb9KlS6rDqLtNw3prkIPXK/K5NO+IaxQICZAZ4SutGf7U8QYb21A8CFwuOU4WekpmA2aDNIi0PihoY0Cwo9hlR3EACo82HahjBJU+ew82MJtfUpipFTtk1vh9XnsOoe2gPluW2g48p7/X2q56TQr5rvzR6wj+Gw9OZZgchddi57qdQ4ZQkWGv3XVueeT52rzGrjLtBigk4Fuzc5xz++w4O/0Sva228B1/YB5/nUq2kduLveZwg+cUqWzMFb9+LOWNxCmjzx7vot+NDCaM+imm5c5fJ7Mt1Ud0e1Ax9wrU2HyCGrbxM03fKUkbldpCnIf1zFJtwJk1C/XOwmxZpK3tEHRFPhE24e8kuio3ejf08mamIuIPy1wZBj3qdQZszGGvPukLia/JZNdInfh1QxkEZK8uu0xL0BsLO7UbERZwSb0go1Bme/X92Z/SyvEXNd/53kjtJmAbwYfCKoN4Xi5kt9Jt5fL5ItlPRdt977Zy2lSq0+Y3Hd8tzzmdjLVbG+34HdbkDvBRwR6/l1GX7B25j0dYg2w/U1BaUTXabkxnACrezhRk6DP/m2d4yLocOzw6dX1RGc50qqJl9Kwy7Esn9cM7uEMxYm1SRfJeIqwSDZ1Tyzu/JUOjjdqd6F9aWWtUqi9t+yX40073bXN/idK99yX7+/DGflCJ7BLu5Y2FrjfTXrZDk/gGPo6yD+ZNRya99+BdYswxYrm9RoF0E9z6xVsm66hn3UwxVLP/2U/mE+eGgeejgxy6XB6gjuCRd9DSoxHFbRgev/voO/qvLnmHj1fmczmckZ9beN1VOyTv+89sTusSUInoVJEl3wHCcUH5kkQGcrRPCOm9sC7iuZQYPcdFcAmX/Lgrt1YqtaVlkA6YbbRilQQC2iGHJjfV3oQPT7qUXL1IO7WCdkjpD9SNWXHO4RMi6eEJW6vbivb+TIN7hQtwh+TqAQaDPt4fLnvjGyClG1V3asFs3dQ3OEUMzXNrnEMG9TNppx2sP7PVkL9tz/O2nYIcTHPO/RwCNQeKN4AfVN5YbMC4baumtPBC2PrGAXPK30gQBji39feNoqUwefm9Q2Z5cWTkZ5ZNLzPEPBrDuzQOeW/q2+UYtzeF2IT7fVAX2ZNKBe4MW9/35biAs/f1Q1bmdGtRzXE3cz8qnjgpko1W7p66+tCe24C0Z6qOMqiENMDhNyB1TBYPhNiEWhjFFH6ZwLSQgxtIB+c8i6yz1T5eSmeDlPhiIauwGUKUUDu/hqasrHjcYFKND4pBIVyOLSG9Xf79qOX2bHUpZMc/0vGogoPpqLnAEUtO9IhyBEnNzn2i3vU9uv0ulKO6IwGPak4Pam1WpVQMrdM73Riqyct9+rnGPYfvOHu5xmmHDIc4FeGG413+dn6RWh553doKDAyHbnrdQO0cNOVJzVkfnfSXfDKFlw4P3mwEtVsSjZA6glNihM9VfyZtVwKQ0ap+bPHlO/3pmGg9wtlerhTk4TtQOZzDKfURr8oX3la3lfdL53u5+HWXdsaojSlLs0YcmBUnw6O1f8v8qLMnY4D97K42K//XdyzAoPoa1pGmS6kuVb8Kh3b5vUnjnnguy3KS49jROh9n62HsAVUv1CWxwv/Icv8jGZ+R+Wy7d+XS2IiUn+hw+vY5X24fTUxtwEiIDD0McTo31f1gk8l4HPWrcmTMEYMnAaVVtg2nY22Dd5weJp6ovPr3tHajdGMR4eQY+jcinAC/lP5J83VYvuvwNxfO5d8hXQoQu1Z032vvw/Qc/xyy07m7dsds+Rz/DOIqliC37aYOMmeYA17/acTecZY1Bh5TTDwt/gnszmG2++Tkj1SME1tu/hOOC0AzAMv8i/NdhdX4LqTP1KGLrPPpNF8FMr6G2oFX6Zhs6n+AA+aPIYgO1DJS53oAGUOKfNNdoRJ/CBTERoqxBhmhATzJjZHLskLSAfM+7Mn7M2qlGmLtXASlnYr5LKqnH/M4nORZrW22FUNlZgeMCTmS5Sw+7LXlTlyESOGl5pq+gk2aQ+Ic+i6EgT6rw2UJP6FRDbvNFdiCl1cPB98J4ht0qgZ8tVmQiFgDptJOSUorfXX0bU5T2zNUFWlRRWL9JLGburQNznk5P9NGXfxqhKJRDrlRDgPLfUJjytsJ4KhtWlUNWepmYhecvBYISo6n+JFweqBKj9o2EjBAs1U6pr2TtkW5Ox/0i3REQIFqMUfUoDLOQcpxdgZHs34Mjh4Kz0/V0oG2KP7kuHAmFxDgg3nGiXFaIEN7NSK4SDClLRWpU0hxICztwqQy6fBDfTZonuoQSVbgOqYWSHfTu5/ozmEScCBtTpnlB+X8MugjncAKlRwpxQGJAqMuXydMbbLhdw6ZbWO2xIMarPTruKjEYXfIWOuEDISA7rhtkTySbMctTh8+qiiFITU1s/NEqhGO0MfBAf8AQJ+cybkym6k6jqMDGEAOTpnPZtv3kbXrFVvtUXGQ9KuOcIN5NsGHdodWAKju54jwbQf1nNtq995XHq3jttOOv+MUPqQaX8K24t70DI7goe0cdoQI5uF4rzqy7YZzwJ4lK8E2ijMMS0N+FPsv78EGFJM5I8aluRW2sWHY6OclqXpSzRgGCrW2dXA+vqDCaduG1FC+uHjML216Yx8v5eNXNakYJMMk42XoDwM/YvBP0fnFugzij56HcFqS1YDzixhW+jud/MhwZyxhx2kxBDcpX5DWFGxsUtgaRPVxvJcB1UIRbGtwVCylJUOGFwjbPLnT3MuDvlppF9Mm1oK1ZlSDAOqGBnw2XjIsyGpk/89mGjFNJFR4jD0I8fPK4taLQqAxjSIiGfTbCy7TJqIymew2vzysVDn2KP9tOdsDGvgTy2MxK5b1k86cbA6QgRMZwmxMB/bxTNMy87hyHI4q7QF/Cr1Btn7E62k6+R50DD0PN/IbhWmcVB/gtUKFxWlor2/yYThSV3ohemyNQ0XbdhWw49SoaTqyUqPzHEgZTYw4fyELps7xeYG+Z+cMc2bSvunAC/URdzPoTnSURVk9ygEcwiTzNL/My+figrkalZoIyCR+6yPbBkzddhzYNOXKITm/wksb8FnpU4mkzuwsA68/DjeAgVYdfUPzKRdwRYgQ6grxy8uPCPj48RNilGyTWNrIhagFxevr9x8uIRG+npZVzknz6Huwil1GxWLOceDIvdpUtmWf+MIVqmITcFCe/PFjd0I/fPiA9Mi54I17MzYCVjDzPmqcwupZq0k+sYAQQ4BYY/TOKEc2B3eTfWXq0YR6tKs46QGmpZ/iu96h3H5QUJjYg4GDQpmkkflZZvqDiYG2l5cfgPKr7eSXHz+g1OOLJ8hg/zoVGNt5ravKOhigN2xgwOFjlfFJZLViSQksO1a4EGBTkKKDraQ5tEz9QDrv61qpyitHdBjAHN6ZJXIqFASWieR8aDXYW8u/Fcv6IhXTfJ+jaDTIWaB2SDRHVZXW4XErcr5DWE+51FsYQbFqej8I2JDhYAKTfoEmZU6oaQkhV96TTXVRhtg8tqVRhS0vxrJc+G1eHPvps2ePHyvApweMchvdtdMfRlKT+Ey4PocVLuK60qCw40zR+SHxR10IjHgQI45IEc8p3U5jgWeRN3n1u5d7hpkTGAev9ggVUzovVc7Unp0qxGFSmRAwG0xkvvd9hQkumspvfqKu8YzyMi+X4hDGDkJMQqG/HaQ43MXOyHBpr1ku5