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UNlpEDiSQ4VIxjNeheKfhZpPhT4d6b4o0ctf28xQ3LMc4Vv4h+PFYuna6NK1zRdV8M20szRyKZLeKMsWXPIx9Kaj3JlM5vUPBGoy6uLHWLg29/GMyRueQK9E+CngXwl4judY0e+h36rBHmN3PbpuX6HFeh/Ff4WzeNdS0bxXpl1babIIwLr7RkfLjI49RyKrP4O8PfCRIPiBfXt3qM6kR5tvuc+w4I9zTSVhN6niy6FqI13VvDd7BcPeWztGogjJLen6Yr3TwJ4d1LWvhTeeFfHES2SojRwyyuN4j6qx9CK5HUf2i5RrVtqmn6Fa29k8q+c8mDKyZ56d8Vt/GzwxrviyXQ/EvhdbnU7W7RVe0jf5OeVfHT2NPTYWu4/wH8L/AV602kyat/b13YLv8kv8o9DgdawPEfxz1a3N94etra20MacTAgmG6TI4GO1XfBPw+1zwh4ktvFeu6jpmgpCMTWqvkyJ3U9q7bSofhd8QPF2o32n2tvqOsxxhmeRTtbHAIzwfrRcdraGH4Kv7v41fDDUtB1wTHUIVwlyyFFkPJRh9OhrjbP4AXOi6T9r8Z67aafZK3WJskc9Nx6Gs/xb8YvF0WrXnh2FINCMDtAUt1+bj/a+npXoXw3XUPih8ONT8L+J7e6aSNSLe9uEI8zOSrAnqVNLTYeu46f4xeBtOg0fQJYJtat4HSP7XKgZUA4DknrVD4/674q8NHTrzw/c+VoV6oQi1j+YNgdx2IPFZ3g/9m+zN1JZa/4lhmmHzG0tGAYrnuTzirfiT43af4Ltm8IaToMs76WfIEl+eF29CB1P1o1F0M74K2vjSy8WJqgsrx9JvQFvHvGK8dmUHnIrpfGng7wFpHiO81fUddEK3BEjWUDDIfuRjmvI9R+LPi3xXc+RJqMqRPwLayXaPpxya2fDfwl8ZeJ3WaLTWtImOfPvCVz746mqSsJu/Q+jfht490fxlYSW2m/aFaxCxlbgYdlxw3uOK7LbXm/gL4UXfhnUbbVL7VmkuYYzH5VuuyNgexHevTGXHI6Vm99C43tqUrqHcN2OaqjArVKgjFZ88Xlv7GuSvT+0jro1PssYGpc03AoPtXKdI8GjIPembhSZHrSGkPO1hg4I96x9W8IaXq4JkhCSf304Nawp4IxWc6cZq0lcpSlHVM821TwHqNgGezdbqIc7T96uakcwuY50aKQfwuMV7dnNUNS0TT9VjKXVuj++ORXlYjJ4S1p6M7aWOktJankiXcsX3HJHoalXUY34kGxvUV02qfDlog0mm3PA58uQ8fnXDaghtJ2t7jakqnB54rzJYavRdmrnaq1OaumbCajPD8yOJU/WvOPHOtC91cnoI124963g12sn+jvj+RrzzxTp2v8A26SYWbShzkMletgMNUqe9ynBiq8I6XKs14WOFPNSWNs1zMqDqTWdFouvSZc2TqAMnFdT4P8ABV7JMNQvZ22IciLvXrxwEnpsec8XFa7m/Y6PNCiqkZwBya7Dwld6dosrXV9C8sq/c4zimxX0KoItmOMCmT2guQWRtrAfd9a6aeW018Tuc88dN/CdTc/Ei4mX/Q4EjXoN1dN4NvLq/wBLbULkeZK7kKAO1eRF1WJlYbcdCa9k8F20tr4atUlKhim4Ee9dfsoQXuoyhVnN+8zZdv3gXyzhhktU1iAzsgQqFPpxVYrMI1XzAXB+ZsdavWAYydtuOPWkWyS6ZSuSdoFZ0gYzb/M/dlfu+/rV+/YBTuTIPBHWsqZopJPJDENGA2BxxQKJGzyGNjKgY54A7io2MPnlSMSsvb0p5ZpXV45FMfIYDvUW+USSl4hsX7jDq1BYhRvLVIJ8FG5J549KkLSGXYUUxFevvUEZgaMuFaIz9c9c1JtkBjWOQYT7wPJNADgIpuqFREeO2KcCpRnSTG7o2eAajaaZPNLRZReVx1YUkhgkVIHQr5gyFxigCV/PEKhNruMZz0NLIglkCPCGUDcCfWm4jM6fvCGA4TPUU/bIEbY4LZ+XdQBWNtZmb7c8ISVAU3YwcVYUBQY1mJY/MM9hTpDIqJtjVySAw9KUkecf3XIXh/aplFS3Q1JrYYzzeYmwo0ePmPemfaJPOdGi+RVyGB6+1NWW3itmcZjjyc59ahMGIfs8FwVcfMGPJxmspUIPoaRqMk/tKIQiWRXjDNtwR3qT7VB5nl+Yu/GduecVHKsrMmzYy/xZ/pVWeNWvATBn5CPN9PasHhl0ZqqvdGiCrDIOQehpOKjtlEMCIv3QKfk+lcT0djZH5y03aSeKt29k87bY0Zz7Cti08MXEuDIREv617zkjxUmc+sJ78VIlo784+Wu0tfDdjDy4aRvem6n4bvb+SMaXbkjocDAFSpopwZysdii/fOakDQJwq5b0HNdfb/DxLZBPrepRW6dSu7mrjX/hDw7ZG5sbU38qnbk8803PsCg+pylhoWsauwFpZybT/ERgV0EPw8jtFE+ualFAp/hB5qle/EHW9TQRafGLVCcYjXnFXtc8D+Iv+EYtNf152itZH2pIWznPTNTqNcpIda8I+HGVLWza7lH8bDIqpq/jDXLudI9OhMNs4G0Rryajh0vSvD0+l316hv7aV1Lc8bc81618cvC6aIvhzxP4XtQbG4CxvFCm4EkZU4HqM01ETk0jzXwF8PNT+IHif7FNqItpgpkIc5YgdsVPL4O0rSfFmo6FqKPHeWzFRngOcZBFdx4O8BeMG8dad4t0yweytUZWme7Plhl6MAOvSu0+KOm/DA+L4vEeu6ywutixSQWr53EdCce1WrXIvoYXwCvrHXbTxB4Hv7eNZGjYxMFwSp4PPqCQa5/w98DfF19cajpF1aRxRJIyQ3NxJxtB4YAc9K9E+I+u2/wj0LTNX8F6JZC3vhtN2RkqSMjPrn3ry/Sfit4s1PxtpuqW1/fanGkq+dawJ8hUnDDA9vWi9gsenaZe+Ffhr4RuPAvifVf7al+YG0RMsA3O3HYVa+EnjPwx4ifVfD+g6ImkXNvETCZEXLjpn8DVf4nfA2/8deLrXXtFv4NNNxCPtTODvyBwQB1OOK5bQYfAvwp8QtLDeahrviS23RusfRT3B6AUBscTrWpeNNd1rUdC1WPVtUu4JWhEUClYlOeDxxjFev8Aw+8PXdr8Lb/wx8QJLaxs2VhA0kw3Ih55z3BrU8BfEtPiWniHSobKPRtXSMmFgQzHIwG9yDXhtn4d8XeMtW1TTNTj1G/vrd2i3uGKhgcfQUwSPRdY+H/gD4S+GLbxHJY3XiNJmCrKWDpk9DjoBWTd/HvX9Kn0qS0h0+00ZWUtawgM/l55Ge3HpXbeFPDbaP8AC288J/Ea+srW3YMsH70b0Q8jr3B6Yql8LPDPwpl1K60zRLZtS1W2i8wS3oJD+659/agOpS+NPgHVvG17onizwrC1+l5Golid8IBjKtg9PSo/Cvwrv/h7fQeN/EeuWmlQ2x/ewwZKsD/CxI7+1cj4u+M/jFNSvfDUxTSfs8jQJDajaFx7nnpXdfBqfUfHngrWfCXiS1vJYGRvIvLhTht2ejHqQeaQL8yt4n+LPw9t9eXXNO8OLqd5Myq91IoGQO4z7Vc+O2reIT4W0nxL4S1CSPSZlAmht15O77pyOfYiudtv2ebbwrpc+p+M/EUUOmRPyLVSWxngEkd/atOD43eFvB+jJoPhnSbi5sLblXvTw3OTgck0IHY4/wCG/hn4g3firT/Eml6ZcDawM8t3lFdT94c8nivb/GHwH8P+OvEMWu6m88UnlhZ4YW2iUjpk10qfETQbfwNF4vnlMemmFZGMabiue2B3B4ry3V/2l7zVPLTwT4dm1AvJtzMDnHrtHT8TRdholqY+reOPDvwv1S90PRfC9vps1rlPtVyNzSHsQOpz710/wO+Mlz4q1O60XW5M3LDzbWQxhA47qB7VL4++Ff8AwtT+xfEMCrpmpeUBdJKuTjg4I9Qa3PCvwO0nRdQt9WupZbrUICDHKTtCEegHFN2sCTvoZPi34veJ4fEd34e0bw7cJNAdondN+/0I7Yrp/hXceNfs13/wmHlyeYwe3K/eQHqpxxXbLYQCQysitIf4sc1YCgDgYqboai73bFHIqOeISIR3qSipaT0ZadtTLYbWI9KTNWb2An5149aqAH1rzqkeV2O+EuZXHFRSbeaU59aQA9yKhloOFoBGOtKVJ6mk2EUrDuKMetBOKYQwpGzjilcdjA8eyXSeHZ3tJTGwxuK9cZ5rxLU4TJdxmWVmEvTHOPrX0FqNoL+xntpBlZEINeGXYS0uJbDyyJYnKAnvXZhJLWLOTFRekkPsYfK2RSANg/K3bFXZ4UGY3UgMOGHSoLKZBAN4KsD0I5Jps9w0k5VwUIwdtegkcLGxWUySYJCr796ZLeSWE4fyygHD+hFacwW4RGAK8Yy1UpfLQBZSZlPBI5xTE0WI/JuD5ke3nlTmllLyKpjkAZeo71l2R+y3BESO0PXPpVwltxnjKPGx+YZ5WgQ1g08sKTDCSOFJ+pr3OOO3jsoLQnKFAqgd8V5L4Rt5LrxNZxKnnQBi7buwAr2CUussapEGj53Mf4azqb2N6K0uRs0MpKh+YTzg9PrWpphWUCRWDKRwR0NZfJmZPKAVhy3qfStfT40SLaq7VXoBWZrIjvC29sdMcVkPI6qryRfOTtIXnArQvpF3CQyFVH4Cs9/N8/qvlbenfNARKjxWzq1lGxiYfOQnBHvUjb2ZPKkUqpw465pgndVmlmgMflkgEcll9RUaRW5ibyiYjc/NnoSfWmUTb2M4QxkpjIf3qKCS3Mk8yblZTtkLcCnlJg0QSQbBw+4ctTJJ2VbjzrdjEnTHPmD6UgHxxSxwERT+YxO5Wb09KlLSGZV2DYRkvnoahD22+BM7GIzGnTipI1dJJC0u4McqpH3aAGfaIAXuJImRozs3Ec/h7VNCkUTsiPh5MvgnJ+tQq90lvmVI5JQfur0IzUwkT7SimI7yuQ+OB7ZoAlCusJRXBkA4LU2ZpwI9ioxyN+TjjuRUQltfNkuN2Gj/AHbseAKWOMRKyrKWLksNxzj6UADuXmMTRZj253Hofaq7S26f6VIvln7m4jkD0qZvPS2IUq8oHBPAJqC4klRIh9n87ewDgH7nvSY0PSKK2i8lJCu/O3Jycn0qtJb3cNmscMwkmB5eQdRmppPs892sMkTNJCPMViOB9DSIISZZ0kP735SSeAfas2WWI8+WufSnZNcxbeMlTVzpUkLFlfyxIO5rp9x9K8iTV2dq2PmnxV8NToF1NNaW6i0diyhB9welc1Hp0LSBZ51hXGSxNfTV3ardBo2i8wHgjGa8+8X/AAUu9YjFxpqpB83zI/oa9nl00PKejPG7nxT4a0reIFe/lTv0XNZ9r461rxB59lptn5LFcp5SZIqHxX4Fi8GeLjoF0GeVtrBzwpDdK6b4L6v/AMIz8VbfTNRhiEF0Gt+V6E/dNWoEOZ502lapfvIb+5YleW3tkivT/hN8M9E8ZeFdfkhmeTU7NSUjJwDxkHHoas+KPhF4oX4oanbaPpTz6fNJ5iSOdseG5xk+hrsPh/4Vs/gPrFxqXirxFaxSXkBjOnwgsWGcgjuarSxCZ4lBcm40G6tLe1SG+hflh1PbA75r3r4e6BqnxC+Bd34a1y2ltbqEsttNdKVDDqreuB0pPBfjPwQfHRsdD8E3QW4ZpJb6WIfISc5wc4BNbfxe1JZdAnP224treE7ykDbDJ/s8VjUrwptJnVQwdSsnKK0RzHg/9nnR5dNe217Xo9RaxBkktbNvu8ZwT1/lSXHx3s7XQ5NE8H6Ipg0tNiNqDYxj0HJqv+z74b8TaX4vl1oaXPaaDfwFJTdthj0KkA8muou/2fPBz+J77WL26urhLiYyraRNsRc8kEjkitJVIx1bMYUpzfuq5B4R8Vaj8afhRrumXE/k61ahhm3+TPdMY