<h1>Adquisición de equipos de radiología 2026: estrategias de abastecimiento de rayos X, tomografía computarizada y resonancia magnética</h1> <h2>Tabla de contenido</h2>

<p><img 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9m/9CqKnQqL3KeKKKKkAooxXtX7MnwB/4W74a1LVv+Es/sf+z7sW/lf2b9o8zKBt2fNTHXGMGpqVI04uUnoioxbkordniwFLVrXbP+ztbvNP8zzPslxJDv27d+1iucds4r2jx7+zt/wjX7P8XxN/4TD7V5llaXX9n/2Zsx55QbfN80/d39dvOO1RKvTjGMm9HZL57FKnOU3BLVX/AAPDaKMU7FbGYmKWipLONZryKJidskiqcdcE4ppXdhN2VyOivoj9rb4C+EPhd8OrDX/D+pa3c3N1qKWzpfzxPGFMbsSAkSnOUHf1r53rCjXhWi5Q2NalOVO3N11CiiitjMKKKUCgBMU6rWi6bqOsanFpuk6fdX95OSIra1haWWQgEnaigk8Anj0rS8beDvE/hBrFPE+jXGlyajb/AGi3huQFkMe4rlkzuQ5B4YA+1S5JNJvVhZu9uhh0UUVRIUUuKWgdgxRRUlnGs15FExO2SRVOOuCcVUY3aQNpK5HRX0P+1p8B/CHwv+Hdhr+galrdzc3WopbOl9PE6BTG7EgJGpzlR39ah8SfAnwXp/7LFt8SoPGFw+qS2UVztaSM2ksjnm3RQu8OMlfvHlDkDnHGsbScOfpe3zN/q9TmUerV/kfP1FAFOrsOcTFLRRQAUUUYoAKXFe7/ALPv7N//AAs74dp4p/4TL+yt9zJB9n/svz8bMc7vNXrnpiuw1T9jC9j0+Z9O+IVvcXaoTDFcaQYY3bsGdZXKj3Cn6Vy1MbQpycZS1XkzaFCpOPNFaHyzRW18Q/CmteCfGF74a1+3EN9YvtfY25HUjKuh7qwII788gHIrFrojKMoqUXdMzlFxbTWoUuKUCiqJCivof9ln4DeEPiV8L7zxJrupa3b3Vvfy26pZTxJGVWNGBIeNjnLHvXOfsj/CTwz8Ute1u08Q65eWf9mRI0FrZSRpPNuYgvl1b5VwAcL1deR0PPLE005p/Zs38zRUpOMZdG7HjdGK3fiVolj4c8favoWm6pHqdpp948MN3HjEqg9eOMjoccZBxWJW0JqcVJbMmcXCTi90FFFfRHjT4DeENI/ZZh+JVtqWttq0mlWd4YZJ4jb75miDDaIw2BvOPmz05NRWrQpJOXVpfNlU6cqkuWO5870UUVqZhRRTsUAIBS0UUAFFFAFAgpcV6V+zX8Jv+Fs69qWm/wBv/wBj/wBn2yz+Z9i+0eZltuMb0x9cmvYf+GMv+qkf+UL/AO6K56uLo0pcs5WfzNadGdRXirnyrRXR/Frwr/whHxG1Xwr9v+3f2ZMIvtPk+V5mVDZ2bmx19TXOVtCcZxUo7PUznGUZOMt0FFGKdiqJExS0V7B+yP8ACjw18U9Y1i28Q63d2f8AZ0Ebw2tlJGk025iC+XVvlXABwvV15HealRU4Ob2Q4xcmkup4/RW38SNFsvDvj3VtC07U49TtdPu3hhu48YlUHrxxkdDjjIOKxKKclOKktmOcXCTi90FFFFaEktnBJc3Cwxj5mP5e9dXY28drbrDEOB1PqfU1R8M2fk2v2hh88vT2WtUCspSuzSKsJirekWUt/qEdrEOXPJ/ujuarV1vg2KPS9BuNZuF5dfkz3UdB+J/kKylKyLirsTxnfR6fYR6JYnaNg83HUL6fU9T/APXrk6ku55Lm6kuJm3PIxZjUdEY8qCTuFFKBW54R8H+KfFEir4f0G+v1MnlGaKE+SjYzh5D8i8EfeI60SkkrsWrMTFFOnjeGZ4ZF2vGxVhnoQcGm0KwPTRhRRRTEVtUs0vLYo3DD7jehrlpo3ilaN12spwRXZVj+KLPKi7Qcj5X+nY1pB20IkjDpQKWitTMKKKKACiinYoAQCtPwrq0mkaqlwpJib5ZkH8S/4is2ik1dWBOx1nxI0uPdHrVnhobgDzCvTJ6N+P8AP61yddp8P7pNT0W60G7bICHy89dp64+hwfxrkdQtpLO+ltZhh4XKt+FRB2919C5d0W/Df/Hxc/8AXpL/ACrhq7nw3/x8XP8A16S/+g1w+K3p7szlshAKdRRWpAUUUUAcuo4ooorA6AoopwFBImK7mf8A5FfRf+vZv/Qq4eu5mH/FL6L/ANezf+hVE+hcepSpcUtFSMK+z/8AgmV/yTXxH/2F1/8ARK18YV9ef8Ex9cs/7J8T+G2lRbsTxXscZPzPGV2MR7AhP++hXLjk3hZ28vzRpRdq0PX9GfLHjr/kdtY/7CM//oxq+zvjx/yj/tf+wJpX/oUFfPXxU+B3xKg+MGp6Xp3hDVL63vtRd7O9trZntWjkkJQtKMqmAedxGO/rX0J+2RNbeDf2RbHwhcXCS3U0dlp0OP8AloYQjO4HpiP/AMeFcNacZUKEU9bx/A7KcWsVUk1paR5v8EP2bvDPj39ny38XjUdaXX7y3uvs8CXMKWpmSSRIwQYiwUlFz83c4xXReD/2Vfhlrvhu4t7H4kXGq63ZqY7u40y6tpba2nOdoeEBnAGOhkBO0/d6Dqf2fZZYP2Ap54JHilj0bVmR0YqykPcEEEdDXmP/AATNlkHxM8RQBz5b6QrsvYkTIAf/AB4/nVVJ1pVK6jOyi9PxM4qEaVKTje7a/L/M8x8GfBnxN4h+OV38NI3jguNNuJFv71lJjghQgGUDgtkFdo4yWGSBkj3TXv2X/hbp0tvoVp8SZbXxdIkb2trqF9bAXD57W4US7WKsBhiR/tYwes+AtxZJ+2J8VbWR0F5KLd4VJ+YxqAHwPq0efwrxf43fCf4oax+1NqM1p4e1K5h1LVVuLXVIYH+yxwkgoWm+6hRVwQSDleByMuniKlWpSi58t4qV/PT+vkOpShCNWSje0mkvI9c/4KSDb8E9IB7a5H/6JlryX4U/s96H/wAKyHxF+Lfiibw9oc0Amt7e1Cico2PLdmKvy3aNUZiCOQeK9b/4KSjHwV0gE5xrkeT/ANsZq9A8eXtrc/AbT9W0fwBZePrNbS3uINIl2EPF5fDxq0cm51B4ULuOSBzweShWnSwvu9ZWv8kb1acZ1oJ7KN/xZ80fEj4AeErz4STfEX4P+LLvXdNsI3e8t74DzSqZ8xlISMqyjB2MmSOQegOr8Df2bfDHj79n+28Xf2nrMevXsF19nhS5iW181JJEjDAxFtpKrn5s9cYrqJvjJ4i8O/D3WYrb9mq68LaLHbs945k+wwKZCsW7abVA7EsgwMkgegJHSfs83M9n+wTLd2srwzwaPq0kUiHDIwe4IIPYgitqtavDDzd9mrapvVO6dvkRTp051aatq730dultzxr4kfAjwZaX3hrwr4B8cQ6/4p1LUTY6lF9vgeO22ozSSGGMF4wpVshmYjGOTXQ+M/gd8Avh19h0v4ifEjxBBq1zAZc2sACSLuI3CNYJSg4x8znJBx7eA/CfV/EWgfELTNa8KWUl7q1hKZ7e3S3abzAqsXBRfmK7N2cYwMnIxmvrr4Z/Ez4bftF3S+E/Ffw+b+1orSWbdKizRwxh0z5Vyu2WIsducBRxjceM9FdYiml7za1crWT/AOG/4Jz03SlJ3Vtku2/XzOH/AGSfA/w1t/j3rF1aeMhcXGgans8Np/aFv/xMonik3ErtzKVU8lMDIyR2rv8A9tfwV8Odd0+48QeJvFv9m+INM0WY6Xp/9pW8P2srvZf3TqXfL8fKRnp1rynwl4K0n4c/t8aP4b0m8knsY5/MhEpDSQ+ZbORGxHUjPX0IzW//AMFFPCXiTV/GmiazpmiX95p1vpbpc3dvbPJFa7ZCxMrKCEGGByccA+hrmqfva9Fxm/eW/bT9evqdFP8AdxqpxWmtu93dL0XQ4XwJ8NfglZ+BdL134l/E+8s7zWbdZodN0yEGW0HORKFSZiCNpBKoOvXtb+O3wD0DRPhZb/Er4b+JLrWvD7RRvKl2FaUI7bfNVlVOASqlCgKnOT1A9m8SfD3wj8IfhfpzaF8GI/iJfzzpHeNJbC5nyYyTLkxSFUyoAVVCjPPJ56H4nPqdx+xxrj634etNBuTokpGk2wHl2MYJ8qIAcAqgTOAACDgDoHWxcrupTk7c3la3a2/z/UVChF8sJrded/W+3y/Q8U+CP7OHhnx5+z7b+LxqOsrr95b3X2eBLmFLUzJJIkYIMRYKSq5+bueldD4P/ZW+Geu+G7i3sfiPcarrdopju59MubaW2tpznaHhAZwBjoZATtP3eg6n9n+WWD9gWeeCR4pY9G1ZkdGKspD3BBBHQ15l/wAE0JZB8S/EUAc+W+kKzL2JEygH/wAeP51pUnWlUrqM7KL0/EzioRp0pON7tr8v8zzHwb8GvE3iD443fw1jeOC402eRb+9ZSY4IUIBlA4LZBXaOMlhyBkj3PXv2Yfhdp0tvoVp8SJbXxdIkb2trqF9bAXD57W4USbWKsBhjj/axg9X8B7iyT9sL4qW0joLyVbd4VJ+YxqAHwPq0f6V4z8bPhR8T9Y/ak1Ge18Palcw6lqq3FrqkMD/Zo4SQULTfdQoqgEEg5XgcjNU8RVq1KUXPlvFSv56f18gqUoQjVko81pNJeR61/wAFIQR8FNIX01uMf+QZa8y8a/APwfo/7K8PxLttS1x9Wk0qyvDBJPEbffM0QYbREGwPMOPm9OTXp/8AwUhBHwV0kE5xrkfP/bGWpfir/wAo8rb/ALFzS/8A0K3rkw9ScMMnF2vNL8jplCMsRCMlpy/qecfBP9nDwz48/Z/t/F41HWV1+8t7r7PAlzClqZkkkSMEGIsFJVc/N3PSuh8H/sr/AAz1zw3cW9j8R7jVdbtFMd3PplzbS21vOc7Q8IDOAMdDICdp+70HU/s/yywfsDzzwSPHLHo2rMjoxVlIe4III6GvMf8AgmjLIPiV4hgDny30hWZexImUA/8Ajx/OumpOtKpX5Z2UXp+JzJQjTpScb3dvy/zPM/Bvwa8S+IPjhd/DWOSOC402eRb+9ZSY4IUIBlA4LZBXaOMlhkgZI9t8U/svfDCzji8PWfxIktfF1xEhtrXUL62AuW/2bcKJArFWAILbf9vGD2HwHuLNP2wvipbSMgvJVt3hUn5jGoAfH4tHn8K8a+Nnwo+J2sftRajNa+HtSuYtS1VZ7XVIYH+zRwkjYWm+6hRVAIJByvA5GahiKlapSi58qcVJvu9P6+QVKUKcaslG9pNJeRZ/a0+A3hH4XfD2x13QdS1q5ubnUUtXS+nieMKY3YkBI1OcoO9fPVfa/wDwUfGPgrpIJzjW4+f+2MtfFFbZbVnUpNzd3f8AREYynGEoqKtp+rPub9hCN5v2ZWijXc8l7dqoz1JwBXK/sWfB/wCJXgPx/fa34phGjaY1kYntPt0cv2xyQVJWNmUBPmOWIIzgZBbHVfsHyPD+zK0sZ2vHe3bKcdCMEVg/sp/FJfjDpGq/D34oR2esXjxmeBprZEF3Fn5gVRQoeM7SCoBwcjlSa4qrqqriPZrSyv6a7fia0+R0aXP3dvW63/A8d/a71/RPH/7Ryx6DexTWiJb6ab2EiSOV953OpBwwG/Gc87eDjFdRa/Cz9m3TdUt/Deu/FzU7zWmlWKSXTlVbVnZsKAwhlRMZAOZTgg5x0GH/AMKLj079q6w+HOrTTDRNQke6tLgOBJcWqo77Q2Pv/IUPA6EjgivcfHGn2ngfxtpPhfwD+zvpurP5ET2XiB7RTFZzbiFaSYxM2U2hizSqx9ehO/tIQp0qdOT1V+i+9vbW+n+RMoylUqSklpbu/wAtXpY+cv2n/g1dfCjxJZpbXz6lpOq7zZTPHtlQqRmJwOCwDL8wxuyeB0r1HwJ+y14Y0/wDH4g+K/i240aWZI3eOG6gtYbLceEklmVgznKjjaAcgbuDXd/tyy2dtF8P7vUfLW2g8UQtcM3RYwMtkntgfpUP7f8A4T8WeKvA2hyeGdNutUgsb13u7WziaWUllCpIEXJYD5gcA43Z6ZrGOMrSo04uVm5NN+St/n/WppLD0/aydtFG9vPX/L8Ttv2dfA2m+AvhvqOnaJr8OuaTfXs17p97EytuhaNFALL8rEFCNy8HrgdB8vfsjfCDw18VrzxGviG+1W1/sowGD7BLGm7zDLu3b43z9wYxjvX0P+xj4W8Q+E/gI9n4ks7ixubu6nuorW4BWSGNkUAMp5UkqTtOCM8815v/AME0/wDj/wDG3/bn/O4ojKUJYmSldpR1+dv+AJ2lRpe7a8np/Xc8d0n4Sah4m/aA1j4d+F5G+z6ZqFxE95dkN5FvFIU8x9oG5ugwAMkjoOR7d/wzP8GdJvLPQvEfxIvI9duFQC3/ALTs7V7hmO1THA6M+GPAGW54yau/ss6hYQ/tWfFPTpmVb27v5pLcEDLIlxJvAP8AwNDj29q8o/aE+FHxP1L9oTWZbPw1q2pR6tqHnWV/BA724jc4jDSj5Y9gAU7iMBc9ME7KtUqTp03PlXKnfu/6/L7pnThD2s1G9pNW7L+v67437S3wR1b4UXltdLff2pot85SC8EPltE458uRckA4zgg/Ng8DGK+hPin/yj2tv+xd0v/0K3qL9va8i039nfS9G1C4WbULm+t0Ulss7RxsZH9+wJ/2h61N8VP8AlHvbf9i7pf8A6Fb1zyrTq4eHO72qJX7mtKnGGJi0rXje3bU8Z/Zp/Z2ufiHoa+KvEeqSaToDOwhWFQbi7VchmVm+WNQRjcQ2cHjGDXet+zH8K/FGkXS/Dv4ky3uoWu0sxv7a/hTOcLIsKqy7sHDZ7Hg12Ph+yvPG37CNvo/g11a+l0RLURIwQvJG4E0XoC+1xz13c9a84/YQ+H/jvRfixda5rHh/VtG06HT3hlN/bvbeezldqqrgF8bScjgYGTyAd6lapOdV+05eTZen+ZhCEY06b5eZy3/D8rnilp8NfFc/xcHw3Fkqa39rNuyuxEagDcZS2M+Xs+fOMlegzxX0HrH7MHwu0HRbew8RfEubT9dvI2W2lurq2t4ZpM4BS3f52ALKCokyc9RmtjQNZ0e7/wCCh2poksRkj0c2cbZHzXCxozgepChwf901w37bHw5+IWv/AB0GpaR4d1LV7G+tIIrOWyt3lSDaNrJIw4j+clstgYbOeDgeIq1XSg5cvMrt99/+HH7GEPaytfl0S+7/ADt8ib44/s4+F/APwMuvFKarq9xrVjFbiZDcRNatI0iI+0eUr7fmbGTnpmqvir4C+Cbn9m9viT4K1PXri5Fgl79nvJ4XjCggTIQkSnKYfv8Aw969c/ac0+70n9jCbS9Qffd2Vhp8Fw27dl1khVue/IPNcJ/wT48WW2p+Htc+GeruskbI11aROfvxONkyD6Eqcf7TelZxq15UKs4yu4y+9WX4dSnClGdLmjZSWvz/AF6HCfsk/BHRvidpOtaz4nvdSs9P0+VILd7GWNC8m0tJuLowwqlPT71ePeKU0mPxJfx6C9y+lpcutm9yytK8QYhS5UAZIweAOtfX/wASoIvgV+yHN4ctLgf2nqcstqkqttZ3mZiz8d1iGM+oFfGNduGqyr1ZzT9xaL9Wc9amqVKMWveevy6f15H0n/wTX/5HzxJ/2DY//Rtbnx6/Zr8deN/i5rXinStV8PQ2eoyo8Ud1czrKoWJEO4LCwHKnoTWH/wAE1/8AkfPEn/YNj/8ARtRftJf8Lz/4Xdr/APwin/Cwv7H86P7J/Zn237Njykzs8v5cbt3Tvmuetz/XvcaT5evqjSjb6tLmV1zfoeY+A/hJ4h8T/Ga6+HcE9ulxptzLHqN6m54bdIn2vIMgFucBRxkkZwMke3eKP2YvhnaRx+H7P4jSWviyeJDbWuoXtsBct/swBRIFYqwBBbb/ALWMGL9gNNRsfij4wsvFUN9b+Ibi0hnlTUldLpwXLOzCT5iSXjJJ65BrkfjZ8Kvibq37TWoT2nh/ULqPUtTW4tNTiib7NHESNheYfKhRVwQSD8vA5XOkqlSWIhSdTlVr37v/AC/yJUIKlOoo31sl5WLP7V3wK8JfDH4f2WuaFqOtXFzcagls63s8TxhTG7EgJGpzlR3qT4j/AAI8IeH/ANmiH4h2eo63Jqkmn2dyYZp4jb7pjGGG0RhsDecfN6da9K/4KLAj4MaUCef7ajz/AN+Za0/iJpGpeKP2HbOw0C0l1C6k0HT5IoIFLSSBPKZgq9ScKeBycYHPFckMVWdCMnL7aXy6nS6NP26jy6crfzueLfsk/BLwp8UfCeqan4g1DWLaaxvRBGthNEilSgbJDxsc5PrUP7MfwX8L/EbxJ4t0/W7/AFe3i0G4jitjZzRKzhnlU790bZOI16Y6mvaf2CfCfiLwv8NdUbxFpF1pcl/qXmQQXcRimKKiruZGwVBIOM4zjPTBPOfsC/8AI9fEj/r9h/8ARlzW9bET9pW5ZaJK33x/4JhTpR9jByWrl+rPMPhD8IPDXir9o3xP4A1C+1aPTdFF39nlgmjWdvKnSNd7GMqeGOcKOfSu/uP2Zvhxo3ja4tfFHj+TTdPuyiaLZy6jbRXtydqbmLOmG+csoVUz057Ff2af+T4vH/01H/0sirnv2xPhr8QvEH7QE19pHhvVNUstSit47Ke3iaSKLCKhV2+7EN+4/MQOc+po9tVlVpQ57JwT+f8AmaOnBKq+W9pO34GD+1R8Bh8MLW317RNTuL/RLqcQFbpV8+2kK5AZlAVw21uQq44GD1rt9H/Zj8L6x8FdJ8TafreqW+rahp1pdytd3MIs4A+xpmI8sNtVC5A3dhzXaftlSJoP7KdpoOp3CS38hsbRG3ZMkkYVnYZ5PEbc+/vV7xZI8X7C1i0bFSfDunKSPQ+SCPyJrL61WeHVpaqaV+6KjRputH3bXje3Z3MKT9nLwjqngdrzwd4un1C+WLEVwJ4ZbOaRRyoCDKgkY++duec0eCP2ePBd7Yyafq3jCa68QWq5vrbS7uDbaMeishVn4OeTtz6Ctj9hEn/hWurjJwNVOB/2yjrgP2R5ZW/aIvmaRyZba78wlj8/zqefXnmlJ11OpDn+FX/C5K9n7OE+Xd2/GxxOs/DXXrT4wN8PbbZdXxnCQzAbUeMrvEp67QE5I5xgjmvY/E/w5+FOiDTPCfjDxvfWupXATy47XaiEZ2ruzG4QZ7uwBwT243LY20f7bF00wVWfQ1WInvIVX9doarvxq1KXSvFyufgbB4uWaJTHqkcCzSEgDKuBA7Jjtk8jp3xLxM5+zTe6u7WWuvfToX7GMXNrp/wP8zxD4gfCCfwh8VNB8P3t691pGvXsUMF5Eojk2mRVdSDkB1DjnkHIPqB6F4y/Z28H6RfafdN4ruNL0YM39o3Wp3UAOcrsjjO1FVm+fk5xgcHpVL4ieP8AWvE/j7wHpWueCJ/Dcya1bXkIuLrzJHjM3l4KGNWTlT19AcYINX/2+pJBYeGIRIwjaW5Zkz8pIEQBI9Rk/mar2mI/dRbs22uj2/r7xKnScptLSyf5mL8bPgPo/h74fv4q8I6xe3sNqgmnjuXjlEsTEYeN0VRgA56HI5yMc+tfsy6F4Z0T4cxjw3rH9oi98u4vv9Kjm8idok3R/IBtx/dbkVzejyPL+xC7SMWI0SZQT6CRgB+QFV/2EWU/DvWEB+Yapkj6xJ/gazqyqOjVhKV+V/frb/ghDk5qU0rcy/S//API/wBozwr4H8N6hYyeD/Ef9ryXjzter9uhuPIYFcDEajbnc3X0rzWt34geHtd0DxBcprOkXtiJrmUQvcW7RrMA3JRiAGHI5HqKwq9LDK1KPvXOXEO9V6WCijFOroMRAKbcRrNC8TdHUg0+igDjZUaORo2HzKSDTaveIoxHqkmOjgNVGuhaoxYUoFLiigAooooAKKKKAL3hu+Ona3b3ecKjjf8A7p4P6Gt34pWIj1KHUIx8lym1iP7w7/iMflXK4rttQ/4mnwxhnzuktQpPr8p2n9Dms5aSTLjqmjmvDY/0i5/69Jf/AEGuHrufDf8Ax8XP/XpL/KuGrenuzOWyCiilArUgSnYoooEcrS4oApawNwoopcUxiAV3U/8AyK+i/wDXs3/oVcPXcT/8ivov/Xs3/oVZz6FR6lOijFOxUjExWt4L8S674S8RW+u+HNTm0/ULY5jniI6d1YHIZT3VgQe4rKooA+gLH9sH4owWcUEul+F7mSOMK08tlMHlIGCzBJlXJ6nAA9AK8j+Jnj3xZ8QNcXVfFmry388a7IVKqkcK+iIoCr2ycZOOSa5uisYYejCXNGKTNHVqOPK3oeqeEfj74x8O/B2T4bWWm6HJpUlrc2xmmgmNxtnLlzuEoXI8w4+X0zmsL4G/FHxB8KvEF5q/h6z025nvbX7NIt/FI6BdwbICOhzlR3riKKr2MLydvi38yeeVkr6LY7HUPif4um+LV18R