iZkitphwg4lcIvfqgox0SS0SzNwQj9lO0icNDMbhI8RY4E00iVB3+inLzgWdCRIMI/pFCFsSmKoumEF3kATAnvMHGLubHY7lAq5YlShIUNqWh1IM9vSB8gQuanffXjg1C2mGwHcyVTfSa3fWw75JtkI3/E9yLF8B1mxGfXdgBS2mCHA1lg8yJFl3eAOPrToy4tHFw9Z3LNsSLdqBhcVjy8Yic64BG3mVsr046QXUiOcb8IrriitLnvGdUz2EI5AIoXWG14E6lzpHRGanAC6RDUNUL5Ke0CHXsFIWY9rD3EIS8rV3gZNFTHl0p0IifcZW40hg+uQOw228mDtDCwTquuHI/5gPVski/wdOmJFqK2yiHIrdr8nNNpg2+gNM+BmcKXFgEPTGMsyj7AN6vWDw4Yq3SwvWuU2jRDIcTvdzZcckqUHldAktP3e+ok2rDIwxA4k1XXcAZFIhYR1tnkHiVIwH5jOS/xQt0uoOmLpHESVkmlKGgplO4Xeaosqbns0xzlSHpu5T2wa9IKaLNC9bi8XvYZvj6c9JN1pcI/N9Ta3w0yHChdcf7Eato4dXK8vCcJ3ZuW5GsF2yEZzZmGqF4dSYJgAhCp/5R0SYVChJ+mz7yBuAVpO9IoqsfS4QKG82OuRgUYW+JmetieO0Z+GWbyIrykQhbN6ZzeW7JAbbUtbHiFn3rIFrAg8OQUnTm9HpMKVwYghVx+vL9k+f/yoGxNI8/GSNSlXKNm/6GJDUqFv4SiBxrH/K50jVrSFEMP2SHmu2Ad5+MTV2YMPKXNKg26UIfviscvfLNSMnHT9zqu9X0gMOUjvXsFYXRLVcTomhhfl5oSBH5lgskl6KO6MdQ6TrpFPh1cNgZ2RCIwglWUbWOafgcnaz3UkFoeExn7w8JlaP6CMQxByEI/RC/H4HBR79lW+kBbBmSrLWQjixYktLHNlAUE4MN1Aegq35KGVCCTIiRI91MdSw2x1wVTiZBFABLSc04kMD3kAuLVssEDQMNJ9V0KrmVrsJA/vypRGYliIJh4cGnVJK4wUZHcmIxlVmSNV4pquxH7YMgVk+XT18DrW7i18vFUH4Tj7wpaqgoLdY45leF2u0vGxTg4ZMGFJ1kH76QH+5T16ChJDMV+ws8cYcqx+YgJxpPGhhxh5ya/vWvRD5STZJ04qkiKnlkPySJke45i4kFpuNcYih4gprTp0m9jxdak4gVRCyVxnmPgxyN4W8sXBSdws0DeTKkbL53mlIuhU8nOEcwh0lX/MKeWrdAxMZPYYQdReeSrn0GWTf+iiX5AOekGcA5xADtI5cmL6B8gYrdEv8wC6ZpgEv4Nhx1ljVHImxSTvQSLMuCzesuf7VqsBnYqLYRxT6XOo22lf8PcyBAsYpPP1+ff0EyT4w0l1U3zcZuN3D7yVlcGgqqWjQT051TxN1XfXcdedMuQcQsd2S+QZtt3LkR/dlKG6oPfgFNCh/JtLmFSNZAGTkA+r+oI2H11sIXgDJ/gxvL3BUeqFkuytmSxvvqgmrr0TfOLqHEoh7csuGoeOgqUunGTSv3UogjHHL7gk7BjDVvzJSIdWhaxQe3mKOb5nlRrxj4/7nJFHJqxCERzykzK1eAwyOPUSwm7CL450JDBJfWLKdn8ycHXRPOIclanNTit8HRIte0Ko7sFnglSG+G1csJ1QTA0kZr/k3rY9YVhlVWMNiThxdifGRG/yltM+ZSPt6DWAEbvUKUu/6Rg+ocH3YNqBYigP2xYugl4xpA66lHGdQznhncNCsP+TJy6DMJP9dhAEUnIoIDkKqST2WRU7uhRnWg4JwPim9ayLI1ggOUOeJXkiRHvo1GeUrjI21nUzpr4xyiFY7igFsfpVyhzpg4jTjTtwB51dwmocQ9QaKisdpR1aBNRy4cqchGe+f//eKXNOo7ks9/ghm81u0tE1TOo4rPIy/DDINQ/v4D8EbikMeUPsBvvAjgnSLXwCQpBmpieacAC0xOW9HMjmAHztsGPk2Wj/BsOWThpaSSOORnMGBI4hwUELtI8GFxfPnr/AwVhQchLNdUn2D64vWV5zBeLxp0cXSHoFf3yM1uxDZ3qCRAYcX6cJxoCan9YdH9+IIzAL/UfZ3R/bso8fA3/09Km1wNGwowD4DHel7UYuKTIgsHImHXhlFPdQjTJI4miapshCZ+eA2fXJIrVwPIGeafMrWti1EQF/y8gtp5vK8MSn0IKzOnrEay582ER4aJl0FfgVGrMy0d8/OVsbzIx+deiOFyjAJ0Dgj1h8totZ/ElTVNtBuXFgyYwi+7qFrgexJjLQ5uxLUWKT8gplJ8pom1yMihMZbigrBbKzp64TKejgMngJAJyKdkWwWovo1DYP4lFWa9saHBBdc0QnKjhmdZguiSl8X2audzDEqebAvv3A6h6bqSwnV6FHhqSPn0H1I/7GCOfc2qtthiCAEs6nfNNmSN81DwjRlzNymnKvL+Pq04fLSwSUkUkByB83/Cn6TSkmKWlzHcAJn1hiC4qAEEkwims1jCZrviM5TmYcWXrJxKYY1LZp6BcJGOEgp/l4XVP4D39pWW72vyTypUcM9BqivAaB/Qs62g43rlp7nbIcHXuQEO2lFvtQQBamagwu61P4qz1sPUYeE52kHGXRvBaiXPxRaUtspj0VSNRdhIz7kBrwiRCkgXkoD/kdiWMwTI2ElE7NJh0gaVq+aaQA+egZw5KFzCNrZ7k0yOMO0EIbmkfoQfmmckMApi6OA2Cwats4OHQwiEaB4/RPZNS95KKjzc4PJTIlKE3FH5NhJABuRctDQIWljf2or1JfcwgeyoeYSBTqLyl2BEYOMINPPd/FaXmA/QIl1CPDYYE4RormrE58423VcLCmrZWDSfuofRqlQz2cRzAAg1/a8Rk938xLjGH+MDnFRj2bQcA05JQ+R+b2RHjJLxjkmi0s0ju4qltA+quD3YoLT+rzBLFrVMgPZ1a4lapiDoe6o6r9lNE0av1yJUxuppiwaSsYMg7fcekfQWWeSUnPE7ULMjRdZakTRVHM+3APNGvl0m9ZNqEDN1YisZJzjr9mpCARyB04QhuIfIeblUpb4oDdExVJXsY3y7pay4iYCKEXxH4QE3DN9BpCmhSafClWeMVC0DdWKIfDYuZCAg/DCZdbCMg3kpEhkBO48pi3U0Eg9e6hlmvnnmQPm0fRlkcO/VCEqHRvSrGdgVCFnCPUjxTD2Ho1WsudBSnRYu4M4qU7IC2AdhqxX1bwaC+Zw6s1VOdYS4o4RPALKfnC5uJnmKGXayzVY/WXCMdhbEhuPOFPQlpauF0tJ8g6GGqphW/lWNg1RtVXKxv3tRiBvCFWOzm8XO6TuCcv7qGwkoSy8iirFuQTtqGOVAoyUv1QFMOA60jbp+nASB8IoZkE5QpH/upHlXPSO/pWzeHQwLWu9tB4FY48ZRupkKOvtd7Dc/HsyRMi0y+//IpUz7ilhE3JtGSnmQUaLyTw0BPLB9fckcjNJzGntzYNLg4BaccQqrCSmsAytWKMVNnm0dG3ymfdwiYrZLzAwS0uFHprC5XeJvGA25hInDydkBqChGT5DoRWpAMury+JkMoe2bRIao9Ipevl4bmQHE91CIuVTf/RBji0nRt3LDyOOeLhSZl+exyPdYGlxFrsY9wXrTn4qEPHCg8+JSplNkGRiMsZGvgqA2pGUmN3JwN2tqldJ9VyCCTuMMa+baGwO+tQ1a/SL34bNLYrmXz5YteHpbDCmwV+WznYrn8VD0fHRPYsmc2aS2Wm0WlYUzZlkHwi8J3R4tehDDI7IKhaXLoCAv0EMV0g34/eW+umCa0/shbn3PbZU8Yd63JOdSHICHzy9AlN3797x+GzJ0/BZFOAcwDcn1P+MenKXAViEq2FsAkFnDI9ekLc4P49JLq88ForoUxE0BSRP5p+2U4/DTpdERtknIRPG2VynaHhpScWOdPIrOItBxlfWsMwgxhObKZMYcgCFB+MbDpVKhtYQU6yVQPK6GxbGCUzoIKVZh0AqTzqpLAlU5LhL4ON5KcDHejY84iCwmjnxS7Yx+lTmvSFNuLClwZcRKXVmPiDH3mkFKUzpMfJAwAGlZzjKcoluX61HDsMNw1kOlcw6+8bZooVTavYWmrVOTNZMbyWZAp5lw4t2zWdUSIDQ5TUEXpehjJ2CWLJQE37VPxbymCCk3ERc4Bc7hW6ZYD6gMzxN120qgRgRlWn55Yxe5HVk/E11AVNwUYV5jAlzwClrzxK0w6G2tleP04HiLRK7xjjpqOJB7lZFA3hSl9ZTUvVmELTzHTUMFJVkmENECmtNMiOxhjB5bj5oDgJ2EakwUeSijT5pq4ZOedE9lfDNLcPVYBJUu7x3aGH+KBM+QdaAKvJrOR76LEgDfHCNcXBDoUEzJaTe0qVvhj6nGb1qOXZVOk6zWR5jKTUg5d8K/e0MP3iop9CiDGtIYkBixQlJvm0rRO3Vb14LxtmaZxmLcfCAHOSyXfmV8WGWr4GEz2SDxV+Yl+tkXJIRipLTrzAYxgxSWvy8QCq1I4l1162cjVru0AyyCPyWDTAworwsJTRRZBP7yhSmpmFyjgK3EWBYytGCQlitQjKlG/LR82sGA6WUblXj1YHhhDOgeIWe3wHLlD6xc9EEuqJZpPpiDwKYwIhRgKnzQJVoISHwFJjpl/JZMz1NgcsKgNmzl/BLre6VB2oECoZK26uM7t8ZElgZ8LJbQj6TFOHKsPYkYwbeuwIbA8p76BUQZPvkqu+LkK7giOZ11dph7ghXDNCMouC4eEhPPnMgzIbvPRLikfjvWzKKjyGjUQD+dFjwtH7t+9++eXnf/3X/85S5/U332DqH//6I4b7/vvvMcWbt29ZWxtnsKs2MIipJ4Ydmg/1FX/qYHkg7h2ieBFRkSNPAR42AYSXzDy/YjGatZc3vVx/cHMhOwD0tcb37A/8mms0Nw6MVGMh4wT4DTLq2CTVddNiVqJ6hXjocu3DEiwKveF768YS3AfEWNxXFqc7zipsMOGqrfnmLN9tXnRDgTgYW886wQfXg9zH73nWZXaGeCUE1D58NPJx+qEFtLfESJYTmWN6Y0BHCnAVd4mvFmbBHPg2cnlI6qbMWFJAxaQNxVA8v4fq+ZIWoLChTDUnpmAVp61uKWsdCHJ1xn5TF9XpApUmlCFcCjFVVCwAdamjdlRbhlq/ZhkCRla9B0RW5eBn2Wd/u6oTvzML8sOXezqwkKjXn95eXXF29Mxmj95dXX24/Ai+F5KeevPVG557wYxPnuKcD7jBzMf0oI1G6fISrvjVIn6Ilpj313fv8WVs6tkOTwSIQCDhZM8UV//yRX+Npf4xHIfow0IXclcPri4vL4E/feoZDKwQYk6oqFtLu7mDIBlkdiNgzGBlbIwZATUceyqgk5lyPXl4C1oNGHqqS46kaUFah/IB5PZcA5VdGJzk7eG2HXAp1NEFKFtdU+NiRRyYxQdGpoy0hoOQo1MAtRypRxkC81NZ56LfgEwnp2cqC3ndq3mBlarlalvIhM9vG29lIpqMI48CjFTKy7EDtZaW+cQSQS+t2MwqU+DVDUkopF+pkEsWSWDeUaYJJoCFnRGalmmr7YS0bN40bLuZQ4OR0nhIFVTK0szg3tRF5qFdG8kmWtTflHpS2X07JEc26z3cyyGzIx6XD9WWDg2jd3Yeou1xoxuPSulAr0gY6UD0tJ2GSNpc4pTAHDkL3sHX2CVBLIf9PS/pQ125v5xtCcKnVYTTXDckApDsqRGOh1hbpyGpwB0SBoFMLea3NXt59qax71F2AdFMpKYUJ+XqIigoBFjiDQ5TeExmBZ9DuV4HjlGVQdNT9rFYmq4Y+CDD+CV+uZanhVOb8VaOE1kGcBxCdVzIU4CSyFsvdKxRyPIuQT3znhHSDTxRBcALSOQNSDqyC/vAQW28Sp9FFLODOMPnw3wYwy5EicgUetBQtuGUijeoKWXI61DccJ17NkXLzkERy2pwBD+jim9apLkcjjqt3SOPkbrr7wwNZmCb+AMy5E9tCST+YJ20kFOLGvqYYdqQSb96RvMJjhaNHcocsLkOYRwdvi0n47UhyBEQYsXOysRVZPxBWCFDoMFTwsVPUwaNKzxnSY71VDngEJWSPEuVdlPcOCwHjdFHpSflpnWcEKc4kkfx+nCQIMvQMMf5Bp3ZPrLMg+1bmTxMNsuhPS1WZOsFazxo5YOpLi7YtvzLX378l3/5l//4n/7T27fvf/jhBxz3zz/9iCjffZdF/7u3yPOEhQ4XLTGEmuhkip4dB2lJ2bqmrk1pxWH4kvntv5nf/qdM/AhkZDgbNzXZBUlSiONQ4LpK6UM03T1Op8ul+AgzCPEVBpNjyQkUwn+8Ou4pOar77yqIsS5fCaMjayef0bL6KPWORrZXSXNxH1kTO7rmqRoNduVcMpVykeSQsnJF8WpUq2pEB6xi6RhJiJ/lItZSm+IEUcmBANeGiu39SXqW7AXKy0YjqNiWA13ORDEElp1ELT62arVCeEJsC2g+yU0vu+PfVg4ln1uo0PWQ5mEueQjuuQoOLQGPWkvh3sIooyOSPnr49AkcXPLTNDL7lI4GiHb2O3AnIRb91/Tsi2fPGXI/v/kVRv/w3feY6Kdffn7PU+PXn548efry9Usk/OnHv9Lg1Xff4pycD+Da8Z9OSxLHIpkzYKv2TsSsSp2sfTrlxfMnr1+8ev4M0ViXdxozjDHWYtIvX/Qjk9pVpZihZaSnivv4yV+8eMEhp63MXLlnHUeIcelz5E1vDsdtObPimDB0CBfuNNBg6ieb4nd/t44S5mQYX5fwcGRn5aAiJ+S83Qj5Xa9yJJO9nKu2C27vaXGkVpAEfvv2kDzrxNazhqejL9/nYk0HZwSqNJ2cUh4DAHFRlVsY696R0WwcRuth55SLEEM6AA74t5QhRFdlCkKaA4lJM5DoVe3KOtou2hYOnDgIfingg5CIDRd5aVbCgk7LWt5ehaZkK1QCcfqUqnIbvR1qoVkp6j9hXxnqJ8aY+Ak5/p9rTjQdxOozJYA8MojF6octD5vYaNi2AZSeBhK2SD0l8ds0hE15aDqrAhPFsQJiGcAdruEuZCRtQVHs8T9b3/JdXiFNBNBHyZcXRYQcl36oK/zhL2w8TIpelCoB0vJHuRJhTw6G1Ok4dol6OdJ9qcQ7dymZqjMrD1lKOXlVK2AvC6niMj5NS51VQVsl9WPa4ZSXNpQjOViC89wIpfKwV3OuCs6oDn6pkUN4LCMd+HQw7fTPwpNL34q8Z4l4YlwHATpxfcWUXea7SkLrcOH0iSTiEEdSeJefJi+Oh6eIV3ouT2GTc5+nXMNkSgieJ2QkqQCluhiD2PgSgVQBA6v1yKlofxVFCoiUpXzQ1Xs0jVRhRBzMviiY49mKQVTMUlD9Me11