9elcb4L+Cuqa1oEf/CUvFZWasWEa/65j/tGvZ9L0rSfDStHoenRWMbLsYRjG8e/rUzxRzpmVyEH8OeK4KuNXwwPWw2WWtOr9xjWdn4afwlaeDtUtLzVrW3cBQUJCqDkEt6CtUw6B4etRFo2n21kijgIgGKYsrgmOzjOP7x6VBLaiNjLdsrse3auZ42py2O2GXUYz5rfI5jw/o/ia78ff8JWNYkGlxAqbeRziVe4A6Cuf8c/C2PxR4xu/Etrr9p4ftJiBcs7YYtjGR25rqde8UW+lWzBD8wB2xpz+leCeJvF9t4xnaxjgubjUnnCQqn3T2AxXThK86jS6Lc48wwlGlByWjb0PY7vR/CX7Psdh4ijh1HWdQvVMUd1v+Q5GeewBrD1P4+eItP13TtQeLTbXTJplM0EADOyHrlj3xXZWXhGbWvgxF4c+IE8Gjz2+PInkkUsijlT9ccYrz6GT4O+AeLWzu/Feox/8tZTmIN+PGPwr00eG2dF8Y/BGs614p0fxd4Vsn1aPUIl3RE5RCANrHsARUXhv4f6p4S8SWvjPxZ4i0rQmgOWtYmBLr3U/h6VyviD4+eK9ShFnpjQaNZKNqRWyjcF9Nx/pXnt9fXOqXBmvJ57u4fvIxdiadu4j6Y+J974U8L21v4+tfDVvrdzflVF3kFF4+VjXjXiD42eMfEP+iwXSaZbP8qwWabMj03da9K+D1lqPij4d6p4R8QafcQ2oXdYzTpjryB68Grem/s7Jql7FfeIrsSPEAqxWo8tMDue5oTCzexmfBzUJNc0XUvAXimXzhfRO9sZH3sAR8wJ9QcEVxOl/ATxnPrk1syQRW1tMVWeY7hIoPBAHtX014f+H+geHApsbKKKRf41GW/M810iRJGPlUClfsUodzgPA3w4l8P+HbzRdSuFv7S8JLQuuETI5AHpXTaL4P0bQIFhsLGCBVGAEQCtzFLipuUopDY41QYVQPpUgGaQCnAUDExRS0GmAlIaWikAxlDAg1mzRGKTHGD0rVxUFzD5iHA5HSsa1PmRrSnyszS350gPNOKr3603gGuBqx2pjtwo3DFIcCk49KQDiQaafY0Dg0uVoGRkYFeUfEDRHs9Wa7iXCzDcG7bhXrDrxwayPEOkpq+lTQH/AFmMofQ1Kk4SUl0HJKUWmeNGZiscxUpMG5z92rt8BeoHRiJF53djTbnTZ1DI4BZTtOB3FWYLWNVUhipUcr717kJKSujx5Rs7Mitb2WaIRtBgHhs9D9KQ6chJ2lkD9Mc1KzCKNolXBzkFulRWt3HC37wMqcjPvVEkFoQkjKWIdTwe1R3yp5wlh27XHzAHvWg9pb3K5Dgk8jHGapzWgjUvtwOetAjtPhbaGa6urwMMpH5Yx2Jr0ORJzahBOBL/AH9v9K4/4XWiLock+4bpZiwweoA711qyW5Mt0k+5T8rEt8q4/lWEndnXTVoocUuDcRFXQRD/AFikct9K2bZiqdOPWsS0tvK8zbPI3mtvBY52/T2rXXcsYGcnufWkEije+XO7wvHleM5HBqgDDLIZEfJj+QjPAq3cTSCaQGJiiruDD+I+mKzzc2xgRpB5K3J27XG0knsfegpBEkyRvmYSsSShIwAOwqLzpFghe5t/3pOCsfOw+v0p5sRHbxW9vK9usZBXBySPTmpD5vnHJXyyvAHXP+FAyCLyEvJ0RyZmAd1JJwPUURpcxWxCzJcS7shm4GM9OKRbnbbPdXELQlAdykZbA+lRRwWptYRbzNBG7+amGwWzzjn+VAFlnBukjMJOVJEmOF9qgSWzlnN3vw8JMLMTgD2qfEwuHZpF8gqNqY5Dd6rnM8s8NxaD7OACrkg+Ye/FAFiCJovMzM0m9twDfw+w9qkRpkt8sFeUDOF4BNUbeS2uAmojzYwqlPnyuBnuKsrG7XS3AuG8opjyv4SfWgB1zMEgQyWzSeYwVkUZxn1pH+zm9jUqfPRCUOONtFv9qXzfPaNzuPl7Bj5ewNNE7i286aEq4BJReT+FACRQRL9oeKZsyn5iWyFPTj0pFjuIbURrKss6j77jG761FdT2n2IG5BjhnIUgjByegOO9OubdZ/KgW4eFoyHARvmYDsfUVLKRLLcSQohETSEkAhe3qagvHtZZUsZo2PmDeMDC8e9TeXN9pLmRTCVwExzu9c1CZ7iO0d54A0gY4SI5yueDUspHnmnyLN45YYJHnnH4V6fu+teVeHj53jUlSf8AXOcGvUq8VvVnbDYu6E0E9puCrvViprSljDxsvqK53w5KkTuqtxJz+NdIpyOa9nDT5qaZ59ePLNo8P+Nvw+8PatcWPijXdXbSobQeS7Rr80hzkAH1rzGX4i+DfC032vwz4Xn1C9QjGpX5/iHcV9EfFPwc/jPwjqGkQIjXLYlg3nADj37V4hP8PtH0LSI7Px54r0+0hX5/sFgN0rH69f0roRySWpwOu/G3x1r19FO2rPD5bh1gtECA4PTjk17D8VvBN38TLDwn4l00C1uZoglw0owyKRnOPY1yvhrxX4Yj1620PwB4OWWeVwDf3/zFV7tjk17jqbm1svMnkBZV+g/AVyYrEezVo7nfgcJ7eV5bHL6Fpth4J0UQyXImnVcy3DYDOa5BNO1H4rauqRiSDQYJA0k3TzSD91f8aS30/VPiR4me2DSQ6JanM8o4En+wD7167aW9vplpHY6fbrHFEu1FUcAV4yu3zSep9I2oR9nDYfL/AKLax2wdm2qFRc9hT4bVkQNKRn0pIo0iYyOd8h79h9KoajfzO4gtlLytwFHb60Sl1ZEY/ZjoP1K8CjyLdPMmboBSW9hJHCDcsGfqcdBVrTbCPToi8r+ZcPy7n+Qqlq2piKNvmAAqJKyvI0g9eWJWuNUis2ILAAdK4rxL41CllR1ABxuY8CsDx/4xj0qze4Y7iTtjjB5dq8Y8Q+Mbu7jIlkHnOOEXogrow2FlW1eiOfF42nhtLXkex6v8R/Bnw+ikvLa/PiPxI8ZVUUZggLD16cV4QviTULnU/tFiqWk8k3mhoVwwYnOQayLe1uL2TbDE8jk/wgmvcPhX+zrrWu2qarqrtp8Un3Iyh8zb689K9ynTjBcsT5irWnUlzTd2cVq+sanrDLJqd/c3koGMzSFufYVe8P8AgbxJ4kYJp+lTuh/5aOpRPzNfUHhn4HeFvDu2Z7RLidefMnO9v14Fd1bWtpaKEtoFAHTAwK0uZ8p89+Fv2aLu5KS67fbF4Jhtxj/x41614b+EvhTwsFa3sIfNH8bfMx/E12BZ26tgegoEQPOBmlcfKhsSwwKFghCgdDTiXc/M3HoKdtAp2KQxsY2HIq4DkZqsBxU0LZGD2oAkxRiloxQAAUtFFMAopaDQAlJS0GgBKKKQmkBQvYdh3r0PWq4PvVzUrmC1tGkndUXIAJOOTVEFcAg8GuCvFKWh2UW3HUcQD70hB9qOPWjtzmsWbDKXI9KUgdjSFcdDUjDp2qJ/lbOOtSHPrTXUleSKl6lI858b2cmmXv2uAYhuOoHZq52MTeTLlgdw6969K8U6bHqujXFvIwVgu5WJxgivLLSWF7KNoiWeJirgHIau7A1d4PoceLp2akuoqKXUW8u/Pr71Yli+WNGi3KoOCORTU1KNo5C0WeflOP50lnqrSS+VHgMedp6V6JwD/wC1rSONYsDOepHP0qjqt5vVWiQ7SDtx2p93bw3ThjCUy2Cp6E+tI0Mhvbe2jdWLSKhjI65NAmeveDoE0zQdLt3iIuJYdxZV49eT2rVZbVmay8kYI3Mu35SD/WnwRzQsIcRi3SNVXH3sj+lMRrrfP5ixFQf3W08kf7XpzXOdqVtCW2EDzBEILw/wj+HNaWQFLBiQe2eKz7V5FjjkeDErkB1XnH49xU90IShtSSpkUn5eP1oJe5Sma6SKX5kmlyTGD8ox2BqCaX95AjwM5c5LAZVCB1NPUpOsTW9xujQlTgghsdjTYzcG4lEixiHjyypO4+uaCyvMLO8uQrvmWzYPjcRsyO9PSKX7U8xuC8LqAIsDCn1zURuoZbS6lurV4I0LJJ5i8uo78dRQbaFhaeVM0SRcxorYDjHQjuKAJITMQ/nKi4b5dpzlartc2j2ovLhfKjiJIMo2lD0zU0y3XnwGF4hCCfNVxyR7Uze9xPPbTWpESgbZGwVlz7e1MASFBLJPHIxMyj+LK8dCBUSrfwwQL5kVxIG/euw25X296AlrftHMuT9mchSCRtI4Ix3qdYmzK8cu4uPlB5VT7UgGiVpriaCS3YRqARI3KyZ7Uwy2t601jlswbS4AK47jBpS97BYb2hS4u1XmOM4DH2zUjXCpJDE0bhph2XIXjoTQBGyrePb3EF02yMk4jbKydsGnqtwtxK7Sq0JA2JtwVPfmoIorIxT2NvtjWPiRIzgpnn8KlkheS0EVtcGMgALL97p/OmA2WeaK1VpLbz5dwDJHz368+lJcS2tveWzyRsZ5SYo3VScd8E9hTpxeebbm2MXl7v3+/OSuP4ffNPSaY3jwm3xCFDLNnhj6YqJFRInjjKXFtbXHlTn5mIOShPfBpt0bxbWP7JJC8ikb2k6MvfGO9K91bQ2z3s6/Z0J2Ozrg9cc1WvreG20poYJTboqlkIbknBOBnrmsyzz7wWfN8YO3+1I3616lk1498H71tT1EXTHc+x93/fVev7z/AHa8ipFxk0zrpNSjdGB4d1Mboz716BA+5QR3rxrw3fYIUnmvV9Gn8+0jbPOMGu3Az3iY4yG0i9dRhtpPRgVOPQ18ral8NNVvdT17RbbQLy7v1uj5N/KMR+WTkHefrX1e674iK8n+K2g+KfEXibSbKw1e5sdBlhLXggbbkg9MjnkV6EpqC5mcHs3NqMdzB+Fnwtk+HxuL/VLi0uL24UIvkHcIl7jPrXa6rpb67CIHdo4T97b1I9KmsbC3sYIraBMRxKFQE54rQX5e9eJVk6snJ9T6KhBUYKMehXsNMttKtI7O2iWKJBwi/wAzUzwMwwvH0qQbc7iefWmS3Sx8KCxrNxSWpqpNvQryWrqDlsCo4TFbk+WoBPVj1NWj5rxbpBtz29Kw769S3LEnAFZvQ1j72hZ1HUFgiLE4HrXmXjHxna2UMss0u1FBwoPzP7AVZ8Y+Ko0tJSZcRxqWJ/pVn4UfDMOsfjbxrbie5nGdO06UcRL2dl9T71rRpe1d5aJEYit9XSjFXkzyXVPh/wCNPGFtDr0tvHALj5bGxdv3gQ/xkdvqau2n7MniEWR1C6vLSd1G5oEY7iO+DjmvoqS0tn1IySIivMfnIOOB0Uegp2p62lrE0cSrvAwrdkFdyxDtanpFHB9ST1qe9NnnPwU+G2nm/e/ubI+TYtiNHX78nqfpXvnmPjaoVF9BXIfDW/bULPUAqDyI5/kcDhiR81djiu2jPngpHl16fJUcX0IymTkkk+9OC07bSgVrc5xNvrS7adRigBMUYpwFLiiwDQKcPlOaMUoFAEwOeaWmRHjFPpgKOaMUDpS0AFIaU1HLKkQLSOqKO7HFADqQ1g6r410rSo2Z5lbHfICj8TXmHiX49QB2tdLL3Mx4C2y7v1qJTjFXbKjFvRHsl5qFrYoXubiKID+81chrnxT0jSwwjdXI/idsD/69eJ3Wp+O/FEhaPTr2KNj1ERJ/M1Ppvwn8UanMHubMxZ6yXD/0rgq4qo9KUWdVOhDebNnXPiLceK7nykdjCvKkcKD2xXq/h8zy6JZvc580xKTn6VzPhb4UWOi7ZbxhdzjBx0UH6V3iW2ABwAOgFc9KhWlJynuzolVpxVojFGetOxkdalFuo9TThEi+n4mutYeXUwdaJX2e9NZGHI6Vb+QHAxSTLuiYD0zVPC6bk/WPIq7aayGnphlB70rDjOa5HE6FI8p+Pkd0vgzzLeWWMC4QOI2ILAnGOK8W+FOrajbR3NnKjtaw3BVZGP3WP8NfR3xSgMng+9kQjdDskBK5xhhXiPwk00atqHjHRDLmWQpdQORj5uxrahP2dJy7M560