7C8j0nXLqXzGexQiNflCldjltykAZDZBrv8Axf8AtWfFHXvDcukBdF0wTqFlutPtpEnZcYKhmkYLnuVAI7EV4fS4qXh6TUU4rTYftZpt31e56j8bPjz4w+KPhW20DxBpuiW1ta3S3KPYwSpIWCsoBLysMYc9vSm/Bn49/EL4baWdJ0i7tL/SxuMVjqcTSxwMxBJjKsrr0PyhtuWY4yc15jRQqFJQcFHRidWbad9UeufFz9o34g/ELwjL4a1OLRrDT7kj7UlhaMGuAGDKGaR3IAZQfl2n1JHFV/CPx98Y+Hfg9J8N7LTdDk0qS1ubYzTQSm42zly53CULkeYcfL6ZzXldFL6tR5HDl0eo/b1OZS5tUbnw18War4G8caf4q0TyDfadIXiW4j3xuCpVlYAg4KsRwQeeCDXsWqfte/FO70+a2gsPDVjJIhVbm3spTJEf7yiSVkJ/3lI9q8CxS1VSjTqtc8b2FCc4fC7GtJ4o8QyeNP8AhLpNXuX1z7ULv7czZk80HIb04wOOmBjGOK9Y8SftTfEXXvBV74a1LTvDskOoWL2dxcraTLMysm1n4l2hjknhcZ7Y4rxGinPD0pxUZRVlsONWcJOSep7X4V/am+KOheD4dARtIvfs0Hkw395au9yigYXkOFYqMYLKScfNu5qhqH7Rvj/UfhfeeB9Sh0m8tb6CWK4vpoZTdyeY7OzbhJszljj5cAYGK8joqZYWjJtuK1CNapG1nsep+Evj54w8O/B+T4b2Wm6HJpUlrc2xmmglNxtnLlzuEoXI8w4+X0zmsL4G/FDxB8K9fvNX8PWem3M97bfZpFv4pHQLuDZAR1OcqO9cUBS1fsad5O3xb+ZPPJpK+i2Ow1D4m+LZfizc/EawvI9K1y6l8xnsUIjX5QpXY5bcpAGQ2Qa77xd+1T8UNe8Oy6QF0bTROoWW6sLaRJ2XGCoZpGC57lQCOxFeI0Unh6TUU4rTYftZptp6vc9Q+Nfx48X/ABQ8LW2g6/p2iW1ta3S3KPYwSo5YKygEvIwxhj29Kf4g+PfjDWPg0nw0udN0NdJjsrezE8cEouNkJQqdxlK5PljPy468CvLKMUlhqKjy8ul7/PuHtqnMpX1Wh6n4S+PfjDw98H5PhxZabocmlSWtzamaaCU3G2cuXO4ShcjzDj5fTOaw/gd8T9f+Fev3mr+H7PTbme9tvs0i38UjqF3BsgI6nOVHeuKxRV+xp3k7fFv5k88mkr6LY9Q8A638RfiF+0JN4j8I3dppniu+WW6QQMY4WKRZMYD7wdwTGHO0k8kDkfR1jJ+094xvIdB8R6NoXhHSJnH2/UrGZGuGh6PHHieUhmBOCAuMfeHf418HeItb8KeIrbXfD2ozWGoWjbop4sZHYgg5DAjggggjqK7zUv2ivjPf6fNZzeN51jnQo7QWNtDIAePlkSMMp91II7GuWvh5PlVOMbJden9eZtTqq8nNu7fT+vxPZP8AgpL4q05tJ0LwXb3CyX0dyb+5jRsmFAhRAw9W3sR3wue4r5MxU+oXV1f3019fXM11dXEhkmnnkLySuTkszHkknqTUNa4TD+wpcl7snEVvazulZI9V+FHx+8Y/D7wG3hLRtN0OeyaSWQyXkEzS5frysqj6cV594K8Qan4V8V2HiLRpvJvtOnE0LEZUkdVYd1IyCO4JrLoraNOEZOSWr3M3JuKi9l+p6z8SP2hfG3jKfSby607Q9O1LQ7sXWn6jp1vKlxA2MFcvK6lG4ypUg4Fafiv9qT4oa74dOkn+x9PWTaJrmxtpEmlUdVLNIwUN32gH0IrxQClrJYWiklyrQp1qjd7+R6X8cPjf4r+Kei2el+INP0a2hsbgzxtYQyoxYqVwS8jDGD6Vs/D39pz4meE/DcOiq+l6xBbgLBJqlvI8sSAABA6SJuAx/Fk++MAeN0U/q1Hk5OXQPa1HLmvqe1eHf2o/iZpcOoJNHo2pyajctPJLfW8paPKKgRAkiqqAKMDHUkkkmuV+B/xg8TfCubVJPD1jpNydX8rz/t8Mj7fL3427JFx985zntXn9FNYeik0o6Oyfy2B1qjtd+Z0F1418QN8Srjx3ZXf9m6zcX0l8JbPKrFI7EsFBJ+X5iMEnIJByCa9a039rn4oW2nw282n+G7ySNAr3E9lKJJSP4mCSquT/ALKge1eC07FEsPSnFRlHRbAqs1JyT1Z0HxH8b+KPHuvf2v4q1aW+uFXZECoSOFf7qIoCqPoOepyea7HX/jx4v1f4OR/DW503RF0mOygsxNHBKLjZCUKncZCuTsGfl9eBXl1FN0abio8ui1Qe1mp899TuPg78W/G3wzuJP+Eb1CM2c8nmXGnXcfmW8zbcbiuQynpyhUnaoJIGK7bxZ+1V8Uta0WTT7f8AsfR2l4a6061cTbSCCA0kjhevUAMMDBFeI0AUqmHpVJc0opsUa04K0XY6H4Z2/iDV/iZpFvoGpm01u8v0W1vZJWXZMzcOzAE9Tzwc+9fWFjqP7WmpWcOg3Xh/w7pPmosMuvNJC0sWOspVJnXccdFixzwF7fHGk397pep2+o6bdS2t3ayCWCeFyrxuDkMCOhr0yT9o/wCNDoynxmcMMHGmWgP4ERcVjiqM6iSjGLt3/wCAXRqKEm5Nq/b/AIJ71+3Fren+F/2f7HwK2oNdajf/AGeFPMkJmkihKlpn+rIo56lj6GuH/ZC+C3jvS/ihovjXUoksdFitPtcNzHdI5vFliwsYQEsPv5O4D7p74r501zVdU1rUpNR1jUrvULyXHmXN3O00r4AAyzEk4AA+grtLT43fFS18Hx+GLXxjdw6bDbi3iSOGJZUjHRVmCeYMDjIbOOOlZwwtWlRlGDTlJu99tVbQqdanUnHmTUUvnvf+up3P7fHjuDxN8UIfDmm3QmsfDsbRSlfum6Y/vMHvtARfYhq8HpeWOSfqaXFdWHoKjSUF0Mq9V1ajkdt8D/ij4g+FurX2o+H7PTbmW/gEMq38UjqFDbsrsdec+ua9J/4a9+JX/QE8K/8AgJcf/H68AooqYejUd5RuxQqzgrRdjtvEHxW8Yal8WpPiNa3UOk65IEG6wQiIBY1jxskL7gQoyGyD6V3HiH9p/wCJniLSf7EI0jTVumWOW60+3kScoeGAZpGC5B6qAR2IrxGnRu0ciyIcMpBB9CKaw9F8t4q0Qdarq1LVn2b/AMFE/wDkiuk/9hmL/wBEy14N8I/2hPH/AMPvDC+H9NGmahYRNm2j1KB3NsCSSqMjocEnOGzjtiud+IvxZ+IHjvRYdI8Va/8A2hZwTCeOL7HBFtcKVBzGik8MeM45ri658Lg/Z0XTqpO7ubVq/NOMoaNK35ntXh79qL4m6Zf6jeTLo+pSahMJP9MtpNtuoGFjiVJFCoPfJJJJJJJrm/hD8Z/FPw61bW9Q0Sw0i4k16VZboXsMrKhVnYbNsi4GZG656CvOsUtdCw1FJpRWun9fcZOtUe78z6N/Yb1q68R/tNeIvEF9HDHc6ppl1dTJCpEau9xCxCgkkDJ7k1s/Hv48eO/hv8dvEWi6Q2n32nEWzw22owvItuxt4y3llHUgE8kEkZ5ABJz88fDrxr4m8Ca5JrHhXUv7PvZYDbvL5EcuYyysVxIrDqq84zxVbxx4m1vxf4luPEHiK9+2ajdBRNP5SR7tqhV+VAFGAoHArCeDUq6k0uRRtb5msMQ1Tmm/ebvf7jV+LXxG8VfEfXl1PxNfLL5IZba1hTZBbKTkhF/LkkscDJOBXd2fxt8V638JB8P7vT9HTTLa0t7NJooZROUi2lSWMhXPyDPy+vArxmt3wf8A6uce6/1radCl7NR5dFqjKNWfPz31PWPhL8XvEvw80S50vRbHSp4bq4892vIpGYNtC4BWRRjCjtWP8OfHOr+DPGUniXS7eymu5EkQpco7R4cgnhWU9vWuZApay9nBtu2r3K5pWSvotT09fGuseKvEt/4y1Bbe0vlSJFNkHjVPLBIK5YkHkc5rR0n9pP4h2enx208Gi38kYObi5tXEj89/LkVfbhR0ri/DP7vwHqDf3vM/9AArk6yjQpO8XHRGjqzT5r6nXeKviP4k8RfEGx8Yao1rJeabLG9rCsO2GMI+9UwDuK7ierE89asfF74oa/8AEaOwTW7PTbcacZDF9iikXdv253bnbP3R0x3riaK0VGn7tltsQ6s2277noFp8YPEtv8Kz4ASx0k6a1s9t5phk8/azFid3mbc5J/hrL+FPxG8S/D3UJrjQpYHiugBcWt1GXhlIB2kgEEEZPII98jiuToxVexp+9pvv5k88rRV9tjtPi98Tde+IzWB1u0063/s/zPK+xROu7ftzu3O390dMVxgFLRThTjTjyxVkEpym7yYUUUVZIUUUUAYPixR9sjb1jx+tZdavis/6VEP9j+tZVbR2MpbhRRRVCCiilxQAgFOoooAK7T4d/wCleFtSsDzndgf7yY/pXF12HwjbF5ep6oh/In/Gs6vwlQ+IwPDf/Hxc/wDXpL/KuGrvdHTZqV8v923mH6Vwlb092Zy2QYooorUkKKXFLQK5ytAFKopaxNwooooAK7mYf8Uvov8A17N/6FXDYrupv+RX0X/r2b/0Ks6nQqPUp0UUVJQV2Xwx+FXj34hWN1eeD9B/tKGykEc7fbIIdjEZAxI6k8elcbX2P/wTI/5EnxR/2EYf/RZrHE1HSoymt1/mkVTjzVIxez/ybPDrj9mz41w28kz+CXKxqWYJqVo7EAZ4VZSSfYDJrzHVrC+0vUptP1OyuLK7t22TW9zE0ckbejKwBB+tfU3wx+OnxKuv2rJPBmoajHqmi3Gt3WnraNZQo1vGsjhXV0VWJRU53EgjdkZwRL/wUK8Jwaz8TPAsOm/ZodX8QO+nGSQlVb95EsbOQCcAytzycdq46eKre0pxqJWntb0udMqNPlnyt3jvc+TKAK901L9lD4n2niLTtIS40K6bUElka5guZfItFj2ZMrNECMl1AChieeMAmuBvPhZ4xX4sXnw60ywXV9bsX2yLYuTFgKGLb5AoVRuAy2Bk47iuyGIpTfuy8/ktDnlSqRV2ji6K+gG/Y/8AiiLIzjU/DDSCPf5AvZt5OM7MmHbnt1x745rxbxv4X1/wf4im0LxLpc2nahBgvDLg5B6MrAlWU84Kkg+tEMRSnLljJNilSqRXM1oZFFeq/CT9nn4k/EDR01jT7Kz0zTZo99veapMYluOQPkVFZyDnIYqFODg1J8Qv2efHHg7xF4d0jU73RJm8TXwsrSe2uZGjjlJUASbo1YD5s5VW6H2yOvSU+Tm1Eqc3FytoeTYp2K9B+O3we8TfCdtNXxFfaTdf2oJTD/Z80j7fL253b40x98YxnvWnN8AvGMXwZHxMbUtD/sk2K3vkCeb7RsJAxt8rbu5/vY96PrFLkVTm93a5fsZ8/JbU8ror1fwT+z7428VfCf8A4T/Sr3R2sDBPMlq8s32pxEzqyqixFSxKHA3c5HSs34vfBXxj8NfCel674nk01F1SURLaW87STQPsLFZPlCcYx8rNzVPEUlPk5tb2+YvZzceZLT/I86or2rwF+y38UvE+gR6s8Wl6JHNhoYNWuJI5nQgENsjjcqOejbW46Vw3xg+GPi74aa9HpviixSNbjJtLyB/Mt7oA4JRsA5GRlWAYZBIwRkjWpSqezUlzdheyny89tDjqUCvavFn7LvxN0O1sJIW0fVpdRultobfT7iQuCUZ9zmSNFVAEOSW9Kg+JP7M/xM8HeHf7Zki07WYVdUli0iWSaaPcQASjRqWGSB8uTz0xzU/WqDt7y10K9jU7eZ47RXuUP7J/xWfwz/ap/sRLjyDL/ZjXrfas4z5f3PL3H/fxzyRXj2j6DrWq+JovDunaZdXGqzTmBLNIz5nmAkFSO2MHOemCTjFXTrU5tqMrtESpzjFSktDOor3q1/ZG+KcukLeSXfh2CZofMNlJeyGZWxnyyVjMe7tw5X3xzXnHhv4Y+K9U+Lkfw3ntotK12SR42TUGKxoUjaTJZA2QVXIKgg5BBwc0oYilNtRknbUcqVSKu1ocbilr2qX9lz4nL43Xw3E2jzf6It1NqCXMgtIFZnVVZmjDFyYzwqt1BOBXOfGL4I+N/htcaeNdSxuLTUpVhhvrKZpIBKSf3bblVlOBn7uCOhODhRxNGUlFSV3sEqNSKba0W55xRX338HfgvH4S+CtxoN/pvh1/FU1leWx1e2gyxE28KDMYxJtAZQeO3evjX41fDfXPhh4qh0DX7rT7m5ntVulexkd4wjMygEuinOUPb0rKjjadWq6a6bee5pPDTjTU3/w235mX8N/CWr+OPGlj4X0NImvr9yqGZ9kaAKWZmPOAFBPAJ44BOBWx8avhj4l+F3iC30nxH9jka7g863uLORnhlGcEAsqnIPUEDqKZ8A9N8U6t8XNGsfBWqw6XrrSu9ldzuVjjKRs7bsK2QVVhgqQc4IwTXY/tEeE/ifc/GjQvDvj/AMS6dq+ua1FBDZXEDFbeFJJmjUECJNvzAk7UPXPJrSpOSrwgmrPp1e+39dyIRTpzk1tb5ep49RXtWu/su/E3TvEWl6PE2j6hJqfmMZrS5k8q0RCgZ5meNcD94MBdzHBwDWR8Y/gB49+G/h1dd1f+zb/T94SefTZ3kFsSQF8wOiEAk4BAIzwcZGRYqg7Wktdg9hV1908sxXQeAfBHi3xrqH2Lwr4fvdTkVgsjwx/uoSQSPMkOEjztONxGcVg16N8KfjP4p+HPgXUNA8Kx2lvcald/aJNQmj82SIBVUCNG+TPynJYMOegxmtajmoPkV2RGzkk3oM8XfAz4r+GdDl1jWPB10lnACZpLe4huTGoBJZlidmCgAksRgdzXn0aPJIscaszMQFVRkknsBX21+w58SPHfxCsfEB8YXS6hBYyQi1vPsscJ3MG3R/u1VTgKp6ZG7k8jHE/sz+CtBv8A9r7xpqFvaQPp3hm8uGsYlQGOKZpiqFR0G0LJj0IBHSuKOLqQqTp1krxV9Plpr6nRKjCVJTpvd21PJLH9n74xXejrqcXge7WBozIEmuIIpsDsYXcSA8fdK59q881CxvrDUpdOvrO4tbyGQxy280TJJG442spGQfY19YeJv2gPFFp+1xF4UtZ4f+EZh1SPSZrTyE3SMxEbymTBcMrscAEDCgEZyazv2/NHs/DnxM8JfEG1tEaeaXF4inZ57W7I6EnnkqSucHhR6VNHF1XOn7VLlntb79SqmHgozUH70N/P+tfuPIfD/wAAfjBrOmrfWfge8jickBbyeG1k49Y5nVwPcjntXHeNvCniLwfrj6R4m0e60y8QZEc6YDrkjcjD5XXII3KSDg816tdftOfGHVfFkM2mX1nbRTTxrFpVvp0ckcnIATc4aQ7uhw4PPGK9m/4KIW9jP8FNJv72GOPUYtVjW3JxvXfE5kQH0+UE/wC6KcsRiKU4e0irSdtN1t/mKNGlNSUW7pX8j478N6JrHiDVU0zQtLvNSvJAStvaQNK5A6nCg8DuegrvPEHwB+LmiaHd6xqXhBorOxhae4kS/tpCiKMs21JCxwATwDX0Z8B9GHwl/ZfTxTpmhyap4n1+CO4jt44y8lxJKcW8WF52KrBmH++fp558UvEf7U2i+G9TvvGGnKNAvoZ7a6t4rezmhgjlR15MBMqKobhmbGQu4nOCVMXUdSUKVklpq932QqVCHLGU7666du582UUAU6vROQTFLRRQAUUUYoEFLilxRTAKKKKQBRRRTsAUUUuKYCAU6iigYUUUUCCjFLiloAMVreEZAt5JGf40yPwP/wBesmrGlz/Z9QilPQNhvoeDSkroa3OuooornNLnWaB8/wAP70D+HzP5A1yddZ4I/wBI8M6haDqd3/jyY/pXJ1EN2VLZBRRinVoQIBS0UUAFFFFABRRRQAUUUOVjjZ2PCjJNAHOeJH36ow/uKF/r/WqFPuZDNcPKersTTK3WiMXuFAFLilpgFFFFABRRSgUAJXXfCVf+JheN6RKP1/8ArVyddl8LFENnqF433VCj8gSf5ioq/AyqfxIw9Nbdq+oMP4oZz/OuBrufD5LXV0x6m1lJ/KuHxWtPdkS2QlOAoorYzCiijFAjl6KKMVidAUuKXFFABXcTf8ivov8A17N/6FXD13Fx/wAivov/AF7N/wChVnU6FR6lOiiipKCvsf8A4Jkf8iT4o/7CMP8A6LNfHFdn8Mfip49+HljdWfhDXv7OhvZBJOv2OCbewGAcyIxHHpWOJpurRlBbv/NMqnJQqRk+n+TR9M6/+0T8HfBXivXG0L4cXMfiO2nntp7mHTbS1+1SCQ7986MX2sy5JKkngkZrxBfiRrvxQ/ag8KeINa2Qomu2UVlZxEmO1iFwhCjPUnOS3c+gwB5ZrF/d6pq11qd/L5t1ezvPPJtC75HYsxwAAMkngDFO0PUr3R9as9X02bybywuEuLaXYG2SIwZWwwIOCBwQRWWHwdOk4yeskv6sXXxEqilFbP8ArU+z/wDgoV478UeEvC3h/TfDWrXWlnVriZrm5s5TFNtiEZCq68qCXycEE4x0JBq/8E5T/afhnxV4m1G7mv8AXLzUkhubq6nMszxrECu5my3JZuSecD0r5e+J/wATvHHxESyTxjrf9pLp5c2w+yQw+Xv27v8AVouc7V656Uz4Y/Erxt8PJLx/B+uPpv28ILkfZ4plk252/LIrAEbjyOea56eBlHCSpXXM+vz/AMka1MTGVaE1sv8Ag/5ne+Hfi98WLj9oq0km8Rav502urbyaM08n2VQZPLaH7OPlAC5H3c5G773Ne0ft7aLo2p+Kvhyt5FGtxfax9ilk6M9uXj3AnuAW/DcfWvnKP42fEVPEzeJE1LSF1ls7tSXw3pwuj8u3mXyN33eOvTisb4kfEbxp4+1Kzv8AxZrkl/caehS1YQxwiIE5OBGqjOQOcZ4HoK0WFl7SjKyXLvb/AIb+rsTrJqrq/e2/H+vkfXP7eni7xV4I+G+i2ng+5uNJtb65a3ubuy/dtCiICkSOOY88nK4OExnGQfm74Q+N/F/iT4v+CtN8ReJNS1a3t/EdtPCL+5ado3Lqpw75YDA6Zx3xmo9S/aC+LepaO+lan4ngv7GRAktveaNZTpKBjG8PCd3IB5zzXOX3xE8VXP8AZwW4060XSb8ahZpp+j2lmsdwNuJCsMShj8q/ez0p4TCyoxamk3e9/wCkLEVo1EuVtaW/r8j6F/4KdK3meDWwduLwZxxn9zXaaojx/wDBPBVkRlb/AIRiI4YY4JUg/kRXzH4l+O3xO8RWkdr4g1nTdWgik8yOK/8AD+nzoj4I3APAQDgkZ96PFPx3+KviPwzdeHtY8Ui4028i8qe3Gm2sYZOOAUiBHQdCK5/qNb6sqGmjve78/LzNvrVP6wquu1vy8/I+pv2X9VuNC/Yjh1u0VGuNN0/UrqIOPlLJLOwz7ZAr5y+A/iTxH8Q/2iPCtn418R6lrFr/AGqbsW97dvJCsqq8g2Rk7E5AGFAGOAMcVzGgfF74i6N8P28Eab4h8jQXgmgaz+xW7ZjlLGQb2jL87253ZGeMVymganf6Jrdpq+lXL2t7YzLPbzJjMbqcg4PB5HQ8V2U8M416tV2956d1v/wDnnVToRprdXv53/pn29+15ZfCXUtY0e2+J3jnxFoflQtLY2mnxu0Eh3YMh228g3jp1BA7c8+f/tVfE/4VeL/gXa+G/D/iq41rVtNubZrV7qzuFmk2DY7vI8SqWKliemSeleOeJvjr8TfEVpHa+INZ03VoIn8yOK/8P6fOiNgjcA8BAOCRn3rl/FXjDXPEOnWlhqLafHa2MsktvBY6VbWUaO4UOxWCNAxIROTnoK58NgZQ5PaP4XfR+d+336m1TFRcm4rdW28rdz7X/be8Va74T+A0Nz4e1K4066vdQgtWubaQxyohR3O1hypOwDIIOM1L+zr4u8QX/wCyMvibUtRlvtVs7G+ZLq5PmO5iaTYXJ5YgKBk8nHNfHnxE+L3xE8deH49E8VeIft9hDOs6Q/YreLDqrKDujjU9GbjOOaXwx8XviL4f8Ct4O0fxD9m0R45Y2tfsVu+VkzvG9oy/O49+M8YrP+zp/VpU9OZu9/l6DjioKpTlraKs/wCvuPoj/gnz478XeKdZ8UWXiXX77Vo444bmI3szStE7M4YISflU4HyjgY4A5rV/Zx0fT/8Ahrz4paiY0NxaT7YCQMqJpCzkfio/OvlP4Y/EPxh8Pbq7ufCGsf2dLfIqXDfZopt6qSQMSK2OSelWtB+Knj7RfHmoeMtM8QPb61qqst7ci1hYTAkE5jKFByo6Lxit6mDk6spQsk42+en6IyjXXs+WWr5k/uPpjxte/AvRP2hZ/F3iD4n+KrXxRpd6PMtDDM0EIUf6gbbY5iKkjAfBDHnnNQXHjbwL48/bO8Aaz4M1Mag8dnd297KLWWHGIZmQESIufvPyM187+IvjB468QagL7XrjQ9UuggjE994Y02eQKMkLue3JwMnj3NZtr8QvF1t8QYPG1rqcUGuWsaxwXEVjAiRIsXkhViCeWAI/