علی اکبر کریمی درباره تاثیر فعالیت عملیات بازار باز بر حجم نقدینگی، گفت: عملیات بازار باز ابزار مناسبی است که بانکهای مرکزی دنیا برای مدیریت بازار پول کشور به کار میگیرند زیرا در سیستم اقتصادی اگر بانکها به منابع مالی نیاز داشته باشند از یکدیگر قرض میگیرند اما آز آنجایی که هزینه تجهیز پول برای بانکها در این شیوه زیاد است، تامین مالی آنها با مشکلات بسیاری همراه است.
عملیات بازار باز می تواند با جمع آوری نقدینگی موجود در کشور کاهش تورم را رقم زند
نماینده مردم اراک، خنداب و کمجان در مجلس شورای اسلامی افزود: در عملیات بازار باز، بانک مرکزی از یک سو می تواند با فروش اوراق مالی، منابع موردنیاز بانکها را تامین کند و از سوی دیگر نقدینگی موجود در جامعه را جذب کند.
عضو کمیسیون اقتصادی مجلس با بیان اینکه عملیات بازار باز اهرمی برای تنظیم بازار پول و روابط بین بانکی است، اظهار کرد: عملیات بازار باز می تواند با جمع آوری نقدینگی موجود در کشور کاهش تورم را رقم زند.
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4weoPB7DrkfSuUmtwWVmgVgRuykQRj/vAcH8M01Ll9nlsCy9NrZbaMcbWGWA+uRTvpYLanveh/Em0mk+ya+32O4ViFneHZHIOx4JxxjPJr0KGSOeFJIZUljYZEkbBlP0Ir5Osvtt1ZyS2rW90kQBaGKQGQr0/1Z6n8Oa2vCvj2+8K3kP2SaSbTd2J7SQdVJ+Yp3VuOnbtU2aE9dj6ZfATIpq9B6GqumarZa3pdvqWnzCW0uU3ow/Ig+hByCPWrigALkZ4piA8+4x1pOgFB6HAxSHG3Gce9ACPnJqNBtY/Wnt1Bpqn95g9hSYEpAYdMkVIIykYY88cj0piDg4p7qUDEn7x4FNAMJyc4pn3Vb3Oaf2FNIytIBynPFJIeaI+tIzY/76oGS5+7S+tN7A0ozuPHHY0xDD99sdaD6k9qP4zgc+lI/wB0ADvSGOTHX04qrPIFnXccYGasr93Iqowzc5OORjmk9gQ+1O5mye/pVh1DSdT61BbMBIRnJDYqwD87exoWwAhBx+OaTHzZNKvKK2MEjNNAyMenSmAm70FFG04opAcUZIn4dNh/SgQsDuhf8jQ0iNxIm0+opvkj70T/AJGsxEonYcSpuHqKAsUhzG2G9DTPNkXiRNw9cUYhk6Ha3vTAm3TRDB+dfekLQyDDDY3vTB50XRty+hpGljfiRNh9e1AE0cbo2VfIAOOajMikYkTHuKdGhUM0T5+XjBphlI4ljz7igA8vvFJ+GaaZCOJUz7il2RvzG+DSFpU4ddwpiG7EbmNsGml3Xh13ClPlSHg7W96b+9T/AGloAaRG/wB07W96QmRBz8woJjf7w2mmlZEGVO5aYhpMb/7LUv7xBx8y00sjcOu0+tKEZRmNsj0oAMxueRtNO/eIPlO4UzeDxIn4ilCnP7p8+1ADwY26jaak/eL0wy1GGB4kT8RTwveN/wAKAHp5TScgq3akLOp/vCnxuMsJEyccH0qMA9UbPtQMYTG5/utSMXUcjctIxBOHXB9aYdyjKNuHoakDK8QzrFocyr8vnuqN9Bya7L4b6QNN8Lx3Lpi41BvPfI5C9EH5c/jXB6xC+sa1pejxjBmlAfHoTyfwUGvVNc1qy8M6KbmUAKi+XBAvBkIHCj/PFVCybm+h6k1JYWFCC1k7/oh2v+IrHw7ZefdNukfiKFT80h/w968Y8QeJdQ8Q3Xm3spEKn93bofkT/E+9U9W1m81vUJby8fMj9FB+VF7KPaqBGa5qtRzfkfRZZlkMNHnlrPv29BG5PFOByv4daADt6cGnAZPA/Csj2LkBXbJk4qRuRx3FaNlouoas/l2NpNcN0PlrkD6seB+JrtdI+FV0wWTVrwQr/wA8oAHb8WPA/AGqjCUtkceJx1Ch8crPt1+480J2DLcDOMmtjR/C2ua1IPseny+Ues0o8tAPXJ6/gDXtOn+EdC0plkt9OiaZek0w8x/zP9K1pGOME1usP/MzxK+fX0ox+b/yR59pnwys7ZQ2rXT3D/8APK3yiD6t1P6V2Gk6JpekqRp2nwW24YLIvzN9SeTVxRuPNSNLHDE0kjhI0UszE8ACtoQjHZHi1sXiK79+Tfl0+4yPEnhqy8RWQhulKypkwzp96M/1HqK8+k+FGqeZ+71KyMf951ZW/IZ/nXY+H/Gq+ItcurKK1C28SF4pgclwCBkj3zxXSytwFHelanUXMbxxOLwL9ne3W2+/5Hn+i/Cy0huPM1S9a6jU/wCpiXYr/wC8c5I/KvSIoIreBIYEVI41CoqjAUDoAKjRdiAVIpyK0jCMdkcmIxNbEO9WVxD1rJMeyR17byfzOa12FYNhdNeG8aRdrxXckJHoB0/SlJnOWCuRgdKNh5B708DL+1OI5zUtjsUZojuHtU1vHgc+lOnXJ+gqdAAoOOorO+pQ1isUbSOyoigszMcAADJJNeZ+Mdei1m+Sxs7i5ls4lXItwQjuRklsD5sArjoo5J60/wCIPicXZl0K2kjjt4pP9KnYFi5XqiqOoU9exIx2OeTkgjhSWW4lMsZbEn2m6TCnqAUUk5x1BOcdgSK2gurJl5FNYbT7UZLbS97FAzvLKoC8cFiuP/Hm/DitOYXH9mGCYKY2QPEttEqxoP7wBGW/EAexrnL/AMSWsce+zme4nVstN5eETP8AcU579yCfeucm16aabdLCzyN8zsZ3O/3bBGT+VacxHKdhdtp2nh99nbz3IAbfes0xQ+6ZVSfyrn9Q1VlZS6xM5wIkaJcj0CQr8q/8Cz7etU49enIWJILW2jGclIvn46kn1rKFwFnMkTSySsMeczAtz6H1/H8abkNI6ATTXcyfaCzsrcebLnafQAYXPXhRgdOTmrF1ouq/Z1nkgufs6DAlhkBj5/3B8orP02RLURyzRqjLyCPmI9M/NmthdRu7udZrLz7d4+FmVthP0x0/lSckkNRbZm/2K0ls9ykkiSQ/MDyVm5yy5zgHg4z1+tad1YQWdnNG1x5vlMrBs5cpInyuAecZ4PoSnqajlup0QreoGhkyk2IwrYPRgRj5geRx/DisW6uZbfUngLmbaNpZT97jacE8cgD9KzTui2rPUb5kDMxaMMhAMiFCwPfPHOPfr78VP5VrKjNbHz1IwyO3mFc+mQDx/h1quqxMoyUl7o6SiM+4II6/l/Wp1tkkzK+XWNejyAxk9/mDA4HOPWkFw8iKOTbE8lpIpAAJLhT64HPX6kehpImDSESgDP3vJcNu56gZGfqPxFVvLlDs/wBpjOB90jev44HT35qyY7ieNUSRJ5pGwwDgg47Ekcn2xwO9MRIktvDcLKsmJwMLKfm259c8/oKrXd+t27LdKrzqMhxznty3BPYgmmyQ3CRMJ7O4RY/vsWDKn49j6c81XliSSJvLAMi8jC7WA7nB6j2HPXtTA6zwV40vvBuoLND5s+k3D/6Ras2Vb1ZPRwPpnGD7fSlhe2+o6fb3tnMs1tOgeORe4P8AI+o7GvjlJ3hBJIMbHJUHhvevYvgt4sa3vJPDN3Izw3ZafT3PRXAJeP2yOR7g+tS9A3Paz396TqKOc5pOlBIhOR+NNUfvGzT2IIzSL8wJBoAepwvFSSf8s8j+HvSRDgDGe9ErkuOOgp9AEHTioweOP1p/tSAcDPrSGAOKa/GOCctjjtSShmjKodrdj6VIeQPrSATOCKkUjbkVECTJ9O1P+nYUwETlm5pCAcDPU0kbdSevQ0Y5AHekAq5CkdhVEEvcNg4A4NXydsbE9s1nxMPNY/xYyaGNFi2XMkmDyG71ON3mMT9KitsFmbBHzHmpkzyCe/ShCY7Odv8Auio2ba49SDSou0ZB4zimPkyKe2OaGBL364opmDRQBxXnKeJY8e4pBEj/ADRPz7UGXnEsY+opvlxOcxvg/lWYh++ZOHG4e9IfJk4Pyt70oaePg/OPekLwycOuw+/SgBQksfKNlaRpVPEsePcU4QuvMTkj2NNMpBxLHn3FAD1RfKbyX5JHQ00yyLxIm4UuyNogUbGW+lMLTR8MNw96AFxDJ91trelIfOjHXctNLRP1+U+9GJEGUbIpgBeJ/vDYaZtdeUbIpTKrcSJj3FN2d4n/AApiEaRTxImD6ikKHGYn/ChnfOJEz70hjVuUbB9OlMQ0v2kT8RQEB5jbHtTv3q8Ou4UBEfodpoATcw/1i5HrSBUY5RsH0qTZIo/vCkCRuf7rUBcdudRh13ClARuVO008RyL0O4UoWNjgjaaLBcVS6hty7lx1qIBGHynaasKjojYOV9KjIjIww2mhoLkBLD7w3CoyFP3G2n0NWSjKPlO4VCwQsNw2nPWlYaepneF5rdfGeravfPtttKt8bj/fbjj3wD+dc14k8QXPiLVnu5dyRL8sEOeI1/xPc1QlldZLhQ5xJKXcZ4Y54zVf+Ln/APVXNKbasfb4XBRpyVV6uyS8lb9RFzUhO48VY07TrzV75bOxtnnmPO1R0HqT0A9zXq3h34a2OnqtxqhF5c8Exkfu1P0/i/Hj2ohTlN6G2KzGjhV7717Lc890Pwlq2uhTaW5W3J5nl+VB9D1P4Zr0bRvhppViFk1BmvphztYbYh/wHv8AiTXbKixqFUBVUYAAwAKCa640Ix31PmMVm+Iru0Xyry3+8iihht4ligiSJF+6kahQPwFPNO96aa1PLvca1VpG7VOxqu/J45NQykC57DrXmvxH8U+ZnQbGXhTm7kU/kn+NafjTxmNKRtM02RW1Bx+8cciBT/7NXldpa3Go30Nnb7pLi4kCAk5JYnkk/rXNVqX91H0GVZfr9YraJar/ADO/+Hlu2maPqfiKc+XBGuxQejKvLfmcD8K67wt4rtPE73HlwyQSQYPluQcqehzXPeOzD4e8F6f4etWwJCFYjqyrySfqayvhUSdevh2+yj/0KnFuE1BfMVejHE4epi5b3930Wh63uBOKeq0xIx3qXoK7D54a3Ssr7PFbSyvGoUzyGST/AGmxjP6Vqt0rNvTt2H3rKQAv3jSnpyajVvmB7U5mGevWoYxk2SQBWf4j1yLw/wCHbjU5ZAnljYjEZw56HHfGCcVbuGxjmuF+KCQS6Rp3mOFbztmGycAnjA6ZJHXrgEdCaUVeVhvRHj03i2YX73LWonZmLK8sp3Fs53ZHJOeccD8qhg1y7udtuixINu0KqKCOcnH+fw5Jpur2cdqRFH5XmFVLFDv5PbPTjpxWj4T0bes11MDuzsXPYCtpvlVwguZ2HrpU1xDueNHXsQoB/TmmnwxIUYiIspHIxg+345/r613Vppqcfut3+zWvDpnmDDFYwOoFcvtWdPskeNappT2zbpA5yNuduAO341BaaU8uNq7M9GY5J+le3y6HbSLsljWTsNy5qsvhCxjzIudxOFUdBVe1dhKnG+p57p+hIh3OS2MdVwc/Xk/rXU2WktJGAsKkDopGMfhXU2HheAEMwz7ba3otKt41AZG496ylOVjVRitjzq/8PSeTlU3nHIXGR+HevPtX0W4tJfMFufKxjgHA9j6V9ESWMLgBOPf1qCTSrRs74w2euRURrOI5U1I+cIfs7kxzRRw5wC8oLge+QP6VKyWa20hitIppX+UFiBjnjbk/rjPbIr2LWvAmj3gd0h8qTHWPiuGTwVGty6PNM0Sn5hFy23+9j264OOBxXRCvGRzyotHJh3WVPNSCLaASmQw+hAPX24Nadpch9mySMyIDtDqIUXPX2x/k5robrwlo4g8gYjuJArwXCncjjp9CDge4OR71zn2GCwne2vLICX+CRODn3X7rfhg81te6ujGzuT6rc2z3