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95bbmqwldpe5vtsQWukapc30mn2mnzXF5GTvhRTvXHXjrxVOtT5eZuyIWGrc3JGN32J4/DniCREmi0S9khkbZG6x53N6D1NRLEUU7OWprHC4jf2enyIjoWu/wBqtpQ0m7%2B3qu423lnzAvrin7Wly8/Np3F7HEc/Jya9iceFPFJCOvh%2B/ZZPuYiPzfT1qfrFDrMFhsTe/JuNsfDfiK9g8%2B00O9ni3GPfFCzDcOCOO/tUyxFGLs5GkcNiJRbUCnb6XqlzqJsLawnlukJ3RBDuGOuR2/GtXUpqHM3oZKhW5%2BVR1LjeHNfa5ltk0i7eWFBLIiRliqHo3HY4PPSsFXpqPM5aHRLD1XLlUddwtPDHia7hS7tNBv5oZB8jxwkq341c69FaOepnHD4m91TdjOu7a5sbl7a9glgnX70ciFWU/Q1UZKavHVEyjKDtPR9h02mapFqCWEtjOt3IFKQlCGO4ZXA9xzSVWnKPMnoS6dZS5XHXsXpPCvie3t5Jbnw/qMSRn53eBht%2BvFZfWaDekzohhcR9qBlMVyF7HvWqZMkloNIx0pkadBKQxKYATQCEzSKCkMSgYA5pMadxwpMYUhBQPYcKQxRSKHKKQ7DxSGJ1NUjNu7FxSAXFK5aQbaQWHqlItIkCUi7DglILDgtTcdh2zNFwGtAGpXHYry6cr%2BlK5SRQudLCcgUD1Rmz2zp0U0BcrsJR2NSykxoZu9BVxPMGfalcdia3R7i4ihhUvJK4RVHUknAFKUkldhGF3ZH0e/w5%2BFvw98P2tx49uze6hcgEgyMuTxkIikEgZ6nP9K8r6zXryfstEep9Xo0or2m5yXxf8PfC638IQ%2BIfBeqlZpZkhW0jl8xTkZOQ3zIQPfHPSt8NWrufLURFenRUL0zx4NjgsN3cCu/1OBprYkhfL8nFNMl%2BZbDHHJAouHK2j1D9nnwfoXi7xBqVrr1o9xHBArx7ZWTaSeTwa4sbXnSinFnbg6EZt86OG8ZWkOneJ9U06yGy2t7yWKJSSSAGIxn8K6aU7wTe5yVYvnstit4fFgdasE1M/wCgm5QXRBPEe4bunPTNVNNxdghaM0nser2nh/4d638XNB0rwwrz6PcQv9qXzHB8xVcjk89AvSuB1a0KMnPc7o0qMqijHY5z40%2BHNN0Hx3caTpMBhto4o3VWctgkZPJ5rfC1XUp80jnxNFQqcsUcWY3jXbjB7VvdPYxacdGT2SyfxDmlJx2HBSvqSvEGUo%2B2p5ol8sisAkU3lllC9qaFyy%2BRaVFbkHI9abY7Ay4yKm4EbKO1DKsRywlk6ZFK4zAvrCd5W%2BQlQDtqrktXNq2hdo485VETaV9TSYyKSB0coVLKxz9KkELdmMQqigAjvSb0LR0NrF5Xwodh1uNZbA9kiGP/AEKvAhLmzq38tP8AOX/AOyathfWX6HMrIBeLuXAx1r31qcV%2BhPNFJvEsRLAckCldFqPYSUiSMuAB60gSbKqK4J3dB3ouCXUfIgXBzwaLjsMEbMpwaVwtpoN8t2dBnjPNPQEmy5doIhsPAxT6FaFOwgklm3/MAD1NTuKxoDriM%2BZ2JHamwuOwVxxU3uNDXKiTk8YqrhZFQylnKg1Nx2RGLnDMu3G0ZJ9afNcGrbGRez3TXbqFYADOPSmxLzJo5/PhW3jdt3dQvFCHqXIULTxo0e1UHzHtSvoNohuLa0mvRHuGQc4pasEtdS1f7I7SRI1xsXIAo3KObnZnVVU9smnewkm9SJXzIE9OtPdE31sOfG7PapLsg77kI29zQtwd7XRPaNmOVc8kZU/TtQNO4ix%2BdkqPu/ePpSGV7hQoIzmhiFglKwYHrSAV87gfWmInX7gqxBQIM0xhmkAuaLgJTAKACgAoA7I19Mfn4UAKSaCr3AECNx3Iqn0IjtJHtPw71Kw0nwQ09%2B0yWr6RNEpjtxOVlkuSjnYeDx5WQeMAZr5zGwnUxFo73Xlol/w59nljhDCR9H97ZUuBazXrW9lcW%2BpA%2BHVWygZPs0dz5k7m4k2Lj5h5SAqvPTsKaUlrLT3tetrJW/M6bpxcd1b/ADMDw5ZiXQhYXmlT2K3vlT280ExcNIyN5USoVwS/mHPzfKAGPSuirUaqcyd7Xv8ALd/KxzUoxdPVWvt8zal8F/2RpS6feTXVxp0xUQqMq8/zRuzKE3EDMW0EgZ3j1rFYz20%2BaOkl%2BG/p3v8AI1%2Bq%2Bzjyt%2B6YGneGb2KZr3R7GDUI7OI3P/ISLCRY3G9R%2B7X5t/C4zyeCa6J4iLXLN2vpt3%2BZlDDyXvRV7eZ0fxGTTdJ8HaY0cst4q6u8tvby53WZliEzIcEBijsDk9N2MZrnwfPOtK%2Bmn32dvxNcXKKpx66/d1/A5f4qyAzWj9WN1dgcdjKGP/j5k/WuzLle8fJfl/lY8fO7RcWv61/zJr4/8WM0pSu4HxBITxyP3dTBWx09fs/qROT%2BoQVvt/5l3wjJNDeeBJI28uZLS%2BeMgdMPLg/p%2BlRXinGsns3H8kXhn7%2BHfW0rfezdsLe08XGy8eaZHFDqVvFLFrsCjG1zE4EwHoeM/wD1q5JuWGUsLP4XZx%2B/b5HZS5cS44qmrSV1JfLc5CW5mtPgxotzbMVe38RyyRkfwkRKQa7401PGzUusdfvPOlUlDAwcOk9PuOm8cxwWlxc/EiFiP7X0qMWoX%2BG8lHlyAf7qK5%2BpFcmGbnbCP7Mnf0Wq/E78WlTcsausVb1ej/Arsujn4efD%2BfVtTubFoGuXgMcO4FhLkZbcNnOOcHrVJVFiKypxutOv9XITpvDYd1ZW%2BX9WJfhvZJq/gJoNT1M6dJN4rhkMhQ5MhjDAexJ71njKjpV7wV/cNsFD2uHanK153/IgXxFpw%2BLHipPF2ny2NjqyNYXDLkm35G0kj12g1bw83hKfsZXcdfUy%2BswWNqe2i1GXumj4f0Obw54t8R6Y2oDULZfC8z2VwCPmtyMp04656VlWrKvRpz5bPm19Too0Xh6tSCfMuXT01sctrWf%2BFD%2BHSAFI1WbBHXvXZH/fZ%2Bh57cpZdSt3/wAzobjTF8S6P8PbvUmV7xo52vZ5nwWtICGDOx7AAjPvXIqvsJ1ow26erO72X1iFCU97avySM/4rRSale%2BFPFBmtLk3qLBcy2j74vOjfGAR7EflWmBtBVaVrW7%2BZjj06kqVdO997dyfxHfX%2Bm/tJO9gzq8l/bwuqHiRGVAwI7jBNTSpxnl65uiY51pwzF26tfccD4%2BtrODxzrdvYbRax30qxBegAY8V34Zy9hBy3scGLUXiJqOyZiZwcVu9TlV0xcikbIQ0yWIaBISkUIOtIYjU0DBKUhxH1BbCgBRQA4VJQ4ClctIcBSGGaaRnKXQVRmmyUh4WpNErDgKRQ8LSGPVaVykSBam5aFA56UNgOC1A7DglFwsKFNIdhwWi4wMQbqKQEUlpCw%2B6KV2Bn3OmqSdq0XGkZN7pkoztFF7DaMyS1kjOCppdS1tYdp13Pp%2BpW17bkpLbSrMp/2lOR/KicVJWYU5uMrrofUV7J8PfjpoNm02q/2Vr1vHsRBIFlRiAWXafvrn0/OvGj7bCSaSumey1SxUU72Z4t8R/hZ4n8EXkYnhGoWVxII4LuHJVmJwFYfwk16FDFwq7HBWwsqeq1PaL3QNL%2BFPhTTxpfgVvFPiC5UGWZrcyhCACxJ2naMnAAFcCqSxM3zTskdzjHDxVo3ZV8U%2BH9I8e/CTUPFTeFP%2BEa8RWKyPKnkeUWKckHgblKngnkH6VdKpKjWUOa6ZFWmq1FzcbSNjTPC/geT4PeHdc8QWdlb21pbxXd3KluBJcEKRtZgNxBJHHc4rKdWr7dqHyNoU4KknNEvwe8S%2BGvEvxE1GfwzpJsLODSo4AhhWPeRKxzheOhH5U8TSqU6SU3fUmhWhUqNwMLW/ib4D8O%2BN9Q0W28I295A1ww1C9O0tJIWO8gMpLYOepFXDC1pwU3K3YU8RThLlUSH4q%2BBPDuneLPCPiDQbO3TTtT1GGKeBFHkuGKkMF6YIz7dOKvD4icozhN6pGVahBTjOK3Zv8AiDTdN0v9pDwlb6bp9rYxNYyOUt4ljVmxKMkAdelY0pOWFm35GtSPLiI2M7V7O31D9qK1t722hubeSH54pkDKSIGPIPFaQvHCNoiXvYpJ9jiPjnZWdj8SL%2B2tLWKCEJGVjiQKoygJ4HFdOFk3STZhio/vGdl4p0rSLX9n7SNVj0y0F1m2Z51hXzGy3zAtjPIrmpTk8U1c3qpRw6l6fmTeG/HXhzX9StNI074b2U13MQi/JHhR3YnZwB1JqamHnCLk5lRrRnJRURf2hpPCeneHzoGn6VpkOsXRVi8FuitCg5ySBkE%2BnpSwUakpczeiKxM4Rjy9z5%2BtfPtCIpMuvYgcV6u55kfd0ZbmnUdQeaAe4QoSeec1LKSGXP2pUbysY9xSHqR208gjAlGW9hilzMaLsJEn8OKGwH3EJaMqv3u1FxWOelSRXlR%2B1TJlQO1ER/4Vroaf89r67lP0wgH8q%2BewPv5viZdowX/pTO%2BsrYeHqzE%2BxRM%2BZFyK%2BiZwtaHVfCa1il%2BIGnwywxyWzJLuVxkEhDjj6181xdVnRympOm7P3dVvrJHfliUsQk%2BzO%2B0hl1jxPfaNrHhHTU0tPOC3gs/LIVScHcfwr4/HUfqOAp4rCYuTqvl91yvq99D0qM/a1XCdNcvex5/otpdv4R8TzaZa6Zd6XBMyG4m5mVM4Uofpivrq%2BIo/XcJGvOUasldRXwt21uebCE/ZVHFJxR03inwXLrvhrwwdPisbMJYqbieVhGCWVSMnuetfP5bn8MFjMWq7lP33ZLXRN/cd2IwcqtKm42Wm5j%2BFfCF34d%2BIekWesWsUySsxRlw8cg2np/hXqZnnlDH5NXr4STTivRp3ObD4OdDEwU9bly10%2B/8A%2BEm8Xf2Tp2lTRxmQTC6TiJPm5THQ4zWE8Vh1gsDLEzmm%2BW3L1enxeRsoT9tV5EreZy2l%2BCdX8Q2gvYRb2lnu/wCPi6l2Ix9BXuZjxHg8BV9jK8p/yxV2vU46GAq1ocy0XdjdW8GeINL1ix0swRmK8IWK5WUGFj/vdvxqMPxHgK9CpWhJrkV2re8vl1%2BQSwNWnOMZdTqviV4Mi0hLe90i3ihthAqTIJcs8pbGQp5PavD4V4keN5qOJk3NttO2nLa%2BrSS%2B/U7cwwPslzU1p2Ml/h74gltkCSadDdSLuS2nuAsrD2HY/U16FTjDL4SlZScYuzkovl%2B/r8jGOWVWldrXz1Od0jwd4h1m/m0%2BC1KTwHE5lbakX%2B8a9LHZ5gsFRjWqT0ltbVv0RzUcHVqzcYrYn8ReBdX0K1juml0%2B7haVYTJb3IOGPQHOKwy7iLC46o6SUoySvaUbXXluXiMDWpLm0fzG33wv8VfZ5PJm06S7VfMazS7Bm2j2Ax6d64lxjl8ZpSUlFuyk4vl%2B83/sys46Nfecfo04/wBIkvSVmQnzNwwQR2x/SvrLppNHn8rT1PavG2v2Xhax0P7PoOjSx3lkkh8%2B2BZjgZ6d%2Ba/M8ly2ea1cS6lepHlm0rS9T6HGV1hlDlgnddUZXiC10TX/AANP4n0nT4rGeykCXdtEAF5wDwPTINenluJxmV5sstxVR1ITV4t7/wCZz4iFLFYZ16UbNbnN%2BM9C1y/1vRrOTR9OF1PYg2iWQ271yPmf37k135RjsBh6GIrxqycYyfM59H2j5dkYYmjWqTp03FJtaWFvfhf4smKWtvc6VPcsuJ1juuYj6MMViuNsuUHOUZJdG47%2Bhr/Y9e9k195i6Np2vR/D3xBBFp2jS2UF4sFxczD/AEiOQMq4jPYZx19TXRicVhJZlh5yqTUnFtJfC1ZvVd7EUqVRYecVFWT363Oj%2BIHw2XS/Auj39jb2kV3b25k1R/tWfMIQH5MnDc5%2B7Xk5JxV9YzCtSrSbjKSUFy7a9dNOm51YzLOTDwlDdLXXfQ5zTvhb4h1Cyt7kXWlwG6jEkFvJeDzJFIyCAARz9a9bEcX4LD1ZQ5Zy5XZtRdkzmhlFWpBNSWvmbPwx0UWeiePLTVdNiF3Y2W0CaMO0bbJOQe3QHI9q8riPHOriMvnh5vknNbO11eO/%2BR05fQ5KddTjrFdfmea2lrNczkQsE4B9q%2B92PCvqPQm0Z4epc4Yikhso3KsCVJHFJjFthhcnpQBK5G3NAEi8oDWnQQuKESFMApFXA0gCmgCi4rhRcVwouFzsq%2BoZ8ALikOwoGTQxxGkfK2Oop32Fy7nqvwXv4Lm1h0nVYBLZTakbQg9CLqMsB/38t0/OvEzWm0%2Benva//gL/AMmz6bI6t4OE%2B/8A6V/wUR/EzRZ7bwBpOq3lvcfaNG1sxQSlY45HjYlnQJHjYFZBx7k96zwVZTrypx2a13t%2BJ6OIh7OkpPozq/AyXd1oGmzJYzLNDYxSzyvJGqQr5QWR1yw5ZQUB7Akj%2BKuXEuMakrvd/rp/mbUU%2BSOmqRq381qyxSWlg%2BrWFto8EeHYDKNHjfneCflOMDJJPHSsoqV/efK23%2BZrJq2iukjy/wAT63v8L21z4ckNnY3K3kEsRUILXY0BxHgk4UISucHnscV61Gl%2B8caurVvnuefOo%2BXmpefy2/yOvn0m6stQ8MaZHpjJoGm6V/aWozTwLIsjECSQq3VWyNueowAOlcMasZRqTcvfbsvyR1Wlzwjb3bXe39XPN/ilcM%2BuW9s64%2BzWUJY/3nmAnkb8WlavZy%2BC5G%2B7f4aL8j5bOKvNXt0SX46v8y94TvvEEHh6TSZvC82uaNdSeekRikUK4GNyOozmsq8KMqqqKpyyWn9XOnD1MRGi6cqfPF69rfcQXWv6zpPia21e70BLZbe3MFlaSxSRxQR4IIGcE9WyT6k1aoUqlN04zvd3b7sxeIqUaqqyp7KyWuhD4abxRpF1cX2kaRf/AGe%2BtpIpI0gkMbRSKRgHHIGeD7UV/YVIqNSSun%2BQYf29FuVOLtJbev8AkPuLvWp/CsHg1fDEg8hzeJiOTztx%2BUybcdxx6UlGkqrrOe%2Bnl6FuVWVH2Eae2vn6mVrWo6yuh6d4c1aOaCHT3klhhlUqw8znkHt1x9a1pU6bnKrT3f6HJWnUVONGtpb9f8jVi8ZSXem6TocnhzTbyDTjttI3Z8lmPPQ8knnFYPBKMpT52nLc7YY%2BMlCn7NNR21NPUtR8W3Wj3%2BlS%2BD7mP7VfNeySR28oZZ88MvGBgYAFYQpUFONRVNlb5HRUq4jllTdLd307kl54g8Q6zdXEms%2BCG1PzUjhvVWKWNpXjAKuxUfK4B7dQaUKFKklyVbWvb07Cq161ZvnpXTtfffuVdF8W%2BIZNc1Ke00KO7kkshp5t0idhb2wGBGNvOO2TzVVcNR9lFSlazvfuyaGJrurNqF9LW7IWDVtabwxbaC/gpbvTrKZ5E3QzHbJk7iSPQ8YqXSh7V1PaWbNVWl7FU/Y3SKNn4t13U7i%2BjXSIr%2BW4s/sawwxMPs9uP4I1ToM4JPfHNazwtKCTcra39X31MKeNq1HK0Ltq3ovJDR4l1LSPDlp4W1Dw/AkNvdC8RbhXR/MzncenHbFJ4eNao6sZ6tWCOJlQpRoyp6LXUu61451k6r/wkL6FZafqt7HvivxGxZlxs3IGO3oMZAqaeChy%2BzU7pdDSrmEk/aOnyyfXyOEd98jSF2d2JZmPVie9d1nseYpLVp6sZ15p2Bu4UhpiikaJCGgLCGhiCkUhrU0JiL1oYR3JKzNAoEKKBocBUloeBSLQ48CkD0QgqjEkQVJokSBam5Q4LSuMeq0rjJFWk2UiQLUXKFC8ii47EgWkUOC%2B1IdhdvtSuFhypRcdhTHQFhpjNAWHBQByKTQ0MkjVx0pWHexSuNPjkByvNGwygPDL31zFbW5jWWZwitIwVVJPUk8AVLlZNvoVGPNodv4l/Z58ZWU8Unh%2Be11WMhTlZREynHXDHGM981x08wpte8rHZUwFS6cGem%2BL59S8EfACK28ZXsV7rCSR%2BSN%2B5i4kDIM/xFQBk1x04qtiL09jsqSdKj7%2B5qfEG78a%2BKfB%2BleI/hTrmFZMz