eeqo90dP9qtDK8joyueGXP8ASq1yWtGFzCUIblTjoPeqVmL2/lMNzCsNxbsUbcMZIq08hkt5oW+UlsEN0yO1erGSkro8+SadmXY5zcWXnKQZAOeeM+1aXgm0k1DxNYpcHcYX8w9wQB3rnoIZbEtGg3xkcFT9w/Su7+FNrv1O7uQwKxxYI9GPfP0py2CCvJHo4tpltpozdyM7klZCBlAegH0ppjmxCBMSU4cleZB/SnzW0c08Nz5rjygcBX+Q59fWmw2zpdTTGeR1kxiM/dTHp9awOwtWrTCZw6p5OBtI+9nvmo5bqQmbzIWRYvut13jHUVJbRyoG82QPlsrhcbR6VXlnmjt5JZYCXTJEcZyWA6Y9zQT1KEy2FxYKsiiC3nYFVJ8slicj8almtpHuYZ1uZI1iBDRDG2TPr9KbNd2rW0E92ohWVl2LOvKuegPoaV7WE3wuyzeeI/Lxv4257j696ChsZujczibyTbnHk7c7vfdUKpFeMs01q0b27sIzIMEdsj2IoMF/bWPlw3CXNyGyHuBgFc9OPbpTprmVLyCFLZ5IZAS0wIxGR0BHvQBDEomWe7tb0stwuI88xoRxkf1pxe8iS1Uxx3DkhZ3U7QvH3gPr2qNxYaml3phXcsWFmiAKgZ5GCP6VO9uzvbtDctGkJwUXBEgxjBoARLpZL2Sz8iYFED+YV+Rs9ge5qGK3s73THtrGcxwAlA8DcoQeQD65q2vnB5SxVk6xqOG9warLcwxaU91cWr2ke0tLEFyy+vC9TQBPJFcb4PKmUIhxKHXJkGPXsakBlDS7kGwDKFTy1QKsS2MUFvcfZ/MTbA7HLdMjAPU1JcreiOEWrQs4dfMMv8S98Y70AQi7txYPfzwtbxlSZPMXDAdOQKiXT7I21nFBI0MUbCWEI+N/fHPUc9KuvLJ9rEH2ZmhZCxlJGAc/dIqGR7SRDPPGES1ckPKuAhHce1AwjgnW9kma4LQMoCw7fuN3OaiifUYLGZ544bi5UsY0iO0MP4Rz3xU0UMAne+SQt56qM7/kI7EdqiFtqMNnsiu0muBJu8yZONmfu4HoOKljRJPciO0SW4gf59oaMLuKk9j7CsvxZHZ/2Lctd+WDHG7wljjDhTjHvWu8lyL1Y1hU2xjJMu7kN6YrnvFdz9p8La95tnIhtYJQhlUYc7DhlqCuh4v4C1CXw3bafqcEbHCHzcciRSeQa9mh8daFNCkn2sLvUNtPUZHSvD/Cm5NGhh7eWNw7g1piCLAzEM/7pp18LGrZvQ5qOIlTukbuj3Pl3C816/4SujJCyE/7Qrw2znKOpz3r03wzrP2JEkxuYrgLnrXk4epyTUnsezWp88XFHpU95DZxGSZsDsO5rmL27e9l3MCEH3V9Kri5mvH82ZtzHoOwqbZkcmta9eVTRbBh8Mqer3GIuW6U/eiqS1MJ5IAoEZc/MOK5dTrGRvJMSOgq3HEka7j196WNVA4GBUc8mFOTVpW1YnK7sinqmoeUh6n6V5l4n8SbXaAcMa63XZy6tHHI7StwEQbiT9K40/CLWvEdysmragdP09juliT/AFso9M/wiuf45anZC1KF1uVvhbpVl418RXV/fxSXGmaSQYUK/u7m49Se4X0r1y/1B2uTJI+5sYx6D2rPtU03wzpkWl6VDHbW0A2qq/55Nc/qeptKWEbkMeh9KqpVvFQjsTRoXk6k92XdZ1BZIyVfBHII6g1iaZp+r+LL9bGGVih/1j4wEHqT/StLw94P1XxPJ5gbyLPOHnYdf90dzXqej6FZeHrQWllHtU8s5+859Sa6MJhpz96WiMMbjqdFcsNZfkN0TRbXQNNi0+zXEcY5Y9WPcmr+KWivbjFJWR83OTk25PViYoxS0uKZmJijFOxRimAgFLilooASlpcUoQmkAg4+b0qXORmqd3qNlp6lrm4jTH8OefyrlNc+KGmaapEbIMdDIf5CgDuMgdePc1m6h4i03TVPm3Ksw/hU5NeO6n8UNX16U2+lW9xcFuBgYX8hTrHwB4l8QkS6zf8A2SFufKTrigVzqdd+L9na7o7Vk3dAF+Zq5C48S+K/FLlNOs7jDf8ALR1zj+ldzonw70DRdpjsxPMOskvJJrp4oFhUKiKijsoxQOzPIbT4MXuuSrceJdRlkU8mIOf5dK9A0DwNoHhlAun6bAjAf6xlyx/E10W2l2jvS5Ve9itSNRgYGAPalx6mn7BRtGaYCAelJLIsUTyOxVVGSfSn4FJLEk8TROMqwwRRYDNXWraV2SETTMoBIUUyz1+K6vPsz2ssHO1Wk4yauQwi0Ty4YEQrwGPeodRt40CX106AQDcSeAPemrA2zSAxxS9eD3pkM0dxEk0Th0cBlYHIINOzSGUYlxuU9QSKkKjGKbMdlw3owzSBuOteZVVpNHbTd4pmL4vs/tnhzUYACS8DYHuBmvBvhkDpXxhaDJC3+nBxyOSK+jbyMTwSxn+NCv5ivnK1uoLP4r+EpYWOds1nJlAoyN3HvRTV6dRehFV2qQZ2PxI0KSx1KPVYQxtbnCyqvG1vWsZI1MBZVcluCzHIY169rGmJrWk3Ni6g+YpCk9j2NePpBPp88lldyBZoDjY3RhW+Aq6ezZljKWvOhkdrMfNeNjvVuj9CK9J+EUUbaTfTEp50lxtZQckKBx/WuJuWe5g3xzIrrjKjqwr034ex29v4ZhMcDROoLSny8Fz149a757HLSWpriPTLiyns4zG1rCTHKgYgIepBNSSQQ3lqkazukRKlHjfBOOgB70ourRrA3ZQxwOpd96YOPcUslvZzW8RlSMQRlZI8naq+hrI6Sy6SNLE6zska5DIAMP8AjUDG5+1S+Z5X2fA8vGd2e+alaHN0tz5kmVQrsDfKwPcj1qjKt/DZzCOaO5uclojKNigdlOPT1oEKkjTtIslu6bH2jzACH/2h7VFBJaXTNeQtHIVzEZAemDyp/Gkurua3e1QWcs/nNskaMjEPH3j7VFJcWM9zNpLFWlaLfJCARlDxnPvQMkt7aSCGRftUlwzMzI0mDtz0HHYVAs1/b2ET3EKXV3kLItudq8n7wz6Ur6eFtILWzuJbRLdl2+WcnaP4TnsanxMbnO6MW5X7uPm3Z/lQA1ryFL5bPcfOdDIPl4Kg46+vtSWkVtEskdqEA3neEOcOeufektbp545Wltpbby3ZQHwdwH8Qx2NU4I9K1PTZp7VhHb35y8yMY2Zumc9jxQBZNvewaa0VvcpNeKp2S3C8E5/iAqWSeeE26/Zml8xtsroRiPjrz1FI1vcCa2aK5McMQIljZQxlGMDnsaWeW8S7t0ht45LdiRNIXwY/TA70AObyJ7gxvHmSDDhmThSe6mktktpJZL63k83zgFLK+UOPTsKWG8Et7NZ+TOrQqG8xkwj57Ke5oiisZbeazgEXlKTHJHHxtJ6jjoaAIfs2oQ2flQ3qTXAk3eZOn8Gc7cD24BqaRpXuxA1ur2jxndIWzhv7u3uKb9gWO1gtraaWBICu3a24kD+Ek9qeyT/bN4kQW2zBj2/Nvz1z6YoGVL1LS7kTSbi0leJ03gqpEY2npuHQ+1SRNb3d7+5umL2ZKSQq3HI43Cg3l3DDeSS2TMIWJhWFtzTrjrjsfal+221tJbF0aGW9OFGzktjOGI6H61LKQ+NJ1luXa4SWNz+5TH+r45BPfmuY8d3d7F4A1Nrq2H2h7WRJBA2VjyDg89un510ypaaeBCrRw+e7FVZ8F2PXGeprmPH0Mlp8PNZiM8lwwt3HmSfeOT0qAex47p8S29hAQPnWJeDwc471cCzEA+Y49uOKbC7LFEJI1SQRAK56EYqEtIpIZJMjg4FdiPOJbZzkV23hyUttNcJbNyK7Pw3JgD0r5hH1Edz0GzOEFWWbBANUrCQGOrPU07mpIpDnocVM23gDgVFHycnio5rlVz8w4o5tA5W2SvMAazrgXF/J5SMYIF+/L3b2X/Go573rg1nTanMw8tDwKxlUb0N4Uupu2y2Onr+4jQP3bqx/GqGpatKwIXgdqyFupI+XJJNVbu/LKQOtK7aNVBJ3KOpXkm/Lua67wh4Da/Eeo6ujJAfmjtjwX929B7Vl+CtHsr+4l1rWbm3isbNvlEsgUO49c9hWtr/xj06Bmt9DUXcg489hiNfp616GFw0bc9Q8zG4yd/ZUt+p6BcXVnpFp5k0kVrbxjAz8oA9BXG6l8VtNhfFtZ3FxGp5k4UH6V5hqvi6TVJ/N1O+eRj0DHCj6Cqf9qRTMIoUlmd+FVFyW/CvR9r2PJ9i95HpT/FvLfu9M495K09E+Jlhqd1HbXNu9q8h2q2cqT6VxuhfDfW9Tw14o0+HrmTlyPpXbaN8M9I0yWOeZ5buWMhlLnCgj2FaK5jJJHXilxRSgE1ZAYpcVBeahZ6ehe7uYoVHZm5/KuY1L4iW0QZNNtHuXH/LR/lUUDWp1+Dj096ydU8UaRpAIubxDJ/zzjO5jXlniDx/fXG5LvUigP/LvbdfpxWFYW3iTxDJjS9Ke2iZsG4uR+vNINOp6g3xSsk81zZSRRIPleRwM1x2u/Gaa4LQ2JZieAsI4/OrFl8H0lUy6zqdxeyn+BTtUGum0PwHouhqGgsI2kH8ch3EU0mD8jza3svGni19yRvaW79ZG44+prpdH+DdjG6z6vdSXkh5KgkDNehFSAAuAM8DHSn7dxyTTsKxV0zRNP0iMRWVpFCAP4Rz+daG00iDbT80mVsCjHNPpKM0ALiloozTGFHU0mRRQAtFJ+FL2oAydd1aSxtWltYGuGiIMm3+Fc8/jWdq/h4+KbGOO6vrmKF8OUjOAy9cGuiFrGImjIJVuvvT1jVFCgfKowKRNrkVnBFaW0dvCoSKJQir6AVP1NAAHQUZ5oGkVrwbWjf3waZkH0qe6TdA3cjmq6bSoOK4cUrSuddB+7YQkY7Gvmrx80uleLdNvmZVisNcKKBgfKxz9e9fSzAYPFfLXx+tfsPjO/lUEBlguhzxkHBP6VGHfvuPdCxK91Psz6ZQh1DjowBrzf4oeH3F1Bq1tHkkFZBXeeH5kv9FsbgHiW3jfIPqop2r6VFqunzWkmTuHB9D2rlhJwkpI6ZxU4uLPFNPu3AihBSZnIRQevPGK9/st1nHa2QgcokIBkH3VwOn1rx7w1o3neMrW1ms0Voptxx1Xbz+XFezXEs8XliG3Mwd8Od2Ng9feva5+ZJo82nBxbTGNdL9s+yGKUs0e/wAwr8n0z6+1RR3NpqP2q2KGRYG2SrIhC568Z6ippZ2juIoRDK6yZzIB8qY9aR7yGO5jtHbEsqllXbwQOvNI0IporPV7eCRZfNiRxJG8MmBke46j2pk0U5vlnF0whVCrW+0YY54bPUGl/wBCKyadE0KEJ80EZ2sinvgdPrUc9vIliba0mMEgTbFKw37PQnPWgCN5bmCG5lljWYoWaKOH7zrjgc/xVXm1W2tNN/tO9DWcQQF/NX5o89jj3p1/JqNvaxGyhhurjeiyCV9gK/xMPf2oub2NL6Gxe3nkE6Mwk8vMS47MexpgPghtoZpZ4VAe5Idju/1nHBAPt6UlvHcxCfzLnzy7lotyhfLHZeOo96hMdjfXSy4SWexcgEHmJiOR+VPhtWivbi4N1NIkwXELY2xkDqv1oAjW+vLXSlub6zMl0uBJDZ/P1OMrnqKmuY7G5MdjcpG/mjzEiYY3bec/hVNLrV7PTkkubSO8u/N2slq20bCeG59B1FWzqMCamunHebgxGZTsO0rnB+bpn2pASvaCS8iu/OlBiRkMYb5Gz3YetMC6jCb198M4PzWsWNm3j7rHvz3ot4bK0u52i8tLi6PmyLvyz44zgnp9KS3tLq0s5447155nZnikuRkR56Lx1UUDJHvpoYrTzrOV5J2CSCH5lgOMkk+nbNOu7600zyjO6xG4lESEL99z0Bx/OkkmvIktQkCTu7BZyG2hBjlhnrz2pWvFOorYG3mLGLzRNszHwcY3f3vagQkcNrbmW2iZY3m3