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16
DyLEMaty / Odp: kłopoty z globalnym ociepleniem
« dnia: Lipiec 23, 2022, 01:11:21 pm »
Mapki śmierci? To kolejne bezpodstawne twierdzenie. To mapa temperatur. Kolorowa mapa wysokościowa lub baryczna to też "mapki śmierci" Twoim zdaniem?

17
DyLEMaty / Odp: kłopoty z globalnym ociepleniem
« dnia: Lipiec 23, 2022, 11:12:47 am »
Nie pytałem czy napisałeś czyja, tylko czy sprawdziłeś fakty. Np. czy to ta sama stacja, czy inna, czy może ta sama, ale w każdej prognozie pokazują obie mapy albo może już od dawna raz pokazują jedne, raz drugie, zależnie od fazy Księżyca itd. No ale skoro już poruszyłeś tę sprawę - to Twoim zdaniem czyja, o ile nadal uważasz, że to propaganda?

18
DyLEMaty / Odp: kłopoty z globalnym ociepleniem
« dnia: Lipiec 22, 2022, 08:04:20 pm »
Z ciekawości spytam - próbowałeś to zweryfikować czy klepiesz w ciemno?

19
DyLEMaty / Odp: kłopoty z globalnym ociepleniem
« dnia: Lipiec 22, 2022, 03:56:37 pm »
Tylko dla nieodróżniających mapy temperatur od mapy fizjograficznej.

20
Hyde Park / Odp: no nie mogę...
« dnia: Lipiec 22, 2022, 11:57:38 am »
Widzę, że sporo osób ma niezależnie podobne skojarzenia. Nawet już słyszałem, że z wiadomego powodu na tym obrazku nie ma liczby ZERO :) .
Pamiętam, że był taki cysorz czy inny sułtan imieniem Hamid, co zakazał wzoru H2O, ponieważ złośliwi czytali go "Hamid II jest zerem"...

