UOP staff
ΧΟΥΛΙΑΡΑΣ ΑΣΤΕΡΙΟΣ
ΚΑΘΗΓΗΤΗΣ
ΠΡΟΕΔΡΟΣ ΤΜΗΜΑΤΟΣ ΠΟΛΙΤΙΚΗΣ ΕΠΙΣΤΗΜΗΣ ΚΑΙ ΔΙΕΘΝΩΝ ΣΧΕΣΕΩΝ
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M55rnfhR4Z8T6Z8P9H0/UPCWvWd7Zo6SRS6XMRkuxyCF6HNfYYnMZJAK8d1B/mKYb15ExkAk4+6o/wAK5FyRjypWO6VSc2vI+e7Dw9rCRjOhaqDvB5sJf/ia0/8AhHtYudUt3TR79QiSA+Zasg5x/eHtXuPmHcuWIxxwB/T/ABpkzvhuHYZ75H/s39Km0SlOXU8gXwnr0RbGmXIOMHKgA81Fd+DdduiP+JbINvrJGP5sK9akJ3HarIuckFs5qvISWO0kA9jWelzVVHY8Pvfh34kuJH26cCCMDM8Qx/4/WNc/CbxU8Y2aZHn1N1D/APF19DbCoA3cnqR/+uoShWPHmSMc/wB0/wCNVzWM3Js+WtS+A/ja7ZiumQAnI+e7jXj8CfSvNr/9kb4jXOqXswtdPRJ53kAa+XOCxPoa+6bpGYLmRs46Ff8AEGqMsL7wu9s47oP/AK1UqrS0RPImfEcP7IHxBQpu/siLGfvX/P6Ianm/ZG8dMnN1o3TvdyH+UdfaMkDK45JGP7uKhFlKGLBc/VR/PrUutLexSpo+PIf2UPGbDH2/QiQAMC6lP8o6K+v5LaVW52qT7n+tFR7Zl+ziYd66WumahLIWWOOFpHKjccKpOABznrXlEn7TXgOI/wDHxqBKZYhbJuPf5nz/AEr1q7hNxbXcAbiSJlPGc53L/Wvg06zeeHZodQ094Y7hVCZkiR1IKnOQwI7elZUKUai1M6knE+mP+GnfBCBSsupsOvFnj/2pUM37TnglQGA1Zs88WoH/ALUr5a8QfFfxVq9g9nOmmTW7pyRpcAkXI7fLwfcYNeetqM4ON+T3wf8AGvRjgYPU5XXlE+4ZP2qPBIKkxawcelsn9XprftXeCM/8eutHn/n2j/8Aiq+Gm1CUnls/8Co/tCQDk/8Aj1a/UIkPFNs+4X/au8EBw32bWPxtoz/7NTV/aw8Ehdqw6yuecC2T/wCLr4dOoSEdf1povZN3fPpmmsBEn609rH3Gf2q/BgTAg1o57/Zk/wDjlNf9qjwW64+z6yf+3eMf+1K+Ik1NxxvIPpmnjV5s48zHtQ8AkNYp9D7X/wCGpfBY5FlrGfeGP/4unD9q3wei4/s7Vz9I4h/7PXxT/a0x/wCWv6Uh1SVv+W2KlYFLYf1mT3PtdP2s/B8Z/wCQdqw+scR/9qCnD9rbwgoO3T9WznqI4sfq5r4l/tOUf8tc0japLj/W/pVrBC+sM+2x+134T76fqx9gkP8A8XTj+174Txxpeq88dIf/AIuviFNTmx/rf0p66nMWGJMg+1P6mhOv3PtgfteeFDwNJ1NsHv5X9HqT/hr/AMLjG3RtTz/vRj/2avilNTkyB5h5OMLgc1df+0EjV3imEOcblGRn0J9fak8LEaq9j7LX9sDw7yTomoHHq0R/9mNSD9sTw+OmgX7Y/wBuMfyNfGImuUjJkR1/vZ/h+vpSJfs+f3gHI3AnAFT9XS0aH7Vn2kn7ZWgqpx4dvSR/eljFIf20dFX/AJl26Pp/pCAfoK+PJkuFDNGzyKOGBXBGBk/hgjmqQ1FmIAZWz0waSoIXOfZ//DaukjhfC05Hvdx//Eml/wCG29PXp4WcfW9T+iV8Xf2m395fzpj6pIOjADFUqDHzn2mf24bID5fC5z73wH/slCft0xxqQvhONxn+LUef0jr4n/teQfxj8qBq8hOPMx+FX7Fi57n2q37dDn7vhW2X/f1Bv/jdMX9uW6fp4ZsV9D9uc/ySvjH+0+Bul71MuqRDA87B9Kn2D3KUz7Ib9uXUCcL4e0/6m6cn+QoH7busMPl0PTV5/imk/wAK+PV1iJOPPAP0qZdXU8tNn8KPZNdA5j6+X9tPxHKx2aTo6j/fkb/2YVbh/bB8UzrxZaQvt5ch/wDZ6+QINXg3AmRvwrWttft1A/eMv1NHs+4czPq7/hrjxayn/R9IX2NvKf5SVVuP2t/GSL+7i0kfS2k/+OGvmf8A4SS1BH7/AI/3qmTxFav0cn8aXJEabPfLn9r/AMfkMI10xe//AB6t/V6oN+1n8Qpj+8m0uP8A7cwf5ivDX1SFyT5h/OmDU4VH3s/Wjlj2KUmtz3KT9qbx2/8AzELBT6pYJn9VNVZP2n/H7A/8TuNf92yi/wDiK8YOrRAdCahk1hM8Kankj0RtGaPYpf2mviCeniEke1jD/VKpTftLfEJwceIp1H+zZwL/AOyV5FJrKj+FvyqtNra4PUUci7F86PVp/wBo/wCILcHxReAeiwQj/wBkqhP+0f4+GR/wlOoqP9ny1/kleVSa0CDgZqnLrLD+Bse1WqSeyMnM9RuP2hPH06EDxVquP9mcD+WKzZ/jv48fj/hLdXH/AG9t/Q15tJqpHJBHpuNQPrRB6Jn61So+RHP5no3/AAurx5/F4u1gj3vpR/I0V5udXlfgEDvRV+wXYn2nmfqLbDdMAT94A8ehOf618Ha1DDZOUlDbVLKuGCneVbZnPbcVz7Zr7rtUMU0IyWBXOD34GK8X8A2NtNqE8d7bwzFLi6tgzxg/MlxIi9f90fnXg0p+zR7WGwbxsnFO1j5HaIJdFxkKx4DHnv19653U7WK4n2qBvIJGw9eTX6MS+HtKkvMyaTZElAyMbdDzkD09686/ao0TQ3s/BFougWiR3umyl5reIRskiXDqWG0D5sMoyfavoMG3XqezjuceYYL6lRdWcrnwjNA8WPQ9CO9QbnzxmvrmP9lPwxe2CXyarqRtynmEb0JABAxwo9feuL+PnwU8OfBjw74Rv7CKfVm1dLgXD3zsBHJGw+UBCvRGQ/8AAq+rrZVicNS9rUWh8HDMcPiKvs6b1MX4G/syax8b/C+sa7Z65YaTaabcLbOtysjSOxAOQFGMYYc59a9MtP8Agn5rFy3PjLT1TkYW0kY5H1I/nXb/ALB93BN8P/iHbW5QQpeW0oRN2F3I4x8xJ/5Z+tfS2lOQkh78Nj65r5zEVJUpRt1PNzHHV8NUUYS0PkLxB/wTf8R6BplhfP4z0mVLwN5SCCUEYx970HI5GfpXzd8V/hbrXwm8XX+haqUnktGVRdW24wyAqGG0kA9D0ODX6/fEtz/wjvhOP0t3c/iUr4t/ah0QXXxI1djAs8M8cLMpI/55KP6VzYrF/Vq6hurGWXZjWrzcZu58P72Hc0bye5rv9U+HUaTSPFK9vGf+WW0Pj8cis9fAqfLi9Y59Ih/8VXZHE0mr3Pr4QnNXRyAJPQmlBJ45rt7fwDDLMkR1RbdXdU82aMiNMkDcxBJAHsDXTf8ACg7ie4MVtrFreJyUlgVjG6gn5lJAJGMEEgZzVKrGWw3CUdGeULbM0AlRt3z7do61q6b4U1jVflt9OnlCnkspVB9ScD9a9z8LfsxatJeRXEN6JLOZiu+WEr5gx/dbA4Pc/hX1B8Nv2c9A0ZY3vbZb5XiUNJfyedtwOwYDjOewrnqYqMNEaxpPe58U+D/gZr2t3kMcmk3b7SNyRHrz3ypwPzr6D8J/sbeKL8s0gjtoXGPKN1JGjD0cDAbjvyfyr6/0d9I0BRbafHC2FxiMbQB9Mmr66yt8XRr24UBT8scZAHtgnGfwrzZ4ttnXGhJrRHz3pH7FcWjQZ+1W4BxnEksioe42m4AI/wCA1qWP7KWn6fiSC30h7ofcDWccag55JIbcxP1Ir2m4u7dyqjVp1kUYCyyOG/HjI+nSsu9e8bcY7xHU9Q6Zz9G4Nc/1l3K+ryseT3H7LltJLIZPD2k3LEjcxkG4Dv0VWA57k15t8Qf2Qi4nQaCYu66hpk4cjPTdA7ZfH+99M9K+mW8QaxZgxrM80eP9UzF+PY4/SnnXppFLTLcQluSoTA6e3J/KtY1+zMvZSi9T8y/iB8F/Efw9uWa6tJrjT2bbHdxIVz6BkIBB9iK8+mWSFmRkMcinDKRgg+4r9V/EunaR4r06Sx1G2iuLZwQ/lqFb6Hod3vwfrXyx8Qf2YtE0Wdp0uJZoAx2TvMse4HOAflPK9McdB612wxKW4uVs+S7eCW5kwnpkt2UdyfSp7hUd18oERIu1WP8AFz1r2m6+GOlyWduS8tvaGPLsDGvIOOSqZPTvn8KSL4X6A0DtGt5KxPBaUDPPYYPb15q5YqFio0WzxcQOEP3sYyO4J+lexW37H3xiudKtNQtvh/rNzZ3UaSwvDHv3IwBU4X1z/KpdQ+Hvh3TY0I+0NO+NkZkDZ9+g4zX63a5rF74U0Lw5ZWkhtbaKwjQyiF5TlIwoXCkdcY69M8HIqoVfaLQzrP2Tsj8XvG/wS8d/DewS98TeEdY0GzklEC3F9ZyRRs5BIUFhgnAJxnsfSuNSzkP3VBHqMjNfq3/wUBaLxF8HfBNvq8Ljz9Qe5Nv5hB3JA3oR3cdhya+EJvBfhtTHtsm5bBzM/H61lOuoOzOilTdSPMeLrZSk9CPxq1Fpk5GQCR9a9sg8GeGVYp/ZynAyS0r/AONa9t4M8NCJl/sqPcRgMZJOD+dcs8Wl0OqOH8zwaPTpuhR/wBNalrp0iKPlfOOhBr22HwZokcYC6dG5bjIZjz+Le1XT4R0ZMKNPg3LydxJP8zWDxSfQ1+r21ueJrYPtBwaRbUhueRXty+GNHLgjTrbaSOq54/EVnW2gabJOo/sm0xl/+WKno7Z7fSksQmJ0Tyr7DkdfwqGSzCnacE+ma95/sLSQVA0yz4He3T/Co5NG02N/k060H0gUf0qfrJr9XsjwCaFI+Pk59WqhcmKPrtz6A5r3m70u0ikX/Q4FGM4WMD+Qrn9XtokJ2wxqv+ygreFe+5jKlZHjEUgvblIYQvmk4G+QIufcniq+raVd6cWad7ZeekF3DKT/AMBVjXb6nBG83yxr/wB84PSvNni3O5weWPfPevToyUldHnzT2IQpZupweemKV4gGAFWFiw4+lPEYL9RW/NqQojI4sHkdqKshM/hRUORskfqDC/l3CdTjJ57YC/0BNeNeGrW6PiPxLZ20ojkXU74BjzwbiRx9OTmvYYV/0r7m0bj3z2215x4FCW3xp1NGSJ411h5GEm3BVokkOd3GPn718oldH1+Tz5Kz9GdfKFa8tzGmxcqcE/d3DeAfyI/4CfSuC/aRhe+0DwNcQRvNJF/aML+Wp3Lte2kOPYbyfzr6ekfRjFcwqulpcXcDIrh7EKjj5kbKsDx0+hNfNvx8kth4I8POI38231K9V1ifbK8TwwcZ5xkRN+tfR4CPLXi4mWa1liMHPmVrG78LoRr/AIGjs1l8QjUYfMgbbaEqhC7lGNxJ5PPHGRXkf7bNndj4KeAJbuCWGaPVbxCJwQ43QQZHI9Ub8j6V2f7N2uW8uh6lFJpepM8V5GxIvm3fMCoP3BnkD61i/tvIbr4KaQ6wTQiPxBGiRzSGQgtaybiCQOCUz+Jr9eq+0rZa5SPwKioUcw5Fuc5/wTwuGe0+JVqBkvFZyKg6nAuen5j86+ytDt7VmHmwagSVAf5QecjOK+JP+CcWoeX8RPFVkx+WfTElwf8AZmVf/alfoRYN/pCjIyRwNuDng4r8gzSq6c6Stvf8ztzaPvxkRfFiCAaX4cEUd0JEsUMO4DAyVzux06d6+RP2ml2eMGl5+e2hySeh24wffg19yfEAmS38PgDduskAAxg9K+Sf2ofBVzqDt4hhngjt2nXTMFz5olw0mcAH5cZ5+teVXhVx2KjSpRu2ceXSjGtc+RNXkzuwO9c1MSpl2nIVcDnp7j1r0P8A4QTUNWkVIJ7MPKAQSzjJP/Aas2PwE8RanqNrZRajpcc11IIkLTsBknHPyGvoIZJj6cfepM+2w+NpR0cjz20ljVkxAszAA+Y5ZWbp6HGK+lvhh4Tvdds9LSxtkt91vFLPMEbCDaODnrnjg4HpzyM3w9+y5quneKf7L1CbTpp4QfNFtO7q7BgCpIjABxngnnB+U9D9P6doGnfD/QVjiUM4jUM7NyzKoAHJPTGMcVw1XPCvklGzPRbVd3MPT/Dtv4ftQkQX7X/y0upV+Ygc/IMZJ92wPSmm6uL2aRW84W5O7EjAu/HU5OT+OKsx3CzAzspeeTnaT0PardtYKYj+63uecE4rwMRiXex9Dg8Fdc1ihGiELHtG0t8qngZ9wOT9avRyXVs2AYpEPWN4A6D6BquW+hs0iPM2xl+6AM4roLHT4oAAx3nPcV57qNnvRw8Yx2MCFru6ck2BkUnhwCoH4A8VpW+nXhGRa2rEfNyXbj6Ma6jTwomRdildwDcdq6mOxi2AKirEe+Oa0UmzCpTjF6o8tutPadSZltIlI7Wyf1Wsy60tfLYKbYkZIP2ZFDe2UAI+uRXpmsaR5iNsA8vv8vQVyk9nHH8oOdvAJrOVSUSlhqVSOi1OHRCYxb3fl28nKhlkZ0I98nIPp1+tLc6RBqCS209uZrS4Ub41kDKhHQrgcE8dc/St6+skY7mjB+YdB2q7pujwalH5BWMnllVs4P5f/X+lephq6ktTwMXhnSd0fPnxC0X/AIRq436To9tA0cZy97C+9s9txbDA+igd68vbVNK1a6ktrrTF8PaieI57Zy8bHHo33RnPPNfaXiP4fR3ujOJZGW3CGMTKPmjB9fT8R+XWvlL4x+HtX8KSo8eoTovLBJZMpg8Ltc5zwvHJXJIbbxXqKz3PNhU7Hllxo11D45SKfEqyNEqSI24AHH88HrX7OraxhI0aJGCKApdd3QV+Sfw+8QN4w1Xw7YztEmorqUEcgESoTG0qqFwOh5I4YgY4r9c+SQTk9i3v0/8ArV6FJWVjirNN3Z8df8FFluL7TvAtna7GffezlGO1SFSMfhyQK+Irbw9qUt9d2xaBJbMoHRnyp3gEYODnrX3v+2l4U1nxf4i8LW+lWP25bKzlklQyom0ySKFPzMD/AMsz+VfLVp8KfF1vq+rzSaFN5dw0BRlZW3bYlyeCf4sin7KnOWp10qOM5FKEHyvrY82Tw9qdu5JktwB6OT69fl9/0r6w/ZnT+yPgEL6/sbK8vZ9YuY3luIwyKu4KCTtJGAPTHPWvH4fhn4luLyGGTSLi1UyKhuLmMiJCSMEtjA54z1yQK+l/gctt8MvAEPh3V3Se8W8uZnMCNLG++VmHJUZOCB07UnHDU3aUkjqp5fmeJi5QpSaXkddpWn6fql94auxpFlamUXLOkdsoVwqYB6Zxk8HHcVU8P+KtL8TarqFk2j2CiGOdkKxqWQISP3gxlc44zWnP430ufXtKuI5nS2toZ1Y+UwCs3l7CAByMK2fwrD1j4yeCtJm1bTrRtmrOphdYLNl/eND5iAsR0IZM+5qowoVrxptNmdbCY7BJTr05RXdnx7dJzK/K5bdz6HOP6VVs4R58fHO+ZPzeun1nw3eaQtuLtVQzHETBw+ccknHQdBWLFPbWk6Q+cokLbiu7JBPUkDkc5r5+dGUJONj06c1WS5dx72h3sc9P8arXEBDtz05r3iL9mPWbiKOWPVrEbowxVg4xkA4PynnmvMvHvgybwR4juNKuLmG6kjRW8yDO05Ge4FYeyl2PTq4erRhzVFY4G+RiiMBk4rmNXiZ8g/Kev6iu3vbbb7ZUcfjXJ6yFLtgj7tdVOmzyak/M4C/h2zdOm3/0E15aASzfU167fBTKcEEjPT/dNeRZIkbgjk/zr1qKstDzpyTd0SxjDEnsKfEnyqw7mmRHO7jJK8VPCN3lr0raxKaJAh3njt2oq1HDknvRWVzdJn6aupSdsDAV+p/3mra+CPhDw7q+u+MbnU7OxlvY9YQJJchdwQ2NtwM9s7v1rm5nKToG+Zixzz/vf4iqPhD4wav8O/iFrum2NnZSQX62d27XSOWDtE0QxhwMHywOlebgq8cNU55K6NK2Er46PscPJxl5Ox7v4W8D6TeatrP9qadpCmG78q1jVEyIhGhGRk8klvyrzD9s3wNo2nfBy0u9PsrOKRNaiQtAijIa3uMjj6D8q3D8ZfFWmFtRh0GyW2kRYZp/InaMqrsfv+ZjOS3P4dq4v48fFHUfiB8NJNJ1CPT7WN9ZspBKhaEfcmxlnLDHzL1xwetfR0MzpSmk0keRXyHMKMHUc3Zbq7Z4r+z3p9nA+qxFXQPHbT4VsfMpGePzNeq/FfRLKf4eaduhtpo01xFEeoBZYWZreXaWVgQMBXORz19K4/4K+CbjRPEWt2Nw7Wdo9iPKnkUBQF2AHdnDDnsfWvSvjzo0Vt8FY3RkmMPieyWSVMNG26C5TcowcDDj86/VMLmGHxGXwoR3bPynE05UsylVmnsYHw+8NR+CfHFp5Wl2emrdKYkkgsRb/aIzh/kOxSVzEK9CvfigNC1q6s20HU72C1LRz30LW4jBW28+QYaYNxG2c7cEkDORx5Z4X1q8ufE+gG5vri9WO4+zIZ52fYoimOxSeFHy9Priu+1BvEC+NNNTT2vYtKW5txcIJLaOBkzscopTziAnJw4BxjHr+bcXUI0q9BpK2p3QmqtNN73Z6Z8XPHWn+Fbnw1Hq6yWtvOkVsLohdnmkRlQUVt+TkYZVIHUnBrxX9oe3d/DUmXEhOrx5gZOYttvJggjjksR+B9a9e+JM9vbeL/B0jG2t2lgWMyf2TJI2WiRtn2oECFvTIO6vKf2gpVbwdcr5ETMdTt5vNw28DEg2+nU+nWvCySV85otGlJKnUt5HzjobbPENvknAdevTrj/D869u+F0CP4/0RZI1Kx6nGxXjs6tj8RmuN8C6F4PvZdNfWp7qPUZbgZlgv4okjX7RFHyjQtnakjS53DiP2zXb/DKErrX21z/qZgwPUg+WCee5GcA98V+25hilGjUknsdVOk5VI+Z6jHDHP4j1a7dE+1srLJIVBCKDtOPdiDj/AOvXK+LJ0k1IIHMYAXcqjgjHC4/rXVeH2EdqzysfPkLXEm4dv4Qfy/WvPNWkmn1gTStnz3L4H8PoK/n7HVpVG6knqz9KwNJXUTWsV81wQuwdh6V2elaWHhDN1xmuXsIhCUbGR/Wuv069Cqw6DbXzDu3c+1pWikkWUt8DpwO9SwuA4yvftSo4eEGokJEo4OKaR0XZqWxSOYP0H6VvprB8tRjGPQVzqnCDjIrQi5jU5xgdDW0dDnqq71LlzqKurkgk4+XjrXMXVt5pZzgEnkehrblYshGOCO3WqTISnIBAPas5McPd2Obmh+RgMGq+nA743Vyk0TbRjv7VtXlqEV9gNYFkUS7nSUnYTnK9adGXLJHPioKcWmekWV1FqFqF3KJFGHXqrVwXjL4d6P4ig+yahZxzWzyZjTewa3Y9cMuCRwO/et7SdSL28hYrHJE21yvQ8DBz7jH45q8lxHq9s0VxhHzgOvBB96+lU7pWPi3H2Uzy7wF+zh4S0XxvpF5a6c0Ei3SyELM5AkGXUkbvVR155r63i3Nrs5/eFfIwSVwmQ3r6815H4StfI8UWXmMA3mBCSQCeu0jv1zXrOnFX1rUpQV3AIv3Np6KeD0I4z68124Hm5ZczuGZOMuVwVtDxn4zahJF8SJY44zIkelWxz7tNcZ/pXKWrGfS3ujJbxeSdot2l2yv05C4OR7+xrp/idP5vxH1knpFDaw5PUHYX5/7+D86a3h1LfwpDqvmuXkxmMR4X65yK2bTex+2ZQ/Y5dh7ys5eR514r1GSbRDBGCJXvbdUbcDn9+h7fSmWJuDeRm4DG3eUNJ5QQlRnJIycmtTxZk2+mRkjMl6gBOTjarv3/AN2tTwLpFvqmtxwXcJurdI2Z0TO5umMYIzyfWvExkl7VRS3PqW/Y4edWcn8jnL/5LorYI72xChGmRQ2MKDkA8d64Pwd8PU8f+N/EE89/Hp8h1bg3GFj/AHdpbAD6kg16v4gtIrHXbyGCPyoUk+VMnpjOOSa5L4QfCSy+JsHizUXvNSS/g8R3MKR6esMgESqFLFXkTumM5rtyaqoVnKXRH5tx9GVXKaapTacmtzyz9qaEeF/C+iyx3bGSS4khyDjggdPbivn3wbqsl9qkGQT5rKNxO7du75r3r9p3wFe65q9vo2majFH/AGZJc5W8LxsyB40BAjEgJzjoe5rzX4dfCK6029sb+a9tp0jnTekcbZJ3gYBPbPTp1FfRYulOrJygtLH5XkuIjhXClXneV0fo8kxtJ9PtVMaiTBJkXJHPY7hg8elfMPxy8G3/AIg+JOr3MFzbIn7pAkxbdxEvXj1r6lnRv7Sg2iYIRGvEbMjnLkHcDgbevvmvDfGVtNc+JPEVwttK6POqreBn2QEAAnjg5rwpxtufs1PDwxnNCqrr7jwaT4Zao2pafaXV7Bbw3sxtxJAplIYRvJ907f7nrT7v9nz7ZLIqeIiuZCqlrHJxnj+P0rvdT0qR/EXhcG5Yqt9I/PBwLWb3Pcj8xXR6XolzJp9/cJbNPaSMFkumiJMXPZsgDr+tYXsaLIcHBPmpP5s+Ufjd8KF+Enhe31efXH1MXF2LUW62mwAsrNuJ8zsEP51x3wB+DGg/ET4wL4Y1rU7l9PjW6dvJ2wy3BhUsAM7vRicYOBmvbf2q5I9K0Xwq8qveo2rKvksFwT5bAdSfWuV1n4qan4d8KDxHpnw71PTpBKb+y8SrbYiRdxjwZAMbWc4PPevVwt3HRH5RxNT+o472NCFlY5mf4OeGYZ4/ssAltjCCXmkleR8gsGyrqBwQMYPTrzx5H42sLTQfHU2m6fD5drFGmBuLZJUEnkn1x+FfbWizeIrzw3Hcaf4Sk1Wwa2W3N0Az+UUjXe2APlOMcnivjv4k6i2t/F7VpWi8vbsTaWDdEHcV31IxUXbc+aw9apOaUlYxoIjyelFagtjgYWivJ2PqIu6P0Ou1LXEZXcuXUcr1zsP9a808TBl+LCspy02lWRU/7Szzj+o/OvS712WXei52OCM+wP8A8QK888XoYPidoTuoUvYbMA9o7kEf+h18/ex7WWP/AGqK7nptpaI3gxJXdSpE0MjvKIpN6hnUqWX5wBIcKrBiGfCt28s+M1rNcfCLxMVJMdqbWaTnoRdIoxjry7A9uQeM4r1Hw3IraJdRefcJNi6WSMedsKeRhcBWEed2chwcjbjmvP8A4mWxu/hJ47jLbWj0lZFywx8t1bn8sZPNd+Hf72DXc97FJ/V6/ocj+yn8YtU8M+MZY5LX7dbTQTLLZ3ABikRlBKnIyhAHUZHtwa+nPjJ498P+LP2bvFC6Tob6e0epabM9vJjahZvvqF4GMN0HQZr4Q+CW23+KlhZQTSy/aFeMDByWMTZH1ya+wfFXhXW/D/7N/wASZNQ02+06NJNJIe5gaPzMXOCMMBuGCenr2r9Zw2Bw8YxqLSV1+J/PuKnJ1JRa0sZviaI2Wq+EJkVfJXUZig9F3Onr3EuMjGKctpqk3xHt7h9B0iSL+0LdItUuYITqMcKyceWjyn5NzY8xdrZ/5ZsQprF1nz4dI0C9lVQRfwr+7QKuXe3JIA5wcjqx6/Suk1uDStT8dWiSadaajqETWpFxPqkMD2zJLK6CKMqzFiGYtnAI8vnNfOcTxvCnJ9G19xhirRceVWVkd78XbizPjnwSj3OlJcJZRSW1rfXc6NJKRhWEaMY2IP8AEysRkYya8++P0N0PCepzPEdsM1o8pBLqjGVgfmI9e59a7b4yajZw+KPA91/Z1vf3IjtrYOftYurdftTxyeV5alFTAJcFlDKpzkAVx/7QspPg3xACCz7bNg2QCpW5XOMZ5yeoOORXy2Ty9lmlGXdmFNKVVX7HmHg8tpvhnUJZrVxLNbXE0DFDlojFs8xf9HY7Q5wWEyjIwR/e7/wTFbTaNe3KRuG+0NA+ZlT5NiHGM5bJJGeox1PWvPPDviBL/wCF2pWtxcXK2Mf2otDF9nECOsSvHK6Mm95CwK71bcu0dic9d4GuxLa3sQkK7b8NInmgD7ox8u4d+uBj6dB+oZxOX1WrZdT2cMr1odj03wxL5gvWmXaoiIAAwAgAzgH2x+prgtcm8vUE7FHIPtXcaXNHYxtH/fi28+jdc/56YrzvXJxNcmRurfOQO2eT+ua/F8R/DR+g4JWmdxpSC4soiPvHmtqz3IxAG72rl/DN3utY9p5ArsrJTMVYrtYrn614Dkkz6qL2L8cLbATx7U8J0IFLG6NC25gCnU56VbgRSpXB4HJNVH3mdF0hsLHaOCw9BWrZMssoQjvzWakRjdOvXirtqMXZDFUYc5JxgV0qLJqWZduoV2tsHfH4VlzQiQrtJGDyR0NRa/4s0zQY1TUL5YvMOAQTkDBOeO3SuePxM0OFFZ7wcgYEikEDAOTn60SoT7HMqsV1Na/QsCSTxxgVy8qhLltvU9a07fxjpOuZW0u4Zj6xuOazrpgl8w746VyWlF+8inJS1uXLGRIrhHOQk6eU3PAPY1o2bTxziMttkHIcj7w+n4VixKbmxmVW2lMEMO2Oc1q2uoie1tHMnLAruIwc+lfQYaXNA+Ux1PkqanaeGz9s1y0GPKuT8qt77gQ36GvR9OuVe41C8Te0xaKNleRwBnjgEYrzPwqvn69pjq2WD4wQOR9CDXp1vaGEzxupiD3iMvyhd2DnsTnp/wDWr3MKrRbPEru69DxLx1N5vxE8UkH7t1CvBI4FrAeo961tQCp4SiAEhfyoMyDyWxlQSCQd/UnqBXN+Kp/tPjLxVKwU7tSlQgjsqrHx0/uV0niZjHoelQJKJYI0QOp8zeHAP947ce3saT3P3qhC2HwcPJP8Dzbxa2Z9EUYGb1mz6gQS89fet/4fwLLqlwGSGVzAAsc8TOCd6E/dIPAyfwPpXO+I8y61okJO4hZpSR6hUX0/26674cERXGozfvkZrfyxJE0gILKxzhAc4wTzxXhV3fEpdj6XHO2AmYniKVX8Q6gyFWUTsuY02rxxwOfQVv8A7HGnSXvw88SXSyToZPEuovmO6mgVwZgF5X5D0788j2rlbmEi7nUlnPmsu8jB+8Rkj8K2f2UoLu7+D3h2W0gM6T6hc3swm0wTxyB/LdSJTLFtwcnClt2eRjGejK48zlfy/M+B43fs8Fh6SfX9DyP4iWM3iX4t+JIoNkYhS6n2yPvG3zZHxnqT+7UflXPeGtKuUsPD8zw4tbvUrQK54yDdxBgPb5xW5qty0nxA8ZXizG2Y6Qp8y3t2cMXe4+X5SQitnruwKt6Zb/8AEl+FtpuG5723cITnpdI+cc8/uz26DOa/Q4PlpSduh+B4WPtMxpxf8yPpl0SXX7MmEGSOPcJ/NGRkN8oT6Z+Yc8e1ecancE+H/EB82BvNvJJSpceY+JVTgdSBtAya9DuGD67ECHxHGz/POrhiEI4QA7fvdSR9K811maVfBl0yrLJHcX84klMzYRPtBwMEbT06g96+Kqrqf0RQ1lbu0ea3Q3eKfDqnkqLqXH0jA/m2K9D0YmH4dXqln8qRzLhWbBxIoHG0r265z7V55cSg+MtIzyY9OvZQMnht1uO/1rvYpFi+G0ES3MTtJMwmV1+dUEowF+U8ZHrXIurPoMUk1GNvtI+Uf2yJ4xb+BreRlIbUC7biTyNgxz/vewGK6Lx7pyW37CuhST2sZlltLIwXEnm+Yd11GVQKYgm35n6P+JrjP2xbkz+Ifh9bZOftUhZQcEZeEcen/wBau1+Kmp3sH7HvhLTRDINNa20NIykE8aGRvLlbk2ojLZXHyTkcdM5r6DAq1E/GOK5t5pO3l+R654B0eH/hUNzI9nYXsMBuWEtzapI8OFIBBLfLwOwr87daYXHxO1dgCBvA+brwoFfonYy3lh8IpIooZJLNLPUJHytwihi0oBLk+XgAKMba/OXf5/xB1d87szNk++fpVz2kfL0m5TVzojGqgd6KkK4HNFee1qfQxWh99XzsuRuXnPXgn7/T8x+Yrzz4huE8c+Fbj0hu1b3Ae2I/ma7mKc3unWVwvzebCjZ9QQhyPzrgviYCup+Fp9ucvLGD7NFu/wDaVfOdGell75cTB+Z6F4ctvtUMsKyxrLdzfZnQ28krBSVYY2kAZbaOnQtz2PGeNiZfh74ngTeN+kXJKq3B2JvA4OQPkJ7dO3Qdr4UuY9Ou5L270+ebTjNGr3kUMbCBtwJO51IyASQAQTxXL+IbOTUPCuuWoLAz6TfoyFsBi1s+OOnft61th5NTh6n12JScK1Pun+R4h4Ju7K28R+DbmO1hvtQluYS1zt2NbKZVUKVVArnEUgyzsQWIK9M/ZPxZtYLH4JfE7T4o4LeSTSYb8pHF5TFIbnc0pCwoGX94MH5skHHSvjPwiDdaT4Gvw7Nb299FCdrgJCzykkrGOQxG7MpOCBtAyK+0fEemDXvBnjOK7b7PLe+E9fZnE4dd6eVcZ3+WhzuduOe3Pp+uYabVm32P5+xUFeXoePa9dwS/DvRb3bEJYZrF98WSdqrA33sZGSjHGeua0vHltYQaiuq3EF6sflKL+axjsDiJWDKzec6urDj5kBbA45UYw9SfzPgoty7SFoo0kUA7htSB8MSfmHKHjOPzroPGOm3n2i01PSNAttUvIoJJC0OnWs00sqhDEjGUqyxt84Ow7uAQQcBvO4jjejFrpJ/ieXjHpTb6pHf/ABs1xk0zwHf2OtW1jJ5ksUYudYlsxmO8zKvlKpSZmUmPa2ApHHpXJfHXXVtPCniLTXYI2o2m0Iyk7vLuoHwcnng+navWPHvhRfEvgzQRPfajHCt1cebDb3HlJId0TBTtwccdM46815P8X4GuNI1pJYo5UbRbljsyDGUltnBGc9twJzzXw+XTX9o0fJo5KLTrxin0PMfh1LrV/wDDq+0+WLWP7NWG7ayfEq6ftaEqyyuVMZVSjFBlAr5JJzitbwK11aanqWBBIk0+HaO/gBUIcE+WZA23kAELz71yvwxtYn8N6ubmK0aBtwOZY4muWaFl8so8bbgGPmAKycgtzjK7XhMXqaozNaXr2El9BKJ7e2nKK6EfeljkTCqrn7+RjHB25r9Wx6dSFSPc+goe7KLPYSq29xbqCf3q8cnHT35/P0ri9YASV0OMhSuR35NattrLF7C5LbhJGpwRk42DGT3PIGa57xtqNrpcU15c3Udpa+Wn+kStsUAgHnuc56CvxnEwl8CR97g5xTTbN3w5qSWUUQZGndiqRwxo0jMfZQK2b34pWmjvH/olxOoyWRCCAOhPHQcd68Sg8U6xqODo2mlLaT5TdaiDHGRg4KxgF2HPpjnrWsNJ1uWK3kv9c02zjiT7z2bSdRzgtIB+AGPxzWNLBp/FuehPFtfB956NpnxystRukzp8ttESU85+qn6dx0rvdH8TG6dUTGSMgk8E/XvXzpHp+ma1qSW03jJbu6OBiC2txj6ADI/OtbxloWueH9LkOjeMriS5jG1Ld4VhPT/ZPOcgDI616Sy660OZZlKHxan0tpmotqDhB98csoHeud8d+NNM8NpI17qtvp0hDDEk4U/985yTkEfhXwZ8H/i/4pf4p2Ueq6jrGvabayHz7KQy3EQBBHMYyByK7n4Q+GG8V3FlDr1s1zdaVbSNLaTrtLSmd9hdW+7wcjPUVTwKpaykDzOWIsqcd+56FqXidPF9+82iWl5qzgH/AEvbsh3cDJZzxjsMc5rV8OfDPWNWnijNtZRNJJgfbZnmCMxwW2oOecetPurE6p4kg0g6rHp9vFmNmtvlRemcZwM4x6ivNftmteHvGmrWU95qZkiJS08lgyf61TukwuXBTdjaBzWlLlluiKsZQfvXuz6bPwM13wtab5PG9oscq5EcFgDH9B8wI/KucvhqFhd/Zp9QF/BGhd5BEo2AZ6L3AAJJz0rf1Hxwui6XYKb+afzlEk1qpMrIWAPXYSRnIwDxiuY1rVn11n8qMCeWNowGygIIw2AeRwcYoxKo8y0RnR5nFt3Rna5478RaJqU1tYadBrVuqFTJEHQxvjpktjkcEdsdea1ND+I39p30OlNbfYdTaMSC2ZsseV/H+IjPPQU3wc9vfaKl4y5FzJPIi9yPOfH6H9K19H0yxuL5NQntk3xSZUsOSAQv1xwD+FebTqxTataxrOjOdNN6tnpXw51cyeNLOzMRj2yMo3jg4GeD1PrxXtXh6YTwzk+VIDcsymNQMAYH59a8K+FW/VPifY/adyJawu6xjBVj5bDOMZPTPJ+le9+HgwsMuQ7GSTnzDJ+p5/A17GDm5027HnZhQVCpGHVo+bNRdm13XpPmy2rX2DkDIFzIo7H0rtPGE6NZ2cKbcs7HI284x6E5+8fT6Vw0Mvn3BmDOfPvp5wU5PzTs3A75zXWeL7xLqeA5uUfLEieExkrhcYBHsaOp+606bthI9o/ocB4gt3/4SGwcMAIrS4Q+xaSDB/JGrsPh2Vtor6dyI4WeNN8lwYQMBiRkMM/KTxz9K5HW3364QcZW35x7uf8ACur8FSXcGlahNBZCeONw7yfaWiPBHBAB3D29zXgVn/tDZ6uNfNgnHzX5nI39wYYZ7mRiTGjSl2OTkDJP5iu4/Yqhaz+Bvhwb4jcmAnat6+5dgAwYEHBIHUkfTivLPGt1/Z3gzXbhWOYNOuG57lYm6c8dCTXqXwE1jxN4