EBF3bg9Xkhz5W7vtXbhiBgZGOwyOtYsjpnzXCFWIBw+1vbBUe3pwa0p7fTZI1McdyZicjDhyR7KcAenf9KzZUkDMygjaOAEB477gRg/WmmFinLLDdrKQkkM2PmGciT3+vrT9D1C403VrW4t/+Pm1mSeME/xoc/kRkGq77WuWKqyNt+bnOPp/npRE+ZI5QSJITtJHQr9fbP5fSmyT7JtrmO8tYLuH/VXESzJ/usAw/nUlYPgl2fwJoTPkH7FGoz1wBgfpit3vUJ6AxScgcdqSPgY9aBn5TSqMrnHvTAmTcAWXjFMP3ufSpFdViZe5qNvvfhT6CE6nFIxPmH0oH3qCvzls0hijvRj517UnQ49ad3x6UgGkZk4p78Bh1+lMAzI2PrSnkMM8YpgRqDg4NHIOM8YNKv3C2etJ1yR2FSA2ZttmcddtV4RtwevH51NPxDyO1VlyF47DNJlIu2wAdsDAzTyTuPPP0qG1YlNx6nrU+cufTbTWwgz0xwo7UZG7GKQchSe/Whj84piHcelFG4UUAcP57DiWMH3FAWGb7rYPoaaZXXiRA3v3oAhl6Ha3oazEP2zRdDuX3ppdG4kTb7il2TRco+R+lHnqeJY8e4oABF3if9aQyyLxIgYfrTxFG/MT/hTSZo+GG4e9ADm8qRUAOw4yAaYRLH0O5felkMTkK3ysFFN2SRjMb5H1oAaXjbh02mm+WRzE9OMoPEsePcU3y0Y5jemAhkI4kTPuKYAjHKPg04vInDruFRnynP8AdPvTAlEjoRvG5acTDI3Hymq+JEPytuHvQZEJw67TTTJsWcOn3cMKPkb7y7TVdCw5jfNSicHiRfxFVcRMEYDKNkUgK5+dcULtxmN+fSnB2Aw65piHKp6xvn2pQefnT8qAqMMq2DS5deGGRSGP2AR5Rsk9jULt2dfxqX5GTj5STzTHLKMY3ChgQ7QRlG/Cs3W7trTSbiQj5iu1T9a08I2OdprmfGMpW0t7ctkO5Y+4ArObtFnXgaftcRCHn+Wpx6Fhlm71teHPDN54ov8AybY+XbxkfaLgjIQeg9W9B+dYTuScCu88N+PT4f0GHThpcUjRbiZBJt3kknJGOvNc8eW/vbH2uKddUv8AZ43k/wAPPU9P0TQ7Dw/YC0sIdg6vIeXkPqx7n/IrVzgV5O/xXvw3yaXagH+9KxNRn4q6qxwLCyX6ljXT9YprRHzMsnxs5OUlq/NHrW6kyK8jf4n60c7LexGf9luP1qFviZ4gx8osl/7ZE4/Wk8THsxrI8W+33nsRNNznoDXisnxD8SSDH26GPP8AchFZV34q1y7BE2rXRU9kfaP0qXiV0RtDIK/2pJff/ke3alq9hpcJkvryGBR/fbk/h1rzbxP8R5J822hFo48fPdMPmPso7fWuCd98peQtIx/idtxP51GTuXIxgcYrGdWUvI9PC5LSovmm+Z/h9xJIS48wMzFzlmY5JPqTXpPwy8PeWr69cL80gMVopHb+J/x6D8fWuN8IeH5fEurC1IZbOHElzIP4V/uj3P8A9evWPFWtweF/DTPAixybfItIlGBnHGPoOaqjFL33sjPNcU3bCUfilv6djzL4g6uNS8VTrGcwWgECe5H3j+dbXwkTdqepSc/LAi/m3/1q84aR3PzMWYnLE9yepr1b4R222x1O5OcvIiA9uAT/AFpUryqJs1x8I0MvdNdEl+KPS1PFPqNelP7V6B8cI3Ss6/4jB9GrRPSs/UP+Pc/UVnIZUBxjJpWbDCowPu57ClPrUsRHNLh1/WuF+I980V7o0G5QhEsr7hn5uAuR6DH867OU73C44rgPirGskemvgl443JPoNwA/PJFKGkrjeqsefXVqs0itFFNukJ/cA9GPv6cZB6YrqvDFltsQcoSWPQHHvXKQSyGGV4sBpSYh34/iAHv/AI13mixrbadCshCkRgnJxzRWd1Y0pKzN7TtOVgXeQ9c81rw2Nvu+RsEd8ZzXMTarBbF188EEbdo55NOsddj5yQMHA2n0/Wua1jpi7nVyWOFLq3IPPFC+VGA8vzHp8w6CsOTxBvRgjZB6c4rI1fWJ47Rwjbm28Y7mhu5VjtX1a1gRsvkD7oUVEl0ZSHeZMNyoB7V4tc+IruaExO2zjJJGcis8eK9UjjEJuXKr93cBke1V7NshzSPfvtVpHu826RSf77DFJLewBMrKrZ6EdDXjmk3Gpalse5tpmRhw21vm+h6V0dtFc2SEiOYpgho5FYKRUTpNDjNNnWXM5Lc4IPTnrVGa3heMtNHIrKcxSo2GRvUH8vUe1ZttqcRdYAW8vsHPKH0zWksrq45JXHUdq5XeLN7KSOQ1H7JIblJFYSs2WVAFBY/xbeise44Vv9k81zU9+HgaG/RZURvllZfmU+hPUexP0r0fV9FtdahIOUnAIWRDhhx615jqX9oaJfta3kaPuXb5jjiRP8a7qNVS0OSrScdUUZoCAR9vcw7gQW5wT7dfxqO7eSBYWJA8s9C7lW/BuBn1Fa1uIhGxt03PjaY2xwcHI4+mfT9Mx6ntEP2hlkkhlADxyOMow5JAPfHTsea3MLHOSI6ubqHCyRg/KfmAGeR9Bx+FQHynlMgIRZEbcpHCEDP5en5VfUpbSYkDbc4DKPUcH3449wBTxYo88tuM5kiGDn5eehB/T8faquSfVOgwLaeHNKtkOUjtIlX6bRWieoqvpiNHpVlG7FmS2jUsRgkhBVkelSthMTgY9AKWPGz9BSH/AOtTscqKYEm1f4j2wKYR830qcZ2sQB+PaoDySTTYhF7ilHXFNXqR6U8EEn2pDEP+tGOwoB/ekDpQ3BzjNLHyx+lIBMfN1I4pRwDnkUufnz/s4pCcLmmBD/CcetGSCQeppVPyn60jfePoBxUjGzjcuD0xVaJspnHXg1bblPqMiqaAjP8Av4pMaLFqCIVHv37VYYjee2FqtbsQik/MC/UVM24u2VP3f601sIe+FOPeo5G+fNOkJLMMDk00rls54HamIrsz7jyaKlZBuPP6UUCOPMkqcSKGFJmCTrlT70u6eM4YBh7ijfDJw6lTWYCiKROY3yPrSGUjiWPPuKUQkfNE/wCRo82RTiRM+9ACbIpPuPg+nSkzPGcA7h70uIZOh2n3oSOVJFw2Vzz3oAdJJE0jK4Kkd6Z5R6xPn6Gh5VLHzExk9QKZ5atzE+KAFLuOJEyPUVHiN/unB/KnGSZOHUMKbuhk6/KfemAHzU/2hUReNzhlKn6VJskXlGyKjaQf8tEx7igBAjDmN8imtJziRPxFGwHmN8UjPIvDruFMQgVW5jfH404SSIMOu4VGPKc8Haad+9Tody0APDox4baaspLIoH8QqkZI2OHG01KisvMbZHpmi4rF7fGw5G009Q45VsiqQm7SL+VSRt3jf8Kq4rFx3VkXcuPpURDAZRsj0oeUgKsi/iKiJQn5GwaGwFZ16OuPeuG8WXIk1IRKSREoX8Tya7VpSp+cZX1rznWlkOt3KPGySNKAEbqM4x/Ssar0PbyOmnXcn0RURcNk0pbNdhc/DXX4cLDDFPx/yymHHt82KzZvBHiOAndpVwfTaA38iaxcJLdM+np43DS1VRfejBAG3rzQo5x2rTbw5rMRPmaXer/27v8A4VVksbyAnzLadSOuYmH9KhxfU6Y1qUl7sk/mQ8gU0MR1FSCKZh/qnHp8ppDbXOeLeYn2Q809S+eJXLkkjHHpRzt64J5q2mnXsx2JaXLN6LCx/pWpaeCPEt4QY9JmRD/FKQg/8eOaEm9kZVMRSgrzkl6tHPAgIeeQa0/Dnh+/8Q6l9ltIyIxzNO33Yl9/U+grsdM+FFw8qyavfJHF3htzuc/8CIwPwBr0exsrTS7SO0sYFghToqjr7k9z71rCi2/e0PGxucU4JxoPmffov8yPSNGstB01LKyQJEvzMx+857sx9a8Z8b+Ix4i19jE3+gWmY4P9o/xNXe/EHxP/AGfaHRrST/TLlf3xH/LKM/1NePTIFOEHy9hTrTXwLZEZPhJNvE1d3t+rG4IIavc/h7YtZeDrQuuHuC05+jHj9MV4xpGnyatq9pp8f3p5QhPoO5/LNfRsMKW8EcEQxHEoRR6ADAqsMrybFn9dKMaK66kqVJUYFSCuw+XEbpVG/H+iv7kfzq61VLwBrZx+NZsZmj/WAZzxQ7YbFMUnzfwoc85FQxDZFwwNcF8UrZ20zSb9c+XFd/ZpcejjI/Va7TUdRtdNg8+9uY4IQcF3PGfT68GqfhA2niLUdR8RZFzDbXJs9NdgdsSKBvdVPR2YnLYzgAdKcdyjxCa0udOjRL2N7WQxrIySqVZUbJ4B9eefarl19r1dyVbyo1HyKrHH5nHNdT8XrGW61jTpgMtc/wCjn6iTj9HFcZqmpSabbrDFIw3yN0PbOOP8aJblQ1RTlt76zmDSLK6p2EuP1pfOhmjd1bULWbquJkmUn/aG1Tj3BJ9qy7i4v1ldZpJQeyoC3OAeeemM1NPFd2sEc0rZSRQw3DOOOh7ih3sUrXOn02e4hlaCR/tLggB4csH4yCvAPQjqM+ta18l9Fp8txPZyiGIAsSRlcnAzzxmpfhx4bfX9Ru576NJtNtysEaT/ADqZCAWAXpxxn6iug+IHhqx0vTIri20jS4o0mRRJDaojp8wOQQBjpisHFJ6m6k7HmVzEYj+9I3HqFHT8etUTeRW0mVjV5OoB4C/U1tXFu93H5pOJNu4oTkgEkZ44xlSPqD6Vkf2fJHfIxj/do4Zt3RhVRfRia7Ekfii/BIiVQqHkKMfzNXIPE90rjzo8Me23k+/Iz+Rp8Hh6xub/AHvcRC0fOVJw6ZOcDt+dauq6db3duIV2OqjAKckegz0q3ypbmcYzb2IYdXEp86J2YHqH+Yfhk5H4EV0Wk3dxcRGQ206Q5OJPLbYRnHDYwehrjYfDt5bS74HLg9R15rUs/CcmqSTicXSoJskLKygEAdB0I69q5ZqD3Z0R5lsj0GFdsOVXHoAayfE+jw6tpksLgGVVyjY6HFVYvDElm7SW2p3UDdCgZiD9ecH8qsMuq29uYXuo7yQnOHQhgP8Ae4/UVjyqLvFl3bVmjyYbrKaFUdluEIBPoR2/KtR74XULICA8ZGM9AxOCMf3SfyyKh1ayuxqlxMbd42VssmMheOxGfz471zj3og3A/NMw6Dp3r0lqrnA9GbPmRJ5SGMqrYCBhgDrgHvwcj6ZHNLJaNMFRFbYQYzn+DoBnHTPFM0jRtV1KFY4bSTbnPmSDAGev64P512q+EdThuLCcGOcNLHHKIHPyMSFJI9D684PXiodSKdr6lezla9j3XT+dPtiTn9ynJz/dHrVgdaOBkKMKpwB7Ui1aMQ6H8akPGDjPNRH5iOvWpefMUUwJgBHuJbJx0queD+FTSD5h+tQvjOKbEC+tKCeaTtTlGFwOlSMb0bOPrTkznNJ1UkUo69ecUAIf4f8Aeok4iNObGBnikbBQ+hpgRjp+NNJ5xjmlU/KSaZn5v6VIx7jhfSqq9WIHAY1bPI9qpg7RJjryf0pMETW/zQ5yOuankyHHPJ4FULWQmVU7bOR6mr7HLjn6ULYGhjcvz60pPJ5x2pTywpr42t9ePrQArMNx5xRTSyZ+YDPfiimI43M8XfcPQijzI34kQqfUUhE8XQ5HoaPOU8SR49wKgQvkg8xP+VLvmj4dQw+lNEcb8xuM0oM8Z5+Ye9ACFoZOCNh9+lOiiZZAyPkDJxmmmSJvvoVojiALNG/8PGDR1AaZDn95HkeopuyJ/uNtNP8AMlTh13D6UwmGQ/3D70AB82MdQw96jLxtw67TUhSROUfI/OozIOkifiKAG+WRzE/601pXXiRM+4pdiNzG+D9aaWlQfMN4pgNIiflTtNIfNTp8w96Rmif7w2mkKSJzG+RQITdG/wB9dppQjLzG+R6ZpPNzxLHj3FKERhujfBoAPM5xIn4inqinlGwfSmbpF++Awpw8t+mVNAyXe68Ou4fSk/dt0O00gEidDuWlDRsQHXb70CJWMi7f4hioS6M3OVNSSKyufLfIx0qEvk/vE/Ghgi1YwSXGoW0AO5HkAP06muS+Ids0HjjUJRwpWOZff5R/hXfeE7dZNWacHKwxk49zx/jWD8VtPKarp+oBcrNEYW9AVOR+hNKpH93c9TJ6ijikn1TR6daTpc21vcRnKTRrIpHoRmrfauQ+Ht8154QtA5y9qzW7f8BPH6EV12cjIrpjLmSZwVqfs6sodmGfek/KkGff8qDn0NBGoc+g/wC+aQ59vypfw/SmscdcD60BqO3H0FMdiTVSfVbC1BNxe20QAyd0qiue1L4g+HrFDi7a6f8Au2ybv16VnKpFbs3p4etU+GLfyOlPJrkfGXjOHw3A1ta7ZtTkHyR9RFn+Jv8ADvXH6x8S9UvwYtLhWxiPBkY7pSPbsK42djN+9dmeRjlnY5LH3Nc0699Int4LJpXU6+3b/MdJcSXU0lxcStLcSNukkbqxqJ13VEow1adhp0+q6jbWVsN0s7hRgfdHdj9BzWCR9I3GnC70SO3+FuhHdca5MnBBhts/+PH+n516iBxzVTTrCDTbGCytV2wQIEQf1/GrlejSjyxsfB4zEPEVpVHt09BRThTRTqtnKI1Vbr/UP9KsmoJxlCPUVnIaMcYLbx+IprZ3k5/CnYAIHtTN3zYqGBnazplprFg1nfxs8LENlHKujDoykdCMmuS0j4eanb/ap9C8RXOk6lZTGKIn95HcQMd6GQDq3LZyCMjpXczcvjB6VPZsLa6MzE+XPEIn4yFZSSpPoMMw/KiL1KOK1y31e40a0i1exiubq1nilN/ZSgx7gfmLxsFZAfVQw6dK881bRDd6jGZxtgVizH+97fnXr+rzKNNkUMvzuqdff/61cXqNiZHLAqRjBGamTaehpT2OWuYoA8MkhjeSIAK0gweOmR3/ABqNNPGqXCB4xIXcfvHJAGf1rbh0KFXyIAWzy0hLfkK6HSdKVruKBRln+VpGHKr32jsccZ5PPGKjmfU3tHodh4I07+yfC+nwMR5iReZK2eGlclmP5k/hUXiq3Ot6NeWCHLFMpnoGHIrpIWjjtFUAKB0GO1Y89xBHNlTjvis6r2Lpo8z0Lw3BbrdOucT/ADMWU8k9s+xzRf8Ah1WHmKudvHB5Fb8txDYaxMgUGCZ92Afuk9xW1Hb288QaMt830Yf0qVN82rKcLLQ80GmXCj9zJE5z0kUqfzFWbeyvi4EkMManuj5P5Gu5n0G3l+ZZGUjg/J1/Wn22k2sRyfOYKePkC/kST/KnJpiTsZFhpyBA4BGBksT045zW3bWzrao7Ku7G7L5xyc/1q2DDbbmWFCw/vfOT6deP0qpNcvNweF9BzWTiu47sp3Eu6XZCCR3YDiotqRIQFyWHJ6mruY1CjgHrgcYqtcMSpcEk5zwKmVtkUk+pxHii0dJPP810wwUMp4Ydgw/PB96hstOslhhmEEUu4eYjFMEA8/h1roNSUXMEtuyZ3Ix3nsw5z+FZF3aS6HZxTyxu1n5SrG4GRuA+6T6nqK053yKJEYe/cgvJ7m5LWMB8qFRhgvG8+9V9CvLrTdSi8t2XbJhlzxXQ6INLu0W4EjNIeWyMD8qq3tgLfWZ2QbVLh19gRmpbjblN4Xvqe028yzwLMv3ZEDD8Rmnr3+lUdIDLotirfeNuhOfcZq9/CRXoRbcU2eRJJNoBUsY/fr9KiXBbFSrxOpzxjFUiR0h+dj7YqH+dTOR5jDHaoD/rAR6USAcfSndvwppGcinD7uM0gEI+XA70fxZ9RSnhQfShiQucdBzQA0EFRn1pWxtHt+tMXJfGPlxmnSHn8KOgDc4/E0wdSc9BTv4FOfeoznceetIZKRlcZxkdaqH5GcYyCatZAX8KpD5dxPOSaTGia2t40cSjOTwPYVYVMvlR1Jx7UkGFiUtxgc0qfJ83I+bvTQhvQ47CmdT9ae+Rgd8c0ykwAjJziin5xxxRQByT2GpW33Nlwn+ycN+VV2uox8txE0TejLtrqfrTZI45V2yIrr6MM1Nx8pzQihlGY3FJtni6NuX3rVm0K0clog0DHvGePyqm+majb8xSpcKO33W/wosibMqNMp4kjI9xTkjjMTmN8E4pstz5Z23UDxH/AGlx+vSnbIZIsxuBlvWiwhpaaM4I3L7imM8TnDKVNB8+Locj0NNMyNxImD6igBfLI5if8jTTK44kTd70eWrcxSYP1pC0ycMNw+lADT5L9Dsb3ppSVB8rblpS0L/eBU03y3XmJ80wGM6niRMe4pmznMT/AIU4zMDiWPPuKaVhc/K200CFLuvDruFNxE/Q7W96fiVB/eFRsyNw64NAx6+anQ7hTw8bcOu01GqMOY3yPSn7yOJE/GgCRUIGY3z7Uu9gQHTPPWowqMco20+lSo0iOAcMKBCOFZiVbBqMmReHXcPanOYmJz8ppmHXlWyKQzsPCECpYTXAXBllx+C8f41P4u0FfEPh+W1BC3CHzbdj2cdPwPT8ad4ZngfSYIY5FaWNA0qqfuFuRn8K2j0rpSTjZlRlOlNSWjR5n4U0fxJaeEdcit4mtryWT/R0kG07gMOQT69AelcTdXWq2ty0U9xewzg/PE8rKw+or6CGfSqep6Pp+rxCO/s4rhR0Lj5l+hHIrCdC6Vnserhs19nUlOpBNS7b9jwZdb1dPuapfL9J2px8Q62Bn+2L72xMeK9G1P4WWU4L6ZeyWzdfLnHmL+B4Yfma43U/AGv6c5YWZuYx/FbHzB+XDfpXNKnOO6PeoY7A1+yfmkv+AZH/AAkOsNlX1a9OemZjVaW+urjImu7mT13St/jUNxbywS+XJGyODyrKVIP0ODUfOMkY+orO1z0oU6S1ikB2ryFH5ZpAS2c/pSMeKRD89KxbsJ0ORUg5i6VG6/Nn+lOjYYKkgAfhTEyEnaTnHFesfDbw9JY2baxdoVuLpdkCsMFIs9fq3H4YrO8H+ADdPHqutwlLdTuhtXGGkPZnHZfQd+9emJ88ma6KVPXmZ81m2YxknRpP1f6FpBhaKUdKWuxHzglOpBR0oYAagk61MahfqKzkNGKQdwprA54xmnMCrkZ4BNNY4xUMCNm/fAEZIFWY/u+hqvw0uO9WegOBSGYHiGAtf6fPvbbGso2A9SdvJ/DNUkVZOgB7dateKJWjktVHdGPX3FVLNwVAbDZPQDpWc3qb0/hHrZqcuV2jPHuKsac0UV67cFgMDmnTMCCpP4VzOoauLW9RF+Utna3qfSo2N1FnoE91EYl2uMgcc81Ut4LaaQ+cQ6HoK85uPEJKH98IsDLOeg+tczN441SEMbG2lnUn77tsJHY46/yqHGU3ojS6itWeq+K9AieL7baH51X5kHcev1rI0HUJAixk9Dj1zXM6T44v5rctfIYmIIYM+QB65rW0VZxYi82naWJHrg9Kmzvqi/sncpMxHzde+Vp8twu3btDMegxWfaXG6JP3fv16VYMgAJXg+vam0jK5WlYvIUyDj071FLIVUgcY71JKCctg8DgZ5ArOnaTb8n3u2eR+PrUMpCyXIUjcSxPI7CoXuVIzk7Qc4FVpZGih3E/NjnZzn2qrHIGIJO0Hnb/SosO5K0rmXLKcPEW3AggA5xWze+Rf6DcWE2PJmhwGH94nKkfjise1KbzIQoTaGCnJPBOP6cVdkMczRxBtmHI5OBvXsfxol3FDc5620O/0V1SeJgpPOR0PeurOnx3V5arj57hEjU49Tj9OasxyrcWqx3E/msj/ADCPovt71oaJm81mORoTDDAhaNG64A2g/iTn8KmKc5q5tOpywb7HVAKBsUfKBhcdgOlIzYXP40DP+FIfuivVPFFjBDt7nipxjePc4qCPOcelTxjMy+gGapASTcECq565qWVjtA9qiB4pyEgJwOOSaVD8uKQ/dyOtOHb1qRjuoAprcqxHQilHvSHPQAUAIM5yMZI4ok9D6UqgdM844psoJ/KjoA3sM1GoBfcMjn86lwMc9aiXgnHakMZMWCfLnJHaq/8ACM5DE4H1q3Iv7vngnmqhYBY89d2Rx1OaljRoH/Vk44IoO49cA47UZxB9KFJZfm656D0qhCSnLg9iajxg4qViDIfqeKjPBNDAdj3opvI70VIFTn1oyO/Wkz60tSUL9DR9RSUc0DBlV12soZT1DDNZtzodpL80W63brmM8flWnSHmmI5mXS9St8mNkuE9jg1SNxsO25heM/wC0uK7EimNEjjDorD3FO4nFHKiOGUZRwKawmjHDbh71uz6FZS5MaNA3rGcfpWbNo19bjMEyzr6MNpo0J5WUGlQn95Hj3FNEasMxSY9qdLK8R23Vu8Z9SOPzqMrDIMxvj8aLEib5U4Zdw96aTC55G1qXE8fQ7lphlRjiSPHuKAH7JF5jfI9M0jTdpY/xpAitzG9BaRRh0DD6UAOVY2/1b4PvUg81Oo3CoR5L8fcNSqsqco+R6UALmJ+oKmpY0YNlGyAKi80HiRPxFSRqpbKP26ZoQEbuvIkT8qgl/d28skT/AHUJA/Cp2aRR8y7hWZrEyRaRcOoIcgKB9TUSdlc1ow56kY92jq/hjpc1loEt/cPmTUHDqvoq5Az9ef0ruc81x3w4vPtfhKKMnL20rxNz2zkfoa7Edq6qVuRWNMdzfWJc29/+G/AeKd2ptOqjmAUnelpKQyC5tLa8i8u7t4Z4z1WRAw/WsK58C+HLjJ/s5YCe8DlP0HH6V0dFTKMZbo1p1qtP4JNejscBd/CrSJube8u4P97bIP5ZrLn+EJHNvrMR9PMgI/k1eoNUZxisnRp9jshmeLjtP77P8zzKL4TMcfadYjHqIYCSfxY10Wi+CtD0KdZ1ga6uV6TXHzFT/sjoPyrpmYVA4zSVOEdkTVzDE1lyznp935EssxY9c0sQqBBVmMVotWcTJx0ooHSitESFFFLj3xQxiHpUD/eqYn2qBuuazkNGLIT5zD0NM3ZOOtPnP75xjuaZgADGM1mwGL/r8mrWfmx2xVbG2XPWrBzgeuKBnOeKmYT2WP8Anm+B6nIqlZuIoywwWY9R2+taXi8FLCzuQQPLlMbE9BuXj9VrnEuv3WScMowoPFZz3N6b0L1zMxUkthgOeawNfgQaLMZdvmsNysRypHIx71cFyr3LyONyRjOfU9azJEuNXT7W0kcVqD8zyPtBBPTnuOCR+tEF1ZpKo0rI4RjfRt5cjF2IwTgHn8PTvXRaV4e+0RF3kcBudxON3GcD69PxrQn8MJdWyyW2r2pIf97IMBY1PU479T+Nb+n33h+yto7JL99iDYZDEen1A6VM5L7I4wk1qUtI8IaKojmuITLIDuCFywH1HTINdqlvawWjQoP3ajB9qwYkCt51vJDNb7CqLEd4x1P1/GoLfxDax3Rt5XkOBuDEYB74x2zn8gKha6j52tGX0P2adoW4UHirwmDxgjAPXB5z9Kx9RlYKb2FgSh+cJ/dPQke350tneCdR03Eev5ipZSdy/LNlwIwWbBOBxz2qhLIpJMZBzwcg8HvSXV1HE4JGAOMtwc/5/lVW5l2oCnCq3AH3WJPBqWNFa6k27mKyOC3pwfaljiAA2kFnBHbAHpmnMrCRT8uWbIYc8Z7j0zU2wRRkxqkZYYYI2PmPXHv/AD6VJQ+OQLCwIfgbiCMMvYgH0/xq7pflTC5t5ZDJIpEqMf7pyOKxY7qRJViZnkZgRsJzuGcdRn/63pVK5vJdIuWvBKFh2qjZ4wc8c49/T3o5XJWQotKWp3cMYtwI0A2HJ6YBre0KHMU14f8Als21P91f/r5/KuR0OPV/EdjHPCq21lJnF25B3YODsXqx9zge9eg28MdtaRW8IIjiQKoJ5wPX3rfD0mpczMsTVXLyJj1zimtnctOXhPSmnqtdZwj0PJ+tTxD97nsAarR9M+pzVqHG7n0poGMmPzH64FRE4/8ArU5/4vr1pD0zjND3ARWJPHQ1KOTUaLt4xgU/ocelIBc/vAKd/Omf8tMn0pxIyPypgICM4A5x1xTZO/tT++30qN2BBz3OKAEHSoQPmYZ4AqZuFJz2qFctkjoeB71LGOfLFfT0qqMZjHo3P51ZXLMee5xn0qpcZR+OmealjRoHmI4GeOKFwFB6FqT/AJZ4zgUMDtU981QhMYbFNbrUn8XNRnBx9aTAZuAoqNtu48D86KkDxTS/i5qtvtTUbWG9QdXU7H/wrtNL+JnhzUdqzXDWUp/huBgfn0rznUvhhrtjua28q7Qf3Ttb8jXK3dhe6e5S9tJoG/6aJwfx6VXuvYqzPp23uYLuMSW08cyEZDIwI/Spc84Ir5fsdRvNPcSWV3NAwPBikI/TpXYaV8VNesdqXYhvox/z1G1vzFDgFz3Hg9DRgiuC0v4q6HebVvUmsXPdhuT8xXY2OqWOpRiSxvIZ1P8AccGps0Mt