21
Hyde Park / Odp: no nie mogę...
« dnia: Lipiec 22, 2022, 07:59:50 am »
Dziś Google wspomina Banacha. Z tym że on ci na obrazku do Banacha niepodobny, ale jakoś do kogoś podobny, powiedziałbym uderzająco.
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VtnY3dvb313VkjJyYy8rVhypSpsnnDHWa05ja11Lp6/dsWttRKvVbtfaccOn8oB8tDjmmha7lCFFE9ciucnLcwt3DxBLQLPR3extul2r6zjdbrXTcZxOh5f9aqdrWbiHx3FynZa9XL++MjtTNjPZaHqEmUPN+yhbNQKIC3rQ0Wx8fG57ZW7SyAyLA0LgaVvSo/Dx6ORpOFohqoiCIQZpWA/GC/dKpXJuLQGFTnfRdyFAICPxVAqnlJmG/SH6Liz9rPj8/EY1El7VHdribKnFTB/VfuB0x8fE7mOb4aMQpmr3ZmRsrLyxJHt23AGgUjt5dInHq4YQlFICvCZ9ZHqKoO7u7+9tBGNBMR2ZwcE91Uz4tewLgLXjtNc1LTNlNwAHo9Fp1NZf0Zh41VwL4Cb1KBCdzqOCAtH7B89j+bbb7TgWYORb+3JV7fMG0bVqg2ajyyeqeNA5BLxb9qC+ffVyMTSfTUqzywJBLspNEffDGWNCffqDuUiWmQuSjkekJjPnAF4ros8YmyGsMzMTBSM9gncaY7liCbCWi8W8oYmwpmWhpc1CjqiivqbFjpa0N8RcgCvxJ8icUVppRFrVW2EVWftDgAVMMrJWcodZlthxJikeCAuL/GNKBonWV/pY2mype8y1hN4b2xh5ovpwF7F3lNTUFMcLsUA1Y8qtNfD919aTCWMfN5kxO33gYd+5pJEbYgkOJcDSkUpxfHbhwcGfhu2CiRbRxJvBWLfngqe81+86XXvh1dfqx85xxyG0x32HtO057ebS9YXxeGbeCLKUcjLI3Mr5MmrruVeil59//txw1OsDmDKAPSEdkYqcNIoTMzPjk8jDZWMMtI+NFYBpOVculEr3Kmm+NCj9XKJSBqrxOOvryM/OyWiQqplKxOskqBGZKsQ4UE4j/RwlFEHv6e8JqxpAsYvj+BNIEl0GAJYZCr1iH61CCeXxIkuIDQj2KYVK78hrEGKRXZIVlMXV3prhZ0/jmS1+EdHGkV1rdDrENZYeudN2HLddQ9g1+29XdemFJQtn5/MzVxZ+fvCX4lGrd9g97EgAX8tqbD12XSD8uGsB3+0nT3/x+kKrU2WcHPePqyS2A4q3l29sX7k3BC0d1YbFXw7IcJ41cX7n4KuYyHIwxCQkfQ2oRbeEQgItDqVwGX1OySDR9HixUC4Ui8UCgC1Px0ZFSmujo1ognornydjKT3x0phgsrDIIGuVsHxgqSS7msycWh+iQ8iYI872APS8gDnMtQnnBlIu4z5M8RblGqMXFHubxyjYToTpWgVcYqwjrR5Wd2gOsu0fxh/u7D/c38LWwULNM8kjhLFVfr0ktBK5aTCOuW+tTRxsPQXHTIPZ0pwP6fIXs+athu/gQEFWQdZvbKzeW7G53+cbAbnQb9TdOT5++WW9U+e9Uj4+JK0jLvNDr1eqLcxMzxUg2awQhe8QIYp+nRxb4wZdLk9u4upvPgMV6Jqq+Fx4DCCBiRKS4BlKQToW38OelQ8CzUMrl87gql/JvyYhm9JxMGc3QKARxzkz4mB04fVYNFejC9k01HpwWgaM+ikbPYvOJX0lv5HukYkXOgPhkgSDsPD+hVAgTbhl2cZEBpGMVDtMoQA9G3NUiExkszRErFA/t9PTuHmBdi0ZD5O3DUMynoT2jkGefxC7c2LMbW+3OYbd9JxgbuQOQWxvXKi/Mvz2PLxrBNnUsmp0EU78m6l2322UtJWL23Dvvvvf+Qn1x4ckHV28sN+yrTz786OMBnveklCrB/X7H7TSXts8OkNhXLueM7Ms+ZTtRP2RyTPeTn8x/kpIbWZ8vo8VDUfkbWfRlMUbX2OJMpLIFXOVewYGtV8rl0r3cjzJGvgSE40ltWM3gOOSNJYMKV00jHZUMUYYX/FMATz/o2dqXWositBziiwPl/x6qmHj6aP9S8qsGR/nlRFvMMg6RERQMYbIVsAAdNXhQGpGKXboX9TsMJyKsqxu6oRlHe2BgKE1Ka+xseebsPBZaf+yuuw0Ledgwb205nYZVbTfuHMUyQRoD3NOIZib+ApZ3B4DEi6VbRM1LxMsfPz09Pf30s1c/f3r60ZMvVpab9asLc19aLMASuCE3XVvUtBdzO3o2IU4DM6wRmTs4uBK95Nezs3hyPOPLVOYOFuKZEWYbOtI4XYyWJiiYsvO5iZmJcvat0ZFYvlQulSqZhHEe4qmYismSlGhslFQtGE8B11EaZrBNmdr4VRFgP8eFqnzJ2JheH60foEqysBmg9vmuBgXnIIHwaNDHcYKfcBFdYgpoGcproj1LY4KFMsztL75QzZbkuNPETyTw/JWTYw/3AWc8ZITAVvA1fU6MIr6JXQIPViMR0Yhnez1hRNw2WFTdqqLE3sxnNBnbDxlZgfVPY9DromUZ1IFNvWX1FajEtXX1jb879eLp07///OOrrSZ0Nhocu+M6+AcOHdeitrL/5BOvlrNREIbFAsDmx2eCUXiEGhPyTCYriXlWT6gmkOdgND+OmByLpcsTqK8xzdBiZilXzuXMa3rlHoCNx0BWWXMJj/xsBFRRfY7G9kcT/cnchds+H0fCBNcbj3KMpslMVHVgLF8yu7z2XWAVJDlZoynv2SoUh9RCqqVVF8rr81NCqYwdVj7/kPBXfE+vFfKxwL4yBZruo8Bu7JO4LL4EFZh6o1iCa/zUdKoN6GHytQNcKYYf12qpjNjwiU9mDlT8fHu7Xt/2MvID23KsHgA6brUAFxMr1C5++m5r5bXX3/n09Hl8gBxc7TQfHDzYbiL3VjuWvVIftKz6wZ/GuJEFvzjmCATgOOrQRfPjfKI8n7nC64WILuJCFgwSY2I0zUxOTs7I9Uw5GJsuo3NFgU2VcrlSMR8b0bwBLKQT/ug883CaO1A4q31I8iCABIbAw55wUn0DJawEDAphwdB3G7QLYGqWqyD1vUh5JHwMCL5i5ANbPixAk7jUAsy9NBu8PlP5MTJgwUEdC+2r5nUf8O6tGhztyK6h/LH0VjjaMCLWFvVwptJpUNq0twBTt71VMfAd6/OTBxLX7WMHWrffspvLg6VB7fBLYMgO1b3dE1iPqwQWD1hde2ll7rXXP/JwfWdhy+meqJx7v4kmpykHxtJ1Xv0JZVPZJLclIQNoyfizqgTMJb2DayGk0z0Ykq9FJ10RE+I38Xoibuj5IiosopADwqEElSy9ALXoQ1xTZkzWmMRwOadJQ4iKTdtfvj+1vifrc4oiyvDhTEnjGHPsWwN7HoYIZykeJxVDcdMTxLIRzc3hi8TxpYtMQ/QuxLRmodfUQacWszgSVxsLuPuWScEkDez+VCyoPhlXyjD3UVEAV9OqOrU7waSxbj922rVbx7UtJFV7P4s0/QzWeqdnOfSSLBcstVzry37/S0pcC/m1j/sdti+MjtWotbutwdXX3vgHwfW9G7We1VI8Zy3ubX+NBNvJ4ve6MHROluqy5pw8WHo77uEe0ZErKZux8qKb40AUMSNncHYiZySScWAKLcw2x3wL7ppaBkH7ybE+nETUVzxA4ahW+Lz5NeBnrmNbQVEBMsmmepjkleOAz8gu0bcd2ylK+oiiKqMMwqoWS330BUGrUIA/F0K4HCOIWO/1iSOupqJso/Eb4qhjaydDChIWkApld/fjhubt7VAeKP+Tw8qgUXG2gKuG4rTert08ClX2nUanWrvzQjKbGX+g2OrcpoUEFQtoAW+nw36UIsi+i/y6TGidLzvURlbrEarv49s9e/GLd4nrp6+eNV1r8Ay57ebX4XqWyiCnDItvMh9Xr5z55B+veriGdGksadcENT1ORFXM8OZOJBk2QNjSPXgTADcSI6bkIje2OH2T/pXDQpkmqCwo65TiHJKX9FZlACAP8CuS3T76PdSprGXfbtAu/TitQwToyb1Dj7VU3OxY+Zv5zbVV+PcVs8Irk79l2Juois0pWppHJY9Dpp7Rc0PhpP+h50uoPBwcJub82jx5IJ6jsSa4JrXAy4n4VOinsPSntqqdRtv8xKQYRfxTq6fson7XQvR61LQ8Ocfbz+SxfWxZbGHUI4/s3mZj6f6bvwCw//zZ/abbHzwzqh6cHXxNXLmkSRs/rM3nHskjk/PzzMYeX72uDq3emKab+Xg+H49XisjCO5V8WB/STXC1XKIvUXieh3FBVEfp/LPPATispWQRHUxeyLYdHyUrORoUBpPYDLXaQyZz8v6tnKfzw0oOMXgtSslb0FPLiHxcM1cZa2tEF2Fe5J8OKGUoTdlGFc27VMVchWUDa0yJ07TxcI+6aXcsTTxl45dXslaO7sgwnXa/tp7AAXYxmon5/eejESgox5naue+RqGaxcNJ72ILb0KwdIxkfOuCvdcLvXsXi4KRndQ5bZwq9ZdfdtBdf+xdS9smNqtVtLfO1XxvoZZv/muCA1T88n5MPul/IflKUI+cu+Upchc3Mbi/ol4yoEY1mc9TDmWgMYjpXErpCDQPeVFLzEyfumNIt/2WefE2AqaJKhpUiYqnFRdhb6SQvgTBJzeTrVdcRLjmLi0lihL7ZjuA+iBIC4O0FLi3Qkx8S2x+3qJlwJk2fBbA14XxToUn6l7Til/1YvpdvFWLGxnYB6P5R8PyqGIlThszkZYKilihldGyYXwLXOwnAbGQMDc1Ucvpm22otC6qEteX2nUMAfbJcry/Mzg62FwHuiXVYPe54+dV74eC45/afpdmB1bMaS2cf/+r09LPFhtM/dE+WvgnXs4Odt3/ip/TM5u8KQ835rMlPXBknrqbOgXNC15OUkpzm0YcxCsC1YCDlvVwpAtdiPhxKQTnlypG0zNo4nwTRRs8RV1OSKuWQWgxRO+2yjSC75bzj+esUwGwriT/ZCvcCNKOknf7m9W/CILkY8sn3YwJLP8mbrgImrmhdNFenVnnygDU1HK8s82zkJOg0KZ2l/mHAo1eEpsN6zFglwA9DYtewjPgp6dVGps9Y67c7xPWivrqxmk74/VGz81gJHcb1E9ehJurZjxbGy6FsNli5NzF342ypBRfYqXr51cNluXP7+Tvr/Z67Wbux8v7H9+1b0NqW6zbPnr/SVvT17j16pD7G/uj0bYw3hvWgSKbZa9lLUSkGxbjk4Zf9yahx3owkojFJVWJQRUvAtaiDVRdTxXulYtxIGIkUmp1yPs3xOptVnLCHK7jGQFYAC8rIFyA7lNL6qU0YJj/5bITc4eYi7nMC722yApWvZSwHg36gqexKXOIWg2Ny1UrJ/2nA7b8x1xC8EGQjdMIIEmNIsi/xxBtFVatJpREHmLD7h3wJYwM39yNJjt3ZQIDmrCD860Q3ga8jSWMDjv9D2PDz++1bz6k1cFxlEKIxnbs8ga5ip1wxzfje3GLddns996Q5WPwDH8q+7Tx77327ZyEZLy3V3GqVk7xu72Tw3NfoncBGrA+Wm010TvWzs8XB5Z1f/+b0lMCGs6LD58JZ//yMAPxJWfWvupGapE7KaXAtmEzRY7+clx5HG0meL8NlKgT1oaFopJQqF1PUSD6fuPaAXdXXNMCi20tTiUZdWFbvNWW14ywcDdAK4LNBpk9vOR4IkT/MdmOhr7X6h5QOlgE+3gRIKeGREZQoxolNNfWY76WXfntR+y1wBW994iqoLC2eMNeBfC/idyHph5UHGWN53Z/CV6Gv7UM97Z7nshoThGwNJbHIhM8NUjf9G+av+rSLqfrJxmp+t9roLz2DCTWTQhjAWIe15jKa15WllauzEzOT61cObtggoWud2ANFPoXY7eaz200wmnsTVNJsivDq1uA66uigY3Wov1zr3+0BNmdmx0v/8Z8ffforaXr/KxbVr5Keo59kPknJEVJ5u8QHAtnE5JUrXJi6MhOJcpFH1gsS8Z1Ugt5+oEwf0bykg687gDieGJapCJ1BTHXSIVB4LBnkXgX308SqE+eWaYz38EOsmQnpFuPMQwIw4BZoQ8FDutKvjfxVWF9kN0OeXVBMVbY+KU90A8MMcZ7USId13VwlsIGYBugp06VfUQ1pWM1t+XqV3mOre7sA9mhtbYqNzvqRHpAsIodjIhNDw5TOGMB1awt5+CL8pvZxdavWqmEMq1y+R82++9XiQ78LYNDnPK4eY6OlXp/bSM0eXAeyXRdlVbUvKnHfqX016qFw7vLQILB4e6/XadnH4LnbPcHuxOJifXa8WHrvvSf//cEX//O///f/vyOynxSkwYmk8ilpcQqfzBeIq57duXIZe3E4z05MG3TOhEy6YYRlawtltXSvkK9UyrgBhGMjghy9VRJydHr6R0Ef+xYqS2hNb20aGJM7eITtDVMhiCWvoXIi1X+rhXksqCZWDAKf+desfgHywo8vQCFxOZ7ehJqrS+fNR2lJCrJEDCCGwFVU1yQOG8otgT0sSxBYfcEdgs/Eo7Jx8CEJu7e+tycAc0Dl93bB9eGp/fX19d0jM2qM3bQb9h09kbxpd4473W5Dpqi1waB5LGSlpd8FK7u3LEdN9QBkb9NZum5mNwRZOE7WbbayXjR7J14hrTsc3dCN6v+etSvxaurA1yc3GxMh50UNSeDW9ZEIUxGw1T5ZXFBBLYLFKozVsdJqobN3O121r+rsC52Nt2lnQ4vNa0JhCOmY2TP7DLO5zPa3vO/7fonPI20dz+HXcJNcFun97m/7fgsAdYCpEr70wIGh3X3HO2F6v736OytOnnv58c+Mj49fuPj6xKVvnH7p5BNPf4g/6rFHP/aYed1DTc1NxPfhppb1gJT6um5d8+o4+FzNQXj9RitUxBNriefah9aSTly7ooJAUC/V98+uiLr3MaRkh731KqocHSDkhNPHNwHNnlgpUINBXhjpN9JOLTNJIww0g+pNvBt5uASK6l2Kgw8wmjhKXhni0r0SYz8xXazcNtjN0Klbqim1VKNSQA1qAJbcoCC1fmhffANSVyKrLLYmalOr/JJ4Yk8v29MG246O1KW6Blv3JuJOtOuB1oGh3a1tg+pfGSRDOMCus1270O8EN7j7GdCGg2QKyTgOPrhtJRpjgCys8cCuTb0HB/rKIdOhD/cbyP+7e/+mz6Jy/2GEzmp/2i+rDTXt3LHyO2++SUxbxi9cmshkJ9+CTF4Ukjq8s6xft25tzb0rAe8qsU8+cXOlnqFArIYV9bWPPPIIDXIkGiRYSl3Ycq1+6DoSb+JfnbCwpOtUN7lTCodhDEWwExVNJo6Fpqamp/+FPlnxqY38VVRE3ilk8grYJYQIryWCj9/HfxJnA/qV9VnFVpUMm+qXBulR2TRQqr0u+sgixGyxWCweCxJswqqpNPjVPUT2MBKeejdII8DAGbCi6fDo3r1Hjx7d2zv8fNLTHY63O06qe6D1EHzfAOMkdaygYWU3LO6Wzi1bD20HGPCE6DnctJ/cxIGBM41JNMhUr/k2dBZmFQ7zmRtkfmv/IasPqNazy9zrQZZcO7dt297UeO+bX3vxU6c+dB5a+t2Z3Ozs7Fuz+bcvjuNuuI082rwilezYgEhpXU2SRjTMFA+oyQ7FgoyIqbJr194biRE+WVrOM5Bs4ERZVUMknY5U+haRZ+D9oGwCXLHXozK7Sramwra+oNaZngau6TH6PU71ahkFCL+qecBWypsusdREZLw01TQNJyDWvMSzJVz/zdOtHGejgiXdhwJeuU5sOfpJNzRUxMR+OY61GccjPQiYID2J5bVexzTctzywR7AOQmMBbH08Fne1ByTlXX/GGpbIEw4MANTOLesaYdXWrNgQ2YBIdF3z9s5Owrujb8eZ4133LXacWCq5pvkMdBbfhUymHBefaDuuaLptiD9okP0xrX1bOre2rFq95s03v/P06Q+dP3/h0vcu53K5ydm3CsD0tXeE8VYyY/M9aGOMB1c2rVq3gtm2T56FPBBinPdVxOo23At9BeG0IlwHFNgWBRRDJFaV6Ici6SmcmJpKh+BOrfka301HRr5GmWxAPC2VV3dLEKBO4xus1z5g04gaApmX7lAbFSXxuaytNpmm53I4rKEhgsEfCOQgXqY0RFaNkZboYkIB3Ss9PT313RXLyzcEuf1oHVxyfX3CjVrHX0BWuL73KCHdI5Xdu6fS9Tj6McmE9GV3G8jfoba23Z2dTZ/6/g+efBKV1NHRZyU/fOWlT8N4rvtQS8vLPzr7Y92X1NmmM52tUNn9g/sOlbueDrbu2M3+UvhmtCCiP7yl+fS573zn3HOnP3P+/PhP3v5pbnIyV/zZbPb1ixd2vqvZXftQ42rU4h5aRfOOmtwK1/XclxppQvBUs4yXTkVMayUgdHXxCtKLG37+fJ21ewWA4VREtBwUoRKgTkXSFAKF00bn4/CV+z8Cp6kOJH61cfS00WmAOoUvhwqzRVFxFiHm7XRrLOyUAaWP1ZAYPm5AqlM8mo5Z34TT3UWFrQ3jW6Xe7FNXkTQY6x4mqmhMGq6vUu9XULYFMR56uKP3IXG1S+AwzHI/SHX9YFVFVf1R6m1X3GMxV6pRqvbMwKZN+4HqoVMvjf5AeN4sP7CnrwPq0a//zwu/cJZ6PW4qWdN0ZvumgwNDbf0iH473D3324IGDoJweQNTbebz59KmXX3751OOA9MJPLn73Z7OTucszxWI+N/ETYvrusu7s2RRE+c76+NkkemGqvXeva0JAXBmzbhKFOKxW47JzVUYdPFJ8Ocfk+J6qGUn/krEQmF3AajKFVw3SPLpYdk4sYuwU1uohTQtB1JoRorriI8IRBAib48XJU7Fvda9LSmixQqdfzFcGc4lDXy3UxR1rYQhOBHyi/r0bqdRiL2jqwyxXxLqEqjT2cL1LRlH1WhzNnuvh0UIOGp0jRDORXB5N9Rw8erR3OBqk+Q8vjzYbATj02f7dnVteBgN4Wxn9wa9+7SGyyeS9LWf69rcNnQD5sGVH/+CJtoFNrTtgtlFnf+JTyGI+NH7+wsVLP839DGpayGSy2UymmHubbOV7A5uKIqZJ3UMb3FCN2zVes6qpadWq5nvwRlNbDgHE5WCNkktWqIBcUcXyWxWVNZKm0TXdNVRNa6faK0TN+PQIMvUhL6HFE+XJpKBvCqBOUdSMAGBLk1IqvM9Lcgi4Ja0W2BIonwgjuxcIC/EURBrYqCQl0U39VzDn5UQcyelgncEqde05PGJO16fpG5sZ1QYdYyQgQc+RQehpwsX9exiWePBIIKi1PdXdusj7BvsHdxxr+v6oaebt5Ve/8C7xOW7KXbm1cx8S04NIZHa1Qku37vzQqXPonXjq3GfOj198uzg5+bPfZCDZy9l8EYdMpjB+7LbS2AGcUmtJEkfuD4SjiXXNTHYaYzF1LvEio2DLGxPgqBvJxiNARLQ3EEF+NATQ4RSUukJ7Qw10sQBZ2NmEIJSwvIaAWapqQHSl0GzJdJrKzcSS2Q7uJ6UWt+IqzExBVZPzlrEsH239VUBKTYQ8tQnlrgGPTXD6Nd1pSQtgHenp6Up09aDe2u3ytMBnbGc6z1+FwDrw9tRXwLnUdeLL+WrvHs+YYvCUmnZ3Ikt9YNupHz57B/JCYImPZYPfnjq2o7WVWrr1UMvpp1/86uf52VfX/+7Sb2Ynf1aYzMxNTOQBJ/S1+Pt8Jj8zcztcKStSVf7kBvjtpngMbU01oCWA60PViHbCRgE5fiEi7tsnclHzU2+kS860Id2grTcKmCJVqDW3A2G8IVVgDlYulsCVu+e1VSMYq1TMNA1JMw3mNVcTGZwhNWZemiNQHflKqa3oKY+ESmsOHHDIgpJJ3NjNOt1SksCM7PlVS2S9AyM9DJq6UeaorBnpDtrt4gnTYzPRVshNjWePv9pvqa+DXalk3QjiJuir9y5iX1v9bY1lDA49uP0z1NU7kF+9b2kg7L3/ySdP7tx2aMv6xwEpSq/mm5/4w4Wf/SxbyBbzMLz57OViplCArkIu5wuXvnR7XNdXxD1O9d0tTRuqcY2W+1Y3i3RaUW1TsLbuIEiCXhGlZtHY9FA5DVAjFiWFGN2G6FWnflnHxOeXaSriL4OMpqw7mKCywL5IqYS210HtZYWFa4Q2WCkkpzhLm6nm4yoQQTZZgqprrxlry3OYyRrEUm2e7KJU2nZBC53U7xSFukIiSde/PO7WxmgrIDrgX+eX+q1nxxbcocu/p5cK2911pNdw9QURt/mjS0UK97X1P9B58tk7lK/fv3Tp0v8BlJ989VXT0rKc/MOlt3L5uTnAmCkWJiehqoA0Xyxk8pnL2dmf3B7Xx1Z3oKSVdJdVa01FtGrNaqhsU2Otq9ZutZvhocV41CYKb+JQgokqNBZK2kB36ZXmAkd+E1V5qsEar3V7sGWOsZVmRDiIRQ1WLFyyw4hMRFYBbWk56y3z28ClRkIMaAYsz7ECqlXaDTfCxxNLPF7W6bppHHRTqiUKCNO7UltRoq1B/S7u479tjpt9MuaetSaOtKOoT9ASJoSX/rXKZeiRHLExqt79fS1QtjuU0Rf8XxnVCx1vyFc3X3zLNHWGwEJVM4yDi5cLOJPPFyYvPPbPKCxXQ8R8/mXVqMDGktX3NEFh318dJo1IrHkMW43NJ4/pY+IqPCz4bWckFOKbBqamYBXeUOwkao+VGktlAVt54reCQWaDEI2EGBBHmFrSofvVXkNtnYcr+6LEGJpOGoZBxcHADcgRW+MJw+Zxa5cqbCrFWgGxyQAObFY91XVE+evwCJr6lRnxWCI7iKZKTHRE2pRxfw8TWCWv+K/3SKjWgd1PNhqubW1bTj175zL69Xd0yafGZ4v5PDU0P5enqgLh3+eLmRngPIOz2cmLtyeZ7ulgux0Gb1esTcSRu1d7VoIkXlPtqWKWQ2pBe7eQ8rGpRfjQS4awByHkRAhgKBggSgm41/ZF0ldksviMvj6sPnNrAfdoh0UpFm43TXWqZIdrN5I3CKt3H9CIg5wXNxGtxYtBJRr7bzP5PEkgjVssdyUaK1HZ1c0KnWMpDk8DJUYLIwCUoFI0rUH9Z0AhZeVPLf00zeWwaSoWPtIvEhECT3vEU4uvc//YVKqzfaLz3LMLJa9ufj2Xz1+Gc0UEDBWF6hYKGeDKt1nZ49mJ8zdB+I7+trnaZbUtvqKpeVUkGfBV+4jrvcsch6fVKkrqGyGt1S/xIGduHzLEIfa5QPvgcKtU0a612FjGzy+j6qdNh6gLRU3xZoWnKwOV1NcphCBERLtIbEGC/1ZciSehEagWAkGY6kAseBLifiWgi6nGfnLDf2KcpM1ZVGWmbMsrhSlF+I4ErFfDUh2lrPLUVqi3Bi1PtGp472Bvb+/Rw0dph2lUPHG5V8ZNrdteXTBcv3k+N0NFpRG+nLtM2wswobuANpvBa4A8OXmTkwVv+Oj8YcwVKRJ4bmMz8psoVpCsBd/UtGIZLoCNE9I9ERm/KF4GxY4iZIoMcSjgEFd6W1LnPrxJU/yqAdA/W5HVZy2MzHr8teZcp/WfJOHFdwod3TQ+Zx6uVDsidxONKEeLMNYohdInHYItUx1YioaJ8kxHKR2lmiUMVyOckL92x3xUVfxeBrCthtEmKGBd4oij8e6Rw4dHnG4SxMPLeVbulbge3NHy+YWC9fMfupibI4pzRRrgfCEHUwz9zc9ks3jOZIVtbvbSTUi2fPXZk7ea5nXJWlyZ+EPIXJtWr7m3sQnPK70x1kqNGnaCmmtSqZPqRFGRPOAYrvSMDYyg0u1BrbuiHSbIBJbkoK4WHRsAYGkW76elpjzgwyCu1ZI7K+nQFd+K683CXiU/jbBA41FbgNXI5jE7rE5+r7dWkZCBY7SDB5sGTLoSS+uHkcDWB2s9lgoJTa/D+FpkmwXc6neOVsejdfF/7RjuBa4jcVLVIhFVPO08tXBmuOW7hfwcBN4UD0ie0VI+m8vBNCNGnslmkAFlZi/9+QaGT3BI4NYh2/dXI6SJb1gHoqkJQmICeY7VJ9WSr8RVu/JoylgmL22hCkRkh5nLtKfpUqsYXIUrpLxTjmP91oaTj6uBbN8ZWyYIpqHKV3qzWM0pXu5p9YEZ8szDlbpYwlQpplClOWAqVupkE6UVNpUu7c6Tj/QY0gziArGEmeFEPFZXNcLQeCnLATZhJ3KKzToVCq/xEDPmd7vrPcvceKpmL6U7il/krruaSy0OuzqfWDBcnxgvXs7TqWYzxSLoCECK5wwcLtOcPN8WkO3MZGdfv1HOeZPf+PQtwK5O0YMk14AYhhDcu6vJIaghkfYLn5XfMQvlo7MNCvCAktYQnWe7VNQqNsFKno5Y+hrmTKqcKpd6QsMktMMC1XDlISK1ouWzDv55uCqcxVHd/mG1wwpYpUdhjwQvdcrU0yktO1B4DUhtCitYFxGsYIU9jnji4Q0xBngyFgynNTsrL26rbTitP4KFL921iZ5BmuEjbi0Kwcu6rPvszDO7N7+yYLieGy/MAMgCYJxhnJQv5grwthmqahEuN8M4KgPrnJ+dKDPFexlXP7UZv0rfvr6HbxjiIFPM6pqVTRL0lcY8WmstwsWnS0bdI7g+No2ICaexEucUYiNMe5rSEMRlA3HMZDbNRmursQcAa63rjo2NuWOML6nzDXKscrGStNrJ/WTmbcNHaB6uS/gou1AAxbZzIyP8EK/Vi0RFcS2au+yPqQ7IWUhHR7I6LqjFHvlH6Fe7QYK7QYXGibtgAjwmXi1dWyJKwvbM4aWbONp7VJAy0+ntipPCIgFLObR/++nRBcP16fGfAcLiTJGsRB4oFgFpvpCds9fIZfOXC7lZEIxzsxOlUuu2u6Xp8AgHBg9am3l5hMMTqK68u7GxcfXdCUTIRkfYXkG2lSiM4MVU3xlbOlVzI+PEeBimz3LZXyLBbRfBOFUVpLsif8MYNAZ26cqV6el2dww/QYyHTz3GDQQ1obTRLxoaYg0M8/imUsxk6BIk8UPWnGgxlyId/trLUmeTicQ9jRB0WEJWVIYAbty2IyyvUeIa8QYDeAVkkdxKL6mt9uSl6J8IsxcglmB+o/xV3lVqXV7UsWOg84nRBdRX6OdcphQ2FQEfgiVGwllqME7hRGbyLXjbTHH2YnnBzI9Gnx19av2xZ9DHOKjGVO0icNjOFIhWR6uC8eqo/Ccco9ITGl7PEmXoNtvjmAKLYkiLjQhQQlMiiBtI+4v3h4IzwzEv66avXrt+/drVq1evtLtao6e+NuDdQIMc2Qh2XaQWPxyf6JB5uJZEoFrYS6Nhw+pEQIpM0jbVUVHT2PRwaTzCjl/auWr1hujZVJSqnBgeJrJkJohrV6yCYPKbhSmVt3T74EUAKzLCsZ5+OVag2tsTv4sBd7QWho+yr3XnXxYM1tFPnS8WldLk5xgvkfbPANziTKZwmWwF/Gwhm81NMpUtTJaLAKvATgPX3Sc2Dd1owHgkBZ5oEa/zWF2MA24abgek5l+gqKRuNSjlEBKNhqspOE1p13q8MLRVNIUe0GL+CGk5FNOduga5ClxxTLsw46VPBty0XKxffahmR225rG9+PCxd5cEIYHFOira9N3H/dyVTlWtX7XwXdm3lirqOZK3jjhwm3QRo9VHp2m4CK9xzql7xv2x7wKfBshgYYm1Vg5dNBjych0mtKDUQHtj++LMLJyfPT8wh5IVaAl1lNkXT0SLeTk7iRBHcYo5MxUxx9u2Sbp5Z+cr/vEzmiwN75cApyeqZli6QgSN2lsPxDSNExoMOSVRb10y3a6Or4ohDtqfPEchWDABpbFslw356zFj6muQqcP3rtatENVz+OSGxiUFhSs2TQSXhNK+eQzBpi0H8W62OMFBI/Zr1rHJTqfpV71l33tyY6Ei63p7DCJxGLItNuF5YZEKrOExNG/rh1mhsQ76Y7Bjes+fIcE0wzl42xNhqsFdv04KRTZSXWt7OghWm+QWS0M78xMRcBg8Y58mJC+d/B0GbUzbHul0hd95w3bENO2WOHzve27/pxuRsY5KWUbvAiR+qqY5lb2JKbSegQko18/v4qTHXDSLIZc4KfljDrEFjIySsBdjf4kCUAp79ClG9Xv6Y/pvmKbRD07ORuIZUPSKHwS5I5bDz7LAUdQlQRf9w2RZb5GxHnAonU+i7vp18aVWkIxWqHwayELjZOr+6fWzAnbsH6ZUqwsSVLLEWHeBlPOqlmwLPvJSrv2qXNdkl3d966KUFxPXfP3RxEtr6PdLCcxP5GVriTGGCXnby4rat2KiI+fftj45nJ6HFE+Kd1GDV17dr37Et2P80oEl37Q4BqOLMGEcy8GWDoWNOy5o/7aLbNkFAWDt9ZbodWpe2fIbgQcPaoalmitt5lfjFuvvHKqGpgBSBE45/vXYNym1dYkqfKtPtY5rP0n5MmW765MA78RJq9Hfg+niX4Qv5AieMalp2NsFLfXt5uNE9G0/Uj0DqN1TA9VhxQ3SEx34TTSKEjS+DWVbtwoEBqjXSy8M1gw+XduJt/8yzCymnLxDXuWIh+/tikUWdIgGcmMkgSurb/+DgiRODB9ueeVTh1VyhFDkdP/Dggwc/fObh/v7PDvzHoRu4Gt3KTEGK6pdFLBWalc8BWI0zqbHpb1egd1fZ0gIdZdxb3hPeHkIY5Q0xwFIobfzN2BTV9Oob942NTQvhqTHnRvXE/jRPBXdUex318gJd7T+bj6uRw9bABMMR5Et+vSCvTbkcDPznZOfaVIfrwSQ7Ch4+eoCwqWp5FQVtr9+xWEJFJFsM77EUWjO3ah9Sy9q2cwsJ6+jJ3xUnizNwroySipa60sHm5rbuODiwCXM/u7Cga+DhC7MZtIaXcN2K6Z2B3i1nntm/aaA8xdUUda2jlMDa0muuPiRW1uQkqHWt/dRpd5o4XYu4auG2IChAFgp1cx7DpQFpTaA7ipoQDF8Zq/V8cYo+9vqUK1wJEjtj8AjLEIvEYqsNLfR8frjUKMGjmlRJEFLD5G7dVM36Y3cgzZUddwWWq+xv7akWhoUBp9mo0l8RtN0j5U1uAlarnWtTK0vc8O5D1q22cATxT4BYHqCBR4RKFi+DdQJzmPsJwMNcB8dCAOy+P1/KgY8q4XqGm4OQ4ew7gcbIUqLTMva8nAuMIC+p+kaV63DXR7kvz6cQgprrRhTXXptSIchvTQ5qXjLSPhaNEmn9PR35UXeKSnp142LvF6G5wHXaFZVVqoMHAKv1mjHkDtMwcKfMfP9a7uMvDThyG61sMsGu5nDgHcmhmo6oV7egwnCq5uJShVAUFtkRs8xGguny8HYkiwkTY9nr1qHBBTXDVNgnXpvJkh0m648Hgif1rf39+HHNXxLVgRMDB46fL7A7UVU69mwA0L5j+xAQnyjjGohyXgGF0tJf5hKzRIVzPIuteFWKKdjb5IaYsRDXoIaoJASfIzEse7RXVsXjDCoBD+g5x+Om+R1XAq7rTuMVXga5c8AuFgCyWqBN4TlMckjiztPXkHW3cOTK6yUSOkKoZ6kor/IdyuqOuLZc8w5j5BcgovTx3DtALMNkH8WDaqLOEiFLbz0xt8Uo/w90Pr3AuL7ScnGSJRxCmiHvpCwnN7GlbxDeszStt39w6LVLs/mCuEQtMdg01Ltbm1Lb/h9XOla1RASJbLkhmtfbppBt7R0D4sDYFeocgJpyw2GbuNHeFyUb/mTl4d7/7B1uT9rfqVGV728NioOnA2ndD8JVA5b4NsXcELFFmqak/uA4v/56o/LKF+UROJ+fldaOSl7kO5ZVHXHtHba/XEfTThrT4bNPGRr7XnmHm1LTQMsH2J7JnVLXtn1bX3x2geX0+GxmBl4VERMDJzjXbHYm9/aW3W2EFA5Wq4ofbEHolHv9G6XAiWsx953paxsaattRwrUqzuoNhxcXxeP/sF6DIMvTtlbRAQRKW9jDFqOLlNYp+oFL9DGKtuzP+dcNva0feGBfa293tYfskczAogrhKS1XDjsdpDEN21Z4EcZWEGMNVKGKlsLO5/2lmoyBGarSpATDrNp7Uwle4zuXx1alYhwL1G6QsJbm14mZIbSWokMsilIDKnsePQE+O1H9m8fbBvqOf3KhcX3idxNFOFbqKyuxRdZzMsJ1CCGTLUvEVvF9r72eK7xeytYPDQ0A7a07OPLTV8I1FJXxcXyL4tPXrrj89fk/oTYuTS8rlHDoYGLtJXSuX4+4cKuap8GTBVXxRH/rAKX1PyPxkMN7A5mwE0sLTiqtnq8g45Xh09pnEtGyFfRfDntmmD/O6/d34Eg5uizLK5fIRkHMdHk6Iu8F65e+9J5LrcqLax3xKN5IIlEZcD10L6KaWIWwvYpwqcqE0LVBkia2ES2m2/b197OkvsDyf6x9CVjUd5btRxUFxiDdbMVW7pMqlagIkSCQYhFQ6CWAJIA4ixLUidKvzaJf0mY0JtBGxzEkveC0ptDuV1DFpAdKhWKr6ZePKjqvk4AZo5IFsGg02nueee+l35vlnPsDpSg0jl9+gcJxgek6/3t/955777kvJfX1A9OOwVYwwqzN0Rs7W7LSK0QSimpf/Hw0v9khflhN95QD6vw8XMFlhRO4gvgPoLmtGbnkdo9ejCGODFRhbfeBpFeNDJIGNQTBCw8pR3wmWkQj1cJaWZoYH/036ZzjFTXtKNlSI4W64K9f5D9R5xJwpaXjQ+qlqg6GoxO/rx4VBtkzSueJxfJo6H/Z/z3HNGdmWHclLly+BONECXFLVi9eNDNfkRTzPcVTk7mcH7Re5bRhBqn2SYOejntr1EpetSJB5p9BuUb9bVERtJ9L83ZyXvyrPTuanB72gDN/ZWjc29uLCKmysJTqBmlyv1Kib2tTp8s+cDMgTtuwLXcrMqGb9qpNlSHW6MsX2r2e0bFH4JyC1WpU2coVACPSquDo6FnxpkM0vDMN3EdDcCY6TAKiUg5jLl+0cksejY0iN8g/oZV/RGNV5yIIJ2aHcgOzIBbKS2uywivLxflWB/rHTTfJYVV3EZTnGKOSZrLSxAfD9GYuHOLRG83zUzb5/z3WPGTSixViw2ygikk6khUGtRlolnRGcqeDDoeORRRt+Ybo9OswqVxFXH/9VcNav98q9ioNMOgLd+E/9EdkF9IJy90qel8VRVZcu02T+gVlVWnbtm6vgWpB1iSuBjya8cMxF9yj5wYHvRdGOFUj84YS45NKVLKeiGxpqRfIC+J+nXX/ZN+e2kgUsy6tpAaOghqfxUv1DJyUrLMu+v4z4r/PXpQ85yi5DhGylpZtSZ6lW0ZtLFTrbvz6EaXAEqF4YmXteC4M5kUzwLUwBVLpc3H3y6MSERCPxTJm4wK/oJlNBZzZgbnODwSi+BBoqfQYKjyNrNAGxEp9XGbHAvgYQmQiLS1j2wao8X//q7dXa38HWvvhh3vZNuwi0e9IyiKigBZCMYfT+EgVokQgRKJqiqwoS8uG6F5h/qQz0kQFBMbEPDLePkrC2X1hWMIGGirvPKX/jBeN4evKk74ptNFZA9pFeMI1waq/DbpGG3Gh46NqY/pSY6ikSOLEdYZh1gUaghW6DUwStTrsH4pugLnLPjud8P4qWpHjP/8q5ho5kdvocNnigTMv9nfAC0PM+ocDg4mprJviYuT7tZFzTaaE6UTjAqPoZOIEr0eJh0WeJ+OWPrl0WTR7mtjoHCQXPmvGKjRWNadglNohLg3ZWXb6f8XnAO/XVhZdXU5U5dC75nJ19uXwBlVpjjLZbYUWm6efuMrJqynO9X26U4xBw2fGXe4uaWgErrRQXiITqTiO7PQzXACeH108O3yBXvXNYcOaAMnrAQzdFHDdsJF+Aj8+rTjOqBGPGQrwg+JDHsFeveFhceMX/6dMjQ8fDQk7E2IY4ZoIoafhkSXIJbkBftbvflU3bITqN1TV0jnmBf56gbF1eroXbSA7FVVPMCUR8UisMZqXZvpUd0JjYIPCjsxeSmNFxzEt9sn1BrF0eYEfVv5XQgztRD0gPugbRVm5xRmlXzEvQSbxpL0NblhwdbHbFD1r9sqisiqqaEJkZkONhE8ZhQO2jo7mW1Jd26dHheaos6PeUSnaDnZ5iessw3DMsDqpHB3D2y18IGFZpkUYhLhp2bIGURmkaIP4auoaVUHJiGF4SZyeFyjvWG38IxeGhs4GB+ML/PDQRYRNsw3DZ8evDNo7rl4YPsokgty6sO+qNw4Zrr8il+TVgq6s2Sb5HpPs51nrjGsY8WikQUZuCWGOREcm8nXzvKl+W6hx2ef7wDI64Ljgb8bEEtd1UgwgX0zqif6IHHbAeS2/r7QoBxr/EoX7fMjO5rzwFeN6yNoJShiHA5L87OhytlTWlGNJzzG+v3SJ+BRc3+2+/VBHUpR+yM1/72lFPkx7bYh+84K4XJwLodEy8jg/RBXGJW4isPgjDTdhSfZJE4xav6GkKg2H2p5L9bycZRGEAbAiiOatjDMe+6lW2zA85PV6ukbt7e3jGJMnrlIVZMWaPt/fDytSQu2GljW8bGjyYw/z4+oMBJQ3u6RFwvvJVRwuHRCR/1p3y3PnLzNqglXjzQMCZ2xMcNQcGu46dm6Ik5LpWvW/gwGAcmBsRzc/qKqvFV9lWZ3nhQ+8TvKHyGDZd9jbgRYY4LoRrlfENFVkWlVVClzxtxq33PYsNw958a9H3a0d9MMxs4IuXXVduTZ25conn1y/Mh5m4PUZDWtTR+CRjOVMdKgQb4FSBopZV1NMvSEYbEFxnF7Mi/7VIH6b0PLlAnPF4aH2nncR6sHve8ejG6TsJgM8wQxPhKmesU6HDxqR0hyA1OO05DQzzEzsiT7NmhyWdAKrlcTixiMfNi+YiCySE0xz4F+FcDKELY2jrATuWWWvDAkD1E2kZQSghmpVV7rkdvoUpo65GaXp2a98pbgesjrRAy49EvjSRXNFTGzJrQCaGbKcRfxxWkb6gA2yBE13KFt9/JvWdq93bKjV0+aBvQ6fuTJ2VZ2xq+O94w20SQNJewGU56OPyCWejZGYRzlPyBlBDxIs17GqKsTDRiFeNYgrf3t2HIiq52H8Ymg8BovPtrsxROQedeEnei9cljY4Wq0KUHhtT89zZEBOKzw/v/Kqm2+aFuAmawArgy+VA6ml62qnD7NpRl2R+H3zsoWZmfnJi6OM0ighgqbxAUtV8rpOUp3YBySBk2AYS405dyb9E6rvSbK+h42LVH5RunbHV2quJ22urnOeLrRI9OIFzz5eXd2bc0vVcqSqiegJdHC+rRf5z5bbn4XmsKGhi1+fbe9p7R29MPLxpWtjgunYGF6ujMs2tHhyEoKrwlau2ok1UjJTExwDP0y5RgTEG5HniPaZjs3k8XTEYrLIXRu02ocfHmtHgdF97Yq7ravDe/XjYJ1UTpRuPEOwmfywEqYVCSckT+Fg+5dMezyXmebgMRI4AAtryWJeLBRwbx5iLo34cr05NQAZUip+W/rUmc1Fx6IxhpmOwDsnWLw+sz0lgBoo1Q+p5E12VxlTdomgVsZX2zCxg7cr8OyVxiaPzG0gbMpljkNjVbhWcZ9Svh2RcpvlDkxp3O+GY0ZGzvTYPR7gqhsfI6JXrl0bG7t25ZOLBjRQkAU/exG37oULF8T08IsQg6wWnSQZGQ9TF4W8BOxVVvzNovGhkANM8QEyowFvytEUrx2J8tXZ2nHv4GCP581o8eUMP8kF0Lb8eAkJgrVisZJboU5kTPTlIhLMMhCpduhLcC1FcHyRYiLzYsLD+CwK2pZBEmGzH0DcLRwwjrLa2PlkQJl7MwwODFXcv3IFmsmx6jWqBFuYUbr2YP1X19+Ub3MCVk+HGncVtZA2R2I2lGMouohLjoFpOW23sNLWZrff0WBXYnZbc/RMqwfO8cJIwPgYrHWc9jU+NH72fqQiJCriwSc04H0wSP4KiOJhEYrxl4N4GHETsyvhJZgeqVLNnFCD9AmHBTQIj5F6Ft2T7nMNl3/fcMXt6ekKQ4ui9BnL5mXZGT9DPMyZdOKknDDMdcG0sL6OVg8vwU4Oqe0LhyDsBEkzFuKlCsmFIVK8mlxoF0w2PDqFiCpgw6JVfYf2KauT1Dy1otduqpfowypJCFSUf4XjORyn650s0tFU2/CLc05r7jaiCj3MCSd8GL9Iy2524Y3stdwB2DhjANoZGF67L47Ej18DrhcCz8weTg2eFQ11NLW2IlikZoMbLgiuBia593