SMgf5iT1YCofsdzBpq2trfOJkwFuLhd5Izzn144pkF1pV8f7XjaEmHdD9ocbSmD8y5PbNWVt0F092skhMiBNpf5OO4HrQMcTOJowqxmIg+Yc/MD2xTILpprm4ga2mjEJGJXA2y57qfbpSxJcLdTSSTq9uwXy4wmDGR1ye+ahtpr5Ybl7y3iLo7GFYGyZE7deje1SxoiFzpmrb5WEchsJSC0qkeS4HJBPt3rmfiNawyeE9av0nlfzbQR7RJmIjcMEDpn3rp5L2GSwimu7aSFbnEZhkTLAtxtYCuZ+JsNvH4D1WCIrCYbfckaMBgAgdPSpHLZnlUkGbWNFUzKACueSp9Kb9omPLRBm7nd1NR2WpvbRoZNgZ1A3EdOPSrnlO3Jgt2J5zkjNdZ51ilbHkY7V2Hh98Ae9cbbHkV1uiPsQZr5c+qitTuLa+EaAUk2tiDqw+lYbXe0cmqznz2Oe9Zts7IRRtt4id/kiyTSCS6mG5uPaoNGskQb2AzWvI0UYzxTjG5TdtiiIpMctSMqRqckE0t1fqq8cVjzXbPyT8p9KpQJ5ye6vV5VPzriPGPja20GJoYis16/3UB+77moPGvju30JGtLIC41CThUByI/c15tbWVxeXDXd67SzyHLE10UsOnrI5a2J+zE09PvpruR7rUJ5ZNzblhBO0n1x0rWGqXU2I4VMak4CqMk1Fo+hXmqXUdpZW0lzcOcKka5/P0FfQ3w6+Edl4XSO/1ZY7zVCMgEZSD2HqfeuyEHJ6Hn1Kihq9zzjwl8Htf8Sslzf7tNszyZJx+8cey/417b4W8B6H4ShUWNtvnAw1xL8zn/D8K6HGTTZpordS80iRqO7HArshSUThqVZT3Fdctn160qpmud1Tx1pmnq2xhMR3ztX8643VviXcXIK28yoh7RkAfnWhiz0261CysQWuLhFx2zz+Vcpr/wAQLWOCS3tJDC7DAlPUfQV56t9qOsT+SkzyO38EIJJ+prsNF8CQrGs2oRhpDzsJzj60BZGVp1nd6/LvhimuATzPPkLVrUvh9e3Wo2sY1HZCYyZ1UYGc9q7q2h+zxrEgVI1GAqDAFJLkX8XPVCKLFPUwtJ8B6JpD+atqss+BmSQZNdAiIqALhV9O1PbiotgJzigSQ/KDvTWJbhRgU4IAKcFFAyMIQOtOCGpPwoyOmRQIFXil2mkMiDqwoMq4HU59BQA4KfWlwKj83jgGnhsrnFADs9qMVDcXcVu0aPIqvIflUnlqbJeQrfLZmQCV13BO+PWi4yxSFlHUgVV+1QPqDWBYtKq7yvt60lvdQz389oqPugwWZhwc+hpXEWt6+oJoL47E1WsroXU1zH5MkYgfZl1wG9xTrGaS6imaS2khKOVVX6tjuPY0XAmMnHQD2JoLuehA47Cs9dWSKzka5Edvdc4hZgTx0zjpmrNvLcXOlCaPyTcOuQA+UDemaSmm7Ipxkldomw54O769KAuGDc/rSSR3bWISN40uiASTyoPelureeWGNIpxE6kFm25DDuKdySVlyuD3FUI8cqf4Tirl7cpZWjXEmdkeM469cVVcBZmx0b5h+Nc+JV437G1CVpWA4Ir53/aRsA2tW8oHNxpzrn3Vs/wBa+iMD2/OvF/2hrIPHol11+eaA/wDAlz/SuWi7VIm1Zfu2dn8Jb8aj8PdCnyxJtlQnPccV1zpj5hmvLf2dbw3Pw5t4tx3WtxJFj05r1XGVx/SsZRs2jaDvFMybDRkj8UvqSgBTAR05DE/4VvW5uGjb7QkaEOQoQ5yvYn3qrbibzQY/L2bsSbs5xjt71ZaSf7SyFE8gKNr7vmJ9MV6GGVqauc1X4mVPtl0ljLcS2L+dHu228bBjIB0wfU0241WGzs4Lm7SWATFU2bSzKzdjipIri4lu7iKS1MUKY8uYuD5uevHbFQDV7cadJqFws1pBHnf56YZQDjOPStyCZ47aG688rClzIPLEhwGcDoue/wBKrxadHawXMVrJNEZ3aQuWLlGPcZ6fTpUs0drcG3kmWJyrB4WbqCR1X3xTLi1M09vN580fkMW2I2FkyMYb1FAEN0b6JLdbZYrg7ws7SttOzuwx39qbdX32a8tbX7Pcyi5LDzY1ykeBn5z2zTnS/wD7TWQXEP2DyirQFP3nmZ+8G9MdqZDd3TSXYuLJoIoW/dOHDeeuM5AHQ+1FwDzLO5mubJZEMyqPPjXhgCOCf8ahOltBpH9n6bdPalY9kM5PmNH789amhu7VoI70lYBMAA0y+Wx9Ac859qhGji30mXTtMnlsSQxjmX52jYnJPPX6UXAc/wBviW0SNYbg5C3MjnYcY5ZR657U9LwvqElj9mnASMSCYr+7fJxtB9RSkX63dqqm3ktQhFwzZEhbsV7Y9adaXclxPcwyWc0AgcKkjkbZhj7y+3ai4itbNpGoXJ1OFraa4ti1sbjPMZz8yZ+tT2lgLS6urj7RcTC5cMY5GysWBjC+gNV5ItG1hb/SSsEwRh9rgUbcMeQTjv71Yl09Zrq0uY7uZFtwQI4n/dyAjGGHfFMCW0W6QOLuaOQmQlDGu3CdgfU+9RQ3l0bKWe6s3hkjLkQo28uB0I9z6UXkWovcWrWdxBFCjk3KSR7jImOinsc0hnvf7UMH2NfsXlbxc+Z82/P3dv8AWgCtJqdhc6Gt7qEDW9nOo8yK6iwVycYZfrUt3ZWF49mlwBvgcS26LIVOQOoAPIx2qQXiT3k9m0E2YlVi7x/u3z2Ungkd6RZLG5vWRWgkvLT7yjl4dw/TNAEht5n1BboXcoiEZQ2+B5bHP3vXNOQXQvJN5hNptHl4zv3d89sVBaWcCX9zeRTyyNOAroZdyIV9F/hPrT7eC7gku2luzOsjboI2QL5Ix93I6jNRJFIf5ryXMsRhdFXG2Qnh8+n0rivH8un6n4N1y8tkDXVvH9mMjoVZfnXK89q6p7u/tdLWa4sxc3gIEkNq3Byeqk+g5rnPipcJH4K1S2yRLPCNvy8HDrnJ/GpW45/Czx5RL5vPl/u8cEZRj9a1RfbgG+yQ88/6ysGO7k0xGgvLR3iJ4kz0+hqz/ZsfZpSOx311o88ltV+YV02mMUArnLVfmFdBbSiFAep7AV8ulc+pWhqOCRnOPrTVvreJtnnIT6A81yniTWZkikiWYowHRBnH4152VlvroXH2i4UqcEbiOa0jh29WX9ZS0R77DqbZAjzj1qzJcySjINeSabe6nFEFi1CZfqc/zrRN9rbjB1OQA9cACqVEUsT5Ha6lqlppkTTXlwkYA/iavPdb8dX+qlrXRo2giPBuHHJH+yKsWvhbUNcu1EcF1qExPGFL/wD1hXpPhn4EXM2ybW51tI+vkRfNIfqe1dFOh8zjq4r5Hi2leGJp7kLHDNdXUp5wC7sa9d8IfAe9vVS512Q2EB58heZW+vpXrOm6L4a8GW4W0htrU45djukb8etZ+r/EWzslIgUE9mlOM/h1rtjQ/mOCeIb0jobOgeFNG8L2/laVYxW4xhpTy7fVjT77xJpmn5Elwsjj+CPn/wDVXlOsfEDVdS4ijneM9GJ2J+XesaOy1XXZFQrPKp/hjJCg++K6FGxzOTZ6Hq/xNCbkswiH/Z+dv8BXF6hrviHWJ2EaE5PDSNuJ+g7V0Xh/4deUha9KxAjPlx9fxJrq7fQNOsD+4hwfXPNPQWrPO7PwDq+rbJbyVYQRy0/P5CuhsfhrpcCqby8M7eigKK7BYYzgMmcdyOlO2qPlCAAfSk2VylGw0rTNMULZwYx3UdfxrUUgmmKvmAY4x1xzUoQD3oHoNDkNtAH1zUV0dt5bY6ncKmOA1QXjf6XaHtu/pTEWCCSKwJPE7PeXVpaWm+S2YI7O2Bk9K6FvvCudfwzF/aF5dfaJ1+1OCyLgAY965cSqrS9l8zuwLwycniO2m+9/LyLPh/WJ9Ws5pZ40ikilMZVeRxWj5jEckj8hVTT9PttLieK2UgSNucsSxY+tWjleMfkAK0oxnGCVR3ZjipU5VZSoq0egobjOc/Uk0h6cDn6Unmbs4wcdt1IuGByOnsa2OclAzgZ+vIFIOMgEH8SaQH5T1H4AUm4njOQD/eosK44d/l/HbViH7gqHydwB+UD3zU8S7ABkH6UMaEa2gmljlkiR5IzlGYZK/SntDH5nnFE8wDAfHIH1pc80HkYqRiBU3bwq7iMbsckfWl4/xpmBnvTgD/dz35NIB2c8fkK57xB4h8iQafaSZlPEjg/d9h70mveKIrINb2jK0xHMoOQn09687bWkXWo42lBaRWPXqa8/F4pJckGe1l+XOX72otOiOuitxIjM2CT3PU1JpOonQ74q5b7JKcOP7p7NVbT5mlXcvNPntWkB3Zx6VyUptWkjtr0oyTi9juwQwBU5B5BHQinjnmsjwvcPLpot5XzJbnZ7lexrYr2YS5opnzVSDhJxfQo6zH5mk3i4z+6J/Kq8jkRwSj+JBn8q0rmPzbeWP+8hH6VmQqJNLgJ/hjWiavBoUHaaYvmE4OOteY/HqHzPCNvc7QPs99EfoD8v9a9LC/L0rhPjPaC5+HerlR80IjmHttcGvKjJqcX5o9CcU4NeRxX7NN5s03xBp2Afs98XA74Ir24ScfcFfPH7Ptz5PjbxFY5x50KTgetfQRJEROSDjinXuqshUGnTRZ0z7RiV5jF5bOTEEByF/wBr3psbaillKZhbzXWWMYTKoR/CDSpDdJcRMs6C1WLa0Wz5mb1zSlrkXbAiL7LsGOu/fn+VepFcsUjlk7u5Gbi5S3gd7QvM5USRxuMR56nJ6gUya/thqCadIWM8sZkVShKlR6np+FOFxMb57c2rrCsYcXG4bWbP3ceoqK21KO8u7u0WG4R7VgGaSMhXz3U96dxWGXkOnX9xFbXHkyXFswuI4t2HjPQPgc4oSyEWoT3pmnJnRVMTPmNcd1HY021k02+k/tO0a2ncAwm5TBIAPKk+x7UyKwS1jultZJY3uXaQs7F9jkYyAeg9qVxi6fFeQ2wj1C6juZ9zHzUj2ArngY9QKr22pz/Ybm71GxksfIZ/k3eYWQdHGPX0ouDqtlpEa2/lalqEe1XaU+UJefmbjocVK18RqiWAtLkh4jKLjb+6B6bCf71K47DCdP1zToZ5Y457SULMnnrgD0JB6EU++sBqDWzm4uITbyiUeS+3fj+FvUVEJtM1+2u7QPFeQo5guIx0VhztPpU17aS3Fk1va3cllJwEmjUMUA7YPtxRcLDwl1/aHmGeMWZjx5Oz5g+fvbvTHamQ3s4t7qa8tGgEDNtCtvMiAZDDHr6U3UG1EfZjp6Wz/vQJxMSP3fcrjvUjXpTUksxa3BR4y4uQv7tSD90nsaLhYjttV06WC1uhLHCL4AReaPLeU4+7g859qksdMtdLs2s7GM28WWYAMSVZup596aHsdSkdSsU72cuDvX/VSAdRnvg9RSx6dbLqD6mgY3EsQiZg5KsoORx0z700xWHwW81tYiEXDXFwiELNMOXbsWxUE0+pWuked9kivdRRAWt4X2rI3cKT2p7WlydWW8+3yi2ERjNntGwtn7+euaLU6j9suxd/Zvsu4fZjHnfjHO/3p3FYdcaitnFatPBPm4dY9sab/LYj+LHQD1p4ltEv2gXylvGQSMAvzMgOASe9Ns7mad51ktJrby5NilyMSj+8MdqLO/tr0zm3febeQwyZQgqw6jJ7fpRcLEVlpWn2K3a2MSw/apGecxvklyME+xpE064tdNis7fUJxJGRi4nAkdhnJB9cjjNLpcOmIJrvTPIZbqQySyRPuWRxwT160y00t9PtbuGC9uXed3kR5zv8lj2H+yPSpbKRLcy3S3UCxQRvbtnzXL4aP0wO9ch8V7jb4M1O2MUw8yNCJQPkH7xePrXUTjVLfToBAbe8vFZFmeT92rr/ABMAOh9q5f4u3rW/g29hWGUrJsbzwPkQiRcKfc5pLcJ/Czx6O6fZLbllbYACG5bmgWdyAAJ5MexpVttjsWZPtLLwc9R6VVLXGT87fnXUeca1kcvWobz7OhZDl/U9BWRZnAJq7BbNdyAE7Y88nIFfPUo3Z9JOWhQ/suXW5iilhGc+Y5BIH5VY1Xw1a6dpa29rGpkjbeXA5b610A8uKBYI8BFPGGJ/PFJLaKx5QBjn5lT/ABNepCkuWzOCdV30N34d/B1r+1i1PxB5kFu43RWoyHcdix7CvWLbw5oGlWwSPTbGCJe7oP1JrxzTfFXiTTQIY9Yl+zoPuyOrED2q1ceJNRv3jDzvKz/xMC36dK0hSUVoc9SrKT1PT7rxXo2kRsLZYzjqYwET864zV/io8xaOzLv22265H4tWQnhrUNYdSBNJ83VxhSP5Vvad8Po0YfbZlKdRHHkVqkZu5x1xqur6vIQHli3HGxBl2/E1qaT4GvdQbzZYvKTvJM5LH8K9DtNHsbDH2W0jiP8AeC8n8TVztyefTP8AhVXFymFpvgvTrCMCVftDDkbxgD6Ct+CCKJAoUIB0CYx+lGO5GfwpcE8Dj2zSGkSptwdmfxpH++RnA+uKWFc7sU4p85PP8s0DGhD3Axn0zSqoB/TtUgX6Z7jk00pjnp+AFADlyCQM5p5Q4+bAFIq8DnNBUk85I6880CAhAQSWb6VR1FsXVp/10Aq0zDI5/X/CqOqHE1mT/wA9loBmkRyKgf5XPB5PUCpien1qNyS4U429cYpAR8sRkjntupMcY2/+O05uoBJAJ9f8KTqc4Bx/sk0wExtx82PbIFNOAOSDz7mlJKnPIHXnAoaQDgFfxamIco+UYB9cbetLuw3932LAU1QCBwDk9gTmj5jyM8D0AoAeSD/dweM8mprdcMBjr7YquWXnJ/Nqnt2UspGMn0zSY0Td6UA1nazqv9mRIFGZpSQmeg965y4ubiZC7TyM59GxXLVxCg7dTtoYOVVc17I7THNcP4r8Yqskllbv5cakq7g8uR29hVC48Z6rpI4m8yNeP3ig4/GvNdRXX/Eut39/pdtJcwRL5txHCOYye4HcH0FceIxMqiUaW7PUwOAjSm6ldqy29TV17xFFbwNIH6D1rzDW/FNy9wLq3k2tC29GJrL17xjbvJJE0rllJBTHIPoR2rDtbOXXb+3t1LKtxKsaqvJOTXLCg95ntTrwtaDufW/hYmTSbKXALSwo59yygn+dbckLHknFZ+kWyWFnb2cPEVtEkS56kKAP6VoTXSRRFmPIFOFkjzarbkVmuJbCZbi3k2Sr+TD0NdZpGpxavZJcxDbnh1z91q8m1DW2e9ZVY4q94K8Rz293NDGSRvyM9D7GtsPiuWVnsc+MwftI8y3PWAM8fhWXYANZ+X/dLJ+RNWrDUob4fL8kq8mMnnHt6ioLIbHuk/u3Dfrg/wBa9aLUldHgSi4uzKYLDPPTiue8d2pv/B+tW2AfMs5MfgM/0rpZ18ud1A4PNUNShFxazwEAiWNkwR6givHrLlk/I9Km+aKPmn4NXv2X4rWIJwL7TcfUgf8A1q+lbp7gWzNbrG0w5VXOFPtXyl4OmOl/EXwnMxxtlltWP0LCvq4c8cHFXjdKl11MsHrCzMBPFOp6TdXD3+nXDiZg2A5KR+y+1P07xlbB7k3F3OTK5eJZVAEIx90eoreO0jDgFe4PIrw/VvEF5FqF5JC4WEyttjZQVxntXM8ZVj9o6PYRfQ9fTxHKukB0MF7qC4yqHYj8/pxVy68QWtvJaRgSzG5kEeYxkRHHVvQe9eDDx1NbDMmnxyY6mFyh/wAKX/hc+n2MgjuY9SgJ9VEi4ranjK0tEkzKdGEdXoe6iTSr17zR0WFyi5uIEG0Ybvx6+1JcwPeJafYNSa2igkBYQgOJUAxsJPavJNN+MXh+c74dXtUcjB3kxMfrmtOx8ZaSdKm0zT7uO3t59x3W8qsyluSwIOQa6FjGvjg0Z+zj9mR6RfSakL2zFlHbNalyLrzGIdVxwV9TmnR3skmpSWP2S4VEjEi3JH7pyTjaD6iuP/4SyQaZbW2mXcAuImRWluju8xB97P8AtH1roJvEtqrWwt45bgTSiM7CP3Q/vN7VtHEU5bP9PzJdOS6F7T7+wvY5prGSJ1SVo5WVdv7xeuff3pLHS7WxuLy5tjJ5l63mSFpC67scFQeAKZdTaasQtLmW3RL4mFVBC+cxHIGO+Kh/sdYINPtbK8uLOKxYFY0bd5qAfcbPJFbXILOnx39nppjvLoajeJuIkCCPf/dGO3pmpI76RNO+13sBtWWPzJogd/l46jI61HH/AGh/asm9rb+zjEPLxnzRJnnPbGKbY6jcTreNd6dNZJbyMqs5DCZAM7xjt7UDJVvbG404Xkk0S2dwg/eSHYGVuOSelLFpVvBpB0yyaS2gEZjjaJiWjB7gnvUMUuk+KNGEgSK7064HSRcKQD3B6YIqa70yC++yMJpohauJIvIk2g4GMHHVfagQxrO/h062trO//fQlA89ym8yoOufc+tTyy3a6jBHFaxtZurGWUvho2H3QF7g0/wAmY3/n/am8jy9n2baNu7P389fbFMsm1B5bkXsNvHGJMW7ROSWT1b0NADItQEmoXVmbW5j+zxrJ57J+7kB/unuR6UWurafeaeuoxXMa2jkgSyfIM5xg5x34pbPUZbiO7e4sLmzFu7KBJz5qgfeXHUGoprjSNR0ZZ7sQ/wBnTAHFwuxTk8ZB6HNAWJDpFiLCXT4reOC1mDbo4Tszu5JGO9IdO2Wlta29zcQLbFSGDbmdR/CxPUGnX2kWmotamcPm1kEsOyQryBx06j2omsriTU4b1b6WOBEZHtQoKSE/xZ7EUANlW/8A7SiaM2/2DY3mqQfM39ip6YriPjDe3cPhO/gFoRaHyH+1bgQH81fkK9fxruW+2fbwcwfYTFyOfM8zP5ba4n4wzu3hK6tmtZPIMkEhucgpnzQNmOucc0LcU/hZ5c0cbkwkIJoOMdx3HPpSNod2xLBY8HnrT4rRbW7llZ2lgIADnryMg/WpPsmsfwXEWz+HLDpXWecxlkm4AHpW1agBMBCMZ5AA/nWXaqFUZIH1Nd14Y8C3utbbi4P2O0I6sn7yQewPQe9eNh4M9utOyMi1trnVp0tLSBp5cfdWTP4nHQV1dv8ADC8+zs891brMRlUVCwU/Unmu+0nRrDRbcQWNukK45IHLfU1fBFekonC5XOE0nw5Z6bZmzuoUuHbmSVgFyfb2rX0zQNLs5kaGziD+pJYj+laOq6eG/eR5BPOQOSPSorGfdIqMMMBgfNyavoZ9S7INgUAY78YqP/gRJPYmpZAWCYz07DNIEcqBtPtk4pFCA9HIyBxjFKRjDZ69iactsxPO3H51OkOABu/IYpiIAm/Gf5E1IqbTzkfXAqXy19z9TTti5+6PyoAZGBz3/HNOZjuIB4FPPSo3jJYthfy5oAUuo5Y8fWmrtkDbseg46U3nIIyPYkClC5bOP60CHj0Bz+tLk8jr+tB/P9aQjI5Jz6UARtkHPIAPc1m6w/z2rD/nsn860WyN3zHp0yBisvWWAW2IOQJU5/Gl1BmuaZLgMBxTzwCaa5wR6Y65xQMbgAZ5AHtimnBHYg+5NPA7DofQZprAr1Jx7timIjbqCynAP92k3Dk8gf7wpXwR/CfwLUgDKFxnnsEApiHBlDE7gQPcmkGQAQOvov8AjRuwDknnjlsfyqNhHsVgcnPOcmgBzMehLD6sBVqA5lXkfTdmqZUKQCv5JV23GGH3uexxSkCMfxfH+5tJj0Vyp/GsWMggjrXS+JYPP0mQjrGyuPzrnLeMFOOvXNeTi1apfue7gJXo27GDr9mXRgV+Rsg8VzHwH8SJN4s8QaDcbVnXDRerBSQf6GvQpo45wUfBBrzz/hX9x4Z8e23i7RJkaITbrm2dsMUbhgD0I749qzoSUJ8zOysva0nA88/aI8A/8Iz4vbVraHZZatmT5V4Wb+Ifj1rr/gj8Lp9Jhi1/Wov9KdQ1pbuOYFI+83+0R0HavdPFPh2x8TaZC89tDcmBhcQ+YoYKw6H8qy4LiJI1A4JroxTadujOPB1U6fmtCTYIl6Vk6pI20jNac06lfvA1kajJuBFcM9jsg9bnMRW4lvnYkdCKv2Kx2DeYMDnmq+VgkL4NZeo6qXlWKPIx941iu5q2dY/iiSK4jlhYI0HO6vQNKu1vTJdIMLcJFOB6ZX/61eDy3LuFjGR5h5Oe1eyeFNXs9SihFmCoitUhdDztZDj9c5r0MBUbk4tnmZpTXJGSRq6kux439RiqTlcg56GtXUYxJbEjgqQay5EYRnBBPWjGRtO66nJhpXifIniQHRfFscg4+w6/Iv0DNn+tfWEEqyAOGBDAMPxFfLvxk09rXxbrsEgMXm3Md9E2Ovyj+or6M8J3L3ugaZdOnzS2sbHHrtqMXrGEvIMLpKcfM0NXuhZ6TeXO4fJEx/GvFLmQPHhtpyfUV7ZqNhHqllLZ3COYpBg7Tg1xWofDAvk2V7t77Zl/qK82cW9jui7HlGo2wR9/RG9PWuS1+3DJkYBzxkda9f1X4da8sDKlqk/cGN+fyrzXxT4a1i0jUyaZexMhzu8okVrh5uMkzOrG8bHP2HgO/uo/30tvbb13Krckj6VZuPhfeW0sapehWIyXCFcfka6fw60eoqs1ypQMoQEffRx656Zrp7k/bCiWy+ZJGCGWVdrZ9q+ipvmV0eJNcrsedWvhDxFaMfsniGRE27lO5vxyD0q5Df8AjvSpdiara3QUgfMMZz3rqFAErKAdyDcoK/oT3BqS3ijSwlN3AGUNgxg/MpI6Cm6UXuhKo1szOt/iF40sZQLrRYbvyWyHilHyn1Ga2Lf40KNUs9S1nRtUhurVWjjZkYrhuoOODUC6NFcMsUkiOZo8godpYY4z7iqbQSRXRtrh2l8tQqyICCP9oDpWf1WC+HT0LWIn11PQtD+NPh671Oea61jy7eZVEdpIAnksOpBOCc+ldfYeNbC40ua7e5trmaPcwhtG3F1z8oAPVsdq8MvNM0+8WE3tvHLGZMfPGMg46e1NXwJp6Tv9n+02bnlGt5WUA+xzin7GS6lLEd0fRNxqOnJoj3t4VgsGizKHGNit2YDp1qxBb2semR2tpKLaBovLt2RsEAjgrnqa+b4ovFmmTvbWfiO7bP8Ayxu0EisuecnvWmfiD45t5LeHUdO07V1tZBLCVYoVYdCAehx2pckl0LVaJ73LZ38ejfZrO+3XyRhUurlN25vVgPWn3UuoW1rbtBbR3k5dVmUPsAH8TD/CvFofj75GrJfazomqWrxRGB4kOYTk5yQO/vXR6N8dvDN7fXb3Gtxxwyqv2e2mTYYGxzk9waV+5Skn1PTnuCl3Hb+RMyupbzgPkXHYn1NQNcabqc9zpjmK4kg2meBlztzyCRXPaf8AEOwudFW5M9nd6gPvW1pMNrc/wlvbmuiOqadFbSXvnQkLHvfy8M5AHTjkn2oUk+pQl1Y2GqTwb5A01jKJFEUuDG2OjAdsdjT4tPeHU5703dw6Toq/ZmP7uMj+Jfc1BaT6PDA+ux+TapehWluJBsL9huz0NPi02O106azs7iePzd7LKX3tGW7qT6dqYWIre31O3srlbi6gvLrc7QP5flqB/CrD29a4n4tzXqfC25bUUt4rxpbcSrC2UB8zsTXaXcWqQ6UkNjcQzX0YQGa5XAlx94nHQkVxHxull/4Q0wyW4a1kubffJv8A4t/3cfrmnHdCn8LPL4G8+0E8c37yNgsgU8hexPqM0x5Id7b4b7dk52ucZ9varFtpkdrJNNDOz2xUKeyrn1pwezA/1S/gTiuk8+x6j4M8HW9mUubxVuLjqoI+VPwr0m3j2qKydMthCBkVuxjgVzwioqyO2pLmYnSlpX4NIK0IFcB0Knv09qzJLZoZDKmcDqB2961VXPJoYDB4B7Eeoo2Ec9qut31jJapZ2PnpIQJHJ4X2FSQXerDXZo7lIlsFTKleSPTNST5t7xSIHlA5Vs/Kv/16uRtJgHZDHu5wxyfrXM6MnPmcna6djt+s01T5FTV7NX9Xv8if7XCuNpLcdhTkuC8m0ROAejHpUEkpVSftKAdwi5NSW7kRlt0kuTjpXScJZpag82djxAAM/wARxQPtTZ/1a+nfFMCeo5DhjyP50sQdU/eMGbPao5mIY84HTk4oGJknGAQR1wMfzqRRkDux9eajUBjnA/LNS9s8UAKcBvvZFIxAzz+dLjbwT/Skx17Z74xQBC4baSufwXFZOuHbFDnJ2up5+taM0zIh2nOPRSaytcfNpu78Hke9CEzeI/d0yTnb19OBmlibfCD7UyfGxScde+aQCEnPzYx7tn+VSbc/N147DFQknjbuA/2RgVLwVAyCfzpjIpT1JwO/L9Ki4LEfKe+cE81NJ8o6HPQ7QBUJYg5LcDpmTrTJHSFgAAGx7KBmmncflBzk8DeBUblGJUlAQeeppwzgsinjpiOgQ8W8gyCi4Pq5NXLaJlbc2z8BWeGmPO+RvYsFq7aAeYvrgn7+aTGhNWGdLu/aMmvPre+LMFBOPUV6VIizRtG33XBVvoa8ylsmsdQntX6xuQD6jsa8zHRekj2crmkpRZoeU0hDA1O0IeLDD8KbZNkANz71Yfkfeya4baHoyep0Phm586wNuxy0Py89x2rA1yy/s6/kIH7qU719j3FT6Lc/YtRQk/JJ8rf0rd8RacL+wbA+dPmU16Mf31HzR5Mv3GIv0ZwUjyMcnIHtVLUJm2nmtUcfLt6VmaigKk4xXmSPWiznLq4fkjpWXJKpJBGCT1rYnRMbcDrWLdR+WzMCD7VncohlkOGPT+Fa9M+FllNaRpeTYVL53jQHqQq5yK8zhiad4Y2H3nzXsHg+7jXR9Nh3qZIbllCZwQpGK6svjerdnDmM/wB1ZHZyKJImTrkYrHGdpGOBxzWwDg1lSjZNKvbOQK78bH3VI8zDPVo8U/aA8JzX1ra63axK0kQ+zTjuUJyv5GvSfC9o1joWmWwVh5Vsinn2rWvrCC/tpLe5jEkUn3kPcU+O3VRtXgY4x6eleZKUpJR7HZGKTcu4m4+mPemsxyfm4qTymAxnn3phjbP3fyFZtM0RGXJI65PtVe4Xcd3VemMZzVraw5APTpUbcgDJyBUPzKR5P8TtGFtPbazaoscZxBcBEwFbPyuR09ia5fSvKguPONxIisp/eOMoSOw969t1PTbfVbO4s7pFaGdDGw9M968X1C2l0me4trgyA2Z2SxgcP/dfHuO9ell9ez5GcGNo/bRYnME8bqZOJP3m5Dzn1I7/AEqjdIYbAv5rR7z5eepz64qwoidBNG7PCoKoAPm9eDTbiFrmKGS3dlk2fOXXt647n3r2TyyTzLue1S5hhhLREYZxhXGORjt9alnuzIS0rI6hRiNeTH7D1rNF7LGI443fcT8yonKjspHf61ZjgilJeadrdjhQmMkN6k0WAfaxicO8UqSPn5o3yCR/QikiL2d2YROcz52oyZVfxp0UUlveiW6ZIVJKFo5N2/3NTalYNcxq1s3myKw2lSQAAOfwosA9YrO4G7fFLOGCkPkBTj/OKrTypNC0WwIyrtIzncO5B9R6VWtJRciQhREh+8rHILDt7EetMhUWsiI06ySnkSxnlT6Nn+dADIoYhdkMyOFGZMjAB7Nz1qW60PSL1P8AkG293jI8wrkNx+lWruL9/wDaIzuORuJGM8c5q3IJEtlDRxi2QErGh+/9D6+1KwXOLX4f6XdEz2TXFgY8/JBMQWPcCkfw94r0Sb/QfFM6oF3gTndznp3raa9ktmEy22Ld2ChicgH1NXo3FwRGkivIqn5HGSFJqXBPdFJtbGGvir4i2NkWuTY6nbD76M3UeuOlXv8AheuuC1Wz1vR75YTj/UuD0PGCMH8KuHTPMlliEsJiUkhG6YxjGOxrHkgks7+UTxkrcBQpA+VCvsfUd6zdGL2NFVkup2lr+0Ppup2xgN7Hp87AASSxlWT8+DVb4p/E3SPEHha20mB1e9ubuGRDC4kUhSck46Zrk20rT7i7iWaGHIO1sxgoWPr65qK08HaW0sxhsFS4hk3oVfAJH9BUqi07pjddtWZq6ctykazRx+Yr/fXOAcetMa0EjF1WEBjkDdjFJ51xpsu/ziYsfvI+oz6+1aA1wMAdtuc85zj+ldJztH0XDGFUcCrCsQKYoxTxyeKxOkXrUqj1pqjb707NADhS0lL0p6gVL21WeJ0bO1hg4rPgVImZPsmQvR5H4raIyMVn31kkow6lgOcA4zTQD9zq3L28QHYc8U+LbcyFo7hyF7KMAVSty67ylpDHjvI+cirgkYIv7+KEsOQq9T7UCJRapnJZ2IOeWqYD3qnI6Fwd0784IXpU1q2cgRuq+rGmCJqiZGDF9w9cY/rUzHiq7DMrZCnH1JoGOTBx6+5zTweMEYA/CkB2gA8fXjNISCBjI/SgBckHv/KkYjluDx6Ug+YkjGQPrUcjbvvY/HnP4UCKl1Iu3Bcc/wB6TH8qztXx/Z7bSCMdQc1bvTMkYaKOVuf4VAqlfhzpLs5YttJ+YYNNEm7ZHdbr9B/KnsdqAhd3tUOmnNon+6v8qlkJEOePxGcUilsQsy4GdmR2J3GpVbp94KB/uio89GUMF68AKDQZFdgcx5x/vGgLhcBQm4BeRkcE81W+cABQ3XOFjAzVpyZIDkPwe521VQIGBbyxg93LGhEsUsSBnzB7FwKUhBkgqSBzlyeaawVmGCp78Rk06WORRuUyHvwoApgNTCsSEQjvtUk1oWmS4yGHB6piqAyZMANg88ygVdtSnnBVK7gpz8xJFJjRMG4xXJeL7ULqENwB/rEwfciurB561i+LoPMsYpgM+U+D9DXLiI81NnXg58tVHPW02wZ71eD7gDmsuBx0J5FWEmBHPQV4+x771Rab1B+mK6jT9Qe/tlVSFKja2fWuSRlbvQdebQleQ42ScZP8Jrpw9dU27nFi6DqR03RNqlubS8kBXGeR71zmoyluM96tt4l/tm5MZkDMq5BFUtSGVA656+1c1aSlJtHTh01Bc25iTHezEjpxWJqBxIRnrxW7N8qkYycVztyC8+G7HisWbXsX7AbigAJYHArsreYaW1lORlbdlZ+M/WuS0Qb76JScBTmurnQz2dwNxB2HBU4NelgYWXMeTjp3909OtL2G/tkuYH3xvyD0x9RVLUtyXKsMfMtcH4I8QHTrpLeZ9lvIdrgybtp7E132pDMSSAg7T19jXdiY81Nnn0JWmmU1fjHTPrTg3GefpTQwGSOfqaUSAMVIAPfnpXi28z1BwkI+9mmtIQc4P5U9iuMDn6U0rke30pWeyYXG+buPJwcU0S9MkGnsm1TjaTj0pmwH0z7DFTZjuivdYXDj+LjrXn/xI0kmJdag5eJfJuB6x54b8D/OvSZIvMG04BH5Vm3VlDcxSW8/zJIpVlPTFL3oSUkDtJWZ4rprJHbPDZySKVyys/Rz3GKnWITxxmSRY1YbEkwCM919uai1TT59D1iTTjJ5aRHcHboy+v0IqvbXgklMFwQkUqkxxgfeJ/iyPWvpKFRTipI8OrDkk0zSngdLhUhlzOYsBdvzH2qC5V/skcpBJJxIRgK/59DTrGdpwknCpCuQrnLow6HPWnzWqM0YiZy058xGPQN7g8cmtjIzTZqsguY5lkUDa0bk5HpxVmy1uSaEW8ts1uYidzo/JXpjHrTbgT7ZiQse7A5UABvwqtKJIdkhIMaggM687D1//XQBaayhtiBEnnWzHJkfor/hVaa2tUKwyh0XJZCD8ufr1q2/2ebTrdGcx/KWjuVUhX9FYepPeqN3dzz2krzoFjJ2tCP7w7r9aAJ7TdBFILl0nIPzkDLFe1NaPZJEgd/JclwC2TExHGCeajs3hkiz5h8vGeuCuOx7/nT2WRkc2yb4yAAQcADtj1IoDYkvbW8MdzbmJRtIO1SCHGOce9RWkohhScziWJm24RQJBkdDRYTSSw3cd6nmSCMIrK20j/aB71C8cv2kiParsR83O3IHUjtmkFy5CImuZJRE8UAYkF8kgjuPrTNbZpYY2c72Lbi4GTtxwPYilvFa9h+R44ZuiSKSMYHI9qpSXl6D5ke2ZB8j+Z8ucd8eopDGukxgQWdyhlTGFlQEsOuaihvpnkQOjpK/33GCpz0//VU0VtBNbXUsTYuVwUWPJB96qWltJGFlfzHcHc6nhWPbA70rAT30LzSKXldLvGI8Y2ydsY7VmtLeoxU2TEqcE7f/AK1a967hQ9sqyxMynK8EH05qnJe6l5jcXi8njb0oYH1cq5NSoAKQAAcU4CszcXrQFzRSincBQMUtJRTTAXrTXTcMGnUUwMm7tFVzIIfMY8YLYFLHPOIvmitodowCWztrRlj3jpWLdWwt5d8dn57seSzcD8KRLNuFg0akOrcYJXoTUgqlZCfd80cUcXUKvb2q4TjNAxrmo8/OSSRz61JjPNNI2Fjgc+nFACZ49B7DAphYFtoOe+cbqGwFJ4JHXPzGmM/OMFVPZmxj8KYx5lAYo/A9zyfwprTbB8sZ2+p4ppYrICQzY64XAx9ahdhggFNgbsC5zQIbc3T+SSWQdQMAtg1k3Vy0ulSq7KzAEEgEfzrYnkfyPuSemNwX8awbsnyJI8sS27q27H400Jm9pLbrSJvWNf5VZkbETHBOB2OKqaKP+Jbb5/55qP0q04/dP+PbNLqHQq7txGDGQOnVzS9jksCOCeFBpDnr8wGOm4IPpSwrvYcJk9tpb9aYieFR5JLhDkdstkVW+dAdpnIzxhAK0FgdIGyWZiD7YqgNhZlbZ8oxzITz70kNjWJQ5LOSc8PJinRBHVt4j9PvlqrhwXKgxZHQCMn9anjkdZAoEwU46RgAUyRiKFJChcjusRNW9ODCbJLkMM8qBVaXzNxyZQBxzKBmptNYvcNjYVRSAQ2TSew0Ws8mob62F9YzWx43qQD79qlP3jSFqzaurGsW07o8xWZ7eZ45AQykqwPYirgfPIqz41002l4uoRjEU5w+P4X/APr1n2sgZBjnivFrQcJWPoqFRTgpItRXGCQWqvrEP9o6fNBj7y/LjsacVxkhcmnLyvORWDZtY8607UJNO1BGYkbG2t/WuxuZ1mAZeQRnNcv4t042eo+YqnZN83HY1q6Hdi70wAn54vkOanyGh9y4ERAA5rBkiJYuR34rWuXYblHNZJdtxUk9elC3Jnoi/o6EztJ2UV1Fq++BkPUg5rE0uPbbbsffOa2LY5dVHHavZoR5YI8LES5pswLSU+ZtMkjAkqcRbFH4969b0lZ38M263GTL5XfrjtXn3hPwpNq3iGSa4gf7LaSEsZZCdx7ACvVmAA24wMYwPSuy11ZnDHQxEwwXlunXNKEwS25vfIzToiFLxMqZRivXmn4GMbFH0avAlTs7dj2YzukxFIY5LEY9e9DIcfLJx9KXA/uD/vqpIwDztIPpuyKXLcdyEhv4GC+vHWl2nswI+lTEDHKOfoaaVHOFkH4UuULkJYnkkDPoTUNyJOGBXaeDzVooFI5kH1WmNCkqMCc56ZXpUuNxpnmnxO0aS7s01SAAtApimOcgxnoSPY/zrzyO6jiMH2iNDE4EbknawYDjHpivfLqwt7qGW2nVWjlUo4x1BrwzxBpaaLr/APZr2j/KSA45Eg7Nj6V3ZfWcX7NnHjad1zotwfZwVkS3ltpmXy5CDlSnY+9XruFnt1m09mikbG6JfmG4dwDWZDLcSF4IniYun7t0k2jOeQR9Ku6Y94g+0XKExxjayFsHHYn1Fe2nc8oZd2s08YMqxxTRgb1Vs7/fHbNULkeY4W2kaSZeBGTgA+hrWci4uUuSsSLIco6c7vbiqdwsb3axgPDO6EGJWwH/ANr60AVLSaGWGWylVIscG3YkiM+2KpSxPZXEVveKLiGIbxJE3Y9/qKt7988jw7FmiwryOuGPTB9D71XW2N6ZUWMzyAliYzjJ9fpQM0LSGCa1k8p4ZBISdwXAYdufWgvcXEPkFVtZVPmKyHIYdMc8ZrGN6JJxGf8ARprfCmFW