jqq+5TLkSaO9PMb8ssU00o6TRkgx7AU3ys2tmmBKwRnHQ/lok7VjydQkg5oNGEzcjpuIL7Fw6VTHU3U1BZXLw3EkVzp2dPjZDxivp3+yLoXmg+X2RTOch804Ctx2731BmVsdb86FUG4QMqbpgvXYQWGptlG0GGGGIcRBPEXk03k0Qcug0VkT4dJD/UZkejCq6hvhwZGGE6E1g4nMDimyVSb9E7+yzpYOH7+ZiC5Yu7HW/x9//vE//ef/++dffv3Tzz8TrX/8+Sc0f/mXv7Ji+JA3ybD6gYiCGWl8RxBCYYJSHj4WiYNj8FudUpGKc15uJ2qjJIiyrioyOQlSsCQHh5x+IXctiO41yPS9cVhCMwd5Fm3vdZwn3L7lfUrAtWnIkiN0brwgN3pbwchj0/fDB5QuuwBHNtpG9EMZul2aZ/Ac4F2r0DTOueCIl0U5K0A7BbiKxc0wIAKDv3AaxqRvH9aHagRRGCvaPXphHzyMbVDBuVYwm0h+2Ly6I2/aatxoHUtHjPiKZq/MMQr0xbKRcxC1MsJ6CrJOfm4uA4W3L66QCPqFc3Kqyl3xQEtOAS2Z1NYhkJM0ZebbBPKzZ0+ZBbse13Z53xZiT9tCzAEAhEUwt7eNRf+vv2DS77/9lsqff/nl/Yf3uMHjJ09evHqJpD//9BN2ff3Nd4y4v/7MKcFlBUzfqAU4bLw4grNdjsROHNfX333zzf/5v//v//7f/7t//tOfvv/+29cvXnCvD1gg5/oDMcBu+PLbe9TCVHPoDDn9ev78+du3b9+9e8e6nzK0Lz9ecUPeR6IgFrCnMsnoAzqcawtS6Di7chSHI+b7B9zFtHm4MYcIsgeBiy3cvlMN7nlSmTrQCDhjaW3wmY7FoLrmYpYy2SrTpCVxcCYggcsBSMs4iQRzIQxKwo2M5MFpcEtZ36pUjiJpxjUjpseV2fYt5yQHoPOJ0JvSDRXRVFFnaglPAJA+HRVCtBlr4MGhOAKnJoNMSChofXOoiT7Vd3LSkhskpqdVyJV7Kd9axi7pd3dxQnTZEAlpS57JQntCVzv7zgk2mvFcm5ZymoZAlikYUr6GHkMCjcCLoHoS7ezCxA2g6U4zkmbJIBeJT5XrVyWrci2D36ojI4TQHVn1iTYyaJIfgzdeK+M5mvlWY7URJVFOUfkfvFOxMiMZEwUzkwsGaFNDY79OkiCjHwrVzvlSuMQEmlTVMTDnAMOej7zfGOpQdvTF1OVE4zbyTWCJRVKf0i8Bdkg75FBlPw1tF3ARB7KXPWR55BMKQ8GT2nP8iDNdazLo6J6S2LerrKgoiec5dHFS5QNBeGlVWGDOhfGL5PhRyFMhrjTTcGonSGKBS8tOLpAFDcuO9IT3QnbpS1CwP6Xt3SKMhws4KgrdmEk6BA30dk1kK9zDKTYypFvazrZLfA+SmOVAUzAOR8HD7ru3Ct+jUg/IKIOduPxVVX2GFNp6SFD9MkG/BfIRnYIdVqOm5dbOvliNjqht0BQxoqeaQ6+ttoKH04QOjkPaCeVbLWQL9vaptekBesQXXWJjidJVsSrt6ByBMb6mY3Zp78RcZLI3dh3EADcwMtkasRxUPrgLHfBAENTZCF6OOzG9a9RGGYl6VXzPPgG2lT1uCvOQ84Yj5lYUz0INmlMiOcq3upOjWny/EldYaEz8SVu18Mj0mOOXT9jxZhi6K9jogTEy06kgOBiUNdXzV69Y2nx8cPH28uPbDx9ZcrM0Bu3Nhw+o7d7pQ3YPc9KoqV1FsJeIDJqrWpet+igv7KKX34iRkSs3/st3zCm10jEcop1fbOa1BJZDPPv4ATLcGg3B3LnwCTi1WaQz4mLtDlh1r/GGl3Yt0biNOaXvVQvaRrbi2yLCOqvx52ToQE1vYiJVdb7DvnvPnpdL03yuT8SZfoRsXCaJHezImovTGHn3FkkcFk/jtgwQvaXHF0QyWn2OgmQjEw2RxFq04RhbmUUXCmKIyd4pp2cGJHJlYNmnL6uNRPzQKvU28sAKPRycgWBFUmv3cvgCSONW3Jk3iCOCpJEZinZD5zKI1Fblbpku5LanR670EKdcBpy66hup6KtKwTMgH99df3z0HkWHUw53lA+wvIhWAXQAGHN6cBW+HyBxffXz2/fwevOeVb0v24H1R93s+i33WmGuD+9t/4RLP491blSglXnmYzXqYEUV5aXn2HH/1//n/0G658+evXr58sFL3Vu/0sDMIwxk9H3Ai1rvSq3d8zT3tiS6qfGJ5wYYIZQZLX/+y5/f/PqGwrOnz9+76Gffg9OLMZhpoSVsmRzOlmMSCvSJD94ZxeGIU7m45y+9FucxcoHozrpt+escXafE0u0kTSaWSSUD1+wIz01zF0+hKHx2vPppFLKts2dZZx1jWkk5ylbYcVlimYE9b4+RA6GtQobyyiE34MjEik3yQRLxqGi7E0jcLnhWnNYOOgOuBg5BGSRlmE0OAmPClXumzrvYj1jQeLQaNPgqBOJ0Cq63ZI91pmXDc1g5KJSFQU3rW9NTtZx9Et70CxAQiboqlpEm5tAikqQMbOruGkivJAEDxU9IOUjsudFsldPJAFnZeVmAZukRkMWXDrnFAgTlgAy6ytM0NN/xI9Wqp5CWJaYYfLSY/LBi09YGUWigHodUQcZxVFkQ2vNDvD791g0cKNtWKo6aYZJJKs0GAjgcIgc6OKpIZFK3PNgHl2pNSpno5aXwj4+YK8QloPBGZ07yMQkv3rtmv6MkZvvJONQhAOFBedZoTsnP43wHB9U82Mup9Fpqq6aY63Cia9ngmunNq8fKPbUDpfQngjEgrmBM5mNjSWXiMKBoW3UUbA0IbvcOb0G7wZivwYvKUc6bM+z72T3WNI6WLC0wchjYxtsRsb2s5BO2NgljGKVK5bRfxaKS6FOxF0IIqBdp+HaYzFNlug2ZrK6hUtJLpRZmXfRhJBTMKjS11Id5Ny2c4yYFhKh0NOgGjbxVqd+HA9UibRVD2oCj9TBkAFJt4ZAfenfomKriaZkkO9gi44VlkFQ02JipgxGJ09/UYtUYkX7hyrDLbYOTneEKlLp587fmsPOsAg4S/sm6TRIJpHxxxhAOh6wLEQco3gMBzQUHLxqR+d5daWJdJ5I1QtgwRnL75MakQkPdzZwDlWZI4t5Atq7lR9d4Sp8FqQLaPiZKMdRSKi5FRDEpW8SLiKFrZpX+6ndSgkoIkoU431wbfP78yfNn6PD+8iMLfbb0uTmYy93v3n9AmmfPnmNA16Xc9Exgh+njpxe8+l3a/CnoGM8JNhgnJxOYmDYwoGG4Z1FOt4W1IPqB3PnKVLi+rMzYhecSkVEqedWK5nH5e81bbVhO8dwFoSEcWcjRniUt+QicemA9amg6TsPsWywOWjqYRvKNnGbahAol1MYWcIBHF0/kNZ4hlNe4i85F3Sh7ecgE03isLhFCyqxY+Y++Vhm5B7oDFsl1s2DqYFjYMsMYG7FpTevrSwXolAxNaUOHtGiOvtjgIIlnd8iAHNL2YOXhUAKuU6utjq0rpWNtY22/Wj4cpOWoZ4hIuijJbyvPLTWQCW+xQ9rFf6BRXSRGCkl1NGIp9EHf6pj+St8hZSsp8OIMY4LuN4ggnoI7nulHvjKGlVmwT9UTKYkQ/kLCB2NReoiluZeDHnJlCea8Wl+ZCCNQcz8A+UH3lN05KR1If9E/MnBfyP7kAwvGEVvvcCESccYJIzmOX80awq2dfkW6yZgBb5l46ukVqIT5LNGurzlZ+ennX/7Lf/1vf/nLn3/86acnT569//jxksUdois9EmQQE2lW0hCaCJNgTvyXAf/0MXcl8dxx7DqEoksYIkg+LE85UhBkH/IjH3ZZTOpoMdFWHlFHOiNYeOEol/Ocw0M6+PWi4qdMiziEPYVdKcMwDmpUJimy2pvCadAB3UBtStvynfjKc0TfY0SqkraVXJCkkLRDqKw/kS94BKi0A0Y7qUjHCZd4Fl0DC32smNoDr9nSCv0szVd2cgh8Qgh6MMEONTtKl2Zs3iCb8THsELn0c3o64sjOj72RDkboeVKI+DoFU2nfnRBxElC6QFmGR0ko4F5ak8tY7gwx0IIfQSutwybaWTG4+8WQiBOmtqjRL6zEJdU+o2xrxhopFHMoaFSXcQ/iCgm4aoJfEkvSiXCERGDFJF8N1aT0wyfS1UDaSjqDlzGEkZh7a6SVRtJLj0BPPP75LOKFiDSSNfzzWc0pLw6uaqBNqDGysFPBrtdjow5Arozz4zUwpsaXBjkiOCFwOmza7VYZUG1W2uMQgatm8puU2mivV0yxjiTreF+gQSOtZxaqBgnp550npbyZyFrSgDiKKgMFHIqYRgBi/lLN4KEK3j0sSStkhrQ2039kRVZ9I3cp6sSkwHUR5cGU4pcjlfZ2leVgL4yydx/CDpwwcnhSI0MIFUiu+PyRu4oS0wbhbT5rKw/9BKRbeY204dUGoSWdtJkNSiNko4TcykYu4CJQWigYSia3NBZGaZ8GKY1MUq0hjw1lutKoDUSJqRxDu0cCiCcrTWoBBMVp0hQXA1vz02GjjaGLymLKmPpI77cJ4dn9y7A1zlHJcLskxOhULsJxfdXOcKCKJnlcT8wQKDtlqCGrLnMKjfQKxPMXkLzHh1mP/Shf5eMgqVztbA+AmBDR4FCloHpIVclmZwlJPE8hGRpJuo5xgdkQHaDKBqcyycSPLKyHUTjqpBtPYByfpHCuXFIwHGwYCODFMIzITwU9feobOdks8H2C3lLPVaxH3NaMEJwScNKUW3qcW0z8rpD3CdAeEcI3zqVJyiLhQufRMJqSfFQJ4rBRR3mmVJZV01PkGoWnh12ngO9pIQspW2bZzns7MQph3PGGCJEhdIcd1FdpFTCz3uSuAR0m5Yy9I7BLQQqhYFGhzapNzE59LVw597LL+oVKIfOXovJfPAqkMNB+luXCF98Ek3Rxrr9lIvbNkVR+eug+fTbBsDXP7RjNXZDpq0RCI5AI0vFaRChDPCMrbhIcKMgy/+QWoxvNkI72wLRJCDl4TAob0uWg1UYjG/AJzZY7doDlUMSjshzDRx4Mw8R/AnUkqWjTHLUW8kcE+XQMoS9kd5unXFZZ3qUH5eJAypVnhTFCaMlc7kIxuEUYFCaMOFPjHNxpgqeB42RAWQ+UG8d6C/t3nPOzeGaehR5RZp6mywxtDDExSbR2HeUhjOwl2VGvJGzH+ft3LPovGGhAA8oYP9zeU79oZ+xllTgkuSa0MVRgxhknUzCR8CNnPJdXf/7p1//6r//jX//1v/3l5zesBt5xbQwZuXiHln5kmSy2CNUoUapRp+pHdOpVMDmFlSpA4aiZ7ZHQSu+N0nG55oA7wZp75gzZMVB7Zc/bfIdY9k/xWfCY94fOOP0nTvuiMTu7XcxTOC9fvHQlFAfqUrDj97zMDPb08cXLl899zNqe72YZommfW/OIuGr1tIlf23IYefMNmTFS68Q2xpI30g9hq0dhYq5DCm07MWHhueTcPsFtFSU795Q7hEptLARp7sawLKojlCpn9NVvh4dIiEjPGn6+0GqJAUqboXo+WMDYZFhmSualUfOeSKiBSV3xyUUatjX4MGLYKe8SDrhjyOQEs6fSAUKhbw+wHBUChAxVtmhuyVQQhRAmbPLDGQA5mkbWFEanxZBCO1S7+T+TDkLK2Dz0AkB8mQ9BWuOvXqbsBxgcdSySy0s3HviWX+MFhVCO6pJITJHV5G91ojPWs3fweQQg6fyxJ33KnI3VYOI9qW55hsPKUyXpDQJdqTDnLl5VMufBBBrBTenxQtqDs8JvaOyHJ5ByLMJEPOAHcjjERtWOUGucSayjLUybJp2EQaI4CJ5UoxhEYFVDWyAJyQKuZQwOTV5JjMAOGurZE4GGK8mxEMXCcRBc0icn6NQ8jMURO0qiSjediSRQawqnmDjmpUrDJoGgeCuFLboAoAgKtzsafMI3zjVm5JbhJWYI4CHGaIRFljpHzafqxGGxqBdfdopLihQCSVniWOGBSFSOiTYQy12geThTabbtYDCrpAC1qSAlasYgDk7bFl3qkYbc0cKh7owdrMeo1hu3FZqSg5YjnZYr2ey/skakT3xuDfeAEq7Cu1aYBWpJTgWY8T68f0/8KV/yWiCUD1zKkg5z9ue12fxq5uPHz54+435frss/f/aJc+v6ATalgGwu0F1rsDvq7+wolnGq413NpKRRo6W68ImdVUQ5kBzBlE2PFQPViY3SQpfyAKzLNpBjIzi5L5XzQ62mLLCpiVnDaP1QMrciWTwhhpuH1Cbuuen2NGsaI3ZM7KO0CEQ93FjrsFDxNAvx4qW+18h9BPXCl6lwFe3Zl42QHLi5FRaaLR8L1YE0MPmaSQd1oJu5zIoNeUci9RePfCUJN16QP3rE6w/FgTyPLoZVSLjpCluTElv2m2sH5Epsx4nQnkIY20av4c/gbIl+soNI6dLSsd5mYw7lKJUShzTdSorgGlBkSdOLcKbvhDAxktNpUuaUhrM87viCDmXPZcRhpsVoV1yuBdNBriq4DUT4U3NAAEkzBKEcbil+QxFC2winllMQydLEZpUaTQw7AlRA36YQ+exWKlCH3OVzQorfEqR93K44IcvAozbRyPhjORJ2VNQTsA9iQ0lnjfMmBEJ7WFEJhzwQkEa/kg85KbdLNLVl4eRNsTs8M4QwqBc7ENXIgv3FNcR7du9dWB8+ssvPghEtr5gLwKUp2CJypBHVxX00mti5pFaJTFkUFlk520CO7jtoRS1mpxCTnrJ/MOISNKqgzmjiZ+YcoeKbWo75Cqo16so4vJ1Ud/n0BEN6ZsOPayCwTThlfP7w2Yvrx8/fX13wyw5XD59xd8/bD5dcgXvyrGvji4SP9ivCx2ixXnVDBJSPZErU2IImlGK8mNvRaa3iSyBAjo9T8QdMFSGH9I+fvvLnpj3QvcwPlIWbpDzzAPQLepu71HQre4/3eSnS1EF8V17T8FEBUPu8c4AwRgmZtpKtt2fhGNmbC4GN75yYwRzy0IBphiczqKIMvL1TXQKJlZBlVISjGSAlRAvZtHbj1VpqIM3TJNSAoneZKNsq6LYmufoAhjUIZpYHI394Sx/poaV4VKjIlnBHiE+4D0vwiE3gp5FrypViSL0NjacppEyUsVXt2FMt22TcOD31Umy0VWa1Dr4tV7sFd9qOQJCmnqyTfyWRFxQjnE34fLrmmRVMAme8kOkKtbIGIEry7mOcPEEztqMxymFFo8Cna/i8ePqcHnr/5g0j/unjp97KnZjtiRMiu0Mby8IgIzHDKn3WPtDnVA04xJk7WBs8u/h09ej67ccPvGP58QM24a8+cIGNmwO5rOddle4hwoQ9BU5YkJoYM055jTbxiLoGZO0jDCaPlNGR92o/4z1iTx49ZqXz5s2b