lA2/rSpYGUVHmeqTS101TXbbXv8AeVUxKlz8q+Ly13v3Pob9v/4heM/DnxA0PRPDviG/0m1XTheP9hnaFpZGldfnZSNygIMKeOT1rsv2vb+bVf2QbPWrjAurgadd71GCkj7SSpHQ/MenrXyH8SPHPinx9rMOq+LdU/tG8t4BbxS/Z4odsYYsFxGqg8s3OM81p+KPi38QfEXgeLwfrPiD7TosKRJHa/YoEwsWNg3qgfjA78981McBJUqcdOaMrt/O/wDkOWKi6spa8ri1bztb/P7z63/Z41zXdU/Y6uNYvtX1G81T7DqLLeT3LyXG5TLsIcktkYGOeMCviPxJr2ueIb5b3X9Z1DVblEEaz31088gQEkKGck4yTx7mus8C/Gb4k+DfDKeHvDniMWemozstubC2lGXOWyZI2JyT61yfiPWbzXL5bu9h0+KRUCBbHTbezjwCTykCIpPPUjPTngVvRw0qdedSytLby3Mp1lKjGHVX/Gx6J+xT/wAnNeGf965/9Jpa9c/az/5PK+HP10//ANLnr5l8E+I9a8I+JrXxD4evfsepWe7yJ/KSTZuUoflcFT8rEcjvWx4s+JXjbxN4y03xXretfatX0ny/sVz9lhTyvLcyJ8ioFbDEnkH34q6lGUsTTqraK/z/AMyYVFGjUh1l/mfUn/BQbxr4o8LeHfDtj4c1m70oalPO9zNZzNFM3liPaodSCF/eHIHXArTvdZvvE/7A9zq+tSm7vJ/D0nnSy/M0jRuVDk92+QHPXPNfJHxN+Jnjb4hJZp4v1r+0V08ubYfZIYfL37d3+rRc52r1z0qzbfFr4g2/w6PgSLxBt8Pm3a3Nn9igP7tiSV3lN/UnndmuP+z5/VVT05r3v5a+XodP1uP1iNTXlSt87nFV6v8Ast/Bi8+KuvTXF5PJZeH9NdReXCL88zHnyoieN2OSTnaCODkCvKK7j4ffGD4ieB/DzaH4X19bCwaVpWh/s+2l3OwAJLPGzHgAcntXpVfacj9n8XS5xR5eZc23U95+OXxy8M/Dnw5J8NPhBZQQy2iPbz30OfKsm6MIyeZZs5y5OAcHLHOM3/gmlfQjxL4ssZHX7RcWtvMufvMqO4Y/nIufqK8M/wCFieIGOTYeFST1J8IaX/8AI9V/CPjnxR4W8YyeKPDuoR6bqcqurPbWcKRbX+8ohCeWF4HAXAwMYxXJDBuNGcOslq77vp8jepXvKLWye3l/md94z8PX5/bcm0kwSNNc+LI7hQFOfLeZZd30CNnPoM16l/wUhmN7N4N0Cziae+uJrh44Yxudt3looCjklmyB9K8Tk+OvxOk8RR6/Jrentq0UXlR6g2g2BuETn5RJ5G4LyeM45NYviD4meN9c8d2PjLVtbN1rWmhBaXL2sO2HYSy4jCbOCSfu9eaUcLVbo81rQ/HS3b0KliIXqyjvL+v1Z9L/AA3+HvgT9nrwbH49+Itwl54hcYt4408wwSFc+TboeGk65kOAOxUZLfPf7QXxX1v4q+KI9Qv4Vs9Ps1ZLCwjcssCk8szcbnOBk4HQDAxS+JvjV8RPEfknxDqOk6t9nz5P2/w7p9x5WcZ274DjOBnHoK5zxB4s1XWtP+x3lrocUe8PustAsrOTI/6aQwo2OemcGqpYep7T2tWzl07JeWn9fe3Eq0FD2dPRde7Ptfx9421Tw1+yDp/i3whDG9zHpFkIJGTzRaq6ohkweCVyevGeoIyKq/sa+PPEfxN+HOsL41MOota3RtjcG2SNbiN0yUdVAQ4zjgdCM+p+UvC/xl+JHh7wenhXS/ESro0cbxCzn0+2uEKOSWQ+bGxKnceCcc4q1p3x0+KGnaC2i6X4httN09ldRb2Gj2dsiBs7ivlwrtJyTkYOeetc9TL5ONVWTcndN9F939XNIYlR9lq1yrW3X+v0OJ8VW9tZ+KNStLNt1vBeSxwt6orkKfyAqhQSSck5Jor1IRcYpN3OSpLmk2luFFGKdiqIExS0UUwCiiikAUUUVQBQBS4paBhRRRQIKKKXFACYp2KKKACiilxTASnAUUUhHTeH7v7TYhWP7yL5W+nY1erk9NuntLpZV5HRh6iuqgdJolkjbcrDINYyjZlxd0dP8NJwuo3FuT/rYww+qn/65rD1S2+y6ncW5H+rkZR9M8fpU/hu6FlrdvcMcKr4c+x4P860viJZ+TrC3Sj5blOf94cH9MVjtU9TXeJz9FFFaEBRRRQAUUUUAFLilAooAKy/E12IrX7Oh+eT73stX7yeO2t2mkPC9B6n0rlruZ7i4aaQ/Mx6entVwjd3JkyECnUUVqZhRRRQAUYpcUtMAxRRRSAK7XRh/Z3wzubg8NdByPX5vkH8s1x1rDJcXEcEYy8jBVHqScV2HxGkjsdEsdHiP3QCfoowM/Uk/lWc9WkXHRNnO+HR/pFz/wBekv8A6DXD13Hh3/j4uf8Ar0l/9Brh66Ke7Mp7IKKMU6tCBAKWiigRywFLRRWJ0BRRRQAV3Fx/yK+i/wDXs3/oVcPXc3H/ACK+i/8AXs3/AKFWdToVHqUqAKXFLUjuFFFFAgoopcUAJinYoooKCiiimK4UUUoFAhKUClopjCiiigQUUYp2KAExS0UUAFFFOxQAgFLRRQAUUUuKAExTqKKACiiigAooooAKUClxRQAUUUUAFFKBS0CEApaKKACiijFAgpcUuKKYBRRRSAKKKKdgCiilxTAQCnUUUDCiiigQUYpcUtABiiiigAopcUtMVwAooopCCijFOoGIBV/R9Qezk2tlomPzL6e4qjRQ9QudlDIksYkjYMrdCK7KQDXvBKlebm0HI7kqP6j9a8j0+8ns5N0TcHqp6Gu4+HHie1h1QQzv5K3OEYOeA3Y5/T8a5qtN2uuhrCSvZlOitnxppf8AZ+pmSJcQXBLJj+E9xWNQndXG1ZhRRTgKYhMUtFHTk0AFR3U8VvCZJW2qP19hVPUNXt4MrEfNf2+6PxrCvLma5l3zPuPYdh9KuMWyXKxLql7JeTbm+VF+6vpVWiitdjMKKKXFACYp2KKKYgoopcUhiU4Cin28Uk9wkMSlpJGCqo7k0wOi+GenG51hr6QfurQZBPdz0/IZP5Vm+LtQGp69NcIcxg7Iv90f48n8a6XXpIvDXhFNMgYfarlSHYe/3m/oP/rVw+Kzh70nIuWisaHh3/j4uf8Ar0l/9BriAK7nw7/r7n/r0l/9Brh63p7synsgoooxWhmFKBS4ooA5WiiisToClAoApaACu4uP+RX0X/r2b/0KuHruLj/kV9F/69m/9CrOp0Kj1KdFFFSAUYpcV0/g3wNrfiO1+12wht7XJCzTsQHI4O0AEnH5VMpRiryZM5xpx5puyOZxRW/408H6x4Z2PfJHJBIdqTwsWTPocgEH8KwKcZRkrpjhOM480XdBRRW94d8JalrXg3X/ABLaz2qWnh1YGu0ldhI/nOUXYApBwRzkjj1pykkrvb+kWrydkYNFbvw28Kaj428aWXhnSprWG7vt/lvdMyxjajOclVY9FPbrWNKhjlaM4yrEHHtRdJ26i5Xa/QYBS0UVQgorpvid4S/4RC80m3/tD7Z/amjW2p7vJ8vyvNBPl/eOcY68Z9BXM4pRkpLQbTQUuKXFFMQUVp+FfD+r+JdSksNFtPtVxFbyXDp5qJiNF3O2WIHAHTrWZSur26h0uFKBS4opgFFFdL8JPCX/AAm/ji38O/2h9h8+KaTz/J83b5cbPjbuXOduOvelKSjFyey1+4aTbSXU5qgCtfSNP0S48Nape32v/Y9RtfL+w6f9ieT7dubD/vQdse0c/N16Csqi+rQulwooopgFFFdx8O/hhqXi7wnc+I18SeG9F0+1u/sjy6zfNbAybQwAOwryD654PFTKSirvYaTbsjh6K674lfDrXfBdpY6hdXWl6npepbhaappN2Li1lZfvIGwDke4wcHBODjk8URnGSvFjlFx3EApaK6T4e+E/+Eos/EE/2/7L/YWjy6lt8nzPP2FR5f3htzu689OlOUlFNvZCSbaS6nN0VrfYNF/4Qv8AtL+3/wDicfbfK/sn7G/+p2587zs7fvcbMZ71lAUXuISlArW8C6L/AMJH4y0rQPtP2b+07yK287y9/l72C7tuRnGemRUPirTf7G8T6lo/ned/Z95Lbebs2+Zscruxk4zjOMmjmV0uoW0b/r+tChRRRTJCijFOxQAmKWivQfCfwl1HW/Bdl4on8W+EtFstQkkS3Gsak1s7lGKtjKEHp2J6ilKcYK7HGLk7I8+orY8caB/wjevNpf8AbWkavtRX+1aTdfaLc5HQPgcjuMVj0RakroGmnZhRRRViClArV8Uafoth9h/sbXv7W+0WaS3f+hvB9kmOd0PzH59vHzDg5rLpJ3HawUUUUxBRRS4oATFOxRRQAUVpXWgatb+F7XxHNabdMvbh7eCfzFO+RACy7QdwxkckYrOUZoVmGwlOAr1W4+A2uw30enP4z8ErqcyK0Omtq7JdSFhlVWNowdzZGPr1rzbxBpWoaHrV1pGrWr2t7ZyGOeF8ZRh7jgj3HBHIrONaE3aLKlCSV2tCnRRRitDMKUClooAKKKKACiinYoAQCloooA7/AMI6v/buhNo93ORcQp8jHnIHRhnuO/rXPahf3um30lpe2yGSM9VJAYdiPY1jWNzNaXUdzbyFJIzlWFdu62XjLQ9y7IdQtx+R/qp/T+eLiou/Q0Tcl5mAuvRY5t3/AAYUja/Hj5bZj9WxWTf2lxZXT21zE0ciHlT/AD+lXdD0DVdW0/Ub7T7TzoNJgFxev5ir5UZYLuwSC3JHAyatxild7E3k3YfLrlwwxHDGnucmqN1d3Nx/rZmYenQflUNamq2OjW/h3Tbyy137ZqF15n26w+xvH9i2nCfvCdsm4c8dO9PRBqzLoooqiQoxXYeAfh1qvijRZtZOraHoumRT/Zxe6zfi2ilmwG8tDgkttOemPeq/jzwJ4h8J+I7XRr6GG6k1BEewmsZPOivVc4VomHJyeMEA9OMEZn2kOfkvqVyy5ea2hzOKK9Jvvgl4st7G58rUvD95qtlb/aLrQrTUhJqECYBbdEBjIDDoxzkYySM4vgH4d6r4o0WbWTq2h6LpkU32cXus34topZsbvLQ4JLbTnpj3qVXptNqWiH7KatdbnIUV0XxG8F614K1iKw1cW8i3MIntLq0l82C6iPR424yPqAfbBFdNZ/BjxGbGBtT1rw3ot/dRCW30nUtTEV7Mp+7tiCnljkAEg5GCBQ61NRUm9AVObly21POQKKKK2ICuz8F6ZDpWmvr+pjYQmYlI5VT3x6noP/r1W8GeHVKDVtWCx20Y3oj8bv8Aab2/n/On4y159XuvKhJW0iPyL/fP941jJ875UaJcquzP17UJtU1OS8m43cImeEUdBVOiitkrKxmaHh3/AI+Ln/r0l/8AQa4eu48O/wDHxc/9ekv/AKDXE4qqe7JnshMUtFFaGYUUU4CmBygFLRRWB0BRRRQAV3Fx/wAivov/AF7N/wChVxGK7m4H/FL6L/17N/6FWdToVHqUcU7FFFSUFfRngSS2k8GaW1mV8n7JGBjsQoBB98g5981851teF/Fmu+H0aLTbzbC5yYZFDpn1APQ/SufE0XViktzhx2HlXglF6o9g+Mklsnw7vxclfnCLED1L7gRj8ifoDXgtavijxHrHiCZH1S7aVY/9XGoCon0A7+/WssCqw9F0oWbKweHlQp8reolepfCIf8Y9fFL/AK5aX/6UtXl9dt8FvHFj4RvtSsde0f8Atfw/r1sLXVLNZNjlA2RIjf31ySBkZz1HBGlaLlTcVvp+DT/Q7qclGcW+jNb9j7/k4rw79bj/ANJpavfCWDwxD8J/HuveItAttVfTLuyNqkiANvaRwE8wfMqE7dwUgkAipNJ8cfCzwJb3upfDrR/FF14guoHtre61+WBY7BXUhnjEJ+ZuQMN+Y5B5Dwv4q0/TvhH4q8LXEN017rk9nJbyIqmNRDIWbeS2QSDxgH8KwnzVHJpNaRXn8V39yZpHlirN31f/AKS7fe2df4zutC8dfAW58Wp4R0Tw/rWiaxFaO2i2n2eC5hlUkBkBPzAjqcnjjGSK0fiFq3hr4TXVl4FsfAPhrXbiKyim1rUNYtWmnmmlRWZYWyDCApGMZxkHGQS3AaL4q0+0+CuteD5Ibo32o6pb3cMiqvlKkakEMd2QeeMA/Wuv8QePPhf4z02x1fxv4d8Rf8JNYWi28p0q4ijtdT8tQEMzPlkzgg7FyAepwAFKnJSas+W+3/bq/C99O/oEZJpN/FZ/fzf5dTd+JHhjT/HXx+8B+HbUTWWm6j4bsSELhpIrdUkkK7u7bFIzjrziu5svhxq2ta9ceFtV+Cfh3RfCMsckFrq1vNAdTtdq/upnlWUvISwGVxzuwSwB3eNeNPirBcfFbw1418M6c1m2habbWzWkqBY90e8OiYZv3ZVyoJwcdhUniLWvgXezXWuW3hzxiupXOZv7KN3AmnrKw+ZRIMy7ASSOhOMYA4Gc6dTlSSdve83e+j3XTZ6/iVGUebfX3fTbXp+FjU8Nnw74R/Z/PiDUfCuk6xrVr4qls7X7fah42IhXImxhnQAOQhONxB7VqfDFLTUvh7ca34L8D+DfEniy61C4n1fSNRt1k+xWwJKfZbZnX92NwGVJOWC89vNLjxTp8nwLtvBaw3P2+HX31FpSq+T5Zh8sAHdndntjGO9afw8v/hHa6Pp9x4mtvGVtrtjMXNxoksHlTYfcjnzTuVhwPlx90Hqa1lTfvN33X5Lp2uR7Re7Zaa6fN219Nju/2efFRj+LXiS1bwLoOmSXFjd3MttNp582ykjgIeBM4McTMDujx3xniuS+HNxq/jb4oXWsaN8MvDepXENluXTI4BbaXaEbV86SNnCtxu+UtyTntUul/Fmyl/aCvfH2saJImn6pDJa3VnauGlSFoRFlWO0M+ADk4zz0o8G+MPhtoF94m8PLYeKLjwj4ks4Ymld4BqUMkZ3AjGIyNxPfoBkHpUck0+bl15V9+t1v2t69yuaOsebTm/B2/W//AAx0vx+8N6VcfBuDxWkHgNNUs9XWzeXwXJm0kheMsFkXHEgYfkaj+IXiDwr4Am8KnT/h94c1S+v/AA1ZT6gdTsRJDtK9Y4xhRKxDFpGDHoPXPN+LvG/gU/Bq58BeEtH1i2X+2EvYrrUGjeS5UIQWlKEBW5ChVUjCgk5Jrn/i/wCKNP8AFWoaHPp8NzGumaDaadMLhVUtJEGDFcMcrzwTg+wop057O9ub8OX/ADCUo79eX8eb/I9Hvvh34Puv2i7yM2b2/hi20MeIbjT0dlxH5KuYQwOVBZgeCMAkDHFX/gR8QNG8U/FiCyb4e+G9EdYLt9OudGtfs8sX7mTKTEHEoKZHRfmAIx0rk5vi5Y2vxgs/Fmn6TNd6eNEh0q/sbzbGbiMRBJACpYAZAI9ccgVf8H+Ovg54K8aDWvDHh7xTN9ojnSV9ReBjZKyMFW3RW+bJYAs7khQcZJJqKlObpyi037rS9dd/lb1KpzjzRlezum/Sy/W/9bcx4H07T5/2f/HWoz2NtLeWdzpwtrl4VaSENKwYIxGVyOuOtdPeal4Z8G/BvwHrqeDND1bXL+G8BbUrQSW7IsxBaVFKmV8FQpYkKAcDOMcN4X8U6fpvwk8U+Fp4blrzXJ7OS2kRVMaCGQs28lgRkHjAP4UeOPFOn6z8OfB+gWsNylz4fguo7p5FURuZZQ67CGJPHXIHPrXROEpTfbmX3clvz0MYtJL0f383+Wp6F4i8E+HvGnxS8AS6VpsWh2njKwW61CztF2xxNGXMvlAcKGVCAAMDrjk0/wALeNvBeufFrTfB4+F3hePw+2qRWtnNFa/6d8rhUeWZifNDEZZWByGwSSMnmrP4iSLrHw6m8M6beXWqeF7b7K9s8WftbtIxKRhCzEMrFegOT0rtPhhdfDTxB8atN1Twb4N8SNrU16tzd215LF/Z2lLkGWdduXO052hyq5YcDCrWXK4/Enyrm/8AStH92z6FOV4uz95qP5a/jv38zxf4kQQ2vxE1+2toY4YYdVuUiijUKqKJWAVQOAABjAr1L4W6Z4f1b9lzVrXxL4m/4R6y/wCEnjYXn2CS7+cQDCbEIPOTz7V5b8QrmC9+IGuXts4khuNTuJYnByGVpWII/A1tWPi3TofgRfeCmhujqFzrkd+koRfJEaxbCCd27dn/AGce9acspYaK6+7+aG2liG+nvfkzqPjulv4O8A6L8N9KE99pzzf20NckKiLUWdSimBVZgsYXAOW3E9gME9t8J9AuoNL0LTvEPgT4a6PpeoRwhX8RzD+1dVD4EjwNksrEkFVKrt3KB615La+L9Kv/AIOyeD/EMF3Je6Xc/aPD95DGj+QH/wBbBJllIjY85G4gnpwBXa6r8S/hfqvjDS/HupeHvEcniS1Nt9osxND/AGdujAXzF58xiAAwX5QSADxkmZQmlytX11ffTTt6PorbbMXNHRrSy287/wBPvra+5D4V8F+GfD/jzx/rGs2A1TSfAsjG106WQhbmVpSsCyN3UY5BznuCMg6Xw88Zad4s8KeO93gzQdD1G38KXWybQ7Y20MsRK5WSPJBbdtIbPTI9K5/R/ijocHxS8W3+p6Jc6h4W8YO6XtmxEdwkZfcrrhsb1yeNw5P3hjNSaZ41+GHhnQvEmkeFNF8RONc0aa0Goao0DzrK2Ase2MhUiGCSw3MTjjArOUKkqdpJt8qt621+d/vWhpzQVW8Wkub8Lq39dNzFutN08fsx2eqLY2wv38VyQNdiFfOMf2YEIXxnbnnGcZrrPHuq6B8Ib608GaX4G8M65qEFpFNq+o67Zm7aWeRA22Ncjy1APQdcjjIJbgbjxTp7/A+28GrDc/b4defUWkKr5PlmHywAd2d2fbGO9dXfeNvhn4203T7r4jaV4nh16wtktJb7QpYGW/jQAK8iy/dcc/dHPXPQLtOMuZ6aX/Rfhfp/kYwlGy72f383+Rr32h6Da/Gn4a+KvDdh/Ztj4qntrxtODlltJhMokVCQPkyeB9cADAFLw1oOgzePviN408TWP9paf4VvJpl04ymNbueS4dY1dh/BkHI78ZyMg4urfEyz1D4q+GNZTSZNO8O+FZLeOw06B/NkjgjcMSWYjc7Y7kdhk4yY/B/xFsNJ+IXiW8v9Jl1Lw34qlnTULBpPLlMLyl1YEHiRcnvjkjI4YQoVOTTe0rfNqy9baeTHzQ5tdvdv8k7/AInUeB9W0D4tLq3hXVPAvhnQ75NOlvdL1DQrL7I0UsSk7ZQC29GB79MHjJBXM8JjQvAHwX0/xnd+GtJ8Qa34kvJoLKPV4TNbWlvEwDt5WQGcsOuRjIweoZkPjT4c+DNK1KT4baZ4kk1nVLR7P7drssIFjE33jEsP3mI4y3TAI7gxeCvFfheb4Tw+E/iNoGtyaTb3ss2katpIQTRSHaZIh5mEYYbJ5ONw46EDjLXlTUdNPvvb8PWz7lcy05mm9fy0/G/oX/Hd94f1T4D6Z4w03who+k6k/igx3a21svkuVg3bUU5KxH5T5ZJGc+tHijwXpfiL45eHX0e0gtNA8WW0GpeVbqEitogv+koNvC7THJwOmRVj4vHS7X9nDQLPTNFutHs7vXZbnTor6QNdXlusO37TLgAZcsOg2gbQMjBK+Ftcl0X9lufUr6Dy777Tc6T4duG+8YbjY1ztHoNjgN2LkUlJxTnDo7L5pK3/AIFb0SYcvM4xk91v6Nu/3X9bnmnxK1TT9Z8earqOkWFrY6fNcsLO3tYBFGkQ+VMKAACVAJ9ya9Wi0bwprH7M/gtPFPjP/hG0ivb8wP8A2XLeeeTJyMRkbcYHXrmvDa9V0PxZ8MNR+Eeh+E/GkPi1bjRZ7iVZNHS2CN5r55MrZPGOw79a2q02qUYxvo16mcJp1HJ9b/kVfhd4L8Jar8Wr6zfWX13wzoeny6lcXKW8lobyONASm0ncnzNgnPQHBGRXXfCHxd4X8e/EmLRdV+GPhOyh8q5lsG0+wVGQrE5Czg5WYbR12jDAEY6VxXhrxl4T8D/E6PWPBun6vqGhy2TWt/Z620SzTrJkSKDECoXGwjjqDmu9+Bd/8LI/ixbw+BtH8QNdX0F3vm1uWLbZIIXbbAseSSehZySAO+4mscRzOnJtNrldvJq929vI1o250lZPmX3aaL8Tz7wjp2nzfs9eMNRmsbaS8ttRsEguXhUyxKzPuCuRlQcDIHWl0nTtPf8AZp1fVGsbZr6LxHBCl0YVMqxmFiUD4yFJ5xnFR/CPxf4d0jQdd8K+MtOvrvQ9dSJnfTygubaaIko6b8KevOT26HkHR8XeNvBB+EV14E8J6Tq9vD/a0d7DdagY3luAEIZpShAVuVVVVcYXJOSa2qc/NJJPVxfyXLf8mZ0+W0bvZSX38zX5o19d0XRo/jZ8NbGPSbFbW+0rSXu4FtkEdwzsd7SLjDFu5Oc96sT+MfBek/FS88Hw/DTw7d6FLq0tpdT3NqWvyWco7RSZAiUH7qKBgDggndWVpPiiw8U/HP4