4kX/ABrQmvYo4RGJY2R+DuHzKeuAKTERzTSNEC6ZRXAORgL61Kl2EaW0Y7inKsp5Gff+VN+zPJP5q52qvlsHH8XUEev0qm7LNIsCCJymckHGD9PWlcZPcTyPPHbmfndiRJU2kDs/0qe5YpGJkLPbYG5BjGR04qlDYXN5PIVt5plR9hlfgcdPyz2q+dOtbOWE399uWKTAC8IynoCfShsNSGG6iWd44lCyOcxsMAnI447gelQz2uoXCW5A27pCof7sYcdWHfFN1DXvD2hN+7VJnJOI4TvaI+of+lc/L4xvZMRWVqFI6STPvKj2HQVnKpFbsuNNvY6y0gCEfbZYxJyZFthhN3Y7jQLvw2Bh9Qj3/wAW5yTn35rgriPU9TJNzduyZzsLfKD7CohoCAAbs1zSxkEbrCyZ9twXkUkKSJIrxuNysDkMOxqUTjsK4rS9StNLmh0vPlrK5NuQDs6ZKZPT1FdXA4YDB4rpZJfBB6Uu4DvVbJ7GnU0gJvMX1pwOeRVenRy7eDzQKxPRURmFHmn0pgS1DPFuGR1FHmHNKZCSAFyT2FICtHO0TFQjue+B0qcyTPgJGoz3ZqxdX1JbcTKLkQSdAyclfeqWhWt9eyXDXeoy3emmQNC7NhpRjpkdFzmi4rHVwkOMGVHIPOztUchUtgbck4OecUy2it4ExbIiKzc7O5qESYlbczquerYUUDQ+RiMh2+7yMnAoYkkFT1GflX+pqEOrM3lHOPRcn86SWQJwzIw7mR/6CmDHsWBZdyHYOSx3Nj6U0EtnCybCMDJCCmq4kcbTLyOWRNg/M0wFS3WLdnry5oESXhVLYk+VuHXKl+axDkwysGQoSdoVNuOPSt4oZ7MlpZU5642msa5t2gSTdcSThuRv/hpxEzV0M/8AEqtec/JzVxgWSQcd+tZ3h0ltIgc9OR+RNailTu4pMEU4IVJXAiz/ABYBb9TWjFHtznccfhVeJjuVdrkHnPQVYwCMcZPc0DsK8oAYArj161lhyrvjdy3WOL9K1Jk2wkqDkDoo61kKXDE7JODkb5RQgY12kYscTEckAsFFMQEnJVMdPnmJ6U2URF28tbZpMkkMxbIqRZPLWMbkQnk+XDnNMmw6V4d7tmE7h8uIyxqfRn3NINxbj/nnsqJy2QdtyRnthAKqyatbaFHcX14rxQKPmcvv/MDpSexSRqNNGHZdy7gcEZ5oDZry3XPjH4WvJUaKZsqCrADvWC/xasoHJgu7kL24PSsXNI1jFnsHiG3F3ol5EV3HyywHoRXm+mXRV/Lc85496wX+NcybljkuHBGOY8g1g2vj2MajD5sFykbvyWTAAJ6/SuTExVRXR3YSo6bs9j11E8xNykfhR9mJIJ4FJprBo128hgCCKvhOMV5dj17nMeKNO+12BbBLxfMD7elctok/2e68tjhZOPxr0uS2DKytgqRg15hrNq+malIoBwrZX6UmUtjRuImMjfMcVmvHuk/StaCdbqJJO7Dn61TvbdkRygBfBwPeqprUzqv3TZg8mGFEMiDA9a1/DYs7jVI2nuEWGL52z3x2ry1rzW1JAtbZMYBLzV0Hg7SdU8U6l9iuLqO3twpaWS2BZgOwB9a9uN+x89Kx7B4f1G2vLe7msm3Rtcuf3ada2SSUDYIyO9UtA0C00TTI7O0MpReSznBc+pq2VEa7Bjj0roRgY9yfL1GRR0kUOPlz7U7cT0A/4EtN1ZvJuLWYA8s0Zx79KUsByd+a8bGR5ar8z0sO7wQu4eg+u2kEnJ27R+BpAR1zKBTgQR96T8a5DoHqwIGFX/vo0bgPugH/AIHUattPErfiKkV1OSZQfYgcUBYcHAXjP/fdJuYd3/PNJuVhgOh+ooAP+xVXYrENxwd/z+hGK4H4laPHc20Oqqrl4GEcu0YOw9Dn2NehNHuUjauT71nXNqk0bwzwh0kXY6luCKjmcZKSKcVJWZ4LDe+X/o0slsMOdkSjDfQnvVgyuWbdIzRYA85P4f8AZx1qbxFo0WkX80EkA8yCTImYZOD0rJu71Tam3jSc7sFWUYKfX1FfSUainFSR4NWDjJpmzZeIRZxNEtsBbEna/Q59PaoJNYiuFDOojfZgOjfOAfSuV1K1vLOaBriUpFgFwGOxv/11Il+byOJLY5ZSdidWA7itLkJHQ219BJL5csZdyQgZjhSPU+tVLm5v4XMiPHFcIWU+WByO1VYkuVjhN4ix2kilzJjLRkH27Gtq50rSH2XF47nMXylBtSRex9sUXA5+K7tLlop7gAszg4U5YMeDU6aVexvcpaxSyLE4xNIeT+Ht7VDd65pmjROkD2LSo29I4l3At/ez2PtVCfx9qd4f9GhCNtYFmbOCfSs5VIrdlxpyex2Y023uInmvNQmDxSIA8S7VcAe/IrP1LxF4b00yW628e9juaSAb23dq4p21fUl23d9LIvB2B8AfhU1vpCxquFIx331yzxsY7HRHCye5ral49vJ/KTSrZ7dIxhXbnJ9cVz81re6qwe+vJX53FSDtz9K3bHSZ7mQR2sVxM2eFjOc12uk/C3WrtVe7kWxQ84chn/IVw1MbJnVDCxXQ81ttEgh+9Ih+q10Gk+G77VXCafaGdgOoiwo/HpXrmkfDTSdPfzJUmu3Axmcjbn1ArqobXyEEca+Wg4CooArinXlLc6o0Ujy7TPhReOVOoX9tbf7EUe9v8K6FfhVooUAzXTHHJ4Ga7XEgbADYHcKKd+8/uSVnzNmigivf6Ut/AY7kHar70Mk4BVx0PHpWzp955qHeFSWNtkyDoreo9iORVcImGeJIm284SDJ/Wqt0k9pcHUEW6l2JsmjIAEsfXgf3h1FfVnhrQ6NXyM0/caz9PvYru3SWGQSRuNysO4q6G4pDHgmm5opaYwFOznimkqq5Y4qjfarBZRlpGwf7vekIuyTJEuWIVR1Jrmtc8XpawSeRIsUaDLzOcBR9a5bxl8QrPSot9/cbN3+rtozl5Pw7D3ry4nxJ8TtRNvBHcRWaHIgjXCKPVmPU0DNXXfHl34nvW0rw6Lh/MOJLsKdzjoQg7fWvW/BWnvoeh2mn3TlpY4znzJdxz1xgVjeEfA1l4UgjZEWS+2/NPPJjHsAK7KNEjjGwMHH3zDH1P1NCVidzUtnUxKVI69l2/pVMyxlztaPOeyl2zVi3UpEv3gSf4m3H86ieRZFZEikG05GPkB/GmDA8wnzSwI5HmHaD+ApqruQ7GAA5xDH1/E01WSPaMRDJPQGQ5+tHzkEyLKVxgmRwin8KYmOcZRi4UFcH9424/kKfFubCL5hBP/LNQgqKKQBSE2qxP/LBNxPtk1aW2YbGAZjnJMjdKBjrlUjt3DBdvfe+cisKQjypVUQbQcfuif610ktsXt5BuVSy4yq9DWBc28sKOHn8wEcfIBikhM0PDTA6Mkf90uf/AB41ejYh2rN8LtutNn+04/WtLpIR7UPcEV0Zo7jDqihuQWbJ/KtFMlRzn6Cs4SMXcmRSBwAqZK1oQtnaDnkfxHFAD3G6NlwTkY5NYR2RO5Itwc7R1JFbkZHzLlcise7Zw+EMu7ODsjHNC3BgobymYSZZevlxYP4U0F5BnEx4wAXC496mkV1UNiRiOzOADVRmQOxdLYY6ktk4pgSyxhR8yRFR0MkpOTVb5Cjbjb7Xx9yIt+eetWvNQxDypEGe6xZqEJLvK7rpgD1ACg0AYmpeB9E1nT5bR7IQNI4ZpreBY3/OksPhh4YtrVSdN85x3mfcT+VdPHhyRJHhduSWfP6VNCCI9p24zxt6CpaQ02Y1t4W0W1/499IsUI7+SCa5X4meCLfVLa31KJFiNsPLlEaAZQ9D+Br0XaKR4o5YnhlUNG42sp7g0pRTVioyadzzfw25gsYY2Yt5ahMk8nFdBFKHBrIutKm0PUZrVgTAx3wP/eX0+oq5aucjngV4VePLUaPocPLnpplx8kcYrjvHGnM0SXSrkjhuK7I+h6Vm6vEt3ZSwtg5HFYs3izz7QZtxe2bOfvL7Vsy24cAEHmudjY2N7kggq2DXV+cjorjgYBzQnZ3Jkr6HLzQwwSyRutqkwf8Aulyf/r16f8MLL7Po0l0xcvcv/wA8wgwOmK466sjqMsZglMbSkJ8ijJOeteuaLpcOmWVvagu4iQKCxzz3r3aEueKkfPV4cknEljEkbMFULnuTmmbZAxZ5C3YLjAFXJMZJqnIxzgDiug57GZ4gXOnSOASYyJBj2NQwvujRlQkMAfv5q9fIJraZD/EhH6VzuiOk9hHulYlMqQDXmZjHaR3YOW6Nkdc4bP8AvUoX0L8/7VViq4xvx/OlwCR+8wB6V5dzusWDuxx5n4EUoDbusgz24qum3GBID7ZpdoGQG5Po1FwLTAn5QCD6lc0YCDLkH32VCivj5TgjjBanlnRep4pp9RNASO5T8jUFyufnXaR0PzGpfMlzyDTXkcjbkYPtUyasNI84+JuhG8t01KFwCqiOQ544OVJ/lXn9ncyai8kSiOCQqUywyU9iPSvdL61S9tprSeJGimUo4x2PevBfFdne+GbqSEQPLcIcBgcBh/Cx9RXoYDEqHuSZxYyg5e+iwulWojgF1dNPsQqRPKAhPbHt6Vm6jdaVpFmsVtdxeYpKAQ4dtp65x15rl511DUpfOvZmOTnYOFHtirEOnwDDeVj3BxXXUxsVsc0MLJ7j/wDhIbnyzFBayMpP/LTOPyHamXN1qOpKsdzey+Wv3Y1yFA+laNpp73DbLWG5lc9owW/pXT6b8PNdu1VpYXs4m/incfyHNcVTGyfU6oYZI4SDS4g24CIH/drRt7HzXCRRRyu3G1ASTXrGlfC/Srfa17d3V8x/gQbEH9TXYadpWnaYoWztY4Cv92MbvzrjlXv1OmNKx5Lo/wAOdZ1BRJLbQWUXZpuCfoK7XSPhdo9oQ93/AMTB/RvkQfgK7bdGDks2fcZqVSWGQ+B7rWTk31NFFIo2elWenoEtLO1t1AxiNQP1q2qov3UUn61MFGOZAf8AgNKu0fxofqtKwyMD5gAq4+tP2r3X9acShAP7s++KbwTkNHj3FIYvA48oYHTkUuT/AHP/AB4U0hRnPl03b/0zioAtv5hxuE/B6vOFH6UpKNGmTB8hPDOX/Gov3URWIm34XKgqWOOtTRSGTaUaTaefkiAz9a+tueFYzLSa20QrAo2wXEx8oqpVUY9V57HqPeukhcMoNY99YLqVo8E8czq5zhpQu09iPcdaj0bUXR3s7t0M8XUqch17N+P86TGtjoAaR5VRST2qjdapDbxl2cAD9a47xJ42tdPtnnu7kW1v0GT8zn0ApNjUWzodV8QpAGjgYM46knha8i8X/FCNJntNImju70naZzlo4j7eprn9S8S6743uTYaYht7Nj9yPLPIP9oj+Veh+CvhhaaLHHc3w+03XBEaxAJH/AI0ua+xVrHIeEvhrq3iW4Gq65cXeyQ5LmP55PYZ6CvZdN0Oz0jTfs9nAIUTgBn5J9WxVyKBWJBU7R93fLx+QqyyxxJhTGjZwdqbqpIhle3jRWBPklgM/u4txH4mpGXP+tDkH/nrLtX8hTlSSYKNszgZ+b7g/GpI7SUfwQRgjJ/jOaYia0RVhQIE2kkjZ0qo6gN86r1yDLJk/gBV+JDGqhnLHnJNV5Bb7v3eBJ6omTigAi2zhisjxqOu1duaeRaRnc5DkcfMdxqCQFhkqW7kyvgD8KakobGyQcDJESf1NAWLRuWUHyoG2g9W+VaVLhy5V3QHGQEBJFVQHLEbVyRjEr5yPcVIJXMhUNJgHGEXAH40gsaMxP2XOXJP4VzksW1puZCMcFpNwP4dq6CZVNkNyjaOpZq54qgaTHkb2X/lmeTTRJa8LNtjf2mNbMw2T59a5/wANyYmmQngSf0rork5kj9SDQ9xIqIG8yT5pTz90DAq3EfnQFVGOxOTVDP8ApZUq3Ygl8D8qvRckHK+2BQxkwcJIwz154FUbhG3tkSNjn72KtSZE2RuIx2PFVplaR8