Sesión 3

[b][color=#3c78d8][size=200][center]¡Conozcamos una forma práctica para referirse y hablar sobre una función![/center][/size][/color][/b][br][br]
[b][size=150]Actividad 3.1 ¡De regreso al poste![/size][/b]
A continuación, se presentan las gráficas de algunas situaciones que viste previamente. Cada gráfica representa la distancia del perro al poste como una función del tiempo, desde que el dueño del perro se fue a comprar algo a la tienda. La distancia se mi
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gxIvGINrCuWD6fXLB9611gJjSOsMxqRiouLVZ6shPXE/LDeWFf0hLIK1hENodozkQH26aloJaynM2fOqDaUrsYjOapfEARBEAyoRHC7Aleot23bhlOnTinFXRAEQUh/6CHEySgn7By7OSnkZJ5jO1f0uQWEHjOtwYkbjUaHDh3CJ598gp07d1rihZAM70/jIK9WebAkwzwwMT9Wlw1JzovV+aExIjkvVtdXuuVH11W6tOfktsPH6ZIfq/NxIcR4JAiCIPR5uBrGo525Ov3mm2+qKycQYjwSBEHoOdBwNGLECOVl9NFHH6kYSHv27FEr+aNGjVKeBcleWskcO3YMR44cwdmzZ5XRicYnbkGyepNGa/kV0g+pqwsjZdQ6PaFsxHgkCIIg9Gm40sMTetatW6fchXm0MwOrMvBma1sbBEEQhPSDcV2++MUvYv78+Th9+jRef/115UV62WWX4brrrlNxVlrzPjp69KhaRKDhidtYaDxau3atMiAJgiAIfcx4RCHAfc96FaK0tFS5zgmCIAh9F8YE2L59O06ePInJkyfjxhtvVIFWGXCVR8k2h6vQOiWT/LwVSdPSa2YlTUuvmZk0Lb1mVkqmpdfNSsm09LpZSdPSa2alZFp63awkpA6u3DP2zYwZM1Rw7C9/+cu47bbbVAwkxg9pyXDEOqGxiF5HlAOMx8L5wYkTJ/DnP/9ZxdQRBEEQjDHWGDB7vRTjqjJXDdavX69WHyg4GDSM7qs8taClyYEgCILQ++He8sOHD+OZZ55Rkwcajng8M59nYEke/auPZeZznFAwdgblCqEI5WO9EKFFKj9DWaM/awY6T9pbykzxzgkb76f36vNv/dutygevrAPtBm5mPojOhy4LK/LBe7Jd8J58zPIw+/5ElwXR5WFFPnRZ6PpgMjMfyTD4MQNb8wQtnb/OwLGHKfk7+mrA7GRY183bPlNLsPwY6+g//uM/lKcSZQI/S2PT0KFD8dRTT+Giiy4ydTzX0JClA2azXkeOHJl4xRq48M4tgCzLdAoIrQNmU35bBdsaDY2sLz6mF5yVAaqZBx0QmvG86HVHj2qroAzQ+WG75ulmPG3NKtjHaR9gfhiigAGzrQwAz/LRAbOZLzltzUI4yH388cfK9ZQDL7ck9O/fX51YwIYixiNBEIS+CScNlA+vvPKKUvgmTZqkJnNUKiZMmIC5c+cqhZRoRYPKIRUfLeipTPN5nupDhZrP8zsoW3hNNZwY8XdQeaYBjPKN6Mm6GXBSFQ6HlSJPtYJGNz2BNVPNYD6oBDIfhPFNdB2Yre7QyMj6YJtIDtRrdnmwXbCdsk7MPoaYbZOJdaL7DPsFy8PsfLAsOAFnO2UemPic2e2C92MeWBdcyOTkuyvjhBiPug77B3cl8Ij/NWvWqPGc/YX1wrL9xS9+oba90RDANmMmYjxqGzEetQ7zIMaj1hHjUefo9cYj/jxuUfvZz36GBQsWYN68earjUGmgYGDSCp0gCILQt+AkbuXKlSpINicFixcvVgrfqlWrlELxD//wD2rlmVCw0xhApUdP2LhazZPZeL322mvPKR6UK/QA4ncmT+pSAb+f+dIKB+M1pfqezeH9qPRopZkTCiuOvGU+OImgAs+yZ11S3puNVtqZ6GHSVQNBZ2EZcLLHtsyJFRfPzDTaEN02tOGG+WB5mK1+siy4JYmTBOaBfdWqmGZsnywXTpw4ueyKsUeMR12H49Ybb7yhZMHevXtVG2Hd0MjJ4Nk33HCDOvZ/3Lhxpo8nYjxqGzEetY6WQywfMR59FjEedY5ebzyiQOVqwre+9S3ce++95wYVNhCm5gKWAyIHaCrihMoGGxcrkw1LK11UOPhZXrXATmVR8h5sVPqxFfC+/I1MfGzG726N5PJgHVmVB10e+m/9nBXo+1pVHiT5vlaUB+9HeM/k8iBWlAnvzXGCHikXOiJYsAZOZnmy2jvvvKOUYMbG4Ek9v/nNb7Bs2TK14kwPpGTYltjW6FnCo5xpeOLJbN/5znfUdmgaC8xE5+X48eNKaeX2CrY1s/selXdOtHhfKs08MttsmA/KcOaDZUBlmX3PbFgGzAd1CrYHKuxmtwvC8qBhk4ntmx7XZo+Fum0wCDH7GycLLA8r8sGYNuwretLLOrEiHwyhQL2SBlaWR1cMEmI86hrU6zlevPTSS6ocaWBkW+WkjcZWPsc5AT2P5syZY/rkUoxHbSPGo9ZhHsR41DpiPOocvd54xEGFsY5+/OMfq5UDCmpWCDvQ1KlTMX78+PMaCgUIExs14Xs5UJLkVWQ+1u7wWmCnqij5/UzMBxUdNiQrDAS8J8uFHYz5YKLw0EYcs2BZ8LdzcCZ6YLaiPJK3JVD5Y7uwojx4TwpO1g0NFSwLs8uDUMlimTBPujzMzAfvS5gPDsAsFyo2uoysgPem5wrrhWWi8yikB2wrn3zyCVasWKHGNJ7Gw1h4jz/+OJYvX45///d/V548LUFlnivVzz77rDIe/ehHP1ITDCqwZsNxiMYjKkGzZ89W45PZUN7SSMG+RgXVKqWQcpv5YBlwC58VyhfLgDJKG490/7cClgWVUY6FbNtWQPlEHYbGI06omKyAsWwoo9g2qTuwbqxAjEfpAfUTtgfWB7ercXcCx3I+5njGbcuXXHIJ3n//fWV45YEKYjwS41FrsD2J8ah1KBfFeNQ6LB8xHlmM7sRU7h966CH8/d//PZYsWaKO7uSxzDT8cCsbVxI0FMBUbvhZCmJ6LfH4Zk7+aGwaMGBA4p1NxgO+RwvsVBflli1b1EouB0YqGmZPhikodINmY6bAoCAzuwmxvFlH3I5I6BVgtpGCsP454FCgUwGlgOAKt9n1wnxwEObEkcKTJ4yYXRYa3l+741NoUjE2My+8L+/H8uCEiUoh24d+3kx4P07oqWhxrGFsC234FdIH1hPriAGzOYHg8c40OPzlL3/B/v378cgjjygB3hJcoX766afx/PPPK4Xo/vvvx5133qkUNLNhWzt27Jjqf1YZj9j/KSOokNFYkg7GI9aFFcogy0AbjygnqbBzm7wVsCyYWB9WGY/YP9jPqGNRVlo1gaHxiPKBeWCyynikT/QS45G1cPxnX6WuwL7K8YKGIy4c0Chx8cUX46abblJ6HuU4dbzkRWMzYDsR41HriPGodZgHMR61jhiPOofj/xokHvdKKBAopBkQlafocFWBCiUHPzZgGmNGjx6deHfTRJyCQSce7f/WW2+pSuSxzRy0KeSZOIhT8TAr0ejFRsTOz/u39J5UJpYHJyg03FCAUmBQGW7pvalOFFrs7DQa6e2HLb0vlYnlwbJgYn2wLbFcWnpvKhPzwfKg4GReuOWmpfeZkTjwaU8sCgS215bel8rE8qDA5ADMKw2/Lb0v1Ukr7zofnCTwOTOVTuHCsD50fVGR4LYWGo3Yfq+++mplfGxtYkcB//LLL6vJBr+HSsf06dOVsmi28YZ55+SCChm3WljRzqh8UZHX7d0qYwnHII6HLAOOQbovmgnLgPoHE+WUnnRaAcuCifVh1USPbYNtkzKC+WB5WAEnvTS0MA9MlFVWQP2T+eDYw3ywjXQWlilTcp/vyvf1JVhmTOybuo8ePXpUyQCOIzS20tuI4xnriuVq9tjKdsJxhPnh/a2cbBPqNMwPZRzbbmvy0Syo93Js4RjDsd4Kz99kmBeWD2GbYhlZiR57WU6Uh1aNvYRyUeeH7Zo6k5Xlw/ywXzE/1KE4j7NCX9AwP6wn6lHMF42PHHfSjV69BM4Bno1SW8bZYagoMLEyKCRaEwKsQFYeV6LppcTJAY1QVsI86WQV+v5UVNjRrCK5LJisQittLAterYL3trIcNMyDLhOryiM5D1a2D50Ptg2toArpCWXBtGnT1CoztzLT4Lhw4ULlqdqaIsr6pbcfvX04MecCw9atW9Vz2mAoCIIgpDeUzTSEJBvcmo/ffA/nDiLHBUHo6/T6/RO0iHO7CFdiT5w4oTyJ6LbM1Scallrbd0+LKN28uQJBjx9+lqvMNCgJgkYUCUHoHdCAxJgWV111FW655RZlTGprlZkyYePGjUouEK4WMVbGwYMHlXyxyngqCIIgdBzR5wRBEC5MrzceURgwTtFdd9117jQFxjDiKgODoLYWy4ITARqOdu/erbZH0WhEN1ZODmRSIAiC0PugRyo9jbgt4EKu3ZQPNB7p7c9MlDeUGVxw4AKEIAiCIAiCIPQWer3xiHCPJ48uXrp0qToJh+mKK65QK8utBcai8Ygry0yE2xA++ugjbNq0SYxHgiAIfRxuaeZxztziNnPmTBUPj3KGRiVucaYMEQRBENrPhx9+mHgkCIIgpCN9wnhELyMGu6OXEYOZMvgdtydwhbmloKaMUcJJwd69e1X8CsIAX/Q8YjDVlj4jCIIg9A10YGoeonDNNdeoUztHjRqFW2+9VS1I0FNVB8wUBEEQPuXJJ59UJ1Qms23bNhWflHHn6MHZ/HVBEAQhPegzVhAKI25D4HYEHU29NSMQvYwYBJVHwfO4RX6GMZN0TAuuLIv3kSAIQt+EsfMoR+6++251Ihtj53GBYvHixfjCF76gToCkcYmLDoIgCEITDANx3333KR07mdtuu03p27NmzVI69x133CFeSIIgCGlIn3KhoQGJBiMmPm4NxrDglgSetkCjEU/fmT17tjqymRMCHvsvkwJBEIS+CWXCJZdcgnHjxqlFCcY3orxgzKRFixZhxowZKCoqkuOyBUEQkmBMOEJvTQ29jHjQwCOPPKL0a8aSI2+99Za6CoIgCOmD7L9qBj2KaDwKhUJqBeS6667D6NGj1STh+uuvV0G2eVobXxcEQRD6HlwZ5xYLnuZJoxG3OvNK+cHt0PRK4muyxVkQBKFtfv/736vrV77yFXVl/Dh6dDLGqCAIgpBeiGbbDE4C6JXEE9quvfZaXH755SrgNrckcEWZAm3w4MHqfYIgCELfhQajZPh38+cEQRCEJgYOHKiua9euVVduTVu+fDnuv/9+tf1XEARBSG/EeNQChYWF6iQ2blOj0UjHruBjnqpDAxK3I4gBSRAEQdC0tR1aEAShr6O9ir73ve+pcBAMkE3uvfdeddVs2LABubm5ib8EQRCEdEGMR81wuVxqSwI9j7jtgLEskuFzXB3h1gSHw5F4VhAEQRAEQRCEtnjmmWeUAYmxjahvP/fcc2rBVsODaRg8m4u1giAIQnohxqMW4OpxWyvIsrosCIIgCIIgCB2DC7DLli1TW3wrKirUCZXJMGbc6tWrz8VAEgRBENIHMR4JgiAIgiAIgmA5NC4xxqjEQBIEQUg/xHgkCIIgCIIgCIJpbNu2DY8++qhKb775ZuJZQRAEIZ0R45EgCIIgCIIgCCmnvLxcbVWbPn26CpzN9Ktf/SrxKvDAAw9g9OjR6n2dIRaLoaGhQW2JO3PmDEpKSnD27FlUVVUhHA7LiZiCIAhdQIxHgiAIgiAIgiCknF/84hd44YUXVNDsRx55BKNGjUq80gRPXjt48CDefvvtxDMdg4ajtWvX4g9/+AP+v//v/8N//Md/4Mknn1TeTTQm8fRkMSAJgiB0DjEeCYIgCD0Sbnvo7Oq0IAiCYC4cr3/2s5/h9ttvV0Gzv/vd7yovo2R48hoNSqtWrUo80zHq6urw8ccf49ixY+pvnpLs8XjUacrtPfBGH5xjt9stPyTHYdzfaSSX3QaHkdKBdCkboutKJ6thHnTZpEt+dJ7SgeT8WF0+Oh/p2JbTGTEeCYIgCGkLV4sZEyMZTkBmz56ttj0UFhaqbQ6CIAhCerN79251/Zu/+Rt1bQ0alHhkf2cIBoM4ceIEhg4diltuuQV/+7d/izvvvBNXXnkliouL4Xa7z5uccZtbJBJRW9oIvZL4XCwWNZ4PIxQKobExjIZgI2qCYVQYqTQQRpkZKRhFWSiCqsYo6iJxNERiaAhH0RiOIGrkLWakqJFv5j3c2Ki8qlKZ1H2MxPJKTi2914yk8xONRlViXnht6b2pTjovunyYD523lt6f6tQ8L7qu0qV8mPjYyvzoqy4XK/OjE/PC8SedsRmDpPhutgHdZp999lkMHjwYt956K2bMmJF4xXzWrVuHvLw8jBgxQq2iWAH3jldWViIzM1OdhOH3+xOvmAs72CeffKIUgKlTp8LpdCZeMZfS0lK1r57KSFFRkSoXKwgEAjhy5Ahqamowd+7cxLPmU11drWILkH79+iE7O1s9NhMOulx5PHnypFL6uIpphRWfQ2t9fb3Kh8PhUEor20e6rP70FGgk0kc7a2gsevzxx89td+AWB25/4Cq2mXAc2rt3L9544w3s378fDz74oMoTxwOzYVvnSjvHI5aZFe2M/Y7bQqh8cTykvLICjoOUVSwDjkNZWVmJV8yDZUBZyTgrlNc0cvp8vsSr5sKyYGJ9DBs2LPGsudTW1qKsrEwp5/n5+ao8rODw4cNKXjIPTFb0VUK5wHxkZGSoeqF3TGfRE7FkOWeVjnghPvzwQ1x88cXqKH6eqEauueYadU0e41t6rr1QHvz0pz/F5MmTcfnll2PQoEFK9rakr1JOc+zkVjf22ZycHLz33nt46623VN+dZ+hTN9x4A6KRGCqjNpTF3aiMORA0aW5ns9sQ4aSyvha2UANyvG6MHDQAefYIMu0xuBA3foMx3hj/i8biUNliM0jRzI5jKmUM+zP1GpYXx1crJru6vdNYyLpif2I9DxgwQI0zZqPzQz2YMohtKzc3V/Vv9k+zYX6YB5YLy4flRF2Kyary0Xoxy4j9jnox25BV5cN2q/PDMunfv79qQ1bmh+XC/HA8Gj9+vGXzyrYQ49EFEOPR+Yjx6HzEeHQ+Yjz6FC0kxXjUNVh3yYYhrkbTQMN4GXpiwVVqjo3cqmAmYjw6HzEefYoYj85HjEfn01eNR/QaZd0/9NBDePjhh9VzzQ1FeoxPfk9H4DjIOEfUT0eOHKn6P/vewIEDMXbsWPWYMplQX6DhiP2UZcg2QcMWPV6Z11kXXYTrr78ODcEQttTEsaPRDUPjg83uhMdplHeKp1A2m115F0VCAUSNxC1sWYYe4Y8EUeyMob/XjmKfE0VeJ7LdDnidDsSMPIVjTYlGpe7KItsXx1SWFfszH2vjkVWTbSYaRTjmsz8xL9S1KJvNRueHeWH5EJYPk5XGLJYLdXOWCds3xxurykcbs7SxhnoC68yK8mH71f2fdcY2TH2B44aV+WF7Zp44r504cWJaGo9kFiMIgiD0GF566SV1/frXv66u5J577sHGjRsTf3UOKjVMFN46ydqKIAhC98FFRxr+GfeIQaybQ8MR4yGRa6+9Vl07CidbM2fOVF4EnITRmLR+/Xq1GHzgwAH1nB7bOaGlIYnGNibGReLfTHxMo57X64PT68fRILCrqhGlwQg8zoTRxudCYSqT14kCrwuZLgdisKEkEMGWihDeOtWAPx6tw0vH6rG8JIj1FWHsrY/jTNiBOvojuTzw+rzI8PmQ4ffBb1xpNOtsaioHr3qsy0on/by+mpF0fnTSeaExWOeJqaXPpiIl50NfdV70cy19LlVJ5yc56bxYlZ/kx8n50X8nvz/VSd9TJ+YjHepL/92R+GxWIJ5HF0A8j85HPI/ORzyPzkc8jz6FQ6t4HnUdehUxcVWaK8FjxoxRq2ecBGgYE4nHPXdFnLHNMHFs4fdQeLO+6BmgV6mbw/eK59GniOfRp4jn0fmI59H59FXPI0ID0axZs1T/aI37778fjz32WOKvjsE2pk9VI2x71Bf37NmjtjRdd911GDJkyLlxPXmxgOO+3rbG8Yxb7G66+RYEYsAf9pdjd2UQY3J9mNc/C8OyjLaTYucj1mkoGERFZTXKqmsQsjmR0W8gztYFcKzGGPNrQzjTEEZtOKq8kgb43Rib58X0Qj/GZHuQ73XAY7fBbrzGWNtsIeeaiZHvjmad+WE/5hjL8mPbpZ5nxVSSeeF96anBtsT6oszmfI3jr9kwP2xH1IM57jNvLB+OM3zebHR+aCxl+fDKcZe6qFWeYswP9WLqKaw3GnhZPlblh+1E54c6FLe4sj1b1X7YZigXOLdke6a+a9W8si1kFiMIgiCkLfQqWr58uTIgUZBSCfrOd76TeLWJzZs3d8lQQaWBK9N//OMf8corr+DVV1/FypUrVewMvtZerFCgBaGnIP1DINxKRmM7DUTNx20a37lNubOGI8LFRE5KaUSgkYiBs/mYi500KnFMT26LNDLzMzQc6b+ZaBxRz7tdcLjdsDuc8LmcKPQ5MSjDZSQPBhtpSArT4Ay3utdAvx1D/Q6MzXZjdnEmFg/Ow3UjC/H5cf3whQn9cMvoYswflAufx41d1WE8s78SP99yBj/bchb/b38VPiwN4mzY