2yFN0gPpuGAwORg4qaPs6cnGsh1vaSinSZ5zq1t8d08DaxqPiHVpLWxjtz5tvN5W%2BRDw/3R6E9664fVfaJRWpzzWJ9m3Jmz8T2K/steHPLYrvFsD7ja3X8azwytimaVm5Yb5GZ%2Bx2WPiXWjwAtogP8A30a0zJ%2B6rGWX7u5l%2BN/g14ym8e3smjWMdxp17dvLHdrKuyNHbJ3AnPGSOlXTxlP2dpboJ4Wam2up6F8Vrqy0uT4f%2BDI5xJdWuo2hZR1EceEDH0z/AErmw15OdTumb4jlShHs0TfEK9htP2lvBpunVENiyIxOBuYyqM/iQKiim8NOxVRpV4X8xviHTr3SP2idI8TX%2ByPRb7/R4Jt4/wBcYXUKR1HPfpzV06kZYZwW6InTlHEKb2Zn/Ff4beK/EPxFlvtKt4XsLhIw0zyqojIAByCcnpnjNVh8TThSSe4q1Ccql1sbvxZ062sfgpa6TpsouY4Zra3R05DsG28fVqyw0nKvzS8yq8UqNo%2BRf%2BHXg278E%2BE5ru00xL7xFdR5ZQ6rsz91dzdAOp9aivX9rNL7JpSo%2Bzi31PG/HPw88dxfbPEus2oCbt9xJ9oRzycdAc9TXoUsTS0hE4auGqNOTZxcNvxyS31rpZyxS6CXdmJkwOtFytxkUF2mMAZHSpuyrFtEJH7wDPei5ViOb7PEQWHXpii4mTRKjkbcCkxolKqpGaSBmHrEajzGGMGokVBHWXf7rwf4YtT1NpJL/wB9yN/hXh5N72LxdT%2B%2Bl90V/md2L0p04%2BTf4mUygttxXvp6nD0Oq%2BEYP/CwLELtwElIz67DXzHGOuUVfWP/AKUjvyz/AHmPzO20MeNx4vm/tAS/2KZZd4k2%2BX5XOMd/SvjMfLIllsXSt9YSjte/Npf/AIJ6VD637d83wXMe3g06Pwp45h0ry0shPiJV6EY7fjXq1HiJZjljxHx8uvqYRUI0qyhsL460TWNX8D%2BGv7Nia6jgtl8yJG5B2LhiO%2BMH86yyHMMHgs0xv1iSi5Sdm/JvQrF0atXD0%2BRXstjQimOk3HgTSdWmQ6lHIzSBmyVUoQBn6kD8K86r/tUMxxOFX7pqy82nq/wb9GdEZcjowqfEQaXZ3dn4g8ei6Aj823eaME/eUh8EVrjsRSxGEy103flkk/J%2B7uKlTnCpX5uuxzHi/TdR8U/DLw2/hpJLyC1Tyrm2hPzq%2BAMle/IP55r0stxNDKs4xKx3uym7qT2a9enQxrQnicLB0dbE01td%2BHPg6ukeISfts92Ht4Gbc8a5B59Oh/OrwtanmHETr4Ne5GNpS6N/1%2BRM4vD4FQq/Fc1fiFDdr4q8MeI1RZNCgSH7TcDlYxv7j05FefkNaKwOLy5StXk5WXV6GuNhL21Ov9hJXNbxEbtfFq6haeB01ViUe31CO5POBxnsPxrz8udKeBeHrY72SV1KDj9/m7nXX5lW54UubzuZUd1c69oni/TbKJdP8QSXQlktfM%2BZlAQHB75Cn866XSo5disDiKkuego2UraXbluvmvuMlKVenVhFWm3scBpng7xHc3EI1Wzm0zTpbmON2kbaeTgHGf196%2BwxXEuBUJvDTVSai2ktdvM8mll9fmSqJxjdHougaJY6T8QoINO8JGCK2RgdYnuGLOSvRc9ck/p7V%2Bf4/H18blTq1cXzOX/LtJaa9euh7uHoQo4nljTsv5m9z518dNs8Za6VBUrqU%2BB2xvNfrOVSTwNH/DH8j5vFpqvN%2BbPWvi34Y8S%2BIrTwnNoenS3gh05fMaMjCMVTGcn0FfDcN5rg8BUxX1moo3m7X62bPazHDVq6p%2BzV7Ij1CKLwF8Jr7QtbuYhrusPueFX3Mq8ZzjjgA/nWuHq/27n1PF0E/Y0lu1a712/rpqTKP1HBulN%2B/I6iXV7Gx%2BIvhNbuaOMXWgNHFIxAAc4xz2zyPxr536rWrZVjFSV%2BWtdry6/dueg5wp4mlz9Y2Oe%2BF3grxRofxOk1HVYttmfOzcGUH7QW6Fecn15r1OI8%2By/HZMqNB3l7ulvhsYYDB4ijjOeexk2pU/CHx983P9ruCf8Atqldtb/keZf/AIP/AG1mUf8Ac69/5v1JPHGlX3iD4S%2BDbzR0FxbadasLuRWH7obFDFhnttbP0oynGUcDnmNp13yym1y%2Bertb1voPE06lfCUnS1SWv3HQ2fhvSfD/AIg0Wy07wZNqbERSvrc9ywSPB5YdRxjIGR1FeNWzbEY7C16lbFKC1Xs1FXem3%2Bbt3OyGFhQqQjTp321bLcUf2nxn8R7C3dZLm50%2BJYkzyzeSVx%2BZA/GuVSVLK8srVNIwm232tK/5ItLnxGIgt2lb7jwWINZXk1vKrI6ZjkU9VYcEV%2Bx05xqQU4u6eq%2BZ8jKLjJxfQhijl%2B0PbsAZTyKYrNFXUI/KY5IL9wKTRaI0I%2ByYHXNIYPu8k46UxassRHES1aJHk5piY3vVEXHHipKEHNIpBTAKRIUAFAHZCvqD4EcelMHsNU80SFB6iZwTnoetUloTzas6tNUk8OeBbLWNGWC4u/7Y3yrNkmGYRsIMLjBADO2c9dvHBz5dSn7bEShU25fw6/ofT5fKNPDc9Pe//DC61qGt3PgeCy1G2eK2tI5JQ0lzC7z3EmWkmc7ic/MQFABHqSailSpxrNxer9dlsjvqyl7FOWyPVvCEE998JLixOmtf20empBLbG7EElztjBCqQhI4wB8xBOeleVibRxSlezv2vb8TrpRvh7WurDotVu9Wi0TTfCujyQQtb2kc8r3ASS2QRHb8xRgwUMeQucgHtSdKNNylWld6289SnUlNxjTWnX/hzz/xvY6Xp66fYWgu0%2Ba7jJnlLG4/1JJPyggMxXggcDPfFejh6k53k/L9TlqU4w0T7nP3njPxjpWlaY%2Bo2W%2B60qKWzS4d1aO5s5AA0MqZycYG056du9dEMJQqTlyvRtP0a6oxniK0Iptar7hfH8ZdtEubtov7Qm0m2NzHCzMqgIBEckDkxBCQO%2Ba1wTtzRW13/AMH8Txc2pr2sZPeyv/Xodf4MmuYvgL4jeO5lRl1GIIysQVBK5xXHiox%2Bv07rozuwEprATd9bkvwkvLzxjoeu%2BCtbuHvYzYNdWUs7F3t5FOMAnoOQcfX1rPMacMNUhXpKzvZ%2BYsrrVMVTnh6rukr%2BhJpNvq1/%2Bz1BBp8rNcJrRHzXKxYQDoGYgdccZqak6ccwbktOXtc0pxqvLPdet%2B9upW0K51iL4yeFdM1a5Wa801Y7Z5o3LGVWBcbmyd2N%2B3PQhRVVFTeDqzhopa/oKm6ix1KFR3cVb16nE/FEyv8AETXTIzOwvpQCxyQM8CvSwNo4aFuyPHzKEpYufqzL0HUF03WLPU2gE5tZ1mWMnG4qcgfpWtWn7SDjfcyw9XknGTWzPWvh1d6hb22q/E/xdfXU8cTMtlbyTHbPOeyqf4QcY7Dn0rwsXGEnHCUV6vsj6PCe0jzYvEP0XS/kU/hXrN7qmnfEXU7u4drqfTHmcqcDed3IHbHQewFbY%2BlGlKjFLROxzZbWdWFed9Wrs5T4OPNB48t/Ld132l2G2nG7EEh5/HH6V2ZglKg2%2B6/M4ssvHEKK7P8AI6DwNNcf8KK8cgTSYE9vjDHjc67vzrkxUUsZRt2Z3YVt4Ctd9f8AI5f4TySw/E7w80RZS17ErEHGQWwa6swV8LP5nFl0nHFU7eRZ%2BJVnc6t8YtV02HfJNcamYIx1PLYA%2BgrPB1FTwkZPojXHUnVxzprrodp8YLa11f4d6dq1latbRaHeSaXgrgtEvyq/0O0H/gVcWBk6eIcW78yv8z0cfGNbDqVrcra%2BS0/E8XxhwK9q90eFyWkkB4NCZMtGJSKSFBosPmChjuGKkYlBSEIyKAEA5obBLUcDUsocKQCgUhoeBSZaDce1Fhcz6DlOetIL33JFWhjQ7GKgsemaQIlUVNyrEqrQVYkVallJDwvFSUOVfmFA7EoWgaHhfakMXZUjHBPagY7ZQAmz2ouAhj9qVwsCp7UJha42SPPakMn0jT2v9Rt7NXVfOcLuY8D8uaUnZDhHmdjp9J1jxfo6G10bW7yWBG8sRyIwVOCSMPwuMVzTp0pvVHTGpVivddzm/GOk%2BIvEU1vd6tPPfTSRs0Zkl3CJVbafZRnH5itafs6ekVYzn7SdnLVmboGn%2BPPDLPP4budRslfJdEYhG2nByp4OO/pU1FSqayVzSm6kPhZQ8W6t8QvEMVzH4ivtQuorRsywF8RpgA52Dg8EHOOhp040ofCgqSqVFyt7DUufGGteEk0%2Ba7vX0W3iaWGKRiYwIwei%2B3Iz6nFC9nCd%2Bocs3C19CnoVz4u8L6rGmn3V3pEt64g3rLsBIIGGPbBIyD071UlCpe%2BoR56crXsdHYeJ/iFoks%2BjaL4k1G4jDEzAxunlMW7eYOMk8Y65rFwoy1kjZSq9HcwdQTxVHf8A9uXKag1wZllW6lJLl9%2B0Nk853DGfUYrZOm42Wxg4z5uaRZ8RSeK9d1hLzWbi9u7qyiCiWZsNGckhQT7hunvUwdOCsloy5Kc3dvYv32o%2BNte0yOLULzVNRhtmVomnZsqxQMCueSQrA8diKmMacJaLcHKc1e%2BiL9740%2BIcNla6HcazfR290oRd8mJCpx1YfNjBHBPQ1KpUbuVi5VK2iuPv5PE9tZ2WkprV2%2BmJKRHbujqsckUiDcFI4Xc4Ib1zQnTbcrahKNR2i3odBH4i%2BIfmsk%2BuajGVYJjzS24mRUOMdwWHHWs1To3ukXKpV6v%2Br2Kl9rfjrUrL7BNeajc213Ise2WTCsCwCkg9s9%2BlVGNPdIlzqbMwl0rU0hkdrN8IxXKjPfHHqM8ZHetHViZqkxY9B1RrryzbOJuvl5Gf59e2OtHOHIWhouq%2BXn7HKNyhowYyS4LBRj8TS9pEv2circaHq27iykGF3McgjGcdenXijnjsHIyGzsXuY90cfmjLKCBkZUZYfgCDTv3JaKlzaSNGTC%2B1h69KdxWMt59TgiZX8uRs4UKvNUmJjL0PJbKzDBYcisahrDc6rxMssVroEIXiLSoc%2B2ct/WvGyFXhXn3qT/DT9Dqxr96K/uorK0bx70wSBzXt2OPoWfBto%2BqeL7XS7W/ksppVdhPH95MKTxXj59joYLAzr1IKaVtHs7u3mdOCpOrWUIuzfU7J/Di6tPPpdp4%2Bmvb2MsHt5A4JK9Ry3tXy8M7eDhHE1MvUKbs%2BZW0vtsvzsehLCe0bjCtd9mcDP/adi8%2BnLPNCpkMc0KudrMDg5FfcR9jiFHEJJu107apPseRJTpv2d7eQ/wDtTVrZ0/4ml9bNEmxCJipVfQe1YywGDqxfNSi7u70Wr7vzNFVqp6SaMPUzqd1dGZpLieb73msxL/nWqjSpU1CEUo9uhLdSctXdjTqGtmQvNql8zuBG%2BZmJZRn5TzyOTWawOFSVqcdNdlv3GqtR3TkaFreXXh9Ptlte3NjI4wWikMYYemRV1sJh8YuStCM0ujSZMalSjrFtGRqHi6a81Uibz7p1UF5HYyPitaVClhoctNKMey0QpSnUl7zuzT0HXdO1aO60%2BfxdNpFmsXmCKSJmEjjou3PFeVmalhpQr0MMqk27X0TS73OrDv214VKjStsV7mTxT/wruTxHoniK8tdNt7j7LPEly8Z3HH8I4P3h3rDEPLKuZRwteipVWuZNxT79d76FQjiY0HVjNqOx51pt7qEOpC7sry6jvCciWFyJM%2BuRzXvVaNGpTcKkU49nscdOU4vmg9TZvta1y5KXOq61qF5LAwCrczs%2BwHrgE8VhhcDhcKn9XpxjfskvyN6s6s2vaSb9TsZtX1i8t4I5dc1ApGA8X79h5XGNw54xmueGWYGDlKNGK5t9Fr69y3ia%2BkHJmH4r0Gysb2Oy07XF1m7u4fPuJ5FKGJzywJY/NnrmlleJr14SVaj7NRdkrrVd9NvQeJp04WcJXvuZtxrnivT442m1vV/s5XbGY7t/LwOMAg4rV5fgZSs6Ub%2BiMniK8VfndjGvLqa4SSe5nkmmkxl5GLN%2BddkYxguWKsjOT5tWzv8A4XeELvx9JJc65rF0mn6c0cCFmLNJu/5ZISfl7dM8kcV8pn%2Bc08kio4ekued32tb7Ttv57ep6mAwcsZrUlojo7fW/A/gDXbq4s9Q8R6xqtp5lrBaXf3IW6NyQP07V488Bm2eYeEKlOnTpzs3KO76r%2BvxOtV8LgqjcXKUl0ex5VLfas8N4nnXUdvdymaWFXYRszHJyBwfxr7uGFowlHROUVZPrY8Z1ZNPez18htte6nZ2sunafe3qRyqRcRQSMFYEchgOCMU6%2BHw9SUalWCcls2ldejFCpUguSEnbsiT/hINcjsY7L%2B2tSFrCVZIPtDbUI6YHbFQsvwjqur7KPM93ZXfzKeKqxjbndkbngi11jxF45s4xrN/YXd0G/07cxlIC5%2B9kE9PWvNznEYfL8vnP2UZRjb3dLas6MHCpXxEY87Tl1KN1pd3H4pvNOjl8%2BeK5dWmlOPMIbBYk%2BtenhK8amFhWSsnFO3bTY56kOWrKn1uWvGOl2Xh3UhBZaomoTOgNw6x4WNiPug5OfrXNlWMr42k6tWlyK7sm9Wu7009DTFUoUJKMZXOYn3t%2B7EUjOBuPGeK9FtWu2Y63tYitmeUPGkbMqckqucUnJReoJXWhsaBpmmX2j6pPfayLKa2i3W8LRE%2Be3oD2rz8bi8TQq04UqXPGTs3f4fPzN6FGnWhJylZroUbSN3jVEVmYjsM4r1eaMVeTOPlb0Q8jAKnIZTg8VW%2BqJstmOZJBGGZGCn%2BIrikpJvRl2dr2Gk9s0xCUFDu1IQUWAXFABigLHYivpz4BMcelMb2Ggc0zOwnfFN7CW5rPvn8BaskZKm11KzuiynBVT5iE57YLJz71yTjatBvqmvyPcyyalTqQ7NP8AP/gE3inWbi70m305roS2C/NN5mpLI7cdst%2BmPxrGhQjGbmlr6HqV6r5eV7FSy8Wa0yQHfZXdpDAIoSBEJFVeArbzkkD1znPWqeGppvdX9f0BYmdk9NDpvCni64mtL28l0zVJbSJh5ojube3RDzhVLocYz91e3sK5cRhIppcyv6N/ka4fFyqXaT/A0Nb8QeCtT0SJnW//ALZIdrWEahARbk4G%2BRgiLyQvy5ZsL2rOlSxFOo7W5e9n%2BV2bzlSqRTd79v8AgnM%2BNtQEvhVLKa8e5vmChtlwrBifoTx7V10KdqvNayOWrdx5RPiO6jxRNaI/Flb21mSPWKFEb/x5TW2B/hJ97v72zwc0n7TEyfay%2B5K533gXTDc/BbV9NW/0yK8vrtJrWKa7RCyoRnOT8ucHrivKxlW2NjKzsl2PawFH/YnC61fcoeH5bT4a6Nq93danZXfiC/tDa20FnKJVgVjy7uOM%2BwJ6VpWUsdUgopqEXfU58OlltKcpSTnLoi/YaHJqHwIttEi1TR0v21P7csU19Gu6PaRzk8HnODWUqyhj3U5Xa1tjZUOfLlRUle9999bkXhTQf7J8d%2BGbq/1rTri7VjdXkq3kZihhQBEXdnlvp7U8RW56FRKDS2Wju%2BoUKXLiKTlNN7vVW2tYq%2BLPByXXi7XtdvdX0hdLMk12jQ30byyjBKoqgk5Jx1FaUcW40YUoxd9Fs7EV8LGVedaUlbfR6s4Dwrpiaz4mstMe8hs47iTEk0rBVjXGWOT3wDXpV6jpUnNK9jyMPSVSuo3sm/wPXPiNo1x4juNM0HQdW0Cy8NaWirC0mox5ZsfM7LnPt%2BdeJhKyo81WpFucvI9/G0JV%2BWlTklTj5mX4IufDek%2BNfFfhJL1ILTUrRtPtrlzlGkUYLE9gxyfStcTGtUoU6zV2ndmWFdGniKmHTspKy/Uy9I8N3vgGa91/XbnT1EVtNBZxQXSytcSyoUGApJCjduJOOlbVMRHF2pU09Wm9Oi1OelhpYLmrVWtrKz6vQ0/hzpjXXwc8Sad/aOmW93qssL2sVxeJGWEbDdkE/L0OM4rHFz5MZCVnaN%2Bnc6MFT5sDOKavLuyv4M8JQ6F4o8M3d9q%2BmNef2gbmYR30Ziggi2n5mzgsWYYAPaqr4r21OolF2tZaa3ZOHwfsKlNuSve710sjai0Up8VvEvipNQ0nKLPPpRN9F%2B%2BndT5ZHzcY569wK5XV/wBmhRafS%2BnQ6fY/7XOvddba9SPwJqGqeL/h/wCKdJ8U69DIs6qLGa8ukDLMpJ2gE5xnbz0qsVCGHr05UI2tvYWElUxGGqRry3ejZ4xPE0FxLHIV3ROUODkEg46969u6a06nhcrhN3exGfmORTREndhSL6CVRAoqWUhTUmg00DCgpCE4FKwm7CBucGhoSl3HqakseDSBDxSZaDYe1FyXFgBikBIj9qllpk6DdUlkojxUsqw9RilcZMooKJUSk2NIkEdSWkOWPkUrhYkCUAOC0mMeq0hjgB6Uh2H7aQ7BsouOwbKVx2E2UABUFTSH0HWnlw3EckkXmxqwLKGKkj2I6US1VhQ913OjuPELs8MklhJ5ONys8u55VCsmWLKQ3JIOR2A96x9mtbs6PaNWsiK11xo4pXXSwtphrdxGwAVHk81VGVIBBB5wcjsMU5U0uolO%2ByK09/eXvmzLbyGGG3ljdzJnaJWJJPTnnHvihU49xOcij/aiJb3cDabG0k0BhM27kqYlj54ycBcjBA56HrS5NtdhqpLXTcp2l4lrpcca2BlvbS2e2tpjKQiRs5flMfMQzNznHPTvTlBNt3HCq4qzXQ57xtqEusTxTSWLIEneeWLzBsZ3I3bdqqVBx3LH3q6VNxRNStGbVyynjC7%2Bz2tgmiXEltIghQvcCSd2VsriRkPC7sAFeAevespUtbtm8ar6IzY/GOo2/iOLV7q3W6K25hkjmkLLI29pAxPqJCG%2Bo9zVeyi1Yh1JKW39XuEuv291Yrp%2Bo2RuowqFWSco%2B8AjcTg5BDdPyPJp8jvdaD50lqWbTxl5l1DFcaarzWChrORLhlCsI0TLjHzD92G4weSCSMYTpb%2BZKqq%2BxX1jxFFfnTZVtGS4sivmyvJueYKFCgnAOAF4zkjPXAADjTsmVOrezRr3XjdZJF22kzR%2BY0n7%2B6Mzgs6PjdgYXMfAx3NZqiU6xb0/xrbRzrDFprQwiQ3GHuC7eaZI3Jzjp%2B7Ax%2BpNDpO%2BoRqJaGmfEyTYu47MfbNkULS%2BaShjjK4ATHXCKM57dMmpVHo2VKtcu2/iwxWcUMFqYnhZjAfMBVVL79rZXJ5PqKTpJbB7UWw1%2Bws7l7uHR/3jOr7pJg5Dht3BK8KfTr/tVSpE%2B0I5PFV0t81yEjB8hIQpc8BW3H8%2BfzqfZFe1dhuj63ZWUKQW%2BnGSzAbMElzv8wkgndlcEfKOAARjOc0OncPau5S0Z7TT9M1GKF917eyAxqcgRcYdgfcHGP8ACqteSJeqaMbT7i4d54L2FYWj5BHRh0q0KRWuLeU3yvKVSEHqDzT3JIdREKAxq4K4%2BX86zbNVrsdb48Cx6lJaoQTbW0UGB22xqK8XhyXNgFP%2BaUn98mdGYK2Ia7WX4I5fSFkj3q5O09DXunJE3PhNDJB8V9PLjIeOfbn/AK5tXynGT/4R6vrH/wBKR35Wn9cj6M73wrYeFv8AhKtX8QaVqN1f39k0zy2pTywrncGAyOecjrXyuZ5hmEsFQwVeChTqcqUr30VrX7dGelQw9BV51YNuSvoQeArW3v7PV/FNwLJrye5cRm5XMcRPOcfj%2BldufV6lCth8rpc3Iopvl%2BKSWmn3ameCgpxniHa7fXoN8dWmnaj4W3317pU2sQzoyNajG9Mjj8j%2BlGT/AFjD4/lo06kaMk7qWtnbe/8AW5WKcJ0bzacl2LfjvXY/DmtWkGmaRYZkhWSZ5IQS69Nox04H61jkOTf2rhJ1MRWnpJpJSej7jxmK%2BrzUIRWo6%2B8K6LJ4uXXnsYjAulm%2BNkowrSA%2Bn0/WuKnnOOjlzwqqPm9pyc/l/W3kbywtN1lVa6XscD4K%2BIreN/E0fhfxF4d0l9MvmdIUjhw8BCkg7vw617ea5HLKME8bha0/aQ1d3fm%2BRyYfFrE1lSqRVn26Gj4FstP0nTtd0Dw7d6RF4ph1OWJLjUog4miB4UHr04%2Bo6GvOzeviMTLD4zFRm6EoptQdrStq338vzOnDU401KnTa50%2BozwTaX8nxP8UR%2BJtB0mzuxou4Q21upiY5H7xc55PPNaZniKKyvDPCVpSi6m7bv191%2BhGHhN4ip7WKWn9MreFPFl1a/s9XOrxaTpUpsbwW3lSW26OQDYNzrn5n%2Bbr7Crx2WQrcRxo%2B0kuaPNdPVb6J9FpsOhiOTAcyitHYyhdWXw/%2BGGk%2BJrHSLC61zXpmc3NxCHSBTltqjsBwPzrrdKpnWaVcJVqSjSpK1k7NvTVv%2BuhkpRwuFjVik3LuJqTWPj74T6l4pvNMtLDWtIuFU3FpEES4UleGHfhvzp0I1ckzangadRzpVE9JO7i9dn8gnKOLw7quKTi90df8Ude0zQNVTQbDRLOS81CxBed4wqRoSVAAHf7x/KvP4Wy7E5jD21avLkpy0Se8t9W915G%2BZYmlQtCMPekt/Idr3hXSNd%2BJ%2BgWl/bJ9mt9Ea4khjUKLhlfADY6jn9K4qGc4nB5biqkJe86vLdu9ro3nhKdXEQi1olf1MCy8aQ3/AI4Xwtq/hvSjodzILa2tEtcOgJ2hs9OO/Fe1iuG3g8HLG0q8/bRV7uTs%2Btrdjko5h7Wv7CcFyvQ8s%2BKeh2/hzx1qmjWbZtoXDxjOSqsAwX8M4r6jIcfPMMvp4ip8TWvy0v8AM8zHUVRrygtkeyaD4P8AEFp8LfDtlostrBfSXsWp3Xny%2BWSAQyqPfhfyr4HE5zg6ucYipiE3BRdNWV/J/qe7DCVoYWEadr3Tdyr408DWup/G/SftyldP1WJrmUIeGkiXLrn3G3862yviCphOH6vJrOk%2BVeSk9H8tfuIxOAVXHwb2lr80Yms/Em4tfEep6XbeHdGTRbKV4BbzWo3ttO3cT68Z6V62D4VjiMPDE1MRU9rJJ8yl31t6dDCtmkqdR04wXKtLE/w9h8SWfhh9Vht/DOk2txcNJ9v1BMvIufur/s1z8QSwNfMFQk6tSaVuWD0T7vzNcB7eNHntFJvdnRa34M0XUviZ4fuJrOzeG5097q5it02Qzuu3BA9Duz7968XC51jMLk%2BJhGbvGajFy1kk7317q3y6HXUwdKrjKbstU35Mq%2BC/HEmp/EmLQp9B0%2BKFZZRavFCA9uFU/wAXuBz0612Z5w/9Tyd4iFaTlZc13dSv5eT2M8Hj/a4tUuRW/Ik8KaXbW1r4m8S77GHUG1WaC3mvhuihCv1I/Gs8xx%2BInLC4C0nT9nFyUNHLQrC0IJVa%2Bl%2BZrXZamf42TSNU8NWdzfX%2Bh3fiG3vIsS2K7RMhcAqRjnrn8K6sneLw%2BOnToU6kaEou6m72aT1XbsRi1SnQjKo4uaa266ml4v8AEdpoHxN07QtN0PTAl80S3krwgs6ucALjgYH1ryspy2rjMkni69eb5FJxSfVLVvvrt2OjFYmNDGRowgvetcqS6zp2jfFRPB2k6DpsNjcTqL15IsvI8i7jg9gARx7GtqeAr4/JHmeIryc4p8qTskou2vdvvcTxMKGNWGhBWb1%2BZUi0TT9NtPiQsVpF5UcbmAFAfLG0n5c9Of5V11cdVrvK5yk7y3131W5jGhCn9aVtF%2BBU1a%2Bj%2BHXg/QYNH02ye%2B1C3E013cR%2BZngHAz9f0rqwOGqcR47ESxVSShTlyqMXb5vuY4irHLMPTVKKvJatieBvsHjXxRd63q2j2aDTLLzGgt49qXMg/iIrbO3XyPBQwmGqybqzspSd3FPohYLkx1eVWpBe4tu5L4S8aL4s8Sx%2BHdZ0PTJNPvS0UccMAVrchSQc/h7VGa8O/wBkYN43C15%2B0hq25X5ujuvxDDZksVXWHqwXLLTToed%2BKtNj0nxHqWlxNvjtbhokbvgHvX2mVYyWNwVLESVnKKbXqeLiaKo1p0l0djMUetd7MUrBmnYQUALSYC0gOwWvqmj8%2BWo/GRSNEIBigVhrAYz3oRMka3hW%2Bt7a6ktdRQtpt/E9rebRyI3x831VgrD3WscVBzheHxR1X9eZ2ZfW9jUTn8L0foLo8up%2BEfGB0rUrmYRkj7PJbuRBcRH7rAICGUj29jzXPNRr0uaK9e6Z9FB%2Bzmr7dPQ930z4W%2BBvGeiR6jPaeVIy7mW3gjgy/uRGH/DNfPyzLE0J8qenzf62PVWEozjexx1xZeFtBT/hHR4OGpLduYBc3U7iOJgRgFmQeUSM85PPUYrrjOvW/ee0tbWy/wCH1MZQp0/d5bnnXiXR08K65dromsxxvGu6a3WGbKjnCmRVCkj1%2BUV6dCr7emnOPz0/I8%2BpB0JPkZV8F2ENzqsvjTVWubnTtP2upuVCm7uv4IRydwB5J9BzjIrSvJ8qoQ3f4LuZKr7OLr1Nlt5vsU72aa7vJLudiZZ2LuT1JJyTXTBRj7q6HzlTmk%2Bd7sZ8oAUEgd%2Bap3Y%2BZWSGSg5%2BUnHbJoXmTKP8ofKDyW59DU6spNRe4uFwfmb86TuXBKzsxcqQMEg/WlZobkpeo3ABJPQ03K6sEYpO7FULklmbJ96iV%2BhUElq2wIJbhiB9eaaasJxbe%2BgShcDaTnPPNTFvqaVbP4Q3KDznH1ptNoqMlFDflPQtjORzRr1MU43uhXIx95snrzRZlOUbDRhl%2Bb19aV3FjSU4iEAnihsfxAOKQWsFFirgaQbiChspICakpBQUFADWoQpDKbJAMfWk0CbJY25xUM0TLCc0i0SCpHcVU3UMlC%2BTjmpZokPVipqC07FqFt45pFrUnEQxkVJVhVGKQiZOlJstEoIx1qbljlIyOR%2BdK4EgKn%2BIUXEPXZ/eBpXGPASi49R4VD7VNxocEUdSDSuWkLgfw0rlWEKmgLBsJ7UITQhjOOlFwsX9Ba3tdUtprtFaFWy25NwHHBI74ODjvis6l2tDSmkn7x1A1jSVijga5tp7qOIKbqSzYI%2BHkYptAzghlycc4xXPyTctEb88FFJvUx9I1GytoLuOaONi9wssStFuTCxygcH3detazhJ272M4Tir9rl2DXNOFjbpcoskzNCbkGEYYqZckjGDgNH9cYpOLW39bBzJ7/wBblS91SyjtrhPPhv714tguvsu3ALqcYYDkKG%2BbHRsDpQqcrlKqmvMkPiCza8nURwraSXkhAFsv/HuR8q9OmecUOEredvxDnV/L9CG4vtDS3ggWWIzIhWK4e2LGAlFALcfN8wPQHGcjNCjNvUV4WsjOjk0kWphe7t479pH2X4scqM%2BX0G3IyAwyBkc/3qpxlzaLTsP2nLHV6mdq7aSnlWlhFb/ZWM/21vsiKZS8YVSBj5RuBYAfdzUxg%2Bo/aR6Hm82mXVhd5VWcBedozXQtTJ3uZ0dx5GpCV0bBBUexp2F1JZ5CszEg4PQ0tikM86RQCAetFx2NrTYftKAnrUNjSNrT4ZYQyM3y/wANK6FYugtt9SPSpASKSfy5pQuTH2PcVSdxoyZNRgurUSzRsj%2BZsxnn60aFGncyG3t4LyKIEIuSN2M0ILFvT1huUj1DBRpF5QnoaTepOxPfWr3CBEKrjvjnFJjRHqOnC7hVST5qrgEdKEwexzyac8mpQWxU7jKik/8AAhWGInyU5S7J/ka0VeaR23jWJT4s1OQdJLhgP90YFeTw3Dlyugv7qf36nTmGuIn6nNXiSxXDxL9wkFPbivbTOO2hq%2BG9RbStestcaHz/ALEjgxBtpYspHWvLzrLXmODnhlK3NbW19nfbQ6MLXVCsqtr2Oc0PxlfeH/Hr6zFCRBPdSPJau/Do7Elc%2B2euO1c%2BMyWnjMvWDm9YpWl2aW9jSji5UqzqLZ9DudA8Yx2t/eCDSlGk37GSSyMwYIT/AHWx/SuLGcOvFUaTlWarU9ppW%2B9X/U1hjVTk0o%2B4%2Bhb1fUtCuLFLTS9AitcyqxnMm6Qc9B7Vrg8ux9Go62KxLnZNJJWXz8wnVoSjy06dvM2/H/iHQ9O8U2tlq%2BgC%2BItUlgn3FCOTlT6jIzXyfDmW4vE4Oc8LiPZ3k01a62W3Zno47E0qdZRqQ5tEzltW%2BIV7ba23iSQxRwIogFvjKtGedufw619RS4VwkcB9Tbb15nLrzdzglmFT2vtPlbyOZX4m%2BFdMvTd%2BHvBdnpmqupUXsk3mJFnqVQAcn8K55cNYzE2o4zFudJdErN%2BruzVY%2BlT96lTSkc7oHi3w7Astt4p8Hwa3cG5a6/tFJ2ikDMckMQOR%2BX0r0Mfk%2BNnNPBYn2cUkuW11ZdjCli6ST9rDmd7m7N8aJP8AhJ9Q1z%2Bxlmt5rE6dbwpOEMS53ZLFSWOT7V50uD4fU6eHhV1U%2Bdtq93a219Db%2B03KpKbWjVjK8H%2BM7bwj4cbRNV0qDXdEv3E08DXAVkfjleDjovvkdRXoZxkH13EQxVCq6dWKtdK%2Bnp8zLCY32UHTqRvFkOi/Euzh0a68N674cj1vw757S2du022W1BYsAHx0GT0weTzWGM4cq1K8cVhazp1rWbtdS9V3Kp4%2BEYunUjeHRFbxf8Rf7T0GLw14c0GHQdDWQSSW8cm%2BSdgc5duM8gH8BW2XcPvD4h4vF1XVq7J2skvJak1caqkeSlHlh2H%2BPfG9r4v8SrqraZPaXEFotvEkc3m8hiSxIA9a6OH8neUYeVBz5ryb2tv03ZljcUsVNSUbWVtzR8RfEvWLjxFoOv6fpNxYzaba/ZSJSZFuIz13cDrXDhuFqEcNWw9eXMqkuba1n077HRUzGTnCpT3irHSj4l%2BHm1CLWrXwXFba6FIWeWUhIyerAEfX3965Hwtjq1P6tWxjdHtbW3a9/wCuxr/aVGD54UrS7nmet6tJq3jNdR1O2iuQ90J5hG4VpVJ5XP0GB6V9TSwccPh/q%2BH91JWXl5nnTrSqVOeeutze8Xa8/jrxql6AdLhtoBBAjvvCgcnpxzXBkmTxyrDulzczbbbta9/vOjG4pYqd1pY0ovHV1NpGj6XYWyjUNHuQ1tfNNgYJIKFMZKkHB57VxVOGaVTF1605fu6qtKNuve/dPXY3WZNUowivejsy3qPj/wAMXOrvc6h4EsZtXLZkla5zCZBxuKgc/Q/nXFR4azCjT%2Br08bJUu1vet25rmssww8pc7opy73H6V4u0/UNAs9I8QeHF1GO3lZ7WRJTGke4nCkdwM469OK3q8OYili5YnB4jkc0lK6u3br5P9dRRx9OdJU6tO9tuljqtT8UlbzTNUS2ignsIjDhTlCDgEAdhxWOF4Tp08PXw9Wo5RqNNaWatt6supmkpVIVIqzirFC/8Y6Voeqxa1pXhSAzyktcSCbkg9dvoSe9c74VxtfDfVsRi3KC%2BFcvba%2Butl5lrNKFOp7SnSs%2BpyOheObyG91tLzSY9Q0a/laaezlPKbjn5WxgH8Oa9LHcMwxEKM6dRwq0kkpLy7rt8zno5i4OSnG8ZO9iPWPEnh26skt9I8Iw6akUqT%2Bc0u6SQqfuq2OB%2BdaZflOPpVJTxeKdS6aStaKv1t1YV8XQcUqVJR1uU/FHixNV8dWni1rPyPsrQt9l83cWKHs2P6U8vyD6nlU8v5783Mr2/m8r/AKhXxyq4lV7bW/Arv4m/tL4pR%2BMDp8kEfno/2dpMk7VC43Y9s5xVUMi9jlH9nc/Rq9u7b2v59yJ4/nxn1i3U6TxH43jtLXxDGdPLtrS%2BUv74YjypGTx83X2rifDLf1S1T%2BB5b/jp%2BJt/aa/fe78ZQ0jx1YyeHbbRvE/h9NahtFC2ziXy3QAYxmtsXw1WWKli8uxDpSn8StdP5aEUszpukqWIp86jt0I4/Hr6b4httR0DRrPTLaGHyDbj5vOQnJDnuc9DVvhlYjCToY2tKpKT5ubble3uroT/AGo6VVTowUUlaxpx/EDRNPkuNQ0HwbbafqsykG4eXeq56lVxx%2BlcEuFsdiVGjjsY50V9nls3ba7vr9x0LNKEG50aSjN9Tz67uLi6u5bu7lMlxO5kkc/xMTkmvtaNGFGmqdNWilZLskeJOUpyc5bsjzWjEmJilcBcUDCmIM0Bc7PpX1DPgEhaksQ0EtjSTTRm2KSwA2/iKq1xXa2NvS9ZtpLOHSNet5b/AElJC0axnbPaserRP2P%2BycqfTNcdbDS5uem7S/B%2Bp62EzFU4%2BzmuaP5eh3vw38Sar4blvI9F1%2B21%2Bz2/6Pp%2Bo3v2WWP04lIT/vgmvLxuEjVs5wcX3Sv%2BWv3nv4TMIaqM/k3Z/j%2BhoeLtc8YX5hu7DStLt7mMb4575rOL7MxGG2TCb5hye3vWGHo0I%2B7Ju3lzO/ysdFTENq91%2BGnzueaLpmjW81zdeLdXi165z5i22nZfL%2Bj3DD7g9EJ%2BteterJKNGPL5v/Lv6nlVMZQheUpc78tvv2%2B4oa1q9zqoiV1iiggTy7W1hjCRW6%2BiqP1PU9STW9GgqW3Xd9zx8Vi54h3fyXb0M3JxW%2BhyoBjqaTLSQrY20gZGoyeadzO1x59Km5qloNAwaLlRjqDZqSpCr0oJFFBcbiUimhpGTVECkYqExNDfrVXJt3DoaTKjdAKRpsIaLDuBpMYHpSK2AUmMKRSCgoRjiiwm7DQMmm9BJXHbR6VNyuVCbBSuHKhCMHAoFs7DkdgetSVsXI3U0jTfUlBz92pY0iVASeallpE3lKRUMuwxkdT8tSxliFiMbqm5SLaFWHFBQpi3dKllJDDC%2BevFQykhjwnacE5pMaRA0UvvUlqxGyT9iw%2BlFy0okbfal6O4qblJRGGa/XpK/wCVK5VoifbtSXpIf%2B%2BaLj9nAT%2B1tTXq2f8AgNIr2cQ/tvVF9D9RRqP2cRV8Q6kOqL%2BVFw9jEf8A8JNeD78at%2BlIPYxHr4pkH3rc/hTuT7JEq%2BKo8/PFKB7Ci4OgyRfFNj/Esg%2BoobbJ9jJEqeJtLJ5cj60rj9lMk/tvTZXytwhPuapMlwki3He2cqfLKh9s0xcrFZ1cjDL7c0m0O0hLqVPLVVK5HJ5osS33K8EKu7HdkkdzTTsGrGBY4WYs3JGOmad7hqZN3pVjdxCQoPNUncRxx2ouUZlx4efYTDNkdcMKTGZN5FcwSBZGVBnptouM2dCYBN4IJHpUvzKRbvNRWB2adgI%2BBx1pXvsA211Sa850xMIDhml4Bx6UWQtxmt6uEiWymkWGdhuJ5AI/CixRmahIEskvY%2BrD5CvI/Wr6AaWiSoNHlZrgedKw2qx3bj7elQ9Bmg0c1nrFlao52zgs6Dse9LqJo2bi7WGTYJCpX73HakgsW4RI6hxgo3IPtTYMn0y087xFpw2Ag3CA8f7Qrys4qungK0l0jL8mdGEjevD1X5kPiCQ3GtXco53Tuw/OtctpeywdKn2jFfgGIlzVZPzZTeMyRFyBuFduxkloUMtHLvYcDt2ouK1yvq9pY3cfnCBZGHLDoR9KT8gsSeHVhf8AdxqyKOz9aIvQLam2F2Lxjila%2BhqtDM8USzXdl5ySPM9vgsZDk4zyMms4UoUVaCSXkU5OW7ucr4ueCXwlIII5eJUcY6cg1rB7mUo3OXurNdNdoiYZ5miBaPPKk96180HKh8g0uDSfszPNJcbDJPsY%2BXu/hHvgVLuxuKsQzX2nzRFpIFimaZG%2BVfl8sdaLktIt6oNCmsrS82yWdxJK3nL95SgzgqPfinfUaSOWdsMSu4Lk4x3HvQhNJssaZHBLdr9rmMVt/E4PNS7j5UjtdB1fRLWMmKOG3t9%2B0M4y5GOpotdAkkPTxRcwXJe4toZrBifKdBk47delLktqNWNGK8sfEVmbe9jCbz91Dgj0%2BlTaURu1jN1LwxpdpOJre9RBGOVkbv8AhVKTC1zLsM6k/wBjtLq3jlgyql8hnBOSRxginzWFynUWvh3SXt1ufNmhlt2XzJGwoOD6VKm5PQagtzm4NP0eXxTcq1%2BJrZcyGReg9RVataAkkzr9Be2vpJobVU%2BwxoPsu7hmx1Y/jmoaNFqaaOs8ctpMvGMGoQ9tir9mSKzeKPlgQE3DPGeaq4nFMpyaBPM5V7nbagFyMBSfrS5xpWOP1XyW1SSKKVfLj%2BWMqflI/wAa0WoS1Mue4eC4YqoYgEcjNMi3Q1PCMSzfaLiZiWXATJ496TYlEqeIb6O8vIxCcoh4z70IdluIoytarQncUDjB7UwFbJFIGkKAKYrCHrQAUALQMDQJiUCO1r6dnwiCpExppkMSqIuA60BF6gwI5Az7U0OS6oaXZegAPrSauJTaGrgkk4LepzQ7hG24dOozSsNyd9hysFGKzadzeDSQg61QhG600ISkxoUVLLiLSNANSWHFMTEpkC1DNIgetCLY3vTMxTSYxjUhAOlMaEpoTCgI7i96g0QGhAxB1oZSFPSpKQlBQw9aaIYqdaTKiPqSh2KQCFM0g5biFCKV7j5WhoyOc0i1qWbebaeallLQvxHeNwFSzRaliPmpZROijuKgaEaHJ4qWXYYyPHyM0hjfOlHrUNlIPtco/hzU3LE/tCZefKzjtSuNK%2Bgf2zKvW2Wi5Xsl3F/t5B96z5%2BtIfIw/wCEhtBw9qw/DNJj9mxw8QaUfvwyD6IakpU2OGsaA/3jKP8AgBo0H7NrYUXnh6T/AJeGH1Q1JSjPsGNCkPF6B9eKB3mugHTtIk/1d/Efq4p2HzyXQQ6Bavyl7Af%2BBiiw1Vl2GN4ZZvuSwkf7wpale07kEnhe6H3ER/owp6jVRFWXw1egE/ZwfxpD9qipL4fvR1tmH0FFx%2B0TK0mj3Mf34X/75NFx3h3EWymHAQj8CKehN0DWtyrZErL%2BNF0Kwoe7jI2zOaLhyokS%2B1LedkrYHY07kuAybWdT37ngQqPzpqwuQsad4h/cSiSBhwc460ri5StaeJ4YnYF5U3cYKk0WJsWV1e0kZt2xieCSMfzpIuwae9otxkSLEDzgDIpS1CxJrTwlo2zFJg4QNlQ1Ci0hsy9VjnYxq6PbzBtyCHjEfdsfxdqd%2B4WCfUZYLQopW6vidqyvGfufUjFO4GHcyXbXO6bzXROuei59D0xTA1tPNniK6topYpEYg7uQeOtGgzqNEvv7R163DxN5kEWGZj9/3FTJagXtYR5bjzGIAPA29Me9SncGWdPfySi%2BcWXH5UnuI3dOvUs76C9XDmFtwU9zXHjsJHG4eeHk7KSsbYep7GoproUJMNMzDncSa6opRVkZybbHKoCYobGtineIueBRuIzDGVZvKbk9far6CMea9uLe/wDLJGFP3hxmsNmM6HSNSS44lbBFPmKTL8y288clqrAeahGfwo3Hc5HxRZXbeHVtQoSSE71BGd23gU0%2BXcRwelW736zWa7UwfNmmYhfLUdeT9OlbXEb/AIgl8OQ2FpBpE4nndcSSshPPYmiLA5K2LpqiKypJ8wyCeOO1J7gdxF4StJJxf3zBGl%2BdLSL7oBqZTsx2NDW9NtV8L3Fvb6fb2skjgI0nB7VMZO92N7HEXPhy4itXufMTylPCuwVj7gHnFaW6isT6J4dfUpmt7eVAy4OJG2j179TRdIdijqUV1FqL29wqo6nDMnSmSzT0W2vnkaLTJnZnTazIwBA%2BtDdgRpJp%2BraDPEbm2jeNY5HDE7gQV74pXSKMRNYsbR0fS7CZpxl98r5VWPsOtZtXC6H6je32qImoaiGWCNQjRI%2BN59QKaVtR7klnZjSiLy8UBZGUiMsOjDIUjuPWqCx32kR2EOkR6hIIYUnOJGU4Cn2FQy9jcijgW3jezCzqSPm9RUrzAwdd1FrTUPKmiZRJkQFFyOOfmI6U2kxXMLVvEd5qFsLW3UrNIDHtQdR7HpVKKQJmB/Z1607QNCwCE7j/AHcDJNOwzMumHQcgHhu5FJskuTyvpmnxWhGye5j3SeqjPFMZnW43zKMd80Jaks1F6VsSBFCEA6UBcKBhQAUAFAAaBBQB2tfTs%2BEQVLExp/rTIYhqjNiL1phHck6JSNuhE/WgxkIoGapvQUVqElQaMYetSaIeOlA0JTQAelIEC1LLiL3qTUDSKENNEsO9MgWoZrEDQi2N/ipmfUU9KlldBp60Eh2pjQ2mhMKAW4oqDRAaEDEHWhlIU9KkpCUFDD1pohirSZUR9QWPHSgQ6kxoKhm0SOSn0IW5GOtQyi/auw4zxSZSZpwdqlmhYWoZSJl6VLLGuARzSGQyKB2qWUiHAzWZSFZRg8UMqO5E6KeoqLnQkQvFH/dpFoheGP8Au0XKRA8KZxikURGCP0pMtEbW8X92puURSQRAfdqiJEHlIZNuMD2oFHUeIgASHkGPRjTL