96KMkHkUcUgE4phpTTCaYDHUONrKCPQjNZtxollMdyoYXP8AFGcVpk9KYxpoTOcm0W9gybeZZV9G4NUZXlgO26tmT3I4/OuuNRuAwwyhh3BGaZNjkQIJOUkwadiePody1t3GjWU/zeX5b+qHFZ0mi3kB3W04kA/hbg0rCsVhKjcSIV9xT1QdYpPzqJ5JoDi6tmX3xx+dKjQSjKPg+xpEljzJF4dAwp6eSyMRlXqECZPutuWnh1MbF02n2oQCESovytuFYfidmbRwdu3Ey7vcc1sleMxyfhWZqkbXllqNsxO+C3SdQBnOCf6VEtVY7MA0q8ZPo0afwnvwmo6hp5biaNZkBPdeD+hFeqjrXzn4Y1tdE8SWOoEnyUfEuOSUIwfrXsng7xFN4kGpXbxmKCO48q3B/u4z+daYepoonfnGFkqzrLay+/Y6sU6mDinV0niC0lGaSkMKSlpppMYjVE3SnmomqWMjOB1phIPSlcc5pvHtUDEXrVqOoVFTp0qoiZIKKOTR3rQkKKKWhgMaoW61MagfrWcikYUnFxKP9o0H7v0pJD/pMpI/iNIeSBWYwX/WHmrY61SziRsjoKuDoPpQgMXxdEJPDch5+SVGwBnvj+tefySt5ciuuDjOD6Dv9K9T1S2+2aLeQDq8LbfqOR/KvIg6llRTuwATkYXnufx+nFTNaGlNle4vVWxliiYNIRufJ4J9Oeff8qwdZ8QBpEgM3lwRKBHGp6n1xVrVrSYSyCLcWf8AiY5yT7e3+elaemmx0iIpDGjqw2ys4yxP+0aWjOimrM4JfE7LKwaGXrxhsH6mrFtq2pXD7bTTJpd3GQT/AD6V6XFc6JKHZbCLeV49PwGKcviOxsxi2tYFYcL+7zj86bcex0KEusvwRyVrb+KLcC4tdJ1KPPJEfzA/keaSbW7kTbtRsrm3bOHZ4iuMds44FdHL4sLPulbLexwf0pw15tTjMQjPlHglh0/GsXJLWwppPqVtJ1SSSX5GV4sYwWJG3/63Fa+n/aUVUYEpu+TI5GOMEfh+vvXMC2FldjyTshkOCQPu+9dDZzIIlKxByuCD3JIxgeoH51MjKKsXpzIxZWVlXILqew/zmkTEsbSecrRADJX078deDVSeWWEokbKNvLblwSDngHoc0ZADIgOASpIwDjvkeo5qehRdiXymV8P5gBCnONoPXI78ZH/6qbcNE8X/AEzPRgOhwTt46HoR+oFVmaMxBt6M0YDK4OSAeuT6Z46d6ajPGR8xVcnbjp1HTHOc9qVgb1F2RySl/wB2o2/vCo4+gGSBn347iltfDkniKS104llja5SS5YnO2NeWx+gH1qukwO+XdGYyMBiM4HccdBz2PpXaeBQr3dyygYSEKpx7gevtWtNamFV6HbwwwW0EVvbxLFbxqEjjQYCKBgAU5vu8UA849aVuF/Guw5Bv8FMc4yfQVJxszUM/+qNJgSx/cUVZj4icj0quvOKlBxGwHenECLqCad0App4DYp2eOKQC5yaAeaaMZPsKF70ASfxio87XfvjmnkfMB6U0E72OMg0APDdD61E4ycDjBqXOMewpn/LTH40AMl+4wHekTtgdKdLjZzTY/vA+ozSGIy5mXn7q/wA6ruN05GO9WGI8x8L820fNVUEm4GeoFJjRdkI8tecYIpTjbj0pGwIxnuaWQnZwcEUxCEkEmoxTnPHJ4zTM+tJgMbhj0ooZ/mPIoqQKnB6jFQT2VvcxlJoY5FPZlBqx+GKTHoaTLOP1T4b6BqG5ktzayH+KA7f06Vxup/CfUYAW0+7SdR0WUbT+dexc45o4+ntQrrYZ83ah4e1jSmP2uwmQD+JRuX8xVCC5lt5N8EzxSD+KNip/Svp1okkXDorA9cisDU/BWhapkzWUauf4kG0/mKpTfUVkeU6X8R/EWmAKbpbuIfw3Ayfzrs9M+LmnzhV1Oyltm7vH86/41n6p8JSMvpt8w/2JhkfnXG6j4N17SyfOsWkQfxwncKOaDCzPctO8SaRqq5sdRhlJ/h3Yb8q0C3GcV8wkvFLg7o5Ae+VYVuaZ4z17SyFg1CR4x/BN84/xp8nYVz6AyO1NNeZab8WQdq6pp+PWS3Of0Ndbp3jHQtVAFtqCLIf+Wcvyn9aVmFzdJppNJvDKCpDDsQaaSD3piFyPWkpKTNAAQGGGGR7iqFxpFpOSdmxv7ycVfzScUgMN9Iu4ObecSD+6/B/Oo3uJoYSlzAy474yK3yeaCAw+YZHvQLlRzQaCXlGwap20xt/GKw3HMc9rsx6qef8AGuluNJs58sybD3ZDg1554lvLi01SzuypWZEEiBh1UMdv5is5Plsz0MuoupUlHumvn0MLV7J9L1S5sCcvFLsT3B+6fyIr6G8Jixbwtpr6bEsVq0IYKvZv4s++c5ryPxVaW+o2Vh4hg6kCOQ+oIO0n3ByK6n4S63xeaHM/K/6TbgnsThwPxwfxNVStCo49z0cfzYnBRq9YvVeez/E9PpaMd6O1dZ82GaSiipGLTDTqbQMaelRNzxUh5OKikYIvHWpYyNiOhqLPNNySaUdPeouMlQEnJqylQIKsKKuImO7UUtJVki0hoopMBpqButTtVd+KhlIwpz+/cerGomJG31p1yf8AS2UHncaPcjNZMY9cGQD25qzkEZqshPnGpz6UwJdyLgt69PWvGtX0+XTPEFxb5Xy0Y7JJTkFdxIyMcdR+X4V6/LksnoK4f4gaaWmS8SMyGQLGQeg569MZ6deB9ae6Ki7M4SV2kuFdEZtpzgDPHqf1zVe+CztviJVu+OM/WpIw5jVY13qhwGI3enHv1/KlewZnXJOW+bGOozg8fWsXHsdKkjIma5iVvKkxgcHNUluJXPzucsOTnvXS3WjcKtwG2g8bGH86lttAtN+zy2LKxB3N2/n+VO9lqPVvcybS2R2ycMR6DrWrE5iXhMLW5a6CkSwmFI8vkkFvvYHT61bOiQEv84HBBbIwDj+XtWMpXZolbY57zPtIEZjQZwQd3P4etSwz3FjEwC7l3blMfX24/wA4xVnULA20cYWRQhAcsR8oA9RznqBntWNJeySSPDsMbJkEjg4z8wB/h/H0qoq6JlLU1Yb2aRlSQxjd8ygZJYdSOuPT8jU8j5bchMbq7ZOTh8+vp6elY8dzkljsIQgBgThe/wCRAI//AFUkTONqeWDEG2lw+WKj+5zzxg89ehosK5rfa5o0aRlYxu+F29D0yMdsevemTXRjdTFJGwjYHbvU/UE4BHHbnnpiqKkQjfuKqOGBbAB9Rgn2OPrSEyKfLgCqWP3MHAPpz/L3osS2X0uRPJJPuYqx3bR90np1J7Dt+VbtjqN/oli+r2I85LEebe2g6z2vSQr6MnDD8a521TOcgq28EqUAz7/5xXaeFIYrjWI7Odd8UlrOZkzwYyFQg/8AfdHNaSE4+67nf2F7b6jY299ZyrLbXEYkikX+JT/I+o7GrDdK8e+GviVfDV7d+EtWn221tdyQ2879InDlSG9FbAOexPoa9iYYDBhgg811p30ORqw0nI69Kjn/ANW304p6AjPHGaZLjaQe54oYiSP7o+lS49OlMQc1Ix/cqB1Y00BEwwv1NLjGAOlN6EDPvTzweKQCeuKEHzUA4UkmlXrQA7/loSOwpHGYSR1IpwxuYUAfL/KgBqf6sAjmkPB+tL0OC3Pb3o/joAinz5X+FLFkryOg60SD5TSgYjCg8kUuoxhL+Z22nrVcgG754OO1WTkMqgcAHOarxLmbeec5ANJjLUn3V4zz+VD/AHV4yWOBTiARjrzzSfxRezd/oaYhjjqPao8468Cp2HH0FVzjbz3FSwEyCe1FVmlCsQAOKKLIBmT7UvHfIpmffNGTUFkn0OaTt0puaXcaYC4GeDig5NG4elGR2OKQCY96jdQRhgKkJPcZphoGY2peHNM1Pi5tInBH90Z/OuP1L4V2EmXsbiW3b+6TuFejNzTTmml2C54XqXw+1yw3GOJLiMd4zz+Vcxc29xavsuIJImH99cYr6XbGDms2802zvVKXFvHIPdatSkToeDad4k1fSmBs7+ZFH8Jbcv5Guu074q3seE1GzjmXoXiO0/lW/qXw30i7Ja3DW7n+6eK5HUfhvqdrua2dZ19Ohp8y6hY77TvH2g6jtX7UbeQ/wTLj9a6OKaKdA8UiyKe6HIr53u9J1CxJFzayJg9SMim2eq32nvutLqWFh02ucflRZPYR9Gd6SvHtO+Jmr221bpIrpPcbWrrdO+JOjXeFufMtHP8AfGR+dJpjO0z704GqVrqFnfIHtbmOVT/dbNWvpUgNuZYIoC9zPHBABueSQ4AUDJH1OMVyvjLRJtR0n+1ntzFf7fPMJ6x244VfqBhj7k1d1GW1vfFulabdAPbwnz5IyeHb+EH24qPTdZvtf8b6pa3UZLSxPBHAOQiLkHn/AIFkmhNSXK+p6WHpzoWqx3S5n6Xtb5nOWiS33gW6tLeN5Z7NzcsidViHJJ9uT+vpWFoOozaJq9nrQY+ZBIH8sH7yHhh+IJr12x00+FLOHw1oJS4168Akurl0yIU6GRv9kdFXufxryjxNolzoOvT6VI/m+UAySgYDoRkHHY9Rj2rOpFxsz18FXp151KfSTbXmno/+AfSVvcRXltDc27iSGZBJGw6MpGQalPFeO+CfiJb6D4Texv4ppprWQi1VB99DzgnoMHP4YrrvA/jC58T/ANoi6jjR4JFaPygdoRh90nuwIP510RrRk0urPAr5dWo80mvdi9+52WaXrTe2aXNaHCLTSaWmmkxjGyKgcbuKmc1CaljIWXFC9ae5yO9NHWoGTJU4qCPrUzyRwj97JHHn++4X+daRJZJSVCLy1PS6t/8Av8v+NMfULGMZe+tUA7tOo/rViLVJWJc+MPDtoSJNWhdh2hDS/wDoINZr/Efw8pIDXjY7i3P9TSA6pqgeuei+IPhyY/Nc3MPp5ls39M1I3jPw4RkarH/36k/+JqJJlIZdAC9b13GjB3DFZE/inRZbxnW9JTdwTC4/pUN14s0i3HmpLLO3QKiFf1bFZ2fYZvIx8/Aq0VYnIUkeoFeXal8RLwM/2GGK1XH32HmP+vA/KuJ1DxjrDO0p1a8LNwD57D8sEYq1TfUVz3nVtb0zRLfzNTvY7YEHahy0jfRByf5VwWvfEbQNWhXT44LsK8igXD7FVT2JXJ4/EV4tqGsT3czSSSO0jEFnZtzE47k1lyTuwO5ic8VSikB6X5rWl4ikLEoYlgw2nHfpz9P/AK/O9Z7TA4VVRSeC2QMMeMcc8Z9a4DTLmXUbCCOVCbpCqJu6SKBhT06j9cCt/Rb6SNntLiTdFlvL4ztdhyBzjnGMnjk+9ZuNtDVSvqdJZvLc2sgV4ywQFPmJbrxz0Axk1CrhbiSLzIhhcOzrnnPzD64BrNnnzGWUmOZRgpjrkHbx+JOcdOO9UJpxGyO8ZLLjfk849QfXj/PNZtGqdjqIdSW2mmRD5MMb5jcckdSDyOc8/wBKf/asrzTLIS+1wWZGOUH94dvY1yMV0rT+ZPNKwdchgRtOTkjAqYXVwkZa4faCmCQdu08Yx6/j6UnC5XOXtZ1JDdo0jlQQysrZ2rzyAPYgZ/CuceWNW2u7oM7fukEN2JAPXqPypJbgs7RBhKuFd1K5xn0/T8OKkhhmVftDs7AP8rY3FPx9KpJRRDd2SRO6gyZckYygyMjuM9asfaUSHZHh2I2t5ijOM9v/AK2KrmaNZfM3okh4I5wOOf1/nUiBxlgx3MuCQOAPxpMaLkLQq0aRSAKp3ZHysPXr29jVgsGlMm1uejHOTnoc9az4zGDkdz83oD7f/XqYOihi7bVByxzj8KzZSNy0IUeazAADqVwPriu68CabMEvNfuMrHdRLb2SHr5QJZnP+8cY9lB71meFvBFxfCPUNdiaGzHzQ2TjDzHrulH8K/wCz1PfHSvQbub5No6DjGMY/z/8AW7VEItu4pzVrI+f/ABUvlfEHxAqjhrreRjruRSf5muo8K/Ee50W2Sw1KFr2yQYgYPiSIf3cn7y+menriuT8VSeZ431yTPW625x6Ko/pWcHx19a6G9SOVNWZ9A6b440DUgq/bDaSk8R3a7P8Ax77v61uN87wupDITkMpyD+I4r5shnOAN3Tj2xWxp2r3mluJLC8lt36/unwD9R0P5VSlczdO2x9A9FODzUrDYdpPRRxXklh8UNVjKreQ2l4h6nZ5Tn15Xj9K9A0fxNpniKPdZylbjaN9tLxIv0H8Q9xV3M3Fo1hgvn2pzE7Mj1pgxj6mnE4KjHXmgQuRhqE4/HpSHO00q/SkMoazrll4fsze34uPI3bS0MLSbe+SB0HvXLf8AC4PByr/x83jZPQWrV2M85RJAp5wc8dq+aPGGnmw1ySQIEjuCzqAMDOef6Vajcm57BL8Z/CYb93DqMmO4gx/M11GneJ9N1nT2vdMdrlli8z7MuBKTj7uD3r510nSf7S0C7kiU+fFMBx1wRXq3w98PDw408hX/AEiWPDH+lYynafKjVR93mZJqHxi02wupLW50LVYZ4zho5lVGH4ZqkPjdpwUKuhXjv0H71RWN8UdPlu7ua/I3NDCuW9s8/wA68/0FEm8QWMUmNskoXn34FbOKSb7GabbSPYdP+L2najeeTd2L6fHs+V3lDbj6cdK7m3mjkMMsYzHJgrz2I614zoHgc3OsXE13HmGCXAVu5xXsGnAIsSkfcjwPbpXMpOUjaUUkYvjHxR4j8Lq13baLY3emDGJ2uGEik9mTHr3Ga4T/AIXXr0koEWkaaBknaS5/M12fxDvPJ8IalLKcBVVUX1YsAP1NeL6bZEaYZcZmnbZH9Og/M1vNqMbsyinJ2PU/C/xXk1HUV07WLSJZ55AsJtFOFHo2f516MwxjBzx1ry/wd4Tj03FywBnfHzHr716aMkHtisIybb7FySRXf756UVHK2ZG5PXtRW10Z2F/Cl/SgH0I/GlP+cVkaCfWj8aPx/Sjp2/WgBe1Jg0dqPpmgY3B7ZFNJb60/NMLZ/wD1UANY/Wm59DS/54phFMQN0qu6+hx9anOc9fzph5PNUIrnIHrSDrUpApAM0xEUtrBOm2WJWU+orndS8C6NqCsTbiN/7yHFdOfpSduDU2Hc8p1L4X3EWWsbkMOyvXKX/hjWNPJ86zcqP4k5Fe/nINNZEYYZQQfaneSC584RT3FlLuiklgcd1JU10unfEHXbDarTLdIONsq8n8a9Sv8Awxpeo7vPtkOfQYIrj9a+H9jp8DahDK6JCQxjJyDzwKOdW1RdODnNQXUoXerzy6/HqBX98JFfYvtxtH8q9X02BvDVuJBbRXHi3WMuYgfljGe5/hjQY3HuenYDxqAYka6k5CMCB/eIOcV7Va6mi2sMuiWS3GuamojErAlY41HEkjdkUEcDqeOprPD63ue/m0PZxpxitLW+61k32HSNJoDvpOjAal4m1A+ddXcvATt5suPuoOioPTjJznjvGnh7StK0giXUZL/xNLIsss0rnMo6MNoOFUZ4+nWui1TWE8FWs2laJbyanrkiG5vbhkLkccyy46ey9AK5HwdqH9p3eqHUX+0XN7HiSdwNzKcqQPQAkGrnaT5P6RxYWNSmvrEfhVr93r+COTt5LODULU3UfmWUUqm4VSQZEz83T8a+kbC2srexiisIoY7XaGiEKgKVPIIxXzLNFLaXUtvMu2SJyjqR3HBr2D4U+Ivt2kyaJO2Z7EBoSTy0JPA/4CePoRWeHklJxZ6Od0ZTpRrRd0t/n1PQfanU0+tKCCM12Hyw7PFNJFL2prHPTgUmAwnnpUR5NSE4qFutQxiE1geKvEH9gadG0QVry4YpCGGQoH3nI744/E1vNmvJfiBfm48YNbDJWzhSIAD+Ije3/oQ/KklqMjbxdr7yywnVrkI6ZbDDj6HGV/A1jOVkffJlmbkluSfxNV45C15MTyiqmMc7jzgfzp7kklc+7t6VqA7MeMbFx9OtNJGcYXjrxUYyeVHJ+6P60ucDPVQf++jTEP3t+fWgtgj9KZnGc9vvH1PpUZwTye2WPoPSmFiXf8vsT+dKZQoJ64OKgJOfQsPyFV5Jvl3DgdEFAi294UBCkDHUjtWZdXznuSzdM1HNN1yfkXlvc1mXErc8/M3JP90UAMvLobT83yjqfU1gXdyzsef/AK1T3cvPHTt/jWa5zU3KI2Y1oadYeYPtEw+X+BfX3qOwsWu5AzD90Dkn1rcbC4UDGBwAaaRLK8jFQNpIIOQfStPS5n1Jmto7UPdQRGXIPO0HkoMdeeR3rMkGePfvWj4RmNv4007nAm3wn/gSnH6gVMlccXY1X81oVkDPvU43EddvyhSeT/nrVEx3m4EGNsAksQRknnp1zXe6tosNz++Rdk/BDr3PQZHf0/L1rlZba4t3CyKShYYaPg/U+nce3SsZJo2jJNGaiTNGxBC5XJ2r17ZxSfY5Mq0rFin4EnOcfnWirKSSgBUfMuDnnPf9KnOOSyjb2I/Ss3Jo1UUzLgiETPyGc5wTnIH+f1+lWH2RFgh+YMRtx+ZP41bZEdW5+ZT16Af41TkkVV3EhznBI6n/ABpc1w5bFb/luGPO3O1j1/8A11YjdIxgjvkhf8az5Lhgx2sSPQ/5zVYzTTXEdvBHJPcynbHFEMlj9KdmwukaZvFWTKq5MjBVCjczt2UAdTXrngXwJ9i8nVdZhVr8fNBbDBW2z0J7NJ79F6j1qP4ffDn+xiuraxtl1RlO1eqW47hfU+rfgO9elbQBjGBzwf1z/X8BUvXREuRE+W5J6en+f89T2rOvCFUknGBWnL8o9/fr/n+vsK5vxDc/Z9Lu5s8RxMf0qloZngd5cfatXvrnPMt079fU0zsfrz2//VVe3JMZJ7sSeM1YU4APbsc/17U3uarYeDg59/8APSrHmLt+bPuQKrkd/wClKMnOf/QqEDJ/OTI4YgnnHp6VctbuSORZEJSRG3Blchl+hHSsvof0OKmjYrgjqOtaozZ6Rp/xL1OCFY7m2gvWUcSSEoxHuR1/LNaEPxOuGlDTaPAV9I52B/UGvMo3IOM5PUVajbgY7/oadiLI9etviHo04AnhvLZs85QSL+anP6Vs2viDSLvm31K2dj0V32N+TYrw4E9ex4+hqQOT97n1p2FZHu06MIpHC5BGdw5H515F8UtKb+xLe82fNbTjccfwsMH9cVlJcSwn91LJHj+45X+RqzPqd5fWEtjd3Utzayph45X3ZH16j86pOxLgzA+Hl4Ydens2b5LuEjB/vLyP617fpKvLtnbHzKAR+HNeLWmi2lhqtrqFrLcRvBIJBGSHDDuPWvUNJ8Z6TDb+VdLdQnJwwjDjB+hz+lZSj+85ivs2JvEVil1aXXmECIoyuT0C4Oa+d0kaFlkjbLRsGQjvg5Br2/4i+JrGPwRPHp9yk8uoMLYGM8xoeXLDqOBjnu1eHgqemK3Wxk9z6N8Oyfb0WdCAtxAkwx3OOa1zFILmNIADtBL5bGQf/r1wvwr1bzdEto5MFreRrc5PQHlf516Fbyx7pJ5nEcaRlpGJ4A6k/gAa46a5XY2k76nlXxb1KW4vdK8NwldzYuZ9p7nKxg/Qbj+VReH9IS61CEY/0a0AA927VzkV9J4i8Uap4inyFeQ+UD/CvRR+CAfia9S8M6YbawhDDLOfMf6nn/CpxEnKaguhdJcsebudDZ2QRFwMEDj2rQQ/KFbr1wafGBjI9O9I4Xv2PatErKxk3cpS7vNbGMZ9aKmxu5zjNFUBCD70oPvUeR3GaXNQWSZ/Giowe9LmgCTg+lJx9KbnijPoaAA/XNRnJpxNNJHrQAw8DPemkmnnFNOO4piGZ9qQnNB69aZVCA4pKQ5HSkJNAhcnH+NJ160buKbkUAHHrRikpOaQx1ct47uimkQ2in57iXJHsP8A69dPkiuA8aXYl1tY1P8Ax7xBfYMeT+PSs6rtE9HKqXtMTHy1/r5nMTCRAIkjbao5IHevRfBmvXsHhyHSNJtJLjWpmdVllG2GCMH77H0Hp3rzsvFCQ7El/wCEE/qa6fwj41fw9FfWoKE3mDDO4z5MmMZI7r0+h+tZ0ZpS1Po8zw7qUPdV2nex3oTTfBkdtpovTc6xqEwlvHc5e4wCSW/ur1AH/wBevMb7PhXxrPCuVggmIX3hfkfoR+VSeI7K+t/FdvPDNcajdXYSaN2G6R36FcD3BwOgFanxD06SFdN1K6tZYXaP7PIJB3X5l56dCR+FazbabtazPMwlOMKkYyldVYu/qQ+OtIUfZtdix5V0fJnYHI80Lw3/AAJf1BrndB14+H9etNQtwzeQ/wC8Ufxxnhl/L9QK6vwpf2/ijQLnwxeO3mNH5UTAcKRzG5+h4PtXntza3dlezWd1GYJoHMcqdwR1qKitJVI9fzO3BTbpywlXVrT1XRn1VbzxXdtFcQOJIZkEkbjoykZBp3I4rzj4R+Ihc6bLoM75ktB5luSeWiJ5H/ASfyIr0lhnkdq7ISUo3R8riaEqFWVOXQTdTD060v1ppOOlNmAxj2NQsemKlYg1XbhvaoZSJEG51X1IFfP+sXgvfEup3BOfNvJSOeo3ED9AK911PUE0rSrrUH+7bxM4926KPxJFfO0EmZGEmGySWJHJyf8AGiO40XbZ2+03D8E7lVfTOP6VOVGSrfdT759W9Kp2m4TTsAA5cKijtwMmrm4DkjKJwM/xtVjDnp/G45z/AAikBJ+dee0f+NG0uxUk7j80jY6D0peTgjhnGB/sr3NNCYw8D5cMF4A/vH1prYA+bO1eWPqafu43Af7MY/rUD4Xjqkf3s92ouFiOZm+6fvNyxHQD0qs7Zy/TPCD0qYqWO08M/LewqCQnmQf7qD+tMVipNhMjqqct7msq5kPOfvNyx9BWncYUbScqnLe5rEuixk2YYs55A6k9hSYFCYlm9B6egqS00yS6IZhti9+//wBata10dQFlusMx52D7o+vr/L61fbGAoHy+lFguV0hSJAi4AFRScnA/nVsrkdfxqFhnpk/jVEFN17cYFRRytZajZXi9YLhJM/RhVl19un51XuYt8DAj8KkZ795EVxEGwNrDOfY/0/p9KxtQ0jGeNwOc7j+HP6A++DWr4RkbUfC+m3R5d4EyRzk4/n/+rvWrJZ5GMDGOOM9v8PzX3FNxTEnY8rv9CyWaItFJ13Lwfx/kfQ896566Or2AfzLdp48/fjXDAe4/wr1zUrO3s18yeWOLP3QTlj9B34/NT7VzdzdRAnybHev96Q5P4D9Oe1Zchqps87XXopUxuAYcEHj9KrPqKtkPNH16Zrubm00/UZQkOjW9/fMMqrxhMfgvLfjUS+HrG0kX/hINQ020Y/d06yCKR7MwHH60uSKK52zltI0jVPEN19m022aQtyZGGFUepPpXungX4d2PheL7TIftOpSDD3BHQf3UHYfz6niuY0zWJLeEf2BLBDYE/KYgH3EcHLHkmun03xvcW5CapCk65P72IbWGevHQ/pxWcoSYcyO9VOAB2xjA/LH9PzoIx0/DH6Y/p+JqvY6nZ6nbefaXCTL3IPIP+0Oq+/oOKst7/jkf5/8A1YHeo5bCuVJjxxj8B/n/AD9a4P4kX4tPCl1g4aQeUv1Nd1cHg/1/z9f19BXjnxXvmuLmz06M8Lm4lPoBwP1NUkM8+t0xCvB49DU6qc+/5Go4lxCuQBnkGpV+nH5ig1Q4ccH/AAqRR0x39qaPY49Oaeo54/lTQMGUnnPsacARjPOOCKeoIOOfwFIVwx6BW44Oa0RDHpkDGcFehqyhzwO/I9jVQEgAkfd4I9alXIBHXacg+1WiC+jAnJJ2sMH60obgdtvBFV1OWI/vfMv1qYNuIJ+XcME0xEgOB6lf1FODfNgYGOVzUIcgAn+E7SKN2CQDyhyPegCcMei/xcrj1pVfOOfvfoagyckDp95f60pwT1G1xxjsaQFkSnk9N3DfX0qhPpGmXLM72axyMcs8J2HP0HB/Kpy4Y5b+Lhs9jSF+pJ5Bw1AFzw48Phw3QiM00NxtJRmAKMO4OOetb3ifxU2peEdQsNKt5lvLxUikVyAPKyd+056kcfia5bdjOTyvP4U1pxGrHGcLuAz1HcUuVc3N1DpYu+HdIISzsypH/LWbjv1I/kK9h0q0PlxqxGSTz+HFeIi5eEKQ2GXkFeoPsa9d8H6y2ueHorg83UMvkzY/vDBDfiD+ea5/Z8s+Zu5cpXikjozgELnOOD9aY4yCDinAEMQ3XvTGP59M1b3Mivtx/EfyoqCUSea2wfLniirJDA9aCB7UY5oxWRoGKKXHtR+P5igYlJ9etL/nim9aQATzTSaGqMnnpTQAcc800kjvSM1ITTQgLU0tx1NIWPrTd3rVITHflSHHem5FL+NAhOKaRxTu3NJx60hjeRSbvbNOPsaaR7UAKDkgH1ryjXLrztUvJ88NM35dBXpWp3JstMubkdY4+PqeB/OvIbmQzzsqnKqeT6msKr2R9DkNJ3lV+X6ld2LZds596ZBEHkZmycjFSLAXJ3PhB94/0psksnHkDAX7oA4+prE+kaPVvCF5pHh3wxJ4nvZJb7V5FKYxkxLnaFHYDIGTWAk83xBvdQfVrqVLlR/oVsrnyoN3Q478gA/XNV/AP+mS32jXcu5b6MqAfuox4yB9dp/Crng3wd4guNaeeOIWtvbmSCeaclVkIO0quOTyOvQY9eK6k2+VW0Pm6kIUnWnKVpqzi/LdJL8DmND1OXw1rsF4sZjlt5Ns0ZGDtzhlNdl8UNJiuksfFVioaG7VY7kocgNj5GP1HH4D1rP+JGhpYX9veGS3W8uVxd28cm4hx0c9/mH6j3rW8B38WteGbrw1fOTCU8gk87VblHH+639KUV8VJ/I2rVrxp4+C8pLyf+Rwmiahc6FqdvqVs2J4Gyqn7rAjBU+xFa194y8Sa5qMMou5jNHKJILW2UhQ4OR8o5b8c1z+oLNp91PZSKBcW8rRSccblODXo3wb1G2jub3Tp0i+2y/v4Zio3soGGTPtwce5rOCbfLex242VKFN4hQUnb8D1a1ne5sbe4lge3lljV3hcYaNiOVP0NSNTzURruPiXvoRueKj65GKfIRUWcsOepxUMZwPxN1kRWdto0bfNIRcTkHooyEU/U5P4CvJreQCfnOAc/jXQ+Lr977xNqk7nkXLRKD2VDtA/IVyisFmyexzTRXQ1YXdLiYZBdiAMDpkc1fVhjeBuCnCDHU+tYXnmO9OWyXjDD8SR/StWGUdQMhPlQE9T3NWBZA/hY/d+aRvX2pxyTjOGk6g/wrTeFGCcqnL/AO03pTGJLFScNJy7A9FoAR5ON65H8Mef51AwHQH5I+W9zUjOAN6/7kY9PembQo2kZROWPqaAIypIx/E55yOgqKQ8bxgheE/xqyVJGCfmk5OP4RVaYgZbGAvyoD3piM64Cg4PRfmb6+lY1xLNbyefCQJkG45Gc542n8M1s3OFG1iCq/M596xX3PKdwyTyRjuegoEadpqcOoQ70+WQHDRk9P8APrUo5PSuVliuLK58+3ZkdTyR/npW5p+r294uJmENx1Kt90+4/wAKBGqVG3Ofrnmo2T5cYz/SpSQemWI7A9KicsRgsACMgD+tMClKOcds4aomX5QT9DVt14B6Ar2pvl7lYAfeXI5pDseyfC2XzvBlrGeTEXjOT6Mf6Ef5FWfFXjC30Wb7BaL59/n94e0Hfn/a77e3PY1554Z8TXmheDtQSyBW6kucQyEAiIMo3MB6g/zrPtkYtukZnZyWZ2OSSc5JoctCVHU6aGWLUpjNNMXnc8s55x/n0q/JYrFCzRnc3AUE9STgfqRVXTtNUQLOwLA8gD/PsavTKYbYypu/ckPtHfac/wBP1qeYq2pd1DQruPRbiy02Ro5ZFw0sWQ8je7ccH0HQGub0rwZdPqhvLzS44oUBWOB1UliT95scHAOAep/CvV0f7UwMDB0bkMoJ4PTn8RTxaHqc89+np/jQ+UE2cNJoiJEUjiEWwfdTgD8OlZ08AjSRZSpKj5WArv7mwMuWA2HA7ZP+eDWPN4Qa6JkundlXozL/AJ9AajnRSXc4mLWJNLuGnsJWjl4wy8+hwexHtXovhXxza6/i0udtrqWOIieJfdCe/seep7VyWqeFkhVjDkKB1A+vauPubd4ZupWRDlWU4IIPBFTK7KSTPeLycICuRnH+f8/SvD/FshuJdTvjyZZltos9lU8/qDXf2niA6hoC30x/0gId+TncwJH6nFefeJ0MNlplu3VmaZ/c4z/7NUPdIqJzo+QHuEXGKTbtbGARgZ9qfg7UU/xHcfYUAFxj+KRv0plEi5Pr/OnhcHpz9KiAOCUxgthVIqaN1LbT8r/3cUwFBC9h+WalB3DDdR3wP5U3acdetU7u9isiqli05+7Ai/Of8B9atEMumPDegbjnjmiM/dPcHaRWfZ21zJN9qvHxIFPlwp91Af5n3rRIDN7OO/rVIkmUkKVB5Q5GKlXnIA4YbhzVVHIKse3ykVYUkLjuhzkVQiX044YYP1poO0Kx/h+U0ED5lHGfmX60Agt2w4xj3pAO+6DjqhyPpQcfMoP+2lMB4UnsNrUbio94z19RQA7G4n/bGR9aNwwrdmG1qaf4gO3zL9KDyxA6ONw+tMBd7IAxyNh2n6VVuHO5IgxB344Gcqean3A4z/GNp571TkcNcQ5JBCkHA79BSGSzS/KRnr613fwiv9up6hYs2FkRZ0GcfMhwf0avPLltvBOT3x39K3vh9ei08aaaWOEmkMDZ9HBA/XFYyKtdHu5IJJB5JJFNUHcx7k0uMEnoaZn5C3t3oZkUid5LbupoqN52RyvPBx0opiGW17aXi7rW7hmXtscGp+e4r5dt725tmDQXEkZHQqxFdHp/j/xHYbQt80qD+GX5v50/Z9irnv8AkZpeo9a8nsPi/MMLf6dG3q0bEH8q6ix+JPh29wHne2c9pF4/MVPIx3Ou/HBpDnHrVW01WwvkDWt7BMD02uM1ZP41Ixhx6H8KYfY5p7fWmH3H5UAMOfSmHFPJxTT+FMRGevWmHNPIHam4piG5/wAmkzQaQ/5xQA7d7/nSbuKZ3ooAfuFID75pmeaTdSA5/wAb3Zg0IQqcSTyhR9Bya812EKVHrmux8c3G/ULaDPEUW8j3Y/8A1q5LI35J4ArlqO8j7PKKXJhovvr/AF8hhVVTB6Dnr1ppfIwBgelNaXzCOyjtSqOM8moPUNvwtew6Rrlvf3Adokbayp94r3x712+qfEjWfEUzaX4V0u4iZjgyBd0uDxnj5Y/qTXm74EKKDyRkkda9p8L68jfDiS70bT7db2zibzrWMbAzqOTkdyMN3z0ropNtON9NzxM1p06bjXcOaW2r0Xa5ysHwrnuYJpNW1VzrUsLSR28RDYYDI8xzktngcY+pridE1J9F1eKaSNlXPlXCNxhScHPuD/Kul0Xx9qP/AAmdrqmozK0En7l0QbVVGPUfQ46034oaEum+JBfWy5tdUHmqFXIEvAdR9eD+JptKynDoRRlVVR4bF7TWltvT7iP4g6S/n2viCMbor0eVOyjhZlGAc/7SjP4Gua0u/n0rUba/tWxcW8gkjzwDjqv0IyPxr0bw9o3iHUPB50zWLW3sNJ2/vbm+BMxUcqUTjaw4+Zj+Bry2/wB1vqtxaQMZlhlZElK7Q6g8NjtkYNKsve549TXLq0ZQeGm03HTvdH01pmpQatpdrqFscw3EYkX1Gex9wcip2NeYfCTXyY7nQrh/mGbi3Ge38aj8cH8TXpzHH0rpjLmjc+YxeHeHrSpvpt6dCFznIqMIc5zzngU5+DzXM+MPEp0PTfLtnxqFyCIcf8s16GT8Og9/pR1Oc8p8cG3h8bawlrMkkZm3sUOQjsAXT6ht38u1ci75kJNT6ov2WYSdQT8xJ/WqBk5yDVWsUWJ5T9oglX7uCnPtyK1rSYgAryU4X3Y1h3Uoe2hbusmTj06VoWcxABI6Zb8e1NAbiMoAUn5U+Z/9pqdy3B+9J8zE9l9KrRMCACcqvzOfU9hVgZYbc/NJ8zH0WmAZ3DzB/uxqf50u0Dg/djGXPqacG4Dr/uxj+tIQigp/DHyxHc0ARlWIxxuk5PP3RVWZwAZOw4QZ6mrMm4gr/wAtJOWP90VSnbq6j5U+VB6n1ouFjMu2IIjGWbOWAGSzHoKbDpFwjh5ikZDfMuckE+vbA+tJdnymVj92NwZPUknBH5E1rTq2Zec8BsZzTRLKRsLcYaddxD7WGeo/CiOG1tdpht4w6yEErGASPr1qeUZ38dQGFNaP/WcdQGFMBFL4Ufwq23gUCPauTztbrU2374/vANQwzntuGaAKsgxkejfpTANo91OamYZP+8MVEOcE9G4NSwOk8DadHq9xq2mv/HbFozjoeMfyFalnozeSN6YOOg5OcGqvwwfyvGQU/wAcLKfwNem/2Li8u41bCrKdo9AQSP50lroD0Zz2mwG2HkTLhN3yk9uf/wBdWruykt4DIg4UZyOn+crXQNo6bTxngkf+PGmi2MQaKVdyHg5+v/66GrIS1Z00EayQRTAffjV/zAP9Kf8AZ1Py446f0/qKr+Hn36LBG3LQDyj+HT9K0yABj8P6f4Vk7l6FdYI1O7aD35/P/GmzoHhx1x/+r+lPkk44OO/+fzNV45CrHPXuP8/Q0uUZzep2zRBgVyrcf5/WuN1Dw6ZgXA75DD/P1r1W6tkkQ5GVP6Gs0afFzkZGOP1/xo57LUVux5ho+k3sUbxzj/Rkk3pgcE9+fwrA8aNnWre3GcJABj6n/wCxFex6nGiQ+WiALzgAf73+NeNeLmX/AIS2+x0hVIx9cZ/rUR1lc0TMRh99hzxtXFKBt3HH3FwPqacFwyA8hRuNOAyq7uC7bjVlDQnK54CLknFCtgIkudvLFvSn7dwYj+NuPpSuNwkIHXCgD0qhMp3lpe3Aj+x3phRs5TaOnqG7Uun6dBZgMPmkf78jnJP41Z+aMuVyNq7Rgd6cpUjYdqBUyeOM0yR4GMHqVOKCvyso6r8w56ijo4B6MuSQOlJuxtbuDtI9qpCFAG7A6SDI+tWUb5VY/RqqkHDKP4TkcdRVhMElT0cZGfWqJJPuqD3jb9KQjhscYO5aQMCVY9CNrU4EqFLDlOG+lIYgwzkAYEgyPrQDkox6MNr+1IchWA6odw+lL97cB/GNy49aYgGVHJ5Q7W980xwQCO6HK/SnbtzKSeJBtb60gf7jNnj5GpDI5P48DkjeuKqqAbuSUYIAH+JqwSFGSR+7bB+hqpADGkjg7juJGe4zikNkFzIMnnvx9Kksbl7W4jnQkPG4kUjsQcj+VU5nXfgD6A1NbtWUikfTazLd20dzE+UnUSoR0IYZp5Pyfj0Ncd8N9TlvfCywSEk2UrQqx6lSAyj8Mn9K7HIORxkcGpRk1ZlIdOp/75oqxFGGiVmPJHPNFUI8zvvhXok+TbPNbMem1sj8jXO3vwm1CElrK9jmA6LIu0/nXro6UueKm7WzLPn698G+IbHJl06R1HVoiGrEljeBts8MkTDqHXFfTp56gGqlzptjeKRcWkUgP95AaanJbhZHzfFcSRMGhmdCP7rYrcsPGniDT8CLUJHUfwucivUr/wCHfh69yRbeQx7xHbXM33wlIybHUG9lkAP61XtF1QcpBZfFq+jwL6xilHqhKk10dh8TNBuQFm822bH8QyK8+vvh/wCILMkrbpcKOhjfn8q5+60+9s2IubOaPH95aacGJpo+g7TXdLvwDa30Eme27Bq4TkZHI7Ec18zpKUOUkZSPQ4rVsvE+taeR9n1CbA/hLZFPkQrn0AfpTPoa8lsvilqsOFu7eG4X1+6TXR2PxP0m4wt1FLbse+NwpcrFc7Yk9+abx6YrNs/Eej34H2e/hYn+EnBrSBDrlSGHqDSaYwx6YNNpSKbzUgH40mCT060Z9RTJZVhhklJwI0LfkKQ1duyPMPEd19r167dTlQ/lj2A4rIZtq4HGKkkcuzOTksSx59TUEhz9K5G7n6Dh6ap04xXRWEzg9MfSnx4PGBzUQ+Zc45X9anj+9n19qDZkr84+grovBXiqbw3qshS2luo7hQn2eI/M7j7uPzIrmieSvftU0BltZY7mCZ4riJg8ciHBUinGTjLmRlXoRrUXBq6Z3GlfDLU9euZr27gXRLGaRpEt2+eVFJJ2gcbQPf24rrdX8UaH4WtLWze4S+vLEDbNcL5jg4wSuOhx3GBTLmS++IfhPTZtL1RdOcy7L9N3CjBzx1JzjAyMhutUZ9D8I+ArX7RdPFqGrFcxm+O7nrkIBgDI47+9dijy/D958fWrTrSUa71i7KKWvbczpLnxf4+BkgUaborHP2m5O1QPVR1P8vcVyXizRdO0W1gXS9QuNSuAxF3MyhYyexQdfXufrW++peKvH1wV0y3kmt84Ms37u3iPt2JH4mrjeEPDPh2KS48Uaw+qX6Lk2iSFEDY6cc/iSB7VEo8y7m1Gq8NNN2iv5Vq36/8ABsedaDq1xo2t2uoIpD28gcj+8v8AEv4jNfQt/wCINKsbC3vLq+iihuQphJOS+7pgDk9a+abm9ghnkEMgkCsQh65GeP0q5p2m6nryTyKHaC1QNLNI3ywr2H