+G3Gb3S76WVhpISXRUcSja0sk3Nlo77vU48NM5O+r84PE/PDv5u/14yUnB+dmB+m5u81IzE/TLx/cvnw2tL7U51ayo+uu5ben+qk86PzoOuL15ben+qky0bnJ50R45EgCIKQtjDWEWNf0JBDwxEf33vvvYlXm+CWtTlz5iT+6jicTNCDiCcBcTWMQpyTB64EMbWGfl0nCn1+zgqa58UKkiddVpUD4e9PzosV6HvrsrBSGbS6XRBdBrperCK5bViZD97byvqwGnqu00DEFX+O7YwzRIMOPUq7cvCB9rSgkYgeMpQZ9FhlokcS78vxvT1lrw1MfGuE8YOMxE85jbpzsf0Yf/Bvvp6yZHw/W6nDeOQy/vAZw0iu8WCg34UJeV7M75eBJYNzcNOIXNw4PA+XD8rClHwvir1Old+TdY3YVNqA5cer8cf95XjOSK8frcKa07XYWxlAWTCMkPG+jvjFpGO7ZV2JcfqzsK7SrWyS85JObSkdykiXR7q35bTctsZBnsdscrtJd0B3OLoQ8ns5SaDQ5gqEdrdsS6mTbWvnI9vWzke2rZ2PbFv7FA6tsm3NHHiCD4OhckW7o7Ce2Id/97vfqf7M4K1c/Wad8aQUbjVKrjO2L+3SzHFo3759aosDV9K/9a1vqVVujkdsczqRVIlafQ+2dcpNyrrp06er/DOvXcH4Zv4v8chQQm1xRNCISDyMaDxq3NeYRNlccMENh92Buto6VYaxeEy5ouv+b6aawd/NcYgTR9Yb+53eLmZGPpLrm+Mx80L5QHnJVUX9WqrR+WB5UG5zXGZ9cNuamS75un3qrQGcwLNfmb2Vg3lgezh69KjqK8wDE/uqWe1T1wmvNG7QUM0tldTr+tK2tVTCts0xaNeuXapMWOfctsatctSTeMLblClTVJm3Jos/+OADFTCbbfaSSy7BLbfdhvJQDH/YW4qT9WHM7ZeJSwZmYVCGOVseg0a+Kwy9u8YYS1ivI1qRc8FoDLWNUZV4pH9lKIJjdY04WB0yriGUBsLKCJbpdmCg340R2UxeDMp0I9vlQIbLmBs5mwxjTrsNTvaZT5vUOVi+lDMcW9iP2Y+shPXE+R31Po5xnK9ZBccSjnOcJ/Exx32WkVUwD2z/LB8aVamXW7VlmHDM11uYOf5Rb2vufWgmHC8op1k+1OfoqWjFNncNy4ftmfKa+UrXbWuWGY9YUU899RQWLFhw7rhO8vzzz+OOO+5Qj9mguPe4q0YkVgK3ILBCCBU4TvS5DYKKfltCVoxH5yPGo/Nh22J5iPGoCU6UqBSzXsR4JMajngDrifLo17/+NU6dOoXrr79eHfHMsba5UsO2RQWMijMnwZyccNWccoKeS3feeadShljHrHOO09qQlEpRy/txTOTvYJuj8Yt09Z7KeGTgsDnhdDgRsgdwJnbcSCdQG6uB2+ZBf8cQDLANRaYt2ygbTnIqEI1FkJWddU4+mKlmsNx1HbHcObHR8tKsfOj6Zj6Y2AaokJppqCDMB9sGZRTLg+MP5ZTZ8RyYB8ooThp4b+aD5WGm8Yiw/HUsHOZBxzMzu054P8pqGoy4vYp10hWdLt2NRzTuT5gwQemMqYZlS+PGhg0b1HjOdsdyoQGZE0PGWuLpV9qQ2xKfMR7dehvOhGJ4em8pShrCmN8vE4sHZqN/Ruvf0Z3wN7APU79ivXZkkYQGpKO1ISM14nS9kRoMORFsMi5FjP7nstuQ7XaiwOdEf58LA43f1M+45nmN5HYgy0g0JCVz1ijfajEetQjbnxiPWkcbj5gftmsxHp2P1jEpp9LZeGTZLOajjz5SAU6T4cqANhzxNAZ2vssuu0xVamdhx+HnX3vtNVUZVGK0gOVr7YHv18lKeP/k/FuBLgfmg8kqdD50sgpdDlaXB+9tdVkQ3p8KhZXlwTzo++tysQJdH1aVQ2+D8oGn8zA4dkun9HQFTiqp4PFKTyLKi5dffhlbtmxRglyjZQbrlO2cSbcvvsbE72BK7gepTM37G/PDiVF33J8GI5fDpbyNdlRuxl+OPIflx/+MbeUbcazuIPZV7cA7x42yOvS/+LjsQ9REqmC3GXmyNZWLLp+WvjtVifdk0vD+rA8z86F/N9HtgnRHnXQ06Xzo38+yaP6eVCf9uzV8bEU+2C941bBMrKoTnYhuH70RjtUMOv3Vr35V/b1t27bzfn9b6Qtf+IL6TEfg57SHHSfKnJjSmMCF6ssvv1xNnNsyHLUGza0xo5psRqItpSWPnHQkz+PE9MIM3DQiD/dN7od/nDkIfz+pGEuG5mBUthdR4/ccqglh09l6fHCqBsuOVeMtI604XoX3jb83ldYbrwdREYyoY/+Jg7/fuPaQIhAEoZuxzPOopdNxHnjgATz++ONq7zO9kbQXEk+yWbp0aeJdHYPfv2nTJnzlK1/BN77xDRUXg8KbK6K0ltPCmKxo8v16NYzvW7FihcoHI7DfdNNNajuAzjOFlBnwPrznxx9/rAQhvaW4YmX2qh3L6fTp02r1g+XGvDAfyXXYJiwvI6lSUx9JfI7PG9/R9NSFv4v1Qo+SnTt3qrKZNGmSUgbanY9ugvnQ7rtcDeIKA1cyza4X5oMTXJ60RIs+V9bMLguNXlFgvVBJY3mYCe/L8ueKBlcd6RbL9mFWX9XoPqtXEFhHVGS5gmB2XnoDWl4ko9u4lhNbt27ttJcqxxN+/vjx48qjiF58O3bsUOP+17/+9fNWMnlftjHWKd/LE3xef/11ZXTitjWuFHFibFYfZHtiXtjm9bY1yjnmsStjkRqpjf/qI7XYXbkNH5xcjoPVe1GUMQDj86dggH8gakM12F6+CcdqDmJYzmhMy5qDfuGhyHcXocjo/zl5OSoPZo5HlAWUUZRVLBt6dmgvF7Pywfrgiqb2FqBnKsdDej90pU46Cn8/5TbHQo5DNJDSc5krrGbC/sBVVG5VoIcM80FvG/Yfs2BZsG3QCE1PBeovzAdlt5meWMwH2yG9uDnuUCZoXaqzpLPnEY1H9913nzp+n2M1jUfUo9uD/kxnYBkn93eWTXL5tEVLnkfHgxE8u7cUFYEoLh6QhYsHZqvA2WbQFc+jltClEovFUdkYwZGaEA7WBLG/KojDtfRMihjjfhQumx3FfifG5ngxrcCPSfl+FPhcqK8oQ31tNZzG2JKbX6A8uaxEPI9ah3kQz6PWEc+jzpE2xiNWHAuJ7vY0kmg42PPkhc4G0OP38xQdCqEf/ehHWLhwoaoIKi4tCWsOPmzYFMRUNFatWoUXX3xRdf5LL70U48aNU99J5ZAKIRWz9gqkrsD7cZKi8857m111/K0cFDlQUwlmXtqdD5YRV3+ZuDIdCcNmdNqY8XfM+N648ThulLnRkxMfaB2WNzs8J3h8PHz4cFU+ZpcH70lhzjbDtkKhRcFudj5YBlRCacjioMM2auYEJRnen/2HeaJC0SHjYjfB+7E82FYpDNg+rID54OSI7YPjB4Uk+4wZ40Vvgko8j1ambODJa9yCzNPXktsVy5er1J09oUcLbLYX3Z846eH4/5vf/Abjx49PvLOpXgnfp41HXOCg8YinwDGfHA/MhHmhoZTGL7Z7fVR/V/teVagcOyo2450Trxl/2TC/32UYkzcRue58uOwuFfeoIVyHQzV7sbl8Hc5Wn8Gg+AjMzF+AyYOmISPHXOMxYVlwXKbyxcfaeNTVsugIvK82HunFBa1zmJkPwrzQUMFEJZ0eGVbkgeMgZRT7DCdUTFbkg3oD+zrHDCYrdCnmQ2+p0vE3e6vxiJi5ba07aG48uvnW23Csocl4VBWK4tJBWVg0MBv5np5pPEomHIsjGDHkn5EC0RjqwjGUBhpRFozgdH0Yx2sbURIIozYcgceQKZMKMzHS1oARzkaMyPGhuDAfzgzzwxMkI8aj1mEexHjUOmI86hyWGY/0arH2MtLGpOeee+48V1UKw64aj7jSQZdZuqyyoVJIU4FipbAjUXnQsAFxdYyNiM8zztBLL72kPCjmz5+vJgasXK6k8Xs4SUgW2KmA38+JAJUeGm3Y0cxc2SbMA41HFF5s2BRgLBP+/gsaKlg+Rv6NGRlitTWIVZTDWV0JW6gRUUNxihsDqy0vH/ZMQwAZv8vQghIfbBmWBe9J5Yv5Yp0Ss5syy4ODIMuDj9nB2SaYN7Prhgo5hRUnvTSWcEA0uzyYD05gKcD5mAOwNqaZlRfel/diObCtsi7YPszMQzJU6DmW6KOCxXjUcWgIYdvmVmcqYq15rdJLlCf1dBTdXtiH2I85pvFvGqLeeecd/Od//qcyyLYE65axjmg8YsDsBx98UMmIZJliFswzvQ+TjUddIRILY2vZBrx38g00Go9nFS3ArOIFyPMUwm47/5CJ+nAtPqnYhI9Or0JZdSnGZ03DlcOuR7+C/ol3mAuVLhpLWAaU8VYogxx72G6Zko1HVtDceGQFycYjTqasmsBQj+KkhWWhjUdWQM846g59wXjU0/iM8ei223CoNozn9pWhNhzF5YOylfdRTi8wHhFKUi1OI8aDhkgUdY1NAbfPBMI43WCk+kacNa614TjquIAcb8SYHC8WDS3EvGFFaP3YodQjxqPWYR7EeNQ6YjzqHJYGzGahsINxmw2PWqbSrScIRLu3PvHEE585mrkjUGGhMKBg5SDD45i5GshAy9wOl6xMsTh0kfD9nJDQoMXtCzfffDNmzpypKlcLabMmgswTPbK41Y75paJhdtVREafCwzpj5+KASMWnPfmI1dWicecnaFizCsGtGxGrrGgyEjmdcA4dDt+8hfDNXQjXyNHKO6ktWOacKHFbCR8zuK1Vq4cMmM22xPuz3bJcrMgHB2GeIsPBhhNHq6ByQ+MrYYBoqyZt7Oc6YDZPVunqRLozsB1QCLDP0ChBoS3Go47D8uLx/A8//LD6uyXjUUvPtRe2F8ojbvliu2Fd8UpZxPq7//77W1VGe6vxiOV4sGYv1px6Bweqd2Nu/8VYNOBK5HpaV4LrIrXYeGYt1h5/19DIbLh44FVYNOKKpu1vJpMOxqPmnkd625oVpIPxiBMGygarjUeHDx9W8pJ5sNJ4xMUvji9chBPjUXrRkvFof02T8YgeOlcNzjbGwywVTNoMUm08ag6lKI/5pyGpMRpHfeLkttP1IeyqDGHnmWqcrKlXgbTHFmRh4aB8DM5yY0imx5ARDhWE20xYT5ThYjz6LMyDGI9aR4xHncP8GVUCdiiepEZFWxuOGKBUG44IjTyEMUu6Ag0uixcvVkH7eAwzDUZcSWYD5v73ZCh8qXAy6cf6Sm8fvTLNx/pvMxLvxXzov5mf5NfNSMllo+/fnnzYGurRuHY1Am+/CVRXImfpjej3o5+h/7/+J4q+/RAypkxHbP8+BN96FeHNG+BI+p0tpeR78jHLpj356O6UXAbplI/mr5udrM5Hcr9kPszspy0l5kHoGqmOqaANLwyQzVN6GP+ICg3lhdXxHKygprEKm86uxfG6wxibOxnTC+e2aTgimc4sjM2aiOH+sagL12BjxWrjeyrVsf2CIJxPZwzdvQnq3vQY5anH1C2ZOMnmzgNuc0s3GCw6ZiSaRezUhY3UW+Evo2HI67Aj2+3AAL8L43K9mF2ciWuG5uDGIRlYXOhGsRs4UBXEc3tL8dKBcqwtMeZUNUFUhSJqO1zfbuGC0HuxdFbD4KbcZkAhymvzYKcM+qm3tXUWWvGYaK2nYYreEBRQ2nOHr/UUelp+STwcRvjYUQR3bAdcbngvmgPfokvhmTUXnmkzmzyOFl8O96QpiDUEEPhoHUK7dyAeuXAgzXRRvpgPnawiHfKQjJV5Scey0Nd0yVNPgp6pjDvXFr/97W/V+zoDJy00FI0dO1Z5MTI2x9y5c7FkyRL1nWYHfbeaxmgQOyq3YG/VJ8hwZWHhgMsxOLN93ip5zkKM9kxEnq0IR+sPYePZNWiI1CdeFQRBaIpjx7GVB+QcPHgw8SyUt8YLL7ygFnppWEoXKLYjsXjSaWNcSFUP+wz8zTzSn1vVLin24Nr+bizt78XcQq8hJ5zYVRnAG0cr8fqRKqwvqcPR2pDa/iYajyD0PtJ6+KNrZlcMR4QuaXQb37Vrlzqdi4nCirFZ6LrHYJpCx2nvRDhaUY7Qnp1q25pnwiT45i2Ca/DQc1vTbBmZcI+bCN+CS+AaNwHR6io0fPAuoqVnleFJ6HmIgeRTpCy6zuc//3nlncrJBF2Lk+HffJ5jOt/XGWg84vZbxgqbMWOGmtRwuzT/5jajvuU5Fkdp4AzWnH4XHocX0wvnYGDGkMRrF8aYUiHfWYTxGdPQ3z3EmEy8hIpgqfQDQRDOwRMsaSjiQTZcIOZ2Ro4R9PhkjFMa82lYSicPJG7jinLt1gY4DJFgZYwfqwmE48h02LCw2ItvTi3GTxcOx4IB2ThV34i3jlbhT4crsPJkNXZXBFDJI/7F+VQQehVpoRVzFYIxK5gY56g7oacO98EyPg6FFLfKcaLBPYRcYWYgWyE1xI2yD588jsa9e+AoKIR71Gg4i/sx0nTiHU3YuA2QgcxnzIR7xCiEdnyC4LbNiFVVsgIT7xKEnolMnLsGD0vQq9Q0+DO2EaHRh3/zeb7+la98RT3fGfhdNBRxizM9U7nnndsd+xoVwTJsLfsINaEqjM4Zj/H5U+F2tD8WSywehdPmwhD/SEzMno7axmpsK/sYZwMlsn1NEARlEKIOfvXVV6uDc7hArMNVcPcBx3t9auazzz6rrlZDCR41/pewHTWFVjBSn8X46Y2xuDG+x9AQjqKfz47/M6UfHp0/DJ8bXYD6SBxP7y3Hv245jeXHqlHdKAvBgtCbsNR4REMRA3vyGGZOCJh4BLOGe6GTT17rDIxPxFUMxjgaMGCACs7FVWUGweMWhXQMRNUboOEoVl+L8OGDiJw8Ac/Y8XAOHPIZw5HG5vYojyTPtBlwDhqM+tf+rD5nfFHiHYIg9FV4WABXpBkbLxmO7QxovWzZsvPi5Qkdg5OjUDSII7UHsKXsIwzLGqliHeWrk9XarybQQBQ3/vldGRiWPRrTiuZiW/kGdZR/INKQeJcgCH0dnn7cGlrvbx6T1Ep0zCOOhg5b04JDX4dyg4kl4XPaMSLbo2Ii/d34InxuVAHyvU68eLAcP910En8+XIETdY2qDAVB6NlYajy6++671XYEKv+cGDTnO9/5jtr/3BUBwi0HDHjKE5cYx4KJWxNGjBihovKLAEgRkTAix48hfPQw7Bl+uEaMhCM3N/Fiy9i8PrhHjob/sqsQPnMKwe1bED5xgnsPE+8QBKGvwhVpxsbjFge91YGnmnCVWgxHXSMaC+NMwynsr9qFQLQBY3MnYVDGULgdHT+xicYjh82OQk+ROtq/rrHGmDQcQWWoDJF4JPEuQRD6IvT4J0eOHFHXltA6f6pPFWs/ceVpQy9iehw5jWTygWI9Aq/Trk5cm12cgauGZOOKwTkYl+dTx/2/frQKzx8ox/unalEWEDkgCD0Zy4xH3KpGwxGP4afyz4lBc6666ip15ek3XYEnHnE7Ao/bp+cRH9MjSUgd8cZGNO7ZieiZ03BPmARHQRHgvHCZ27Oy4Zk4Bb6FlyC0czuCO7YhWl+XeFUQhL4ODUXJWx2ErhOMNOBQzT4crj2gjEbDskYh252LTh2zHzf+M5LP6cfo7LHI9RSiPFhqTCBOIRQJJN4kCEJfhOP2Qw89pLYbtxam4t/+7d/U9Ytf/KK6WglHQI5noWhMbVvjKWRMwmdhqdAriye00Qtp4YAs3DQiD3OKM1Uhbi6tx7JjVVh5sgaHa0KqTAVB6HlYZjxiDCLyuc99Tl1bQq868Ajl7kI8jcwhFmhA46EDxjUA7/SLYO/AiUX2zExkXXcLYsEgGvfvQaTktPGF4n0kCH0BTijSabtCb4feQBWhchyq3qtiFE0vmIMCb5ExQercAgs9j/jPbnMg05mLETljEIjUoaT+JOrCshAgCH2db33rWypO3W233aYWkhkHSacnn3xSGZa4I4Ekv2a2XEieLQQj9DxqMh716XhH7YTH/POI/xmFGbh2aC6uMdLIbA9O14fx1rEqvHKoEnsqA6gORdVJdrKZTRB6DpZuWyOyetz7iEciiFVWIlpeAbsvA+5RY2HztD/oKk9ic40cZXxuDGLV1WjcswtR4/sEQejd0HDEmHScWGgYwJpG/wslvk/oOPXhGhytPYCShhPI8xRgWsEcZLiyE692Dm7vUFs87A6MyZloDOp2lAXPGBOFCkRlIUAQ+iwc43nQAXceMHA2Y57yaH6d7rvvPvU+GpCSn2ey7vh+W8LziNvWjImT5TOnnoPHKLCxuT7cNCIft43Kx/QivyrL1adr8OeDFfjgVA0O81j/sFG+YkEShB6BZUMgg1UTrjq0Bk9iIPq9Qs8g3tCAyNkzQCQCZ1Ex7NnGRKSD0tbmdME7aw7sbg/Chw4gUnY28YogCILQXXBL2Y6KLQjHwphaMAs+l79DQbLbwmFzYEjWSHXsf01jNapCFSowtyAIfROeZMmT1jqT2gqynUpo0wiqmEf0PDLUWXE86jAuo9DohXT/pH74+tR+GJ/jwXP7yvCf20vUVrZDNQFUN0bQGBUvJEFIdywzHjFwNU/KufPOO5U7anP4HFcZ+B6+V+g5xOrrEC05BZvbDeeAgYlnO4534lQ4iooQq65C9GwJ4uHGxCuCIPRGeFTz1q1b1aq0hkGxtSdLW4nvEzpGY7QRJ+qO4mT9MRT4+mFm8XzYuslwRPhd+Z4CFPsGIBqPqrhH1Y1ST4LQV2E4Cp6O2ZnUUmzUlGOjJyUQisTUlVvW7EYSOofface0ggzcN7kf/uOS4RiQ6cIf9pbhpxtP4cUDFThW13jedkFBENIPy4xH3K729NNPo7KyUrmjctsB4XH9fMzn