Perfetto. Con la fotografia possiamo approfondire

domenica 1 novembre 2026

Moto perpetuo due.

 

Vi ricordate il post che misi a suo tempo sullo studio del moto perpetuo?

Well, l'esperimento del sistema con l'utilizzo di un gatto imburrato non ha dato esito positivo data l'opposizione dei soliti animalisti.

Oggi considerato che siamo in carenza di carburante per far viaggiare le nostre car, evito l'utilizzo di animali e propongo il sistema del motore eterno a magnete dove l'auto insegue se stessa e sarà definitiva sul problema carburante.

Vado con lo spiegone in quanto da una vita stiamo cercando mezzi per effettuare spostamenti consumando nulla o poco niente senza chiedere zero in cambio.

Leonardo da Vinci ci provò con le ruote squilibrate,

Bhaskara con le ruote a mercurio, e una lunga schiera di inventori con un’ostinazione degna di miglior causa.

Poi, un giorno, qualcuno ha guardato una normale utilitaria, ha notato una calamita e ha avuto l’intuizione definitiva: perché inseguire l’energia, quando si può appendere un magnete davanti al paraurti?

Il dispositivo

Il progetto è di una semplicità disarmante.

Si prende un’automobile di serie e le si monta sul tetto un braccio articolato di fabbricazione domestica, lungo abbastanza da superare il cofano.

Sul frontale dell'auto si fissa una piastra di materiale ferromagnetico, indicata nei disegni tecnici con la dicitura “metallo”, per non lasciare spazio a fraintendimenti.

All’estremità del braccio si monta una calamita a ferro di cavallo, rossa, per dare al sistema un tocco di dinamismo tipo Ferrari, e la si dispone davanti alla piastra.

Il principio di funzionamento è immediato: la calamita attira la piastra, la piastra è attaccata all’auto, l’auto avanza verso la calamita.

Ma la calamita è attaccata al braccio, il braccio all’auto, e l’auto, avanzando, porta con sé la calamita, che resta quindi sempre davanti.

La corsa non ha fine, il carburante non serve più.

Il progetto prevede anche un risparmio sul bollo, sebbene su questo punto la burocrazia Meloniana non si sia ancora pronunciata.