PxQpAiFIErKAkJnDYybgpQxDLlCwIb5j4c39Cg1h+DjrT3dPScu9jw+9hzdjycZ48Ke8CEAz5WrcCeoQ9GBblSVONA5bT1QyvNBkFc9oYqtR6p0SsYNHJEeFhtFKAvEXEbjVrtOjeMoPKTRzufSS8VZEQ0Qf1cJQJEW5VJSk2DOIzcjJrag3eD2E/9iGTqd007Rw41d7pciJUG28gmwM6IcD/slSU6NkwcFmk34Ymzmxy9Hruj+061SNMskBOsz9svjoSNww3zjF8MG46RGXFgyptIalgPIwdlvwTeIVKn9HmS7dEPl5cCVaSv4CXk0VZd/ALwGiGAqWloCEOnXVePfWz8OvywHfYqGQR3KAibQ65otv/8K8h+GYFU+87nxfo0lFaHmbRcAU7YpfotBs6G0Ml9LBOK75KSMT6WyxwfdDiwyoSlKmxSVqumtviiAObQiGz2lt/HP2F4rF8kajCgnOq/HNU3dh7yHZJ99vmkJL95rQ+Tup290vsN+YHBjg47izldTls2Au+CqnI5wv0w2clqcnIGwHGHkLg61jgr5k3KGHgv/P7NcYLKK/ba2KVHhtVsQ7iM6bBgqhqcwj4OmgxyOL4MeOmHcbse449F/qqTOo305E9oMsl3YIEH2SsTb287gr629qucgJIeGhU/K90ef11/+RAeDx8cj/HVLKKaZqBuUm2PTyJwEL1SURCa1HziF0IciB8kkZGQ04bYpXGMg6H5JHxiGIxfDSswuBaBDHkoGWnJwdd4wTWroiTnn78c191/aLbu9BGh2L+lz/rBa9PHJK1uh9PhFA1EfHF1yeiGx/HH2tyMig1SLeMHZftKS/JbHPTVrraBO5UiQ4+e6YA/77lw+U3er0QWH1fGzhjg0JDPCWEoXZjh5CRINkn1RScCdfhfLPtHhPWvKiheGsMxnPso9iTd/LOkFw6HE02G2WOj4EBAlnXhv9hU2fQpCkuBzA2lcckfV5ybe48C4n3dcH4IZjsVH0F7lO09s+7TyJKHySIB6+NSyZAkWe5Y9RTpdGvi131L6MNgQ/A6+uN1QaKoSQOXRDbwZudNuLgc0omGeeKHKwpzfvSluB5J6js9enKqv/5+fvPpzoE3fCz4hx++0djX1IfThNfmlhYoczk5StfW2b0Zm5Y2SLIh6St5/4EeII/L2OE5efsGvRjD0TMej6vXfeH3Z6+JH1Yvn4yFNUiFSnZniFOOfzgM0xihE2oNwiPgEtWQb5KN0gUSN0lCyj6ZQIal6nrDpwz4XL7gRqDHu2Owffz3+E0aFp8A2X11HzWIbzP/Gj6xJ10flj/NXNU0JLuwaFIsAVJXSEmqBsHd6Pi4iONQXZbsaGXiLQauZTUnLmi+RhsdiSv2W+uiVaajJexKefFh1a/BX6qL3qBNUh2Jd5HnfN/S4uy3nJqapw7Y2/qtU3D98FRSflZ+/ubNubm5+dh8NpCfj9b+vpbezl7U7Dpt+dl7ymA2hzdwhzOVq7daMaLj4RxPp82XoPEtRQ6fgVUzHl42/skYMpxrVwTYc0NHpbQTIPS+in0NBgmByB/IOxVAO6a9it8vx1p5FTdJrU94AqXGwl5S/KOj4WPt9CAUKRq0I7FSuz3p0SWsoXnMOK+uVnHQFxpX+6wbSTGyGVlKffffz2YrDnxwKywfGZaMdEo/Te7IieE7hsr4eaqtC+RwHBZJRkfDXnHWzw8MIqo08ZvtrfLCn6E67lJjt1IHuqwo/8tLdX+CvIDDOhXXg5Z3Bztu4frKy5tzoLxWUrAxDaA9VY5aHKqehUW5jZZmV6drsMPhsUD9H+2kBLVqD8w2t89BmQKX09N7uvn2yjCm6DPoe+sYPfO71Atj1z+7MnThIuLi8atjQ0HxJGVpbvK/KlBAkIefDV7S8cY7NGZ9RhrDYfiKghJIGFP1J5TSsNLzN7kqkAtJQSMC0dH2dnjjVm+X9qhWWuMmuuVw6WkCH/H3w9LaRGKCkZFpoW8wrDrNeSVILxrrCLO4rV+4xIhw5t/4wbw1tAyBJN9RkRrDgPseWCf1Oa7vkIg4JCiA7VfKtBH+yqFXZpupUpyI0D+Yk725KCMjL/kE6fpXDp56/vlTp07t3r2bn288v/9lnFMv/IO4WD9cd1ucnnetu5WXfuEQ9IhLH0MyA6YQu/KlHHeMYuHbirdWW/BvUULv7fsgt+Zx9jGxFppRUtniHGyFm8YAtMPhd8XW3vRkMWFdCJx6xs8c/X0YqqRHU4cNl8Riz5LAlRKpYnylxYdZItWkRTFcHuKYlEflfoX7Lyh+Us/oWfb6qvxWdSCKTp0hDB0eg97PLg2hONjh8g7FIHtSmFKpT8NExK8fUTBVHCKOwbjSV65oDh84CplKMEQ64b77Jlpg2XGnUJcqDb7geRMxP36qNtr5ISrN+ZainBKCJzcEM+llVUrm9/F1InsjmWhcnF2CKktGbuIz8KI7atfKgVR41lp1crNyoXu484UJXJ0+uKIpotUp9vrh7uTa3HRqg0vuf5NTwsHrtrKaokpr12nXoKfTNpBThIYImk5VWd5AFwoCbRziwf07zWArC/cUTXCJJtM/iTKF2331zOXho0cRK30aAlyvXSOuyCGoTYCjihqi8UKK7f4gmfIAblJ/xUmrKS8vAT/MbF4iJrlbabWBQgKA9XcjygMvfDnsGu9Zp9ag3kQ8I6I0Ajvyw1VNRhI3WgxJvFtnc6SeQ42SjAI4PEyyg4UH2Yj5zgdyvfPWaIMRB8fF4Y4VJjEkWCbipZ3g1rJgoqrCa3k1rsiB5HdpQe0p3p9r0wuQgzxV+tRTTxXgv9JSrEt56rHHSjfm1u5/VsapOqfh6upyWg8+9+ypzWvzNpZmgEAqg7GWllWIrn9GBT7LyAcXVKCDv7rZ4bR3Obv6NmeVlGVg6fq2tOw+h/N6t62tlTqKTqevwaZDdj5PZbC/0431dLBbatTtPjtigP/SzGXGMzb2UXSwTkmE8iAhpVFNaH5GGc0mowFPPf3w4RI+bLBY8BJGEjrSxi9zOjB3Wkc4Of3hcW9rq3toJFh3+UwbqnW9sQYGNrBTRlb4wh3Q03n/UKlrwxlKuOtLNiUaGwJuCUvc982375c7nSjoTSmLZWSdL/z0Pws3zcJGaxZy1tFoYbOxmDRha7J0FkvYJemVDkcsVYnW6FfXFpVllGbV/stzz/2vVzcAFe6OBLoFqnmvFL86hkbf9JyXn3vW2uLrh+v3NznaHE1vvJKfg2mq8jTudyjhrJw6W7F2ByevOGNbuVrNY+11DNpbnTZLTt4G/KCK3Mrezj/mZmf3uVwdGG73lU2sBDmVUTzBTIy1I47p8JzztLq7zjYY4NeOzh4fRwB10aA8kiFGL21g86KoMCGTyaaYuE1PJBiNbJdXPGIVfH/anvSlepFMoo9Tg3IkpgxsmhgeuTzejjz50uWYKMTFqFycWxatk1ERIstZ5fvvu8+vDwbGHi6z6fItzZt86hZ1wh7L3nwsRfvOD7AeUtj+2aboRVu+/Ly6GIPsD4TEEVOgG0D3wavl9cjz589HRp5/fQ07neU5EeJEZguDDPpFtWtzc7b891/U/6nvg589Vi67XoEmKy/H0o4d41ojMH9lG2uf/ofMZmen9XlfP+xyNGfW5paXsVmpHAt2EABbrOo0ybE05mwtKatRrmmgo5M5jaO5MruoMD231nZtVW1Wel6+XXSJHTZeqLcWuJdjEFb+3YqzXtiO3TvqOdfRO3ru6tlhg+HyhWsw17GzRxEuRJnMxsCwhAWrFySERaEtbD7XlZgT1Fa0FBPMSOrqLNMha05/knV1oe2Yx1KCOHp4JHzZmwkXL8TFDo1SFu5SWNilQW9Xq3eMy1lC1XodWQPHcoHfQvVJhkE2SPpW1JebBAddkJARs755X4DufpGJN85Jvtve//mh0aGx3FCofWA+o2bN6+fDfvnWO3LeWhZ7PlIVEXSqlY+V/TlRqZsSk372IxjfaxZrY35u7tZcrrfiyZLXrUX/yFuzLG/nP+ywnHac3O2Laxu6ztIryB+VHctqhDR4tw1iLzzCS3R2OgabLdm5hVkTjVugGD2DrZ2epqzs7KwWWy4u28e3DvT0SseMp9FnmfuG0gkFkRWne0BIjo4PdfS4kINcu3pmdsDZsbFxsBNIVtGpuWBFYma1fP/8pEXLY42m7+nMC25lSVoN71dc9LJfWuo5DJKZ5uAlfjg1JGHoxpVWu93ttUuzs8cNSN1w/O2XRsi5yrZJEh/cgOZXp2O2IZ9Kn9680Lf9bFJEnD2+SIAp9w6g5+rvem5nk1mrmR9smI+Jbbk4IkLee+fAM/UTTvOZA59/LTZyjXAZCJElGYDO1Ny99b+Sv/KaxdZNMqHJahVGQQ7oBesAU5PyjTkvvPaq9WTyVDmgF63Otv9tzWOZBjdrlqXnNAmmto5eIupw8AO7VE47W6z52ZNltyaHE4OxnU57S/cnzVuysLIwq7LFBeoO/9BpnVKfKyrj2kPVGNQJ2D2XRkbOir4iK3XAFH74yqVUozlhRebUuh6QXLlaXxd08zeTgqN0Uevgh0u5nngDcdXRcYmUL5vU1g9dd3tHe3qgioHivYic2PF/IYBvv2YwMNKVkJvLPQRgf1yFRwxU3RLT7JXJsthSEPlMXSipCfoKE5PcuzuZj8QoolCU2taEvE1Qbx3orRx4KyyS3JM6OrqVyHcm6b8B2+nTnU6XrCpydfc1QZrfIhBb8kq3VT2Wlfn3+w7t//AZnzwHYFipCEGDbgRarU4AetrZjSeiiQf/vtkGSR9bnzV7QgTF6nS2UlsPoFtzEE/VWnvwMFDH1uOcesEWVzBgFoJ4yRhquC7N5ZHhMbQxtDLBkXNlbH5d7MqZuqOSUpZPcYVG9A9v2FglAQD7YIw0K0VaGEZix3u87i4Pq8RwNHgFrPhEY2ybezB2+BFuYeA60UDq/rL9wk9HT6JRnGC1qKxuKq6vrtPLkCMMXbooWa7RMGMl13i3J8GoY8RN0vP18289Cwj8zrPvnV8j8Znwmfzrt3Bt73R14Sm1tzRbq6cYQOPAH7Yiyil69e+myww/PdDvclmLMthZWJPd3NmG1hFHp6vF4vNW77I2d5w+3WHr5m/TYl0dFFzrOOdsgTPObwHqLbZrcLTnJkec1fgmv22uhJSz+V57rl4IueShysw14YfJ/P/GtPi7t+GoqqdcUMb4mJSMjSr5kr41BqRyEw03DNnbRzs8SLMAKWBli9wgG54pDTf+5shstf8sQETnmX4CEz9cVVmdK7HJDPrY6+YUveyl5B8wSiP/xQ+DPvG/gquG5UZGSyHHb8f3Hg+J4MrEm6pCe2+SgjZXL+xtmjLwdvnMKyvLO/R/pn/LVxptjjYL90eWlxUN4AFHYcbZMjD5L+UIlo19g51Ox6Q5tjhdbV2su19rsfZdu/azPMDb7MSoh0NGYdXJ3QZYa6pV5/tVL0ssbjwP57o63Fcm+5v+b/CXa3EoXKPWl9egSIjkCvfrk/M4EMsNyvqQL7yjrVIoxqHFDg4yn+Jj1Or94uhlIX5mSfwawPUrMgc/Yz8ia0pqsaiPve6K1avhMF7prB2qHonQ/xKuKUbRk9bFR/7yyB34+/ciRaA4SNKuyAlcnwHZi1YjlzWnVoGZn7R512ZZvUtsLKt+bv0/fmOuFoRBwBUIVGT1deIhd9gmr8hdmydwVVBV96GRuLNFwtvmTr6VVLJ1Xuu0Z9UiFcqrtDsZEN+ysq0ZNQiHayXw+d0FL8uvgz18+93jH427zo05r176i4TKLXeLa8qjJWk1CIZrVJ6jEUm7kdhzbo4isEwsurqcrseveQbRk3UjPIY8DiUchMwJFfLRH9fJpXMiYjLLB9ftCUa1w0E2lImam9RI440L/0v2GojN0w9o/3zHQaq/fy8CbAVTd3bZnLhpr+1Oh20gu7iIBrb/lR/ufz8/E81x1YSWBpSz26+ofqjJ4bHSXjOKK20OxMAAjifpjdcObt4yYa/V4gBqLV2dvZ3dH+B7210k+pWJOJtyNmBDS1HloAsu1t54C1dchWVFCpag4Ytu9DOKctDo1eiYszKqWhf33btMFPRBqm8N5grGGrhGSAfhSIJttI222utqY/G/g1IYMFnV6YH7vv2L8BixNB3pPxqcbNH3i5uImrh2qcUBVx8R5eBQmcVR0qvB0ieBo0/Ydfe46jV8qLR//nt6zDsBGxnER4zTvZpfTXYlNdpOd+/KOlaGPTpwufX7duVn5guymUm7KBpTuOs1/6m5/taBLOS7ZVutjjYwRmKtmU8zVt5yE9c39osvb+zuhEU2NdnwN7vICjrxpjqbswuR9uJyRhh6zmW5xQ0XPl4m2Wt+SJ1hBBxBG0WDiGtwzNFhnLoEwnp39mqIWqdwrari/RrDUqVuJMUGN9ALzyvyJiJq3oHeSerYAF7+nveLj4dFlIPGJlYnBOVM9Ve8KCZ+ep5j4s4QJaqlE8vXsRajY3Xg7u2VtZ3X3/vScdZfL4PFinaBNvh/3Gr6tVVjU3ZZ+vYdeC6e3bElk8AC2vdf3Pf0y1lIZPZPd8Sw187m2qKKspIcRE3OztaTWwDjET4lu27dr7vr/+4Qgd3V0onwpB+3eCtDTiYUALavevMfLN0O7OwAldg05WbaunWzoLIk7vKbeP8h7jXKYp13/GgohhBNIfl3PdRvClB+GP+xfzhOz+b94fDPvHS7baKU3HaOdyqNlT3PVIYbRMOEp/3GcIOSlZWMV0oK/n2mgWrgFTcbb9o6H8C4VoQ3rNpxSOqAijI4Uca7TmBTTNzYHnLgLuaiQuJVRShg1k1cf1gNDaUMLG3er0TT3ieumTi7Dj1b/8Ps9McLkz+chuuOJgcIp5zcvBxrW6uj02NJ2vf098VXHBRzVcBybPoggd3eDA8MOCGz52qjwcqYnc3mau2zWPpanV0uwdU3mN450Jh4vR/Rsnuwa5S3MqZ0tNpUo4RMd3u/ptIP70mjH2b/MAcrP/2ifZCz9ARQDBa/aLd7qG/OlnD8ICbN7UMjSrJOVLshbjyTfpNKLkQAGeoh03lEmurkvo9QytOoOpN2nolzrzOf79b6NB/r0dkSefy5uzj/cj5UKDHNJK4C5drHHi/cQgZYcBVQYa+7dn5YX78/5/Hyymm9TD8+hGCp87TNOtDkcbYO9jXuvAn8G1NwFWnjV6oB7OZuJ/PDQQALp93W1kahGFdn10B2UV7lgN3h1+ZkRTOvu8VK4sJ7ddmbQ6D2wO1p4wM4hHj39hosvISUmWr2EFeNdnhJO58x+YQ3AMXU7rV39LS3e6hwLq7ZBYxHe1JSpelarZcCV+jf7y9su/QkMc3QGeOmbZ9Qk6okhNidD+NVIz/aaHNU3II4HLzI14SEOHVSHpqaKSb+BRS61rz3jK9NHTn+zuefv3P8SL1vyPPe6zoNu0B0v5pSOU/asnbL8ypJPXBoCzGtBrJbdsDgPsxcuzZpmr3+9FDf6c6WpiZ4UdAFlp1ThkH2TbVX6Yn6kH6zuV/ew94OeD4EwLzIPC7PQNZjj1cUZDV2ne7b7gsryvGtvf20cntr2Mjw8FAP/vpgrMEYWz3NrrEBICElbvmizBlGBkxB9MPsSQeNLf3Dgamxdvc5hEYSB8MJu91jQ3Fn3kyJG/rMDvsdFH/ci+kT7/iwjqGuxMNkjvz7h3lb45N1OnbXzIvN9010WAIUT85cScP6Gg61L0INqFToMbPuc/B/7n3IdwkjGqTDXvJ1uG8ti4ycMycydtlbvu55b9gaXgq34iaCfeDg8/sEVrE4Za8gXg+KAe/fTVh9cW12NqHnpdLmBF1j3fn8i7tf4+g7Uay+db/uV/F2ZuMuq52WwNCWrcUg+yke7ujLPlbGRd9Z1tN9vrA6HTBpJSPvvfT7gMAR7bnRrp6OsNRpo+DbOQVuwhtiMsdvypwxf80okB7INPLD2JA2MtRNzpnGijjJ3f5FytchOKP/XfCCz0Y74IixRIT3LHpvbjTItK1SYpRSYIA/jyjdZ/CxIuZnWunbEy57CzkPIu1MuGHlVcVRwnmIE9cwmlIzynN9rl42SOki3qufapWfR0YGyPhR/MORkZ8/42OwkYqrPuFj3QpVpV758+rMxszM6u2Hjtwu/GpqbspOL3ssq6kTuzbONTdZBzIP7ZtoDr8ZD+9i69RL+zc399pB7bfK1A5vV7wywXC1WrCVCe0VFcWbu31K602QFO9A2b2Xhm2/Ch7x6JAbXROtYSbfJCE5wWzE1QXCThc/zxy1yB9XxMNpUldHXzj4Jq0B5oqoDaY5iGdmdDDu05GP41OHY4e6vCgGdqgAimNjXe6x8HghFYQ2Uhp5/nMc4qrZ/QDk400+iU6iycDyjVBVEnYx00GEBaaYBT6qV/Ifq9Ym0c0O1Mf6cENLjBqNz+360z9HUnwRhyu6QiPfm5rWHo+Ml2SauM54Pty5fcv772/ZfmhmyWnx1ZbKmscfL/5uM/BCJwvWR9pxye77qcRUk45oX/2BfS/nN7awEOASIWKK1/IOo8J0r8uWn16KN51qXE1T7bWPdLPDNujg8CtGoa4MDY2NejgM1eCbSiRFm0XUX6YjNBhdWjwjrtLghGSH/f6pq3m7qvu1w21fPxL/8PBw7Li93c0YSv7AjgAZrsV949OHhSMMoryAqCbOdL/C2NirKuy8Kc53XsE0RyNqCVJE44eOKMqKPZ2kvKIVITtAA0VYzTfyqgybpwn45a+nmOSfz6vyOUXCOEAfibvXJ9dhi9Pe+tvCdvBQcuahN+i/b4erNSsN5MHAuV7mBrJhEALDH1hexP7X+t2ZuzZvbsx/efeOgQ8szY7T/c3Wvi4Xnarn3AQVC7ige5n/jzLkDKELy5SCDqgskI9/RGrrPNfaCivq8XrdnnOtbFIJTJ5qrVF446TqGBgodZooX2aAxAb6JTZyxkD6JZYaGyKuexkFq4E/27qR+JGjKUB1FOSwWt5EBy2Pk3domHKitDW1WyEo2E8PJlzp+qhOXgxRByb7/Hg4YoZVwJWoqbZDTShNjZVdYQilS5xNz9xVMFef5Gvw8zWRn0952z+PxDcRZSppucQ5P/WP39Iy0Yl45w5j5z/9/kv1d/jjnwzAD2flWHqcioqjCDjqQT19AycHdu5/vs+S39xlHRiwNrtPn0YZljYIPPGOse9a3a4dkIPZSvdYxf4MS+PNOkhLZxuWnSXX5uWCYux1MSVi0utB5nHU9KAPU2dmvU2p6rOfmhlEor+9Alfaq/ASw+vtbS6JhfkNl8DBJ3xha2fC08G7vE3iOUmvvV/8vwZgqfqX1MyI1m9vg2rd5VScUsz0pRy2p+C5419RjWuioYXbFS07MuQ5ub2FG18k7g4wr5422q3RhB2fYk2xa0QpPThIzXnw8l82xevujWQkoJ6EO4D3pz/d5k/+f8urjV2dzX3dDtfguTapvQFWllFRXW3uY8dEn62329bficJdk4pfm+B3PZJBMBb29HKjmaUoo0b8MHT9/zA5u9Hd6WFmnFX8OHoWuTpWDN3lcXvH4xt83rcVZnb6hPLBVe88vppSfHlExE3EFXNe5Jvi9EeH2mGSFAzzdLjHfxeTMAZbhfWKOpwKkdvY7+/1fhYWo5NHRjqHJBr22yepxpkFm0CpwPo8d2x4YHAECJTAnkgsShQl45fiAQhp8ITa7byoJN/pHtAoy56dYq5aLkTVKeckVQSND4oHQhh/R759h47hF3a/nNTYuGPmC/Z/b2lqRR2dRJEULZ22piRg2Wx3Onic/YB50A7FEE/fZIkHDS9486TOiWyH9gHHbClEF42InGbsmQiHBnpOOx2tTRD7L3u8MN+OfAO3rHfU7XVfu3jUIEMKk6d6vV6r2i11oSIPKIsHTSt97VXm6dIKDuPnsH/4tzdYILIrGN9cdtXt7RmUnVySWfNXhNbd/tlQyIgq06jBGR0d6Ey8v5rj4vYeGmzM7GTfGxYND0JOILSSI3DI2A/ZCvWqmxQTnn6LmIMC4395KzL66S8DgtVOdvWwCbm5JuzIrb/wtUjQ35HfnBnTZ/e9eCg5Z21uXlFeTvL3ZzLXpoFOh7QRcmsvRaMHkrFobFXmgLWvhc3CHXCyuLzsN0mk/D6qwTPK7IUzBrK0D2d3Y/GjSvlH5Id5LI5ODAc0ItSmVOJAaxui7e6HPqLARxBW6OhjM6cmd/EIN0SIQXWc0mv6uDLer+SH0TwMbNPgh00R1ylPrzZLXLnR4+3hVSsrYWQzl4uMhNt7fShi2MCLT80rShGIhuevUytvMO5K2Qce7hMR8ySl6udQF1fLOInxkqRMSumcoTaILIU0PmebY6dvX8TdvOzIlARVBnkCGWkJrhTPDYg8cCusup89rBHfmQnVV3ZknrRai9IL0GpaVpoz03Kdf2ns6zyH3A+8hM0pzQ7JSxYsWbJ606LEpHwL+kkl2ASu7zZNVNdh3RzZwIfQTCx3Ums6H2POlAjAqcgT/F1gsVpqc7dlYDBgW26TCw/IYOOm3xmCh2M+RvnTGLdral/YzV1waihOJOH1sZU+vH8McJW5zJoa5K+mOdfdYDJlxSUJRLsdqMoyROCsqgDe9utD/zZi4DflDlFltJNzjX57feV+VX9HiuemlFeniSkYWO4lfxiMg8uV+8OVxB9fJ2eTAYg+xscLM2rC7NWyX99EbW/kGml+lwK9itfgwSOO38J1lpbDD/f92P9O3b19oNnt+MZT7OzOKCvMeWUmiaYPuh3gAJvR55aPSg10vys3LVjy4OrVxDbJAmKxF4s4gGxH98Cr+X02R6eT+b60CgvRRH8HOtGytVzqLGwgz5DCHEImVBPyyjIYI29AYRdJri1zgZGq4IxMjQu2+8iS4cgSR9HZUUILqUFJvva6/tGN4BDT8AHe3xR7pQeJq2Q6/GpnBHXOQ866S467/Xpc+AhEhNQbTwvTTCw34Q/x75fQCTL80PJ99uty2VSHK5Yzf0o9gEkqQ2IaqRqTnFjzHGFA1cDnrDbjoY1/T3CVc/y8jlq48hDwUydNGFMCq7+/D4kOfoj/xuUXkGQ42vq7N4Le21iYu+X5GSz6F//rpIdDrk2FZY9BJQKcfWtT9aoVT6xegrN0RXULWtacg0LJuVq70VsqQS08HNh+fJCk6wDGjpaTxaWosyj12kershBbQZO4bztlTXnr7slqPu3E45McGwXAmM0EGRfUTpnJ0k9MndIziRI7GdjoqFU++0bZZ4qfIqckzpxiHx202VsnoiTW0umT8YFabAc4xS/ifqs3cFu7sigamGpfUYNx/verPFkAi1qxHL4wrp9WXV1SFy+PCOu3crFSn5/jkWqgZnKJ1fy6abl3EnaQQyFS+iQmcWX0L2tjlYsSVxF5/Me3/HAEHnESif5CAqf7e12OaxmFuWtzKnfOvGlyv6UfwLY1FZUd25YHuWF7b2+zJX9z5krcsUmZSR50Inaqm4r71WEJbb2IRZxOgMpf4Xpjw6KrMZfjOtvASuADEwJFyZicbM4pfLy0igIuWAGDJ8TZ2YcVDkFq9CbYGHcL12r0iMjcKV7FuoLQjx+g+x5xvWWvD0etY/4Kr1DOPAe42rkkZKK8z5xVqH4pp3vtY0A1Ws2D0wyVCJZacU/nOYNeOI6U35SIE58E8zSze3VB3XzySvwzhsUcw1EGzgNDlVcDYfU5D5rZM6X8sDp7Y2GgvBIkmEb7hdz6kS/dstdZIh0e5I/r7pPtHo+t2do4sPPU0z+8Tf6T2OTgGrKWgWIMgmy19Nptg85Oex/bwlclNndxXB09prD7LsW0sqYJMOHsUFBnfIKG4c7TTVhIVwVM0SucQaqvLC2/G+X57MJidKOjL7QC4TAeBId1kXGWahzTBEy111qIHfJCZVQjsMuIamhUcJJv/ipxE8uv5aUlcaYUkMCEES6D//XSZsVyEULdSDg6YqCfxFFreTU3Y6dAZsqhQTPhKgs4lMIT7dE4ezpNvbouRkbqdUovlf0q0qIv4KpYeJ5flSrRyB06U3GtRxqjUymRXK6B8ng8HHvC937F7/oTid/fcXJgoDFp/9MvPVd/h2lYB2VoO5u355Zv+2+5TU68N/a2TmfvOSeSn14UrLEe3zVRpOadek5daLQKdrihsxS7uGtLHs8ox0XKWguGYiEEjwl2dDQOQKq4nCNbRZZWXOMeyyZjkGwtDvXBFQ807FUr0SGti5tcmTPEaDKn4jqLcdPhgrSaPaitpz9pCrk2Omgn4U/3yzWmqoo+6rXfSBnWI93HR6iApC5VAY6iT4G02+l+WOIpbaSWNwAzVVHjNy/3X8ZgDFST1io/wVG5DSHl6JiJAom+J8GkE93VR27Za/3XIpWdKxUoNcQ7lUk88siaIMon++HKocenn37tyDN31N4a8LYRIzSavp9XmlGS1X26n5wqGvKFUuwQC5WlzeoLvwrF0zGxgMWBbqra4sepv8awSUiDtPJ02Osg/gKKATSwp7ZanbB828ASPd5fVaDWp1ROoSVMUgXBRxD/giQkgQGmBN86ndyv5VXoRtxTjP7hkOtuu2RcpP6FMIRwnsc7OJ4yHBOvDQe/F4yoBigSV5bW1NYr1Bbw4scjEh45GlUBkO363yPn5XtWBtVFh1Ljg+sIBX4Bl9ErEk59nf+anZXm+YFSEwg5UD/lglWbSNV8iOzsCTh/vH5KIhQv04F7Z/Kyv/jSZaCWd5m9w+yaDu7PeurxvA+abYPvIjoip09QASDwxeGWZlFKJNb44MBrB1ywve+7WeVlapgyTZXQ0IcMe+0f7HK4BopKKfNUmtvHRsVmS8q8ANmKBFx9nGySIUqcnxIzorw26X+fHt6FxmD0DxdUqRl5xE2m8BtuPmSMhAlsKyI4t9jqPDo4ofbio2KGUw1MQqS5lGSSZJ+I3fziYdqNRD8T9XUYOxr6mWr5nsqHzHUPKMaJGRHlDYXKQhvdXHP0ilq/JZN/UaejBEJQ8FQ+6afLIgPIS4iegbpeI5dNqegc11JRhLjey3mR1yt1I+yWV36xY21R0o5DGA9obrGTaHKAliB/jrjK5ewXXHm5IlzqJZ3jQqxsb8LslQigUXCiRsjbw1DCpL32OjubskvKhTLOAq5tCJtiotl4j9ELtASaFvlEFng6pWrNTCIwlMmQfn6mj73Owrx6iRprLqdOrYi+dCCLhjeW/0dHYauxI8MSnjIPCYwajr0Qtz5ghLVRgqqTIin/GDesHy8hVx3/WPwwDmEDN+J3VsWZzfPitYwSxKbUhtGH9Wb98hkaApI3hdVhDRRWEWjfmuI8D0Su4S2u/jnN+fWwKRjW/zlSlEci7gnX+h19nfC2sEKb5YX6Xz196pX6I6/tO7VjZ9JOjG/0tdhaHUhq+ns7emz2KzRaiZzUMv1+l6fFujm7qLwCDpjQ4jAJoUYM7tduR2eX9buF+H0IxhRntTgRa1lXmJgZwA2TNTct95Wy5RSi2hkES2EF1Mdccb+KPmIVfkiN9PsbY+Lcg3Z51MQbkzAMG4mZJUYgPJA+7IYd5OJYwjDDJi0ZHbWwTiYeZ4qbtLQ9aQaUXaVoMZpPQtAf2eVak1kfEyR75Si5lwoZ+PWLk2eYkESW/v5DJpGrjw951qfEukYntSPJmzFdd3xqkQ0NE2RVte/U38vCjZ3NuPY8UIboTnoNME9U5f/9pVcO7j71IuHduRPMv8WSlJmM1JYHwROjE1Ty+vIxYfeYjGulMRYWWBE1AeZt6fm2zubq7OIKGisEivO7XYifLctNEhAFiQMypmz2IXOi5+CZnhVMSGWdm3npdh+2R9XphJYA748+mOhYFCoG1cJheOIxoHpUi7CMHh03oG4kFkOZlL9sjxtRhXB8f1kmzEx29nR7DQyU0edAceJShaCjnRPFrg7/U7loeViwCZvVzSYMpOuD41as8m8lVt34Mkw3B9ghP633mdmIFKlhGXqPBCfhA3pkAC/xiHfuSQPR0v3uICIaLMWxfFg/xY7lcq5/6TVEXjj7XvjhwUwvbkiV+HNZfou1em1RTUVFBvysHNoR7lZesMc2ZADXltqtBWmy7KyqtGigxzOIsGmBkZIgwthgktQ3JllcFwVQRNJfBI3M0262RSbpC2c+PKnfdPSG19Uq5D4ybPeN3/9ep3SUpFP4gcthn7lBi1E/xB4bBYU+gKlmXBVlOB1XGQlQdC2zHBzRyQvQ+8dO6uzKXLR4xeLFizGRnlh55/7wzLB5/JGvP+LT6n/izxhqjliDEz/7zwd8a6u/+hyDneiwuCdcX7AMQgbEyfVyU7rZfPppGHrhy4Fkthbzim1z9NuaBrKzCo9liKSd6AIQTpgmvTAHyivS81sGsBoJcrYi8JRn7e0ddLQkxUZR61DtWdYFmh+aJmhmNsi2OqYNiCsrfcwV9hoahXl1htswV9H3H4lrR4cHczCx2xvhI3MDZIkWYIm6nGJvRxFPHDUaiONDlbikbFeX1NEvHpYdACJ0jL8mEaxQxVo960r3drb/x013xE3jPpV1Tr3ufSsk5HxYyNfeOuGXtsBkA+4R1/rdVjzpnMfo79750h3/6jMvnux3eOwgLbqaLZVZRcUVFST6EQFLu5G8lJZL9ESCqdDSV5kOOYStWx/NoMBTE6YCnE1gm3QsSXM/DNI2w78m+bwHq1LMpnkGnFQj4kqi6ne/Hi4p4M/CB/UlDA033GSGaZTg/L2fLfjtSMwD0dHRECMIGbJJZ7FkaN4vwg0SS4WTwRTuXjvdD8taOOloI7p0wXIQCszWm+8V2MUpq1dUT4zv0sdrw6besGqg+fjxE8/AcvzPOwid7s0Pv9wEE8TpcLbsPPBluzmsrc7e/q6+xuythaVQNZBQiV6YwTCPiCbSevECXHNrUJ1rtFhgxhR4anX1D6wwSi8CAlU0PUMjCQr2PufnK1eHper18zRxK/Jn6h9W8zny02RefY4+ob1HliFS3BKiNN4vLsWiR7QhJGXoM5TY2Q8ja/XcX0TET/J9tBsAONPeQVlzgsMBHFFYJcLklfS8Y+/hLNprqqtbOTl1xUPq4a7PNyMC7slef7Gjz4k0lfdryyE+SHc6P3z/ZIurJT87L60Cu6wEPtGVVp63/OY9W1CuepxyOfja151dDNGS/GZIk9jyYWISrAYxJAZNEO1/c1UmJSauSp653z9oElfQiGKvoUHDN9ABPjiID5ln7ne328a++GJszM4hZ1y6E+VY7xgkbEFS6JTwltKJ8ucl1GE2ObmAckIgVZt69x3svgUgzWS/apxR5uqDzv/L3eOzN5K43lM47JBGUU9/M7vG73h2DzRZknNyD5cxEsI9CtZnUggenwSX+ILh4/temH+y6NHSmsqW7qzi8mPFAygGOvqSQqPU46/WpnD1W1j13T/7uF/hhzdI9bVqY0kC8ww0hkvnywTb1Cod/+3tbo9Hyjr83XP4VffQMEIpaW8RYMko3U5Hj4UfKT+I+IuSBCbjsCDzXnANNdFeRfZTdBtRKj/+Zbfjkb2fvyN0/6+CA+8F1/ofWrhqmY1n/X0v//pLGIwtHbbKbCwRkHqKYMpdksQVvyDCBWKv0gRaXpOVlYaSb2VrX1YaUB4A6w/SX8/3TFrkcYGJzjdDp7vGNVj2Nojo8Z49Nd/4q79cHxOjT/AKomx+kZ3SvGrJQQnaoI7JhXrtEQZgKkehN0M8LG5aXbGSk5Ki4q0xuRLRxI7muz671K36QN2yFT+fYEplHb9Wu4Y9/3c6/3Ac4j+KjviOVnsv9vqaxQ7GEGmCx9P8MiLwEz+57bO0f4u9pTavvKyUvUXke/BJGMUZizcu30aT5ZsOaFlkLy3LtTq3bi1P25ZnZWfgwCZcMcxkxMlJVVTLXpO7xjWI9gpHz/GcDeXphenFf6UzgnRS2/MG2fsi+Koep0H4ZTUoOWpfB4njcAGIEsQRSpTCr64+qQGumjaIrXyh5RJgvWn1XZvsqtjF6qtSQxG6TM1hgoCIPX5HWE88EBkZcaKek1P3BRDXe0lzXGwvwO3Ut/8Xz/0oOWfrQ7+6Hay27ZCMOQzIcJOCHBDXC4OVSroEM8oZc9qtBr9fVZNRk9Niy0nfVppRibDJ2T2AzASZNt9SbfjklutUsol3jyt1ufjYZFCQYGNJ4aMh+qOrvZz2obW6nErYnPiqQUkC7nUnjGi4jQGQ8adT4F+LoXX//DVC1epkgidwVigbvNmRLwizlcZsWHxXY51Jq017U8RMp1Y26PzxTAUGvB55/LbB078ff3vWee03lbmeiNScvxdcDw68i+yPj3bnjlPP/aRybVHWlsSfzHS3brF/krMVPpgjivTCNYCXrDAhlPuV/xdoJ2GDeDZsw54mS6c1a9uGisJGO7Kc5qSwKI4Tw2RUvwI/tXPm3e1ksOiGSN8afjhOCS74gsK/iUpNHQewrbJiAtYpO4jJZWNwiNUAj9eWoJelQxqWEpibBolon1/cpFYhSWegbI6VMR7W7Ph7iqdINQdvSv5SW31Qb47STC/JLzapW4Avkef/6TZR6oH3IjGIdWIyHr63uKn+eauzq4MjUb2d+5N3fpDz2ONo+8/xX1+4b0t3Z27WMaH3ebhWnY0Q5Wl7akgz0T6hfspf7kkT3gmop2edbGvZnl5RejgHMraDyF5TDUHyZvG9leBEyxNzl6Em81f2hXNgnS1TBenFGNMpfFL/6fAlrxcGK52JdnywCMuyLF972j9bP7xmYvWcLKkjnySLZWfog6F9TiStssROh9/hilpeG/xTDTIew0N30grZvCjOaErlHEqQ7wOw2yS7BSLU/R4Z9tYMceoRCjgF3KT690Z8KS/xws4X/b4PlRHJDbKZr9Nu7eurhsgiNbQWT89wNvedTqzdQ9cnkG5gzATThWXuUSYqZiuXa5WcjD252dXW1u7aPBRmcwfQRdzVZkWhjSEp32KRX2YzEOdJDXcXanKuGbgWMOqm3trfrv92cU1a+t/M18wdSbiOkRyPDGDJEZLJ42FD4o2IEWY2k3KhE2rvwM2PH1Z7Znk9qPlHWVM3WTIXBVyyFbooszFlMblg/5OfuCnMZIqSto85plmJE1DXSqOFUSO7R9XyjvA1kSGfH/h3n+m6A2+HRMaHo+r305uTHrO+BNd9OUWV+/x9+aG+fqQ5ShzH0YnuwVwoKeZVbz/lW7c9NHDaBqW8KtmbQ0zlU/Ia4kmw1dXKEUb+AYj+nzd5MAabhwelqLbbgZZF+8ByE61V+gNU7z2XfJFnDzVFrdg8M5arpvXBVG08XFBVgLugJD2uLnZDSXnJhljsARwJHxpsdzNkQrcpQZV5K3ROXI87elT1qISTZoCXoHo0YfK3V8bqOo2gP3lEG0RWM0mJT41ZzppvBLQPrkhcxdGliZO0auXiJSGo8cz/WqhIqwbr9OYFK1E52bT650o1BP01vOR5pP/lfOQ/vXX8+EsHjhw58NLe42/BA6+R3omb9noCf+2OgxyvbU78m6z/7t8Ek9Qso8zM3+G6Opy2Rkj3Fycn1vr83YMfeDrzsipoqDXEU2HJnY6HGRfTNcuSXwmZiO0x8BIDbfaBnMKKUtg/O0wHXS2ZXEmNwqrq25MTOIst4PDI88xh/gzT9sQFdQt979d1e0rwc+D1j5X8Y4ox5m9KSjdmxEbDwKKGwzBw5cUOJOAKTAEv9+Fd/LfhuRLy8EO+qLWSVGqaYW+DbOhViKq2IwruiQKq3BuaQO1k+TbaiBXc+qDY2DB1lhn0+I15QTyhgRzDfCTKXLe37nvLjCck4s9c9q/YlcM2G/EAIveifR3r7EJmY1VhJFQvudkOsEdoz3+n/qbBBtwJ1w/zC39Wuzb5h34MkqUbsHZIf4tS52/L34o9sosW1f5k6lqHvs4WQMSstUZipg2y+JWI4ppltbWcPQyl5WnSiE+nnFFoacHCswq49e1NTiZSjqZV0fNB+FNwm//xEGGOJnIpt9789SdWTnHHlatWJJjMpkQfXA3B305XO3vgf6PN6zf8t/KSR8PmB2hR1R0ePr/gxnWbrV0dr/36jYR/GzYIwyAelZiQxg/kzGm4zm+uWd5uJTquI2siO3TUlpebYl00W7rTgHAEYXMNUXqQnjwx+igDSucTpQWhq6K+uXjR4h/U1dVtmpjjQKKlKlWween5IZ+J0voa7fkIfm926XApSQS+w9snJvkm7e1xfTYp6a8rizLWnvIbB0BzE9N5u528DFsgAGBxWVHyg0n5t3Ln3Y392F5WU3qM6Q18L2yW0h01AJYa4qqmw7TnMKgmHgbLhUlNWdSlzkMfcS/yS2d3NWqvSqluwgkrfxc6T6/HyisMkeKB18U9tHjhokWLVmxaEmaEmPR83/7hYI0+Lj1dCKeS9IS62EcRHKd/45uzVPPtw4aYo2HrL924Mc7/EtZHDuu5MFiJ0oXiQzpN8cJhU0j8z5kBV7XMSqCU2SxVsQtUuwPUbBWjKmX6chHL0yCNbPhBwWprCk+wcdHPt2/Z+dDyiYrBapO64nVSDAwNFVlUqe+HR37nV/U/Vqf+xInn9tL7nhdgfzwrIvb2g1eHKlcvXFtSttVPkOvpATul8KTvVmhUbF3Aqo3i/MUPVib+eHLAdmef49rW3G0y3CpaZxL3UhyLETHYf7C1LNQR9hr4YAbD2KT/s+zCjOKs2j5nbxeO07pKzx2Cop2sU31EzGH15pC4uGBzDIn2oAeMpptHb4DpRM1N8tlwF6jRP1lcWFKSXghY49LSC3DNLjXioQgQ6XZAe/TTT4c/pbL0cGp0cLAiGqTgptZw85XJi6Dj54eBOhCllpqaOcC5STdRhk0EUXF0NF5CODE6J99cNkwoTX/SHjHLfBjSpPioIHUVTI7fAVbgChv2G5mDlQZMpK3fibz9QN2pnOVLV2WhOdivMfyNgXdbOwZ5mMazw9vWuPWx8sLMFUsXbzlVf7P03mmrLNomtIPcrWn0wDL+hIbPGgbBQJTB0jHBdk8VbtUiS++qnKzszBbHObSqdji6q1cbtfJg43B9FU+o1hixKH/L9swVeiPdsfwu5yfidYrqiZqVPHVOktyPfv03Dv/j4b8Kq/vbwvTywxsKvxHDhBhvKY6G2w4EYbBKHHcRcwBG0vggPWvKFfLZ8ouHA6QNG4fkCfHnoQkjORIOis5ZAOTUujwzZBpo2zyGqCgDfxD/MUw3ZtnUeOE/uOA3SMQVVQ0YEZmsJQhlmOSr9vFc/dvnI5W+z4/v10bwsp0xw6ldseDBIujZ5e18cfcbL0yp19e/bMWIBqt0NFWH09PSlJMLW8tLevCJJQtrX5jkpNyOP2YXwyrFLCf70wo2KNpJiAqksWD3CgA1mVvA/liepf9ac1/LJ85eTmZ12qsXwQDFAcuLLpyNKkHGlPyJVD4am+gZs3KWTXqIcabtTljI1mMYQkxIbJjZ9I3CElAThd8OjcGbI1e1RkBQG1k5Fg3+T1mT4gKph6RTXWb0pDP1S3DRDQI79W3gLQVCnUxUqcyWHwBWMI6aZ5ALG507wZhNN0WFhYXojYYJ7QooJ07h0ar/2Sy3swz96PhjRLgNgQUewFk/9sUVrQx7904msGhk/PHMBEZm4oInVq/KRXNZHhZz1L58C/4PNzc7u6Q9qLffOdjCHoii0oqK4uqFq5c/sSAp+YiA/7TF0/+z7D2KizgGayWyAJCIIuEQ6QFpBZdf1ag2FWxKcvVjRItCQNAobq5eFJMqtxTFF6TNnR7IYEiaopKudhiI3BXthntzfBiLB01AnZt0DPMRCRcWENZvBOnZaTjRoc3uL7UPkEGpGJzEKuoEy+oitXeQducfN9Fhi6eQbxCs1I3l6RDWU2nHhsqM61xjbNzcecpiZwXp9Qs2rVi5aNHiBXr5/4e6lYZbBGnSGbOOj4BE45yW1cm6Nto2Quz7fJJKKbBPYvS2FjcDLdf/7MhfDetbXFlUui0DmxzSa3fXT16cL1sGQTYN2t991y6g5qVvq8h4rGhL0pInnnjiwSeyn69XqtNt14qy2ApBNDlDIQ5Z0cBqDUuaKgKICIE0gXIs0klxBzRYQAnGWr3JBHuU4dOJqFPsxrTYV5YjUKPcGofycfcExuiTpkoAw1fLAFqAQf9XhQUFG9LT/zYmRvHM+E8s6dbmKCwYDeWbTr5SIFaClrQW8oS03Bn2cKsLlcGpXMLqe0YoPyOOV4w2MMAQvHxl4sLYVDWFYUxZmLgqMXHlylWJKxKMED/ht5gdAyG2Xe9X5696yGgSu6e+YjC1J4CujA3K99cqe33nO2+//fk7n+/17Zfgkzojrs/nLF/yxENLFiRtKXqqvCyjoKxw8989t+/gG2+88XzSgO1dDJ+5BvusBLX42KMZFQWFa5N3JC0GsMuXLKyUxAhcoz0XXfsCJA7zR/lgrCQ0k7hhYSakf4JldfQLuxQ/4HI1f7AqwfwArTVQGjwlwuASm/jLU7pLEknT0GImowsYSt1y3/V24hbDtRrjXxYWpFWlb1xqmi+b5sWsBAJ+qOUzoZPfi4tceaPSTCRNUZNSQG2m+utkRhNMU5KFS/hQkU6oWtpE4A3mB5MSV67apJe/rk9IXLWSZxGQXZlg4q4XDczdYI5O+OeUkBhzVCCDZXywnISeS9G4RRggyjQR94mF7n3nnbfP40wB9oTakHRipst184olyx9csnhr8o58rEnK2wBW79CORgul4ZvbHBht7bUPbM8tKsaynIqn0nOzM5///nP7szfRYpfk7ubVvd962lZZiAyV5sn9HjRN8b8SLtEFyydjKb5Iqf1YVrNDJoud9oHKFQZjvDzyEjAI8S3L+773vVW+wlcSJsoFJXILprBKn3pI4ARQ+nXpqNall69H4vSfrH0JVFR3nm7XrboLEW4aoRawlK0pICIRFJ6KUUOMGEGjxJ4oItDRmIYovWXanrSdZV7MOpv94jOZ1269qGln0z6no7Hj6eQ58XB0DrOYs7x93/f3ePv2fd/vX+RENMkk+Vl1qwqhoO53f/vGGkORZzfcXT2itamxtkUaM+nRl9LUfLcVfxauMpzkplBoc3EWJ1BHOHpqoyn+hjCTaV28GE399ZV5/J5M1d2LBSoJTxdmOPmEvylMY8ZYrsbzbKsZ3ofMTk0TUgSbn+SQVFru+l+7caPf8ec71ysqFLM5cKv6pfbq1ubdi3tePvxrh1889uTe+zDAo+eRU5cuvYEJDOxCv3jh9L2D2H7EBtn7drz8Ilu0Dr28rrV199LaH7/8fzXE9meX7u1+TE7qCvVQbVVI2Do2+GURI8UAlKiyjQO4IgP43h+h/b0KyQ1jHuEpt0EnPvpQmd9X0YKY4pQrRmL4XU0zUtgJanKcDzsyN9y9dduWFetXhWGYjVIESnJSXOu8YxvPEvPGanBpN7KsqpMllmf7ORLCZH7d4pTK0/UzLD41aUyLvFDe1g4kgWsyn4ByHWonrItB4ti6O7L2+zS8J4wiaVZNoA+cJxQHDElZ7KtipvBbyFbeuGMaGziOTgeVTI6EwS0L1x7fXFvbdt+S77kf/c1nH9n88AOb1+x45P113Bi546un/+Xxtb+ycgVAXffyscNPAFWtEoWKXdTaxtJT4npmzQC1p3xUpufImeRSHF5H/ImA63+F+y6aTRt2XLoMnxjK9Xjbqn/DMcwcs2FuCM4sImf85B9O5Hyj9vmMTofmSeZXBe03DZ4MwHHQr+nyVxA+RFszyg7zuVzo3HuGhsJ0Pmkt51RfYi69ItBu/I56g2yEyOy4hKdmOtvpGhg/2VsURXCSUrehfrGxZl1p3vczXQCVLxYtbFusZ9VfUtujtKysaj56KVmCNh4o5hsHobnAH8Lt0PWkLLxEcrm+B2rmVri+9JU99//OD22iv4ytY9gS+/Dr3Zsd7em5cvZgz33g1G8RQ0dPPPVofcvu1jYOGvnNvVcuXlkj7fmKTCSZRwSVN6hVlUdI4+II4hzZh9DuCrsJqbKfr+7kesCYc8qcUzrTtubnbkplteVWZfLz0CyFqGJT8+qbllFywBnZsjCOeMSKB/tIo6Mb84zp+jKKsvH60qxCgb5rnPEIqIlpUqy0fuiTEWbJ4UpxuYwlR5IwMqCFqOZ7LOiEiVTvcE2mPQ8yGZbw4oYMZO4isfHQggh4uCH14nF28lHUMNUnO5hGQBxGvNRu5seJpE+1G1Ne+OTn6VtlWJ965rmXPrSl5aVv3PfAlzlG5Mu4c57tiWePPXvsqZsjUQfrmpvXPscgpHBFRNgqIsiV22DyypN1KnU/E3YCFU/xAuUMm6cwAphxySsdQdqb4R8iqoPHBxnEN3UoVSF8CPI7b8pxti8Aa4CRaX0Od/M66hZt2DCW812La7p8bHhkPbMAmoYXzmVCVfKZUXsynSxyqCybgjhrLpfrNDCGL+LrWwFN0pOZnr+rvh2oAklI3rrSrB/WgEsBcWMm8pYVGvR8Hjd1SacDO49E1pWSTVqBV8w23DAOcDN72EgGVGVgxXI+vg2UpF01C1fQTV95oePg2g/okY5vqSdzViXFVzav4/xprov92ZU1Kk9jw6Pgw11MKgKMSMPu30/E8biCkf+t9x//M85iv/DeyYYmzRPkeltzQnjklUtbJJ2+ufjg0cV1WNOHBMBN1NyUlCBFArMwvEFVcwiB4Hd1jzZmNWenLJ0cAQOPlOXl2SRVlpGKFYMXUc+CUs4k9mbHhyVIXJRJ8/YARfF1cq4MqmVd9YuBKS0l4poOggUN7VCqu5soFjKt7ZTEVQs8s4oYMvZkcHGDvi0t1oQDX1uAgTpnk9NSOjrZOGGjEK95icjZgTQo4pRw/xjS+o0fPovdsE8++eSzT/7wyWeeeuI2qb0nv62R4S8Q17WWSidyYsdterZPrXPi1f1b8BKsimWw24D69rXrtA724umO/7MsMN1nTYgSc4I3ZjXRqtpPutwt1EBCSLREYeOG7sEHHhgcHBgYXDGIQGIjh7ME2ZqxvuHhvuH1efn+3JAQGCSCRfMFzJYRYvjyTbi69mQRnggY5fM8Sy3qf2klocC5rg34EVc/X1oHsUyXB79n2UJJ6Kq0cFFxlJmLUKxa4B1SO1C60By2Tc4IEHuNEwmk6Ww84i+DSkYzpYclseNrn7T8xd1p+j7xUd+koFTHWfAr86zUrMah2yiGbUGsQJUcBuAPKBTFXPuaqQsXOD3oG+CzonLCkckveqAwLmO56doW9vG0ZH6mjC4tnPiSksb8yOAKDiNgBnhgtDwbcil7kBvv6xsGVc3X9aNzY8lwZwDjGcjNpkwBrNn76VjIYOM/8A1hzIvBhpUKZK30yEdL6+oW3VPbToFblkaGiTq1vSHDX7KsyuGKH6UmF3TWla5314CjFPbvcCWIR/L5V1bQ9PWW37AQ/zRf4Z8ONCnkwH7OdOhvnTp78cyafZwuwAIYq3kRnoCVj4xIQBgzBUCBrK9vXXP6HCadnf6dhgJj275F4lwjuG0v58nnmfjoxUIHDx7kprqupmRxfgNOTD5d1du7HtSLhzDH94lQ+kRYQeWNOo0WA7aYgkUT51r3jfUSUxLeco5eUZwIEAWIjY3Z1aFYUbZwV1B4vnYx+RUyP7NQuA5l2Ae4rIsC2vg1DpylRVvJN46XJWWrAYSsL7cnCV7l2XAp9AM3NApBQUyKb628+pxJ/Hrx0o5uVpJaeameKUwslAkrCJAqh+dCjXuWIPSxumMRpuLLXQtcaxqhodoyccdjJt9x2160r3+j5+s933jk0YWr5FdKMdNXCtM5R+nca3YCcslhg3WkKu+7GJOkfuCSpcnAAxMa3grhzp7fRF5WwEK+p7s2RGRYRa79OAzDdNZvam6HloUcxrQis4ELlOzp9fJ5ytN+AL4synOfAth5Ar7N4GNJHGUsdUvSv37gOiREUOTXINRkPn3eKJID+3mTWj0uvtGz57Fdr4BTcdsPPFXoySwOJLAq1WgI00KmzURO3rB6qHPRoqVzC9k4pYkONPEk/9TGmLKaAtNmhfm3AfbgN8CrpHW1Bf6gsOXZArS+7z60jW4PwvzYKDAdGSGuFk6cqVNzGQEepQw0ETb0Z9U3SYCIJP9c/FY4B2EWF1FNDQMKIShu6mQsgnZTuqpusfEr1GGuqt74NbZSKAs9gtzQ0pgrxS1XrCkb1KI2Evw61KsZSEdKGMRkBp8/BfmWnPgUsL3w4ne+/5ENV//38Svn355as1XFhpS2cmL3E04yqMxiM6j0KJQxlctb9Q//YWGZ5ynK7uYGRs6BLUZyLS6UbLq1KO5RJZvR0kICBr8CQiLVkyWDEjYyxXMBVaFa3Apch6tqPA23E7LOxgWgMoeLbRpMuMS32ic5E6Jmns4CA3iZSqfLsV6jKsplg5gmWVDolBy+AwXRmQbhWqBETTv9moOkIM5yvxzzc9xFEEFiSMrH6pxPQc27QhfEh98pRoX9mVM0N0FP7don4b9v/fC5Z4rxp+8/s6SjY8neJ1+6fW/OoWdPXcU2KyhYCllw5lZWqBFF1DpJ3VqIQmLYNe5s3dMe5v+mTU9KePl0LpOr8Zn9Vp2R4hL0aA0lD/Oj2w7eFlZRx4K8nR9KUnU6shrfY5xVTJErHe4jpqSqrE95wMoGLeHVAG8rLRKrMFFu6fNb6ldL/3qCJQYQoe+F6arOIdCi1uogqwxDivwKPyeZxX8yyrQYXVWsGS4Xrl05NiBZgsNFNzTT06efRoLMsv/yZhcIT1YWrwZu8VEV+ccq2F//yeOrd+xpb9+x93tE9fFH97S1dg7Vdazei8DwDP3W4e996/tHZkJWmADyZ+vWPqy4r1ac7KIjS/zMjWXRE/AFIfxvsca19ZnQswB8uv+e3vGN1aW5GpdO0TYpl/JiXwMGCuaf72q/WQgLVtXeKoiYdc6v2TyWn4kVLU7RRh3rG9k5PNZiuFKbusydMrlybCygr5R3nCIbzp7zI+NKOlGKOYhZZYecXLp6qGFo0e5FgLb1jrzy7IXO9nrgek8+EaYb5MtWN6XRuQuMQZg5YL/Q0FFVDe5O0YOIFpMBpJviEgeSECfm6ipvSYOi/9Btl0+ySvXwsSU999ctau3cONR+8Lk/fK4HCbnm1t2tnc2L6lYv+eFThwD8Uy9965m9S1bv2fHkB605U1cvouVqYOvWLfdvgCMDKIvTmkRWByP3VkAzS9dQ8JTfQjB3fKRvdNPo8Hg2q1hOyuVJZwJ1HNP9VwpggA/halsSHx0qW7hYNdWAxr5VJIhNwBGBXAu5ta+qq4+41jjn36qSgtg0pA/FSOEqTqW6Tc3e22CBf5AkML8dD9l0LVAFt/JfQ+1350HSgF8ZCq77YjqI6OgQ4/Kq8qoh83mWWa+KqWsVNVpQ0/r1PHbV8YpjgRwOMxVMrmQ4pekpDCbTvNNkpwO3QfXZ1UuWdCzZcd/ioebO3YuQNB9vW9ezp228c7dRZ3NrPXY7PPvs6v+3ZEl7fRti/uvI0cVG9asXz5zYgW36J9btgqJF8IGGsWlTk8JWg2/h423b969Bcbu8/1xX36ZRBXI37Yzz4jnIn7kuDmsAAS6vbH5TU3XdkoMz7KplhEuqDqx6flVrW3UhsLMCskxZ4CaVyT7KrSeefeNN63fSblrGtHmoYBzLWWwqGm+u00DZIhpGs+uHZf+yQZbutunaELAC1EVDPC4dWhoSsKipWf7rPTmoggUN0LX1BFdRKMT9MxopF7KuynlMQkgZRZl9+sv16+iTO2Ct8KXCDep11wLwv/0w+Od6flyH8k2wqsG4aNHujUMNrcjZwGhdyi8g29rc8OP29sV1Q7ubaztbWxZ9gOsTh5ccf+tnF86cvnLpzLoBujksYiKIcncUJFb7OrUvwxMofKsuqEgzV9q3iaAS2U0bcz4DEp4TMS605/NTMm6fR1tL9RBHlaN0Xsy7Lvd8VVfpqgPPZ5Zb7B0OPK51k2mwKTybs5T1dxLWscam3mHo2NJcOlRGSGYL/+nbNSHc7DeJt9l1MMq7AFWqZSuBZW491wVQgWpnF6VxQ3U+ZMkD5bDi/hDsBXqwIj22ty2bb8WtcUCxQQlhgoo46gxYEFpXKk9ForLkwC9RZPprR/srvJAiyCS4s7dYp3XtlqbSjvqulvHallry6iLhCmSRYh3Cw+6lMzzb2draDMLo4d1t9z3O3Kujv/Xc+6cv/+zCBQQUmZCbqX8BqYhY7ZIEWWFbRP07qnAhU4ZtBKTDyLrg0DfalbM0nNr8w4i8JHEaqdIaZlA6g/rSdDa7wMZ01A91fAUtL0ubFnDVrrNtpV8tvGwJeC87Llt4Y8v4GB/HNo6X5in9CJNpS7OMY9kuAcNWepOy2fPW7Dya+FT5sJ8NW8msQ9XLMrny2qXVIVCCHdYkXOuTWejCbKYBRhT+idrh/MgJVlu0ilN9XcUOVvsF4luRrvPKyrmw0qJEhVkf3Bdim4SseuR2TXXP9CCaDnMO2rSzVUDCDCC0DlI+X9QKAqIjbXXgmB3PfKin+pdPP95x+qeXL57egyYNGylBXBlHnMmmk1P1ctv2PYvzeQat0+slgkd6q8mym8ayZByFJzSnyZSgvBK5QwzPvFaTz9cs0JbJr/a4mVb1mbTLtjnVDNRoaCfFizXlzhDGFSSbuG907I7QV0Ur4cGzlJ5J+mpWqfCbNac2DhCy1vYwsbUtwslVUQA3VDXlsulCLswGgSbZNCnAD7sJz/10sq5dEpjCpi6ZoezUn0olajPtQzfET/FmPdUrt4ErSnEZHaOJkhQMuCrVHBR3iFTcOvb/m092LFk91dGBiHV9W4OELri1FXP8Ozvt1trcCbDb/sPi+9fdd1/PI0++cHMW6FeXnHzrwuVT93/Twv+qF7YaYhK/ZgUULFvbel99gYavl6umBB4JC4UuAjxc+pqVMfBQAQMhcHGDMNRQYBXakw/TFUtungTDsEbxU1tlebEAI1tlsI7wLhoeXZ9OOG9XhcD6CXgsc214hMnoWfMR9ebFoQPwNLV+sLGasNZ6C2ubq6vCHDCN6UClq1Cj1r40gxg+GD8TLmq7ezGpfre3IKnyJRey1GIR0wGm1T3HqGHIv0urs8wSFEGt4qBasGLMS+XOs10di+EfeeHw4R8+cvz08al1q5d0QI/+uG1oqK2+XbRYpXQde7D3nos7tmxrPzZ7etPUexfP/2LdZs4Y1lA1VUwUQ4q4SQTvZzx+xUB77ar5ak6q6tu0abQql8xnRyiQ76jxfVoCkqL0LV1ElgysqFA4J8Injgu1NwUUa5tifZt1tM3Fg2KBilvF8diouJX8unMnTKe+kcrXWEXoui+U7SVSnowQE9BxMCuOKOnLN6fkRH6BLTrZxk6q185FDQ3At7M8l2IFKyRAobqubuietK/t9nEuE3YtrWvbvbA8k7eAp9IxksGePmeRgd2FPRM4K5menOzv75+YwGFyMqLMdg24qYQmTS+nRXKbtRzCltu2r773x2+cvYKJlqeOT63e8ejUqVN4CsLLtXv2bN6wZdv27SjWX/zMrJ6Bf8/BH2fXDBBX+bC7pExZfCikMZ9AxU9MwQ5s2lkdZgLakl07xxgEz1RRvw6X5U2/ziyhEJwqkrZBrawGikrmNDXPNJR2HHQrNmnXhvll8+lmCCtPogznLF8+vnPn2Bju4lY8lvZTk9F0gVSQd6SrwolxtzTSn2U3IcOq8ggrLgujAMd5rQ3Sr4twxL087WlS9R1lMCAyNUCZKh6/aX5mAeIvhTQ+CeWmhIUXKBJuwyz0uxVgY7QplJWOp9PXjYymOf/PAtOBKvKWV951F6dK3W7/oJqsfs4l5Jc1f/YC5sOfOfsehtFevYqhIVd/uu2bW7dzGySLRH93x4s3l0/8v7NoYT1/Zc3rTMOBMcW0GkBLVKlzQeoFYDPAiu4to+sLuOT8bLYxV+ZnSoelX+F8gOT1y29nTb1WmqhqmFDFQfRqSVQc17V6aVxokB9blfGDdCZdvhC1w6G63sgMrnkt/3fKSkm+4hLrozmNgektS9+rk1gpEkk+iUIx5c3511hs5cbG29DLmirBKWj5bGnM9b7KZOSzzI2HivMSIi/PLq9ojkRpceqMKKWR8kDHhLBBrFrb5MT1aRIQva5DCS9u6+FRqWvpu0ePTpZCMlVO334y+Jtva6CGFi2/RXCR+X5To1POvfFN4kJpuv3Lmw/+8OZL4s/PnOe6t+N7XCeHmU6PWb0TM6GmZFnipHmIDwxsGOgt8PMydQH/chNx7c3FCRbPMihgJbxkOX5XzNnsxlDRxERUcPxa/XymsKrd1ussX1CKmvq6hobq3DLVGxBcVX37ibAxDPLh/Fy14k25gOa1ZJ1PhEIJQs+dU183vp4V91f63Gasaa9rBD3aBTx5oxjmY3Wagle1hRSwFO+BCoM9QqdmrSiyaEKFtQ7OuKpJK4YvmvWqXSohmHYXvNrVYMakHPzpI9eu/eb/TEAQR7+8XZlEx5WLaOHmtCquTcEuOs4VxC4rHN++9LXXFVhYub37vtU3N7a/sPr0RcxQPH8Js10ofYktceUTcK6qiPWVbTKndg0OYtxo94N3ZbnX1MsWWkaBKqzULDFVA461FuNIXGPPJLO5owAWvVVfMemLSMbz9TZUP9PCBkrc7x7K58viFFcAWGRipuw3LYenKm9zewWd5rpwbpJpvaTIFvXMyqsHqmSwntc4AMH1yHfBcyCjNndVNdOCag1r1IKlWpo4VHxD7VpwmePIZo6FIS8M6QBXVGCT3oshUM86YXUCJgXqDEX0bpXbo3lX+e4/uXb06DV0c0TebbOwT3zrD86eV5P+n6LyiP3pGPaJXjfOYXhr5dfop2A609qDz/2tJ27K6OydwuIGjDKbWrtdCVjjTVRHqAVWZeEWFn5AMYuBFQNbHnrsge6xAoRZoqZxXBGnTcNlNYquaDgH7UgXOyratSQxSuDlM2LSOgz3fd5mFLeuqiWqdXVA9u6GfA00WqC4TMrsa/FnugVu8nB5Hp5qsSqpUslpdf+7IGFCDxL6N+GqYLP+ILmoPv0e4CqGrc6kM95SCuTyrELOPg/0wb245E5kZdSVFcS0b90f5SJp0geQIEExV+dSiLzW2P9eMlFSUvKv4wnj2dD6m63EruKLRwHr0WvvwsK+bd+6hvVcOg8Nq11ff4ohnyAOeQe4l75ms6E39HS8NNv7PXn1HDr7L17p2ff6PsLnRjW58YhW+2/mEzm2e7h8fd8gHkfLYMrncxsJ6+joSCKdVJRI5TD5XI3GYat0SAEo2bqx2qX80IZ1HawfarW56qsXlAvVOkF7d+eXIAcVwGXEBg+xmiLzybHRvvGwqMZ823UhnjayMny98mbvCWWk35ZERiF5ltZAukoxxNZsDerBqxvAuVXpMAIxX1dSgrTbnRP9kyVl1DhRqDUdJnGLi6+oL6lJoWpiJ1ukw00Y81ZJSkK/AtiSZBRJG/GwvPTAO4AV/Jqgs+6/8xGj8M5iCxkm4IBjsfjmArcdafj3psFt2x788pY1O4791uzKxEfeuAj8z186uHm7ypqUjzMtC5j5wjYp7NJA0w2bcoUmf/vAQ1seLEcWKzeuQOKmjUE6YYk5pgPSpQursvOoXVPGt5aXIq8q3CJB/KGR00N3i1URhSW40KGM0yVEH8Ry8pXjLZSNPKEufp9UEDEwX9AsYyZ08HJW/yuRlNtKduQPqYuxlcq1upCP0lk+HapK87+BFEykKPIiuCivTkDF2ubmhJEKYPxYHGv61CST1dpSzjiXwGaEeYn+68R1okIrcGV5JMGhR44K1wmGoZIfNRjm2wdPc9fG2+cv/t0/BV2G6fQn585dvTr6ze3b0Zzz+OFbmNF/cObim2hiRapuu8vhsJQUhrHmARjO1nNFwdz9UFXGKwQPDmzb8mBpPulgHW3JZS2aAKpI5LpG+oar88RZEpR8xdiMtTfxnIhhZ6gjU15HPOsXdTaQY+9GrbkK4WhKJ0hOa85Pp6nyJOVkt+DRvb1nuSMNBuGs8tn+q3LtgSeSo8tO6zy0Kvi1CnK0eUieTmjZN9+bU4K/FKhCjrLePGYqXZ14lhdybda8V5j4VTUkD4qUWaWtJFYylO00zaSEQq2s5qj8n9euOVxVt5NsPHT74dBPrz5x+szZS2dPd+xZu2bt8TOYsvHG2TNnz2y+/757H//eLdtnT13EWsFzV9t7kMp5iBPC1QCru0YOAF8VTsig7l6xvpAvpIYHd23r7gvjdNUoDWE4PW5XqibU5aoYRxiuDPUZZTUJ3ljpNXmmaWseNVpX9Xz13YS1tmmV10aAF6UlTZ1bKrnHdLmyH3JnAAolnKDlmaVYsNWublMdJeCsOhh5Wzqx7H8XDOn1pmCXti5qGGKeLq3BYgFvUZSMJqgfXwWWsqYZtAjYJ6kwkn61rGLeJFJM8doOPlfilWCCVdo1qGAdgqOKO6RcjV8V0fjI+rX/eOzxjuPH/+CRNfdjI+yee+9dd7xjbwdue59RW8AsevnE1XOwtK7+h4MbHpYOVcmwwv2PmYKVfWyhile2DPTCht35YPcDr6zo3lgI02NkV8AaJ9TGRgmYzCbBrUyoZZWiTtl0O9+Tc6KaW2CC5tF1xQ7K0qZ8aRtrEjL5fKZBuC6b58UWPHUbxHjBeLqZQSl0SRrFKNkWSmda27JKSG/2X4FFsR3dajPAJPPynQpMGDUMlWYtbZpgzCO+cwIEZM3CpnYNJaTJ0AwFU9OTzBjX3d7bZXMCT2ImMilcqWvfit+XV/6AsJrdVCFmv33MyY31+luH9973zW3f3LZ1sGfvUy99//ALf+uFX//RoVvC+sP3//Q8VPB7f3cP5hxqwwknTtr0EAKL6QMi068D2C2WDfs2dOML3ZsS2Wy5sjldq1Q/mPYVKJiX39jHSO7O8iyDZgqteNQr1rPmmTmYzK9a1tkGY6mtpakAmO9ApsxLB4VqyeHWjJbogmiYGOcqlEp97amvS1MuBbzDlwytPSCS4LeYK80fpdEWhY5l5UflS3crrW7Zuq5cKo4Jv4JedyD6J1whspnX1QI29u+Zy2QdriDF+ElW+2LlPzIWLfxl2tWX6aG/AXNDJgzSA9fo53DL5ez0+qzejieeWrJm7do1a3qWPKUv6HYreun9sxe55P482HXrPpWtGbPK29mlmhjX0wG8B7vHC2FuYfcgQxOIS1QuW0hch1vGx8c3jo31IvkBxZGrZs2K+JWFtR5IPDLTP8mXRChdwAoTTDYL6d2mM/ML2WzTQnN2mLnWGbLzorvKRGmWBnql+KEZv5akq3QRIEFKjq78wk3kSqg8kXQCKV3WCj41adyVozHFqjfOhigrmSCwICuL1PAI9WNSDKcSJoVt8kWsHgSb3kSy2IyZeIFCEv3JmFLG5jsl7yGrvnO96gAeJl1fb8Xkx1cFf+fYd771re/91Y8b/3/qPDwh+DinHtnPaNIuSlsNKASMONi6BhUjgltXjDcFiVzvwADM4hVbRtLL8xsto47g/6ZND25qoesn5crcy87SGud/WE2XlinoFeM4nsTgayx7UKMKnYhcemm9zKe2fKjwK9g8pgzwJNCZM1F9b6BsrRHfR+AzWeDaJWW1pG4yh0n0HomQlV4BnBAHL5vvqkUqc2lrbTIXBqFSNBoac2f/ROME6VV6UMDbAhCsfpU8BxUFr3YAJ0nFoRV6YsUCJRYalkqxAZ0VcnGuHUiWkl8nkubSLf8YhrU1EGzh+Bg63IHJhhye+C87enZhjh7Xm1gs2EYPUK/ayGEOgRl4sPdL6cS87Fh39+BD+wa29BbyI1Cvo8LWxYdT2XBnn8urlVsWwJiTwTgviGhP2M4MCUuQioMY1fNz2SF4OfR2xK6eQjfGeyqrkWYiHGzrEK5F/UuZbHU0M/2ss6wmEf1Xdre7QTCuQPyvpNPJ0sryuekambs0m5jwhovzan9JWUk/5LCmbLnwF5sCYsbRtHjExnrRdI9Axd5uh7baWyzmNOGCJoxVoPKfsB6968ZdOF5790ZlQoPCKqVhPzu9dPwXl7WU8PyptQ+vdPURKABX5BBIsmNj1+tWMrEPM7K2DGcLXvjd9RsfRB9093A2t3E7QSXJh20Ez7UI1pkCbjMzZgJPwlkvFVN047S0ZzKXboBRrLBEJnZlyCaEneMxVzON5dgrcAgSvB8UyLkF24z1iVtnE2fSMmqkTlVLhZojO/+1fJ4cKTikQMsmJvsn+u9J0n8tswQiBYsC10oHqEwiBtNTzQcTk6D+yYnwg72ivv6g5dE0gxIRLmfrTQNj/k8ZTAcwSIQG8Q+mp+9UJjdRcfTzwbXj529yDtufnj/T0/2wxZks72puqxC1NA7+k8OAN1VlEJhZ1YulHAObSpGmG/2AwKBodJAU3jmyc0T8SkNCLjyxiRmfpzSzzDdAVSWFlRCmcwpN4NaMHCcV9TyK7eX4l5gHseZW3sTFKWl8mCvNqvGiUq4WySGvlX7hNmRRPrvKxGsOS/Kf6lLgp1rFdwkMJrBrNAFSVzqRjcKYccPIxvWxWDryYrBtRFD7gSseAuVjJU54+SUjwjodzNV1rMb70h+AXUHvvGMBpyNHfv1OlRJX9n8uuD516o33/pSBxrf+5elHNm/FuHDu7rW2HBY6CWDbmTNA4btrsHt/S4aV4Ju69w08XJ73496WlpbqXlGipixdOgJY+zZW024qrzH7AYIvjKxhX80rKrOk2aJ0XmjWZz5v3Hp3XdeC+TIjXsuHnMw2Dxw2b14+0ByewJsZkaamdcIqV8Pq0GLNpGEt9hduSwmWfZsrY9aK7m4RFqPxURhyIALEL2D1vS++OtE/QdPXdUWSwOqgWBq3BBXgENmgScudT/fzHZX2l7yHegXDTjofyKcRL1w/RO9M3vA82npHD30uPVeXEG9kJu/ty1e+sqZbiRyAqEIJrcinEUV0u7f39a3Ygh6P7t8tbVrQhPUKu4hrEMK9SS9L19Sk0401ZWF2Iwp9UQ/TqwB9Vh68XHmyAk4CNSzuZr+YwAwindoFSw3WhkQmlu58DZ0VCxcurDbqsl2FhNLqitQcoxJ7E8V84jNqw8let+NWkSxY04F6O1UHypSW/nY9mJGKHKIvRnhCfv2i5/oexc1acWj7D6MID8CUoE5IFE+X+JplCoURhkGYbBSubm2eR7Ff+e6Rd64ZWWTiHfiweDPo2etP/MahzwztC6cunUPG9k3cL2PT68k9xBBT1qzYX7hy7ASHxqK6s3f7FkacRnt7x/Hsoe7RMJRsMsGmpjfx6XBvU0sfHktzoRtWF9NalOfK0YTZMMzqDKqUwqcBmlxWVWc5unmZJMV04rVS1OB1qnqyFsfWhXnPPE8D1sFKGY5Hjk7TcGhPXeO351aRk8RJQ4k6QKTPIK1PSTBBpCZIxMxY17cto/R3ZM7HkXJOvldipS6Sw5LEBn7sAfQ4MUFzeMID6WrGjy9PTh5wJFwPHHi3goGQ/gOYe3roM+KqkQVnL2Oe+HvY3Xzu/M9+cXIHTWAKYUaYTK8+wMz6/gGMUsp/aXgDq8K3dA90D1Akt2Rkjzo5hk8CF4c0ns31WgNykA0p3DSpB2KM5GH30djY+qw0pTwe2SmZRWTX+qVNTRhrmwc2+YUouwM141iN+rta4B/FSqWIZ+l9apmAOr5jE66KYyY+ClaRdU/MpZGulc2KJph6jmNt8PZoBTcKWIFK1Vmm6kj3ffwhX63x/FtKwKST/ZEfwHri90YWUbHhpimYw8zkaPp8CAVAQyt5l6j092gPT5SWVuD7Vbv2udDTJ39+7i1t4b588fKVR/ds28rqfjKtcapKhvEwsB26MnvHpi37CfXgwH5I6Q3DudBNj3ZV9lEEKcxC341jO614cKwqG1vPvaVyKExzLIVCclySk7zJnrK831YPauuqql7YtbAUXVj59Q5X3pqBbiqgg+E6wAUMA/EpcYG6YGmfEl8K4Y8h13Xt81ZsGJHqI1opn28LXPtFrzYasBNlyoZbPbd+VYRPHOr6JJtOv0rzPaINrfI0Ec9ORDeHuKocM5FCM3usEoPlsAnvkv9aybfU6tjPp/V19anLyNaituLchbNTPZu1ZYUV/StU+GIVE2y0g+mbTzSVPjTIgkSw8mMrtmwYTdSY253QeY1SKghVGSjIHvpGknnKX6s8UR1pNj1GFdySJ6w6SYRmQbXiTCI8a03H8xLVtdWAE7fOzs7x5hbKMJKaCWLLrKtSRZFjhpwl4lQN/rHkieEke2kCJTWHFGaAZQMYLbynZMKI4pjPkVw3yaOrgeYCgLXt+z6Edv90CWOB0TSAnZzDRhR8PymYQzk87atWg1+L5vg2aZfxqTvJr5McT/Hh6PCnl8Wc3DR19W3Aimk97506uHbfdo6gdZ1VSrXapMstKCwdqH6+qbxvAAlZ5NNJgyNBzjJwzk3APS8fB6TjThBapbIMGTAUY6P3c43j9G2JK04J54HoPBU664uY4gkDE0E4r6qqFIP1K6rJt51deTCT6URAaJwrS0YZ7EAeLZnu47lVpCaOmB2rsealEWjxL410hSXKOImpLFV2p+ymsjK7hDidKVbM2w4+TUOYTbSGk6ASqtjpCXBpWNRRUYAvhtboEQQy7hhY0fssv0u40uENrn1YR34GY/jEhYuXwbAXLr4xdS/W4Gz9YALBSlXNrFyJ4WubD25YuWvLg+Njr3SrCGbTToC2saqQk0WkAINzJb1Qkz3Y0iFg8ThWlpfHaRXwQbisatxYubcmqZiFVTv4OYX7edfD3c0FqLn5y+e/9lo62SxpHIS0rGVN+hYxsmidRSesKkWzpD8heZS5HE9vzGeur8qOAoYJQ/Xc8w8U4+JRotd+b4qVhFQwfJKAp9Y/TakdJWNpYsSWzH3iT1H746n++IB/eYp8K6uahZSVk9eOHChN+nji5uxN2ti9I58S2H/y4qPHMWH28jnk3q/8ztrHfoWOK9dvkF0dp2JW8Yq1q+sA9OsD2BXHvMCK7r4mlAIV0hYpIqoa5S2Pu6asZaPRTlZwb9w4jkiFdbHblO2wt8jKvXnNWXIOhr+gS9VNOuBhcW3GjbWbl63ubAaV1sgAjT1VmwWx0jcmmlOwgZXQRn67/AufmKCeKXiL0yhilxfXRJuYkMeq8vXErxoeD8BVwSR5nfKtpIaASfoqKqHD9HSJ4l+6xdYgH3I6dWTBcAVUg1CyLvif72KpDpyCCotITGPi6bVPza+/+tKzS05cwYZlGMNgVuzisJgwjWEbTau5pdsf3nzv3urnd24YhF08qJrih7r7opBoqvCSmy806pFPaeila0LQvDRSOog35dJEz4o0aWdm1wNS4TrSm5Umi33W6tPP201QScR1KD9P9kwS7bXNzdW1reuXaf8J092MBxmzhr4M2kTA3n85Tp8UVpH8I12TCYkBN1VElbNxwHCvbN8yosWIcKAsIAU4sdKuFRc2CyI5rjjgGqANNaGeoVjSKAjUwAMk5fXyl0g7Kxkc9/cnblRIYPtHNfm/8kZwhLCqK+4Tk7oiX3xuycmpK3+MWd8YR3r+zPtr9yGEqJyry6jrGZYxox6qbX5h2TwkXAdgMNG72TYwmq1hhJsD4oLATZ/iLAUQM62MEL2WWwhZC1yFqEL7GnmTBrvCUqYcrk5L9LE6TVGZMHfXQkeY87AsX4YIAyCfF7DFqLU2P48ZyuJ6DGHOMjIzYxW2418h3frJiUap+h0t8usK6wABDpSu1phVVgKcGFmhKo41ejEuSu2YYWIwWyKiIJ4gtwrfEuboQmuW5FMFtkPmbKTHZftJHvG9IYAkrIPrP5hefiPRbyHi63+pITH/8ekn9544eerMzy+c/xNUpL55/q1TB7HbbN9+DQbRtEvOlSZt3Xb/wcVdqzCvO53fuB0LMh7o24nvQrR/HvPXitZHZjQFGqOrLg1zKbMtwA/5V3UiElGxQzL0NkL1kmWHextpcDg2IwXfzcBzzRUKWFiTjlhiTQTnw9tBeye8Io/yXuElTbqiM+LUK3BQu1Us3fqXIRroZCwpTVehohdBrEIlpSMSZXeWKMYAaUFzOURlc6igP36WUMkfsMhEv2PbOebR26ezGnnm863f2mSd5mpHuhAmyNEBe39v3Chx1tM73o3Ja58Q0+99+/Gpk1OnL124eP4C9jFibd35syfu3QLbV3BqkpptaXgIzLqhZ92iTEEtC/lCAoqz9/mWboSbNubU4ERYcdf1HYU2QM8P4zgkjmnGEUdKs2Bri+qnLABY47W0dLWQYasmAy+mLUvI1bYv0ziac+cXo5BMIbU3r3K8E7Zwy3zr62dgio3e2pVD0emGp1p13F8OVlHR6Euo24fISiinNNE+pkrlQCcKWkWWbGapxqLbLFLKK63oAOeRU50g7o88KyiwAkU1ttiwLvyHcs+qboS3W9KPorg5qqFTwrFMWErPJiorpt/5OEz/2+HvPDd18sSpMz+9ev4qt5qh+vTcxT86/Y21r6+UXjWX1Ur8VQy+9pH60qYaxdXzGPeCGa2rMpu60cCxsMAghCpsw1C103MCVe7aZ5ZwqgnHYfLm1YlCXRKVxI4R0rkmzYro6tdF6msgls6NDFudMuA11+qJ8l2dlMOleQpJcohvwTz1WxXXoyvoz3DEp6BY5YszIyc0X0b+tqlAXyj4sTDRlCpqdyJM8cuLCa9pHlt/ykRJFFIeT0ZJtuRJmrgUjgZNBxGP5kelxDFepGyvK5fAwAKXMz8SsPrjRvL6O7dn0+9/59nHj594f+rMG29ePX8ecX6AiurxCxcvwWBCCsemIFqCTuvy4eBsOLh6aVPGTLrsHRvHqiAhG/sQFB7YXppleRq1SkhsPYlgm03lm5sfEvGuqmyQciGWJJaKyT+won1I4uHebCjDELDzXOKaJaMQZKsZC7y5+PFwIcMSXY3yGD1jrZn5o25eGvk6jOW3fgrS5STf2hIUCdtPRxJ+fISWIbCaGa3OaTGirthiPnk5ZTaFtuTxJHcfii/JzzZU0JxCe+TE+ijmT/KgwKgVgFR6wlFjvGRS3/BuGVv8jZeefHnq5MkTx0+f+UdXL1x98+1z78EE5vrU84gbvr/29Yc15EWpVlpMD2xTIVP32oP1XtN8mYbJefHohg0Pja8f39T9AKrCRwpiK4+4WimQrd20CWP2mvBkG1kTQTzl9PGyFmrElfo1S3sn1hhhIW7LjZRfke+iBuO5ijih/o1XkmdF9iazFJYl21p9zKeCVeQLVb1bIIgAH9RJoF9nNnsE0zaiTsU/c7NCMXQgm1YnICghswZBCRQsnnnWDghKohI8BWGmk/JBFoma28bcRqrfACVJM7XhR2Bi2HaAkqOzZ07v/fewkc7+/Or5C+gCQJYVd/R3XL584fKlUyd2bN6+knKXti/KIhhsoj382Ir7D3Y0Fxbwo1IMpVu2DA5u6d6/pXvXK/u6V5amrfIsSRCIgrN7JLGkhrRb1begeqCiTbqYkfIZNIohh8mvrPwIWEhi1S7ym1zCvBgwzN7FSFNzMrTCIoHJi00c5sZhcSSXdOunJbuY7A09o1jRf02zllfiDH46oIIrJetQuViLOiVKpFtLXsUBEcVIe4C0w0KOTko3ZYJCmWgypK3Eh+aHZB02UeJWGV03FTtJTUMurpw1PvHwyalLVy9ePH/+POIPl99GfP9t7DDCq5+eOfXoQazuYJBf4SUdX2cV066tsJcaFhTmq+4jJg7rBwceemXfAApOt3ZvWV8wEz8I9ODzwXYgJWjyBq4ul+YUHQPmzeloxjIGNagyV5TDwUyTUhjql8V6oZNsU3jy5Zyh0JsPKNVMAyoIJOBjGZySdSpR+9RksX/c/UhoKaCUUlpWr/GMwQoFV1zxkgR0JGQkawNLvApVPAArTTk1a0h2dKy5/7BLQpZkWDJLzQ8B6wACrXc4cmQSwNJ/BR1IlFZaVrliZoOH0RN7p/7kvZ+SfsHFxlhi/dM3Ll06c+X0qZP3rt2A5lZ5qrjbeBAcYAUPQASXNy1LuiIxrS/euQH2EprpBrofXp+xsLetWbVaIrveJGWpGnVe1OGkIeKEMpbwkiXpeczR0s+hkJbYlQmmnV9UuFKdNLYhY+cvZDanK8+6NFotVLvKpfCG/5fwD0PVMn0GmhGQap8ju+I9yabFJnTrk3RrZeOAv5x8qLJEqwZRSEKERF2YYBBZotXGbCvLoFFhViMy0/5MXeOuHytZ669EybgY9qgzJGhg3UjNaNm/8e3nOr66bmodaGrd1NTUcdLU1LodO9ZgwsT+rY+RQwGmNW2QAO32wT09Ha2FBTT69UnksdXkxh/qJu0auaugmk8QD6rCguKxuIyyK1KRhCDFoD7LgJShs97wFNNrjl/Xf1ctGtQzYQCKwhh3mRqq1qeWnRe3INbUjDnSMrr4A8yg6BoS/Ob2+9Ktn4Wsat+5wiptDEOV26lMSSUvtHEiX9exbGZ5L0zdBjH9vJC4il2RVLfJqkxD2DTiOCH/iMU3gpcvFajCM/GBPrXU6DVEnyYP2bg9C6tJMVVUGsseauvpWXP/5g34xxvofhC+sGFgxesPb9/qxjK5UWoaDb4Ny7LuP7ikAfOCUZqD4BzjmaFypGGhCvGEkXHE+hO+E4mme2I+0lBV6a4sf1++gj+zKNNnBkw2RuRL+KTHGXNa36ggqebFSkrbohJTwT5DAqzkhdlE9UqVCrDZ3sNzzd+vUV82+fuzwSqyUl+qQY1WlPuCELFnXWPahScbMaGPwMuwRLZwTNDo/SRS4FjhWgJbWKFj8ZtbHuvHltYDQSxJ/PKqgSiXfOBbVrjh/9edmTSdpBIzY4sMXnLgCMBe+8jgw19e+RhaMTBVYuVKrEXiDl6WpT1mGTjAqfHfPKq8f/u2zVCsUdPfowaL3ZhlvTWsnlwBVUy5NJgDNxO2Gq3rCkct8KPzgrsJHu1NlkKEyRfgNgeOAiPtOWcPB2xDDGldcXUG3R1qIb6VWDbJ1wthN1WX1mjCRxiSfSwLQgPTrTiSyfSZyWomCB5I1rBwJKSy6RXlJzyKw5iHx/A/ZbEq4JIBixdVQOx7ivFHZie4oQzuDX3pDbEpudXyANqIV1lieDq6FumCkhi3dS6VqeuHDv3hjp5BoLiNKZmVWx9mvm0lnnGXNt3TrVu5E3TrSizWWLkVbTiPrRy8v+fRegynSpEjU8qTy9SxgH4o7qRf7kwIadMSSRzeOP1kbkyTPWTwtLhvk8LcI9e6rv8wwnPDtZpLkErwWhf/HArhwKloBiQsEu5VdwLXu3CadH4TRau5gsVptvjmc+BWEbUqP7hUe2iuWYgndnWaotXHMg6yZWwxgKaFpeCGWjalM9nNYvtkFTKxH3eeNnNRintYx0OsoVbyCT5UOnwIilYugY11dj1IwfVf++t7H9mwbwtogDQ4oEfSlhmyVwN8tmFtz+q63qaMKUlePpIalLQhwWJUyflssXUOJbTr2jaSK7AmS9WNRaQw1e49GrphANBAAJavgyK/RuDXOYHKiSikxCM4JbHNogsjvAy7UCrRlXezmnFzdwbRA4szfR6wiuh7S8Y4B0ThCYv2M5+Pm/lBxUyt5phKE6vSKaVeMNP68v+KGtv8InOEA0LJ88EQrPK5sU2xV/N9ZA7OTFiCMOBgukdSsaJy+aovNWCP2Y51pB1r1q1Zs+ODf6Lik3t5W7d4CFO9ZxZI2dyWEtkn/JzKRwbU9pzrAgLeMv7F0ramOCGyaYFEVp6sT7mtIR1m6NPuSbNWsa/6uzI3ADVLiVW1GCjk7CwwNT1GWbS9h4E7m8roUQpbFl0gqOjl8yE26yjab8qWdoRsXm0nVD+roDa7R0k2Fc3aogEBJ0YWBOJf2fWW9sGdhkRoMNLXCXSgTLZhcWEYVswsILw2WUGREMtvtwjbXBcnKFtQqMVERFzvOLTqqGc4LG1dugj3pa2dfKSHuLSrvykd+IaqtSeoRJpMQzRlKDrtqZIeciCh41P53ZQsoRPKiifSGlJKWYzPJfLO+PXz5TtZR5HV/OLIJLwugkD5ICUmpezo2GazeWZvtNOk2DUNPC18EwafG7e6AIUFiXikrR5RzhK/DzICyrLxqN51S37IA/Njd7mRu9QYQvGlbzUOt/BMSPXBVjzmc3V2NNM3ltxPVvYfQJXpgUm0Bqq5VIOOeDGJrF+7LMgUQBkdi/TBiyb3sgmEF43kM4m5WCYsWTPFDQaSI/qcLhosIEKaQYr8+hSi1uBqbdw28tvsXK1ZjyXMhKkg9rKlLS2ljf+/vfPAddiIgSgk75KUhM/0njPmArl88B5h5ADpZX8v3sIyM6QM2UCJglbPulIW61gujR1Jhkl/J+iqeZrUmGpS5Xd0K8Neb6WMcO4MRh/vQeRlV67x44ZfyWWQJneax3wAeFkEQgveaJXuiDYh9OHRhW2QIqMyld04+QW7fXmEpcQAQqcRIweY7p/PfXYMoUmrtaehQhC49244JINsRwEMt2Zi5s3o5iGOvXPJo4cZbFQjCRVEz1P7NKWNgpyWG0FXSRa28rHSVP7x529/lJ+vnL9fjwTVzNW77YzHgQl