+JqcpNPziDXUI1peDrvPD+eAQYlnO449N1cd2w+nA5FjxxA9K95HgtDboQEpfU7Z6d0crzusgmTzVLXROeNQ6C02FPfuU935XfQ+GpTJk9vcKA2UoDJUnnhVEAQhvWkaDZtOWyMOu836eB89HB7rPzTLqwJq/934Ytw8Ig8ZLgfWldTi6X2leO1IJc4Gwol3C4KQblg6Bi5dulStMt9+++2JZz6FMS/eeOMNfOELX0g8I/QU4qEgotWVgNsNe0Fhk89vJ3EU94c9Nx+R0rOydU0QBKHbiONA9W6U1B/HkIzh6nj+VDEwYygyXdmobqxCebAs8awgCEL6QxU2TOORDXJMfzdBfwEajBYNyMLtowtw9ZAcDMx040RdCCuOVeNPByvw8dl6Q2ZIjDxBSDcsN6BzlZmxjbjtgIYkJj7++OOPlXFJ6HnEg0FEq6phc7nhoNeYrfPWI2dxPziKipu8mRhHSRCEPkd5eTkeffRRzJ49W3mm6nTNNdeci40ndIyywFkcqz2IxmgII7PHYUjmiMQr3U9/30DkewqNewVRHjyDunBN4hVBEIT0JxxrOlaep63pnRJC1+D2P5bnsCwPFg3MUieyzSzKQMSYA/I4/5cOlmPVqRocr2tUsZAEQUgP0sr7koYkJqFnEw+HEQ80wO73w5HPLYedF7SOnFw4C4rUMkW0rBRRiWsiCH0KHs/MuHfc0pwcC4ksX74cd9xxhzIq0cAktJ/91btQGapAnrdIbStz2d2JV7ofBswu9PaDy+FGWfAsTtefSLwiCIKQ3tBswePkOWFq8jwS41F3QgPSoAw3Zhb5cdmgHFw6MAtDMz3YXxnEywfKsfxYFQ7WBBGM8rw7QRCsxjTjERX7lgJjC72PeCgEhMOw+f2w+zMSz3YOm48GqHzYMzIRraxA5PRJ/UriKghCb+bf/u3f1JHOeiszH9M7ldfnnnsOo0aNUkalp556KvEJ4UJEYmFsL99ImzxG5YxDnqcw8UrqKPAWqcSYRweq9ySeFQRBSG+obUaaHI+UocPR9FDoZjKcDkzI8+GG4Xn44tgCzCj042xDGCuOV2P5sWpsLW1AqfG32kKYRLI3sniFCULqMc149NWvflUFwX7yySfV37w27/CtJf0ZIf3hiWg8bS0ej8Hm8Sae7Tw2lwuOvHy1/S1aV4vwiWPGs4bg6MJWOEEQeg6PP/64OnWTp+1wK7MOps0rY+KtWLFC/f3b3/5WXYW2icYiKGk4hVN1x5HtzlPGo1xPXuLV1MET1wb4BqO2sRoHxXgkCIKJ6FM5mdoDTRBNZgib8ZmE55ExH1FH9afVno3eh9/lwJQCP7570UD8aM5geI1Cf+FAOR7fWYLVJbUoC4YRZV0m3k84V7QbFcOrIAipRYZAoVuJ1dYhVl8POF2webtuPCL27GwVOBvRKCKnTiDO7+f+cxESgtAnmDNnTqunbtKIdPXVVytPJOHCBKMB7KzYpLaQ9c8YpGIROWzOxKupI8eTZ9yPEwEfykOlqAiVIxZPLOcLgiCkkEgkgoaGhsRf7SRJxYxwQRTxpm1ryS8IKcFlt8HjsOOi4kz8nyn9ceOIXBU8+7EdZ/DLbSX46IwxD0gQM+YDrFum9hoHBUHoPKYZj37zm99g9erVuPfee9XfvCavBLSV9GeE9Ed5HQUDsGdkdHnLmsbm9avA2XaPB9HyMpUYV0kQhN4Pt6sdOHAg8VfL8HVuXxPaJhqPoqaxGnsqP0G+pwADfIPgd3bPON0e8rwF6O8frIxG28o+NvITSbwiCEJfY9u2bSqcBXcX8ECE5unNN99MvLPzBAIBHDlyRN1nw4YNCAaDytjQLpLsEPQ84nolt60Z/5kO50J9ERqRZhdn4NaRBbhmSC6KfS51CtsfDlTijeM12LhrL95552289pe/4LXXXjMev4O9e/eisbGxz5ZZW6RLmUjdtE5PKBvTjEdcNV60aFHiL6G3EqurVcYjR4YfdiN1Bza3W21ds2XnIGZ8d+RMiTIeydqPIPR+fvKTnyivota2L/O0Nb5+zz33JJ4RWiJu/KPXUVmwBGcaThtK+EAU+fqnNFB2c7JcORieNUoZrLaUrjMmZBGVL0EQ+g40GvGQg+nTp6twFvfdd586EKF5+tWvfpX4ROcpKSnBqlWrlGGBpzjTOyUabfv493NhM+z2pq1QdhuihsbpsDvgdjiMq7mbNpiH5GQ1eouYmfkZlePFjSML8OXxxZhWnIX9VQ34/bqd+P0fX8b//s//4plnnsELL7ygrtQJ9u3bh3ruUjAZ3XbMLp/WaJ4Xyc/5NM8P/7YS5sFhjDFWl8uFSO/cCT2OWH0tYoEAbP5M2I3UHdicTjiyc+AsKlahjsLHjiIeaky8KghCb4Zxju6//341waBSyBVknbgy/cADDyjvpAULFpz3GicowqfQ24fxhk7UHTX+iqsYRDnuAlO2rGkyXJkYmjkSee58HKjejYZIfcq2rlEJ1EkQhPTh7rvvVoccMJYdx/ZHHnmkxXTXXXclPtE56urqcPjwYXzyySc4duyY8kYJ8zTgZiv7/JsGJW1UomcSn9PPhwx9szHS9JrdeC4WiajErXBmJZ0n5qel181K+v68Mk+8mpEnWzSCfGcc0/M9uG1ULmZnhLB1zQd4y9AB1qxdh7379qmTWdmueLAGT2I9efKk8jQzs8zYvnTZsL74HB83f59ZqXl+9OOW3mtGYn541f2Lj9OlfHQ+0iE/LJt0xmZk0NIcUsn/9a9/rYKeVlZWque4/WDJkiV48MEHzwVHtYq3334bzz77LAYPHoxbb70VM2bMSLxiPuvWrVPCdsSIEfB4PIlnzYWrOKynzMxM5U3m95/vXdTw/jsIbFgHR04e/JdfBfeYcYlXugY9jkJbN6Hhww/U9jXvDbdhd7nRXuw2TJ0yBU6neROgZEpLS1FRUQG3242ioiJVLlagXbNramrUseZWUV1djbNnz6rH/fr1Q3Z2tnpsJhz4qTRScQiFQpg2bZolE0gOrVz5Yj64klBcXKzaR7qvKKQb+fn552RDR0m1eONkhC7yVFb379+vZBblF8cDs2Fb5wSJ4xFX9Zu3s3A0hAPVe/HBqeWoa6zB0uGfU8GyeYx+d8F+d+bMGaX8cDykvGpOVagC7554Ha8deR7fmv7PKg/0RLJ1oy8p81FWVqb6HfPh7ab4ex2BZcB2W1VVpeR1YWEhfD5f4lVzodxmYn0MGzYs8ay51NbWqjqhcsw+zfKwAhoTKC+ZByYr+iqhXGA+MjIyVL10pY3qiUeynLNKR7wQNOrT44jj5EcffdRqLLuuwvKgIWHLli2qrDkuDhkyRBmkeE9d79QXaGBg+2SfZX188MEHeNuYk9TUVGPGRbMw/4qr8ctDQfgMffPiQjem57pQ6LEjYsLsieM45QzHNOoT1HUHDBhwbvJtJtoYTz2P+eH4mpWVpcrMjPywddschlwz6m7Fx1vxo3/9Nco/+QiRGkM/SLo39ax58+apkCdTjPkB+xbrNtXo/se2xPJheVAHZjLj/s3R+WH75tyA19zcXJWsyg/LROeHOgvHYCvLh/nhOMz8sJ9RX2B7tjI/ur/z8YQJEyybV7aFpcYj7mmma2pb8ChmnqhjFWI8Op8LGY/qXn8FwS0b4R4xGv7LroJz0ODEK12D29QiJ46j/t1liBw5BP/td2JPsBFwuTF18mQxHonx6BxiPOpdcPznBLyjUEGip1JHYfthvXGSS6WTqbU6a248+va3v43Ro0enpfGoPlyLLWc/wlvHX8G0wlm4eMCV6OcfBLut+9oj+92FjEfcOre+5AO8cugZzB9wGRYPXIJ+voHdmg+OQSwLQmMJ82I2LAMxHn0KJ1SlZaWIhCNiPDLoq8YjLhhzqxo9i7773e8mnu1e2PdYvm+99ZbSSdjmqauxL9LrKbne+d5kwyZ1ljVr1ijdv7KiHJOmTMVFl16Jx0/ZkWmPY1GeHVOyHch32WFGxDbWKfNFmcT2Ql2XugTllBVQrlDP5PY/Pmb7ZTIrP05Dl/L7vFizbj1+8vC/oOTUCYSMckmG+hb1T7YvykLOU9g/Uo3uf5SDOng3jWvU+6wwRmioG7CN6/ZttbFGG2tZJ9TTrCof5kcbj1lnzA/ntZTTVuaHeqXWPycb81ur5pVtYZnxiO6FOsAphQi3HOiYSBQuNNjoI5qplKdqdeJCiPHofC5kPKr54zMI7dgG30Vz4Ft8BRy53XQEtNFMY8ZgXP/OWwi+9zZ8N9yKfS4PbDl5mDJpkhiPxHh0Dg6+YjwSOgvb8ObNm9VEg6s+w4cPb3Vi19x4lK6eR9waVtpQgjUlK/HBqWW4a/zXMCZ3IjJcWd3q8cP2ThnBPkjjQEvGo3CsEfsqd+KdE6+jurESt4/5O4zKHg+nvetjOO/LMZmBcdevX6+UwpkzZ6qtjzk5Oab2vVg01mQ8qq46Jx+6YiDoCqyTMyVnkJuXa5nxqK62ThmPqBQX5BegoNAanY7Go2AgiLz8PEuNR6dOnUKgIQB/hr9PGY+07s/tao899lji2e6FhqBly5apsZD68tChQ7F161ZV99z+nFzvlNMsO46ffEydduXKlcbn3zLabC3mzTfmJktvxI+2lCLfZcM1gzIxrcCHPI8D0Vjqp0/UHajfUR5xws16ZR/mWGf29I3ti2Mox1jqmswb2y7HVrMm24w75XQ6sGrVB/jxj3+M3Xv2GOXS5KWhYd2y3n/2s5+peSWNW6zjVJcXy4dJLxoQlg/bG+9vNno8oFxmX6A8pFxmsiI/bDtstzo/7HOcJ7CMrMwP+xXrjPrcoEGDlMHPqvywjdLwqOtr3LhxaWk8cvxfg8RjU/mv//ovFRVfrz5wcNfw8XXXXacmoTyhjQYbWt+sgIKO+6U5CeZEgu6iVnHixAllEWVHs8pYwkk5GzQHZwpZl8uVeMUQwkYKbtyAaGUF3JOmwD1qDGzGQN8tcFA27hmrqUL0yCG177zC5oSjoFBNys2cFCTDTk7BTiFKAWWVIsqBjsKKgzENnVbB+1MwEA54ViiwHHwpBCgQqND079//nBA1G06UmA+2T90+rMqLcGGoEG/fvl15vO7atUspoGw/rbVjKh7l5eXKcERhv3DhQjU+czwwG7Z1Gr44Pg8cOPC8dlYfqcPB6j3YW7UddmPcvGLwdch058Bh69586hVywvbe0oSYueIEIIoItpVtwKjc8cj3FcJt93TJjMW62LlzJ373u9+pxEUo/r1p0ya1PWb+/PnGJIfGbH2XVE0kPv0VjcFGlVxOl1EemXAYk54mzJj0fZqPBqNO6uvq4fV51UqvOffXNOWDbYNGm3g0buTDZ+gP9MIyPx811TWIRWJKf6E+1dRXzcwHsRm6VL2S226XW9VLV3Q6tn2m5D5vlY54ITg+Urfn4vAtt9yixtfuhPJWn+LG76beTvm7Z88eNVZzGxN1E5YPy4uJbYCymeM838sFHxqa2C44eZtkzEGWn6xHvt+LGf3zMKIgB1lGnXF8S3VinqhnU69hYrulztvSe81IzI9ub3o+wsl2S+9NRdLlYTdkSH1DvRrja2pqmyo/QW5WJm686SYV/oSGNn6mpe9KReK9CMuHbYqGI84fW3qvWYltWo8PzA+NfS29L9VJ1wPzQ32FVy6qmNl+kpPOD8uF+eE4QGOW1l3MTjo/HJs4l+I8xsoFjrawzHhEt1Aaj2g5TjYcJcMGTiVwzpw5SinvLtiJWCkciC+k5Ivx6HzaNB4ZA3lw80Z19U6ZBtegIYlXug+nIcwdhnJQZwj2E+EobP0HYNDAQcYg9KnSZCZiPDofMR6djxiPeg6sK46x9DrasWOHaruTJk1S/Um3Y7Ytyg/2Ny1HOBGi9xFXY7nQoVet+Bq/M9WJ92I757jM1TOOSZxc8PlwY9gQeDZUBMqwvXwjjtUcwpjMSZiQPRWINm2H6K58sjx4bxqw+DdlA+UUH+t7ME+RSBRRY/JeH6rHjorNyHcXIceZB3fcg6gxpnc0P03fGUEgFMDTTz+Nl158Cbt371bGPPY9Xs+WnsWgIQORWZgBeI18RutR11iL+nBdClI9ApGmxxX1FagKVCIUDyHmMn5bPIC6xGupT/XKaBiMNaCs+iwq6soQd8XhznShNlTTwvtTlYzyiBrtoqESlUYe+FzcbchuT8zIR6rqoKVUb9RDECUVp1Fn/P6Yy+jDzghCMaNOWnx/CpNRLxVV5Wg02i/HFr/P3yWdjn2PKVm2WKUjtgfGo6F3zy9/+UtlzOFWV3pNNk/s19R3OwLHY3oZHThwQE3EWC58zHGdr2lPh08Nh5+FXtxcEAiHG9X8ZOjocXjtSBVy3Q5MzPOin88Jt8M8Oc5xjmMrx3jmuaNl0t1Qx6Pey/amJ75mw/kHy4EyO2jkJWbIZjhdcGXlYuy0mbjvK3+HcWPHqveZqXNRR9B1xbbHsmFbswrmh3o580TZyvJgsgqWiZ4nsF1znmBF+9FQd9Llw8fU36yYt2j0/EXPtZPjs6UTlm1b4yk59C5qK6YR41Xccccd3Rr3iIokBQMrhauz3JLQFrJt7Xza2rYWKTmFmpeeV8f1Z91wKzyTpiRe6T5C5eU48s4KbHr5j9hhTIoyps/EvAULMHHCBGXBNlthojLC8mDnlm1rTVt+qAhSWMu2Ndm21pOgEkqjAxOP/qcSsXjxYtWfdDtm26Jgp6LBx1R+OMngFgkeDfx3f/d36pAHPSnheKQfp0rUsm2zTbGtc3xm26enrrpfjK/bcTRwAGsq3kZFqAzXFd2OYZmjlSNGPN59Wx/4WzkOccsIlTB6uHABiOWk78G88l8sHkVJ8CReK3kORd4BmJYzB8N9o+GyuxE1XmtvnvT38UjtQLge3/7mt7HszeWqXpLx+Dy44sZLsfSuqzBs/OCmo7fDUVUG3U/Tl8aN38120hBoMMrGhUyjPbnOyafUtIXzacoHy6g6seXFn5GBQkNORSPnl09qMdqnkQfqXLWGbsC2wXGQ/YuPzcNm1IMDZ0tL0RhqmkRlZNBoQ68O8+LHsObZ/kNVERQ5B2JU4RgMKBgIj7fzOp02oCbLOSsnQG2hYx61h6uvvlqNrR3h9OnTatsqjUXawEG9iAZ+jt3U46+66iqlR3NBJ7nMNAyY/dZbbyLQUI9FlyzGJdffjPs/OIIxWR58blQ+JhYYbcdpnhzn76CeSf2K9Wr1QUI6fhRlGz0jmrwZzYdjGrcnr1+7Ftt37sbRqjoE8gZgwtyL8YO/uhYji3KR4XGlZphvBcouzjNZX3zMeRLLyCqYB5YTve4oj6iXWxVvjlAfYH6oJ+h5uJXGUMogjg8sH44PDKpP2WQVrC/OGziPYr7GjBlj2byyLSwNmM24DOxgLZ24wIq85pprlBLfnTGPuA2OwouKLr2ZuALS1mSO3lHaeHTbbbepiahVcJDkIESDl1WWSG0s0cajZItx+MBe1C17g6MDMpfeCNfosYlXugcqR/t27cbrzz2L1X95BYcqq+DpPwCTp07FpcYk78orr1QdvyVlIFVwAGR5UKBzQLbKos+JI92sOdjQU88qKBTYRgiFlBWDnh58tfFoqtE+rIL5YGwLtkkxHqUvVBooh44eParqh8ofDRBcFafxSCsTVHyoyLOf6QkbV7V5Wii3Rfz1X/+1cpPndzBxnNYG7VSJWrYtJv4GKvVUEMeOHavu54BTxRXaVbcFe4JbkePJwy0FX0bUeK1pwtx9eeJEgsogx0OWEw1ubO98nIxRMpzHozZWjXW176Cs4SzGZUzDhIypyHBkIWb860hZsZxjiOJM/Sk89J0fYP17GxKvfIrT7cCkxeOw+MtzMXBCP3V/ej+lUlLwN4QaQwgb9WI3yoayktv1zIZtgwYstluvx2u60YY16WD7NPpTIBhQ7c5j5IOr8YwLZRbMB41Hqu+GI0Ye3HAbcpt1kqq+2RK8E7dsOhs8GOOfjOn9Z2No0TC4vZ3X6XqS8Yje/A888EDir7a5/PLLOxxUm+Mf9TLOISj/Of7wMfVnXr/85S+rQw1o8Ej2nE9GGY/ebDIeLTR0y0XX34x73zuCiTke3D6mABPyfPCJ8chy4xHrttKQ1WdKSnD0+EnsPluJ7RE/aoqG49bxA3HpoGwM8LvU+GMWHEvEeNQ6rDOdH7ZrMR6dD8uH9STGozbgvuTLLrtMTXZ/8IMfJJ5tQgfMfuKJJ9TWgWS4fawzxqTjx4/jL3/5izq+kxO5a6+9Vq2AJHursOKYCAUxPY/oAcUGftNNNynjEYtMC+lkYZ0qeA/ek/nmIE03WgoQs6uOgoIr2xRgbMzs8FSIVT6MPIa3bkJo7WrEqRhesUQZj3hKWlfh72cHp1GCp2f87r//G4f27kWN0cHsLrcxEBZgsjHJu+eee1R96gl6qsuH96AQZXlwksg2yZUs3X7MgvngYEM3bw7Ks2bNMr1taLRQIBRQZg96bCt68OUKJCezHD/M6KfNYR1QOFIIcIzRxjQr8iK0DscWGl65Ws0xjsKafYlGP3rwMOCybsesU76fSgYfJ3secWX7a1/7mjIe8XtYz7yyf+rPpgregxMl5pnjEQ2mvD/jCO2s3Ip1pStRF6vG9II5uKz4eoSiQSM//GT35Yl5oLGU/Z+/lfKBSljz3608hYy8cSvTjrpNWH/6fYzOmoCLChegyMP4J03yrj3wu/hfVbgcq069g3//8X9g+zt7jBmk8WLSV/gzfPib+/8aV952KfoPKzYy2yRT1Ie7GX4jE8eh2ro6FW+Ik9TsnGwlJ/RP676Sbx3mg14/nMxUGe2C9dG/fz9lyEnFb28JozaVgabeGJPZNlnujD1Fr7RwhEFJzcsH6+H06RIlF9inWR4cmxlQPtX5SP52GjvrKxqQg3wMyRuOfgX9+4znUarh2MGk9TA+pqGDW9k4NnFRmnWfrPc3p7nxaOH1N+PulYcxPc+HO8YWYFyuFx4eGW8SYjxqHdZvKLFocaSsCtsCDmyN56jx5u8nFGJmYQYyXeYZ7ZkfMR61jpKLYjxqFT1/EeNRKzz55JPq1IPO0JkjPtko/vjHPyoFnwouGysNDfQ+Sl594Gt0+2cFUrhQiPBz7Pz0bKHhiq9RUebneE31ZJDfz8TtFDROMIYL72121VFQsIOxfOhhww6mlGHjtbjxmvPjdcDOHYhl5yA+dwEweAg3azd9uAvwvqw/ruzTkPfyn/6ERmOipGHZUHhxy8iNN96oBiN+RisPqYJ1TwHK8lCTg+zsptXUFN+3Ofz9LB8a9jgY6zZqdvtgPth/OOAR1one621WXpgH/nZOpLn6yMk93dP5vNnlwfuxXigoWRZsl2I8Sj/YZ7hIQeM8xzSeBESvNS42sC9xe/XEiRPVZLc5nLBxu5o+be173/ueam8cG8yGeaHRi4orDciaVSUrsPr02xjkH4KlQz+HYt/AxCvdD8uSRn72QSqobSlhUePfsbqD+NPBP2BgxhDM679Ybaezo2OKfm2kBrurtuLlw39A+ZoG7Hr9EHZ8vBO1iSCqHIPmzJmNH/34x5h10SxkZSe8yOKp8zziVsGYoZRWVFapLWNuz6enrTWNQ2aNRdwyZsfpktNKGeUJY8OGDFPbpszEbnOoLWulZ8uMdhpGQWE+CvILLcnHkaNHDOU8oHRA6nVNBj2z8vFpizt9mqetBZVOpxfiOosYj9qGcpgGDxoNufhK3b4tOdzceLTg+pvxt+8cwqxCP/56XCHG5HjhMjHOphiP2oblU1NViUpjzK+0+7Ajno0ntp3A300oxJLBuRie7TGtvji+i/GodagbiPGodVg+YjxqA8Y8+tWvfpX4q2N8/etfV0fvthdWBI1GDKZJxZ4DHRvv+PHjP+N5xA7PREHMQZpb3F544QVlGLjkkkvUdgC+xkGTwv5CQqg74PfzftweQUWYHZ/3NbvqeE9tLGHZsIMpI5aRv7jLDc8H78B5/Chixf3QOG0mokX9YAtzZbFr+eR92anpGUDjEYOtN4flc/311+Nzn/ucOh2Dn2laWU4dvAeFOcuD99cnGKT6vs1h+6CRhMYSGk3okt085ocZMB9KiCeMRywPtle2U7PaKvOgjUfsx6wLKotm5kHDfHCsoMJKAckjQMV4lH5QPvz85z9XByPQ6MOxjfGP6MXD8f6uu+5ScqKlwOsclyhbtPHo29/+tup/nJCaDdu8Nh7po/qrQxV48+hL2FO5A/P7L8Y1w25LvDs1cCyk0qONR20phTTe1DRW4bl9/0UTB6YXzcHkghnIdLU/Tlo0HsGuim1479SbOFK3HzcU3YGT68vxxutvYt/+var/sz6uu+563HrrLS0aAFMFTxWrNOQlZabHaA+FxYWWTehZJyWnS5Br1MewYS0fUJJq6mvrzxn0acSy6qh+FfMyEEK+URZ5BXnnLR6ayelTJcbYU9/njupvDnVsQhmZKqMIxyOOBdQBWN8XksHnYh7V12NBwnj0NysOYkFxBr48vgijcjymboUS41HbUO5UGXKP/cmTkYVyfwF+uP4oin0uLB2ai8WDstVjM2AbE+NR67AvivGodVg+YjxKA9gwqNzTULVgwQK1RY4KNvddU6m89NJLlRFAw+Jg5VG4UPnmtrVnnnlGTfwY84hbGCikNXxfKouQ36/zwoDZHKS5LYKKBvNpFswDBQW9W9jJ2Jg5ANEDiaccMH9VT/8OkdMn4R43Ab75F8NRVGwo0FEWauJbOgfrh51p7dq1ykPgz3/+s6pXDe/NfHzlK19R+9npJcDJW/J7UgHzxVV2lgfvx62QHHSS24cZsF5YPlSKKUQZo4Vtg+3SrO7N9kE42FGx4H052abRVefFDNgWeD+WAw0ArIvp06efUxzNQo8L9MTi9jm2Fdm21jU4ZtOgw3rlGN4cGgbuvffexF/th+2F30tFhn2Jbef9999XW9m4TZlxN3jKZkuTzObGowcffFB5LqWL8Wh9yQf46MwHcNidWNT/ckwvmpd4d2rQxiP2N3raXEgpjMTCeOPIizhadxhDsoZjfr9L0d8/KPHqhakL1+L9E2/ig1PLcfngpZhddDGcjV6jHI4qzzH2NSqDVFApO1m/ZsF4PpxAKOORMeErLCrskoGgK1BuM7E+qD9YQV1tHUrLSpXxiJMpqyYwRw4fUTGgmAcmK/oqOXWyaczpq8Yj7j74p3/6J9VHSHJw7EcffVTpM4899pj622zOGY8a6jH/ksWYe93N+PKKg1jcPwN/N6EIw7N4vHfizSYgxqO20dulG+rrlB6QWTwQrx0qx+92nsWs4kx8YWwBphVlJN6dWqj3ifGodahvifGodVg+PcF4ZL5vvYmwUTAAKj1W2EgZv4KTWQ56HIQ54PD5ZCh8qXQzafRzWjBzwNSJzyf/3d0p+b4kOX8tvT9ViffT6HvrvDGmgsphfS0cxiTZlZUDhyHg+AlHN+STUGByCwm9vxgwPHki5zGUrvHGazQE0lOAyiDz1dJ3dWciuj74ty6j5u9LdUpuE5rkfJmR9P15X6Ifm52P5vckFJ7N35fqpMuDRiNehc5Doc7TNmmUoQcQT+Dk9rDmqbPboFk/PBCBQppKOe/DsYaGI3qnUvmzyjuhs8QT3p4Ha/YiGA1gRNYYDMxs+2RRK6BRa0jmCDhtDpQHzqK2sTrxyoUJxxpxou4ITjYcg8fpw8T86SjwFRsTmRzlYUxZwPpjfbIO2S/NhHVw3j9jHOrLsAzSgXTKR7rkxWySw1bQaNR88khdnTFPuUPBKrTWzSXagFFNvHLrk0vpGOolIc2IGfUUNf6X5bThjjGFKPY4cawmiL2VAVQEzV3UFYTeTK+e1WiLK1f+acHj9rPf/OY3eOmll7By5Uq1usDjPGltTFbs9AS4NfQE1cyUjP67+XtSnVqDr8RDQcQb6gGnC/asLNiMK59v6Xs6mggneJwAMMD63//93+OSxYvVdqRhBfm4dPQI3H3TDZg5ZbLaJqU/0/x7uju1RkvvTWVqiZbeZ1Zqbixp6T2pTi3R0vtSnRI3VheOMX19AtkZfvGLX6ixm9x+++0q5l1rqTugoYjGBxqP6HHa0wxHhCdanW44idKG0/A5fRiSNQIF3qLEq+kDe8aQrGHIcGYqw1FlqEwZhdpDMBLAkdoDyvtoZNYY4/cVn+tzup/xypU8QRDSB3ocMS6bPmyg+QmxDEtBg1JLIQrMxYZY3IZAuEl/cDnscJoYKFvoPEa14YrhubC77PjwTB22lBnzE0EQuoVePQpyEksBxEnAkiVLlMcKXem1Oz0TPZGEjnPeRJiP6+sRa2yEzZho2bw+2Jzdu8pLwU3vo1EjR+KGG27A33z5yyq+0ecvvxR3Tp+KKwYPRLHfb5mXx3nl0ceRcmhCTWQdjnMrmELn4Ao04Wk5jHnGwxJaS92BNh7xmH4aj6za1tIVovEodlVuRSgWRJF3gDKsOGzmet60D5vKW64nX21hOxM4herGpm0sF6I+UoczDacMJcaO8XlT1clyyegxWcYjQUgfGOOIW3oYH44Lgq1Bg9KmTZsSf1mEMXREYkAg2jRZoueRw8RA2ULnYS1dNiQHI3O8OBsI45PyBpQFxPtIELqDXm88YtwVnqhGQ8Ott96Km2++Wa1qXHHFFSoGEl3bOVk45yUgdJh4LIZoXS0DaMHm9sDGvfYpMOKwjnx+v6qza6+5Btddfz2uu/JKXDl1Mooqy+GobQrULAiWwIlqKIRYbS2i5WUInzqByNHDiJ8pgS3aFI9CxpmOw4kGtzZwEcAMWEfc4tQTtxwaLUz9YzDqvRXb4bV7MShzGDJd1u3hvxB2mxNFvv5wO7w4VnsYp+tPJF5pncZYI842nEJVsBx+ZwYGZw6H09760duCIKQX3Cqc7hgSXcX0DEbiKjyDwxDfIsF7BqynEVkeTMzzIcvlwJHaRmwtb2h6URCELtGrjUeEq8YMoEZvIwYK41YnrihzVYOncvGYVJnQdRFjohKrazLc2LhK73QZD1LTtFhXnNQVqICbRcgfPhI5I0chevIEwiUliDeaf8qY0MegkYgBuMONTds1Aw2I1dcjcvYMGg8fQnDnJwhsWIeG995BcOXbiH2yBfYgY6tRFRU6CmPW8KRJoW2U2cgYd3kEfln4DM4ETiPbnYf+voHwOnyJd6Unw7JHodBXrGIYnWqH8ag+XGu896iK55TlylGeSzyGXRCE9IYBcsnOnTvVtSUY546xSq0MDK0N8VFDaAciMeMRDd18RuhJjMv1YVSOF7WNUWw8W4eGcEw0MUHoIr3eeNQSNCRRKNFlVlzau4FoDLGaGmM4NgSrx6O2rhmzmMSLqYEni4QjYUSyshAdNAQRYyIfPnkM0cryphPeBCFlxBEpOYXQ9q3KQFT7yh9R/T//pVLty8+i4d1lCG7+GOGjhxGrrVYTevYNoXP89Kc/xcGDB1WQVaENEk0sEKnHodp9SkEu8vdHvrcYbkd6n7xU7BugvIe4OLC/aifONpxOvNIypYESHKndD6/Trz6X7sYxQRCa0IcSMO7Rtm3bEs+ezw9/+EPlccoDUqzmnPHIGJt4PL9I8p7F0Ew3JuT5DBlhw76qAPYaiZ5kgiB0nj5nPOI2BAZV5lF8ycGVhc6jtq1VVanHynjE087M2O5Bw5/XC1thERz9+iHCbUInjxvSXvY1C91HrLoK4SOHlEGo/t0VqPnTi6h79RU0vP0WGla/j8DGjxDatUMZlOLhMOyZWXANHQ7P9Jlwz1sI2+SpiHk5uRXFszPwpLX7779fnc5DAxJjZrSUWpuI9BmM4TASD6OqsQIHq3Yj31OIfv5ByHBlpX3Lc9ndGJY5EuNyp+BMw0ksP/aKin3U0uJOebAUeyt3oDJUgUEZQzEiZyyc9p4X1FwQ+iq///3vlXFo+vTpuOaaa5SXERMfjx49WsW5Y0Btjv2WwSHTSLEYt63FwFBHKtxReg+lQjPyvU6MzvFgaJYHgUgc752sQU1jlOJSEIROkhbGI638P/rooy2mPj8pSHeiEcTKy2iZg83vb9q6ZgZqYmFMizIy4Ro9zpjkVyNy/BjiAW4REoROEI0i1lCPaOkZhI22FNy6CQ2rVqLu9T+j+vk/oOr3/4WaPz6D0PYtKkC8c/hI+C+/Grl/dx/yv/lPyP/Gd5H7lfuQ/fk7kHHltfBMnwX0H6ACZ7O1isLScWjg10GzaUDicf0tJU5E+jIx418g0oCzgRK1/YsnrNGjx9VDDCsDMoZgTr9FyPcVYVvFRmw8u1Z5GHFrWmM0hFAkYCj9VdhW9jH2Vn2CfE8BRueOV7/RnqJt0oIgdD+LFi3C6tWrlQfS8uXLlSGJiY/pZcoYdzyFzUpsCYHNmEeBaBwuh80YS8V21BMZmOHG9MIM4+rCypM1OFXfaMgTOYVTEDqLpRrXm2++ifz8/HPK//e+970WEwWKkIYoKRpH3JhEh8+UwO7zw5GVA7vbxC0ShmC3e/1wjx0Pm9OFyOlTiJw9q/IkCBckFlPeQoxbFK2sQPjYEQQ3rEfNS8+j8je/RNV/P476995RnnWeMeOR84U7UfiPP0Le//k2su+8C5lLb4J//sVwj5sA54CBsOfmKc8jdeIgPfCczk8tRjR2tuBJIbQNj+fnZOJCie/ryzBIdl2kBmWhEjRE6jE0a6QysDh6iGHF4/BiRPZYQ8mfq+IYrT29Eh+f/RC7KrbhYPVe7K3aiQ1nPsTGs2vUMf0T86djWOYo43PpvSVPEITPQgMSY9nxFM3nnnsOjzzyiDIo0XhEw1FbJ7GZQsJKxG1rQUNP8NhoPLKL8agHkuFyYGSOB6NzvKgPR7GxtB4n68MIx0QfE4TOYJlWeejQIdx5551qtYGrDw899JASHi0lnoompCEcdyMRdbpUrKbSmDRnw56VDXTzMf0XwuZxwzVwsDFxz0W0thqRs6eVMUAQWkQZcWKINzQgcqYEjXt3oWHNKtS++SpquB3tw/dV7CxHcT94Z8yC/+LL4L/0CvgXG9eFF6vnPBMnwz1yDFyDBsFhKLl2Bt53Os/fBmvcRx0VbiieQufh8fycTFwo8X19mRiiqItXoRrlyFGBshNb1nqQVw6P259RNA8L+l+mtq1tLluPDWdXY1PpWmU0WlfynvF8BcbkTcSk/BnI8xQmPikIQk+Ep2hye9p3v/tdZVCyMkh2c6jiRg0ZHorG4DLUWuV5JNajHofbbkOh2r7mxfBMDz4+U4+DNUG1HVEQhI5jmVb59ttvK8MRV4u5+vDwww8r4dFSokAR0gxKUE6MQyFEqyoQDwRhz86GLTPTaFUmG4+M+zlycuEcPMSYqEeV91FUju0XmhOLIRYIIFp6Fo379yOwdRMC69eoFNy6GZHDBxGrq4UjLx/eGbORdf1NavtZ1o23wr9oMdxjJ8Cem5/4snZCQ5UgmEDE+Fdjq0LAXY8x2ROR5crucdu5mN9cdx5mFs3D0mGfQz/fQNSFa3E6cAJVjTSK5WLxwGtw6cBr1Qlr4gYgCEKq4PBC55RQNA6n3a6SRC7smWQ4HRie5cGcfpk4UhvCvqogSoOG1BTvI0HoMJZpltXV1er6ta99TV2Fnkk8GES0olxNzO3ZObAz5pEZwbKT4f3cbrhHjIbd60Ok5DSi5eWIR+TY/j4NDZxMPFa/oR6RslKEDx9AYNMG1K9cjvp3liGwcT2iZ8/AUVAI36JLkfOlu5D7lfuRceU1cI8ep9o04xUJ6QHj30lw7JYJxBpQ76iBK9OO6UVzlddRTyXXU6DiH90y8ou4Y8zdKn1h7N34q9F/i3n9F6PQ1w8OuzPxbkEQhO5Fm4iU8SgSg9vQM10qYrbQE2HMqv5+F2YXZ8JjPD5QHcB+I9WE5XRmQegolhmPhg4dqq4nTpxQV6GnYQjReByxQIPaJmZzOOHMz4cj05iwmG08SuAaMUJ5jfB0rGjZWcQaZOtan8XuQNztQdzrV/Gvgls2oebFZ1H9P/+N+reXGe2jFO4Ro1TMoqwvfhlZt3we/nkL4R46DDae4OdyWdaOhc9CgxFP4WFQ7ObBsRk7j6f0lJeXJ57pe9RH6nC0Zj8qgmUo8BarLWs8wayn4rA5kOnKRpFvgDpRbVDGMAz0D0X/jMHIdueq18UDQBCEVEPTgtq2ZmfMI2PUkWGnR8Jqy3TZMSLHg+mFfpysa8SW0gacbZBFZkHoKJbNjrjHmbGOfvCDH/Rppb/HQtsRtwHV1iBy6hQcRUVN29Y46bYIR24+nAMGwWYI+Mjpk8qAJPQ96PnmMNqn69hhxF95HlX/+W+of+s1xKoq4Ro1BhmXX4ms62+G/7Kr4Jk6Qx2r78jNU0YjMRilH/QyosFIn8JDuZHM3Llz1aEKv/jFLxLP9D1qGiuxp2IHKmsrMMw1Bl6HL/FK70AMRYIgWAFPW2uMxVXcHKdNRqKeDGNS0oB07bBcROKGblHegMO1jbJ1TRA6iKUzpZdffhkVFRVq1Vgf199SEuNSmkEByhQJI8YTqk6fgnPIMNgzsjhzT7zJGpyDhsCek4fI6dMq9pHQt6AnXOiTrQj+5SU4VryBzGOHlbJHo5Fv3kL4F18B34JL4Jk8Fa7BQ5SnnOnbLIUO8S//8i/Iy8tTp/IwMPY999yTeKUJnsrD2HkrVqxIPNP3KA2cwbGaw4gGYxhiG2UIdtlqKQiC0FV46AVjHrkcjHlE45GYj3oyHqMeF/TPwrg8L6obI9hSVo/91cHEq4IgtAfLZk2PPvqo2nrAoNkbN248d1x/S+mpp55KfEpIC+i3G4shXleLKI/Fr6+Da8Qo2Lhlja9ZiHPgICMNVnmKnDiOeFiO7O/1xI3mWFWFxgP7EVj9PhreewfBzZtUcGzXhEnwXXkNMq66Fr7Z8+EePlJ5GcGZ8JATPTDteeGFF5SnKk/laY2ZM2cqOdIXqQpV4HjdIYQiAeTY8lGA4sQrgiAIQmegakB/lEg8jkAkBo/dpryPbOpZoadz4/A8TMzxYVdpPdafrk08KwhCe7DMeDR58mS1BaE9ie8V0ggaiMJhREpKlHePMzsHLnoe+f2WG49oGHANGQqbx4vIqZNoPLAv8YrQ24hHIup0tPDJ4yoIdt3rf0bD+ysRra6CffwEhC+5HIGL5sI9YVKTRxq3VXo8sjWtBzJ8+PDEI6E5J+qO4HDNfnUS2TD/KNjjLlkdFwRB6AaisThCRmLAZSZ63Qs9n6kFGZiU70PYqNvt5fXYVxVQwdEFQbgwls2ili5dqrYgtCfxvX0KHu+dxoMYhSe3B4WPH0W09Azc4ybAnpMLmzM9Tr9x9h8I56DByogQ2rY58azQa6DXW6AekZJTCG7b0nRq2rrViJaXGnXfH945C+C+9ArEps5AqKAYNn+GeBj1YBjjaPPmtvvxypUrPxMLqa9wrO4QyoNnMTRzFEbkjEFjLGSID9GCBUEQOo3SGeKIGf9X29YY84ieR6JL9AoY+2hcng9Dsz0oD0Xx3skaNETk5DVBaA+yBJ9OxA2VPxRS223ijUEVkDrtMCQn94DHaqoQOXkM8WAA3tnz0sZwRBz5+XCPGadOgAvt2qnK1CjMxKtCjyYcRrT0LEK7dyGwfg0a1nyA0PYtsLmcyLjsSmTf8TfIuHop3IOHwma8Fw31TcZYoceyZMkStXXt+eefTzxzPnyeAbP5vr5FHAeq9+BQzT54nH5DCR6FQm9/RGJyeowgCELM0KEjkYhKfNxetMZAOxEDZgej+qh+mTL1JkZkezGjKANepx0bztSrE9gkeLYgXJi0GAkZELvPB8c2Jro8Yp7ePNxqFT56BLGKcsQ5AU4nGCuGBq6S04gbdWXLyoZ78rS0Mh7ZfH4Vg8leUIBoeRnCRw4gHpUVhR4NDUCGAhg+fRIN61aj9tU/oeH9dxBvaEDG0puQ/81/hP/yJXAUFTd5JjU2wmZ8RlzMez7//M//rAJm33HHHZg9ezZ++9vfqud50AL/5vN8/cEHH1TP9xXihpK7rWwDqhsrMTpnAvr5BhgCvcm4LwiC0JeJGjpfdXU1SkpKcPr0aVRVVannOgJHUtoSQpGo8jpyGTMm0Sh6D8U+l9q+NjTTg7IAg2c3oDIkcwVBuBCWGo9oKPr+97+PwsLCFoNjM0jqk08+mfir9xKrr0Nw+xZU/eEpVP/Pf6H2+T+g+unfofq5/0HD6vcQq6trmjynA2434lWVwMH96jwf94TJTcI0zSbpjL/kGTkajrx81L7yojIyCD0TxjaKVpSjbsUbqPp/T6Dhw1UqtlXWTZ9H3t/eB//8hbDpANhCr4OnqTEYNuPf8coj+wm9jfg3t6u99957GDlypHq+LxCKBnGwZi8OVu+Bz5GBMTkTkOctRNzGDWtiPBIEoe8SDodRVlaGAwcOYMuWLUpO7NmzB6WlpWhsbGyXgV1rtFEaj2LctgY4DD1XFqR6Dw6jTgdkuDA+14sCnwPvnqjGsbqQxD4SLKOnjC+WGo+++tWv4mc/+5lS/jkxaA6fv++++3qvN5IhwKKVFQht3YS6N/6MWF093GMmqG1gjCMUj0QR/Ggt6t96VZ0epgw0DmuPYLZx5eZMCeKnTsKVXwDvzNmJV9ILxrlxj5+ktq+Ftm9D+MQxxAOB9DHCCe2ChtXGnZ+g5vmn0bBmFezZuci49ApkXHmN0fZmwTFwIOwZmcZIZulQJqQYGoYY/46GozfeeAOPPPKIuvL4fk4Q2jqJrSNwZZqTC04+0tWDJxqPoiJUho1laxCMBTEsayQGZQyF35khhiNBEPo8x44dw3//93/jT3/6E7Zt24YdO3bgxRdfVIvT9EIKhULtGN+bDEUxY0wNRuPwOPRpa+bDfCQn4Xy6Uj6ZLgfG5fsxuSADu6qC2FMZNORrRBkNO0tn8pFKOls2qULnI13ypPORDnkh6ZKPtrBsxsUBnXEs7r//fqX8c2LQnL/6q79S148++khdexvxYBDhQwcR3LRRbavyTJ4C37z58M6ZB98c4zp1hjr+PrR1Mxo3b0SsplptyTGaVtMXWICjqhKOM6fgiETg6NdfBaZOR7iNzllUDNfwkbD5/QhsWK+2sInxqOcQq61BaMd2NKxaiUjJabiHjYB/wSJ4Z81VRkFHfgFsLvE46kvQiMQDFL773e+qa3cZjRgPo66uDmfPnsWJEydw8uRJVFRUqFgZHTEipdrgRONQbWM1jtTsN5TcHejnG4jxeVOR486D3eZIW4OXIAhCMoxVx90F3H7cWuLOhM6Qm5uLefPm4fLLL8cVV1yhdjUMGzYMlZWV2L59O2pqatocK+16ImmzN21bi8bhdTnhdbvU9jWzsdvtKj/6ajXJ+XFYvKBNmI/kPHUEGgUZNHtqYQYKvS5sr2jAvuogOrt5jXnQ+dDJSnRekvNkJToPyclK2H51PlhGVrfn5PbDa7piMwZQS7TNRx99FN/73vfUSrLebsCC4ooyJwaalp4zk7fffhvPPvssBg8ejFtvvRUzZsxIvNJFolHlDRNYswqhXTuMCfEc+OYugKOw2JBXdhUsm8ai0O6dCK5+T20R255fjKI58zBiwkR4vN6m7zGZyvVrULXsDTDCUd4VS5B58aVNL5gMvQM++eQT1T6mTp0KZ0sxl6IRhI8cQd3y1xHavwfZn7tDGeTsWdmJN3QdukFzkul2u1FUVITMzMzEK+YSCARwxPitVIrmzp2beNZ8GGOAE3DSr18/ZGd3rqy5VTO06xMEPl6PyOlT8EycAt+cuXANHgKb22j7bQgcbQigAYArjDQwWDEIc2itr69X+aBAKi4uVu3DamEpnA/rie12375959oMPY+4nXrixIkYMGCA6t8twXFo7969ygtq//79Ku4SPWZbe39XicQj2Fu5A2tOv4MTdcdw5ZDrMat4AfzOTDSGGnH02FE1HjEWlBXtjP3uzJkzqg+y/BiLygo4DjLWCcuA41BWVlbiFfOgFxsnq2xbWj54LZLbLAsm1gcn0VZQW1urthKxb+Xn56v2YQWHDx9W8pJ5YEpVX70QHGuYj4yMDFUvXWkbOih0spzzeDyJR+mH1v8vxO23397qQQltwfGH7Yxlwn7IMXHt2rXYtWuX0gcWLVqk5DHlMsd/vpd1wcc+n09tg165YjnKqqoRG3sR3h92Gb4xyoNLC93o53fB4zQ+l/BMSjW8RzAYVOMIx1e216FDh6rfaAUcU7kbhPlh+dFQl5OTY1l+WD4NDQ0qphWvHOsps9sb34qGwrCR98M1Ibx4uAYHAzFc3D8TSwf5UexpkqHtnSUzL2xDzIs2ULJvM3U03lZ3oPNDPZSyiLoNwwAwWZUfthOdH+pP7IdsQ1blh/dlv2KdcRxg22EbsrJ8OBaxfJifcePGWTavbAvLjUfJt2fBpdJ4xHsx8TuZ2kOqjEfR2hoE1q5WW9boGZN1y1/BNWgIf3DiHQZGXqPVRof/ZDsaXnoO++1OFF29FEMXXQJ3pvnKMKkx8lGzbg3sU6Yh57KrkDFseOIVc2mX8Yj1HWhA4/59qHziP+CdNQ++hYvhHjkKNnf3KFZiPDqf7jAexRtD6pS8hneXI1pVCc+0mfDNWwjXwEFtGo00HHzFeCS0F7YXbmVYv369qiuXy6XaMRVRGo94ihsnmS3ByYk2HtH4RJnGxZBUrF7R6+hU3TGsObMSO8o3YVrBbCwedA0Kvf3U6xwTjx8/rhR7Go+saPMsM2084njYWeNxV6GhgvnQxiNO0K2ACiCVUk7kaSyxylDBMZnGIyrpnHhaAcfCZONRa30q1Rw9evQ841GLuoMJcMxhf/Eb+l9fMx7pun/66afVGPHNb35T/f3LX/5SXfXf3JHAiW5n4BhE/YztnuP6zp07VRu89tpr1YSM9+X4oPUF6nFsm3yeh/e89/ZynCmvQOOomVgzbinuLwpgfmYUhT63UVdu2B1OU8ZY3oNjO/PIdkv51L9/f0smt4SyjWMa88Py40Sbeg3L0QpYPjSuMT+8cqznWMv+cCE4+1TamFGNdeEYPqmJ4cWSCIrdNiwpcmJ8ph2ZTluHt7AxL0zUAdmemKyqL8J2w/ywHWljX3vKp7thXbFMmB/KaC0L2H6sNNZwHGb5sEyot9CAbGV+OG/RfX3SpElpaTyybBajFRhuX2sNDuCku5Qddhw2El6thAGAI6dOoHH3TsRjUfhmzYGz/wC2nMQ7Ehh/O3Lz4ZkyHZ6581FQUYqM40dhMxq5+cQRPVOC8JHDiBnCwz5sBGz9jDynM0b5MfaRa8RIeKfMVCfYNe7fi5gxaAlpCg2mpWebDEcVZfBMnAz/wkuUx1F7DEeC0FEosKlw0lB01VVX4frrr8dll12mlIfVq1crg2wyFO5UMvg6lR9e+RyVIv5NBZaJCgBlTVdTOBxBLBJDecNZfHjqHWw7uwH57mLML7oU+c5C9R7mR1+Zl6bPhc99hxlJ54HlwaT/NjsfyfWi82F2HvT9kvNgRT6YdHno+/Pvlt6XypR87+T8tPTeVCZdF+wjuhysqBPmgffnmNHXoF5Po+pjjz2mth7TC0h7Q/AxE0NaMMj1Sy+9lPhUx+H4y9hH/B6GvqABieM8J4c0rHHc19Agwuc4aaQRj0ZetzFx4+TN4XIiAhuyfV7kZGYY3+E33sfU9N5UJ96HifljvnQ+zbp/a4n5SIe86Pt3pnx8SdeCrAzM6J+NETleVEdt2F8fRy1c8Kvv+uxnW0rJ91VtyEjNnzcz6fsy6fxYXWf6vsnlQwN68nvMTM3Lh89ZnR9emZd0Xmi2zPPo0KFDyr1/1qxZ51YXOJhrLyOunnLPsz5dp7Mn6fDn0WDEVR6uRNKax4bB1UimC1n0UuF5xCDZ9cbkmIGAXSNHIfP6W9SpYK1CRaf0DEp++YghyNzIuuxKtcVNBQo2kcDbb6HsnWUI5RXAf+2NyJsyDT4L9n8TKmAX9DxKEA8bCtue3aj50wtw5BfCv2ixMkrYjEG0q3BFl4oQO7p4HnXd8yhaVoo6o50F1n0I38zZ8F+xBK4hHdtmwYkBVxHE80hoL3oiyzrjlSfzvPnmm8oI9PWvfx1DhgxR7+OEj3WqXZyZKJ/eeecd9Zk77rhDyQq2N048tFLSaYxm67F5EUIQnwQ3YGP1argiXszPvAKjMsfCaXchEo+q+zEvlJts+2PGjFG/xUzxzjbOcYhlw/tyRZqTNTPzQJgPynyOyywXenVQYTY7H7wf88H2QvnEsZBtwux8cLzRHlAcf+i1wLZiJswD+xLlE/sQ24YVWwNYD/REYR9nWTCxvVjRNrjyzkkC5SQ9Jfi4s3D8YkqWc2zz6QiNR4xBRMM8DUWEuj5Jjn3K5+gl0Zlta4RjkQ6WferUKdUXqaPx3mPHjlX9UctivSCgx+33338f7y4z9N2qGgRGz8Sr/RbgiblFWFzkUQGW1eeSyjqV6L7DPsw2Q3kyYsSIc8bH5Do3A+aHHoQcT9h36DlixbY1/duZH46x9BzjlXmhDG7vGMeezxLkVCZmfOerx+qw7Hg1PMYTtwzPwcL+GSrO1YWGCJ0fJuZFy0FtGGV+zKwr3ptlwyvLhboB2xH1UPYDjoFW5YftmGVE/ZzbxCijrSoftludH5YJ2w7HBivzw7GLfYz1xrHKqnllW1hmPCJ66xobzpw5c9TRyzQojR49Ghs2bFCD5UMPPYSHH3448YmOwwGWguPdd99VFaKFLAe8yZMnq9VmKvitQePRc889d854NH369MQrnSe0cwfqXnlBHTfuoyFjivGdxiDcJkaDOvTi84itW43cfv2RfdNtcE+cnHgx9cSDAdT/7r9w9vABhCZNRc6CS5A/YhS8TmuCi7Fja+PRlClT2nY9N5p4rMHI/2svK+8j59Dh8NGbZWjXYz/QLZpCggKdCqBV2yMoFGg8ovHGSuMRJwfJxiNOENpNJIzAhnWo/v1/wTvtIvgvuxLuseOp8Sfe0D44pDU3HlkFB3+OP2ynYjxKbzip5GTj448/VkGz9Ur4ggULlEJKtGCnssHHHIcY64iyi8ajO++8U3nKso6pWOsVpM7ANuOwOdEQrsPO2k3YVLsGOZ58TMmahdHeSXDbPIbiy7OAmpRWKj4cj9jmJkyYcG5yYRb8vRyHqITx3lTAmMyeVGjjEZVlQllPGW9mWbA+tFLK+uCElG2IbcFslYttkWVBOcX6sMJ4xDphOVA+sW2wLJioi5kJ64HjMdspx2KWB3UHs+uE92NZMD+cyPUl45FeOKZezYDZ5IEHHlBGIo4dGm695Rjc0mE67YFlTPnPcmH755xi8+bNqqxvueUWNU63pjd+8MEHWLl8GcpqGxAcfRH+XHARnrt8OC7p51NGBZayWS2GdaqN8tSvtPHI7DarYX6o4zE/LD/WEfuyVfkhHO/ZdjjGUOccNGhQp/LDT5QGwvjtrrPYWhbAVYNzcMPwXHWcP41LF/pKlg3vy7xo4xHlD5MV5aPlEMuFfYDtSI83VuZHG2s4DtN4RCOxVfmhPEo2ZnGuzzZkZfmwPbOPsb/THiLGoxZ48skn8U//9E/KUNScrhqOCAUHJwUMlsfJLJVIxqZgbAg2kksuueS8AJKsOF0kVLpWrFihhBoHo5tuukkZj/g6K5noa7vgyQ3lZxFa/T4CH38E74KL4b340nYHcN5hTGps7y5DYU01smfOgueSy+AYaAySKVbA4kaHih0/iuBLz+JsNIbgrHnInTQV+UZ5ei1Qhlnm7OTcw87HNAJeaEWXr0X37kbDh+8jbnRI7/SL4J41F7a8PFoYE+/qGGwfWohq4xE7OduQmTAfHGwYy4GDDQ2xZteJhvfXk7Z2e2KxDxmTmeiJowi8sxyBTRuQ9ZX74Zk0BTafP/Gm9qMHXz1JoHGxQ/20m2AdUFjT65GTJzEepTdsLzQcrVu3TskMyouFCxcqGUHlhqhxxBgv9OSbV8Y8opcSjUdf/epXlWLP+mabo3LNx6RjfbKpvUbiYeyq3II1Z99FyNaABUVXYEbePHjtGYjFo+cMR0xs62xr7INaTpk5FmkDAVfMWEZcFGK5mT0eMh9UBmlIIxyHzPaAYn3wd9NAwPqgfOIky2wPKOaD4w29rlkvrA960VlhPKJBnwo6dTLmg+XBx2bCetAxjzjhZT4ou81so6wTtgG2T21I4+SyrxiPCCdETNowRB2bXpt65wHnBffdd586jZnb2zoC67IlGbtq1So1TrPs77rrLuWd2Zbx6N3ly3C2tgGBMbPwRv5F+NNVI7Cw2AeH+arEOaM8xxLWK2WMlehFU5Yf2y7bsJVQ7rB8OMbQIMz5Wld45VAFXj5YAY/TjqXDcnHziPx21zvbF/PS3HhkFcwDy4V6OfVi6qGcq1gF+yflM/PDdj1w4MBz+pUVaOMR86M9jzq06N3NsL7Ynjm3pP7AcUqMR21AV1YaAwgDRHHllMpFV2FDZUVwMsAKoPKwadMmldiheZQn3cI07FxM/BzfS/dVCjZ2NgZOpacSi4xCmkqHniRcEAozpwuOHVsRf/tNBFweOC69As4Jk9tlvKAw3HngINz7dqP/0UPIMiYO9vkXIzZztnK1NDKceGc3w3wbAsuxeQPi2zfjTF4h6iZOReaQocgxOrzXKCN1fxNhWVBR4oo/y56di8+12ZT5ekMAkY3rYNu9Ex6fH7Y58xBh+Xey/HhPGj31CiInS9wSaaYiSlgGeuLItktjCQdEK2BfY5kwT+xfLI8LDjHsQ8bnHBvWILJmFeqHDIPv+lthZ//vxO/g/Tg54ODLSRL7txXDHO9JIyfLgwoNV1g4BrVrvBBMh21FT3DpecSJBtvQD3/4w/O2Teu2xHqkspEcMJunrfG9HA80ur471AbZpyMNOF53GKtOr1DXef0WY0bhPPT3DwLXvmk44nfy+5k4BnBRhO2N28E5Ppk5FmmjDcuM96X81kqhmf2P+aDirgNm09NGe4SalQ/WB8tAywfqCjRiWWU8omygDsT60FtezIR5YN/SAbMpK1keZueDbYOeL+wrzANlFPuq2XXCRGM15RTbJvPSl4xHHFuvu+46PPHEE7j33nvVczQmcQtwMslb29oL65Zex7t371Ztjv2Qz7G8qZ8wzMHixYvV4gDbQ0us+uADvL18OU7XGvOB0RfhncKL8OerRmBBceu7FFIJ20my8aizYTy6C208YvmxD1k5+SesV07+tfGIBoCucKw2pIxH75+owaQCH74zcyDyPO3zgOdYwrri2M/HlINWG4+0cYTzA71N1irYH5kfygL2SxqPOP5ZBWWQXvSmPsfFFSuNRywfbTxivsR4ZCH8iWwUNBhRoaQSxU5EYTVv3jzVmTRU9JjYoOilROHFmEe0rFPg8JQGvsZBk69T8aBidCHitqb3uFYug2vVSoSuWorY1BlArtFpDKHfFlQHHE4n9hw4AF88hgEnjyFjx1ZEBw5B+JLLES8y8h8J84c2faC7oCJi3M92psTI9wq17/fskOGo6j8I3rx85BgNmkqx2U1IT4q4TYvoVZg282H8ljhPxzhzGs7tm+HcvxfRfgMQXnAJMHioMXNs7LABiasuFBB6ZZlthG2CeTMTKow0UlCgczBmG6UiaQXsV+w/zJNWiNusF/YdtrHTp+B++y3YThxD/V1/D7vRxmxGfSHWeeMRBTj7KhUt1onZ7ZT35ESJgoATJQpJMR6lJ6yr5HGc7Ybbql999VU89dRTatGgJVi/Oj4Sjdnf+c53PmM86gz0ODpZdxzvn3oTB2v2YWzOJFw26FplOHLYWp7wUMYxQCzbvTYemQ3bOmUsy49t3qpJBcfkloxHZsI2RfnASRYnfNp4ZAVa72F9WHVUf7LxiJOp7lgc7AzUGygfmAdtPLICbTziAktfMx4RLspykq+NQzTqcbcBg2Vz/PrJT36iAmp3FOogDGnw2muvqXbP9kY4BnBh7YYbblCTZ+qurcniVR+8jxXLV+BkbQANo2fhg6Lp+MuSkZhbaJ3xSBuixXj0WbrbeETWn67D73adQTAWx5cnFmNB/0x4He2Y6xl6phiPWodyUeeH7VqMR+fD8mE9cewS45HFsHFwoPvXf/1XtSWBHXn+/PnqZJ3m8XLYmJlYgTQEvPfee/jDH/6gPsP3cxLB76PQobDnZy84GTQU2LjxmbgxQY6//ic1Qbbf/w9NRgvjPkbvTryxZfj9HKS3GwIxMzcPA4L18NBLw1AGMWeB8mCKU0Dyu7oT477xhnrE9+1GfPmb8E6bjtIRY1Dl8cFvNOZco4NRkJndhDghYB0cOHBAlQ2NgLxeMB/G52xOB2xHDyO+aiUixqQvPm0GnJ//YpMBr4O/g3XPAUevLHMAtNJ4xNVltl22aSqSZtcL80GhwL7GxxSabXpiMX9sP1WViG3+GFi7Co68Atj+z4NN7TnacQMY76sHX70tgJ5HfM7s8uD9tOcRlSvxPEpP2Ea44k3DC5VQPb5w4YD9+8c//nGr2wSSPY9oPPr2t7+txiOOB13hdP0JrC15D1tK12Fw5nAsGXoLhhpXBshuDbY1bTxivBArjEdU3pONR1YphVS6aCxhGVBZtkIZZBkkG4+osFM+WAHLgon1YZXxiLKBYzJlE/UpqyYwhw8fVnKSeWDqal/tLPSOYT76oudRKmE5sM/Re5Tlq+U+65k6Cbc0UXdra3xc/cH7WLZ8BY7VBtEwZjbWFk7Fq0tGYrYYjxR9wXh0sq4Rrx2uxNoztcjzuPCNaf0xMvvCfYrtTYxHrUNdXIxHraPnL2I8ShPYQLRAWb9+vVL0qURdffXV521bY3EwUQgz6dPW2MBvvvlmzJw5U72uaddE0BhgY5UVaFj2GkIfb4B70hRk3Hgr7IVFHTL4MOBfnjEIDTGS4/AB1P7lZdhzc5DzlQeArGzYunuyYPzO6KkTCH68HsH1HyLn1r9C+aBhqGoIIMtozPkJY4nZTYhlzk7OUzT4uD0xj87BekUckWNHUf3U42g8fBB53/guXBMmwe7PUL+5vVD5oGshhYSeHLCTt2osSRHMBwebdIl5RMWC9aJj/LSFzegbjQf2of7Vl40+UomMa66DZ94iVU8dqYtkWP5UJriyywl1OsQ8Yh1JzKP0hJMNHuXMeEcU2KwfthuObRdddBEuvfTSVpXj5sYjbltjMNiuTEgrgqVYf2YVNhgp31uEywYtxZSCmYlXW0eMR58ixqPzSRfjUbLnkRiPxHiUrmjj0ZHaEOrGzMbmoqkq5pEYj5roC8ajYDSGHeUBvHiwHB+frcc3pvbHFYOz1Wl7bUG9T4xHrSPGo7bpKcajPjOL4SDHTsyTl3gaFQcXDsSccCdD4UuFs/lkk89xtYLfw6tO/PuCiZ8PNyK8Z5fxKI6MS6+EKycXDuMeLb6/lcQ8MTmNhuQaPATOQYMRNwbNyN7dcBjf39JnupSMQSdWVoro8eNwDBwMV7+BcHi8qtHYE3lnuXzmcylO+p68Jj9Ofk+rSX3GAdeAQci87ia4R4xC7bO/R/zoETgMYdHiZ1pJuq0kJz7X0ntTmfQ99f15bf4eM1NH8mGrr0PMKPs4vbeMSY1v+kzjeeNzXfgNul9aXRbJ+RDSF7YRCugrrrhCbWm49tprcdttt6kArgyWbabgDkQalMfRprNrkO3KxsUDrsSE/KmJVwVBEHoWnJRxCzBPstQwxml7EreyWQElNpeuosajqKHxugylV6R434Jb1EbleDAxzwef8fijM7U4UB1MvCoIfZtebTyixZUxYGjB4+owtyZw1Yl/c5WGq4BmrATytLLw6VOIVFXBlpML55Ch9KFNvNp++HviMUOkGZMdntDmGjEScLoR3LMb0dpaviHxzm7A+K5oTTXCJ08gUlkB96hxsOcXqFswH7SOmu1hk4wqi0TqFEb5uydNhXfOfMQa6lG/ZhUaD+1HvINbpXQeWBadzks30KWy6EZ0PtqbH/aLxuNHDUntgXP4SNgyaPHvmpqWfO/25CFV8N5WtwvhwtB4xJUvegzxsAZ6MjJx+xlXDGkENIPGaAjbyz7GzootcDrcmNN/McblTYbTZs79BUEQuhvGjPve976nEqFR6OKLL25X4hH+VkGpTeMR45V6HFwcFPNRXyPD6cCEPB+mF/rxSXlAeSIFI6LTCUKv9zyiKz+NRZs3b8bGjRvV1gSuZtAjYPjw4cpFLdVEq6sQPnoENmMSQo8hW5fcpI1By2aDzeM1vms47Lm5iJw+gWh5KWLGb+0uGKMpcuI4IiePG/dywz1ytNoa1yRSez7KWyczC54p0+CdPR/hY0cQ3LpJ/Wb+9vYiXiVdIBZH5NRJRCsr4CjqB+dga7ZTpBpRNLoOJxycSFxzzTVtps7Cba+Mz6WP76bbspnbWXjsfmmgBGtL3jcexzCjcA6mFsyC35l+7sqCIAjthYZ4wi3AhNtUGC6iPYmnIVtD/JzxiItZfnoTi+9Rn4OHBA3P8mB2cSYCkTi2lTfgYE0QIS7iC0Ifptcbj/QWGu5l5H5YJk4SGOeIQo1BbFNNrKYakZMnYM/JhWvEqMSzXYCTUWOy4+w/AM5+/RFraFDfH6utSbyh6/C7Qvv2IFpRDtew4XAaAh+GAO1VGO3CNXgo/IsuVcaLxsOHlAEpevYM4hZ6VfUVImWlyniESATOAYNUWxaE5uiV6scffxzLly9vNTEmXE+ltrEGuyq24ljdIYzMGY9ZxYuQ7bY2joQgCEJX4YlpXEB5+OGH1d+M17Ns2bJ2pe9+97vqM2ZDM5EyHhn/i9ns8DltEMejvgfrPN/rxNhcL0Yb6URdIz46U4eaUMdPARaE3kSvNh7RaMQghDQQTZ8+/VxiMNEZM2YozyMzVpdpiKFnkKOgEK7h3RTozvht9DpyDRoCu8+nPJuixmQc3WD0iAeDKohx48F9sLlc8E6dAXt2TuLV3oXN6YJr5Gj45syDzetB466dCG7+WAU4F1JL+Ohho82ehT0jA86Bg5VxVRCa8+tf/1pdn3jiCXUC2v3336/+5mP9N7ed8WTMnggnVqcbjuPDkncxLGsUxuZMQI4YjgRBECyDxqOIzY6o3a7i34jxqG/C2LSFPicuHZSl2sCW0gacrG9UAbUFoa/S6z2PuB2BkeUZKJtuszwtjcft03XWjNMouAUqVlOjvIMchUVw9B+YeKXr0LDjGjIMrsHDED5xFJGTxxAL1Cde7TzR8jIEVr+PWF0dXGPHwz1mnNpy11uxu93KQOadPouuagis/xCBj9YiVlWZeIfQvcQRCzei8cBeROvr4ejXH85+/br/tEChV/DCCy8oA9G9996LRYsWKaM/4WOmxx57TMUm+pd/+Rf1fE+C29XKAmewv3InKoPlmFpwEYZmjYLT1vqR/IIgCD0ZBs9mEG16lbYEX3vyyScTf1lDHAyW3RTzKMNph0OMR30Sm1Hv2S4HLir0Y2CGG2cDEeypCqLUuMruNaGvIrO1FEMPlmhludry5cgvhMPvT7zSPTgHDIRn0mQGd0Lj/n3qCPqOxOxpDr2OQrt2ILD5Y7iGDod/3kIVX6m3Q+8X/9wF8C1chHgsito//bHJgFRX2y3eXMKnxCNR5SnXeOgA7C4X3EY7c+ZZd5SpkP5og1Fr3HPPPVixYkXir55DOBbGifrDOFJ7AIMzhyrPI3odSSw1QRB6KzqAdmtHYh85cgT33Xdfq8alVMPRV21b4yNjLParbWsyJvdV3A6bMhxNzvfB77Jhe3mDIbONuZJ4Hwl9FDEepZhIRbk6tcyenQ1HTgq2fjEI94iR8MyYhfCB/ah/exkipWc6bvCIxxEPhozPv4WaZ38P76w58C1YBEdBUZPpvQ9g83jgmzkHOV+6C65Ro1D9+9+i+ne/ReTEMcQjHTuFTWgFnj7G0+3eeg0IBuEeNVpt5bT5uteoKvQeeAoaJxOaoUOHqmvy0c/V1dWorOx5noINkXqcqj+OqsZKjM+fhhxPPhy2XhZbThAEIQEPrGGMuttvv13tCGgJepmSt956S12tgKFFaTyK2R3wObltTYxHfRXWvc/lUKeujcj24mhtCPurgqgIRRBlQxGEPoYYj1JMrKJcbVtzZGXDngrjkYE9Nw++2fPgmTIV4ZLTqPnjswifON5+A1I8hkh5KerfXYaGDz9Q8WcyLr4M7hGjevV2tc/A4Oo+P1zDRyP7ps/Dv/gKhI8fRfWzv1dGtaYylUB5ncYQstwKGNy4AY27d8I1chTcEydLrCOhTZYsWYLnn38e5eXl6u85c+aoK7ep8TmuTjOYNo1MPYnGWAgVwVKUBs4YyqkDo7LHw+/MgM0mYlkQhN7JqVOn1JUhJFpDG5U2bdqkrmajzUSxuA1xY5pE45FsW+vbUCqPy/NhSr4PnFkdqA7icE0QjYyqLgh9DNFSU4kxWY4ak+V4KAh7Xj7s6qj77sfmcMI5aAi8cxbAPWoMoqdOoH75Gwhu2qCCaLfmNRMPBlR8o9CunWhY/T4CGz9q2r511bVwjR5vPO6Dx0TbbLD7/XCNmwD/ldfCO2MWEI0huG0zGt5/B4GP1iN88jji4cbEB4hoFe2BWwBD+/ei/r234ew3AJ5JU9QpazYTj0QXeh4PPvigun71q19VV57WwxhIjIXEeHY8iY1eR9y61pMIRBpwNnAaNeFq5HgKMDBjCDyO3r9FWBAEgd6iraEXCqxEb1tjzCO/8jxqel7ouzBw+oQ8H0Zle3CsthFby+olcLbQJ7HUeEQBwaB411xzTZuJq849kVhDfdPx+YYUYkyXVBpjOAGn4cg3fxHc4yaq09Ia1qxCYNMGhPbuUh40kdMnETl1wnh8zHh9P0I7dyC4eSMCG9YhtGM7bC43vMbnfXPnw5Hd8l70voLN4YB75Cj4L7sKvoWXwJGTi/CRw+eCaTMuVOxMiYoRpbb1Ge/vK9v7OgODr7PN8SQ7xgDzLbzYKN/RylAnCG1BY9Grr76Km2++OfEM8M///M946KGH1Clr9Dh65JFHLDvWubPUh2txpuGUintEwxGP5pcta4Ig9GZ4yAHHbXqLJm89Tuapp55SVx5yYwXU5D4NmG2DT522JvqdAAzKdGN+v0wEIzFsLw2gpD55IVkQ+gaWGo++9KUvqaB43P/cVmprhSKd4RadeH2dOhWNW3PsKT7djTF73KPHIoMGj7nzleEq8OEHqF/2utp2Vb/yHSO9jbq330TdG38xrm+h4aM1iJwpgav/APgvvcL43ALYGX9GBKXaxubs1x/eWfOQcdW18F40WykSoS0bUffW6wit+xDR40eBYEApGxLktmXigQDChw8qwxuDuvsuvlx5dDnyCowylsmycGE44fjCF76Q+AsoKCjAww8/jIqKChw4cKDHGY7ixr+qUKWheJ6Ey+bEqOyxMn4IgtAn+Md//EflLXrZZZfh+9//vlog5vZjvZjMYNrkK1/5irpaAT2PIoZmF7PZ4XXaZNuaoMhyOTA5348xeV5UNEax8mQNTtSFEq8KQt/AMuMRVxxoGJo1axZWr16tEuF2BD5+44031OqEPqK5xxGPI1JZgZgxcaZXEL2O6NmTangv17Dh8F96ZdP2s3ETjCftiJacRvjIQYRPHEO0osx4DnD2HwDvtBnIuPSKJuPIjIvgyE5NXKYeizGhs2dmnvPqyrzqGmVg4wl0DRvWIfLqy3CsXgn7qROqTAUWmU0du283yigejSC06xPUv/2mMiDxZMDMK6+GI7+gyVtLEPogwXCDindUHa5SQbJH5oyDLS4DiCAIvR8a++k5SgPSz372M9xxxx1q+7FeTKbu/9xzzymvU6vgZqSoMSTHDF3G7zL0maanBQFFPhcuHZCDgX4n1p6sxZFqMR4JfQvLxkMKCMK4FVxVZiI8kpmPly5discee6xN19a0xphAR8vLVWwcW0Ym7DyS1KzJsnFvTs4ZRDvj8iXIWHwFvPMWwjtrrvHcXPjnLYJ/8eXIuOxK+C+5HF7jOZ54pTyOhJZhmebmwTNpqlF2VxrleiXck6fC4XTCvmcXQOPIircQoSdSX8buQNztMZIb4dMnEXh3BeqWvY7wqZNwjR2PjCuuhqOgUJWnILQEV5/ffPPNxF9NCw1clb5Q6kly4mywBKcbjqtuUOzrjyxXtvFY+oQgCH0Deo5u3bpVbTnmyWtXX321Wix+4oknsH///vM8Tc1GjcRxqIDZHKT9DjscEvRISMAA6pMLfBiT40NlKIKNpfU40xBOvCoIvR/LjeltrSxo4bF+/Xp17UkwSHWk9KzyQHLm5loSfJreH9yO5pk2A/5Fl8JPY9HFl8M3dyG8k6fCOWSoOgXOJluHOgTr0jtpKrJu+Tw8192M+MgxiJaWIvjBu6h/488IfrS26Xj/UDDxib6DLRaDrbIC8V07EFrxJhreexvxujp4L5qjDJmuYSMS7xSEz0IjEFefr7vuusQzwPTp09Wq9IUS39dT4PH8TNmuXAzJHJ54VhAEoe/AU9XohcRta8uWLVMLxtxpwG3J1sKNxQyYbUfc5oDfYYNDXMuFBLQj0vtofL4Pg7Lc2FRaj/dO1iAcM9oNG44g9HIsMx4NHTpUXQ8dOqSuhIFPN2/enPjr0xMXelzMI2MCHauvR6yqHDYn4x3lweZObbyjFuFKNo+fdzqbts4ZeeCVMZjgMJ6j0ch4XbxAOgglh1Gm8PkRHzYC0fmLEL9qKezjJyFy/DhqXn4BdcvfVEHIeZodT7Vjm+i1UGCGQohVVyF2aD/sG9bA8dariO3crgyUmdffBP/iK+AabPR5aWtCGwwcOFBtWeB2Zo1elb5Q4vt6AvF4DKfqjqmYR8W+ARiUOSzxiiAIgmA11FKajEdNMY/oaSKOR0IybocNY3K9mDcgC2cDYaw+VaOuYUPXpwFJmovQm7HMeDRnzhx1femll9SVLFmyRG1j4+ozDUc//OEP1fPa0NRjoPGottpItcpoxGDZoMFG6HXEPB7Ei4qBCRPhXrhYbQN0Dh2ujvOvX7kC9SveRPCTbYiWlSIWCiIejTYZknrq8gTzzfwbvyPe2KiMpNHyUjTu2Yn6d5cj9PabsO3dBWd2FrzzFsB/6VXwTp8F10A5kl+4MPREZRDsjz/+OPEMzq1KXyj1lFM56XF0NlACp82JARmDkecpTLwiCILQd9BbkrlV+dFHH/1MSt6+bAUxZQJIGI8s36chpBuDM9yYW5yJfn43jtY1YmtpA+oihn5so/VIzEdC78Wy4ZCTBAbM46kKOlbFgw8+qK7cglBYWKjiHXEV+qqrrlLP9xRixsRanbQWDMLm98GRk9Pk7SP0Omw0BhmJwdCdI0fBt+RaZN14K7wTJgONYYT27ERg3WrUGym0fSvCRw4hQkNSfb3a2thEGhuSaCxKGIzijSFlEGX+G08cQ2jfbgS2foyGtasQWNv0+yJGu4/1H4j4JZfDc/UNcE+cDFtGRuLLBEHYWbEVNY3VhsI5CP18gxLPCoIg9A2o88+ePfvclmRuVeZcoHn61a9+lfiEFdjUIQaMdaRiHiWeFQSN02gb/fwuzOufCY/DhuXHqlAWiCiNnpNrMR8JvRVLbenf+ta3VHC8LAaTNqBBiSet6S0L3Ibw3nvvpcH+5w4SiyBaUQ5EwrD7M2HPzFJbx4ReCFcXkrxx+Ldr6DBk3fpXyP7Sl+GZNstoCxUq9k/dm39Bw6qVCG7dhMaD+xE5fQpRnshXV6cMjcqYxO+xkDiNREY+mJ9YQx1itTUqjzQYhY8dRWjvbpX/wJrVaFj5NhqWvW5cVyBy8gTcY8fDfevtiN38V4iMm4Sox4KtmkKvg16oXIVuzbOIz/N1vc05nYnFY/ikfJMxTsQxOncCCn3FiVcEQRD6BnfffTc2btx47kRlBs1uKd11112JT1iEod45edqa2rYmpgDhs2S6HJjXLxOjsr3YWx3E7qoQqkMxtc1R2ozQW7HUeESjEIPjJQfN5klr3LIQNybknBQwoF5PIx4OI3ziOGwOJxzZ2bD55RSzPofDAdfQ4ci64Wbkfe1byL7ldjiL+qNx3x7UvvonVP3uSVT/7gnU/ul5NKxdjfChA03eal01HtGQ1QV4tD6NRfSQCm7eqLai1b70HCqf+E9U/vbXqH7md6h/81VlQKL3lHvMeGR9/kvI/YfvIutzd8A9amzT94RClhvChN7BU089pVah24p9x9f5vnQmGo+isrFMbVvLcGYZyuZYZLtzE68KgiD0fuh1RMMRY5zyVDUGyWbQ7JaSVSeu2eg7olQpBsq2w+ewScwjoUUY+2hEtgfTCv3I9TixuaweB6qDCETiqs1IsxF6I7KLt7uh50ZDA6Ilp2Cjx1FWjjIiCX0QBit3ueDML4Bn+kxk3nAzsv/qS8i64Rb45syHvaBQndIWWL8WNS8+i4rf/ALl//pTVPznv6Hqd79FzZ/+iPqVbyO4ZSMajx5GtLa61Q1ujK0V93gR9bVtqIw11Ksj9NV2uo/WoH75G6j54zOo/u/HUP6LR1D+6E9R+dgvUf3C02h47x2Edu1AtKoCjrw8eCZOVjGdMm+8FTlfuBPZn/sC/FdcC8/U6XAWFDTFNHIknLv1djdB6CK//e1v1Qo1FxpaghMMvv7iiy8mnklPQtEgNp1dB5fDhUJfEXxOWVQQBKFvUVtbq6733HNPyncVhEIhtehQWVmJQCCQePbCxDnlt9mM/+xwJgJmO8SLRGgBtosctxNT8v2YWuDHkdoQPqkIoKQhjGgsrrY9Cp+FDiJCy/SEsjHNeMTVhuStBbwyUF57Uk/YjnAOGo8CQUTOnlWBshnv6NyEWuib2A3FIztHnTZGA4xv1lz45l8M/8JL4Z27EJ4p0+EaNQbOAYNhz8hUnmvRsrMIH9iH4OYNyoBU96c/ovp3/4WqJ3+N6j/8P9T88VnUvfYK6t9+C4FV7yG4aiUcmz6Cb9tmBNeuQsPq91H/7grUvfEX1L78PKqf/h2qfvsbVP3346h54WnUvfUaGj78AMFPGIfpMCLcZmmoTA6jzToHDlb5cU+cAu/M2fDNWwT/osXwLbwE/rnz4Z0xC55JU+AeNRquAQPhyMo2FK3EUCJGI6GbOXjw4LkDFlqDr3M1u6twglFaWqomG5FzMcnaT1tCPxQJYHPpenXC2pDMkfCK8UjoY8iEQeCJmuTIkSPqmgqi0aiaNxw9ehR79uzBrl27cODAAZw19HKO6xdshzYb4uo0YoeKa5PhSo/T1mxpaMBKpzwxL1bkh21jRI4Hc/plwGncf39tGHtrG1GT8D5KF9KxrtIlT+mUj3TJS1uYZjzSAfD01gJeGSivPSndtyMkw3gxsbpaFfPIkZ8PO4NlO8TBq8/DwYCDgscLR14+XIOHwD1+AnwXzYZvwcXwX3IZMi69Qnn20CvJM2UaXKNGw9mvPxyZmcogw2DV0dMn0bh/L0I7tyO4bZPySgps+giNmzbA8ck2ePfsQPDj9U1p8wbjPZvVaW+Ne/eoE+BiNdVAOAy7yw1HrpGPQYPhHjsWnmkz4Zu/CH4jDxmXXYUMIz/+hRfDR2PRzNnwTJgE97CRcPQboAxM/B1UrJr8ctN/oBN6NhdaQOjKAgMnEjQa7du3Dxs2bFCJsfe4fZqGpLaMSFrQa2HfmuBvjIZQESzDybqjGJI5HEOyhsPrNPpQN9