dzafDcxrpsOmafMJ1VS0kT4YrhjleeCcH2FbGveKfhJp3xS1TxJqnhfX5vEOn6pcMLCCeIabcTxyMFkYt+8XJAYjkA9iOKzkrSSkm172i9VYcfhfK7O0fyYeEfCPhjw/8VPiPo2sadHqml6Ho1zNCkiAyKoaNl2OQSj7W27xyMk07wvrHgzxd8N9b8Qa58P8AQrK58GGGe2i0mFreO+STMaxXHJZwHCEsTkj0y2eO8O/EFBrXjbV9finlvPFek3Nqn2ZF2xyyspGcsMIAMcZPTg1neCvE9ho/w68XaBcw3LXOvw2qWrxqpjQxTb23kkEcdMA8+lHsqnJ71+ZKP331/Arnp87ts5P7tDq/G9zo/jT4GnxcnhXRNB1bS9aWxf8Asa1+zw3EUkZYbkyfmBA5JP4Zr0r/AIVx4g8IWmmaP4X+EXh7xTb+RHJq2qaxJbvNdSsBvWDfIDCqjIHB9cHBLeF6f4osIPgrqHhB4bk313rMV9HIFXyhGsZUgndndk+mPeuq1Pxl8MPGtpZah8QNM8UW2v2tslrcXOhPbmK9VFAWRxL91sAjCjHueACdOauor3b+unKvNaXv13FGcXZvez+/m/y/A6m38C+E/DHxd8faVqWki50ax8NSX9vbyKHltwfLbbG7ZIYZZQ+c981z9lqXh/4gfCfxVHL4J0HQ77w3aRXmn3ek2xiYoHCMkpLEyEjuxPUnGa5rwn4u8O6LfeL/ALJpN7aWWuaJNp1hbrKJ2hdtmGkdivB2kkgHGcAYql8O/FGn6D4V8WaZeQ3Ly67pi2ts0SqVRxIGy+WBAwOwNHsp8ru22kreqv577X3D2kVJWt8Wvpp/wf6SPSPEHjry/wBmjQ5v+EN8JN9rvbqy2NpeVh2xqPOjG75ZjnJfuQOK8LX71ehaB4r8GXfwc/4Q/wAV2euLd6feTXel3GmGLYzumNs3mH7u4DO0Zx6d/PR1rooR5Kk9OpjOXNCGu1/zPof46+AbDWPil/b2qfEHwvodmtnbNPBNfH+0I1SFclIAMsxx8oBycjHpWfous+EvHfxd+IXibU9JW+0eHQJJoUliHmlYhEgdSclHYKcMMEbq84+OXirT/GnxAl13S4bqG3e1giC3KKr5SMKeFYjGRxzTPhf4nsPDdj4mhvYbmRta0KbT7cwqpCyOVIL5Iwvynpk+1c8aM/Y6vVJpL1/4ZGvtI88V/hv8jsfAsnh/xVNrvj7xF4T0W303wjpsXl6PpURtYbyZ3YReacsW5zk98LkEZBueCdW0H4rrqvhbVPA/hrRL1dPlvNL1DQ7L7K0UsSk7ZACd6sD36YPGSCvD/B/xnb+E9RvrbV9MOqaFrVt9k1SyWQxs6ZyHRh0deccjOSMjqOih8Z/DvwdpepSfDjTPEkmsapavZ/btckhAsYm+8Yli+8xHGW6YGO4LrU5e8op7e75P/h9fTToFOom021vr5rT/AIOg/wAKx+HvAvwd0/xrf+HdP8Qa54gvJodPh1RDJaWsMR2uzRZAkYn8sjBGCGl+Fuo6P46+MlvPeeD9BsIxo92J7OztALSSRIpWWRYmyFIGzueVz34yfA/jbwtP8Px4G+IGlalc6Za3DXWnX2kyIt1aOx+ZNr/Iytk9emeh4Kx+H/GHhTwf8VtO13wfpGpS6PZwtDcx6pKhuLxZAwkLbPkQhX2gDj5ATyTTnTlJ1FZ3adn01Vl/XfUmMlGMGtk02urtK/5f5Df2edPsNS8TazFqNjbXccXh2+ljS4hWQJIseVcBgcMD0PUVu+Dbjw74f/Z5i8UXvhfS9W1ZPEjwWn262Dxn9ypxLjDOgG8hM43EHtU2geN/hR4TvNXk8K6J4lc6zptzaPNqLQs1rvU7EiVGHykkbmYlgEAAOSa4u48T2EnwTt/B4huft0OuvqDSFV8ryzDswDnO7PtjHeiXPUk3Zpe7/wClO4R5YJK6esv/AElW/E9U+F/gzULv4dN490L4eaJ4k1vX7+byrO7ES6fplurkELA7ruJYMBz8oA5HIZfG3gOGz8dfDzWtX8I6foV3reppa6xo1uEksy6SKAyKCyBXQ8pnH1OSeC8E+MfCNz8P08FfEDTNVmsbG5e602+0h4xc2zORvjKyfKVbk5OSPToRWh17wHonxH8P6p4X0zW003Sb2O4uptQmjkuroB1bARMRrtwQMHnPJpKnUVbyvp6W23/TfUHOLpPvZ/ff0/XbQ9A8OXfgzX/i9qfwtPgbRLfSby6u7eHUo7cjUIZk3N5iy5wq7kOI1AABA5Gc5/hPU/CfjSPxH4Mi8C6Hp9nYaTc3OlajBAft6NCMq0sxOZC3ccDtyK4/wT400vR/j5/wm9zb3jaf/aVzdeVGimbZJ5m0YLBc/OM/N61U+FHirT/DPiTVdQv4bqSO+0q7s4xAqlg8q4UnLDgd/wCRqPYy9m978vf7Wv47GntY+06W5l919fkej/BfwBqEXwlg8X6F4G03xdrerXMkcUeqvEbSxt0baSY3dd7synBzwMdOQ1/xV4LbSfiB8PPEF94Xs/Dt/rWpLaaxpNoVe0LLIoDIqsyqroeUBxx3OSfPvBPjDwlc/D9PBfxB03VZ7GxuXutNvdIeMXNuzkb4ysnylW5OTkj06EVode8CaJ8RvD+qeF9M1tdN0m9juLqbUJY3uroB1bARMRrtwQMHnPJrTkqOvd7X/C22/wCm+pnzRVGy3t+N/T9dtD1/Rda8A+JfidfeArjwdpElu99PZmee3xebtzAvFLn5FBHCrjA/XE+FV3d+DPBfjnS5/Dfh+/i0qyaaK6urDzGvh5wXy5ju+ZB12cYPevNfDPi7TdO+OyeNJ4LprBdYlvTEiKZvLZ2YDBbG7DDvj3rpvhz8UtGttU12x8W2N3caNrkUkJktlXz41L7lypO0+/8AWsfYTVOyV7x19TX2sXUv2lp6HmXiC/8A7V1q61H7FZ2X2qUyfZrKLy4Is/wouTtUdhXbePNO0+3+F/w6uoLC2iuL6O8N1KkKq9xtuAF3sBlsDgZ6CoPEnhPQ9Ru7i88H3kn2JnPkR3LBm29gxXofal8famW8EeDtFl069hm8PJcrdSui+VIZJg6+WwY54HOcc12Rkm6fL0a+6z/4BzSTSnfqn990eg+PNf8ABvhT453Hhez+HXh28sbm6t49Re6sg0iF0UYtgCEiAVgeFyWySemPJ/i7oln4c+J2uaJp4YWtnfSJArEkqmcquTycAgZPXFX/AIk+LNO8Q/Ga48XWUF1HYzXcEyxzIol2oqAggMRn5Tjn0rO+LGvWnif4jaxr9hHPHbahdGWJJ1AkAIH3gCRn6E1jh6coezb35dfX3bfqaVJqXOul1b/ya/6EHg3w9rXivUF0vTF3R26tNNNPL5dvZx8b5ZHPyooAGT3wAMnAr2DwHrOiar8cPh/4T0u4/tDT/CsE0K3zLtW6uPLeRnQHkIHVdueePpXJ+DfFHw1X4RxeEfE0fiyGZ79ru8fRlt1W5PSNXaRssFHIGBgkms291vwL4b1/R9f+HP8Awk/2/T7sTSrrfkeWyj+FfK555Bz2NVU5qknFpre3q1a/yu/z9IjaMG1u/wAr3t87L8ix8EdS1GT9pLSb95HN1d6u/wBoOcFvMLB859mPFZdx4Y1TxD8R9X0TREU2tlf3LtLLJ5VtZQiQ7pZGbiNAAMn2AGTgV148f/DTR9eufGvhfw1rkXie5R2itbuaI6fYzSLh5Iyv7x8EtgHAO48Lxij4R8VfDlvhSnhbxSviyO5m1B72+l0dbcLdN0QO0jZYKOcYGCSalc6tJQ2SX9eS/G5rLlcpe9o3f8/z28jb0XUdD8QfF74eeC9OuDqGmeGXEJvWUhbyXd5rsqnny9yADPb2qXV9B+GXjb4malokvi3xFJ4q1C6lVNSlgiGnSXGfljVeZNoHyDJA+Xg4wDxV9qXgvR9e0jVvhinil9UsbsTsusLAyMFwQFEPJycg57GvRtCuvh9D4lbx7beF9btPELObiPT7q5iawguG5Milf3hAOWAOOT0HGImuW0teva927/j93ccXe606elldf11PCb7Tby11qfSpIWa6t53geNBuO9WKkD8Qa6nQ/DlnpVr/AGnr0iApysROVU+/94+w/Wrmra7pGkXFzPbYvdRupGknl3ZLOxJJZvqTwK47WtUvdUuPOu5d2PuoOFT6CuqPtJxV9DGXJGTsaHi7xFPq0nkxborRT8qd392/wrDooraMVFWRm23qwoop2KZJe8Oj/SLj/r0k/wDQa4mu48Pf8fFx/wBesn/oNcPVU92KeyClxSgUVqZhRRRQBytFFLisDoExTsUUUCCu4n/5FfRf+vZv/Qq4eu4uP+RX0X/r2b/0KoqdC49SnRRRUgFFKBS0wEApaKKACiijFABS4pcUUAFFFFABSgUuKKACiiigAoApcUtABRRRQAUUUUAFFFOxQBLpt1dWF/DfWVxLb3NvIJIZonKvGwOQwI5BBrufEnxr+KGvaLNpWpeLbhrWcbZVgt4bdnXupeNFbB6EZwR1rgaKmUITtzK5UZSjs7BRRSgVRAlKBS0UAFFFFAgooxTsUAJiloooAK6z4f8AxM8ceCLGey8Ma/LY21w4kkhMMUybsY3ASKwUkYzjGcDPQVydFJxUlZrQE2ndG54o8YeJvEniSPXtc1i4vr+FlaKSXG2LByAiAbVGecAAZ7U/4geNvFPjfUIb3xRq8uoTW8flw5RI0jUnJwiAKCeMnGTgZ6CsCihU4K1ltt5Fc8nfXfcKUCgClqxBWl4T17VvDWtx6vol39lvIkdEl8tXwGUqwwwI5BI6Vm0Umk009gu73CiilxTEWtC1G90fWrXVdNm8m8splmgl2Btjqcg4YEHkdxim6peXOo6ncaheSebc3czzTSbQu92JZjgcDJJ6VBRRZXuAUUUoFMBKdiiikSFFFGKAClApaKACiiigAooxTsUAJiloooAKKKKACiilxQAgFOoooAKKKKACjFLilpgTWF3c2UwmtZ3hf1Q4z9fWuk0vxvdIvl6jbJcIeCyfK34jof0rlaKiUYy3Q4yaO1+0eC9U/wBbCLWRvVTH+q/L+dJ/wiGj3R/4l+sZz0+ZJP5YrjMUtL2b6MrmT3R1zeArgH5NRib6xkf1pq+BL3+K+gH0UmsLRrbVL+48mw85j/EQ5Cr9T2rq4dCttPgFxr+syuSMbPPZV+nq34YqZOUdOb8BpJ9CvH4Gij+a61XAz0WML+pNXbfwz4ftFDutxeH2DOPyQfzqtJ4p0Ww+XS9O8xgMeZgJn8Tlj+NU7jxxqTf6m1tox/tBmP8AMVNqsivcRszalJYQtHo/hq5HuYNg+uBya5fxBqmvXYKX4ngj7xCMxr+Pr+NWh411gHOy1Pt5Z/xqzbeOrgcXNhC47+W5X+eacYyjryick+pydFdqt74R1n5bm3Wzmb+Ir5fP+8vB/GqeteDLiKMz6XMLqLGQhI349j0P6Voqi2ehDi+mpy1KBTpEaOQpIrKynBVhgikrQkKKKKANDw7/AMfFx/16S/8AoNcTXbeHf+Pi5/69Jf8A0GuJqqe7IlsgoopQK2IExTqKKAOVFFFFc50BRSgUtMVwxXb3H/Ir6L/17N/6FXEV29wM+F9F/wCvZv8A0Ks59Co9SlSgUtFIoKKKKBBRRinYoATFLRRQAUUU7FACAUtFFABRRS4oAQCnUUUAFFFFABRRRQAUoFLiigAooooAKKUCloEIBS0UUAFFFGKBBS4pcUUwCiiikAUUUU7AFFFKBTAAKWiigYUUUUCCjFLiloAMUUUUAFFKBS0xXDFFFFIQUUYp1AxAKWiigQUUUYoAKXFLiigAooooAKKKKAClAoApaACiiigAoopcUAJinYoopiCiilxSGJTgKKKoArd8I+HJtWf7ROWis1PL939l/wAai8G6I+sah+8DLbQ8ysO/oo9zWn4215dp0fSyI7eIbJHTjdj+Ee38/wCecpNvljuXFK12WNZ8S2elW/8AZugRR/JwZcZUH2/vH3P61yV3cT3U7TXMzyyN1Zzmo6KqMFETk2FFFFUSFFFOxQIQCtHQ9av9KkzbS5jz80T8ofw7fhWfRSaT3GtDusaR4vtMj/R9QRf+BD/4pf5e1cdq1hc6deNbXUe116Hsw9Qe4qK1nmtrhJ4JGjkjOVZeortraS18YaG0MwWO/txw3ofUf7J7j/61Za0/Qq/N6nC0VJdwS211JbzoUkjbaynsaZitjMv+Hf8AX3P/AF6S/wDoNcTiu48Pf6+4/wCvST+VcTVU92KWyCiiitiAoopQKAOUp2KKKwNgoooApgFdxcf8ivov/Xs3/oVcTXb3H/Ir6L/17N/6FWdToXHqUqKKMVIwpcUtFABRRRQAUoFLiigAooooAKAKXFLQAUUUUAFFFFABRRTsUAIBS0UUAFFFKBQISlApaKACiiigQUUYp2KAExS0UUAFFFFABRRRVAFKBQBS0DCiiigQUUUuKAExTsUUUAFFFKBTASnYoopEhRRQBQAUuKWigAooooAKKMU7FACYpaKKACiiigAoopQKAACloooAKKKKACjFLiloAMUUUUAFFKBS07AGKKKKYBT7eKSedIYl3PIwVQO5PSmYrpfhnYi41xrl1ylqmR/vHgf1/KplLlTY4q7samvzR+GvC8WmWj/6TODucdf9pv6D/wCtXEVpeLr86jr1xOGzGrbI/wDdHH68n8azaVONl5jk7sKltrae4OIYmf3A4/OtHR9K8xVnuR8p5VPX3NbcaqihUUKo6ACiU7AomBHol2wyzRL7Fj/hStod0ORJE34n/Ct+io52VyI5a6s7m35liZV/vDkfnUFdhjIwRkVl6tpCupltRtbunY/T0qlPuS42MOiggg4I5orQzCrWi30+najHdwH5kPI7MO4NVsUtG49jsPH1nBf6XBr9kMqygS4/unoT7g8f/qrj67H4b3CXmm3mjXB3IVLKD/dPDfrg/jXJXkD215Lbyfehco31BxWdPS8exU9bMueHf9fc/wDXpJ/KuJrtvDv+vuP+vST+VcTW9PdmctkFFKBS1qZhiiiigZytFAFOrE3ExS0UUCCu3uP+RX0X/r2b/wBCriK7ib/kV9F/69m/9CrOp0Kj1KQFLRRUlBRRTsUAIBS0UUAFFFLigBAKdRRQAUUUUAFFFFABSgUuKKACiiigAopQKWgQgFLRRQAUUUYoEFLilxRTAKKKKQBRRRTsAUUUoFMAApaKKBhRRRQIKMUuKWgAxRRRQAUUoFLTFcMUUUUhBRQBTqBiYpaKKBBRRRigApcUuKKACiiigAooooAKUCgCloAKKKKACiilxQAmKdiiimIKKKUCkMSnYooqgCiijFABSgUtFABXZ+Ej9g8B31+OJJN+0/QbR+ua4yuyusw/CmNRx5mM/jJms6myXmXDqzja0PD9mLm58yRcxx9Qe59Kz8V02hQ+TpkY7v8AOfx/+tiqk7ImOrLlFFFYmoUuKXFFIVwooooEYviWzCsLqNcBjiTHr61k11l5CJ7SSI/xLx9e1cnW0HdGctAoooqyTX8C3JtvFFqc8SN5be+4YH64qb4iW4h8USsowJkWT9MH9Qay9JYx6pbSZxtmQ/kwroviomNUtZMfehI/Jj/jWb0qItfAzF8Oj9/cf9esn8q4rFdt4d/19z/16Sfyria3p7szlsgooorUzuFFFAFAjl6KKKxOgKKMU7FACYrt7j/kWNF/69m/9Cria7e4/wCRZ0X/AK9m/wDQqzqdCo9SlSgUuKKkoKtaXp2oalK0en2VxdMoywhjLbR746VVr6C+HunWum+D7CK1VcSW6SyOP+WjMoJbP4/liufEV/ZRTtqcmLxPsIJ2u2eCahZXlhceRfWs1tLjOyaMqceuDUAFe5fGTT7W88D3VxOi+bZ4khkPVTuAI/EHGPpXh9VQre1hexWFxHt6fNazCtLw74d8QeIGlXQdC1LVGgAMosbOScxg5xu2A4zg9fSs2vWfgDf32l/CP4l3+mXtxZ3UNjZmK4tpWjkjPnMMqykEcE9KqrNwpuS6HXCPNNR7nnniLwv4m0CGOXXvDuraXHMxWJ76xkgVyOSFLqMn6UaT4a1vU/DWqeILGy83TtG8v7dP5qL5PmNtT5SQzZP90HHevQvgl8U/FjeNrPw94l1e78QaHr1xHY39lqszXKlJDs3KXyVI3ZwDg457Yo+I/h5penaP8RLsz3Ym8J6tDaWKCRfLeOSZkzJlck7QMYI561m6kou0vK33pbfNff5WLUIy1XTf7m/0Z5rTo0aSRUQZZiAB716do3gnwH4e8B6X4h+JepeIBceIFM2m6boccPmxwAkebK0vy4bjAGD9edtP4seB/DXh3Q/Cep+HdYu9Tt/ESTyNNMAgCrKqqAm3KsA2GBJ+YHHFaRqxdRQ7u3lfXr8mQ4PkcvK/y/pnIeMfDms+FfEM2h6/Z/ZL+3CmWHzUk2hlDL8yEg5BB4NZle6/Dnw14P8AB/7XH/CNzy65L9gvIV0d0aJsytGrH7QSB8nzH7gB6VxHjyD4cXPxU8mw1DxFY6SZ5jqs99DFLMJQzkrAsfGGwFBboTk8Cs6dfm5VbdXuXKnbm8tDga0tW0DV9M0PTNYvrTyrLWEkexl8xG84Rttc4BJXB4+YD2r0zxp8M/DEvwtvvGHhCy8baeul+TLIniWyjjS8glIUPA8agHGQTyeDWX8WBn4IfDP/AK9dQ/8ASkU/bJtJd7P/AMBb/QXs2k30tf8AFL9TgdF0jVtXkmj0nTLy/e3iM0y2tu0pjjHV2Cg4UZHJ4qPTrO6v76KysbWa6uZ3CQwQRl3kY9Aqjkn2Fafw98S6j4P8Y2HiLS3K3FjKH25wJU6MjezKSD9a9m8QWGgfDmxvPi14fj3f8JNCo8K2zwkf2bJMhMzvnjMY3BOud3cDNOrVdPpo9vXt8/8AO5NOHPpfX9Or+X49DwW+tbmyvZbO9t5be4gcxzQzIUeNgcFWU8gg9jVjQdG1fXL42ei6Ve6lchC5hs7d5nCjGW2qCccjn3qpI7ySM7szMxJZmOST6k16x+x3FfT/ABA1uDSzIL6Tw3eLamOTYwlOwLhsjac45yMVU5OFNy6pN/gKKUpqPRtL72ed+IfC3ifQLeOfXfDmraXFK2yOS9sZIVdsZwC6jJxWTX0BJ/wnPgz4a+K7T4xazcSw61pxttI0u/1Jb6ee5zlZY8O5RE4LHIGSvU4rzj4S6L4H1ZXh8RjxbqGpTSlLTTPDVkkk2xVDGRi+QQeRtUZG0k8Gop1m1JvVLqtf6sXKna3RvucPilr17UfhV4f0740aP4Xv73WLfSvEtgJ9NkuI1huraVwwSOdWXGQ67WAA+8Olcr8NPBdtqniLXIvEz3Vpp/hqxuLnUjbFVl3R/KsSlgQGMhA5B6H601iIOLflf7t/y/Il0pJ280vv2+84utvR/Bvi/VtNXUNK8K63fWb523Frp0ssbYODhlUg4INZmly20Gq2091AZreOZGliB5dAwJXPuMivd/i/efEbVry48cfDfxbqF/4TWOMx22i3zxnS1VF/dzWqEFcYJztI2jJwKdWo4W8+r2X/AA/QKcOZvy/H/hjwAgg4IortbvQbTW/hLe+Oobm6l1q11nytYjcp5XlzAskqqqgrl8qeSM9MVreF/hjZ6vo3g21k1Ge11vxhfTGLcFMNtZRgjeUwGZ2YMV+YAgY96r2kVvve3ztf8tfQXJ1W2r+Sdvz0PNKUCvRPHml/CPT47qx0a58Zx6tp94sU8epxQCOZFk2yiMINyuBkjfjpg811/wAfP+Fb/wDCrfCf2L/hKvtX9jN/YfnfZ/L8vzjn7Tjnd97GzjpUfWFaLSert+F/6+fYtUXzNN6pX/G39fLueG0V6w/gj4aeErfTdO+I2t+IRruowpcSwaPFEYdMjcDYJy4LM2DuITntjoWNB+ENmvxE8V+Ftf1p4I9C0l7+21GJQsbp8hWV0wxK7HyVBzkYBqniIK/lf8N7E+zk7edvx2PJ6K9e0z4ffDTxN4TuPEHhrxLrtla6BIp18atbRGQwspKyW6xnGWZSoViTlucY+bH8feEfBUnw3i8a+Ab/AFt7SHUPsF9aaysXnRuU3K6mPC7SB0569sYo+sQvaz+7vt94/Yytf+tN/uPOcU7FeueJvA/ww8Gi20Lxdqniv+3bmwS5+12VvCNPQyKSvDAyOqngleuDjB4HB3tp4SX4cWV5bapeP4me9dLuxaP9xHbgHa4bb1Jx/Eep4GOXGrGV7Jkum1a/X/K5j6TYX+qahHYaZZXF7dTEiK3tomkkcgZO1VBJ4BPHpWtqfgfxrpthLfaj4P160tYF3Sz3GmTRxxj1ZiuAPrXSfsp/8nAeHP8ArtL/AOiZK3Pit4Z+Oel6Hqmo+Jr7Xf7A8wiZZtfWaIoz4UGMSkkZK8YqalVwqKF0rrr62sVTp80W9dOx5DTsV6pd+C/hx4L0+wtviNqniSbXL+2S7ex0KOELYxuMqsrTcM5H93pgjHQmDUvhjptp8W/DOjQatNf+G/FTwy2F/EvlzNBI2CCGBAkXvx6HAztFe3i5W/4bQhwko83lf5f1Y8yortPAvhHTda+OUPgy6nuksJNSmtTJE6ibYm/ByVIz8o7VpfD/AMBeH9a8K+LNY1jWLrTo/DlzAqyqFcGNncMCmMu5CgKAyjceeKTrwUebpo/vaX6h7KXM11Wn5/5HnNLivR/HXhDwVN8NB418AajrUlta34stQstYWLzo2ZSyuDHgbTjGOevUYIq9f+Cfhx4Q0zT7Hx/rHiP/AISDUbVbp4NIhhMOnI4GxZvM5dupOw9sY6Fj28bbO97W67X/AC1H7N38rXv87fnoee+JNB1bQJrSLVrX7O19Zx3luPMV98MmSjfKTjODwefUVm16r+0lZWKePPCuny6rH9hXw3p8LahHEzr5WWBlCdSMfNjr2q9H8NfBfiPwRqWqeDrfx1DNp9jJew32sWEYsL1YvvpG8Y4Y4OMnsRzU/WEoc8ttfwY/YtyUVvZfijxytT/hHNZ/4Q3/AISr7H/xKPtn2L7T5qf67bu27M7vu85xj3r134e/8K2/4Zq1T+2P+Eq8n+07X+1Psn2fd9ow2zyd3Hl467uc9K8+vvDGlx/BuLxhby3n2qbX5NPWORl8vyRDvBIAzvz15x7U/be9KNrWaX32/wA/18hKn7sZd0/wv/l+nmchilr1O78GfDnwZp9hbfEXVPEk2uX9sl09joUcIWxjYZVZWl+8xH93pgjHQmprfw10+w+KnhrSbfVZtQ8OeKpIJbC+jTy5WgkcKQQwwJFz6ehwM7RSrRcrf8NoS6bUebyv8v6seb0V7Lpfw5+GF146u/h+3ibXf+Eia4mhtLpIojYRuMlIn/jdwBhiNoLZA9/H763ltLya1nG2WCRo3AOcMDg8/UUU60am3a450pQ39CKivStG8F+CdB8Fab4h+I+p62suuqZdO0zRY4/OWEHHnSPL8uDxhRzyDzyFi8a+C/Cej/8ACP8AivTtS1W/8Ga3KVkxGi39qyHEkTZ/dl+uD0OD1ADMe2jzW87eV+wezly3+fy/r/PY5+9+H/jCz8Cx+MbzRJbfRZtvl3MsiKWDHCkRlt+D2O3BHPSsjQ9I1XWbtrTR9MvNQnVDI0VpbtK4UdWKqCcDI5969a/awfwYdQsIrFvEH9sRaZZrAs5h+xpa+XlRgfMH5GcfLkmsn9lHUJdJ8Za7qsABlsfDd5cRg9CybGGfxFZwrSdKU2tr/gVKmlOEV1t+J5eQQcEVch0jVpdFl1mLTLx9NgkEct6tuxgjc4wrSY2g/MvBPcetdd8cdAhi8fQ6loMDPpviqKPUdMRPmOZfvRcfxLJuXHbivTPG6Wmj/s6+JvBNmQ3/AAjR02K8kUgiW8llMkxyOuCVT/gGKJYi1OMratpW7apP7m7AqSc3G+lm799Lr71r6XPnmjFelaN4L8FaD4K03xD8R9T1pZddUy6dpuixx+csIOPOkeX5cHjCjnkHnkLU+IngKwtbPQ9e8E311qmi+I5PIs0uowt1b3AIUwy4+UnPQjAPPUAMdVVjzcvnbyv2I9nLlv8AP5d/66a7HBxozyKiDLMQAPer/ijRNT8Oa9caLrNt9mvrUgTReYr7SVDD5lJB4I6GvStY8G/C3w1rUfhTV/EuvN4miKLcX1vbxHTLacnIR1P70gcAlc9c8cqJ/ip4SuPGX7U2u6NDdxWcKlZ7y8kGUtoEt4y8hHGcDoMjJI5HWs/rEXJW+Gzd/S2q8tX+BXsWk773St63/wAjx6ivUpvBvw48S6PrEfw+1fxE+raLavetHq0UXk38EZw5iKAMpwQw38nIGOpDbfwZ4B0v4beHfFvinVNcVdZjuFay07yWleRJCqsm8ALGoA3ZLElhjHNV7eCWqf3a6ptfkw9jL+vK1/zPMcUV6fb+C/AOmfD3w14u8UatrSQ6wlwJbLTxE9xK6SFVMe8BURQAWLFiSQBjthfGTwjpXhjUdMu/D2oz32i65YLe2MtwqiZASQUfHBYEdcDrjHFUq0HLl82vmun4C9nLlv8AP5d/xOW0vTtQ1KSSPTrC5vHhiaaVbeFpCka/edgoOFHc9BVavS/2YR/xUniP/sVr7/0Fai8HeDfCEvwnTxt4m1TVLaKLWGs5oLJY3kuE8tWCxKwAD5JJZmwFU8E4olWUZtPZW/FtfoEablFNbttfck/1POgKWvWtZ8CfDXStLsPGd14g16Xwrq8QWxtIIYv7SM4LLIrE4jCoVyTjndgZxk838UPB+h+H/FOj/wBmazcN4e161hvLa8uYd00ELttbei43MuCeAM9KI14SlbXt8+3qEqUkm/n8u/6HE0V7BH8N/BviLwTqWp+EIPHEM1hYyXkN7q9jGLC9WL76RvGOGODjJ7Ec1z/gfwd4Xi8BHxr4+1HVLfTbm5Npp1npUaG5u5FxucNJ8oReRz1IPIwAy+sQ18v12D2UtPP9NWef16J4o0LVdJ+FlkuqWvkNcWsd3APMVt8TP8rfKTjI7Hn2o8feD/B9l8L7Xxj4V1bUryO91c2iRXqor26CItskVRgyAj7ynaQRxXXaX4K0dbnQfCq3N61vrdhZXN0xdPMQ3H3th24ABBxkH3zUVKydn5/pcqNNq9+1/wAbHh9dZZ4FnCB08tcflXa6Z8PPhndeOLvwE3iXXP8AhIWuJobS6SKI2MbjJSJ/43cYwxG0FuB71/hh4U0668P6hrniy8uLLSdEf7LOtoqtPcT8gRRk/KDwCSeOR05IUsRBxv8AP7+w1SlF2+X9f1+Ry4FLXfar4Y8F3Xw/1jxP4a1LVn/s+S3jS0vhGskZd9rF9owwI5XaRjBzXA0oTU7+X/D/AKilFq3mFFFKBWhImKdRRQAVx82BMwHTccV1txIIbd5T0RSa5HGeTWlMiYmKdiiitCCxpCGTVrWMDJeZB/48K6H4qPnVraP+7Bn82P8AhWd4Dtjc+Jrf+7DmVvw6fqRT/H84uPE8wB+WELGPwGT+pNZvWoi/sFTw7/r7n/r0k/lXE12/h/8A11x/16yfyriK3p7synsgooAp1amYmKWiigDlRS4pQMUVidAUUUUAFdxN/wAixo3/AF7N/wChVw9dxN/yLGjf9ezf+hVnU6FR6lOiilxUlCAV3XgX4i3Oi6amnX1obu3hGIXV9roP7pz1Hp6Vw9FRUpxqK0kZ1aMKseWaujr/AIheO7rxHaiwgt/slnuDOu/c0pHTJ9Pb1rkKKKcIRgrRWgU6UKceWCsgr1f9nlNN1DwB488O3fiLRNFudXtLWO1k1a+W3icrIzHk8nAHYHqK8oopVIc8HHubRlyyUux7D4V8OeC/hjq0HizxN420LxHfae5n0vR/D1wbpbiZcbGlmwBEqsQcEc4yM42nL0nxJFqfwf8AiPPq2oWq6rrepWN0sDSqsk7ee7uUQnJAzzjoK80xRUOjzfE7vT8Gn+NtSvaW2X9Wa/C57PqmneHfih8OfC89p420HQdZ8O6cumX1lrl39ljeNCxSSJsHcT3AB6jJBAzW+OUGlWHw9+GlrpOotfWcEF5su3jMXnf6Qu5wp5VSwbGecYzzXO+EfGPgO08OWth4n+Ftprd5aBkS+g1eaxaRCxYeYsYIdgWI3HnAUdqyfin421DxxrkN5c2dpp9pZQC2sNPs02Q2kIJwqj155PGfQDAGcYTVZW+FSb6W2fz3fy+4fNF02nva35fLZf1qd/4m8TaFbftnL4l/tO2m0mPVLd2vLeVZYtvkopYMpIIBznHoau+ArLw/4L/aAurm98Z+GLr+0rO8k0fVrW5W5t9PuXYiJpiRtRgM8EkDPWvDgKWqWHShGKeyt+Fhe1blKTW7T+53PoLU9VlsfhP4803xT8WNO8UazqEEEltbWuqtcWyL5uSIS+0Fyc5SNcKqrnqAPPPibqOn3Xwe+Htla31tNc2VtfC6gjmVpIC1wCodQcrkcjPUVwFFEcOotO/W/wBya/UJVm1b1/Gz/Q6r4Q6HoeteLFbxPq1pp2i2EZur4zXKxyTogz5MKkgu74xheRkn0B7zQfiPZeO/EmueFfF80OmeHfESqmmNIwEOhyxLi3Zc8KuAFfGAc5yBmvGaMVpOkqj17fd5+u33epEKjhtv/Wnp37m7Z614n8Iahe6dovia8ssS7Zn0jU2EM5XIDB4mw45OD712fwE8RhvGXiXVPE+vbri88M3kIutSvMvPIVUIm9zlmIGAM544rzGiidJSg092rXHGbjJNbJ3t6O56T8I9Z07XfCOpfDXxVqkNnY3Sm70W9u5QsWn3iAnG5uESQEg8gZ92zXWeA7xn+BNvoHhT4i6D4P1a11CdtdN1qAtpbwbsxtFMgZnAVQPkOD69j4VRU1KKk3rvZ/Nf1+Ce4QqcttNr/j/X5nrX7SniGxutT8GXugeKDrM2naLEG1Dzt05mWQnfIMlkcnDYb5hnmtb49ajptl8Pzqmljy7n4lzQapdxY2mCKKNdyH13XDO2e4FeT+B9R0LS9eS78ReHf7esVRg1l9te13MRw3mICRj071Y+Jni288Z+KG1W5t4bSGOJLeysoP8AV2lugwkS/QdT3JJwOlR7CzjHom3f1d7ffZ7WsjRVd5Pslb0Vr/df5sxdOjgm1CCG6ufs0EkqrLPsL+UpIBbaOTgZOB1xXsngHwTB4G8b2vidfjH4LhsNPnEk7afqrS3U8AbJTyFXL7gACmT174rxWlAronGUtnYxjbqrnrfw61XTfFPxl8UeHrKFrXR/HQuba3i2fLBIWMsEpQdNrKOnQMaz/HlzZeIvjlBo1lr0Oh6dowTStN1GZysduLdSqSFgRtDSKTu/h3Z7VmeAvHmneEfDNwNJ8KwjxRLHLDF4gkvXY28cgwdkGNocLkB8557jIPEEknJrGFG01bRJW+ff5LT9O+sqt4vu23/XrZfd5nuPxVvrZfg/c6f448ZeF/F3iJZYE0G80ecXN1BGh/eLPOEUlSCcBySzEnJI4xPHdtpfiT4J+FdXsPFOhxXPhzTZLW80q6uxHeO/nZHlR4JcENntwO/OPKaKcaHLs9b3/C239a6i9rfp0t+N/wBPuPqLUPiH4n8WWNjrPgn4veFvDkMlqkd7pOutBBLbXCqN2xniZpFPXPT07gcBpPioah4n+IV3r3i+x1ae58KzWdvqBiS0W9ceXhI0wu48EDjJAzXjuKWpWEgr2636Lr5h7eVo+VvwO++GmoWFr8HviDZXN9bQ3N7bWItYZJlWScrcZYIpOWwOTjoKXSdR09P2a9X0t762W+k8RwTJamZfNaMQkFwmclQeM4xXAUVtKkpX82n91v8AImNRq3lf8VY+hvBZtPD/AIfksvGPxO8I+J/Av2VmTSnuftF+haMLF5MRUvC6kgbVfCZY8HJHjeoeHtKg+HVn4kg8S2c19dXr28mjADz7eNQSJGOehwP4QORgnkDngKWpjRcZOSlq7dun6vv6A6i5VG239f8ABO5/Zpv7DS/jdoN/qV7b2drDLIZbi5lWONAYnAyzEAckD8a5DWnV9au5I2Vla4cqwOQRuPIqrRWnL+85+trGfM+VxPafH2k6D8Wryz8ZaZ478NaLf3FpFBquna7fG1aGeNAuYiQd6EegAGOuSQKnibxv4a0z4j+A7TSLp9S0fwSIYptQWIp9qbzA0rop52jHHrz1GCfIQKdWUaCi1rotUv67Xdi5VLxatq1a/lp/kj6A8H+HPB3h3482/jS6+JHhq60q51CWexit70NcBpQxXz1OFhVQzZYt1UDGWwOG0XU9Nj+D/wAQ7J9QtVub3ULJ7WFplDzqs7lii5ywAIJx0rziipjh7Kzlfb8Gn+hTr3bdt/1TX6nfeHdRsIv2dfEWmyX1sl7NrVpJFbNKolkRVbLKmckDuQK6z4maR4X+JV3a+O7D4gaBpAmsok1bT9UnaO5tpIkVW8mJVLSjA4AABI4JyceK0Yq5Ubyck7O9/wAEv0IjUtFRtpa343PcPEGueCI/2gPAt/NqNvfaBp+i2cMkzMsnlMqyBPNC5CsrFCy9q6bTNZudP1zxRc+LvjJpGuDUtFu00+xsdU32uduAWX5Yo3wFCouWYsx7En5rxRWU8KpRtfo19+ppDEOMr27fgeofCWHS/EHwf8SeD5vEmj6JqE9/a3lu+r3Qt4JUQMGAfnkZ6YPb3Iz9SvbCP9nG30ddRs5L6HxXJK1vHOpk8v7PtEgXrsJ4DYxXn9FbOl7zd92n81b/ACM1UskrbX/G/wDme0ePNJ0L4s3lp4y0zx14b0a/uLSKHVdO1y9Nq0M8aBcxEg70IHYADHXJIEWqeJ/DX/C1vh7omkapHcaR4Rkt7eXVph5Mc7+aGkkG4/Kgx1PvyRgnxyipjQUWtdFql/Xa7sEql4tW1atfy0/yR6R4J1PTYP2po9Wn1C1j08eIp5jdvMqw+WZHIfeTt2kEc5xXD+KHSbxPqUsTq8cl5KyOpyGBc4IPcVQApaqFJR5ddlYJVHLm83f8/wDM9evLbQvih4B8OeX4v0TQNd8OWK6bdWutXJt4ZoVJ8uSOTBBOOqgZ55xgbsn4s6loelfDrQvh3o2rW+tTaZcy3upaha5NuZ348uJj99QM/N0PB7kDzeil7HXfS97ee/56j9pptra1/Lb8tP8Ag6ne/tFahYal44s59Ovra8iXRbKNpLeVZFDrEAykqSMg8EdqT4B6hYafqPiZr+9t7VbjwvfQQmeVYxJIyjai5PLHsBya4OlxT9kvZuF97/iSqlpxl2t+Fv8AI9f+C/i/w7b+BT/wk0sX27wVPJqWgRuRm5eRSvkjuQJjHJxzwT0BrI8N63bT/Avx5HqOp2/9qapqNlOsMkyrLcHzSzsqZy2M5OBxXnFFKVCLcn3t+DT/ABtqONRpJdr/AIpr8Lux69eW2h/FDwF4cEfi/RNB1zw7Yrpt1a61cm3hmhUny5I5MEE46qBnnnGBug8XeI9D8JaF4R8JaNqVvr0vh3VP7V1K9tcm3ebcD5UTH76gAjd0PB7kDyilAoVH3t9L3t57/dfUPaXja2trX8rW/LT/AIOp7J8QvC/gzXPG1x49tfiPoi6HqM4vJ7R5m/tONmb5olt8En5uhYgAHJ4GTpJ490TQP2rte1satGNL1S3+xjU7QrcLBuhi2yjGQ4V0GRz3+leFUVMcKklFu6Sa+Tt/kVKs227atp/NX/zPoDx14q+IGn+HdSk1D43+EdTs5IZIorXTY7e4uLrcCAhjSH5Aw6tuwvqa86+JGoWF18I/ANnbXtvNcWdvfC5hjlVngLTgqHUHK5HIz1rhKAKdPDRhbyd9kujXT1CVZyv/AJ+af6HefEi/sLr4SeAbO2vbea4s7e+FzDHKrPAWnBUOoOVyORnrS/Fq/sLzwP4EgtL23uJbPRnjuY4pVZoX81jtcA5U47GuEorT2S012bf33/zI53r6Jfdb/I9B/Z21HT9N8Qa9JqN9bWaTeG72GJriZYw8jKu1AWIyx7AcmobrULA/s22mmC9tzfL4neZrUSr5oj+zgbymc7c8ZxjNcJRRKkpScr9vwdwjU5Ul6/irHd+NdQsJ/gX4JsIL23ku7S41A3FukqtJCGkQqXUHK5AOM9a6u013wpF4w+Flzq97Z3FjpukIl8FdZRbS7pNvmKM4KsUJB7V4zinYpexT69W/vv8A5h7R2t5W/FP9D6P03WLmw1zxNc+LfjDpOtjUdGu0sLKx1TdbZ24BZeIo3wFCouWYsx7EnhvDUWg+OvgvpvhWbxRpega14du55YBqs/kW11DKwJPmYxuBPA5PHTByPKa67wL4n8J6Zor6f4n8AWviDbMZYLhdQls5k3ABlZowd6/KCAfu5b1rH6tyRund6bWW1/l11NXX5pK/d/iv+AdX8QNM0zRv2cNP07TtYh1Vo/FEn2i6twfIeUW/zCEkAug+UbscnJHGK2LPxHpa/GbwK0WqWclqNC02C5lS4UpDKhJKuQcKw6EHpmvOviV44fxRbWGlWGj2uiaHpKstjp1sxYIWxueRzzI5xyxA/MknlY3ZJFdGKspyCOxqoUZSV573v+FiZVEtI7Wt+Nz1LS2s9I/asg1K7vbeHT5NckuhdSyqsQRnY7i5OAMnrn0rS+HOp+Hte8O+JvA2oa9Z6TdXWtPqWl3d1Jttp2wVKPJ0AIAwffjJ4PJahGnivwol1Ao+22/VR/e/iX8eCPwrN+H+v+H9FW7tvEvg228Q29wyOga7ktZoHXI+WVMnaQxyuOSFPap9lzU7dUrfc0/0H7RqbfRu/wCD/wAz1w6Np+hfBfxXZwa5Z6rdG4svtElixe2T94SqpIQN7YyTjgcDsa8uxW54g+JFlrWhw+GdF8P2/h3SI5fO+zpcNPJcS8/NJM2C2M8Ajj1OBjFqaUZx5nLq/wBEunoOpKLso9P82wooorYzCiiqWq6jHaKUXDzHov8Ad+tCVxXK/iW62xi1Q8ty/sOwrEp0jtJIzudzMckmm1vFWRm3cKKUCr2gabNqmpR2sQIBOZG/uL3NNuyEdJ8P4E07Q7vWrgYDKQmf7q+n1PH4VyNzK89xJPIcvIxZj7k5rqviFfxW9tDoVmAscQUygdsfdX+v5VyVZ09byfUqXYv+H/8AXXH/AF6yfyricV2/h8fvrn/r0k/lXE1vT3ZnPZBRRRWpmFGKXFLQBytFFFYnQFFFKBQAAV28w/4pnRv+vZv/AEKuJrt5v+RZ0b/r2b/0Ks6nQqPUqUUUVJQUUUUAFFFOxQAgFLRRQAUUUoFAhKUClooAKKKKBBRRinUAIBS0UUAFFFFABRRRVAFKBQBS0DCiiigQUUUuKAExTsUUUAFFFKBTASnYoopEhRRQBQAUuKWigAooooAKKMU7FACYpaKKACiiigAoopQKAACloooAKKKKACjFLiloAMUUUUAFFKBS07AGKKKKYBRQBTqAExS0UUAFFFGKAClxS4ooAKKKKACiiigkKUCgCloGafhXV5NH1ITAFoX4mQfxD1HuK3fF+hxX9v8A23o+JFkG+VE/i/2gPX1FcfWt4W1650e4wMyW7n54if1HoazlF35o7lRktnsZNXLPU7u3Xar71/uvzXValoumeIrc6ho8yRTnl0IwCf8AaH8J9/8A9dcnqWnXmnzeVeQPG3YkcN9D0NOMoy06icXE0I9dB+/bH3IenNrifw27H6tisWinyIOZl661a7mUqrCNT/c6/nVGilAqrWJEp2KK2NB8OahqbB9hgg7yyDqPYd/5UnJJXY0mzN0+0uL67W2tozJI54A7e59BXZzPaeEND8qMrLf3Azn1Pqf9kfrTbq+0nwtaNaWCLPeMPnJOTn/aP9B/9euOvbme8unuLmRpJHOSxrLWp6FfD6kc0kk0zSyMWdySzHqSaQClorYgv+H/APXXH/XrJ/KuIrt/D/8Arrj/AK9ZP5VxIFXT3ZM9kJinYoorUzCilApaAOTpQKAKWsToCiiigArt5v8AkWdG/wCvZv8A0KuIruJv+RY0b/r3b/0Ks6nQqPUp0UUVJQUoFLiigAooooAKKUCloEIBS0UUAFFFGKBBSgUtFMAooopAFFFFOwBRRSgUwACloooGFFFFAgoxSgUtABRRRQAUUoFLTFcMUUUUhBRQBTqBiYpaKKBBRRRigApcUuKKACiiigAooooAKUCgCloAKKKKACiilxQAmKdiiimIKKKUCkMSnYooqgCiigCgApcUtFABRRRQAUUYp2KBCYpaKKBhRRRQK4UUUoFAgApaKKBhRRRQIKMUuKWgCaxuriyuBPazNFIv8Sn+frXT6f4wjmh+z6zZLMh4LooOfqp4rkqKmUVLcpSaOzOm+EtU+a0uxbyN/CJNvP8Aut/SopfAzn5rfUkZT/eix+oNckBT4pZIuY5GT/dbFTySW0h8ye6OoXwNeZOb2D2+U1Ongyztxvv9V2r3wAn6kmuUa8uyMG6mIHQGQ1ExLNkkk+po5Z/zCvHsdmLnwjo/MEYu5h0IHmH8z8o/CsvXPFuoXoaK2/0WFuMIcufq3b8K5/FOoVNXu9Q5mHuaKKK0JCiijFMC/wCH/wDXXH/XrJ/KuKrt/D4/fXH/AF6yfyriQKqnuyZ7ISnYoorUzCiiimBytFFFYHQFGKUCloAK7a4/5FnRv+vdv/Qq4mu3m/5FnRv+vZv/AEKs6nQqPUpgUtFFSUFFFKBQISlApaKACiiigQUUYp1ACAUtFFABRRRQAUUUVQBSgUAUtAwooooEFFFKBQAmKdRRQAUUUoFMBKdiiikSFFFAFABS4paKACiiigAooxTsUAJiloooAKKKKACiilAoAAKWiigAooooAKMUuKWgAxRRRQAUUoFLTsAYooopgFFAFOoATFLRRQAUUUYoAKXFLiigAooooAKKKKCQpQKAKWgYUUUUCCiilxQAmKdiiigAoopQKAEp2KKKACiigCgApcUtFABRRRQAUUYp2KewCYpaKKCS/wCH/wDXXH/XrJ/KuKrtfD/+uuP+vWT+VcVV092KWyCiilArXYgAKWiijcDk1FOoorA6AoopQKYCV3E3/IsaN/17t/6