5UNVpUGVnmB/66GhopU4scmqX8bbVupcD/aNSDpR7E0XiPV4z8t0ePUZoMnCJqWvifV9mTOh47oKTkxOESWDxVqcnDJbHnH%2Br/8Ar0uZnPJJM1dP1OW6J82C26Z4jo5mV0NWGG3uBiS3i/BaGyVNkU2lWLkgwgD24pxL5mUJtCsCeFkXHo9XbQtSZnX2m2wzgPx70kbWOWZFjuHVegOKZmyL7JB9qQ7eSeeaJEkWuQRIAVXFEdQZjvdTwDMbkYpX1E3Y22vJXTfIEcqQV3DpwKtsTN6yu5m8K388m2R0A2lxnAPYe1RfQa2Ob1PUruW6jXeERkCsqjg/nVIGyPXi9vaWrxyOdx2kMcjA6cU9gZMLqZ7FBuCgHooxmk2M3PCcrrqSNnJGME9s05bAjsL23jEaSAHLgs3PGc1lAGUwAHGKbEX%2BkQI9KljRJAflBqOpTd0WIxlsGq6CINSRVTIGOKEBiZKlyDgmrEZYiWWfEnOHPNYvcY25YwFkiwozUMZb0y4kFxCc55704gbiqLjxBbrN8ylTlT0qm9R9DzfxFpFnLrmqxgPEsUZdRG2Oc9PcVtTXNG7CwnwnsLW71aU3EQkEcTOqnoCO9DJicvFhmLlRkEjj60L4Rnt9tBE09ozKCQgA%2BlYy%2BMplnVIIiLe4ZAzqWI3cgcGknqCPO/FdupmiuHd3eQZO48D6VvFXAf44uH0yeBbJI4Q9qqthfoc%2Bx96roD2OJ1q9uLra8z5bAGQMZqCZMn0%2B2Ee0xTTxlhyUfFUop7iRq6lr%2BpQad/ZayhoIyUDMMvj0JqJe7oi0QadbxG0Em0biOaqK0As212YblJDDDK0DBE8wEgDp0B6%2B9ZzdmVEoapNJNqL%2Ba2/59w3c4NOT0GdN4U1Ca6c2twsUkIkX5CvHWk37txs9OtYo4zIiIqqBgADAFRe6Ecz47v5bHRxHDHCRNuRty5OMdjUxdmI82069uLeONImA2D5TjkfjXQC2NKa8uBa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INTERACCIÓN Y PERSPECTIVA
Revista de Trabajo Social
ISSN 2244-808X ~ Dep. Legal pp 201002Z43506
DOI: https://doi.org/10.5281/zenodo.16910177
Vol. 15 (3): 645 - 646 pp, 2025
PRESENTACIÓN
Interacción y Perspectiva, Revista de Trabajo Social de la Universidad del Zulia, se presenta como
una plataforma académica multidisciplinaria que reúne investigaciones rigurosas y actuales sobre
fenómenos sociales complejos, abordados desde diversas perspectivas teóricas y metodológicas. Su
propósito es fomentar el diálogo crítico entre disciplinas como el trabajo social, la educación, la
sociología, la filosofía, los estudios de género y los derechos humanos, con especial énfasis en los
procesos de transformación social, resiliencia comunitaria y justicia cognitiva.
La edición que se presenta está organizada en cinco grandes áreas temáticas que permiten una
lectura estructurada y coherente de los contenidos. En primer lugar, el bloque dedicado al Trabajo
Social incluye investigaciones que exploran la interacción entre trabajadores sociales y medios de
comunicación, destacando la importancia de la transparencia informativa y la adaptación digital.
También se examinan experiencias de intervención comunitaria a través de la educación física, así
como los factores que influyen en la percepción de la profesión entre estudiantes de secundaria en
Vietnam.
El segundo eje temático aborda la Familia, desde una perspectiva sociocultural y educativa.
Se analizan las transformaciones en los valores familiares entre la juventud moderna, el papel de los
rituales maternales en la identidad kirguís, y las percepciones de docentes y familias sobre el acoso
escolar entre iguales en Chipre del Norte. Estos estudios revelan tensiones entre tradición y moder-
nidad, y ofrecen recomendaciones para fortalecer la cohesión social desde el núcleo familiar.
En el área de Género, se presentan investigaciones que examinan la construcción de identidad
y resiliencia en espacios institucionales dominados por hombres, el impacto del dimorfismo sexual
en el procesamiento cognitivo y la adaptación social, y los dilemas éticos y sociales en torno a las
decisiones sobre el embarazo. Asimismo, se incluye un análisis desde el derecho islámico sobre los
motivos de la infidelidad conyugal y sus posibles soluciones, lo que aporta una mirada intercultural
y normativa al debate sobre las relaciones de pareja.
El bloque más amplio corresponde al Desarrollo Social y Capital Humano, donde se abordan
temas como los efectos de la guerra y la digitalización en Ucrania, las prácticas juveniles en entornos
digitales, la ecología de saberes como alternativa epistemológica, y la cultura corporativa como factor
de integración social. También se examinan fenómenos como la alienación laboral en la era digital,
la formación continua de funcionarios públicos, el bienestar psicológico en estudiantes internacio-
nales, y la educación ciudadana a través del folclore. Estos estudios convergen en la necesidad de
repensar los modelos de desarrollo, inclusión y participación en contextos de alta complejidad.