Ad ogni modo l'Intellighenzia ha dei precedenti:

Nel Seicento, il vescovo John Wilkins propose un progetto simile con una sfera di ferro e una calamita fissa, osservando che la sfera si sarebbe mossa lungo un piano inclinato, per essere attirata di nuovo verso l’alto.

Il meccanismo funzionava, purtroppo, fino al momento in cui la sfera raggiungeva il magnete, dove restava attaccata e smetteva di collaborare.

Per più di tre secoli la stessa idea è tornata in forme diverse, a conferma del fatto che il moto perpetuo, se non altro, si trasmette bene da una generazione all’altra.

Certo che per la realizzazione del motore a calamita, occorrerebbero ulteriori studi possibilmente condotti da un automobilista con il serbatoio pieno e un piano B tipo quello di utilizzare il manufatto come monumento che potrete trovare a Porcaro come l'orologio ad acqua o come quello di Casalcoso dedicato alla Rottamazione Arrugginita che serve per attirare i fulmini.

 


La Cina non molla.

 E come vi dicevo, ecco AliExpress come si (ci) difende 

 

sabato 31 ottobre 2026

Rivalutazione pensioni nel 2027.

 


Nel precedente post avevo proposto alla Meloncina di ricercare soldini utilizzando le pensioni giocando sull'inflazione che tanto gli usufritori non avrebbero avuto modo di difendersi.

Ebbene.. si è avverato e nella nuova legge di bilancio sono state colpite le pensioni medio alte e ve la faccio breve.

Per l'anno 2027 l'indice di perequazione previsto tra il 2.9% al 3,1% e sarà assegnato in questa maniera:



Pensione lorda mensile 2027

Percentuale dell’indice sull’intero assegno

fino a 2.447,40 euro

               100%


da 2.447,41 a 3.059,25 euro

                 85%


da 3.059,26 a 3.671,10 euro100


                 53%


da 3.671,11 a 4.894,80 euro100


                 47%


da 4.894,81 a 6.118,50 euro

                 37%


oltre 6.118,50 euro100


                 32%


E nella tabella sotto ecco la perdita annua rispetto al sistema di calcolo che attualmente si usa per rivalutazione pensione rispetto all'inflazione attualmente in atto.



Pensione lorda mensile

   Perdita lorda annua

2.500 euro

139 euro

3.000 euro

149 euro

3.100 euro

522 euro

3.500 euro

555 euro

4.000 euro

688 euro

5.000 euro

982 euro

6.500 euro

1.319 euro

Quindi l'aumento mensile (ipotetico) dovrebbe essere di:

Pensione lorda 2026   Aumento mensile ipotetico nel 2027
          700 euro             21 euro
       1.000 euro             30 euro
       1.200 euro             36 euro
       1.500 euro             45 euro
       1.800 euro             54 euro
       2.000 euro             60 euro
       2.400 euro             72 euro
       2.500 euro             74 euro
       3.000 euro             86 euro
       4.000 euro           109 euro


Occhio che l'aumento indicato è lordo e quindi malcontato, chi attualmente ha 2.400 di lordo al netto le 74 euro saranno 48 euro che col cazzo coprono l'inflazione del 5% reale, ma vabbè piuttosto di un calcio nei..... fatevi una pizza in più e via andare e va di culo che la pensione la prendete ancora.

venerdì 30 ottobre 2026

Tassa di 2 euro.

 



Ho notato che il post delle 2 euro ha avuto poche battute e quindi ne traggo che pochi di Voi acquistano dall'estero e preferiscono acquistare da chi si rifornisce all'estero e si fa pagare la mediazione. 

Quindi da domenica primo novembre 2026, ogni volta che vorreste ordinare un caricabatterie da due euro e cinquanta su Temu, o una cover per il telefono che costa meno di un caffè a Milano, sulla form del carrello comparirà una voce nuovo ovvero 2 euro di Union Handling Fee, espressione che in italiano suona come una tassa sulla gestione dell'Unione, e in pratica è quello che è: un pedaggio fisso che l'Europa ha deciso di mettere su ogni articolo acquistato fuori dai confini comunitari .

Leggete bene.. la tassa è europea non italiana e quella italiana l'avano introdotta poi rimandata in due tempi e poi ci hanno pensato bene i capi europei a sostituirla come loro comandano.

Occhio che 2 euro non sono per spedizione, ma per articolo.

Ergo se ordini tre magliette identiche dello stesso colore e della stessa marca, paghi una volta sola ma se nello stesso ordine prendete una maglietta, un paio di calzini e un caricabatterie, paghi tre volte.

A questo si aggiunge il dazio forfettario di tre euro, quello entrato in vigore il primo luglio.

I dati delle dogane belghe e olandesi, che insieme gestiscono quasi la metà dei pacchi a basso valore in arrivo nell'Unione, parlano di un calo del cinquantatré per cento.

In Italia, tra gennaio e settembre, le dichiarazioni per spedizioni sotto i centocinquanta euro sono diminuite di oltre ventun milioni rispetto all'anno prima: meno trentuno per cento .

Ovvio che voi che non cercate di spendere di meno, ve ne sbattete le palle e oggi non siete scesi in piazza (come del resto io) a dimostrare.

Io non son sceso perchè seguo il consiglio di nonno che se te lo mettono nel culo non ti devi muovere, lascia che si muovano loro se vorranno godere.

Lo so è un controsenso quello che ho detto ma davvero non mi voglio rompere le palle più di tanto.

E per sto nuovo balzello e affini esiste il rimedio e le piattaforme estere (cinesi in preponderanza) hanno capito il messaggio e si stanno riorganizzando.

Temu ha cmq ha perso metà dei volumi, AliExpress il trentasette per cento, Shein resiste meglio perché ha aperto un magazzino in Polonia e da lì distribuisce in tutta Europa senza passare più per la dogana e il pacco che prima arrivava direttamente da Cinesopoli ora arriva da un capannone a Varsavia, e la tassa ad ogni modo, la paghi lo stesso, perché il prezzo finale, quello che vedi tu, è sempre la somma di tutte le voci.

La parte più bella, quella che meriterebbe un applauso a scena aperta, è la spiegazione ufficiale.

La Union Handling Fee serve a coprire i costi che le dogane europee sostengono per controllare miliardi di pacchetti.

Nel duemilaventicinque ne sono arrivati quasi sei miliardi, oltre il novanta per cento dalla Cina (grazie A.I per l'aiuto che mi dai nel fare ricerche).

Controllarli costa, e qualcuno deve pagare.

Chi? Formalmente le piattaforme, i venditori, gli importatori.

Naaaa...

Paghi tu, caro consumatore (non è il vostro caso perchè voi non acquistate dall'estero) che alla cassa ti ritrovi un conto più salato e non hai nemmeno il diritto di protestare, perché la tassa non è rimborsabile nemmeno se il prodotto è difettoso o se decidi di restituirlo (e quando mai sto governo di merda ti restituisce i soldi per tasse che non avresti dovuto pagare) .

Hai comprato una cinesata da quattro euro, hai pagato tre di dazio, due di gestione, ventidue per cento di Iva, e quando arriva la merce e scopri che è rotta, i cinque euro di balzelli te li sei già lasciati gia presi nel culo.

E c'è un dettaglio che rende il quadro ancora più surreale.

L'Italia, nel frattempo, aveva pensato bene di introdurre una sua tassa nazionale da due euro sui pacchi sotto i centocinquanta. 

L'aveva messa nella legge di bilancio, poi l'aveva rinviata in due tempi diversi e avrebbe dovuto esser esecutiva il primo gennaio duemilaventisette.

Altrimento gli arretrati ai giudici (media anno di 100.000 euro per giudice) come cazzo li paga?

Ma la Commissione europea è stata chiara: quando la Union Handling Fee entra in vigore, le tasse nazionali che si sovrappongono devono sparire.