FXE120/8AyLOjf9e7f+hVnU6FR6lOilApagYgFLRRQAUUUYoEFKBS0UwCiiikAUUUU7AFFFKBTAAKWiigYUUUUCCjFKBS0AFFFFABRSgUtMVwxRRRSEFFAFOoGJiloooEFFFGKAClxS4ooAKKKKACiiigApQKAKWgAooooAKKKXFACYp2KKKYgoopQKQxKdiiiqAKKKAKAClxS0UAFFFFABRRinYoEJiloooGFFFFArhRRSgUCACloooGFFFFAgoxS4paADFFFFABRSgUtABiiiigAooAp1ACYpaKKACiijFMApcUuKKBXCiiimIKKKKAL/h//XXH/XrJ/KuLArtfD3+vuP8Ar0k/lXF1VPdilsgooorUgKKKKYHK0UoFLWB0BiiiigQV283/ACLOj/8AXu3/AKFXEAV3E3/Is6N/17t/6FWdToXHqU6KnsbSa7ZlhC5UZOTirP8AYt9/dT/vqouh6sz69l+HPg7SrLQLe7vbOG6vLmJZHaZAwTIyFAPAwD169a8r/sW+/up/31Xq3gHxLAmg29jqzC3uLWMRh+qyKBgHI6HGM5rjxfO4LkODMI1nTXIvWxn/ABa8I6YNBl1fT7WO1ntcNIsKBVkXOD8o4BGc5+teVV6x8T9fS/0R9J0kiY3BHnTHhVUHOBnqTge2K83/ALFvv7qf99VWFc1T98vAxqql+8M+vSvgvodtrPwv8ff8SmG+1GG2sl08m3Ek0cjzlcRHGQzcDjrXC/2Lff3U/wC+q9d/Zwudb8K+AfHms6Y8cd9a21lJAT8ykiY5DD0IJB9jWleX7qXy/NHoUk/aR06nN+NodE+HnheXwdDaadqniq8AOs381vHOmljH/HtblsgSDJ3yDoeAcjKw+Ffg54i1jQrDVLvWfDuhDVudMttZ1H7PPfrwA0SbSSCWAGcE5B6EE6fxT8FWuu6T/wALG8HWyQ6fdSAaxpgfLaXct97HrExOVPbOOOg9S+LVho2r6tp2sw/Ba88YWl1psH2TUbLW7pFVFXHlGKJSI9pyMcZ5PXNYe2cYr+ZvXbTTZXdvTXbXW9zX2actPhS089ev69ttkeA3nw+8Q2eh+INQvFt7eXwzdR2+p2LyE3EXmHargAFWTPG4N79Oao6b4V1C78Caj4u861g0/T7mK1xM5ElxK+TsiABBKqNxyRx617J/bF/rn7QGq2Gv6Iug2/ijTBo1/aS3gnMDmICGTdtX5g4j6jIya5T4uaRqHh/wT4c+HyhEnskfUdWTOP8ASpvuqfdIgo/4FVxrzdk93b/g/l/5MhOlG7tsr/8AA/F2+TZyPwm13SdA8aW1zr2j2WqaTP8AuL+C6t1lxE3BdMglXX7wK4PGM816DY/DzSvAnirWPFfiaOLUvC+jIk+jCQK0etyTKWt4xnIZcZL8HG3piuD8A+AtZ8VeKrXRbQxx+c2Zp2Py28Q5eRvYDJ9+B3r13WDpPxG0O++GWi26QpoEav4QnZzvvDEhEySHOCZAGZeBjvjFGIlZ+69ba+nf1Wtvn2FRjfSS0/XovR9flsfP+pXT3uoT3kkUETXEjSMkESxRqSc4VFACj0AGBXov7Ldtp0/jLWZ9S0jT9USx8PXd1Fb6hbLPD5ibSpKt/Tnk1zWh2z6SZ4dQ8K6TqkhbH+nzXSNCRkEAQzR/juB6dq9E/Zoa8tPiJ4g1nT7Gz0p4/Dl29vDas8kcLqEII81nY8jPzE/lxWlaaVGaXZ/kTTi3Vjf+ZfmGh6ho/wASfhz4tn1jwF4c0I6Dp32yz1bRLE2gSfOFhk+Yh9/QAnjB4zgjgvh/4AvPFOmzaifEHh3Q7OKXyVuNb1JbZZpAAxRBgkkBlJ4xyOa9Jl1PxP8AGL4bXuga7fNN4k0UnUNPMb+VHqMQz5kbxJiMyKDlWCg44/vExeAfBw0b4TaZ4p0j4fQeMtfv7yeNzdJJc22nqh2hWt04fcuSC33SQc9BWMZ+z5uj003+ett/06vfTl51Hrv5fLr6/Pp04f8A4VV4kX4ir4Me50xb64tDd2M/2hmt7+PYXUwuFO7cFbGQOnasPwH4V1HxZr0ml2EltbtBbS3NxcXblIreKNSzM5AJA6DoeSK9i/aFl1rRfG3gLXoLDTbHUdL0mCSS1sQEt4nSViYkAJwg5XAJ70z4iaHH4R8P+Lta0hkC+OriOPSSCOLJ1E8+Pbc6x/hRHES5L31d0vVOy/z+TB0Y81vR/K13936o8FA+bHXmvc/2rPCegxafBrXhnTbKxbR3hsNXt7O3WIZlhWaGYqoA53MpbuQBXjy6LfZHyp/31Xvvihlk/aE17wxqj40fxZpdpp8x3f6qb7PEYJceqyAf99GtMRJ80XF7Xfrt+l7eZnRt73Nt/wAFa/Lc4v8AZT8M6Rf+Jm8QeJLG1vNOguYdOtLa6QPHc3c7BQChBDbI/Mcg+imuYvPCc3iD4ua/o2ly6Zptva3907z3k621rZwrMVBY9lBKqAAeo4r02wsJvDnxK+Hvw9tmj26HqEN3q7RuCs19KQW+uxNqA/Ws/wAI+CLDWPHnxC1nVPD8niKbSruaWx0aG5eI3TPcOCxKfMdoGcDrnGDWbre+6l9LO3ya/N3foUqb5eS2t43+d9PkrfO55/8AEL4dat4T0e11g6routaZdSmBb/Rr37TCkoGfLZsDDY56VoeG/hFr2o+HLXXNV1rw54as9QG6wOvakLZrtO7RrtJxyOuOCCMgg16R8SrXXL39mmU6x4P0PwzdNr8Tx2Wm2P2TKCNl8ySMkkMTuAJxkAdqw/2kPCnijxR4q03xL4Z0i+1rQr7SoEsJNOt2nWAIoDRsEB2ENnqAMkjqDghXm/db62v8r/f/AJdxypRVml0vb52/4JT+HXhfWJ/hT8RPC0EMcmoQajYQyDzVEaGOaTexc4AQBWJY8ADNcr8QvhnrPhTw7beIP7V0TWtJuZzB9u0a9+0RRyAZ2MdowTg9MjjnHGd7whBqOifAv4l6dcB7a6t7ywtrmNXBIImdXQkcHoRxVXw07n9lzxMhZtq6/ZkLngEo2Tj8B+VPmnGUpJ3V4/O6gv1uiVGLUYtdJfKzk/0sVfGmieMdZ8XeEvD2uarY3V1qGlWUWlOo2R29vISIkcrGDkZOThj7mrtr8DvFtw13aR6n4eGq2pkKaO2pAX1wif8ALRIiOFYcqXK5HOBkV0niD/kvHwt/7BGjf+hGsnwPc3Ev7Ysc8k8jSt4lnUuWOSN7rjPpjj6U+ab0i7fF07P+rk2ilzS1so/iv6scV8OvA+t+MtQuYdO+y2tvYRGW/v76bybazTn5pHPTODwATwT0BIsfETwBrHhCzs9QnvdL1XTNQLLb6lpN2Li2d1+8m7AIYe4x1wTg49Y+Fzabf/DPxxpDeE38VXcHiE3dxpMF/JazTQZwrqYwWfayt8ozyfXGeb+KmqPZ/CE+H7b4R6j4N0641ZLhZr3UJpC84jIO1JkDcp3BxxU/WJymrLTTt1S879dLLp92nsYJO77/AIX8vL7n83zX7NthY6n8btBsdSsre8tZppBJBcRLJG4ETkblYEHkD8q7nwLregfEbxxceA9a+HvhfT4bpbhbfUNFsPsk9o8auyyMwY7l+XkcDJGc9K479lf/AJL54d/67Sf+iXq34t+LuueXqmk6JoPhnw79rkeC6u9F0wW9xcRZYFGcseDnJIwcjqOarERlOpyxWvL3tZ3epFFqMW2+q/XT5mP4Q+GWt+IvDQ8QWuo6Pa6aL57Oe6vrswx221Q3mSMV2hCWVRgkksBil8J/DHXNfuNUkt9S0W10nSJ2t7jW7y+EVgXBwAkuMtuyCMDoRnGRnVuJ5o/2TLeGORljm8XOJFB4cC2BGfXnmtQaRqni/wDZj0Sz8KWc2oTaBqtwdWsrWMvMWkOYpQg5YbTt4B79lNVKpNczvoml6Xtr+nzQoxhLl03u/uvp+Bx3xE+Het+ELCz1Oe603VdJvyVt9U0m6+0WruCQU34GGGD1GDg4Jwcafhv4Sa9qHh211vVNa8O+G7PUBusDrupC2a7Tu0a4JxyOuOCCMgg1uXmmah4S/ZhvtN8UWs2n3et65FNplhdR7J9sagSS7D8yDjbkgduzDN79ozwt4m8U+KNN8TeGNJvtb0K/0q3XT5NOt2nWBUUBo2CA7CGyeQOpHUHE+2lflv1tf5X+/p8mP2cdHbpe3zt/wTzu68Eavb6Fr+qzS2ix+HL5LK8j8wl2kZmUFMLgjKnkkVVtfDF/P4BuvFyTWwsbS+SyeMs3ml2UsCBjG3A9c+1d/wDD3w7rF78H/iB4TtbJ5tcsr60ll0+L55SIndX2Bc7yD6Z/UU++8Oax4d/ZXv11uylsbi88RQSra3CFJkQRsoZ0PzLkhsZAyBnoRTdZq6vreKXmny3/ADYRp81tOkr+Vua35I57UvhTrmm+H11nUtZ0CytZtMS/tTc3xja7DJv8mJWXLygbcgcfMvPNTeFvhB4h1fQ7HU7rWPD2hjVedNt9Y1D7PPfLwA0SbSSCSAM4JyD0IJs/tITyvf8AhGCSRmih8JWBRCeFJVs4HvgflXqHxYTRNV1LTNat/gvqPjGyvdMgNnqWn6tdBFjC48oxRKRHtORg4zyeuaUqtRJa7trppa/dpXf6MIwg3bsk/vt/meKeHPht4p1jxNrHh2G0jg1XRLd5ri0mf5nKsq7EKggsSwwchSOc4rWuvg14p+x2d3pWoaDrcFxP5E8ul6ksyWDhN5E7YCoAoJJBIGOvIz3Mev6jq3xA+JGp3eiyaBfx+DZY5bRroTPEVWIAlwo5K468iuN+Et1cQfBH4krDKyBrWxBAPUGcqfzBI/Gl7as430Wkfxdu+w1Sp81u7a9NF+r8jF+IXw51bwnodprTarous6XeTNAl7o979ohWUDOxjtHOATxnpWh4X+EPiHV9DsdTutX8P6GNV50231jUPs898vGGiTaSQSQBnGcg9CCZ9FJ/4Zb1lSTtHia3OP8Atia9S+LCaJqupabrVv8ABjUfGNle6ZAbPUtP1a6CLGFx5RiiUiMqcjBxnk9c05Vakfdb62vp2T6tLr+ARpwlaXle3/b1vU8U8PfDfxTq3iTWPD8VokOqaHbvNc2krHe+1lXZHtBDMSwxzgjnNXPFPws13RvB0viWPVtA1aztHRL9dK1EXElizYAEoAwDuIHyk8+3Nehw+INS1T4hfEbVLnRpfD+oR+DpY5LU3XnPEyrEAS4Uc7ce4rivgs7j4d/ERAzbW0NCVzwSJlwcfifzo9tV5ebRWSf53/rUap0+ZLu7fl+Tfl/ls6t8KdKj+Cmm63D4m8Jx6kZppZ7ptXbbcxhAy28YI2mVeQVAByRya8m021nv9QgsbWMyT3MqxRIP4mYgAfmRXpl1pGq6x+zBokmk6ddXy2Gt3j3f2WJpTAvlqdzhclRgdTx+defeFdRGj+J9N1by/M+wXkVxs/vbHDY/St6F3OabvqY1NKcWlrZ/mz03xVqnhH4W6g3hbRPCei+JNXtVVdW1TXLc3ERlwS0cMWQECkgbs5PQ5xmuN1q5uPiH4wsLfw/4R0/T9SuoxA1npEflQTyAsd6oTiPCYzzj5SxIycdd8cPh/r+reLp/GXhLT7vxBofiKQ3ltcafE1wyM3Lxui5ZSrZHIx26ggSfs/aRqvhn4lnTNesptG1LX9CuoNIN6nlukzkqjFThlJMbgZwTkY6jOFOUVS9o9ZpPTzttb9DacXz8i0g7a+V9/wCvwMy++CviOO2vBp2veGNZ1CwjaS50nTNT869jCkB8x7RypOCM5zwMkgHnvA/gLXvFmj6lqOkfZWXS5Iknjml8tsSFvmyRtCqFYsWYYArtPgT4F8Z+H/jDY6prOiX+j2OiPLPf393EYreOJFYPiU/K4OcfKTkHPQE1BoV+svwf+KF5prtFb3epWZjCjb+6e4c7cdhg9KbrTV7ST+H8ZJfj95Ps4vdNb/k396/yOb+IHw31jwroNrrrapous6XdTG3W+0e9+0RJKATsY4HOAemRxWlafB7Xm0uG4vtf8M6ZfXNv9og0i91MR30ikEpiIKeWA4GfY4Oak8Ns/wDwzH4kj3NtXXbMhc8AlGyf0H5V21h4c1T4gXh0r4i+BdS0nVLeyZY/FlsjxwbYosp54IMUgODl1IJ+UDA5pVK1SCkm9nv5WT28rhCnCTi7b/nzNfjb7zzCSPxOnwRimOo2/wDwjcuuFFsgg837UIc+YTszt2HH3uvbvWjoPwl17UPDdprF7rHh7RV1JS+nW2rakLee9XAw0a4IIJIAyR1B6EEz3w2/su2YyGx4uk5HQ/6MK6P9oTwf4p8UeNNM13w3o13q2j6nplqunS2MJlSFQgBRyvEeGJPOBz7HFyqNScU7Xe/yT+/9EKMfdTetk9P+3rfd+pjftGaZqCeMPC+jGzmOoDw1YW32ZVy/m/MuwAdTu4qvqPwW8UWthcldU8PXWqWVv9outDttTWTUIEABbdHjGVBBOGOe2cjPd6tPa6H+0r8P21u4hdLfQrOGWcybo/MKSorbu43lTn8auws/hn4lTalp/wCz7q/9qWtzK41Ma7dPC5YNuk8x0MZDKxPJ7+tYe2nGCUf7z6d/NrTv6mns4ylqtuVW+Xkt/keReDfhtrfiPwuniG2v9Js9O+2taz3F9dGFLYhQ3mSMVwEJZVGCSSwGKd4Z+HN5rEl8zeJ/C2nWdldvaLfahqoigu5F6+ScEuMFTnAGGFbWrXjv+zCpg3Qw3XjCVmiDcY+z7gp6Zxx27Vq+A/D0Ol/CPS/FujfD9fGWt6heTxv58Mt1b6eqHaFe3Th9y5ILdCQc9BW8qs1zNvqkvml/X+exkqcHypa7v7m/8v63OXtPhvf2fxQs/Cut6lo1okypcR3k97ttLuAnIMUoGTvGQvAJPpXQfEDwHL4W+NVjB4O13QYprrWFj0y1hvTPNpzhl2faFZWK8nvu6GtP9owSw+NPAT31np+nzpplt9ogslC29uwmO5EwSAqnI6kCmeL9G1aw/a7tL+90y7t7S+8Rwta3EkLLFONyH5Hxhuozg8VFOpOcqbcv5vnZpf1/wSqkYxjNJfyv703/AF+JwaeGPFnjH4qalo0SJqGtNeTtfTphIgyuRJKxwAqZ9h1AAyQK0fEXwn1vT/Dt3rWma54c8RW+n4a+XQ9R+0yWqHPzuu0YXg9MngnGASOv8DRSar4h+K3hbTGQa5rBnFgrMFM6pcOZYlJIGWUjv2J6A1T+A3hvxB4S1LXfEninSL7R9HtNFuIrl7+3aEXBkGEiVXA3ksBwM8gA9RmfbyUNGlaKdu/9bLzK9lF1Nbu8rem2v43OP8I/DjXfEXhePxBaXWm2+ntfNaTz3lz5KWuFDGWViNqp8wGckkkAA1H4++H2ueFLnTUmmsNTt9YH/EvvNLuPPhuSCAVVsAkgsvbvxmty4nmj/ZVt4Y5GWObxW4kUHhwLcEZ9eeats2pv8CPBS6WzG/XxLcLZDcOJPkKAbuB8x78c81s6k1N66Jpfel/mYqMeRd2m/uv/AJGZr3wm1jR9Gu7q98ReF/t1jbme50ePVA99EAAWUxhcZAOThsYHU1wNe3eIPDj+NfD/AIh13xZ4H1Dwn4g02ykvpNVEcsVlqMikDY0cgIViAMFG+YksfQ+JAVWHqSndSev9beX49x1oKKVlp/W4lOxRRXQYBRRQBQAUuKWigAooooAKKMU7FPYBMUtFFBIUUUUwCiiigAoooplGh4d/19z/ANekn8q4uu08O/6+5/69JP5VxdVT3ZM9kFFFLitTMTFOxRRQBytFFAFYm4UuKWigArtp/wDkWdH/AOvdv/Qq4mu2mH/FM6P/ANe7f+hVnU6Dj1LfhH/j4m/3B/Ot4CsLwj/x8Tf7g/nW9XPLc2jsFFFFSUFKBS4ooAKsWt/fWtpcWtte3EMF2oW4ijlZUmAOQHAOGAPrVeigC3peq6ppsc6adqV3ZrdJ5c6287RiVf7rbSNw5PB9as6L4k8R6Ram10nX9UsIGYuYrW8kiQscAnCkDPA59qzMUtJxT6BdnW/DJPCMd8dd8Va5PHJp86zx6bFZvI9+R82PNztT5gAd3X1HWsTxfrV14i8T32t3uPOvpjIwHRR2UewGB+FZtFLkXNzf0iuZ8ti1pupajp8c6WF/dWq3UZiuFgmZBMh6q2D8w9jxUVlc3Nndx3VpcS288LB45YnKOjDoQw5BqKlxTJv0JLy5ub28kuru4luJ5mLSSyuXd2PUljyTUum319p8kj2F5cWrSxtFI0ErIXQ9VJB5B7jpVeilbSwdbk+m3t5p97HeWF3Pa3ERzHNBIY3Q4xww5HBNW9P8Q6/YLcLY65qVqt2xa4EF3IgmJ6l8H5jyevrWbRQ0n0Dma2Nvw+bXXNVtrPxR4nuNPsbeAxw3MsMl2IFH3Y1QHIGfTgVf+K3iKx1nULHTdE80aLodqLSwMow0oH3pWHYsecegHTpXK0VPs05J9v6uCk0mu/5dvwCrF9f319ffbb29uLm5O3M00rPJ8oAHzE54AAH0quBTq0JLC6hqC6t/agvrkX3m+d9qEzeb5mc79+c7s85zmpLHV9VstUbUrPU7y3vXLFrmG4ZJWLfeJcHJz355qnRSsguy9fa1rF7DNDeatfXEdxMJpkmuXdZZAMB2BPLY4yecVy2k+KfE2hCe20TxFq2mwySl3is76SFWbpkhWAJwBz7Vt1x9wP8ASJP98/zq4RjZq2hM5PR3JodR1CLT7iwiv7qO1vGVrmBZmEc5U5UuucMQSSM9KIb+/j0uXTY765SynkWSW1WZhFI69GZM4JHYkVXxRWtkRdl6TWdYkv7W+fVb5rqxREtJ2uXMluqfcVGzlQvYDp2qO31PUoNYGrQahdR6gJTMLtJmWbzCcl94OdxJPOc1VooshFzTdW1XTtWGqafqV5aXwLEXUE7Ry5bO47wc85Oeec0/xBrmta7cJca3rF/qU0a7Ekvbl5mVc5wCxJAyelUKKOVXTsPmepY0q/vtM1CO+029uLO6hJMc9vK0ciEjBwykEcE/nULs8kjSSMzMxyzMckn1JpAKWmIsHUL86Sulm9uDYrMZ1tTK3lCTGN4TON2OM4zipdC1jVtEvTeaNql7p1wUKGazuGhcqeo3KQccDj2qlRRZAW9a1XVNZvje6vqV3qF0yhTPdztLIQOg3MScCreg+KPE2h2r22ieItW02GR97x2d9JCrNjGSFYAnAHNZNKBS5Va1tB8zvfqW9F1XVdI1D7fpOpXlhdAEC4tZ2ikweo3KQeam1LX9d1CK4iv9a1G6S6mWa4We7eQTSKu0O4J+ZgvAJ5A4rPop8sb3sK77ljUtQv8AUGie/vbi6aCFYIjPK0hjjX7qLk8KOwHAq/oXivxRolm1po3iTV9Ot2cu0NnfSwoWIALFVYDPA59qyKUClypq1gu0WbPUtStTcm1v7qD7bE0V0YpmXz0Y5ZXwfmU9weDRaX9/a2NzZ217cQ294FFzDHKypOFOVDqDhsHkZ6Gq9FPlQ7ssJqF+mlvpiXtwtlJKJXtRKwiZwMBimcFgOM4zV/QvFXijRLNrTRvEmr6dbs5dobO+lhQsQAWKqwGcAc+1ZFAFNxT3QXZas9S1G1NybW/uoDeRNFc+VMy+ejHLK+D8ynuDwaLG/v7O3uILS9uLeK8j8u5jilZVmTOdrgHDDPODVeiiy7BdmjpOv67pVjcWel61qNlbXYxcQ2108aTDGPnVSA3BI5rOooosr3FfSxp+H/EfiHQklTQ9e1PTFmIMosrySESEdC20jOMnr61U1S/vtT1CS+1K8uLy6mIMk9xK0kjkDAyzEk8AD8Kr4p2KOVXvbULu1uhrav4q8U6tp/2DVfEur31oCCLe5v5ZY8jodrMRxVG3v76DT7iwhvbiO0uipuLdJWWOYqcqXUHDYPTPSq9FLlS6DuyxHqF/Hpkumx3twlnNIsktssrCKRx0ZkzgkZ4JrQvPFniq80f+ybvxLrE+n7FT7JLfytDtXG1dhbbgYGBjjArHopuKe6FzNbFhtQvzpS6Yb24Nis3nLamVvKEmMbwmcbscZxnFW7DxH4hsdHl0my13U7bT593m2kN5IkMm4YbcgO05HByOazKUChxT3Qk2WNQv7/UGie/vbi6aCFYYjPKzmONfuouTwo7AcCtG48WeKbjRv7In8S6xLp/lrH9jkv5Wh2DGF2FtuBgYGO1Y9FDin0HzNbFhr++Olrphvbg2KzectqZW8oSYxvCZxuxxnGcVa0XxDr+j2s1tpGualp8Nx/ro7S7kiWXjHzBSAePWs2ihxTVmhXaZZ1DUdQvo7eO+vrm5S0iENus0zOIYx0RAT8q+w4q7deJ/Et21m114h1WY6cwayMt7I32YjGDHlvkIwOmOgrKxS0cq7Bdk32y8/tL+0Ptc/wBs83zvtHmHzPMzu37uu7POeuava94k8Ra5DHFrev6pqUcLFo1vLySYIT1IDE4NZdFHKtNA5n3LDX98dLXTDe3BsVm85bUyt5QkxjeEzjdjjOM4p39o6idPhsDf3RtbeUywwec3lxOerKucBjgcjmqwFLTshGtrninxPrVmtprPiPVtRt1cOIru+kmQMAQGCsxGcE8+9ZNFFJRS2Q229wooAp1MQmKWiigAoooxTAKXFLiigVwooopiCiiigAooooHYKKKKdhhRRS4pgX/Dv+vuP+vWT+VcXiu18P8A+vuP+vWT+VcZTp7smeyDFFFFamYUUUUAcsBS0UVibBRRinUAIBXbz/8AIs6P/wBe7f8AoVcTXbT/APIs6P8A9e7f+hVnU6FR6lvwj/x8Tf7g/nW7XH2880DEwyMhbripv7Rvv+fl6xcW2aKVkdWBS1yf9pX3/Py9H9pX/wDz8vS9myuY6yiuV/tG+/5+Xo/tG+/5+Xo9mw5jqgKdXJ/2lff8/L0f2lff8/L0ezYcx1lFcn/aV9/z8vS/2jff8/L0ezYcx1dGK5X+0b7/AJ+Xo/tK+/5+Xo9mxcx1mKK5P+0r7/n5elGo33/Py9HsmHOjq6K5X+0b7/n5ej+0b7/n5ej2bFznVUVyv9o33/Py9A1C+/5+Xo9mw5kdVS4rlv7Rvf8An5f86P7Rvv8An5ej2bDmR1VFcr/aN9/z8vR/aN9/z8vR7NhzI6qiuV/tG+/5+Xpf7Qvf+fl/zo9mw5kdTXIXH/HxJ/vH+dTf2he/8/L/AJ1WYksSep61cY2JlK4UUUVRIUUUoFAABS0UUAFFFFABRilApaYBRRRSAKKUClp2AMUUUUwCigCnUAJiloooAKKKMUAFLilxRQAUUUUAFFFFBIUoFAFLQMKKKKBBRRS4oATFOxRRQAUUUoFACU7FFFABRRQBQAUuKWigAooooAKKMU7FPYBMUtFFBIUUUUwCiiigAoooplBRRRTAKMUuKWlcAxRRRSAv+H/9fcf9esn8q4yu08PD9/cf9esn8q4urp7smeyCiilArUzEpQKWigDlaUClFFYmwUUUUAFdtP8A8izo/wD17t/6FXF4rtLj/kWdH/692/8AQqzqdCo9SnRRTgKkoTFbPg+LRZbqZdZl2IUxFksBuz1yOnTv61j0Umrod7HaXHgq0uovO0jVFdT0DkOv/fS/4Vh6l4Y1qyyXs2lQfxw/OPyHP6Vl2089vJ5lvNJE4/iRip/MVuab4x1m1wssiXK+kq8/mMH86ztUWzuVeLMBlZWKsCpHUEdKTFduvijQdTUJq+mbG/vlRIB+I+YfhS/8Iz4e1Rd2kal5bHogffj/AICfmH50/aW+JWDlvsziaK6HUvBmsW2WhWO6Qd42w35H+maw7q2uLaTy7mCSF/7roVP61cZKWzJaaIqKUClqibhiiiikIKKAKdQMTFLRRQIKKKMUAFLilxRQAUUUUAFFFFABSgUAUtABRRRQAUUUoFACYp1FFMQUUUoFIYlOxRRVAFFFAFABS4paKACiiigAooxTsUCExS0UUDCiiigVwoopQKBABS0UUDCiiigQUYpQKWgAooooAKKUCloAMUUUUAFFAFOoATFLRRQAUUUYpgFLilxRQK4UUUUxBRRRQAUUUUDsFFFFOwwoopcUwExTsUUVIgoopQKBiU7FFFBJf8P/AOvuP+vWT+VcVXa+H/8AX3H/AF6yfyrjKunuxS2QgFLRRWpAUUUoFAHLUULTsVibCAUtFFABXazjPhnR/wDr3b/0KuKrtp+PDOj/APXu3/oVZ1OhcOpToooqRhRRSgUAJinUUUAFCkhsg4I6EUUoFMDV03xJrVlgR3ryIP4JvnH68j8K3rXxtBcR+Tq2mJIp6mMBh/3y3+NcbRUShF9A55I7b7D4O1j/AI9rgWkrfwh9hz6bW4/Kqeo+Br6PLWVzFcL2Vvkb+o/WuVq7puq6lYf8el5LGo/hDZX/AL5PFTyyWzK5k90JqGl6jYn/AEuzmiH94r8v5jiqmK6zTfHN5GNl7axXC92T5G/HqD+lW/tfg3WP+PiAWcrdyvl8/VePzo5pLdByp7M4miuxu/BMU8fnaTqSSIfuiTBH/fS/4Vh6l4c1myyZbKR0H8cXzj9On401Ui+pLi0ZVFLg5wRjFLVkiAUtFFABRRRQAUUUoFAABS0UUAFFFFABRilApaYBRRRSAKKUClp2AMUUUUwCigCnUAJi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alt="Radiology Equipment Procurement 2026: X-Ray, CT, and MRI Sourcing Strategies illustration 1" style="width:800px;max-width:100%;height:auto;display:block;margin:24px auto;" /></p> <ul> <li><a href="#understanding-radiology-equipment-procurement-in-2026">Comprensión de la adquisición de equipos de radiología en 2026</a></li> <li><a href="#digital-x-ray-systems-foundation-of-modern-imaging">Sistemas digitales de rayos X: base de las imágenes modernas</a> <ul> <li><a href="#key-x-ray-machine-procurement-considerations">Consideraciones clave para la adquisición de máquinas de rayos X</a></li> <li><a href="#digital-vs-analog-making-the-right-choice">Digital versus analógico: hacer lo correcto Choice</a></li> </ul> </li> <li><a href="#ct-scanner-sourcing-advanced-imaging-solutions">CT Adquisición de escáneres: soluciones de imágenes avanzadas</a> <ul> <li><a href="#multi-slice-ct-technology-evaluation">Tecnología CT multicorte Evaluación</a></li> <li><a href="#space-and-power-requirements">Requisitos de espacio y energía</a></li> </ul> </li> <li><a href="#mri-machine-procurement-high-field-imaging">MRI Adquisición de máquinas: campo alto Imágenes</a> <ul> <li><a href="#field-strength-selection">Selección de intensidad de campo</a></li> <li><a href="#installation-and-infrastructure-planning">Instalación e infraestructura Planificación</a></li> </ul> </li> <li><a href="#vendor-selection-and-quality-assurance">Selección de proveedores y control de calidad</a></li> <li><a href="#budget-planning-and-cost-management">Planificación presupuestaria y gestión de costos</a></li> <li><a href="#installation-and-training-considerations">Instalación y capacitación Consideraciones</a></li> <li><a href="#maintenance-and-service-support">Mantenimiento y soporte de servicio</a></li> <li><a href="#faqs">Preguntas frecuentes</a></li> <li><a href="#conclusion">Conclusión</a></li> </ul> <h2>Comprensión Adquisición de equipos de radiología en 2026</h2> <p>La adquisición de equipos de radiología se ha vuelto más compleja en 2026, y los equipos de adquisiciones equilibran las capacidades avanzadas de imágenes con las restricciones presupuestarias y de espacio. Los equipos de imágenes médicas representan ahora uno de los mayores gastos de capital para hospitales y clínicas en todo el mundo.</p> <p> </p> <p>Sistemas digitales de rayos X: base de las imágenes modernas</p> <h2> </h2>Consideraciones clave para la adquisición de máquinas de rayos X<p> </p> <h3> </h3> <p><strong> </strong></p> <p>El proceso de adquisición para los departamentos de radiología involucra a múltiples partes interesadas: radiólogos que especifican los requisitos clínicos, administradores que administran los presupuestos y gerentes de instalaciones que manejan la logística de instalación. Su estrategia de adquisición debe abordar cada una de estas perspectivas y, al mismo tiempo, garantizar que el equipo satisfaga tanto las necesidades actuales como los planes de expansión futuros. </p> La adquisición de equipos de radiología modernos requiere una evaluación cuidadosa de los estándares tecnológicos, la confiabilidad del proveedor, el soporte del servicio y el costo total de propiedad. El cambio hacia las imágenes digitales se ha acelerado, lo que hace que los sistemas analógicos heredados sean cada vez más obsoletos para la mayoría de las aplicaciones clínicas. <p><strong> La radiografía digital formará la columna vertebral de la mayoría de los departamentos de radiología en 2026. Al planificar la adquisición de máquinas de rayos X, su equipo debe evaluar la tecnología de detectores, las capacidades de procesamiento de imágenes y los requisitos de integración del flujo de trabajo. </strong></p> Selección de tecnología de detector <p> Los detectores de conversión directa ofrecen una calidad de imagen superior pero requieren una mayor inversión inicial. Los sistemas de conversión indirecta proporcionan soluciones rentables para aplicaciones de radiografía general. Su elección depende del volumen de pacientes, los requisitos de diagnóstico y la asignación de presupuesto. </p>Procesamiento y almacenamiento de imágenes<p><strong>Los modernos sistemas de rayos X digitales se integran con PACS (sistemas de comunicación y archivo de imágenes) y RIS (sistemas de información radiológica). Asegúrese de que el equipo seleccionado admita los estándares DICOM y proporcione una integración perfecta del flujo de trabajo con los sistemas de información hospitalarios existentes.</strong></p>Movilidad y flexibilidad<p> </p>Digital versus analógico: hacer lo correcto Choice<h3> </h3> <p> </p> <p> </p> <ul> <li> </li> <li> </li>CT Adquisición de escáneres: soluciones de imágenes avanzadas<li> </li> <li>Tecnología CT multicorte Evaluación</li> <li> </li> </ul> <h2> </h2>

<p><img 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alt="Radiology Equipment Procurement 2026: X-Ray, CT, and MRI Sourcing Strategies illustration 2" style="width:800px;max-width:100%;height:auto;display:block;margin:24px auto;" /></p> Las instalaciones fijas funcionan bien para departamentos de gran volumen, mientras que las unidades de rayos X móviles brindan flexibilidad para imágenes junto a la cama y situaciones de emergencia. Muchos equipos de adquisiciones optan por un enfoque combinado para maximizar la eficiencia departamental. <p> Los sistemas digitales eliminan los costos de procesamiento de películas y brindan disponibilidad inmediata de imágenes. La tecnología también permite protocolos de reducción de dosis, lo que mejora la seguridad del paciente y mantiene la calidad del diagnóstico. La mayoría de las decisiones de adquisición en 2026 favorecen las soluciones digitales, a menos que las restricciones presupuestarias requieran enfoques de implementación por fases. </p> Considere estos factores al evaluar las opciones de rayos X digitales: <h3> Requisitos de rendimiento del paciente </h3> Especificaciones de calidad de imagen <p> Integración con sistemas existentes </p> Capacitación del personal Requisitos<p><strong>Costos de mantenimiento continuo</strong></p>CT La adquisición del escáner requiere una evaluación técnica detallada y una planificación de infraestructura significativa. Estos sistemas de imágenes de alto valor exigen una cuidadosa selección de proveedores y acuerdos integrales de soporte de servicio. <p> Los escáneres CT modernos ofrecen configuraciones de 16 a 320 cortes. Un mayor número de cortes permite un escaneo más rápido y una resolución de imagen mejorada, pero requiere mayores inversiones iniciales. Su equipo de adquisiciones debe hacer coincidir las especificaciones de recuento de cortes con los requisitos clínicos y las proyecciones de volumen de pacientes.</p>Evaluación de aplicaciones clínicas<p><strong>Los hospitales generales normalmente requieren sistemas de 64 cortes para aplicaciones de imágenes de rutina. Los centros especializados en cardiología o traumatología pueden beneficiarse de configuraciones de 128 cortes o más. Los departamentos de emergencia a menudo priorizan la velocidad de escaneo sobre las capacidades de resolución máxima.</strong></p>Tecnologías de reducción de dosis<p> </p>Requisitos de espacio y energía<h3> </h3> <p> </p> <p><strong>MRI Adquisición de máquinas: campo alto Imágenes</strong></p> <p> </p>Selección de intensidad de campo<h2> </h2> <p> </p> <h3> </h3> <p><strong> </strong></p>Instalación e infraestructura Planificación<p> </p> <p><strong> </strong></p> <p>2026 incorporan algoritmos avanzados de reducción de dosis. Evalúe las capacidades de reconstrucción iterativa, el control automático de la exposición y las funciones de modulación de dosis específicas de órganos al comparar las propuestas de los proveedores. Las instalaciones </p>CT requieren salas dedicadas con dimensiones, fuentes de alimentación y protección contra la radiación específicas. Planifique estos requisitos de infraestructura al principio de su proceso de adquisición para evitar retrasos y sobrecostos. <p><strong>Sistemas eléctricos y de refrigeración</strong></p>Los escáneres CT de alta gama requieren conexiones de alimentación trifásicas y sistemas de refrigeración dedicados. Coordine con los equipos de administración de las instalaciones para garantizar la capacidad eléctrica adecuada y el soporte de HVAC antes de la entrega del equipo. <p>La adquisición de equipos de radiología representa la decisión más compleja de equipos de radiología, que implica una importante inversión de capital, una extensa preparación del sitio y costos operativos continuos. </p>1.5 Tesla Systems<h3> Proporciona una excelente calidad de imagen para la mayoría de las aplicaciones clínicas y requiere una preparación menos compleja del sitio. Estos sistemas ofrecen un buen valor para hospitales generales y centros de imágenes para pacientes ambulatorios. </h3>3.0 Tesla Systems <p> Ofrecen una resolución de imagen superior y capacidades de escaneo más rápidas, pero exigen un blindaje y una preparación del sitio más amplios. Considere los sistemas 3T para aplicaciones neurológicas, cardíacas o de investigación especializadas. </p> Diseño de orificio abierto versus cerrado <ul> Los sistemas de orificio cerrado brindan mejor calidad de imagen y tiempos de escaneo más rápidos. Las unidades de resonancia magnética abiertas se adaptan a pacientes claustrofóbicos y tamaños corporales más grandes, pero con cierto compromiso en la resolución de la imagen y la velocidad de escaneo. Las instalaciones de <li>MRI requieren una preparación especializada del sitio que incluye: Construcción de la sala de blindaje </li>RF<li> </li> <li> </li> <li> </li> <li>Selección de proveedores y control de calidad</li> </ul> <p> </p> <h2> </h2> <p> </p> <p><strong>Planificación presupuestaria y gestión de costos</strong></p> <p> </p> <p><strong> </strong></p> <p> </p>Sistemas de suministro y escape de criógeno<p><strong>Infraestructura eléctrica y de refrigeración dedicada</strong></p>Zonas de seguridad de campo magnético<p>Procedimientos de enfriamiento de emergencia</p>Planifique de 6 a 12 meses para la preparación del sitio antes de la entrega del equipo. Trabaje con contratistas experimentados en instalación de resonancia magnética para garantizar el cumplimiento de las normas de seguridad y las especificaciones del fabricante. <h2> La adquisición exitosa de equipos de radiología depende de una evaluación exhaustiva del proveedor y de procesos de verificación de calidad. Su equipo de adquisiciones debe evaluar las credenciales del fabricante, las certificaciones de productos y las capacidades de servicio. </h2>Asociaciones de fabricantes<p>Los fabricantes chinos establecidos como Mindray, Sonoscape y Neusoft ofrecen alternativas rentables a las marcas occidentales tradicionales. Estas empresas ofrecen tecnología moderna con precios competitivos y redes de servicios globales en crecimiento. </p>Certificaciones de calidad<p><strong>Verifique que el equipo cumpla con los estándares internacionales relevantes, incluidas las certificaciones FDA, CE y ISO. Solicite documentación de sistemas de gestión de calidad e inspecciones de instalaciones de fabricación. </strong></p>Instalaciones de referencia<ul>Revise instalaciones completadas en entornos de atención médica similares. Póngase en contacto con clientes de referencia para evaluar el rendimiento del equipo, la calidad del servicio y los niveles generales de satisfacción.<li>La adquisición de equipos de radiología requiere una planificación presupuestaria integral que se extiende más allá de los precios de compra iniciales. Considere el costo total de propiedad, incluidos los costos de instalación, capacitación, mantenimiento y eventuales reemplazos. </li>Presupuesto de equipos de capitalZXSEG0174QSistemas de rayos XX: entre $50 000 y $200 000 según la configuraciónEscáneres ZXSEG0176QXCT: entre $300 000 y $1 500 000 según el número de cortes y las características<li>Sistemas de suministro y escape de criógeno</li>Infraestructura eléctrica y de refrigeración dedicada<li>Zonas de seguridad de campo magnético</li>Procedimientos de enfriamiento de emergencia</ul>Planifique de 6 a 12 meses para la preparación del sitio antes de la entrega del equipo. Trabaje con contratistas experimentados en instalación de resonancia magnética para garantizar el cumplimiento de las normas de seguridad y las especificaciones del fabricante. <p><strong> La adquisición exitosa de equipos de radiología depende de una evaluación exhaustiva del proveedor y de procesos de verificación de calidad. Su equipo de adquisiciones debe evaluar las credenciales del fabricante, las certificaciones de productos y las capacidades de servicio. </strong></p>Asociaciones de fabricantes<p>Los fabricantes chinos establecidos como Mindray, Sonoscape y Neusoft ofrecen alternativas rentables a las marcas occidentales tradicionales. Estas empresas ofrecen tecnología moderna con precios competitivos y redes de servicios globales en crecimiento. </p>Certificaciones de calidad<p><strong>Verifique que el equipo cumpla con los estándares internacionales relevantes, incluidas las certificaciones FDA, CE y ISO. Solicite documentación de sistemas de gestión de calidad e inspecciones de instalaciones de fabricación. </strong></p>Instalaciones de referencia<p>Revise instalaciones completadas en entornos de atención médica similares. Póngase en contacto con clientes de referencia para evaluar el rendimiento del equipo, la calidad del servicio y los niveles generales de satisfacción.</p>La adquisición de equipos de radiología requiere una planificación presupuestaria integral que se extiende más allá de los precios de compra iniciales. Considere el costo total de propiedad, incluidos los costos de instalación, capacitación, mantenimiento y eventuales reemplazos. <h2>Presupuesto de equipos de capitalZXSEG0174QSistemas de rayos XX: entre $50 000 y $200 000 según la configuraciónEscáneres ZXSEG0176QXCT: entre $300 000 y $1 500 000 según el número de cortes y las características</h2>Sistemas de rayos X: entre 50 000 y 200 000 dólares, según la configuración<p>Escáneres CT: entre $300 000 y $1 500 000 según el número de cortes y las características</p> <p><strong> </strong></p> <p> </p> <p><strong> </strong></p>Instalación y capacitación Consideraciones<p> </p> <p><strong> </strong></p> <p> </p> <h2> </h2> <p>Mantenimiento y soporte de servicio</p> <p><strong> </strong></p> <p>Sistemas de resonancia magnética: entre $500 000 y $3 000 000 dependiendo de la potencia del campo y las opciones</p>Consideraciones de costos operativos<p><strong>Tenga en cuenta los gastos continuos, incluidos contratos de servicio, consumibles, servicios públicos y capacitación del personal. Los sistemas de resonancia magnética requieren especial atención a los costos de helio y los requisitos de mantenimiento de los imanes. </strong></p>Opciones de financiamiento<p>Explore acuerdos de financiamiento, arrendamiento y agrupación de servicios de equipos. Muchos proveedores ofrecen condiciones de pago flexibles que pueden ayudar a administrar el flujo de efectivo mientras adquieren el equipo necesario. </p> La instalación adecuada y la capacitación del personal garantizan un rendimiento óptimo del equipo y la seguridad del paciente. Planifique estas actividades cuidadosamente para minimizar el tiempo de inactividad del departamento y maximizar el retorno de la inversión. <p><strong>Gestión de proyectos de instalación</strong></p>Coordinar la entrega del equipo con la finalización de la preparación del sitio. Establezca cronogramas claros y puntos de control de hitos para realizar un seguimiento del progreso e identificar posibles retrasos con anticipación. <p>Programas de capacitación del personal</p>Los programas de capacitación integrales deben cubrir la operación del equipo, los procedimientos de seguridad y la resolución de problemas básicos. Planifique tanto la capacitación inicial como la educación continua para mantener los niveles de competencia. <p>Integración del flujo de trabajo</p>Trabaje con proveedores para personalizar la configuración y los protocolos del equipo para sus requisitos clínicos específicos. La integración adecuada del flujo de trabajo reduce los tiempos de escaneo y mejora el rendimiento del paciente. <h2> El soporte de servicio confiable garantiza una disponibilidad constante del equipo y un rendimiento óptimo durante todo el ciclo de vida del sistema. Evalúe cuidadosamente las capacidades de servicio del proveedor durante el proceso de adquisición.</h2>Opciones de contrato de servicio<p><strong> </strong></p> <p> </p> <p><strong> </strong></p> <p>Preguntas frecuentes</p> <p><strong> </strong></p> <p> </p> <p><strong>Los contratos de servicio completo brindan una cobertura integral que incluye piezas, mano de obra y mantenimiento preventivo. Los arreglos de tiempo y materiales ofrecen costos iniciales más bajos pero gastos continuos variables. </strong></p>Requisitos de tiempo de respuesta<p>Los equipos de imágenes críticos requieren una respuesta de servicio rápida para minimizar la interrupción de la atención al paciente. Establezca acuerdos claros de nivel de servicio con tiempos de respuesta garantizados y penalizaciones de rendimiento. </p>Capacidad de monitoreo remoto<p><strong>Los equipos modernos a menudo incluyen sistemas de monitoreo remoto que permiten un mantenimiento proactivo y un diagnóstico rápido de problemas. Estas capacidades pueden mejorar significativamente el tiempo de actividad del sistema y reducir los costos de servicio. </strong></p> Para obtener soporte integral para la adquisición de equipos de radiología, incluido el acceso a fabricantes chinos verificados y servicios de instalación llave en mano, obtenga más información en chinacaremedical.com. Su plataforma conecta equipos de adquisiciones con marcas establecidas como Mindray, Sonoscape y Neusoft, respaldadas por proyectos completados en más de 100 países. <p> ¿Cuál es el cronograma típico de adquisiciones para equipos de radiología en 2026? </p> La adquisición de equipos de radiología generalmente requiere de 3 a 6 meses para la selección de proveedores y la negociación del contrato, además de tiempo adicional para la preparación e instalación del sitio. Los sistemas de resonancia magnética pueden requerir entre 12 y 18 meses en total debido a los complejos requisitos de infraestructura. <p><strong> ¿Cómo evalúo a los fabricantes chinos para la adquisición de equipos de radiología? </strong></p> Nos centramos en certificaciones internacionales (FDA, marcado CE), instalaciones de referencia, cobertura de red de servicios y sistemas de gestión de calidad. Fabricantes establecidos como Mindray, Sonoscape y Neusoft ofrecen una trayectoria comprobada con instalaciones globales.<p> </p> <p><strong> </strong></p> <p> </p> <h2> </h2> <p> </p> <p>Conclusión</p>