+AFZwnKCskenj8LRxPLVcrJb+h9FX+p2Gn7vtl5DCyRGZozIA5QdSF6mvE9a1ibWNTnv5uJJT8q9okHQD6D9T70ahdT3d49zO5mlkILFv4uw/lj6ZrHu1e2U3Fv88I5depX39xn8sV2pdT5RogvoPOiYFcn0/kK5rc0EpibPX5Se/tXVpIlxFvjYHA/wD1msHUrQS/MnDg5x3GKpklcMHhKcHKn86s2MoKIfYE/hWXDIG+8SrDqKsWb4yvocD86kaOmgk3Ku7ofnarkbF+DgNJ972WseB9wHJG8/oKvJLuzt6vwP8AdpjL+8Y8wf7sY7D3xScD5TyqfM59TUayZ+cfw/KgFP6fIfur8z8dT6UhjG3MNp+/L1JP3RVebbyw5VPlT3PrVhix5/5aS9M9hUMgXlxykfC+7UBYyb2DdbSoeyEsR3bFaUEqz21tKSv7yIcL7jv+NMaLkIxyAd7/AFqPS2xpnlsQGglZQMc4zx+hFNEvcnChtmScMCppFTJjJHXKHFTOAofB+4+4fjTSp+cAfdO8GncLEargIeeDtP0oI2jBJ+VsGpioLOP7w3Cgrlv95fTvTFYpyKeQP4TTfKyWAz/eFW9o+Uk8MNp9qYq/dbHQ4NSykja8CHy/G1ic8SHn+v8AKvdLi3K3QkXOZU5+oWvCvCSlfFdljrHL+lfQtxFuiRu6N/iKzTs2EkZm/wAuTbIOORz+NPmRHAYYOf8A6/8AjVmWFZU+Yf54/wDr1nSQyRcbsj/P/wBervcksaO3kXlxD2dQ4HuOv6VrSHAIzz/n/AVz8Mxiv4ZSMYkG76Hg/wDoR/KtyRth+YjIPP8An8KmQIhI3Nj16fr/AIijaMcjr/n+tMiubaSeSCO5heeJdzxK4LoOxI6gcVK4JXjt/n+lJDYxLhc4foR/h/8AXqPbtkeM9jkH2qWOBcncM4z/AF/+tRdgJIjAYHT9aia0KiYl+u91X6f0/wAa8O19xL4p1RycgXTk49vlH8q93Zd93H/vLn81r59nkNxeXMvJ8+4ds+2404xsik9SLBxn+Jz3p2SNzDp91aXjlgOB8q+9PCgEDtGOnvQUJwDn+4v61H5kcbwxO2CQW5HU1KF4A6bjub6VBcWkdyPMDGOUt8jA5A/CmhMn27tgPV23GmMpZSeMu2Pwqo969iwjulLMT5aPGuQc9OPer8Tq4V0J2omRkd6YribmAfb8w+6F3YzTAVaWRQCBkoQezcd6c7rCgLldqKZGV+9Q28bJbhW++f3h+p5P8/0qluJkyn7rnsdrYqYAruAHKHI+lNUZb/fFOB4Vj1HytVEkv3iVHRvmHtS5yVY/xfKR6Gos4UqOGjOaXOdyjHzDcuKQx2cbC3VTtam8rkDqhyPcUbtxHbzF5+tMz91m4yNjUAObb84HQjeuP5U1juJweJVyPqKaGKqp4zG2CD6U122qyr/A24duDSYyC5lxCz5zuQgj3HT+lQyyPFaoqrudQA3OKbeHzHWFc/M4Ix6dTUGoTgvx3GfxpdA6lQb85YEGtfQdKutc1q20uzA86ZsFj0jUfec+wH+FYokPc8V2Pw11oaV4thkdttrdA2srf7xG0/gwX8M1nLa5Vz3LS9NtdG02HTrGPZb24wCfvOT1Y+56n/61WjjZvwQcdKWVT90nGDyKZI2Yumcjp3pJGIzylPXP/fRopTuBxub8MUVQigDxyM0cd6QD0pecc5/KszQXijPpSY47UlABnjpSHGf8KPyppzQMQ/5zUEtvDMuJYkcHsRUpppNOwrmBf+DtEvz+8so1J6lRg1zV78LbCTLWl1LEewJyK9BOaYfrTStsFzx69+G2sW2WgeOcDoOhrnrzQdWsiftFjIAOpAyK+gMmmMAw+ZQ31FUpSFofOHMbchkI9eKv2eu6pYtm2vpkx23ZFe4XehaXeqRcWUbZ77a529+HOjXGTDvgY9Np4p+0fVBZHJ2XxK1q2ws6xXCj1GDXR2XxR0+XAvLWSE9yvIrGvfhheR5NpdrIOweuevPB+uWWS9mZFHdDmjmi9w5Weu2XivRL8Dyb+ME/wvwaPEd4kXhy8kidTvURqVOc5P8A+uvCJree3bEsEkZHqpFa+hyzPDcF5pGiBVQpbIB69KiokoNo6sBS9piIR8/y1L7kA5qLOeppXJJwP1poOBXEfeIF+VsHoeKsRDg5xUHJ/GpxwMcdOaY2Mc/PuHX1pHkbb160NjHFQknJUUh9Dtvhh4iGl67Np1zlrbUFCgZ/j6Y/EE/pXWS+EvDHhAPqfiS6k1S7Ynyo7lsggfdBU/eOMAk5HoK8fhnls7mK6t3KTwOJI2HUMDkV6hpngyC/tI/Enia9mu0u1FzHbifChG5G+Q+3ULj6muqEuaKja9j5vMsOqdZ1eayktbbtrt+pXn8feI/Ekr6Z4Z051iVcYt1x5adsngL09q47S5NOTxFZ3GvytfQi4UXEZz5SKeCWP8WDzgDHHU16DH4906y1yw0zTIootPNwEZIFEcaZ4BJH3vmwc1xXxM0VtF8YXHlrttL3/SYserHDr+DZ49CKJ3S5r3MMHGm5OnKDjzLR9X31/En+JnhaDQfEsc9lAiWWoJ5kKRLhVccMqgduQR/vVm6aJ7Cymt/MIFyyGWMH5fl+6Cfx/wA4rcvNevNR8NaPpl7Ggksk+aQjdIWxtAz2+XGe5NYzIW4A/D/P+evrWsaSUuY462NnKiqD6aN97PQk3I65JwPYc8+nuf0FQFjC5fIwpyQO56BfwpAGVgQwyc4P82/wp2VkC7Rzj5FJ6D+8a2POMa/s5LNmvbBcxjmeFei9yR7eo7VVuZVuoFuoSvz8MB/D/wDWNbTbrc705VOFz/Ex71jXlt9ile6tRm3b5Z4QOEJ7j2/l9KBGLdp832iIfN0ZfUVHBJ8+R0IzVm6xby+Yh3RHocVnsRHMrxn92x/I0COggf5cDuAB/WriydSCf7orLgkIUEnAHNWhIFII52ikUa0Uu3kH7g2r9atLggRk4UDc5rIikww/2eT9avxPlQmfvfM5HpQMskuRv/jk+VQOwph27v8ApnD092pQ5w0gByflQUEAfKfuRDLe5oGQlDwrHlvmY9MCobPi/u4idqzgSLx17H9QKsEMwxn5pTk+wqFiY9StZ0O1fmh6eoyP1FCEy1sD7MjO9NvTHI/yKUD/AFZOfmBQ81ISMSAZO1t4J9DQcYdQenzrTEQ42qjEcqSrf5/OkIwvX7jcVMw3FgP413Djv/nNMxkjP8a4oAjYf6wD/eGaTbuJH95cj60/+45/3SBTOVX1MbfpSYzd8FoJfFtr15jYnHtgf1r6CQboivqP8a8C8CDHi1B/djbH4la9+h+6v4f0rNbsJdCArmM464P8j/8AWqCRAzHPc/1/+vV3bhyOx5qtIpUn/Pp/hVRfQlmVcQ+2QRz/AJ/E1ZFvNcEjzCq85c9e9STJ+7Y+g4/WtQbduQODz/X+ppyEjgoms7HW5pYbJftUxCyXK7w7xkHGMLs2hgMgnPOeOM9bYsWtY3Y53AH+X+JrPvfC0Fxfw3C6hfQQrJ5k1nFMRDOR2ZewyOccHJyOa2ViwxxwvbH+fcUkNiKP5f0/+tUd+CYSR/Cc/qamUZBP+ehpLld0Lj1B/rSktARg+YAHmPRFLfkM189QkiIPnooA+te5Xs5i0DVZO8dpM35Ka8PiUKkYP8K7j9aF8Ja3HjCuoxwgyfrSjDBVJ+ZjlqZtJUA9XOTSFjh2x1+VaRRKeQzDHzHav0oPysWH/LMYH1pgcBjg8RjA4708YOxef7zUwGtHGxRJEDBRubjmhU/dqigKHPQdgKdywJ7yN29KXpvfJAA2A+lAitct5xWEsrLK+DxyFXk/rj86myflY/eBwRioE/e3Uz9owIlIHXHLfr/Kp+rZ7OMZ96tCZJ0BUHocjmndSQOjjI+tNXICsQcj5TSkYDjI+Q5B9qZI7dnax6fdbNNJ2DnG5G/SkaQZbONrjIxxzVc3a5BJyGXa3FIaLDZUOBn5fnXvUb87wO43Kc1GkwYRk9jtP0pM7QM/wNtP0pDJA4duOjrj8aiZ8hSe4KEUH5VOM5Rsjmqd3Mqq4B6/MKGBGsv+nLIeFhjO78eKz55w75z3pn2kiOXn/WP+gqm0jyN5a9T39KVhNlmMmeUxqflH3jWzbL5YAHGKo2kQhTYBn1PrWlCmTk1nJ30NIq2rPoHwvrI17w7aXpIMyjyrj2kXqfxGD+Na0gyM/wAPUCvI/h3rP9neIFsmkxb33yMCeBIBlD/T8a9cl4jJPYDj3pR7GU1ZkTSFWIyOPaihUO0cL+IoqiCkOBTgaYG/Gl3VmaDu/X86Xim7qTtQAp+lMIpSTnrTSaAGnNMP0pxb2pufemAw+9MJFPPPoajP0piE/Cm8U76Gm0AHFIQKWmnrQAh60hGeOv1pcmmlqQFaewtbkYmt43z6ivP/ABRaWen6o1vZxLEoUFwo6sf8ivSQRuxXlPiC4+161dzA5BlIH0HArKrZI9nJYOVdy7L8zKYgnvjPWk5JzSnGaPbH51ifWjlHHuKl5CjmmLwc4oPAznvQA1qrucZx+FTNUeNxBHagodGoJySRXR6BfwT3um6PrTS3GiLcYEJkKiIvxnI/hyckflWAmFG31qa1RZblVZdyL8zg+np+eKcG+bQ5cXGm6MnPor36rTdeZsePvDaeGPE09rEMWcw862G77qH+H8Dkc9Riug1fWrXX/CXhqWVd+rwLJvctkIo+TcR6sVDD8TWHHevFdJOdhnRt6vKgkwfXDA5p+oXd1fXMl7czNNLIcuzYB4GB04AAHbpXbClyt9mfJYjHOrThFr3o9flb8epFhQO5Pf3/AM/4/gxm6Acg9FH8X/1vU/4UwNkcc56Dpn/Aev5etBkTac5O7jjq/wBPQVsecMcgg7uV/iYfxH0HtULZDNkYPVyOw9BUzXEYJ55UckDhB6CoJLy3A+6Sp+6vqfU0AO8wOB8vzEfKvoPWqUoEXKnMY+8f7x9KlN1HlgrfMeXb09hUcrJJHuP3B91c9TSuMxLq3CDYuBA53bc/d9q59l8tzGc7G/Suju8gsjcs/X2FYN6u7kdjgYpohl21lzbrnv1/Cp/NOevf1rPtmPkqRkcH+dWkyenNDGjQt5CSBzyc1pwOSMd3P5CseMY4464rQgf07/KOaQzUEg5cfw/Kox39aftACx54HzSEVAkgHJIKoOB71KuSAnG5vmY+1Iok5ZS3R5DgcdBVe/jJtJGj62+GT3ZTn+hFThyd0gxn7sYpTgEJwY4+W9CaaAkB8zy3GSsi7cn6cfzFM7IT2Oxv8/nVfT2L2DRlDugcp16bTx+hFWz8xcAY3DeKZKG8oo45jbH4U1sDeP7hB/CpMBn9pF9O9NPJUnOCNppDI2AJcD+Ibhj/AD9aaAS3++uPxp/QKccodp+n+c0xhtRgP+Wbbh9KANzwSSPFVuw7xsDj2Ir6Fh+4P8+lfPngr/kbYsYwVLdPUivoSLp/n2qI7sJCsuR71HJH5iEd8VMf8/rTcYNGzJKEiHJUjqcfqf8AGliZmhjGT93H8x/UVclhEgz0Yf5/pUUcRVSD1Un/AB/pVXuhdQjQlgx57/yP+NS42j6CmSOI+MU0TZ60JAOAzkj/ADwaWQZQ0g68elSMMg0MEec+IpvI8Na8uOTDJH16ZIH9a8fQEqAON7fpXqPjyUw6brUSn/WMi/my15cDgsw7fIuKlaI0QpIO9h3+VaCu1unEY5+tKAFYDPCDJ470BchV7sdzUFEYThVJxn5mpCXKnGcyHA+lPPKswHLnC/SnYCsSOPLGB9aAAPgs3ZRtXHrTZrgQQM4JzGucEcMx4A/UU8JgqCPujc1U7k+bcQwBmIXM8gIxjso/mfwpiJbZPJgjUEbk4Y+p6n9c1MVwrAfwncMDtTVwTjOA4/WnhiAreh2kH/P1qiR3BbHQOPyNQyTbQr55X5TQ5KqVzyp3KRVK4fk9gw7etFwsQ3FweRkHaeKqbySSDx9KWQ7m/pSKBx7+1IZYhkI3A56Zq8kvmcf315+tZi8FSfpUyOVHuDQBdklwA395dp4rDvp/l57AirlxL8rD8etYV9KQdo6k8ChA2RvJuACj5ulX7O38oB3+8TUNnbbf3kvU8g+la8Hl4kfGEUZLnofwqZO+iCK6skghPV+PrUdxqSIfLh5J7iqdzfveSGC0BEeeTU9pZCPoNznqcUrJFXbLlhNdRzxzRtiVHDofQg5H8q+itG1qDxBpEWow/KS22aI9YpO4Pt3Hsa8AiiWBd0h2euTzXefDG7M2sahBG37j7MGfJ4LBwAf1NTbW5M9UekGQbjvU7u9FDom47vvd+tFMyK2PpS9PX86MH3oxjr/KszQD9R+NGfb8jR+FIcetIYhNMJ54pxGfSoyKYATTCaDTSTTEBNNJ96aTTSaYhxajP1FMzzSZoAkJ56/nTfwpufUUtACmmEUuTTCxxyKQEV1MLa0mnPSNC36V5DKWdyT1JyTXpHiq6Fv4fnHRpSIx/X+VeZsP/r1hVep9PkVO1KVTu/yGE04DuKa3tSr2FZnvkgzjJH0obnNJ3pD1I9RQHUY3T3pi5zz37UpPH+NPcxWyCS46nkRA4J+voP1pxi5OyMq+Ip4eHNUdkOit5ZydgUKDy7HCirrXNvpceCGkduSwGB7YHpXO3WsSy4GcKBhVXgD8KdBr0MiLDfxFwOBKp5A/ka7KdFQ16nyeOzSpiPcWkO3+Zsx63CW4jVSe/U/rV1NQSXknH1OTXMizguMNZXsL7jxHIdjk/jx+tM8y4spRHMjRN2D9/oa3PKOpkPymRc7SPmAOSw9BUYfceCA5H/fArKt9QbIJOT6t2q2sscmSpyPvSAd6ALLBCoyDsH3V7sfWoZY13ldw8w8nnhRWn4dsBrerpbySbIlXfK4/gQdh7mvUIpfD2n232W30u38vGDuQEn6k9aynUUTanRlPVHiMkIAJH+rXkn+8aYHaM5YZY8KvpXp+teEdN1WIz6Gq290gz9mLfJJ7D0NeZ3G+3uJIJFMdypKyK4wUpxmpbCnTlB2ZnXw4Kg5OP3jf0rFuWyuQOOij1rcuvLeJgG/doeT/AHjWDc5DHP3j+grRGLHW+BEgz2q9GQq5JrPtziFcDtUpc9KBIvrNuOe+O9Xrd8DOOgwPrWPFnP41o27EFQT0FIo1oyOB2XlverCsSOnzSHA9hVGJ8gKcHJ5NWFfA3Kf9lKQ0XA4zu/hQbV+tOCcLGT1+ZyarqwVlGRtjGTjualSX5MHh5Dz9KBkdsQurTKVO2ZRIvPp8p/TFXPuKuesb4x7VQuXX7RbzrnajmLGeoYf4gVdO0sQV2+Ynr3qiRWG0MM8o2R9P84ofneB6b19qasgYoxzhhtY00S4CkjJUlT/n86Q7Dj8xz/fXI+tNzkqcH5htNNJ2rjqY24zQ4xvUfwkMtAzf8CAnxXbjByqEH/vpa+g0+5XgXw9XzPF+4do935sK9+T7v+fepjuyZ9Bx6n/PrSGlbvTSeP8APvQyUKKX+L6im0p7fWkhkcyZXPcf5/pVN0KmtE8/5/z61VkX/P8An6GqQiONucelW15X/PtVH7hPsaswvxTEeTfEr92L3GMNJEfr/nFecAY2qeiDcfrXp/xXtDbxRy5+SedM/gGP9K8wGWUdzIcn6UmjSIAEgL3kOT34pST8zjudqj2pC33nHOTtXFOCgNj+GMZ/GpKDAVjxxGOnvTgoOxCePvtmmqp+VSfvHc1OzlWPeQ4H0pgB+ZSzEjeeq9hWbaOZnkvGzmV/lz/cHC/1/Op9TkPkGGPcHmPkpj0/iP5ZqSKNUVUUYVlCj2poTYAYDKP4fmFOzls9nH5GkB2gNjlTg5prkhGXng7lpiRHJJgA91ODWbO+CQM8VanfJJHQjn61mTPnqeakYhbLfjUi5HvVYZJ/Ct3UPDmsaJHC2pWUlus2fLLkfNj6UAZ4AwwHbkU49SexGeK6C18D+JL21W6t9IuGhdcgnCkj2BIJFc/dRS20jQzxPHNGxVkdcFT6EHoaYkVJ3+Uj2rJBUTmV/wCEfLV65bhsHgV6F8PfhS+oLHrvipGg04DfDZtw03oX7hfbqfYdRK4mzjLDw3ruqRLeJpGovZMNySR2rsJB/s4HNVb22vmvDZ3FrNZLFwYZYyrjjPIPPNe73/xKt9P1620rToYTZxERuEGAgHG0Y9P0rB+LOnwWuv2ur4AivIB8wPJZe/5FaLaaAn3PNbLTQseeFTHJHWrMsskWI7SHuPnx6itO58L+LJ5raGDQ7kmdS0RAGCMZyTnAGCOuKqS+HfEWk3kdvqFtLZtIMKGGd30I4PbpStYq9zNFpdSFWk3kew/z713/AMMXW38Tm3Aw1xAyAepBDD+RoXwD4r+xCZdP3Pt+40qK59DjPX61x891qNvfyWk9m0U8TFWjkTBUiolFjumrH0b5bA85/KivErfxL4ggt0ij1G+VFGAEnfA+nNFBHIz18Z/u/lR+J/EUwEjtil3Z71mMd+RpMDHSk3ewo3fUfjQA0gVGc1Izf7Q+hFRt06fkaaAYc+lMOMU8n3/SmEZ9KYhhphAp5GKbQA38ab3p34ZpPxOfegBueKC3GKU/UU05H8P5UgEyMdabk0p/H8qYcdjikByPji4/49LYH1kI/QVxTn/Oa6DxZP52uTKDkRKEHPTFc4Tzx3rmk7yPt8tp+zw0V5X+/UVOTjOKf26UiDgmndcg0jvFGDTG+8PT+dPO1EDSMsanoWPX6UyK5V5hFbIXkz8pcfy7VpClKex5+KzGhh9G7y7L9SQW9yF/cW7yz4+UEABPc54zz+FVX8PX87GWeeFCTk7nLEfXArfi/dR9Sz5+Y+tSHDblKE45x612wpqKsj5LFYupianNL/hjm28MSqSDPAcAZ+YjH6VXbwtcMcBV5GchxXX+WH3fKfm+8aX7OpLMCwJXAq7HMcamgW1uwa6vFQA/cU5Y1oi5tDEtmo8y2TlhJzk+3pW3PbRMirOEljC8rIuRmsm40W3cL9kJhlPOwtlPp6j60gM2bTW2iSzbeGJItyfmH0Pf+dUlvJImK5ZGU/Mg4IPvV6C4kikZGBWYHZtP8NbeleH4vFd8tq6sqQpmW5Q4dRn17596Vx2NXwlDcx6Nc620Qht52EMeTzKR1Ye3v61oy36NyJOe4NaWq3MItItPt41it7dBFHEOAgHSuXnUxM3WuKpK8rnpYbSNjdsdQkjmBUkkdMVynxEmSfWbW8GElmgxPjqxU4B/KrcN08TYU/MeKveJ/DH27wamqLCDf2WXcjOZYj1BH+z1FFN2mmLEJyieZSXByM9B9xf61VuPnQ85bqxp02VJBbLd29KpzSlYwF4BPAruR5jJ4P8AUJ64qYVBBzEhPJIqcUxImj6//Xq9FggY71UiHHvVqPjigaL0TcZ7n1qdXwc44Tp9aqKSO3APFTBuBx05OKkotKScKTyTkk08SA5bOCTtHtVVWOPdjUoYA5B4UY49aBjdQP8AoTqp4iG4fUVdWZWgjkVWAGGBJ6g81QuCDblCeWGTTtGkE+nICrMy7o/YbTx+mKfQXUuOeHXOdp3DinnlnH95Qw+v+c0nDMhx94bTSrx5bn+FsH/P50DHDlh1/eLj05pR0jYngjYabgqrD+4+RTnUYcDvh1pMDrvhfFv8USk87IQDkf7Y/wAK90T7v+fevGPhNFv1zUJccBI8fju/wr2UNgD/AD/nrRDqRPckakxSI6Sdxn0qXAoaFciowdpx6cVJgUYxSsFxBggH1FMdQef8/wCeTSqcOyfiv0qjq1+1jYs8Sq9w+VgjbOHbBOOOegJ+gp7AhLiNguV/Ef5+hqO3lIbaeo6inWWoxago/dPDMFDPDJjcvfP0/wARxzUd5EYmVkOGBwPf/PFUtdUJ6HEfGFs6Ppqg/fuj/wCgn/GvJc/eYZyflWvUPizMJNK0ZvWeRgP+AAf1rzAYVvaMd/WlLoXDYMBWUdVjX9aXBIUHq53NSAEhU7t8zGlJyGYcbjtX6VJYuflZlAG44GPSnZIYkciMYH1phwH46RjH41HNKIbcyPkqimR8d/SgRTJMuplwDstRt5P8Tcn9OKtlcBkz0+ZfpVbT42S3VpPvT5dyf7x/yKs7sYbHKHBFUgYjMCc4GHGD9aru5Cg9xwQKkfoyenIqrI/f1FJgV7huCKoSEZ49asTPn1qpmkMfGOa9q8RBbzSvBf2s+YpZy27vhRjPtwK8Xj713WveK4dR8OaLawMy3VgX3YBwQcY5/OqREjp/iH4s1jR/E0FlYXksMdvDGxVOjk5z/QVw3i/V38Taxb3C6fJFeywrHKipzNIDgED1IwPwrqYfHeg3ktjqGsaQ0+q2aKscwkIVtvIJHQkGp5fidpB1v+2H0/feiMRRu+SIU5+6MdTk5P4UxFvwf8ObPQIE13xQI3ulG+K1cgrF7t2LfoPr0r6h4n1j4ga02i+GQVtIzi4vOQiL7H88dz245rhfGPj648U3otpZprfTN2HWIZeQf57fia2NK+KMPh7S1sdIsI7W2QZwFyzn1Y9zR5C13Oh8c+DdM8F+DrG8tUZ5YLgLc3DD5n3Dr7DIGB71L40tW8VfCPT79GJlsZU34GSR9wj9VP4VhX3xLHirwvqGkapYyOJ0BhdQBtcEMpPtkVJ4d8YW+leGr7RdRQvb3UTKjryUYjGcflR6BqdLr2sX+gfDrSTHeNE0shRnB+baAflBps9/q3iD4f6DcwoLnUX1FUiMhxkbWOWPsOc/7Ncz4k8TWviPwzp9ikTeba3DMyFSAVIP9as2PihrDwvbafCirPa3PmoccY2Mp/nRcdtDp7rS5NM8QaZda14lc3UaoEsbQNjPqSTyCc9hWF8UTBa+L5JCqqXgjZsDlj0z9cYp97460ieRdU/sYNrJUBpS5KfLxkDpnArm/GWrxeK9Zh1CFWQm3RJEboHyent0qZNWHFamE2qOWOwHb260VMtmNo6H8KKzuy7HvFLk0UVmSLtHPFRtx09KKKAGEnikoooAaf60w/0ooqkJjPxNNoopgDcDimntRRSAQgZpO9FFJgNoKjd0oopDW55Lq0jPqt4zHnzm/nVGiiuQ/QcP/Dj6IkAGPxpUAJXI70UU47lz+BmHcO73RV3Zgx5yc10OhwRi1MmMtvKZPp6UUV6Z+eSNhQM/8C/rT+5XAxRRVEkp6tTQNwGc9aKKQhpUeWazr6MQt+7JG/Geen0oopMaMPXgFsGulAWaB9isO49D616P8P4Uh+H0l/HlbiaZi7Dvt6D6UUVnU+Eun8Rga7qNxLF9qJVZlbbuUYyPeqVveS3UIaXaT7CiiuOWx6NMsWahpwT1r0yzRZIUgcZjkhKsD3BXmiipKqbHzZdKEcoPuqTjP1rNm6CiivSieTPcuQf6lPoKsLRRVEosxdRVpPuj6UUUhosgYAwT0qUfdJ7nrRRUsY8dT/sjilDHYq9qKKRRFOx8qQ55wKTRCR56AkKs/GPoKKKpEvc2QBsPtJxUjKMzDHGQf1oooRQdWfP8Sc0naL3Q5oooEj0b4PKN2pPj5t8a/hzXqDMQvB7f0FFFTDYme5GxIk/H/Gpklfb17f0FFFUJEvmv69/61XnupY1G1scentRRQBbtnM0Su+N3qKzfEdnHf6HcCRnR4f30UkZw6OnKsD2P+JoooewLc5T4aatd6wb+a8ZXkjxhggBOc5yep+6Pyrs73/2Yf0ooqKWxVT4jyn4okldHQ/d3yNj32pXnX8C/7Tc0UVpLcIbCtwJWHUdKeP8AWL/srxRRUFjP+Wcf+23zVT1VjsVM/K86ow9s9KKKYdSf7sUmP4W4p0n+uIycMOfyoooJK3ZW7+tU5SdtFFJjKUhO41AOSc0UUgJU6VYQn5f92iimhDj90e2cVSueFOKKKYGXKT5q/X+lT26LK6RuMr6UUUMRqWjFpQpxhTwBVyL99Kwfna3FFFAzVVQoGBjgU2QnyS2eVIxRRQBGyhJGA6BhjNV5fkYBeBtb9DxRRUsroQtdTbj85ooopDP/2Q==)
نقدینگی موجود در ایران مُهر تاییدی بر ضرورت به کارگیری هرچه سریعتر عملیات بازار باز
این نماینده مردم در مجلس دهم، نقدینگی موجود در ایران را مُهر تاییدی بر ضرورت به کارگیری هرچه سریعتر عملیات بازار باز دانست و ادامه داد: هدف اصلی اجرای عملیات بازار باز تنظیم بازار پول است که با تحقق این مهم نیز تورم تا حدودی کنترل می شود.
خبرآنلاین