Tradotto: la tassa italiana, quella che doveva servire a finanziare non si sa bene cosa, è già morta prima di nascere e quindi cara Meloncina trova altra soluzione per pagare gli arretrati ai giudici, tipo evita di variare le pensioni per inflazione che tanto la plebe manco si accorge.

La tassa italiana da 2 euro quindi è stata sostituita da quella europea, che è più elegante, più uniforme, e soprattutto più difficile da contestare, perché non c'è un governo nazionale a cui dare la colpa.

Te capi' testina.

La verità, quella che nessuno scrive nei comunicati di Bruxelles, è che questa non è una tassa sui cinesi.

È una tassa sui poveri.

I ricchi che comprano su Farfetch o su Amazon pagano già l'Iva, già i dazi, già le spese di spedizione, e due euro in più non se ne accorgono nemmeno.

I ragazzi che ordinano su Shein perché il budget è quello che è, le famiglie che comprano i calzini su Temu perché tre paia a cinque euro sono l'unico modo per arrivare a fine mese, gli studenti che si dividono un ordine per ammortizzare le spese: quelli se ne accorgono e scendono in piazza incazzati come iene.

E se ne accorgeranno ancora di più quando, sommando dazio, handling fee e Iva, si troveranno a pagare tredici euro di balzelli su quattordici euro di merce, come nell'esempio che circola negli studi dei commercialisti.

A quel punto, la convenienza del low cost non c'è più.

E il consumatore, smette di comprare.

O compra altrove.

O compra meno.

O partecipa alle manifestazioni e prende quel che gli serve senza pagare.


 



giovedì 29 ottobre 2026

Guadagni.

azz.. questo mese avete lumato i post in 310.000. 

Ora penserete che sto straguadagnando con queste battute di lettura e questo lo pensava anche l'Agenzia delle Uscite i primi tempi quando eravate di meno.. ma ho dimostrato che il mio guadagno è ZERO virgola niente.

Penso lo sappiate che chi ha un blog ha la possibilità di far passare banner pubblicitari che danno qualche cents alla battuta ma rompono il cazzo a chi legge e quindi sin dall'inizio, ho rifiutato il passaggio fisso o mobile degli spot anche perchè prima dell'assegno si sa' che arrivano gli sniffatori della finanza.

Vedi il caso successo ad Ascoli Piceno dove ci sta una ragazza che ha guadagnato centosessantamila euro in un anno grazie alle battute di visione che la stessa ha su OnlyFans.

Sta figliola detti guadagni li ha spostati su due conti all'estero, ha comprato oro in Svizzera per settantamila euro, e non ha dichiarato un cazzo al fisco italiano.

La Guardia di Finanza l'ha cuccata.

E quindi, giù come sempre, con il coro dei moralisti da bar che si stracciano le vesti per l'evasione fiscale, con i commenti indignati sui social, con i titoli dei giornali che parlano di "modella" tra virgolette e di "attività" tra virgolette, come se il vero scandalo fosse il contenuto hot e non il fatto che centosessantamila euro siano passati sotto il naso dello Stato senza che nessuno se ne accorgesse fino a ieri.

Intendiamoci ragazzi:

l'evasione fiscale è un reato, chi non dichiara i propri redditi va perseguito, e la Guardia di Finanza ha fatto il suo mestiere.

Ma qui la domanda che nessuno pone e che fa molta più paura della ragazza di Ascoli, è un'altra.

Perché il fisco italiano riesce a scovare una creatrice di contenuti per adulti che sposta soldi in Lituania e compra oro in Svizzera, e non riesce a scovare i grandi evasori, quelli che spostano miliardi attraverso società di comodo, trust, paradisi fiscali veri, quelli che non hanno un profilo OnlyFans e non devono nascondersi dietro un nickname?

La risposta amara è che la ragazza di Ascoli è un bersaglio facile.

E' come sparare sulla croce rossa. 

Ha un nome, un cognome, un conto corrente, un telefono, un'identità digitale come Youssef Siher (che come avevo previsto nel post precedente è stato lasciato libero alla faccia della Meloncina incazzata).

È tracciabile.

È raggiungibile.

È espugnabile.

I grandi evasori, quelli veri, non hanno un nome.

Hanno una struttura.

E contro le strutture, si sa', la Guardia di Finanza si fa' le pere.

C'è poi il dettaglio, che ha dell'incredibile, della sofisticazione dell'operazione.

Due conti esteri, uno in Lituania e uno in Spagna.

Investimenti in oro fisico in Svizzera per oltre settantamila euro .

Non è il gesto di una ragazza sprovveduta che ha nascosto i soldi sotto il materasso.

È il gesto di chi sa come si fa, di chi è stato consigliato, di chi ha un commercialista o un consulente finanziario che gli ha spiegato come muoversi.

E qui la domanda si fa ancora più velenosa:

chi minchia ha consigliato questa ragazza?

Chi le ha aperto i conti in Lituania e in Spagna?

Chi le ha spiegato che l'oro in Svizzera è un bene rifugio sicuro? 

Il web è zeppo di commercialisti ultima ora con c/c in Irlanda.

Perché la modella di Ascoli, con tutto il rispetto, non è un genio della finanza internazionale.

È una ragazza che ha guadagnato bene con il proprio corpo oppss intendevo lavoro, e che qualcuno ha indirizzato verso un sistema di occultamento fiscale che richiede competenze specifiche.

E quel qualcuno, molto probabilmente, continua a fare il suo mestiere con altri cento clienti, e non è stato beccato.

La verità è che la vicenda di Ascoli Piceno racconta un'Italia a due velocità, anche nel rapporto con il fisco.

Da un lato, c'è il piccolo evasore, quello che arrotonda, quello che non dichiara la consulenza in nero, quello che affitta senza contratto, quello che vende online senza partita IVA.

Dall'altro, ci sono i grandi patrimoni, quelli che si spostano con leggerezza tra giurisdizioni diverse, quelli che hanno studi legali e società di consulenza a disposizione, quelli che l'Agenzia delle Entrate non riesce nemmeno a vedere, figurarsi a controllare.

La ragazza di Ascoli è nel primo gruppo, ma ha fatto l'errore di comportarsi come se fosse nel secondo.

Ha spostato i soldi all'estero, ha comprato oro, ha fatto tutto quello che fanno i ricchi.

Solo che i ricchi hanno gli strumenti per farlo senza essere scoperti.

Lei non li aveva.

E allora la domanda finale è la seguente:

se una ragazza di provincia, con un'attività digitale e centosessantamila euro di fatturato, viene beccata dalla Guardia di Finanza mentre i grandi evasori continuano a dormire sonni tranquilli, che cosa dobbiamo dedurne? 

Che il fisco italiano è efficiente, o che è efficiente solo quando il bersaglio è facile?

La risposta, amaramente, è la seconda.

E la modella di Ascoli, con il suo oro in Svizzera e i suoi conti in Lituania, è solo l'ultimo esempio di una giustizia fiscale che morde i pesci piccoli e lascia nuotare i pesci grandi.

Il problema non è lei.

Il problema è il sistema che l'ha beccata mentre altri, più scaltri, più protetti, più potenti, continuano a ridere del fisco italiano da qualche ufficio di Lugano.

Detto questo senza mettere nome ma solo il cognome, mi aspetto la Visita del Dr.Minioto e spero non la faccia alla fine di dicembre come la scorsa volta neh... e il bello è che quando si presenta non chiede giustificazioni su quanto lui dimostra che hai guadagnato ma ti chiede "DIMOSTRAMI CHE NON HAI GUADAGNATO"...