f+BOj2Ft4U+2WUNrO0N3/bEMLyqHkO9Ydu4AEMMHng16eTx9yT80fnHHkrfVoPomfL/ii4Emv65OrM4Cwwnk8hU34+n7zoa76CzW38WfCS12RLukidiv8R8u5k/DhRXmGuOZbjxCpfe5v9gLjcTi1g9OK9atDLJ8YPhhbNtIto2fMbs3ypZT9SfeTGBx+dfeT93Dz9D8Uypc2a00/wCZH0FKn+nSSedcq6xcxSxMIwCv977p6d8/hXi0Wqx6n8K9GuTj7TeqsrKY4wcM7Nn7u7Gc/wAR+leuTkQSajOyIY4RKHZbdYy/II+bPzAAMOmOteJWBubb4SeErOaS1ZVtLYGFJXaRD5GfmQuVGc54Hevi6nbsf0Lhrzr0/N/kYU0QHiGG7Z3+XTrmPaDwNzwk9a766ea3+G2mxyoEWaQDl1OQzuckDB7euPauJbYbycgDMdo4ypx951P/ALLXU6is0HgzSAwRAzpIVW0MbAEEjL7z1/3RXHa0Wz6Gq+acP8Vj41/a7uPM8feC4i3+rVpgp6DMo5weP4fx717L8cUez/ZL+F1k2QWvtFjLfbpZmwIifuyKhQYA4UY98V4H+1nd7/izoS5x5Wkl+BgglpTye/QV6f8AGbXdc1P4J/B2HV9btbhLm+0yWDTbXRpbb7KpgZkPnmUrIQpwcDP5V9Fg42w8Wfh3E8ubNKvk7fcj3m3Y2nwF1VgJIVNjdlZEilUfM0nGduzH0J+vp+a+mEzeNtaduSbmXJ/4Ga++/EGs6jF8Db2GbXhZ2skEwh02O0gBdfMKkl87zkluc+2OK/P3w/IZPEWpyg/emc4z0yxNFTSLZ4FD40dq4454+tFJJlsGiuGx9AnofcfhqR/+ET0CRVyTZw9faMf/ABIrlvinFut/DZPBTUjGcdh5FwP6D866jw4pHhqyi+UfZ90GGHPyblx+mK5/4pqsuhabJ8p8rVIThePvMUzn/gdfN9GduFdq8PU9K+Ft9NpTXepQzTQmIRRgPq6adazF1Y7JWPLnCsQoxjBywqC+c6/43vI9T0qz025lS6t5LPT4hDHHIsEgA25IzuGD6nnvVf4bX2m2kLfbfFEGkrcBGbT7rTluUnZATGd0itFGclgHYHbyam0uX7X8TrV5rjPnaoQ8rXK3GRIWBJlUBXyGzkADnHataTtGL8z6ycU61ReTPlTwmxm+HGiXTBp5LExSK2VLArdHIyPujEhJY44HWvtm9sG1uA24E0Mb+FdaEqyBmeQSWBIOGzsBYrhScnyycYOa+IvCcP2X4aXLsIxJaSTKgnkZd4WS2YDatyjYLHG4RHHPzj+H9C/hNJ/aNtfrZyxzWd94TlSZongMgbyAFBCqHBUEr8+Cenav0+jUSpxa6o/EMRBuo4eqPlrwy66x+z9dwQmJ5Bphbe0g2/Mt1tDHAAJwuPXIxWt4wOhXmn6BJrenf2ml1EYbYyzQRQ738hyQ0pALkR7VXI3qzjoa5n4bMz/BZkDCPZp8DEsrb1bzD91hgRnEnP3vTAroluZm+H/hi+tNNvby5S1hVrmwup7eS2VoxuY+QHlZcqMgK3ODx1Bn8WsNfpzfmjwcXLmp02+1vuPom/lI+GOmELJI0d9KuJiN/wDqYuGIOCR3xxkGvn34qwahcxa1cSzyR6fHpU+BEpIDEx4yfQ179a3jz/CbTZtyyst2FLSrJk5t4+vmfOOh4b5uOec15x41WO/8JeJUkmht1OjXLGTgAlYiyrz3JXivz7BzVLG0nb7SPNw/+9Qfc8F+HsYvfCfiKCFYYbxNji5lgZkWPbMGDEQyLycABygz0bOBXG+LoR9pgdSsYKuwYKGBG3GehP8Ak9807T9a1DSLWZLO6kjjuCVmhyDHMAejIwKnHuPpUviZEknKyLvH2WSTAHGdnX7uf/1V+1VKa57vVM+ghLTU7Twz4y/4kNhJdXMcEttb/ZpmC7wNvA2qOQcHP1rzDTtB1i/+Jvh1PFNwNXiuPMnhujM7iQKARCyNjZtOSFx3rtvhBqiXkZ0TyYbuR5TIJUi+QZIyGOPQVt/FXRV0W9h1OzVlfSrhbsDb1UEhwPYqSfwFfk+PTw2KqRcbdmfY4elGrThK5Fqd9f8Ahmzub2OB768llZLSFGyNxPp2AGBj2rPbwFqHiXw5ePrP2uPxBMyvEJ1YQIBzsAxg5yex/CvZfD+g2clpHe2cYmM6iVX3kNsYZXBAPbH45rorSG4GFNzdWyDs/Ufic5+tfOLEqnK73Pq1g3ViraI8k+Evwy1Tw1qGiX+qWlu1ppiuscUMIEkmTn53AwRknGST+lei/ETQ7LUtLvb9JLe2mCfu4oYmyWIJ5PTIwOmPpXWWNjGil7g3FwTyDI2a5r4oa1a+FvCGo6rdQiO1tYS3l5/1jEEBP+BEgV0rFyqNIyqYKFOLdzk/2XvB2naHdeJ7tbaN5brU2Z2dASiA5AH/AAErW/8AGHSIPCnxG0vxZEoj0e/P9laoYE3IivzDcAL/AHGyCf8Ab9qs/s/aFc6Z4Ht4bvJ1C6QXE4PDDd2/AYX8K9H8WaDZapYXGm3MAk0+ePY0ch4cY5Gex9/avOlWl7ebudsMPB4eKSOMvfAS6lAhZFYR4YMoByCOoIOf8in6P4UNs+43JkGcMsszrkfXcTXLaD48u/hJdy6b4kiudR8ORNstNYs4WkaFOyzIOV29N/cfSvQD8ZvhzqsEcy+LdHmVvur9rG76dQf0Fb++ttiVOO0ytJbJZ3TfZ9KRR03xkMz/APAjzUOrRxW8ctzdWwiNtAZ2LqcKgycbjx2NX0+J/hh2J0+K+1hx937FZSSL/wB9YxVDU5ta8ehrWWzXRNIHMu+UG4lXjgKvCgjIOea5mpRd2zZuNRcsYnLeF7dbHwtoGxPKVrcOFxg4cl+/+9XfaXo6iygkbmPccgd6ydft47a3ght4444bchY0jXAVBwoA69P612GlWfm+FFO7DcyK3YH0P5UqXvtnNUTgorsX/hJGtx4/wYyy/ZnztJBAG4Z6j1H59u/vVhYQ6bCIYT+7VmYE+557D3/xPWvHPgpblfFd27ph3snxkdDvSvVtc1L7JpusODhbawacY6g7X/8Aia+nwCaoXPBza9THpeh8w+EWFxZeHXkQusqQu6gZJDbScDBycn0Ndh44DRX9tG7M06xZYsgUAdgMIvYDt61zPgu3CN4cgAzsiiGD1wAvHPt2rofG7rBrKosMcCCFSI44/LUctn5TyPx/wq7an7nBWxGHgukDgb2QNrt03XbFGh+uSf612vhEIvhbUJngSSSIyvHuhc5G1Q2WHAA4xn1rgrlt2t6kcdHjHX/ZFd7ol0YvhzqHz4SQOzYSTIII29Djr3PTvxivnKjvXkd2Nv8AVYW6yX5nkXxYuGh+Fni1ssB/ZNwoI4IBjIGDnj73U16L4U8U6dH8NtL00X0FlFFos/n7tP1MEy/vnIDwssJJynzMD1PPHHlnxkYt8NdbiYACUQwHaOAJJkTOP+B9+ua+iLGPWLf9nNPs8t1ZWX/CNtK0ElskgO6Bm4kWXoc57/Svdyd8tFy8/wBD8v8AECVsXSg+kb/ifKWh6Va6n4E8UarcBEnOvQRwsGPB80xOoGcchcj2U8jBr0bS4o2/aN8JwxxoiwaddSEbMYIggUnAHrIf/r1wXgvZ/wAKYtxHG6zXnismSbfn5RLcFRjvyc9O4ruPh3dSa1+0Ppt1cyB5Y9DvZHyB/FJbKBwP9ivsq1lhp39D8lyJXzan6nr3iy5WLQfFEypEkkVncs0sZycEMw3eh4PB9R61wXiZJrHwX4YtXMqJ5Ef3pnYEKgAG0jg4I4HFdh47nP8Awh/jVncSMmnyqjYjUAFJRj92xzyDyee2OK4HxRqtlqGi6GlvdCeSFGWWJc4T5EHdVx07ADj618ZN6XZ/QmBg3XpyitEc1DIqXmpZO5FtIcj7uPncD8OOa7HxFIkXgnw3brcLL8iO0aoVORH1JPU8/wAq4kl5LvUCrME8iBcdvvy9ec9xXUeJtfg1LQdGt4rppZ7YESReSUCYVR1JOTx+lcya5We6qcqlSEorTmbPhb9p64WX4xoh/wCWWlbd3r8kpz/492+vNezfH7wlaeEIPhho9jqes34GrWkDpqK2bQjyYdieW0MKO2BwCScj1614N+0NcLc/HK+i5KpbRx9sn9wD34H3v89/qX9qm4lvfF3wnT+3LbU7b+2bgLFZzxzpbGJEBUlVGGww4zxnoOlfT4bTDxPwDP58+Z1n/eZtfEjTrTRvgdPc299q/wBofTo3aNL6A237x1Yjywdx5bnjPOK/PnwYvm6ndHI5bPHQ/Me3av0Q+Ol44/Z7uok1iJkTT7GNtMiuoZCinyvvDyg6/wAJ+9j5hzX53+AebmZieeKwqO8GeXQ+NHeMmDRT5OtFcZ7yeh9uaABJocxz8w1G7UY9PtMgFYXxMjVfBdw45MN9aMP/AAIi/wAa2tBGINQgwCIr5m6/32En/sxNZvxGtyPAWs4XiMRz/irxt/7LXzdtzpov95F+aOl+FOqfYZ55I9RltZTZgRW0epppy3LiUDa07gquFLEDqeeexl8QxGw+KEPkXx1VZLy3mFwswmL+YsbgbwMNjftyODjoKxfhFDNqt59it4FuJJLaVFL6SuplPnRiVhbK5Kow3YPBxjJBG94vkurP4k28t8rLewfZQQ1kLRj5ccYUmIHAOEHTA9ABwHT/AId+x93KNsW0usT5TufFd/pmna3oCvGlnZ61qNuEKZJBBBbOeCPIGCMYyw5zX3x+x94/h8S6gnh57eWEReH0C4nZ45YxGqNlCcL1GAMYxjtk/BXiTStMuPiF49sbvWtP0iX+3bkRR3sjJ5m77Qd2cbQvzdc9WX1FfX/7DFjC3j4udSsml/4RQFTDIGExZYs491wQw6gg5r9SwijLDK/RH4jiotYmSfdnkfwgg8/4bXtp5h8qKGWFo92fljkQY4Ax+vWuy+E9xLc+CdCaGNlH2GNfLGWwQMYP5V5f8Bb8zeGvEeluwWSK31CZi3TcJgMY65ytei/B59UfwRpq2NxHHHA91FIkx+VgJWUH7pwBits/i/qLfnH8j5TFe9QhbdX/APSj3bbNL8MpgYx+71OJjjtmJh/SuIjs2bxDo9rLp0V/aX8/2K5glJ2+S6MHP4Dmuy0ldRb4W+IWmvrKS4jntHhmUEISfMUk5x7D8qw/CdrOPF2ireTJLKt22CBhcGKTA+uc/pX5XztVIyW6ZwYZONejJncTfs4/DZkYf8IjZquSQd8o6/R6yNT+Anw5Ex3+GrPe0MiBTPKCRtIwAX/zmvYr8FIZ2AQSIGI3jgYNchfCW7uNKkkCbnSVm2Djp1/SvdqYzEO15vQ/RFSprS2x4h4n+EPhbwT4c1e/8P6LHpt5FCZVeKSRuARk4LHtk/QV578QbQXgs5FVGE6bXTGd2BjOMDsSPx9q+h/E6xLo2otclYoBbu0jkbtq4wW/AE8V80eF9RPin4ceDtQ3fbXf9w8yNjdIrFXP14yR2rzMUqlWPtW7s9TAOMXykvw58SnwDpS6HqiXAsoGP2LVPJMsax5yI5MZ27emSOmK7NvjL4OtWlddftiznOyItI30CAE9ql0VYIZzBjeqkqS3OD19feupaxt7mJCSuByBgYP514sZxm/eR9pSpzSsnocFN8bbbUHKaF4d17XZxkK6WJtYQe+XnCrjpyMmuDv9I8V/FzxfbR6+bPTNL06RblNIspHkijbPDzPgeY/UKqjaOtexalbRmRY7YKJWznAC4A9gBXDz6rceDtV1GT7PJLbXLLLuiG4gjAxgc9v1rs5lGPuLUmpQd/eZ3vhCGZL66hUlZV6ucDjOAPfgYz3xXoaRGfTmE7ksncrx+dfPmj/GDS/7TkzM6LIwLjYUx+ddpN8Y7NLdYre+kui7fJBEobnoBkdD7muVUJSNvawirGx4k8Px/ZJbmIiK7A6MBtlHUA8fX61iaTqMnh2aOae3iuLScACQpwD6Edqr6ZJq/iQLe37S2sIfcIR83HUFiOOxro4ra1vdOmtpgoR0805PMYzx9OMVvDmXusIKE9Ub0dzY3EDOsSIzjPkx5GPxoM1uFLRrh1HzxqdxPHSuU0YS2s6xM5eFv9W3c+31ram88oyQqA7uC28cbe/HrxXDW5r2Ov3UtBuowpexykfKqKSSwwCccc/56V1Pg+Ey+CZ7ZgsgYbWKnJHfiuei0qWbzj++EckRGz/ZBxwPoSfoK6f4d2ps9DAk3MrAOpY87TGvH5k104aNkzwMZJ80bHRfBa2SKfU7jDJ5NtGsbtzuV3k5/wDIX6V0/jK6kh+HXiy8Z2Y/2JI+GXHS2duv1NYnwohdLDxJLuJCkW8bIwXaqq7Dk+hkP51qfFLfb/C/xgCrRq1g0ChupDRKmffk19Xho8tBHy1acq2ZR9UvxPD7SUaXd2bFS6wKq7UbYxAGMBufbt3q7r+pwaxfC5hi8lGRV2scnp3Pf61oeHtFi1cXomBA3xKHQ4Zckk/nisjVNOOlS+U7q52B8r2yDwfepP6QpToyrpL4oqxycbh73UpW/wCe2P8AvkD3/pWxaeJr2x0m50xIYfJlQqxKfPgnP3hgj8c1iWY3yXo677x/4iO+P616F4t0yxME1zkGVDIybeC5XauMV8fiqvJW0N/a0oxp0q0b3d/nc8K+Ndyq+CkVgdkup2Ckl+cfaoySDjIOFznrgH3r3vU9Msrf9nueafTXXUbfw3BKJW0yW0jUGCPLeYoaNzh+zZJzkZzXz38crjZ4d0lGyA2qwklDjhVkfIPsEzXY+J/jx4b1j4SalpdjpmrRXsumQWz3M1hZJD8ghPzSKvmMMRSYySTuNfYZRSc8NzLbmPxjj+dsyjF/ynIeAIUuPhJ4PhZmZrvX55Yxzhh5LNknt/rQR+Ndx8OIV/4aL1tYkEMdt4e2RoeiB7tsfolcz8N7CaX4efCc4jRHkmbKhvM3+VEGLEkhj84BwoA4BBrqvg432340eMpGVB5OlWkG5fVpZ36456g/j26V9Rivdwzv1aPz7hlc2bQfa56R45FpdeG9TihjEazypazYQpnMqq3B6/6w15LrmhnRRDJ5gkilAwv8W7YpP/oVel+L2ki8L3rNmF2v43BKjODdJ22ivMfFPie2eDTg6SpIzMQQmS3EY6Y9q+GxT5Kqiz+hcvlN1FGL3KmhQR6j4glt5QGhluYLdgDjI4P/ALNWl4l0FNJEUsDfup8fu2PKHAY/hz1rE8N3vlamlxiTZcamEUoANuyKEktkEAc459O1aHjHxMFsdOS5s5fMYt8yKuciOMYPzH3rinL3vd1PTpV714+8lHqfCfxc1KGL9oLVLuUv5MLxGTy8b9oijBABIyev/wBava/jB8c9H+LvxO+HUejw65ElleXtwx1a2MKfPGmNga4mztMT5IKjnoO/gPj6WS9+NniGSLKSrdhPm4IIkRAuB74H517t4mtD4/8A2nPh7pNlJbRS3Vzd26urfu4zLfzxgfIMkLuTj0zX3FGyw0W+h/OubSUsfVfeTOz/AGiPjFpurfCu+0S2g11JjBBA0l3Eog+QAgA+ae8Z42ivijwLJtuHHWvqr9rvWV8O6NqnhueSK5vdN1OGwlltGUIxjtQN2OuD1Oe5NfKngeI75T0IYAisKyTpprqcmH/iWPQGk3e1FFxbtGF4IyM9KK8+x7akfbOkFRf+IVkyoF2MY9BbRf8AxVVfHwX/AIQXxQE3HbYTsM9yEcj/ANAq7YKY9d1iNcZkaKX5v9pQn/tIVFrcUl1outwY3faLORPlJ5zGwGO38dfO2OqnpJMh+ETM+uWYispr2dDI0S2mnpfyhh91lhdlViMZDE4XrgnGOn+JGkT23iG31C9v3mvLqGOWeC+tEtb4M5l+aWNNybsoMsW3EMueoJ5vwv8ABvxrceH7e4Hhq9JmiDw7o1JZWUHPJGMj+dWk+D/xBglaVPDV0nYKoXIBHGcNngYq6dKpyOPI3c+7VbDuqqzqpaWPkL45PBH8e/GxlQOk92HWPPTdGjflznPSvrD9hDWJYPip4TaEC4WbTLm2l9QNjnOP+AiqnjFNQ+G3xh8S6fceJk8PxXDWNwlreXUiGXdY24aQBeCNysufVT6V9Ofs7eMrTUde8MWyeI7XU5pFmiEUXmMWYAn+I4PGevrxX1sM2lhqXK6Lelj8oxWFhWxU2qitdnxF8HgRrPiWASLH5w1KLfJEWDM0jMRgMCpB7nI46da9j+C8PnaLq0DR7IhrF+vknjYGnc7TjuAa8o8DXa3vxm8Zm0KvC+uaiqOgYhlYlhweehr6E+Cvw31PU5vE19bm3+zy6xLMgeTBG9I3PGD3Y19NntX2uXrlWrUdD4WeHnKnOK3u/wAz0bwr4bsD4D8U20cCriC3lxzj5Jc5rz7xDJHaW0E8v3Ip42BAOQxbavTnOW/UV9D+C/A09lo/iC0u3g33NgVTYxOMHPPy+9edax8GrrV7ONLjUII/38JZlQk7BKpODgeg/OvynkqNp2M6eCrRnSk1seu3EQkjeIkBWXZkdAOlYZ02WK6sbeNzLGkVxk7OmIzitoz5C7UdgR6gcDgEjt2/Om6axl1e3UxN86yKcn/pm/8A9b869WVup9zZ3PK/E9nFd6RfQToJYngcOh7gr/jXyr8BJUvfhlqNpZxO72esXI8mZhhcStlVIAwACp/4FX1nrI820uUMZwyMoH5+nPavmH9n34WeIPh6NfuNXltJ7DV7qS4t4raUsURnOSQUB3HI79hUJqVJxTNKMnComdbFA8PkTPndu+dsYxgAYro1vQLZHQB8ccnGKrzaesqSQCLfbqSvGBgYHzEj1z3rYtNKhn0tUCHEQwyHjkd8/j+leH7Oz1Pt6Fa6WpysqpeMyxrueeRVbL4ABYZ57cEn8DVC6jjv5BDLiRYlcygjDEheVx6gBjj2rU8YCbR5bXyAjlCNqkfuyCcAkgckbQcE4IJ96w5fEXhXRlLTalCks+WWOSTLY3rkqMkfdDHAx96u9RjFHPVxE5zcUZ1p4GtDcSxQRs8lxKwZWjBKsQuAFPUBg3PsfSuqtfBtjp6QyT2ibLM7WMe5A7buCeR3zmuTtvixp0bLNDEXl8ySQy3AEfmtk7D7Y96vW3xBmvLcOb5Zbt1yyWoJkJyf7ueKpStsWsNOpuj0WzSR7WOe3dFmdAFh3YXhV3AsT06H6j3plxZzWQHnzxzXE6lwyjAXJHHvn+teeDxJ4jvVdYtOuvIOTIZ4xHuAx3Zg3p2q4nxK1mC5iF3oyysGXEltKznAK4yMccfXp0rJ+9K5r9XlR1R38Ntb3dus9v5ce5mdYlcMVPQgfln8a1tMtY8hpiyhVJdzXM+GtTtr9bW8imkbzJMNBKCPLcgcc9uvp0rtpraTTr9YonLK77JMrnZ7fnmoqQTdy6dXmi4vcntoYVlLO5aNVAU9CFPY/r+da2l2/wBisYkWQExk7eOMZJAP4ED8Kz44kSZApyJHAw/Bbn0/z2rZCfvoo1wFmbay9wdyjH1ooRPKxcrcrR1Pg3w8dMtfF9nZmSZTekxjYSfmtYWI/wC+mNVPjJBPafDPX4pEcST3NrAqsDlt80CEL69a9H+HEWxfED7ch9SZPmHPyxxJ/wCy1j/F+0GpaPoVoML52t2Zbv8Acu4pCffiM19DSm1DkSPnqVo4uNZvqjwPQrmbTCzMoVTOqOkigYOw45LD8sVkeJJ0uNVkSMsESNECtwR8gNek6x8Pb2XUtSaHUFBlmaQBgcDFuIxwO+7muSv/AIN6xdeLZNUgurAoz7lVi2SANvIKmuVTm1ex+6YXNsD7WVac0nY8y0RPtNutxu4n1G5hVRxkqwP3hyOo6V2bvfX9nd6bBaz3UjzGKFVBLENMec5JPQ8+g6cV6T8HvAGjXnwr8NXN9YpPdMz3PmGRhh3wxbr3wPyr1Hwx4b0rSr+SW1tUtppEO2Ugvlicjg9PvGvFq5bWrV4yb9254FXiyjGFlHmcb2fTc/Pz9q3wte+CbPwxbawsVuJrySf5JckItncDPHPUipvit4qgk+D9wrztFKU0yzeE8DctrJJgfLkE9fbPPWvpP9o34HeHvjD400Sz1a6vrYGK6Je0lCnZGirjkEDmU8+/auH8e/sd+GPEnhvVrf8At3XopWUSqJLsTorRW5jQ7XBPAJzg44+tfbZc4UaTpLufmfEOYSzTE+1nvyo8l/Z5sr7xf4stdFhuNkfhbSWmkW7mIij8t4Y5NvDclj6DnNd1+zZZHVfir8SsNhIvscCuTnhIN3HTjJP516r+zb8Arj4QfE/xVqlxr2n61FeWstsYLcndF+9DneOgJ29PY+la/wAL/AaN8T/ipq9kYLVJ75UCRxlRuFpEmTj/AGg3atsXWlOHs4nl8PJYatKtVdmkzzwatBqGnaYLkLJbzaiJX3HemBOZOgz0CDI7Yr0Kz0XRtShim/s6zmU8oGtgCMEZ4KgjOAK5LxR8Pn8D6D4dbWtQtBZLfIkj+e0YBaOZgS3y4BJx19Kv6T4w0CzjWGLXNOFupLKDfKxyTu6sxNYYenBx5qlrn22a4urUrwlhG3FJbXJ/A8Fnp3hq+ljt4ViXV9RkGxAOFl8seg6R+vatzTtTTUondEkh2uRhgpOOpOAT1/p0ryzwd8TPDcXhKOK/1SLbNdXsmxkdwVa7mIPyggg1owfFfwTpzsIb6OFWIJMFlIO2Mn5PTvXVy0VvY8KFPHNXipaep88ab+yv4V+KPxW8aeIdR1TVba5m1e6ndYJIWj+S43AYeP7p2jIz6YrvvCH7MPhKP4/fD/xNpl7e2UsN1JN5SxQoJGjuVmBbYmckyEZz0C8cVh/Af4weE5Zdfu7vxJplkJLmd2+33KQkbn3YIcjHWvWPD/xS8J618VfD40PxHod/JbQzSLFaXkUoGWTqAx5OD+Vd7p81HlTVj5ipUarPm3PD/wBq34D+HPGdz8Qtba+u7S6tLq91Mv5EW5ykLAR7+WMfy54x1PFfCfw6to5opiwwd4xjpX6MftKeMtJXwN4/jiv9OS6m069TyoZ4w7u0bgAANySSB61+c/w8uBBbS56+YAPfof615OIhyxUb7HZh3zS5rHoeoW6psHWiq2pX+5lxz9KK8+x6aZ9m27sPFOoEtx9jtj07j7Qf/ZRUxiE9xJCZPkKsmfpt4/LP5VHMrL4hJJBaa1zx6LLt/wDappSCt0g6F2bH1+YD+lfOxV5I7r6NH158MLs6h8OPCF3IdyXGi2Uh75zAhOBjr+NadlfnUUd1gurVQwULdoEbqegB6cfzrlfgXNFqHwS8JQS7H2aalnIpxkiPMeD3/h7V0Gn6Hp+hOTaQwW7uoTAc/MoLEAEnA5Y1+hUZwdNK6R8xKnVU20mzzD4v/s7+EPit4/l17XbXVru/gsbNEi0y5Ee4bSOQep4b8vat34Q/Cfwl4L8T6C+j6XqSXFhctJFdzXSukW9NvzBW53DjOO3Wu4WVJ/EMrRvHOG0+1ZwGBAPmzpz9QP0rV03TLLRgJLS0itzvQkRgLuxx0AGTzWLjCT7mElZ+8jifhf4A8OfC+DXNI0q3jtIDqbXA+0yb5S8kSF8MxB+8cYrrbfYdZ1MIV8vzY2AQArgwJjAB5/Oqd1orXviXV2trhbW6iljljult45XXO7IUuCBkIKq6h4q0Xwx4guLG/wBRitpRbW0iow6rs2ZwBxkqeKylGrUdldijyxemh0Xgq4uri5uBdLK8U1tIEV7LyQhUepY5yP5VRulAtQeg+U5/4EvPQf5FLoXjnRL69SO11MSSCJzmKNi2AvI+7XHah8XfDEX7pLiZ34B/0dlAOQDliAOxrlng8QrvkfzR0qomztBiKFpDnCDccDPA56fhXP8AgXW7i78QW/2idrlWQFM2vleWwRiRuPzE/OBjp8p9DXTiOQgjZh/R2Bz7VFa2zWuoRz7Yl2HqMDsa8blvdHXzWdzzrVrcxu/pkgt64BGf0ryYakNK8P6RLtjZ87P3kgQEBS3XBPbpXtes2km44+8eRtOD1H+Jr5iPx5+Hum2IsL/xRYxXtvNJBLC8cjMkgLKB9081lTg1oTzdj0G0sgXfy4wYZYwsZBHJOAOnXpV/TZDZytZyBZW3EuQeorE8J+OtE8cwfaNH1KDU7dSf3lpnZ8hbpwP4cn6iutnjhmkV4zmaNhIwUeuSR9M5/KuSrDU+iwtZJJM4f4raJfT6hYw2LPDbSkvMVPOABgD65Ned3vgK2tdUBjgNvdjLbkznaO5B9a90vN91B9pQDEf8TchieQF9eCK5vUbOObdK6MNyudu7G7O3I6jkY6Vi77Hp0moyckcPYW+oWybVjgmTIIZk5+h461sWNxMJUZ403FsDbG3XpjAHqDW1DqqQWKQxQyOykhljX5SCOOucnioYPEojiiRdNKbsOAg+YNnuPXOfzqlE9uGJk4WaFtdJbUZ3luJysTZPkRLtRsYBBz36D8q0dC0qK/lk+ziO2tug8s/ebjGPX680+yvG1P7TGsRRZkZTu4aPdgDj/e5rptP00GEbE8mFWyAg7dOtYyWtkQ6jk7zVkY0WhtoXiMzQqv2eVCGDHO2Q4GR+BP5GuninWceeSU3ruC9cMTzz+Z/P0rRj0YW5i3IGaU5ZmOeOuPbr+tV7u2WJdsXyIm4KCPugq3H59PrVOLa1PIlUjGUkizPM8NlE00a7kd2D4x8gOAf0p2kM02tWBIYsZQ4QjsoL5/QVlXtw11eW9uXMm4gyEdAoHT9PzzXlPxr+Nf8Awg+veHdNsLgDUryR5oggG8CIr1PTHI4PXv8ALuB9HC0vaTUEeNianLFy7H2V8N9YjPh27kcGSa41m8ACMQSBcMoPQ8YUVleMr66uLjwelwhVn1yRIlDhywSKWQHgD+7Xlvwh+LGh6p4IsXvNYsLDUprm4upLe4kETLK8zyPjcc4y/Ht15q58Q/itpHhrWfA2o3F1d6vpUGoTTTf2FayajLCPs8iAlINxAzJ1I7V9LOjTpQd3qfM0q0nUWh0/iLW5bTVvKYLlmLyh4JZBjdj5SowGypzmtSNxEks5IAAJ3Yx1P/6q84tPjt4Y1Kdn8rxCpfnfJ4W1FMk/WCrutfETS73wprK6bFqU95JZTLDG2l3UDSSFCFXc8QAy2PpivL54qKPo1JtPXc7X4RKU+CvhFuFlayhI3joxhXOfoT0q/wCHdLudIuJ5ZBapJMqky2yuGZgTydxOO3NfNHhL9ov4laV4X0vRx8Kda32aBBLi22lQoUAZuU7L3xXVWXx7+Ity4MnwvvEBH8c9jGf/AEuNczrRg7lwy9ytJVIryueq66PP+I+iqTxFpV9M4boN09oo5H41DFbXUlteNeb2e7j2j98JQm4FcAbQR98cZPQ15Ne/E/4it4wj1aL4awzwnTWsdlz4gtbVkYyBy3DSjHyKP6eule/EX4jXul3K23gTR9O1A7Whku/EqTxhg6nJVYCf/wBVddKvSjFXZ5OIw9VTel/PoewXHh/dqN+8U6fvrSVGEtsnLEgbsqVOPvZznNY/wbLiz8e3MYJd9Xuol8rAK7JPLBAJC9FHXtivLfD3jr4tz/aX12Hw9au0YjQadfHauSMsd0JycZ7Vm/D/AMWfE/4f2eqWCr4Y1uK+v7i9Nxd3k8MgEsjPtIWAg4z1/Tit62JoWsncywuHqNtTRt/tXWl1f/CPQNOnEs15c60iHzHSNiEguHyduB0QdDjpXy3beCb6CDclpcbcf8s7nOOwONxJr3r4o6n41+Jttolvdf8ACN6RDp1213IkV3PIZiYnjC8wjGN57Vy6eDNfjRVTVdGVhkFl85+4x/CtZRrUWtT1oSrUY8kZaep4fa+DbC0jAW0hikd2Z0ChfmzycY9qsvocO0gCEDqMr0/EV6nJ8N9de2e2fXtH8oyvIduns7c+haTFKvwpAjCNrEOQMEpbD+W8VyTrQT0OtV6zVnN/eeGaX4fs4bhzJFb4yeGXJIzn8s5rc0/ToE1SBiUTbkgJGAK9PHwhgi3M2ujHUgWv/wBmadD8MLG3ZZl1Z5CvpEqj9TTWM5ep506XMzxHxbo8d5Fco0u4MDjETHPtzXnD+CrJnyxdX9ohxX1hL8K9HutxfUbkZPIjMYH/AKCaqN8GtAiQsLzUWGeokQf+06wniubUUaFup8pXPgezcjNzcf8AAUUCivqz/hUnh84Hn6ieO8i//EUVl9ZNPZDrgka7pbKPvWExOOed9uf8fyq0QTdQqSAocKQe4OOnP+0aq3iCK+0yYEnKTQ4+qkj/ANFip7iaKGUuyl9u5gRz2JB/8hn8647G5z+i6DY6bYtbRySlWmlmeOURFFd5WkcKQqnG5iBz0xVxvD1jcyNMY7phjgI0eMDt90/zrN1L4h+EtAvbqyv9csrS6hnkDQzSAOAXJHGfQiqZ+Nfw7t8+Z4otFbHXL5H5Z/lW9pyRqsVOK5Uzqfs959sin0zxB4h0SWK0WzZdF1A2oZEZ3XcI8bmBlbkg8Y9Ke6a06hT8Q/Grts2ktrcmcj0xt/SuPX9oP4ZxLiTxXZsV7hJSfz8r+tRj9pX4YQ7d/i6AhegFrcH+SVrB4iKtG5xVPZzfNOx6h4O8Qaz4RkvZbfxHruoz3flrJLqd+87gJnaAS2QMsav6x4gvfEGsrqV9cXU14LdLXzGJOI0ZmA688s3PvXjU/wC1F8LGyR4oRvYWN2f/AGnUD/tSfC8AY8QyMv8AsWd1/VBW8KmMg7wbTMXHDvdI9iOrSwSBhNKGznIYhsfg1Y+sG31ZHguo2Kv1CyyRYz3DK4P9K8tm/ap+GhyE1m5Y4OMWlwB+q1n3H7V3w93FV1C7bj+G1lP+FdMsTmE1ZzZPLh1qke+T/GDxbbxRwwa/fW8Y+4vmCQgfV8msm7+MvjVvveJbx/QhYQcf985rwe6/al8Bs25bi/cgfw28gH6sKx7r9qTwVkbU1Ekdxb5yPxeuRQxD3Lc6TPa9b+L/AIruomjm8QX7RnII+0lMH1+Uj0ryG+tdPSWXOn2xNyS8zyxRs7MeS2SM5yT15rmNS/ab8JXCMqW2o4J/59k/rJWFe/tD+GZzlbPU8+giQDP/AH8qPY4joiHOij2D4a+Ov+ED1qBIbO2TT5GWKWEBECqTycjA6EnPua+ufDOvw6xp6XUFyJ4Lh2TzkK7gpG5QCARhclTX5+aD40i8VKz2+nX9lBtLC4u0AU8c7QH57dK3/gP8dL7QPiPL4Lvrl10q6ZRaT7ixgnwGA5/hOWB98Vr9WqKLlMqNaPMoxPvG0u1i1Fo2VV847UUfKVJUYzkAdB/OiWwt43uERPLj2ggDJyT/ABZz3x+WK563uRcACQATxkSIS2QSMjHGDnB55rSgvS1ss91uAjIVkU5LcEYA/X8a43G60PUpVOWerK15aPYxt8qLM5UZXkMMgccn1H5ioLdWivBC7Art3AIBx3/yfet2O2+0FEgJkTyS0YIyzPgHA9eB+YFUl0J4Lp55XZbfdsXcMZOSWx7ZOB7CsVTlc+hhiqcUtSza6UssiPuK/KcgH5jyCK6nRHis0kibEkEuPLLHoQ+SR69vyrGjtpbOCJ5FR8JuQg7scnBwOf8A9VTSLZ2sOySb98VztJzye4Hb6e1aeza3Oeti1PRM3LK6aSzaaV2WSNtu7bndxxx+n4VmXkiwo88jko3AHr1yf0/Q02bWSkEcUCiAbTtbHbAy319K53WtZN6PLh3CPI2FlwWwMZ/U0pSil5nmxvKTkNN48FjNIJN104zuB4RRyPpkEV8QftO317a/tJeEr6RnNt9nSNFU5xksHGPU5X8q+z2sy0G0ttTq+D1CgcV8i/tRWRvfiR4QuEypF6qqwHYMp/l/Kt8DU/2iKMcfRXsGz03wvrI07T47Yy7FLttkBzzgZ4H0rrLXWImmjRbqMOoACiRs8jqQX/pXmNjMLh2ijf5RKc8cg4HA/I/nUHiKVorSC5UEvbSlJHKbsI4+RiCR0zjr2r7mrgo1XdPU+LhiZQXL0PaLe5dZMswRic588D9DW3YXDtCD56tj/poGP8xXztY+MNW0pA6XMcyKuN8SlT0HXLECtP8A4WjeyWwjMrhics0BCkHsCChGfwry6mV1HpE7IY2H2j6Ssr6UIv7046cg/wDxRrVS+dSoExGT0C55/Fa+TX8V6lfuUh8Qa1ZrjIKeQy5+mE/nVLUr3xw2f7N8c6k7Ef6qWZ7Zz+ILJj6sO9ebUyusuh6NPHU3pc+xZUaY8u7f7qBf0FD24yT87H1YH/A1+fmu+MfiLosLPfeIfEEEY4Ei6hKYj9HVtv5GuMn+Jniue7USeLNbZSuTu1KYnqf9quR4CotzT61DdH6ZPEpQ4JU99n/6qJbYFcq8mfUqRX5vWfjDWrtgLnXtSkB4HmXzvn8ya3rLUWVvOub9zCq/M80nA+pJrN4SUWX7eMj75e0whPmBfYnP9aqzz28K/PcxJ/vMB/WviYXC7iwYSKwyDwQapajqVvDbB5EQImSxAHpSWFmw9rCOp9qza5pUCYk1aziz3edR/wCzCs6Xxp4ZtwTJ4m0lB6texj/2evz4k8V2N2WeDCsmTtcbT/KqY12G6095oZFlTcclXDAflW/1FmbxUNj9ALz4q+BbaJzJ420CLsS2qQj/ANnNZF18b/hzD97x5oJwP4NRiY/oSa/NjxNqUT2c0Zx5hxgD61x+4jqa3jgIvdmMsZyuyR+osv7Q/wAMIf8AWeONNcc9LgyfyQ1l3H7TPwmiQhvGVox64jt5n/8AaRr8zwcrSA8mtPqNPuZvGS7H6Sy/tXfCNeP+Esz/ALun3GP/AETRX5uj7o+lFH1KmH1qR+o9+mbrRAGUg3hBwMceXMf6Uy5Z3MO1GZZI1O3OP4CM/wDj/wCtJqLDyrSeNtzQzblGcnkMo/8AQx+dTSNN5kClQoUbAT6B1H8lJ/CvAPVbPlz456ch+KV80igLKEkZ8ZKZjU/1rx3WtLQTAoAyl2G7HJ9yO1e8fHyFk8dCfA3yW6KR9AB/SvHNZQCWTbnhs/rXs4fWJ59VWZ57qNp5c8iADAIxWPIOOxwa6zVott3NjHDCuamj2NICMDNepC6R5tRjbKMSXIQ9wa0RaZAIHaqenn/TokIAGSc9+ldEtuNsf+4P5Vo1dGKdjJ+y4IqFI/37jGTitn7PgnipNA8K6n4mv5INMs5bhwcMQMIv+8Tx+B/ChRvsPn7mL5eeg69KgETTzpHCrSO5Cqsa7mY+gr2zR/gVBDHHLrl95smfnt7YhAv1kOST+A+tdzpWh6P4cg8vTbKK3AGwyRod8g9GcglvpnFdUcNKSuR7W2x4n4c+DOuapIsmosui2+Nxa4OZvwQYIP8AvECvQrPwFoHhCLzYrU3l0BuWe8IZgfUAYH4D9a6+W+CxhdhRACuFXg/Tk/0+lZc5jnubRXyxnkyFPouCR+IBH412Rw6irmfO5Mv2ELmVUkfIWLrgKFLZzwMY/IVw48PGLxJbalHxMbpHDdOjAZz9K9DjCYlbeokYdSeMAVqy+E8WEEiqCyx7/wAcg/1FePmD5aZ62BinPU9x0vU9RsWIjmbJUyKGyeo7Hj+ddh4f8SztaP8AvAs74yXPy5wc8dKzNG0wat4csrhSBcRoBgfxEdqlbQZSizwjZKpPyDoD618TCq07M+plQj2Or07xJNASJnWKEldsiJznHJGDWlJfXF2I1ExcYBGFA/nk151a6teQymO9XZx97bxn+ldHp008DfLkxsoIYHOa6va3Wg1Rinc6eOeedEjlnd44z8wBy3sOg4p1s5iOSrBiT87jJ+lRW8jSJsIK7u4HU0r28khySV6cZ/WsnVZoqaXQS+v3uAPm2AMEGBx7kntUdnYOuyTaAXYsuWzV6y0YZ+YlvQHp9auvmBP3aAuf3ansxPYVyznc6qcEjLvgfIEEQ3yyH5uOQw/p618vftG6MG8VeFUjyXE5kDepGT/j+VfWlzZ/2ZaMXO+7k4x3QYPAr5Y+Nskeo/EKyi3kLaLu4PCuR/Lj8zXZl8ZTxMbHHmbUKDbM3TP+PqWTaFY4/vdCDnp36fnUjp9vtLmBjue5hPXOCUGQBnqev61n28zieUgM2ORtGcemfzAq7DcxwPblmcOjkAADaxIIx696/Wox01PzG7voclZu+myxnzWKMQpiIJ5+nSpdQjXyiy7SxbYxUBevQ8UTSJDqM8cojhMczDgM207iAOfw/OpJcrExcBHboQOvPpUcqTHdlO1YpACAV2uR5hP3R6/nmrdpqBjuEy7BiCd3Ut9R2qE2yqChWMgPyWUljwPY1JEY98jIQJT8qu7fdHp1P9PpS5UO7N601FJIGYIygAAuu4bvxHBHsePrXOeJvhNoXiF3uIY2sL3B2y2WxcnH8UZAjYc9th+tXIpo93kieRkAyw24JPoK07e7ZJsrl4+m8/SonThJaotVJR2Z4X4m8D6v4GVbieWK+sC4iF3AXLKewkDDKn6/gTWLqXiaHUtKNhE4aV5VVlHPyjk8j6V9Ov5N9bSwTpBKko2MrrvEsZByrL0ZfUHrx6Ajwb4k/CBvDckmtaFbk6W3+tt4wS9sOMtnOWQAY5GV6ZIwT5NXDKKvFHZCvJqzZxceralYatp9lDdSRQXAkMi53DpkYDcd8fhWXa+IbG51B3vJ7q3u3GwzCQlDgn5cDoP05qdHlg1LSbzyQ1tCkrNJApKqGJ29vTFchc20ituKlldzzjHUn/GuJe7LVGjfOtz1GHwnFfRpOi+aGHySxDr1/iHB6H34NYOt+AdTsV+2aZbuIiMu0BOSPdPT3Ffe/wDwTR8L6drXwo8SXGq6XZajG2oLaCO+t0uBhItxAVwQP9YOfevruT4F/DbWGAuvAeg7mOM21qLY/XMYB/Ct5NSjc5Yz5JXZ+Fdpot3qVytrHFJJdPngcq2PTv8Ageat33wh8VeR56eHNT2f3ltZGU+4IGK/bDxL+xP8G7TUUu7Xw1Np9+0RLva386Agkdmcg9+CK+Yv2uvC3gL4P2trpdje6jpk80MckYmluJkJaR1HyxSxhSduM9OO/SuzBrDVkoVW1JmWKnWjLmopONup+YF9oeoaUu68sp7Zc7Q0sTKCfTkVURSQcCvXPjpLsW2iGAGl3cHOcL1/WvKbcdfTbWuNwccNiHRg7pGWCxMsVQVWSs2Gw7F4PSirAQlQMdqK4nSsekmfpvqKf8SqMKoV/OgX5Rj/AJax1G7NtiO/djfyT1wG/wAR+dTaiu3TJGJOYXSQ/Rdrf+y1Sn2pKY2bagcoMnkZ/wD1Cvhdz6Y8W/aBt/8AipLaTGf3Qcn8eQfyrxLxEiy3MzKnlJJICFU5r6B+Olqbi+s5Bgg23X15J/rXk9h4MvvFupm1tYgu3DSTSA7Ixgct6+wr2sHGU1ZHBXaWrPH9ebZfyJkYL8e/FYU+HjY9SAM47YFfXU/ww8MQ2qWs+kQ6jcAEyXNwP3jtgAkkEY6dK52T4ceHHv1s7HQ7RplYb3YO+30UZY/Me3Yd+tfQrDOK3PFlVu9D5l09Ve/hGcMXAx7EGurihYxxQbd0hO1Y15YnpivoGw+D2hWWpXdzHpVtLLcODsnjWSKAAAEKpGOoJzjqT7V1WmeEdJ0VY7iGwtVnBypjhjUr+Q4rSNB21MnUseQeE/gpLMI7zX2FvA3zCzTO9x2398deOvuK9Vs4LPRbGO2sLGC1gyAEhXGR9f8AP9av39yqK0rtuct8yqTkH6k/pWZdySyQjazybvlXOCQPbAruhSjFbGPPdlG+dF3hnBdjyCao3I2quWBZTkBdp/mKtXCPbABXI2gg5Ukn9aijdFmLMqkkA/MCT9eprZCZnXAkaMHG0Dscf0qrbMy6jbb1BIRpEz69P61qSoZZThAQR97GFFUowHuECAq8asc4zSldoqO5os8ZchgVbleB0GMD+VeqeAlXX9JgD/vJrZvLcY5Ix3HpyPyryITZiG5jvZueO1ej/CDxHFpHiGyN2R/Z19iCVm42Pk7D9MnmvGx9B1aLS3R6mDqqnVV+p7l4OB01khPKO2Np7MOD/IH8a7mGxguNzxYSQ/wnofY+lYd/oTxbHgUo+/BOPxyPrWhpt6badVdhtb5eTyPrX5xKDTuff0mpKzKWoaSFkZHhZQ331ZDj8DWdp9t9juzEmQhPyKx616SbMXEQ43HGSGFZmqeF7a7iR4S9tcxsGDAZpRn3NHTe6Kdh5jjZwWYDaR2GetaxUWygs2w+wycfSqVrpOoxgBVQoeeJcD64rY0/wrHITLqN55iDkQxk4/M03KPcapMhtJ2vJxFZQvLJjBZRjHuT0Aq9DYjS2824Zbif0X7q/wCJrUikhtbfybaIRL1AUcn6msq9WS7uVSNuT19FFc7ld2R0xpuKuzL1FjNHNcyuWijyzH+VfIfi69h1HxpdzysCyO2854B7D+VfSfxt8Yw+BPBUsURVr2fKRjP3m7fgM/qK+UtOkaW0kvJQHklfcN3Xnrnj1zjmvtchwb5vay6HxeeYpNeziaFq+Q/7t8FsEjGG6cZNWb8eVB5jsyASqVVlA2jcTxjqOOtJaWa+RFvB8x/9Xu49+cnNM1y52W0okUMWXeF3EkAeme3Br77zPijN15Gj1+42t8plDOpT7wKg5/Mmqyz7lb5m+VsZH3gc+lF4Yrq8ivT0nt0cHkkHLD+gobEpVWkw44YuucDtzjip5R3EeWRVOHZSxO0HJ3Meh9KqMCIn89euSw2hTkY6cGrAQRAwoNw+ZicYzwOnT+Rp0BiUhQrHcpGxWBPTqRt/w6UuULla2ILOE8xApBU4DDoPVq2Und5FxJKMj5cHd8p69hj8OKpwQASxuoklYjh4wgx7E9KXzPnEbtNjJ+QKF5+tHKFzTgcRs204Kjn5sk+mMfyzWpFITbgyqsjJy6rgg+hPbA7iscuWgjXKKB82AwJwP8mrcU43DaABtDZ4I/E1Eo3Vh3ZymtfCyz1dJb3RwkFyWLm025WT1K+/6YxXA3nwbt/El55Eok0+8BG9ggYYPXeDj2xjH417hc3AjgFzHhHi67X7Dr/Ou/8AAV34M1O0ZPEKm11C1IMF9Au/chIGflBP17dK8XFYaad4K50qvClFyqOyR7B+wj8Mb34V/AxdOv2gkuLvUp7zzISdrIVjVeCBjhOlfT+kQLc3UEYHDMK8/wDhXJpj+BNIXSbhbqwCuIplRkDjzG5wwBH416VoMeJ9+SAqlhtGeen9cVycslG0kRCpGcvce/5MZrUmb64GchTtHOegr4H/AG0/CNp43+IUxu1EzWEEEcYN2I1BGZOVJA6yHmvu6eQu0kmd55P1618DftA6rLc+KfE9ylzPDH9umVJY59q/IfLA2554Qc+9fT8P0Y1MS/aK6X6ni5xVnToe47Nnwd8dw9vq1pbSMCybzwysO3QgmvOLNQYiSK7n43Xct14jtmmlaWQwbiXJJ+8R3+lcPY/NlB0JqMyd8xqeWh15WrYGn95djjHPaipgvynI70Vwy3PVTP0m1aIR6Fqu1if3ErDPY7BiquoRgu5I3ZfOR3JP/wBcfnV3UIhPpl7CpZi8TDPc5BxVO4BeGGRclcZGO+F4/wDQRX5smrXZ9b0uY1z8Nrr4oeJdL0nT5hDMbaW4llZd3lQqQGcr1bG8AAcEtzjAI70/BXSvDViLH+27PT4VVQz3V1HGz4AA3FiMnAHtjAFeL+Prqe2vLN4Z3jL2d3A/lOULxgxMQSPvD5On1rO8NyRrBAAQwDYULheM9OmfTiv0/h3I1j8K68p8uttD8x4o4inlWI9jTp83qet698KPNlay0K/g1O6Ch5rqzcSRwKc8bhkFzg4HbGe9N8MeD/hn4fQWGr+ONPXXdzxyWVnulMTZw6sEB+YEHdk5zx2r0X4QeJDovgPT1hQKl1eSrLKqIuOmGb5ckj5R1HGa+ZrLw9a2uoanf83V1fXMs81w/wB5w7lhj04IJ+tcVbD1KWJnSveMTfKsyjmGHjUcbSa1R1Hii60t9TmXRxKNPUFYWlB3ygcZweeccD0xXOTXbrA527yy4wRjA4/XrR9pe55eUozghRtxtxVKINBI251w3d2xgV6NOCS2PRk7srOqx75lYJhiwOA2cn86guZmCurKCHHcElT7Zqd5hKX2sNjHlRwcfh1H1OKqTRbS03lfKvQMSM/QAY/LNbWJKsoLxxsqrHDjj5QpJ98U4ILiNhgEFeVHt3zTpJCwQlQo9VySB6YNRwmKRykfyueCXXjHfsaGirlMKEj2sDtPIO0mmaTB/wATmJWy58p/l2kfmKtTFxK+2EeXtxgxfy4FN0hlTX03kRKsTtwMcYHWpsO9hlxYm0ukKnzVb7wAyM9/6Ve0qIG0mhkRY2jJdfMOMY5zn1qe+iFxaBwdzglgo4GM8Gq2mHbqwYs2Nu05GefTFYyVnY0R9F/Av4oHXbCXw1qkinU7OPdbu3S5h6kEn+Ic/lXrF9pCajbeZGQJIQCSBjIPT+Yr45sp7jR/ElrfxzNbTQ/Okynau5QdoPry+MV9V/Cf4i2XjaaS2B+w6pDlbi0kYBup+dc9VyPwzXxGb4J05OrTWjPtcqxcakFTm9UdL4d1Vkbyp2BkXjJPBxXUvCkwJ2Bt3Bwazr/wy0ksMsOIyAWcqvL55z9afateWqosmJUC5UjuMj/69fGW5r2PsKeis0Srp/lqdo4PGc1JDZEna/Tp1qe1t1hR1jzgsXIY55J7VfhtWZFZnCL3oUWdeiRSFvwEjHA/Gnyi10aznu5nEaLGWaRuijuavyG1021aeZxtxyWOB9c+1fKfxx+M0nia7m0LSbzFijGO4ulbH2h+SF9hwBmvXwGCni5rlWh4WPxsMNF8z1OH+L3jBfiJ4pmuLcsbS1YJGHOPM+cBiB64x+VYcVlIsFpAqK3mclQefYYz6Y7VmaGPtVo8ttD5NqG5VjkpklZBnPUYOPfFYdx8VbzTdQngbQYJJInZVfzuAynB4C+1fquGoKhSjTR+V4irKvVlN9TvdjxuFKcKN6gdu3oPSuX8U30KCMSskUPO9i27zCOQqgc9a5+7+IGvauhEdvbWCryvkRiR+fdycfgM1hpFPc3HnXjNcTFuCxLE+3tXZ0OY62O/n1cRz3Pys2ECRYURqP4R1GO/TvWpHLvkd12JjGGUFs9ue1ULG3khtNhEitnGxgMgYHQ9a1LeIrEWRGHljG4vzj3JpIBP9TJtBJQgkeZgMD9Af5io4LZHlDo/lxvyxx0/Qd6bHiWR4oFLbVyCcZ3c9Se9WDKjsInusMo5AKgevHXP5U7ANtI5JWAkWMpu5ZOT16HA4HvnvVieOO0jCgbgcnYcjafqTUUE0csZSOQsWGckr27c/wD1qtXJeO0UKSr4J2kK2R3PLUWArWrrOrSDG3BUKv8ALpT0kWG4MY3bX4ye3FFgHe6fJWRAAFLPyCewGB+lN1NWivFA8xexK9Fx1J/OnYZt2KMbQbST5nyY4xk1DYs8DnflJYSdu7gNjt+gP4GqUt8Y79BHOzxqu7G4jnHHT/PNaNwAL23vRnyXAGTuPPft9fzrNOUJc0WZVKcK0HTqK6ejPvD4P2cOm/DjwzDG6iH7DGfMzwWYbmOfY7q606/Pp93qE8EjbC4hXjKLwgHPTJaQEDvivH/2dfE1vqPga3tJGDXenu0LKcklW+ZeD0GGIHuDXf2898l6GW2eNJLzzC7HIKmQnPHoscePrXmVYc8pSfUdGPslGnHZbHa6jex2ttNKwxFGhYnoMeufzNfnB4/1Gafw/cXbIwW8eScu0g+8zE4wee9fffxTvxovw08SXSuVdbCVUkA/jZNiHqO7A/hX56fEqeEaPBHBIjSRoN+YhuAOeA3H5c/Wvp+H6fMpStu7fcfNZ3Ua5V2Tf6Hxl8YZA3i9lGPkjVePxP8AWuY0xcYNbfxTmEvjS+xyBtHP+6KxLBwkWT6V4GNlz46pLzZ9TgY8uDpryRpr8yn60U+IbkBx/niiueW51Jn6VLjMmSTlR9454JY/0rFhV20iyfdz5aHHrlQf61pQyKEOe68H2H/7VZ0a+VpNqORsiXr7Db/SvzdL7J9jd206nn/xGjDPpgbBUi5UgHqDExxxz/D+ldjomp351Kw827iuDdaXBsGlw+RwAMK6xKzMRzyxQEd+oPH/ABInVItHfDDE1wpwcA5tJv8ACu08L3QgvPCKedcP5uhgOl1bvGrfJE2FZSCyjk5xjg855X9b4YrezwTt3/Q/GuM6Kq4lN9kW21qXSfghC9s2y7fUJrWFhgAM6AZ444B3fgTxXnl7IbK2iVGb5AEXcMEkAA0uqeIG/wCEZ03Rxlktp57psDA+ZUGcdv8AVt+L4rNi1M3ojWVVV4gokLDI2+uazqqXt583c7cipeywFO+7Wv3iyTOLfM8bb+ThR61nwvJJcMXDRwL/AA7uTVrUJo3RFDGSFsnAGMfjj2qnAwkUNsyq5JAPQe/FXE94UzF5SSpBGQi9yKt3DbtygxjaBu3fTtUMck8qBlhAjfgYGSKCzSwNjjbwAjDJPvVMLkE6s0SrvyhIwAML+WQc1WD7ZvIfcmzn5jkn6cmrD+aYUd0Ab++RuP0wKiaB2RpVcbpG68jmpGRz/wCkI4RQBgjkjI/Q1iyu1hcQXCI7mM5cKRyp4OBjmujjBihfBRGA+Zy2c/nVBrRWZZDIipgtu345qbDuWbeaKSQJBJ5tsBlZJRyy9f5kj8KJIUZmlOERG3FxwF9ycf1rGW0mgQi1uZIXLZBjYvu98EECs3WdHudR3G8vri6KgMFmkyg/w/Chx5ilKx1Wj+M7HxdfXMWnlpjp6CKa5OQrFzwAQTwNuc9Oa2oNcvdH8RW91ayG1lXBDRyDKuCSWAHJzx19K4r4aWdr4XbVEkukju7yRcxqwwUQZU7j7lhg88D2rfWNYv8ASt628LAENM4UE5Oc57//AFqj2anGzKjNp3R9U/DL9peO7aLSvF26CRiuzVLdc/Tevb3Yf0r3+KG11KAXlq0NzbzDzBcQtlHzxkHv061+a0fijSre4hhfU7RJy24AsdvXk+les/D34ueIfAV3E2lOL+wlYvJZnJQjA+ZCM7ScduuK+Px+SKbdSktT67AZy6dqdV6H2abLyTgAAHrUrvHY27PKSMHAyO/asHwX8StF8dWH2izlMM8KAz2UmBJGcZJIHb3HHB75ryr9oP4sPocB0fSplbUpkO5uvkoR1OOhI6V8rRwVapW9jbU+tq5hQhRdW5ynx7+Mt3rN3L4f0ScpACY7iaNjkt/dAHFeFIqyNvYlVHyOPLAGQDySDyMj88ehochNoTJZmyVJ3Z4BJyeN2fxqlrHie105zDKiz3zLxHbvhV9NzdMewIOc8npX6jgsHHCU1GO5+W4zFSxdRyb0NyysLazuj9nZI0cO7BNzZZmLEtnvnqRxz71w2s6Ymo+KdSnXasLTuQ+07CSxPT6k1RvLzUtZlX7XctHB90QwsUjHToO/1x+NdTAEiiEUKlEyNuWXnr6V6SVjhZlroCoAZJBGgwBlhyf6VatdISR/kLp2ztyrEds1rpNMC7gMrBVVu+OOuMjpSxqpjbzP42HDMN2OxAwTyc96ogbamUHLx79q4XbjjJx169vb61K8MzyxBpNu4/eJ3bT6Enn8OaWEbpRG/wC7Qg53cof8/j9KYswunaKOUKhYKCGHb34wPy+lAEkChGMZA+VtxUscZ5zyfw7d6Ysx+zuwZRuIwpXgfQ1NOsrPG8vBjLKhmYAKPrjn86Y/lhGdysgUjcYzkc9+poAsQCTPmOzbR0QAKAfcdamnBa3kbBCuAWQcqw7gdefwqKxSOUBCxDuMEspzweMGrV5PKYiHLs3TMZBx+VOwHPWkkkt5tjLCZXyUzuCgdAMdsVv3dqYrv7UzIRgKVbHPGSPX/wDVWBNJGlySWYSZ27jwTXQXrp/ZCuAGOF4BJLdu3saNgOetmmku2lPzF8kAk4A7DmumsEN3p01ucxspDEZzkdx7VyizrDPIkTqqJ0bOcD05H6+9bXh+6Auy33WfOd2OQAOe3rUMD134CeNE8KeL7OKeX/QLwG2lLPgKM5VvTg4zk9Ca+kPCuqifTtVuYpVHlLnaqSxpG4BDbFdyoXjOcA9eMYz8W27pbXAZZAADuXJzyOevUc4/HpzX158Or5vEPw3aYefcSXUgikbG85IUH5vvMBuIyxJyCM4AFefW+FnXh0nUin3NP9orX2tfgiyvIVnvZra0ZySDu3B256/dRvyPpXxJ8U7z7RErBiFmCug3vwM4wQRX0t+1HrRXRfD2ioZD9ovnucRnk7VC8f8Af018p/Ey63aoyL9oVIyVCXB+YEHoPav0DIMMqeDpze7cn9x+aZ9XcsZOmtlZfez428ez/aPF2psSCRMV49uP6VQs1DRkUeI5/tGu6jJ13Tuf1o00ZDelfm858+JqS7tn6TSjy0YR7JGxCDsAFFOtz8pook9TRRP0bsHUjDY+VQp/TNU2nZrFowcBXdenTDGpbVtylyNo2FmH+0QBj+VVA7rbTKQCRPJ+slfnKdrvyPr+yOC+Igb+zdPkLYZLljux6286jH4kf/XrofCOui4bwkljdx3EyWbW72l/mSCA+XEpVGfevzFAcKExuPHc4vxIbOjQYO0rexhSM87nC9R0+/S6frM1t4O8KXySiOWCGdY5TPcDHDYULuC9V/gJUk/MDX6Rw9NfUqifR/ofmXE1L2uJgu6X5nMT3Mcd5cSudyFwihTkFV9B2+nt71Xtr6AXwKMURgYzj5s5Py/lUNxcIJBH+7KIAmFUICe5H4/5xTHIM0Uf39zqFXbtx+NdqbkuaXc76cFTiox7Grq0RjkiRSAu3B9SP85qvHHGABGygHgeYeM/SpL54llZIy7SKOQw4/Oo7NvJEcgjJDHlgN1bRWhdydE2S4k2NIoxuweB6DH41IqsSqFmKg8fLg0SPLuJRVVG5GWwSR+H9at2s7+WArZ3D5mJbj+dNgjMuQo2KPn2tjaDxj1JqBkUckkso4J4VefWrjt8jxl1YnIBDnNVVUCZ1Lsfl6ckHHepKESZVbavlMTwxPNPmj8zAKDbjghSAaSOcozAryegGAR+FC3zNMkRMny8MD8wwfbrQBVdVTcAgDYwRnBxUc9oYQqniM9QRyattFvidjCQxwQZMEgZ/T6U6CSZYvLMe4Fs7dvJ/KgDEe13q0bnjqcL1HbFI2kwvbOWjQSHkJsJH61pT2xb5WUw8ltoqWC33RD/AFZUcbicmiOgHL3ehxXYjjeLLhgyjavUdPfFLD4fkkKuYcxOBgKGzjcQQMHjnNdjAH2uu1XZemBgKD1P1q7plnPbpciJQpU7iyISPmAAPt0rRMlo5nw9q3ivwR4isH8PatMkPmHzopnLeTHxk89cnAx9a7bVtRm1S5n1HVbpPNkctLLL/fBPC/l0rK0y4h3apNcFIofMCySIpdiowMYXnrnjnoeKydcnj1TWZUtpHuLGACOIEsA3J3EKQD3PGPWsI0oOfOo2Zs6s3Hlb0E1zxBczsLWyJt7d8FpywLuD6c/KPwrHttL2ORtZu4ZCd557nGK3/wCzUkkUMjLIxwAR2HA/QVpGyjiYxNGWYchVFdVjEw7TRpJD8pUgAHDZyD757/hW9FZLFEEBdgGwxTpVlIFkQ7t8WOdyp2x0zkU7eIxCyyscgHacknk+uf5UrBciEJaWRVXdHkAEkEgevUU+G3imO94mkCgq4wpzkkA7Sfb1q7dNAsu+4c5K4VQMEfh6VHFbRqC6hmBI3BQxx1x0pCKkkMTKUjC7VHy7SQR68bqWLYVQRssbsMFFUlm9s84p6oTIkTRKsLcsSrBhgEYBPfpxVtlLBwkhmlEa5X+5gdcg96YFNrjCFkiUFRgpg8dufepVhdHdUlK+YAfLKkDP5dKaZT9nAFwplJAVMKcc+5yDnPSnW0c89yzStISMkBcEE++Dk/UinYCcAbkDRNM2Od33AfXnmrDTrJZ7M4ZEIO/HX2x2/GqCO29QfKB5DIfT/d4Oa1rbyJLGVFYlFXYQxIbcfT2ximTzHFyw+TengKT8xx8v44NdRK4uNKsYyAdr4O8ZOMHt09a5nVUkjvGVcjOB82T+proIOLSzDoHDMwBU5ycDH9fzpME7mHqUUaTKISowg+Ve9W7G4eIRld8RyBlGBAHGcjNPuoXtXkMyqqA7sDqM9Px7Y56dKjjaJwGKsyEHaChy3vUlHTo63CYYKm49B1xu78nrivor9mvxIlz4fu9EkYxeTfrcwnPUMDlf++kH4sPWvmTTpZBsxHtyNm4A49jXsn7OmrDT/ihZWry5juopIGOOA20lTj/eX9RXJWXunRRkoyuy3+03fi6+Jnh2xTaRb2ySFWGQC8mD644jBr57+K9/HNdmWF5PJUuNkwAZSCD2A45PX3r1r456pBe/H3WIt6+TZTQW+6QH+GNScf8AAi1eK/GvWxeXN/NlP3Vu/EbhguAx7dOPWv1HD03RwtFdoNn5NiJ/WcfWv1kj4wvG33czHuxP61d077jf7tZ8wJkJPc1r6dDlWHfZ0r8YhJOpJn7Ba0UjQtwfK6d6Ks28WI8fT+VFaOepVj9BYcllwcAgqR9Of6Cq4YEXC5y3mg/nsOP1NSBtshAOAoP/AKEf6Y/Oqg+V7w5xidWz+C1+eXvv6H1jVnocp4/d20OMgMGF9aEbSB0miznI96ydI8qT4XaJKtvsuY55oAzRBRIN0jEglAWxkAne4+lXvHLlvDF02QWjeKUZPdSjc8f7NczpuoZ8C6TZqZSkfnK8RbcisZpPmALYzjHQDoK+3ySX+yVF5r8j43NqSli4X7Fe6nZyAqK3JYliep+tNhiZLq3ZwY1GXwOeRTLaOSSRw0aIgAI2k9enOav25ae52sG/dqQWzjk9h+Ve7eySOexZ1iOVFR0YqHGRjjNULaZoxGz5Yq/JZu57Dp/OrOt+YIEdmLYGF83pjoRj/PWq9sWls1keMu3B56Lgmuu1omfWxrXErWxLOEYtyqAfMKfHajyVXDM33s7wSPbioYZQ9wrABpCp3IVLVMYw8gRWTdEOcHANRcvYou7bQ6uMKdoAGc1EzFVYMQFIOG9ckd/wqxJCrOAWLY5UKOP/AK9LHOBMkSZwO4yOfqOarl0FcSS1jlR8rG3ByxAIx25qJP3aHCqNmDwuPzqybbALygOqt0Y8fl1/GpJJDEQjbG3EYwQc+w9qOUdytIEeNZD8oc8MDwT9aTHnENtdWGOgq3DACirIgj6kbu34VCYjLmMBvlOdsfOT7+lTYZIUch1YFhg42qTn05zVc2qkHcscSAZJD5P5ZNSoqYxJGYl6kDJOaka3UlvIwsIQly/H8zVJAQNcRTRr83AXO1gQSPX0q5BP9js7y5wkKtHyiEcjBwT+dUk8u2KAkmIjIxnI9xgcis7xNrL2Xh3VLuNhJiBydx5OAcde+SvFU1YlsbbZuvDtl5bOgvZZLh2XP3S52njtxn8a37fR7eFYbqDODtDyHJZfYDuTWZbaXLp2kaXZbtn2e2ihYtwSQoz+ufX6V0lq6eUtsq4O4bWPQkc8fnVJWRn5kZsw84c7YYwpJUHODk/X+VMe2Z5I280GNhgN3HBq7qAeOWM4Uluo6EY7Y/Oq7RloyZyqRDnLJ0H5/wBKZa1JoF2IC2RwMKRz0qNrgxTPySg4ZQcjHYY/PmojAkZRt6uGHyEELx9KbbxpJN5bAuxOQScL+JoAkj8xiijyuONpi5AHP9aWGKNDJHNGskw+6GXbnv39jTpbdXYRLHuxwBvwcfn/AENORlCqrHkHn1U9MdB6UrAQRQxJOoXACnI+U5HBznk+tTIZxMsjxiWNVAYzKvHHbkH8KWxaWVnRXjgUE5L4O7PseKC6xTyq8ZY5yGJOM4A/DpRYCKe3kDL5rssa/wAWMKQev9MUskJDjzEAiPUplfxP4YqxKqyq0jSKy8YRgSu765xVSe13oVIjMnU7Twx7DjHH40yeYkmtHtnLqHCBcghRn8D1rR028JE2/ftwMEMQ31JxjvWcjQ+SSI2CoeAM7Q2ORmtTSAJHGVUOV5UYzg+/Wgg5DxT/AMfoDxnzS3ymMkn2yTWgZZIbbS7YpKxMZlbeckDOM8duKo+OytvqFu6ho5T8o2AKWx79/wA6lkMktzaW2wqiwqSw+pJyfyoGnYv6jH57xkIV2YPqG7jPvVFYR54ZnKszcbeQPbH51oK2YQVfeUUliOgx071R3sv3Vw2dxZ+Mfr0qbGi1LdvLG8u+Eb8naELYwa6zw1q8mh67Y6gsitJZ3EVxhRyNrA4yOuQCK4+zl2DG/Lk8BCBk+tatruSMSE9evOcjOD/Pj8aymtBn0/Z+BPCXim/n8U3+nRefeSyXj3Ek0keQ5YjJDADAIFeL/tA/DDwdp3wu8Va1b2RuJYNKneC4N7K4DFGCnlsHmvZfhX4i03UvBNvbX+oW1tcW0RieM3AR9oPytwQwGCOR3zXkn7W+vaRYfBLxLaW2r2tzNcQpBHEtzvkYNKobAYljgEk9ehr2KuJqxoX5tlY8Wnh6KrX5dWz8vmO589O/FdZpdqpiR+5jrm7myaEgj7pAyfSul0aZRAqg5wp618BGSTPr+XQ04rYY/AUU6Cdd7jI7d6KHMtRZ903DSx3L+ZgfLuOfXKjH6VSlZ1W5BbazqkmMdPlx/wCymrl6DLOd5C5LcYC44B6cdyRWc7Fmm3nGbdc57Y8yvitnqfSt3SOU8alv+Ea1fewO21d/yQn+h/KuYtrcQWSW7Zj2O7AHjksTiur8S251DRNVt8/NJayIPclXXA/OsKeVNzrkCQknkcV9Pkk3ySj0PAzKCc4y6kD+XEVbIUkHOVJBpk7/AGW0CyMnmN+8JCnI9Kkht9+FlJYucA4+7VPWJMzOilNp+TLtwOOmK+tj7x4stCfUZz9hhVhGMg7ueQDznH4CodOlLKkUR8zeMbienfGPx9/pTLudn0VWKRktjlEYHHT09qk0C5TfkIrxwLkkZzz0zmut/CYLc6GeQWsgeU5ITClRgA47/wCRWdbXSSXDyTgASjd8oJKisJtedp5Il3tkkEFuK2dOci2DBXQMCCcggr9aVi7l2WRNirblXRc7mb5RjHTrToZIm8pUkZBwSFx8p9Ogz9aTMboFdSVJypZRkHH+eKk2xwxMWC7twAIwM/gKsQyVWBDm4Yyn+A9xn8P51I1oWnXdIFLc7fapZFVxHubC4yVxnIzSOkcUcrwlSu4cLuHP0NCGM+zTwSL5bkDBJCyZ3D39KddXCTeWrSGEumNm88Y9+lOgiMyRmOVo2OdwwCPpgc5qd7dWj2FmDAHDMFbnHp1Aphcpy74WQqWaKRfvABQB/U0+H5owNjMrDaPOGQp9cYNLdWwCRlCsauPvqMc+mKli2WzSZAPmLklzgrxxxSuFyrNMn2dluSZJFIC7V/DsBgcVxur2326y+zEMBcXcMLIOcqZAD+n8q6q8kaOBdrI4PU5yQeuD781j2yeZrNmGUFEmSViT0APX6VVroyb1OpvBdX98zNtJ83fhBkY9vwq1bzi5vCYwHZQeB0HI5qqt8lhBuZwPtIxtVxk47H0qQWt1MolitJZomG4IQBn8yB2oC5auo98OQo3liMbuTzVRljwfMDFkHILDaPr3q3dMbiFd6hMKCFdiMD2xkevSqSzSi3dFYPG3zfMp5B4HX6UDTLTlRuwcsduBHvKrn16CkhbLwF/mMjYAVe2SMnBPpSyYCFCVVgANynJJA6Y/Gk3sm6ONUBXGTu7etBVxGjAlLFySXIeMORj0PFNtjK5m3hlk+6i8hsduv41LFCyFd8eyRiSCOd1OEDSShTGqMGActzuJ5zn0AH60DGtGbe2Cyr/rW6qOc4H69KfDbbonLxTKqjln+U/kf8KkSOONECRrI2cheD1J5GfbFSSxLGB5qhWyAVbaD7AjNAm7FVrKWV0VAJVVchOp29zkConM32hS4OMbssfu46D/ADjr1qzE5QT+Suy46FX+UgegFMdifOABwwD5xgrngjP4UGZEN6BpJGOxTjaMDOfYg/zq5BHLKPlk8xgeCuM4/AVRW4aQqwd1UDB3up/GrdhK8YmKMzqx2ncOQe2KAOY8exNb3UQWUJtAyCx+fJ7e9TT4ivrWRZMg2yfKyMduSerelQ/ElWW7t2zGS6JkY53Bux/z3qHUpkkg0iXLBjb+U5DA/dwe3+9QBsRzqHeIgHqAS2Bu9vWkNvOLpiQCSAWbsvv/APWqpbzmfPmsFUklePve1W55WcEthIscDBJJ9M0Gi2JWiw6BAZWk6kv5Y98Vcs7nOI1kaNP7rndj8ayYjtVXKcNk4PGPzz/Kr9swjCkMEDDgHr9KhrQZS+JGlJqml2V8Cxe1co7ISnyN0yQegI/WvI9Z0qGS1aLY0sYO7ErE5Pc4PvXvs9muraPd2UuP30RQEnGGxkfyrxGfSpCpU7ww4IPXPevExc5w0vozuw9OEtbannGo6DCWfEaLznGMCuau9Nk0474+YTknHUV6xL4eckhgcnn5hVS58HPIpIiMikEEA4rwnNR0PV5TzSGbcxO4YwMc0Vv6t4GvbSbfZxkK3BRucUVHtClE+2muReRW1wPkEqhtudx5GSf0rJvHKSzGMeYWiYc8dATj82p2kTwzaPpUmMsbOOQZB5yg/wDi/wBai1HaL1VUgBvPPy9MbgB/KvmJvVntJbGLdlvLueMZHH/fTH+tcwWKuUZct645rcumKxTsJASV6E9KwyxLMEZ9xx84+6Pxr6vJo2ptnhZg/fSJoZyIXSNs7shj7e1Yl3nbhXI53b2QHj3zWrOwMe8Z3J39awtQLKvMhw2cjHI/SvrKOp4NTR2LNuyy6HOpJUq23PHbnP60yzlSHQ7mUllMj7ECjkhcH+ZNVrOYHTrvYzuEmVSM47LkcnvVPV2eLTrYAGFAzcluD8xP8iK7PIw2HaWqXN2Rs+dhxz05PWu9FrIlvDtUKipt+XmuI8GjzpZbjc7CNtuF7mu+s7VVEfmeYzqc4zkAetZ3vJ+RoCuSIyjCVugwvAxT4vPdXk3eW3cEAA09lU28pZc/MPnU4PX0qaO3e62KXXGSXAAOOBViKzQlyUkjBXOWKvnj1yP5VMkAVpFBLRKBgsMY9jRLajLLCi5UhmyOw6jimkMVkULGXLbgR0I9KaE2JMkMIEj7WbOF28/ypFmAYEIMDuvepkwj4ES5JyMDikd5IAF2cNw21d+Rn06D61RLdxJuFKxuVJ9YwxHtiobuCGGQNmViq7mBBXccccCrRgdZskhUC/KgO7/61Q5ff5u4AsCVGwDn3ApklK+tZZYlYBOuQACSePWotDsI59VIuN5iSMu5SUDKjt0Pc9ParRHlZVUJ2jqT1zVR4hGyvgZA4w52j3wOtV0sStzYgezSR202yZVQDEioT9SWIA5Oaurcyu7TOjRKflI3gsBjrgY4rJtrl5IWQxglRtywzuPXjPQc9KlYSJCC4AA4kQfKMn/IpWKHTMGGIIiVUBQSc54qu0LKyBhtAXGSAR1OeT/9b6063mVUKmNpTt4PBUEE446/jRNZuSN6OwXHDNgjPoAelDGiYxW8QKxMWfBxubafqcVNBIqwySKI5SAqncN4OfQk/wBKis5CYWERcFj8p6gHp6nPTpU8c8qOSGDLk5XKjOB6YFSUOMU8kSsBGgY+WCmBg9zx7YqW2tlgIkmUsNx5Y4zxjH+fWoElEkhZdu4nPznoD6HpUsLILlVLMG3bdsj8/lg8UBct7SQiW0ThBhnQMMEYFF09uUZFYwxyYJBIyp9OetSFGQMkkKqzZGRknHbsKR4ngVhtEagAgquD9cmgV7lXyN4LP/pMAI4cjIb3zx6VBKWt22JtjOcEeZuC/px+BrQhVo0EgZWIOQx4BJ7H/GqD28ZuDiHLD70mCRjPUfy/CgVhvkvK+0ESNwSWXIx65bP8qUTGZViEKAq4bAYDdg9uajuAC+Y9oPPKAHeOME56d/yqQMttKz7yiBg23AAJycfhzQIzPiDbMdFtnXDshKksMDHXg9+tYcoa48JQiIrJLbOspRuDt5Vh+q12GqWS6j4du4YsEhDIMgjuTxn8fyrj/DV1G1sbZv3iFQpB78jv+I/KgCPS52LIkkxwoClcccDnFa8UqOYycmJR0bjPNc7B5kD+TKd7RHa3GCCBj+lawDW6LyFOMhM5GPXv/KgpOxdldpJNyxhF/ug5P5Vct54wr723oOcAnP4CqZheQGUq2WACNg4H/wBahGMUxkfbnoAePrik1cOY6TSLpHG5RhWcbcgDpXA+MbKWx8Q3aRpmGRvMTbnGD+PqDXc6e7sjRk7WXGzBA5NVfEGmm7t4ZAvmywuVZs5JU9PwBzXjZjTvS5l0O7CStNI8zd3Q4e3Ye/P/AMVSLcwFsNbhj/tjP8zXTyWMh6Kqg9sZ9v6VVl0QSZMiBgR1VRn8+tfDuqn1PpPZMxDbxSNuaxBGOCin+lFX4fCrq7GN5dp9WJ/nRS9ou4/ZyPR/CM8k3hXQd6kYsoATjn7iZ/8AQD+Rqe8Di9hLcZRlH47TVXQC9v4b0+F3AdLd0KjuQWUY/MUl8+Ly1VTwZ2GSe23r+QryZyTuz0HF2sYV3IwDrjBwq4PU4ArMR8O6nIUjr2rTvxvkCZKu2QMDuOP6VhyK8UigkuD1avusphy4e76nzWNlzVAlnCRL3UnLVjX0ygSOFZg3PTpW6QVAZSwA/iUdvpXPavKstyFEnykbjkivoqJ49TXUm0G3S+sLtRGX3Xo5zjGESsz4gXqWaJEsnmGDnGMAc9P1q54YvGj03UhExWQXLEZHT5Erj9XRtf8AFGm6dvEjzzgyHBOFHLfhwK6b6XM7a2PTPA+mf2dptikgDzSgyOjccnn+WPyrrZIi0e1sqDlg/QY9M/hVCxVUcL8ohK5BQc47YrRtkE5kD5ErKArKcgAE9qxpbtmsuw/zIkiLKAEAHzDnd24qd9oRfkBC4yVPX3NOsiro+8BEjBABHU+tMSZYRmT5y3yjHc10GLI5czXCxlvO2jGU+7+JpY4vLeYb0LJ1BGePQVIpPllMKAT9xv8ADrUqybyZSjOV+VfMXagP1p2IIpNNBEapMi7ufmUjB9KZ5ahcOA7AEbhx+lTrCJIleWRCEOBggnntUUiGaXGwtHGGbKoAQPXiqAiYLwFBY46lSailWIu0BQLtXhunP4irIkeKIsqmTK/LnJbP0PT6VVDyhsoXV5sKSmMn2yelNITGS7lj2RqFlOBn/IFOZ42Db4zKCuMbcD/P51I5AD+YC0gXAX+8fr7etVoljcF9zP5SkO46F/8A9WKqwkSWlrLlk/1qYzw4GKkkPnSrG9xGVHABbJI9OOv50J5bW6RbjIDjecZXn0xRcxi8hCZYyZ54+VQOMAdaRQgbyBKFX5d23iPb/n9aLiTMR3AmQ4ICnjg9D/kVIkz28iYRniAZSZDncSBj6CoWvZHgKSMYkA3DAwFYdOfekwH28SiRv3ZVFOQNxKAnp071K++eZHBEQB+6TnI6HGR7VFDdxi1Chd43YYtgknr/AFp9u3yoFXAznBHuakdy28ojlt0WAup3ZKxg/wBBUscoiVXGVctjds5b1xVMsXUIWZDnswwBn+dPtorUW8oIWMp9wnP50Bc0/kvVDbBlhnL9T+nt60SAfZpkWFI5BgBiDvI74JOMVTSYpbOUYhEUFcR9efen3F1MoQSSPDvAKsAEY/n1oEXvNIt0RUDJjO5hgEj3qncRCTIjWJlALMC3RvY9/pUguHbOzeEKDknn6YqP7NtRSMoQ24gzYJP0/KgdynMsaxllWJsFSTUVuhldgv7oljzzj6Y6VdkiFvFGQxkkJO/LBh6jr9arm6aDMbIGbJYMCOT6DBoEX9IdAriX5xg/LgKR2zgdetee3MT6M+rRFBuiPyydMjdx+NdrZ3IOEWLEudxcnoByR1NUPG+l+fprXyANI6GNweM5ztx60DOHln26pcxbmj+bO8DJPAq3DceYwzIwbBALD9TWZej/AIml2B8u185zVvTZMlNikliQS/Sqa0EdHArKmGZpJFUE54XFSKqpKZpSANvABzgjr+dNtnhNiWJYOfvEdgP6VXaUyrnzBsPRn4GKlAb8F6ZbhWU72VOeMAg9CPpWxaTqJYPLAKyMFYN6Y/xzXKWFwVDhQfLTGW9Sa6rS1FzcQSKjkRkHCnGRXPVS5Jc3Y2p35lbubP8AwhF4ST9stAp6KzEH9AalXwFebfmntMAZP3j/AO066Oe9MKBGfykAB+Z0xn8SDVWXxFp1lG7S6lZQHAz5lyqf+zGvyqdJuck0z7iM1ZamI3gQKdz3NmT0/wBVuP6qKKt33xD8PQlVPinRYw3OH1RM/rRWfsPJl8y7nJ3EkdtKYEBCwzOiqTuONykc/jWTqFwim3kYbVRskA88o4H8wPxFLba5puswXtzpd4t3ai4ZUkRTziHcevU5H8qh1qMx2bFWJCOgOV7B1H9KVGnz1VTYVZ+45Iyp7xJGuN/yq0rANnkDPGKzLhnDlXcNsHBHSrTwfaI2HmKm5uC5x/k1SRvILRSuoUfKGPev0mlBQiorofHSnzO7EY71ABOQPlYdDWHfr5TlyVaVuuewrUkYQsQQXA4B6cVQ1WFJISuCoIB3BgK7aasznlqZWkXy2FhPKwUiedwSTgA7V/wqno9p9q8e2twF2eRZyy/L0JJCj+dNmMUOlXKtHI4WXzEUEkkFcEcHjp+tN+E8r32q6z5YdYreKKNFmB3Ddkkc+6D86dWTjEIK8j1q0V7aGCJRufbtye4rSjlWBAh2lyMEAjcD+VZunMkqc+QJB8uX5PHHH5Vcjky4Aji3D/lp939DSpOyHLWRoJOsAVY4wW75Of6mm+bsX964Rc9DGTk+me1Vbi7kCkmREGdpLADH5j3qtb3QZWkdfNw2N+OR79AMV0pmVrmnLdoLfaACw6YX7v1ODSRxmNXV3KqSOAc5z3xtxVaaZ5csrkr6tIAD/SmJPMqu3mmJG4IChj+laLUzLNtAbdS7RfKOTIQOSD7EdsUtxEZ4vMLmPAI5UIuDz14/kfrUNteMAuyVkXlcqPnI9eeKtxt57p8+Hb/npJ1/AU7AKt7BdWYXzImkwNpB3Fcf8BqCaWBAkhHmFD8pRBj+nvS3kkmwqEDIoHztwh55GOppywtGzFQggUjdhiB+FUgILxUVmZpN6n/lngLj3p6yLaW6oNqkj7vYj396SGKJ5R5cjMpBzvfAY57ZP9KuyfO2IoQuSCzB8nH4CmxWK25JCmXKBAWMaryTTLWMvu8tSXIwD7mnRSbw7qO5AVn+U+/PenwP5Uu5MK8a5/dDHPpk1IwnicxSo82doGChIz+X+NUY41hk2o6uJOQrZYkj0NXnUBDNK6qp6qIyTn1z0qhbFiFy0hjzhMdRyaQEjNsuXfBZMAgghh79KEu3lg8tZWVm5BGBjnpSNLcPJsRGQBSAMjB/+vULWyh9pcL0LgnOR9QRiiwF+SVXiR1d92NxLEDin2krySCOJpWD5YncCnA6VlG4Cqp85XYk4IZlz7YzUi307FSGCljjknjt39jSsBtMVkVgJ9rqACI03ZU8+ooV5VkHzhBjKM0YPsO59KpCOWEABD5+MFvVeQP5VZDM5x58ikKoKrnbnHQ9hSAvTb3QRMJQSBklmVc/lTShmKlNjlOCyk49+tVVvJGnXfIFjAzgtgcduOD+v0qXz/PjZGXYvXcpNAwECKpfa3mBhjDd/pVK+E2VyPOfdvJPYeg/z3q5JIudyMTGMAMO55+n86rzETxRlwquBlRIDg8egoHYr3MiW8ErmPOfuMjZOTisjxRqd5cS6TpcCKdOlAluZifmDrkqvsKfdSgHazMEBHAHBPt7VP4qt2Tw3Hcxr5BIQFiOmWIzQO1jz+eZHuLh8Fi0mQoY8e3oRV6yVm3HyxHjnBXp+VUsFwsUbhjknIAOB78GtKytpvLWTaVde54Vh+QrRuyM7tmvbSrJmMHaoUllAxj6+lWIMxMDFEjqf4mbjp2qrbRQ2s0ZdmcFcsTxj3qw72yBJXlAXJcBBl2/D/8AV9alajSbNDTHZBGC+91bqF4B/rXQaT5bXcMBQLGzDdIyliQWAPy56nJ49q5aa/keVktFa3GcFiQZCMA/h16V0WjIbGCGXALs4C85Ykg8muWvNQTvod+Fw7xVRQp6nxt4v8OsYJNSjYKpYsRv3AgnjHv7Vg6XbCQpnbgdc5//AFV6H4nIPw5Rtq5acAkdsIn9a4zSoQI4jjgr/WvlKju2fSV8LGhPkuaywYRR0HoKKutF930x/hRWNjjeh7b8Fbj/AIpC/hRQRHqB+o3JGP6muw1OVprEZBBk2jOOAWdcUUV81NuGJuu569Nc1J3Oavo5bqOe0IMdyCFQHgrKp+XI9zms/TtaF9vtr4LbX6HDRMMbm6Ej8aKK/Q6EnKCbPkqiUZ8qHXDSW5kiHzkYByOp9qiS5AjdCjjPVckDNFFd6WiZzswNVb7NGzDhyCQVO/8AA1Q8K+JoNG1C4hmYW8t8y7XC4y68gUUUYh+6hUT06ykCadCWK73G91zjLEnnP0xVj+1AFjGWWMH5wCOR7UUVMHZDe5K1y4UBANpIH75hytQRkTODwoUnjdjIHtRRXUjPqO3NI5dm+Qn7o6CpywQLckGNgMA5wT7AUUVqjNlhJhNgyLKh6ANy36Vct0MgdWkAXgt5g5A7YGc/pRRVCFuGlhd4mbzvMUjaB244Axx3o8tgzp/B/AAen1oopoBbe4WVCAwSXJCoV9KlkDQ2pT5pXJB8tBzuzyT7dKKKbAreVKZ2dh5TD7qKM8fT86kt45muGZ0EUZG4F1I3H1zx/OiipAbAkUbEM5COeVUcE+1Q3MaRSp5JLjdgk8Ae1FFAEjSQPKxQsrIOVUZ/GqaSRq5QmRgTyBwfyoooAJ5YXUp5TBXbaCWAK+tVZlRmKrt2KvBcg/qAKKKQF6HJZAGwvBJU5qyLnOPLmEYckk7C3SiikBXmZAGB3BAfvKAoJ9cnmrdjfDcsQYCJWG8SSbm/WiigaJ57h4JmkQeWucLt+9ioBcq8oZ9u0ZwQep96KKktGVNa75Q2SWPOD0FWfG115XgBsq7ETRg7RkgA5/Lmiis5yajc0irux51aapCUTLxupYnhBv8AzyOPxqyNWVQyxJlz/ecH+VFFaQfOlchxSdizC890P3jMyf8ATM8D611/hP4b+IvGM8X9l6NcXiKcGbyyY+Oxk4UdemaKK4cVWlRg5RPRw2GhUklI9+8B/suG1WO78T3SyMoy1nbMWBOfusxHI9h+dHxs8PQ6LHpUthYrFbKptXEXCxqA7Lj35br6e1FFfm/9oYnE4r97K5+k4DB0MLT56cdT89/FsePh1byZIDS4wfZIs/5965TSABCvXgHrRRX0UjwMc71mzonGFT020UUVB4rP/9k=
Ε-mail: huliaras (at) uop (dot) gr
Τηλέφωνο: 27410-40-045
Γραφείο: Αριστοτέλους 1 και Λεωφόρος Αθηνών
Ώρες Γραφείου: Δευτέρα και Τετάρτη 12:00-14:00
Σύντομο Βιογραφικό ΣημείωμαΟ Αστέρης Χουλιάρας είναι καθηγητής με γνωστικό αντικείμενο "Συγκριτική Πολιτική και Διεθνείς Σχέσεις” στο Τμήμα Πολιτικής Επιστήμης και Διεθνών Σχέσεων του Πανεπιστημίου Πελοποννήσου. Είναι κάτοχος Ευρωπαϊκής Έδρας Jean Monnet για τις σχέσεις Ευρωπαϊκής Ένωσης – Λιγότερο Αναπτυγμένων Χωρών. Τα ερευνητικά του ενδιαφέροντα περιλαμβάνουν τις Σχέσεις Παγκόσμιου Βορρά-Παγκόσμιου Νότου, την ανάλυση εξωτερικής πολιτικής και την κοινωνία πολιτών. Άρθρα του έχουν δημοσιευθεί σε διεθνή επιστημονικά περιοδικά συμπεριλαμβανομένων των African Affairs,  Asia-Europe Journal, Cambridge Review of International Affairs, Commonwealth and Comparative Politics, Conflict, Security and Development, European Foreign Affairs Review, Geopolitics, Global Society, Τhe Hague Journal of Diplomacy, International Journal, The Journal of Celebrity Studies, The Journal of Common Market Studies, The Journal of Contemporary African Studies, The Journal of International Development, The  Journal  of  Modern  African  Studies, The Journal of North African Studies, The Journal of Southern Europe and the Balkans, The Journal of Southeast Europe and Black Sea Studies, Middle East Policy, Orbis, The Round Table, The South African Journal of International Affairs, Southeastern Europe, Survival, Voluntas: International Journal of Voluntary and Nonprofrit Organizations, The World Today κ.ά. To συγγραφικό του έργο περιλαμβανει τα βιβλία Η Κίνα και οι Άλλοι (επιμ., 2013). Η Αφρική και οι Άλλοι (2016), Η Ινδία και οι Άλλοι (επιμ. 2021) και Καταπολεμώντας τη Φτώχεια στον Παγκόσμιο Νότο: Μια Εισαγωγή στη Διεθνή Αναπτυξιακή Βοήθεια (2023). 
Γνωστικό Αντικείμενο: Συγκριτική Πολιτική και Διεθνείς Σχέσεις [ 3723/16-02-2011 ]
Επιστημονικά Ενδιαφέροντα: Σχέσεις Παγκόσμιου Βορρά - Παγκόσμιου Νότου, Ανάλυση εξωτερικής πολιτικής, Κοινωνία Πολιτών.
Επιλεγμένες Δημοσιεύσεις:

Αστέρης Χουλιάρας και Σωτήρης Πετρόπουλος, Καταπολεμώντας τη Φτώχεια στον Παγκόσμιο Νότο: Μια Εισαγωγή στη Διεθνή Αναπτυξιακή ΒοήθειαΑθήνα: Κάλλιπος, 2023.

 

Smaro Boura, Orestis Vathis, Asteris Huliaras and Nikolaos Tzifakis, «Do in-kind donations promote cooperation among non-governmental organisations? Lessons from the Greek refugee crisis»Journal of International Development [Wiley], Vol. 34 (1), January 2022, pp. 130-44.

 

Σ. Πετρόπουλος και Α. Χουλιάρας, επιμ., Η Ινδία και οι Άλλοι: Οι Σχέσεις της Ινδίας με την Ευρώπη και τον ΚόσμοΑθήνα: Εκδ. Παπαζήση, 2021.

 

Asteris Huliaras and Sophia Kalantzakos, “Rethinking the Collapse of the First East African Community (1977): Lessons for the EU”, In Jean-Marc Trouille, Helen Trouille and Penine Uwimbabazi, eds, The East-African Community: Intraregional Integration and Relations with the EU, London: Routledge, 2021, pp. 15-

Αnastasios Valvis, Sotiris Petropoulos, Katerina Kaisari and Asteris Huliaras, «Blessing or Curse ?: The Impact of the Refugee Crisis on Organized Civil Society in Greece»Southeastern Europe [Brill],Vol. 45 (1), 2021, pp. 93-122.

Asteris Huliaras, “Civil Society”, in Kevin Featherstone and Dimitri A. Sotiropoulos, eds, The Oxford Handbook of Modern Greek PoliticsOxford: Oxford University Press, 2020, pp. 351-65.

 

Asteris Huliaras and Sophia Kalantzakos, «Τhe Gulf States and the Horn of Africa: A New Hinterland ?»Middle East Policy [Wiley], Vol. XXIV (4), 2017, pp. 63-73.


Α. Χουλιάρας και Σ. Πετρόπουλος, επιμ., Ξεπερνώντας Εμπόδια, Αναζητώντας Ευκαιρίες: Η Ένταξη των Μεταναστών στην ΕλλάδαΑθήνα: εκδ. Παπαζήση, 2017.


Nikolaos Tzifakis, Sotiris Petropoulos and Asteris Huliaras, «The Impact of Economic Crises on NGOs: The Case of Greece»Voluntas. International Journal of Voluntary and Nonprofit Organizations [Springer], Vol. 28 (5), 2017, pp. 2176-2199.


Asteris Huliaras and Sotiris Petropoulos, «European Money in Greece: In Search of the Real Impact of EU Structural Funds»The Journal of Common Market Studies [Wiley], Vol. 54 (6), November 2016, pp. 1332-349.


P. Liargovas, S. Petropoulos, N. Tzifakis and A. Huliaras, eds, Βeyond ‘Absorption’: The Impact of EU Structural Funds on GreeceBerlin: KAS, 2016.


Konstantinos Magliveras and Asteris Huliaras,  «Understanding Success and Failure in the Quest for Peace:  The Pan-African Parliament and the Amani Forum»The Hague Journal of Diplomacy [Brill], Vol. 11 (2-3), 2016, pp.275-91.


Nikolaos Tzifakis and Asteris Huliaras, «The Perils of Outsourcing Post-Conflict Reconstruction: Donor Countries, International NGOs and Private Military and Security Companies»Conflict, Security and Development [Taylor & Francis], Vol. 15 (1), 2015, pp. 51-73.


Jennifer Clarke, Dimitri A. Sotiropoulos and Asteris Huliaras, eds, Austerity and the Third Sector in Greece: Civil Society at the European Frontline, London: Routledge, 2015.