22
Hyde Park / Odp: Fakty medialne
« dnia: Lipiec 21, 2022, 04:16:17 pm »
Tym samym, co ziemia wolska.

23
Hyde Park / Odp: Patriotyzm polski
« dnia: Lipiec 21, 2022, 02:34:24 pm »
Do mnie kompletnie nie trafia usprawiedliwianie niekompetencji i przekrętów jednych polityków, niekompetencją i aferami innych.
Towarzyszkę odhibernowali wczoraj?

24
DyLEMaty / Odp: AI - przerażająca (?) wizja
« dnia: Lipiec 21, 2022, 11:19:53 am »
Zelektryzował mnie tytuł - czyżby tak daleko to już zaszło?
Inside the radical new project to democratize AI


:)

25
Hyde Park / Odp: Filozofia polityczna
« dnia: Lipiec 20, 2022, 12:47:05 pm »
Mógłbyś, dla uczynienia dyskusji bardziej przedmiotową, po pierwsze streścić tę swoja filozofię w kilku słowach, a po drugie zaproponować, też w kilku słowach, metodę wprowadzenia jej w życie.

26
Hyde Park / Odp: Fotokawiarnia pod zardzewiałym robotem
« dnia: Lipiec 18, 2022, 07:53:36 pm »
Zastanawia umiejscowienie otworu odbytowego oraz cewki moczowej...

27
Hyde Park / Odp: Fotokawiarnia pod zardzewiałym robotem
« dnia: Lipiec 18, 2022, 03:10:10 pm »
Ten z trombkom to cuś jakby ułan? Właściwie złoman?

28
DyLEMaty / Odp: Energetyka termojądrowa
« dnia: Lipiec 18, 2022, 10:36:26 am »
Gdyby coś było wiadomo w praktyce, zwłaszcza która metoda lepsza, to nikt nie budowałby prototypów-prototypów maszyn wg skromnie licząc 3 czy 4 odmiennych schematów za grube miliardy w walucie każda. Bardzo trudno sensownie odpowiedzieć na pytanie, która metoda jest lepsza. Gdyby można było na to pytanie teoretycznie sensownie odpowiedzieć, to tym bardziej nikt nie budowałby jednocześnie przyrządów laboratoryjnych tej wielkości co ITER czy NIF. W tej chwili nie bardzo nawet wiadomo, czy ta gargantuiczna wielkość urządzeń (zwłaszcza w porównaniu z wielkością obszaru syntezy, zwłaszcza w NIF) jest przyrodzona, czy tylko świadczy o niedostatecznie rozwiniętej technologii. Jeżeli NIF podda się miniaturyzacji i na przykład okaże się, że można go zamknąć w kontenerze to może się okazać świetnym, bo wysoce skalowalnym źródłem energii, zasilanym pastylkami. Do napędu statków czy zasilania cokolwiek oddalonych od cywilizacji miejsc. Tokamak raczej nie da się tak zminiaturyzować i będzie służył w elektrowniach termojądrowych, ogólnie im taki obiekt jest większy, tym jest sprawniejszy (termodynamika). W zasadzie wystarczy wyjąć reaktor jądrowy a wsadzić termojądrowy, reszta schematu pozostaje bez zmian, poza paroma dalszymi uproszczeniami. Jednakże zasadniczą sprawą jest w ogóle uzyskanie prawdziwie i zdecydowanie dodatniego bilansu energetycznego, bez czego nigdy żadna przemysłowa elektrownia termojądrowa nie powstanie, bo się nie zamortyzuje.


Co do tego, czy łoży się na to dużo, czy mało, czy gdyby łożyć więcej to by to coś zasadniczo zmieniło itd. - to mnie nie interesuje. Rozwój energetyki zawsze był pchany przez przedsiębiorców, którzy chcieli zarobić. Z małym wahnięciem dla energetyki jądrowej, bo rozwój reaktorów jądrowych dla celów cywilnych był początkowo odpryskiem budowy reaktorów służących produkcji materiałów rozszczepialnych dla wojska - i można założyć, że gdyby na nic to wojsku nie było potrzebne to niekoniecznie nastąpiłby taki skok technologiczny i niekoniecznie w latach 70-tych, czyli ledwie 30 lat po usypaniu pierwszego stosu na korcie, byłby taki wysyp elektrowni jądrowych. Tak więc warunkiem jest mocne zainteresowanie przemysłowców - wtedy każda suma się znajdzie. Przy czym z racji nakładów muszą to być gracze globalni a przynajmniej podglobalni. Co z punktu ma plusy i minusy. Potencjalnie wojna w Ukrainie może być chwilą, od której sprawy dostaną wyższy priorytet polityczny. Już widać, że Putin będzie próbował dusić w zimie Europę i w ten sposób rozbić jej, taką czy siaką, lepszą czy gorszą, ale jednak jakąś, jedność. Skok do przodu by odebrać mu argumenty energetyczne może być priorytetem, choć osobiście nie sądzę, bo to zbyt długofalowy cel jak na kolektywne myślenie obieralnych polityków.

29
DyLEMaty / Odp: Energetyka termojądrowa
« dnia: Lipiec 17, 2022, 08:46:22 pm »
Proszęż.

30
DyLEMaty / Odp: AI - przerażająca (?) wizja
« dnia: Lipiec 17, 2022, 12:43:06 pm »
Mnie się zdaje, że przeczytałem to w powieści Buchheima - ale "Okręt" (Das Boot).

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