eWuMZyxpAVrgrwXECEf32ziowQWLowCnj5IsnNWJbZmPzGPB6jbmkW3faN1xIcHjHFUBDukTP/AB9N7DCg0scSyQuXjOVOcPLnAqSSzjPzOXfcc8seKsWttDErBI15HPvQBDDhJesYG3A2rnIqRJDuKkNgjIJGKnGEAwMfQVWklw+WO0Y4ycVNxk2cChepzUAu4lxmReRnjmg3YblUlfHYJ1oBIp+J7cXGktJj54WDj6dDXLWz7cHPFdhfCW4sLmMwMoZDyzDiuNt2AKrjNeVj42kmezl0vccTREm9Rg/Wq85yORT0QqM0yVdwGeleeeicB4otBBfCTGFk5/Grejzia2EZILJx+Fafiex8+0JVcsnzCuX0m68m6AcYVuDQJnV6S0cerWxk4QSA5HavWyMKR1FeNMeRjp6+len+GNSbVNEgkZh5kY8tyfUd69bAyvBo8XMI2mma23K1n3cqwxl2zgenNXhGZI2XLHjnbxXJeJPGfh7wpAV1DU4YmHSBW8yVvYKMmu+6ODV6Gzu84qMEbh0PauO8N3Kq08IfK72KkHjhiDXlvjL4xa7ru+10WNtHsDkGVjm4lH4fdFavwj1t1jttKuTJ5gkfyX3Z3IRk5981wY2pGUGkzrw0JRlc9dD99xP8qQucYDt+GKbhxzhyfQVLhl5wea8izPQEDcdfqcCpUBxnKE+uKjCZ7P8AgM1MoPGFP5UJAwOCRwvuSKN+Rgqn50oT5unX1FNLEcYz+lPYQZ56Lj/epqnbn5ye/wB6jgnPI9smmkjoP50rjEnUuudzg+xFcv4s8J2viaBVkkaG4QYWUoG49CK6hiR0FQtEpJOG96iXcfkeRr8HbtZSJ9TtVj9VgJOPzrpNG+G2haWAZbcXsvd51OPwFdsYwOSCMd8UgRT/ABUNt6AoooW9hHAu22htoF7CNNv8qsLbg53FXP41YEYP8ePrSnjgNn1NLlXUdyARkDHyj6HFOSFh1wP+BU/I/v0hYsThh+NLQY5YxnOAT65p4XBzsBH1FRhtuAQufbFOByckAfhQAu1geEOPoOKPLGclTn1wKA2ey0Fz7UnYLgwA/hJ+i01lVgCFx3ORSM0nXYPwNByQBt6+9ACFEbkg/lS7F9TTWcjgA/XNN3N6n86WgamhN/rIf92n3v32/wBwUUV9WeIihB/7PVGf/kNRf9cG/wDQqKKGNFTW/wDVRfWvHviz/wAhK2+lFFZSNVsdx8EP+PO5/wB2vRJf4aKKun8JEtx1t99frW9F9wUUVoQxx/h+tKen40UUySvbf6ofVqfH9z8KKKQGbJ/x9SfSrMn+p/A0UUDRU0//AI+TVu46D60UUDLk3/IPH0rnR/x9t/uUUU4mYugf8fNz/wBdR/Kuon/1qfSiim9xIyZv+QsPota8P3VooqWMdJ96ou9FFADH7U1+1FFAIbL9xamg/wBW30oopMojuf8AU/hWRqH/AB7wfjRRVRJLth/qYv8Adq8ev4UUUmAkv+qk/wBxv5VwNt94fU0UV5uY/Z/rsetlv2i+O30psnQUUV5h6plav/qG/wB015/F/rx/vUUURJZ04/1a13vw6/5B9z/12/pRRXpYDqeXmPQ3fFP/ACCp/wDcNfI2o/8AIxXP1aiiuvEfCcVHYydQ/irtvhp/yGdL/wCun+NFFeXX2OyG572PvmpF6H60UVyI6GTRfdb6VPH9yiit6Zmxo+9+FPH3aKKkoZ61FJ98UUVLGhvpQaKKkBJOlQv0NFFTPYtAvU/SoH+81FFZvYBE++v0p8nUUUUDGL1p4oopAhD981Ge9FFIol/gFMb7woooJQ6nUUU2I//Z)
Domanio paºblico
O Departamento de Engenharia de Produção da Escola Politécnica (Poli) da USP, em Sa£o Paulo, estãocom inscrições abertas para quatro novas turmas dos cursos de especialização (pós-graduação lato sensu) e uma turma de MBA nas áreas de gestãoe nega³cios, todas com certificado USP e pagos. Os valores das mensalidades abaixo devem ser conferidos antes das inscrições, pois eles podem sofre alterações.
Com carga hora¡ria de até412 horas, as especializações e o MBA tem inicio previsto entre agosto e setembro e são operacionalizados pela Fundação Vanzolini, instituição mantida e gerida por professores do departamento. Conhea§a os cursos:
Pa³s-graduação em Qualidade e Produtividade
Inscrições atanã: 14/09/2020
Inacio em: 21/09/2020
Hora¡rio: segunda e quarta-feira, das 19h30 a s 22h30
Mensalidade: 24 x R$ 1.200,00
O valor total do curso éde R$ 28.800,00
Desconto de 5% para pagamento a vista
No curso, são abordadas questões da qualidade e produtividade como: normas sanãrie ISO-9000; engenharia e análise do valor (EAV); benchmarking; inspeção na fonte e sistema a prova de falhas (Poka Yoke); programa 5S’s (house keeping); aperfeia§oamento contanuo (Kaizen); ferramentas gerenciais da qualidade e metodologia Seis Sigma.
Pa³s-graduação em Gestãode Projetos
Inscrições atanã: 11/09/2020
Inacio em: 18/09/2020
Hora¡rio: sexta-feira, das 19h30 a s 22h30, e sa¡bado, das 8h30 a s 11h30
Mensalidade: 24 x R$ 1.380,00
O valor total do curso éde R$ 33.120,00
Incluso: material dida¡tico
Desconto de 5% para pagamento a vista
Curso fornece uma visão abrangente de Gestãode Projetos alinhada aos guias como o PMBok, Project Management Body of Knowledge, criado e mantido pelo Project Management Institute (PMI), com sede em Massachusetts, Estados Unidos, mas também as abordagens de Gestãoagil e Lean de Gestãode Projetos. Sera£o oferecidas ferramentas e técnicas em todas áreas de conhecimento e nos grupos de processos gerenciais.
Pa³s-graduação em Administração Industrial
Inscrições atanã: 07/09/2020
Inacio em: 14/09/2020
Hora¡rio: segunda a sexta-feira, das 19h30 a s 22h30, ou sa¡bado, das 8h10 a s 14h30
Plano Anual (curso realizado em 1 ano)
Mensalidade: 12x R$ 2.520,00
Plano Bienal (curso realizado em 2 anos)
Mensalidade:Â 24x R$ 1.260,00
O valor total do curso éde R$ 30.240,00
Desconto de 5% para pagamento a vista
Os alunos podem escolher uma grade de disciplinas adequadas a sua condição ou trajeta³ria profissional. Para concluir o curso, épreciso ter feito dez disciplinas osa sua escolha dentro da grade oferecida ose o TCC (Trabalho de Conclusão de Curso). Ha¡ também a opção de cursar apenas aos sa¡bados, com grade fixa de disciplinas.
Em esquema quadrimestral, o aluno tem a opção de cursar duas ou três disciplinas por período, possibilitando assim a redução de tempo para a conclusão de sua pós-graduação.
Pa³s-graduação em Logastica Empresarial
Inscrições até20/08/2020
Inacio em: 26/08/2020
Hora¡rio: quarta e quinta-feira, das 19 horas a s 22h20
Matracula: R$ 1.280,00
Mensalidade:Â 21 x R$ 1.280,00
O valor total do curso éde R$ 28.160,00
Desconto de 5% para pagamento a vista
O curso aborda manãtodos computacionais e ferramentais de informa¡tica indispensa¡veis para uma gestãootimizada de nega³cios. O curso capacita o aluno a planejar, controlar e gerenciar sistemas logasticos.
MBA em Engenharia de Produção
Inscrições até15/09/2020
Inacio em: 19/09/2020
Hora¡rio: sa¡bado, das 8 horas a s 15h30
Sa£o 24 parcelas mensais no valor de R$ 1.825,00
O valor total do curso éde R$ 43.800,00
Pagamentos a vista possuem desconto de 5%
Condição Especial: as primeiras 20 matraculas tera£o 20% de desconto
Sendo assim, 24 parcelas de R$ 1.460,00 totalizando um valor de R$ 35.040,00
Conhecimento adequado para levar empresas a uma competitividade em processos de manufatura e servia§os. Capacitar os profissionais para o desenvolvimento de projetos integrados de produção, desde sua definição atéa efetiva implementação e avaliação. Habilitar os participantes a competir com vantagens no gerenciamento das operações de produção de bens e servia§os.
Mais informações: https://vanzolini.org.br/cursos/