PSvc3kQuVgBVblQ5dBcurL8Pfb0+DIqnSpi77aJhimgnGOeCCOPiynu2loaMD27dvVGM57MHFMX7t2bfsWBthOuehra/I4UjGPEi9ZTTq0GW18S6f2a3VeslwOTMz3Y3K+D7VxOz6pi+F4MIZGi6M3JNdVuo03kp+ei+P/GiQep5Tdu3erwfub3/wmxowZo1xJqfCPHj36gumGG25Qn7GCQ4cO4ZNPPkF2djYmTJiAAQMGJF5pgVhMGY4aDx5AaPPHxuT7EriGDW+aaHcDJ06cgM/nU1s0nBYF4K6rq0MwGITb7Ybf74fLolPkuLLEVSR29n79+lmmlFJJ4cTTYSgaGRkZqlwuCAdx4/02p0u1DXtmJhxZWbDn5MGRXwBnUTGc/QfANXAIXEOGwT1iJNwjR8M9aoxqT47+/Y33FaptkXajDuxuL+KGkhOkx5Ix9uXQFdzIhz07S22Z4zH5rpGj4Jk0WW0x84yf1BTcevRY47tHGd85QnlF8X3Oon4qD/SYs2dmG9+fobbEqbwyzyznNgZYuonX19erx5nG7/JYEDSbwrKxsVG5x7Od9DfKyyqhEDbqhPlg+9TtQwRUx+DK8dtvv43x48dj8uTJiWc/hd6pDz/8sDpogVshOkNFRQXWrVunJhxlZWUqFgdXqllvHPO93vPHcLYx1iPbF99PwxPl2cKFC5Gbm6vGgyalzYZYPIrqxgrsrdqBvZU7MLf/JRiZNQYeh6/py7oB5oUTIspVjkeDBg1Sz2nF0Qx4P/Y79n/el/KhebmZAfNBGcV88DHHISvkFMuA+WDS8oFXs2EZUG4zsT7YPs1sF4R5oGygvIwZehL1GLYPK/JB4wHHZeaB6dO+ah7MB+UC+yzbJvPRFZ2OZcrE79VYpSO2h3nz5mHlypX45S9/iSlTpuDMmTM4duzYZxLLh/puR+E4yPG8pKRElQvb3t69e5U+P3z4cOQY+g11E11euvyYOOYfP34cWw+dxNFGFwqHDMfnxxk6EWLGeP/p+9hmkj+XqsT7sL1yXNdjCftwS+81IzE/HFuZF5Yfy5F6TUvvNSuxfJgnyh/mhfXLttPSe1OVjIKBx1CPM1127KkK4Uhto/JaG5LtQ3GWH9FItMXPpTLpNqrLh1eOu5RFZpcPk86PlgXMA+Uzxz+r8kMdju1G54cHeLFN8/mWPpPKpPOT3J65tbdd80qTsRmZNVdqWkRy5XDAo4Boj8GBk5Znn30WgwcPxq233ooZM2YkXvks9DoKHz+GhvffRXDTR8i756tqmxKMiXd3QGFIQTpixAhLJuWEwpjKFzs8GzUHIitgp6JRj3U5depUyxQleiZw4snOXVRUpMol1cQC9YjVNyBuKBPxcCNsRrsLGgPfydOnUW9cp06YgJihEzHekjJOGcnm98GWkWmUV2qNbFTaaNQjNOrR6Go27OecKJ08eVIJKQbdT1aqzYJjDQUA80GFr7i4WLWP9ow7wqfQOEQPVMIVa9bnpEmTlDF91apVagWbPPfcc50KsMp6YrvdsWOHMgCxL3Mys3XrVqVI8BhpGmM0bF9UMliPHIc4KXnjjTeUAekb3/iGWvDQRgKnwwlDXcKx+kN4//QylNSdwE3Dv4jRORPgtnvU6WtxGyNsdK19sn1TmWeZ8LfQkMbfpVOq2z/vwd/M9s6yYxlRPmhDhRl5ILwPZQHLgPngPTkOsd+ZlQ99D5ZBVVWVygvbVGFh4Tm5bVZ5ELZTym2WB/UHTp6pnBIzyoKwbdBYwv7Fe+fn56vyYD8iqcxHclmzbRw+fFhNFFgWTHqiYFZ9aFgnHD84xjAfXTG0shyZkn+DVTrihUgezy/E1VdfjWXLliX+aj/se7qNs+3V1NQoryNubabn0+WXX64WBfga2wfLjroCP0edZe2Hq/H7t9figxoPRs9ehP93xVA4bTFEjeZsszvU58yS47wPx3bq3exDbCfsw7rvmA1/OxdMOLbxMfsyjTXsQ1bA8mF/ph5O+cO8UF7r+jcTGovIXw6V46VDxthvVNGXxhbgK+MLUBsMG5qACsVuGno8YLlw7GU7oh7KsZdjj5ljHvsZ64pXtmO2Z/Y59kOOf1blh32e8wW2H7YZzvWpL/Cx2TKB92N+aChmflg+48aNM2Ve2VH6hPGIjZKDHQUIH1OosrHq1Ye26JDxyPju4I7tqHv1Zdh9vqbTp4aPbHJ/7QbEePQprMd0MB7RUMLyMNN41BJBQ3AfOnoMVUYbXzDduhMKxXj0KRxaxXjUPfDkzQceeED1tZZ46KGHlPdRd0EjzEsvvaQmmt/+9rcxdOhQ9TzrlG2KyiofU4Gn0eitt95SRqS//du/VZMT1jGT1+NF3BHDwfrdePfs6xjgHoJ5BZeiv3cQHDanoUx2j0872zfzxfGZbZ9jIvsBkxmwLDgGs1woazmR0DLWrDwQ5oOeHFROadgnVJS50srXzIL1wTKgzsG8UD6wPCi3zcwHYV70IgeNedRlKD/NhOOfVtBZLswHJ51mT4BZD/RooXJO2cT2yefMbKOE92NZcIygHsWy6CvGI3r/cCxvDzTy8NS1rkK9hAb+TZs2YcmSJbjoootUmevJI+U0ZYtqm0a7+Oij9Xj2w61YG8jEsEkz8MhEO8LGazG7U5Urk1k6J/PI/spxhPlke2XcKObVirGE+WF5sj/zMY2f1GuYH7PR7Z2yj2Mt+zXzQl3LCuMRg2Nzm+ORilosP9WAD2vs6JedgduHZWB+Dow2FEMkFjfNgKTLh+XCOmM7ohxisqJ82F7YZqknMD/MA+Uz25AVxlCWj84P2w/zwLbDea2V+dE6JseYiRMnWjavbAtLjUdvvvmmWu393Oc+d95x/YQChso7tyksXbo08WzH0UJ6zZo1auWNFUIhzckAV6+HDRuWeGfLdMh4ZFR4YP2HqH7uf5Fx1TXwL7oUzuJ+Ril3z2Rx/fr1qtNz1cEqxUAbj9jZqfTQ3dAKOAiy7RCrPY+SjUecpFgBVxQ40eUAOHfu3MSz5qONRxwEaTxiOzEbrQzSAJAOxqNTp04poSnGo65BmcDxmPEr+JgT0JkzZ7YoP7oCV1S5xZqr1FTSOe6zbxMqyFTE2Of1hI0BvZcvX662Zt9+++1KVrCO3a6mrb0hZwB7G7ZjY+2HWJBzOUb7JiHT0WRU7S41ku2bYyINN5RxY8eOVf3ATPHO36xXyHlvTs7Z//nYTGio0JNBwnbCejCzLFgfbCucYGklkOVhlfGIOhDHZtYHt/GaPXFg22A5MA8sF224MXvCyXqgDsN2yrGY5cHnzK4T9gntRUI5yQlUXzEemQ3Hc8oMzgHY3u644w7lmcLyZnmxLjimU3fi6zlGm1i/4SP8YfVWrK33Y9TUmfjVrEw0hiOIwmboek3btDjOmAH7jjaOaOMRZQzzana7JfzdLFO2X5Yf+zH7kdl9WcPy0cYRbTyyYowjLA86H9XW1GJXeQPWVMWxNWBHvteFe4b7MDLHA6+DW9npBZv4UArR4wHHXtYZdQQaTZmsKh/Cdsz8MA/UrdiGrMoP+5DOD8dQth29rc9sdH4on3T/YrgcMR4lQRc6xjFiI/7oo4+UIaI5dP+n0sP4Ey293h4oGLjy/8orryiFhQMv/+YgQ+PRJZdccm5ioGGR6EbOyQq3Q1DY3HzzzWqyootMv0fBSjcaYP3K5aj+n/9G0UM/gWvMeNhoTEh+XxdgOdF4RIMXBZ/ZVcff25LxyIp8UJjSeMTH3DPP1WYr8kFDCQcdtisqgOzkVuSD7Zmnl2jjkdl50PD+esWfxhK2E7Nhn9dGGw7CNC6yjMyGdcB6YT54fzEepT9sN/Qk4lYJ1h/j7VEOaSM5n6OSw/GHdUoFgx5HXAjh9d5778WoUaOUgu10uGCzx3Gm8RQ2l6/D7pptuGXoX2Noxih47cb4zX/d1E+14YZtjUoH5RT7AZNZYwEn4Sw/9n9OJCjbqRTy/mblgWjPIy4WEfY77XlkVj5YHywDPclinigvtdw2Kx9so0yUUzQs0pBG/YHt10y05xH1PvYZtg2Wh5kTBpYD64EncHFcpj5IfYqy2+yJL+uf9cH+qb2wxHjU/XA8ooc6D0FgP6QuQG8mjudaDrMuWP+cWLM+MjP8WL3uI/z+vY1YXe3ChItm4+mlo1TMmki0aXsuU3JZpxJtHKHezd/AdsLdB1ZMbgl/O9suxzY+Zh/iOM+yswLWA40jnCuyvpkXGtesMUao/6OmqhLlVbU4WB/BO1V2bG+wYUGeE7eMyseo7CYDkhkigGXD9s1ySd62xjmvlcYatmPWF+UQt61Zacxiu9X5YR7Ydjhv4WOz+rhG50e3Z9YXFwLFeJQEtyFwBeCJJ55QCndLPPnkkyreBN1Nu+J9xI5DV2UKUyoKO3fuVIlCmwFOuadQQwGiFSu+991338UzzzyjOty1116rDBWsXFYyFRE7G5cxuKtOUV6GyMrlCL71Kvw//xXs+QUqyHB3QAGyZcsW1aj1qonZVadX7Sg0qIxTaHRF4eksLAsKTq70s9xpmeVzZpcH76mFKNsKlWGWi9lClGVA5YJGUbZ1esdZtQqkB2FilTFND75sqxQAdPu0YphjPjj4s43Q84FCkuXB+hLSD479NABxosFVTI71DOzKPs2+rmG9Mv3/7d0JvGVVdeD/XfMAVUUxjwIyCIIygyIoooKRiERQoibGtK2C6fj/q0RbjJ1OjLTYnfbftEHxIwkSFXCIqIAKCiIIRgFRkHme55rn6f++h7fgcL3v1Rvuu+dW1fp9Pufd++459+511l577bXX3uccn7EvN/SOex595CMfqZJH+oYJ4yaURSsXlTvn31Kuf/IX5emlT5Y/f8kHy+ZTtiwTx03sa7h+jV2O3h7YFFtzo1f+yD2PfEbObtib9hUJAkkb/oc/1EfE/m7Kof60f3VkJjH8ULfkQCSPbGKP0a4uGSl0IKmoXgTpBp7dDIyjTkws8IXKZhv0QUfdlEO7tGpR/8A26cNn3YYs7FOs2YlYKpNHf4iYyASjuJndmaw+7LDD2j5AI3wDtJdrrruh/Mvlvy5XzRlX9j7g4PLN419eRPKrVj97TLdsFuSJwaQ2xE6stK3L3E3IE5Om2rU2xH71NU2gLiI5ov+J5FET8pBFnczpq6uF8+eWRStWlTtXTS9XzB9fbnp8Xnn7rpuVw7eZUXacMblM738K91jWYMgjLqcfbSKSR03pR7nsmDz8n9XdTdkPefRBIY8Y0FVJxtlN6kd711+rN34rk0c1Pve5z1WP7nd5AIfejrix3umnnz7q655VCKcncLGCxyM8GexrX/vaF1y6xvkwJMebnbjyyiur5JFEk2Mlmhgbp2lAOGli3yDADbH7Ou4JD95Xxl97VVl95+1l1Sf+vnri1bgOGaDEjYSXQMMyZ8mKblcdGXTCDJpumlqGrx7Vj8tFNDaDNXRbDjZgNoi90E1cHtFtp0MHnDBno3Owoo6dN4FOXFABQUW3LxcB/UfSRltlH2RoQg6dEfswWJL0zeTRyDHoMwh2OaLJgFYEjQNNRKwN9iL54ybZAmMJaat39BF83EB1pp1JOF100UXVCtlTTjmlsjf+Gc8sfbJc/8S15eZnbiibTduivPXFf1Y2mjhzTGyAD6AXg4yDDjqo8pPdJpJHbF9ygP6aQJtrTR51GzrQPzSdPAJd2NTH2i7VHyvYBp/MJ+ob6KMJrNAVnJPBFm212/Bl+mt9pHrZ0JJHJpAvvPDC5+KFdrg30UjuZcefS+p7oAJ/yCcffPDBVdJFu6wmfgfxj9dc/5ty9hXXl6vnlLL3vvuXC47f77mbITcBO4mVR+xVArhJrC5Vb+JebUjf2yTiTvXMxxiXiLWaQpxJlgV9+vF+8qzZ5faVU8sXfvtImT1lQnnV1jPKK7feuOxcrUAa+z6aDDGpy44kjpryvdD+Qh7t1KSqsVNTRPKIPPqmWHnUFOorJr/J1avJo+5Hly1QzkAMtm+4REehwxY8MJi41rwVHbBNJdqC+NxvvWCbMKGMW7GsrHny8bJm4YIy4cW7lvGTJlerkuI7o9lC9qDdMU1tZGv3+VhvrbQ7Zqy3Ou32d3sLOeK1qa0pm4itXn5Q39/ElowcM0KeomYAYDLBilUTD62bVaojQTBjUGugYZY6BvoCHCt5YiVqO1r7iDp9e8r85fPKE0seLctXLSu7ztqjTBr/7H02kg2LgWxkQ2KwttJNeqkuNlS7MHnMj19wwQXV/eIG2kwQjgR9hltOuGSNPzcAk3QxQWCQKOk/mO5Xj5tQVvfF9WuqhFHv1JG+qtfst1fkCVl6RZ5VfXLYpk0YVw7cYnp5/15blLnLVpafPTK/XPPYgvLQwuXV0/u6Bb2wn14h5OmV+uoV2+kVOdZGYyuP3MBu3333rZbXu7+EmflW3vjGN1YdyGgvW4PTNDNjpuOWW26pZiAOPfTQ51atBIxZYgkGoXHDbNnRt7zlLZXMobLnBqmTJpWVjzxclvzkR2XlbbeUaYcfUaYc8YZSJvXfxHmUKo7BhsspZGgtq7Pyp9uOwEqbRx99tJpxsAKqqZUl9G5Apx7pxkobMyBNyBHLd81kGXA2sdyRHDLVVh0Y8Fp1QBfd1gckfA3E1YsZjsjgd0sW5Wq/ZqIkigWJbrrv827qQ3nswEyPGQT2ESsg7EuGzic/+cly2mmnVe/dkNqKoIEYyQpVNuIxzvoG/s0DCdguG+Ljjj/++LaXOiAuddNHWXnkyWzukWSgsmTl4vL7Z24sv3z8Z302ubK88yXvK5tO2bJMGD82N1rtpZVH2iAd9sLKo6Zu3E8HrSuP4t5Z3YYubE2uPNI36Ru0N+2qqdlvD5bgl8lga2rlUdx7c0O8bI3e8bWvfa1aKfLhD3+4+v/zn/989Rr/DzQ2GAw6veGGG8pXv/rVyg/QLR3rj73yjS5HZn8D+cirb7y5fOXK35RfPL2iuk/SBW89oCdWHrkcV7128gERIyFWHsVla02uHEH9sjX2ZPVIU4gz9cHqy3v2S0cLVqwqP7h3Trnkgbll2ao15YjtZpa37Dy7bL/R2PofMvC99GOcMNCiiW6hHYY87DouW2sK/TQ/QR7x3A477NDoyiP6icvWyJWXrbUhkkMSOO9///urQZ6GL5D/8pe/XM062HfXXXf1f2N06KjMPLgB1Stf+cpq6efaAuxIHjEoT92RPGrHqkceKvMv+FpZ8dADZdNT/rZM3Gpro/r+vZ0hnrZG7qYCHgbNKTJmDqipZfgC0Pqj+nViTSAY1lGoD4MlwUkTGDgKigUXTT5tjbOLG2brpJpwelyaIEJwTi+ettYUOgFysNO8YfbIEHjxOS4pG4u6FDy4f5okkKBGcB42JPA74ogjBhzAtCaP6petPbTw/nLNY5eX+xfcXXaesVs5fpd3t01AdYpMHj1PJo9eSCaPnieTR80St6PwIBorSmEsAMkiuESZHx3snqgDwSebOHK/Iz5RbEg37M5kp8kByZfBJnKu+u0t5Ss//025RvJo773KBW89MJNHNTJ5NDBih3bJIzy8aHm59MG55epHF5bFK1eVA7fYqLx9183LDhuPnQ8iQyaPBiaTRyOj0VGMewkdffTRVZLIZQfHHHNM1al4H4mj73znO/1HjwwNR8Dy/e9/v1xxxRVVRx2VwXAZy1DwO7a2rF5TVvQ505V9jr1MnVYmbLOtpQf9OztHyDCgHF2gLgMjb4q6HLam6BU51EWT5Qd1XTRlH3UZYmuCJstenxCE6SfGKgkoAHaPo2OPPbYazFhhanvnO99ZPSRhOIGN+h7XfwPsBxfeU+6bf1eZNnGj8tJN9x3TxFGSJMm6xGADfMkRPl/MPlys8vXb7lH6hje8oXp9/etfXyWoTAS4b6kk0mD+eM248WXNhInVBPD40juX+iTrNttuNLkcse2svm1mmTlpYvnl4wvLeXc8Ve6et7QsW5V2lqw7NJo8kpE102DW1k2xdRa2U089tZqVsOJotAMGN+SSiHJttZkHSSOXGrlszmyzzN5oWfXMU2XF/fdWSaRJO+z47NAhBwrJBkomTZ4ndTF6Orn6dCAkkAw6zOpaHWIzwPA6nBU8BiQTxk+sVh3dNe+2snLNirLzjF3Lbpvs2X9EkiTJhouVBvDgg0CyyG0Z6lgJYHXLcOGD3cbARLEVBFaiuKGz1THe8/FrW6m+hs8fP6FM8Fs9dM+jZN3GqHD7jSdXT1x7ww6zyhZTJ5UfPzCvXHLfnHLn3KVl8cpMICXrBo0mjwL3M3KvCokkm6crxHLW0WDQZmWRpJEl9O5FYSBgubAboVpaaFnraFn5+KNl5QP3lfEbTS9T9nhp/6dJkiTP+qFk5PzjP/5jNQFw1lln9X8ydhh42PQTtsFmpxHHB+PHPdul3vjUf5QHF9xTtpm+Xdl11p5l0vhmLo1JkiTpJSSKTAicc845/Z+U8upXv7paYepG2uDrr7vuulFfnhX+uXVbK31+fNz4iWX8hPFl4jirSZOkM0waP65sv/GU8oqtNi6v235WefHMqeWH988rP3lwXrlj7pKycMWz99xNkl6mJ5JHY4nr2d1g+rjjjitHHXVUdbNVN1h+6UtfWn0+2nvUrF68qKx44P6y6pmny4QttiqTd88Z5iRJkk5hIuHkk0+unqZmUOGeGe02q0mbwGCkSjYZcPS9v23+TeWWOTdW73fb5KVlhxk79R+ZJEmSnHHGGdX9TmNCIJ6m6ZYV/GY8OdOlw43goQYTJz67IjUzR0mHmdg38t5mo8nl1dvOLG/fddMyre8Dl7D95KF55eZnFpf5yzOBlPQ2PZE8iuDfrEO7baSDAp2Qyw7cAMu1zm4i6ulunrJ28MEHVzfOtpx1NKx84P6y8v57XGhdJu24c5m49bNLcpMkSZLRw49/8YtfrN4bVLgvXrttoIcZjCVWtbpZZ7UtWVwem/NoufSBC8viVYvK7pvsXa06mj6x9252mCRJ0hSuNnBrChO5waWXXlo9TRPidLezOOyww6r/u82KVavKqtWryviVK8r4FcvL6tUr+/ckSWeYMK6UzaZOLIdss3H56H7blGmTxpcrHl5QLrpvbvndU4vKkpWryupctZ70KI0mjy655JLqLvQR/Jt1aLeZoRgNBh8wi1DfhnJZwmCs6etYlv7+t2XF44+XSdvvWCbvsqvrFvr3JkmSJKPFgCLuhzfYFgOPbuEpHZ6IcfNNN5ff33xLufOe28t3r/hmufHu68ruM/Yqh257ZNlyek4mJEmStGK1UT055BK1888/v7rM+9e//nWVYGqC1cuXlgVPPlbm33dnWXTP78vyh+4uKxYv7t+bJJ3DcHHmpAnloK02Lu/ZY4vy0tnTym+fXlzOveOpctmD88qSvAdS0qM0ljzyKM4/+7M/q65ztlzVTbLdNLvdZqVQ77GmLP31L8uy31xfxk2aWCbv+dIycfsd+vclSZIkncCAIu6HN9jmuG7i0fz/8i//Uv71nH8tV199Vbnj1jvLhV+7qDx06Zyy0ZOblU3Gb9rXwa73V4YnSZIMGVcSePLZYFcUxDEmmLuFyQAP0/nBxZeUH333W+WOn/2wPP2ry8vtl19Uvvb1r5e7+vy9JzTnPQyTTuM+SIdtM6Mcu/Psss9m08szy1aV7907p1xw19PlnvlLy8rVaXNJb9FYZHvZZZdViSOzxZ6k4ybZbprdbmtq6SqsTopVSjasWbq0LLv5prLw4u+XcZOmlGmHvKpM3nmXMm7ipGp/kiRJsv7iKZ7/8R//UQ1uzJI//sTjZf68+eX+Wx8qt112T3nk1ifKksVL+49OkiRJsGDBgupqAq8D4SnLjjn33HP7Pxl7XHrMp//LOV8tF37zgnLXr64q82+7sdx81U/K5884o1zywx9WD9pxqXKSdBpP9tt/i+nlbbtsVo7cbmZZtnpNufCeZ8r3751Trn9yUXlq6UoP9E6SnqCx5NG8efOq1//yX/5L9dqLGCB4XKjZCE9oe/Sxx8rivkHC6ttvKYt+fFFZs2pVmfKyfcqUPfYq42dt0v+tJEmSZH3mvvvuK7/73e+qx03Xn9i5Zs3q8vC9j5SH7nuoLJi/IGepkyRJhokrEzCSR/WPhJUrV1ZPX3bv1TvuuKPMnTOnrFqxoqx2a4qFC8uDDz5UfvKTn5Tbb7+9eoJzkowF0ydMKLvOmlqO2mFWlUR66abTy+UPzytfu+PJcvlD88p9C5aV5atWl4wqkqZpLHnkSWcQfPcaOpLHHnusXHnlleWKK66oVkb97qabymWXXlqu+v73ymPX/qKsmTunTNtnvzJln/3LhC22LOMmTuz/dpIkSdJJBPUf/OAHq0sZBtu6xcK+AYUJkHriqI6JBzPUmTxKkmRDRzIofPSHP/zh6jOvdd9d39wwGwcccED1Opbw0WJ+K6Huvvvuyq+7hC1w02J+3r4nn3yyOjZJxgK34N1o0viy04wp5dCtNy5v2mmTsv8WG5d5y1aVSx+cV75919PlmscWlrl9/2dkkTRJY8mjeDTn3/7t31are3oJncdvfvOb8vWvf7384Ac/KPfff3+59dZby/f+/d/L+f92bt++G8vkvfcpG73ysDJphxeVcZMn938zSZIk6SQSRx6o4IlrLmUYaPvVr37V/42xxWBjs802K1tuuWWZOnVq/6fPEpc3e4qnJ33Gpc5JkiQbKo888shzfvq6666rPvNa99/1zS0tPAThIx/5SHVsN+DXbatXr26b9I/9STLWTBw/rnoS20FbbFzevstm5VXbzKgG6795alG5+P651c20PZFt4Yp8pH/SDI1Gtt/5zneqpaJmGuJx/e22biaXdA6eoPPLX/6yKtvlaosXLy4LzUrcd1/5+U03l6ufnlPWHHBwGb/jzpk4SpIkGUO+8IUvVK9f+tKXylVXXVVOPvnk6n/v4//Zs2dXq0S7gSd07rTTTtXs+B577FGVPWnSpDJx4sQqaWS23OebbJKXMidJkrhvafhrfhzhz9ttVvl4CIIk/VjDn/PffLcnvnkC9ORaXG8CYMqUKZXP33zzzat7oCbJWDO+zy6nTRxfdt9kavmTnTct79x98/LyzaaX+xcsK2ff8nj56u1Plt8+tagsWL6qLFu1uqyS3Oz/bpKMNY0ljz73uc+Vfffdt5phMAMRj+tvt5199tn93xp7LEmVPLrtttvaJq2eWLm6/H7FqrJ8sy36P0mSJEnGigsuuKBKEH3gAx+oBiGCeHhvO/PMM6uA/3/8j/9Rfd4NDDhe8YpXlHe/+93lla98ZZUomjlzZnnZy15WTjnllPLqV7/6D1YlJUmSbKiEv95rr72q/73GZ62bJE43kRCSqIpL5rbaaqvnVo1aQfqSl7ykvO1tb6tu5J1+PekmViFtOX1SedXWM8pxL960vGXn2WWP2dPK755aUj73m0fLP934aPnZwwvKo4tXVJdYJkk3aCx5tPfee1fLUoeyObZbWHnkemdJJMtXW7F/dd/+NXndc5IkSVeIhNFAvP/97y+XXnpp/3/dYeutty7HHHNMOemkk8pb3/rWcsghh5SPf/zj5cgjjyxbbLFFzlAnSZK0IDkkjvbaS2y00UbVRABf/prXvKZKYEki7bffftVtNt785jdX/ZBVSknSbSZNGFf2nD2tvGO3zcoH996qupTtscUryw8fmFsuvPeZcsn9c8s1jy0o985fVuYtX/VcImmczc2UkqSDNJY8etOb3lQtSx3K5thuYbmqe1nstttu1QCgjsHAln2f7dLXqWQHkiRJMva4N56nmwXxsIXf/va31Svcp84q1m5iZtola+TZYYcdqn5j5513ri5/yMRRkiTJ8DjrrLOq1T+uTOj2vVANsK0qkiQ64YQTyhFHHFFe9apXleOPP768733vq1a3JknzjCsvnjW1fHjfbco/v3qnKpnk0jWP9P/KLU+W8+98ulz58Pxy97xlZdHK1WV5//P9DfYzh5R0isaSR73M9ttvX80eu2TOgECnYjBgpvl1r3tdede73lXNUiRJkiRjy1FHHVXOP//85wYTBx98cPXqMjWfuTedm2lLMnWb6Bvc78iWM3xJkiSDIxHj6Zl1PvnJT1arON0w2wpOSaRuJ5BMCPDnLkF2KbIJZKuP/J8PP0h6gfF9Icakvj+zJk8oe2wytbqM7X17bVneusumZaeNp5QHFiwv371nTvni7x8v37jj6fK7p5eUhctXlYl9scnkvi0jlKQTpDdsg5lj92N6xzveUd7ylrdUgxKXzlnOavmqZay58ihJkmTscQ8h/NVf/VX16nIC90ByLyQ3MJXkt+rIpWtNUH8Cj/f1/5MkSZLnsWKUv3ZfuMCj/E877bTqfkMXX3xxOfXUU6t7oX7729/uP6L7SCKJ8zPWT3oRSaCNJk8oO86YWg7acuPy2u1mliO3n1VesfXGZeeZk8vyVWvK9U8uKt+6++lywT1zyy+eWloeX9n3rUyCJh2gUSsyqxDLVAfbzDp3E52GFUevf/3rq3tauAmqm6PGtdD1JzEkSZIkY4dk0fe///1y3HHH9X9Syqc//elqgOGyMcn9008/vXzsYx/r39s9IlEUSaNMHCVJkgzMggULqlcr/IN4KM7nP//56jYVn/nMZyq/3q0naA5G+vSkV5FAshJp+sTxZYeNJpcDtpxejtphZjlmp9nlsG1mlC2nTSyPLV5Rrn1iSbns8WXlqmdWl+vnrCgPL15Zlq/6w3v6JslQaTR55PKvWKY62OZ+Fk3gMgSXp1m+Kpnk1WdJkiRJ93BzVas+A0/GMcB45plnyl133dVI4qgdedlakiTJ2pk/f371ahI5Ljuu30R71113LXPnzu3/r/vkhECyLuGpbBtPmlC22Whyedmm08sR280sx+08uxyz4yZlt77/n1k1vlz22NJy7p1zqvsj3TNvWZmzdGVZtmpNdXPttPJkODSWPLJ0VWLIMtWrrrqq2uByBO8tXTWrHI9obop6x5GdSJIkSXcZyupTx7jJapIkSdK7SBCJ7f/u7/6uXHLJJdXlyC5j+5u/+Zv+I56l2/c7SpL1hckTxpWtp08q+2+xUXVPpON3mlVeu+WU8qLJa8r8pSvKlY8urO6J9NXbnyzXPragPLFkZY5vk2HRWPJI4gjuW6EziRkHj8L03tLVM888s5qRqD9Vpwly9iFJkqQZ9BUPPPBA/38D89nPfrb/3ehIf58kSTJ2iO3d08htIYwBTCK3ThLbf8ABB/T/lyTJSJgyYVzZd9aE8ufbTy5/s9uU8v7dZ5ZtNp5SvnP30+ULNz1evnbHU+VnD88vt81dWp5eurIsWbm69D+gLUkGpPE7Z7mfxUDEZQq//OUvq9ckSZIkacWla514VL8bt373u98tP/zhD8uDDz7Y/+nQyaRTkiTJ4IjtXWHgXnVf+tKXyo9+9KP+Pc9iwvjoo4+uHpU/WnIyINmQYfoLV60pc1f2vRk/oeyz2fTyt/tvUy46Zo9y0l5blqeXrCxfuOmxcuovHyxn3vx4uaZaibSiLFu1uvpukrSjseTRi170oupVsB645vmGG27o/+/5ZatN3fMoSZIk6T4GF/HABHz5y19+7v/Wzb0x7r777mr2eqSsWLGi/O53v6uSRj/96U/L73//+yHdb8M9juqbhy00dd+juhxNoWyPtLY1KUedph6x3aqLpuSA8puuj5ChaVl6RY5eaiNN4AoD96qz4sg97Orss88+VULJFQijwdiBL//FL35R7r333v5Pk2TDQhLo2dVEa8q0CePKZpPHlT1mTyt/vNPs8p9fukV5266blRfPnFLunb+sfPOup8sXb368fPueZ8pvn15U5i5bWf1Gp8mE7sCsC7ppLJo5+OCDq9f6oziPOuqoagnr1VdfXSWOPvWpT1WfR6JptKiQVatWldWrZVTTcJMkSXoR/UA8MAGSQ/F/62afiYevfOUr1bEjQZ+wcOHCarCxbNmysmTJkrJ06dL+vS/EsStXrqz6Eq82n/nfd33P5v3y5curxJRjvI7FFrIoqy7LWJbZbgu91Ld2x431Fucfm8+6LUv9/ON9/bNubcqr26tN7NPu2LHclBvnH3LY2h07llvEgCGPz+K1W1vowaZuks5Dtw899FC1gulnP/tZ+clPflL1EyOhFxJ89WRnLyUce0Weum56QZ6gV+Sp6yakmTpxfNll1tRy2LYzyx/tuEl5ww6zyv5bblQ2mza5PLN0Zbn+icXlkgfmlYvun1t+8djC8siiZ/1nJ3iBPH1b0/SaLOvCxMK4PmNoLIvyyU9+spx22mnlxhtvrGYarEIyCKjjxnp33nnnH8xMDBen6RGhnvAwadKk6slpU6ZM6d87MJdddln5xje+UT1W1KP699tvv/493efaa6+t9LHzzjsPSfax4LHHHqsuD9l4442rOpk+fXr/nu5ioHTTTTdVDezlL395Y0/Be/LJJ6snPk2ePLlsscUWlV6awGD3vvvuq+z7kEMO6f+0+xh8P/HEE9X7rbbaqsycObN6300E5BIBDz/8cDWA51uacMR8zqJFi8ojjzxSdQae2Mg+mlyBsK4g6I9HOh9++OHVgxPe+c53Vv+3MmPGjKqOR4PBpHZs9ZH+iA25ZOLQQw/tP+JZfG4AGIkl72+//fZqltzr+9///upSbCuQ1DO/EL5prLpatm0j06OPPlrpbd99961k7ebg1HkuXry4av/0uemmm5ZZs2ZV593NMIMcdEAOetl8882rdtdNOdQ9HfCHfDI70F/qt7tZJ86fLHShrxL3mIzTf3YT7YFP1sbohRzswyC/W9CF2O/++++v+ksysE+fdbtO2OFTTz1VlRu6mDp1av8RwyeSUX47aCpGbIUv//jHP17e8573VCtKTQzHo/nXxt577z2i1Uf80M0331wljNw7SSLp2GOPrZ7wPBDhG+jwyiuvrFahstnXvOY15fjjj6/aUdhJXc9jjbLYq7ibL1GvxgDopl8NyMOfWJnL1/Jr4eebQn3zLepLzLnddts1Jo9yyUI/3tOP9t2kPOJQ7Y6exKH6xP691d8Vq9aU+Sv6YqClq8pjS1aUu+ctrVYhPd733hFbTptU9thkWnnpplOr97MnTyjTJj6fbBnqqTleG9I/k0fMsu2221Y+sAn9kEd/FPLoF431xZRNyUM/EUeJH3bbbbfGxpWD0WjySGVZefSGN7zhuXsfWXX04Q9/uHL4J554YvnEJz4x6oGByuBUBPd33HFH1Zj333//qhGtjUwevZBIHmlc9Dht2rT+Pd2l15JH6kPyaKONNurf0116KXlEJ9xKJo/WVJ2A5JHyM3k0MujOvTG68Th+9zn6+c9/Xg3sXAbXes8NgYY6ZecxYDO5oZ+47bbbyjve8Y7qoQ9k5pMk1yUOMFZdrbJsfKK2J1DcY489qvLI2y2cr2AwEgTavk177GaYQQ51JL6AwF0/RY5uoT7CD6kPCQoDLLbQbTn4G7owmFEfW2+9ddeTR+qEHrQb5x+20e3kEf3rF9ipGMZGtm7XifZAF+SJwdz6mjzyFEzJI/cwkmQX45sQGArxneGi/Yv36dg9U90Ow2+9973v7T/iedSF+qc/79WD1UqeBCeecnmd5JFj+DXtqZuXJytPfKf9RvLIeIks3fSrgXOP5JH3kTzqZhuqox7Ut36Hj+FXdthhh+fqs5uETbQmj2xN1Ff4Gv0Qmfg94xQ+p66f8X1ijy99x/a9enT/E4tXlHvmLy13zFta7lnQF1csXV1W9+3ffNrEsscmU8sBm00tO208ucyYNL76rl/xU2s7O/KwE/JEsmabbbZ5biKhCf2ol9BPJI+63TcFUV/sOWK53XffPZNHTaEDMZvs8f+uffYEB9dZ77XXXv1HDEwmj15IJo9eiAZOH4LATB49nzyC5BE76TY6J07XbGMvJI8MVgSAmTzqfcxUSx4J/Fxa3Zo8YlvampkqwYWVR75z6aWXVoOVv/iLv6j6CnXMJ/HTEgcYy65WeZE8IttLXvKS5wK1bmEgETPkyhWAxYqfbkIO7Z8ciFUd3ZQjgkBBqa0XkkfRb0sedTswJgPb0D8I1slBH953C7pgG1bn6RfIYGsyecQuJI7EUrny6A8Z6cojuqBf8alVRN/73vfKQQcd1DZ5pO4NqsOn81v6AEkrA0rfe/Ob31zZjGPVmXbMbur6HiuUoWyxHb+m7EiONIE2pA7J471VI9pRN9tQHfoJ3+I1fJy+uQnIE4k+7dyYzdZUfUEcSiYxAl+jT/S+1X79N2H8uDK5782Kvu5yzrKV5c75y8sNTy8pv3lmWXl02eqyybQpZd9NNyp7bTKl7LTR+LJVn5uZZfjVd7wuVi8bWyvKYychjzoSF2tz3rfKM9YoTx+kXbEfdSSZZRzXlDzhj9iP93vuuWcmj+qcf/755Zxzzhl0ViGO8VjPwZ7KtjZ0ANdcc03lWK644oqqs3YJhNnZVlSWTSVyjJJHX/va16plkH/yJ3/y3OUA1CYgso01UY7kEUe94447VoEGObqJzlLgpePgoOmx2zO6oAsN3iUm6knyyGdN6MMMDH0IKMIJdruTcO6csceZC4Akj+in201bXXDAkTzihNlJtwcI7MCAzYofHYDkEV100z5CDvWizfAl7IM+1FcyeswMn3vuudWlzm9/+9tHvUIVEkGeAmSg3S551Ar7spqVLF4NkvhnvqGbsDcDDCun9HcmSNhcN30AGbQ77Z/tC1IlCHzebTkEXnyztmYgoZ/qphxRFn8oSDbg019GIrGbkOXxxx+vJn4ifuhmfYAMAnR9pUGLwRT7aEIOkyzaigEUfaiTJuRQH3RidSJ9rK/Jo6aR2P/Wt75V+fP3ve99/Z8+j/iEzzTJwzbZhNVKHpzAl0nEv/rVr658PfiS+orSsYYPU7bxi0GlvkXb4WObsFvy8PNiG/8baNNHN+O8IOydfsijXWtH6rBJeciivtQP/dialIdd8zX0JBFhG0we37KiaELf922sbH7fsObOJaV89+lx5bcL+z7v+/RlG60uR8xaXQ6cUcrUPruQeILzXt23tVoneewLefgsY6Ym7Yc87EadkYftsKGm5NGu1ZNX9fSyl70sk0d1YinrYMXH8laP8rRSaKRoxFYhcPZf//rXKwN529veVmX0WjH4tjEcna8ZiPPOO68KNF73utdVHYlK5UB1IgKPMMCxwu/rMKy0Mfi0ooNs3e486E9nKiDW2A0MmmhkdO/c40l9nrYEn3UTdWKQaaDiPafTbSfINuhDUCEYZetm6zifbtoGOWyCCoMl77UZ+uimnYZt0ANbVReuGQ4ZuiGHc4eyYsbQ4CCSabE/GRpmq13G7HH8gWTNMccc0//fs/fGMzEw2gTS2lYetaKdWXFkVavL10455ZQqmdVEkoCtSSDHbLm20G20f4kK7c1KTD6xCbQ5/lACTX/ZRPBFB/oHtqS/Hu2lSaOBLmzaieRRE7ANl4MaOOgb6KMJJI/0D2Sgj24lAVoxqWDAoo/M5NHYsbbkkX6a7til9+L6yy+/vHoYA5t95StfWfU1oVt+1datflw5EUeQR99i5RH/0gTk0ccYJ8XKI/61G7HVQNAPP6s9kcWEQZODf3VFP3RinKR9NymP8QH9eOX3bGuTh3VXJm7rq1pPa1vStz2zYnx5ctmqcsOTi8svHp1X7p23pGwyaXx5zbYz+raZZbdZk8tM90Pq+9qqvvOvm0XIw/+GPBEnNKUf5bIb41o+gO2woSbkCdiziRZy5WVrLQwleWTlkXtIjPZ+F4w1OtYvfOELVcM+4YQT2l62psHb7/hIHpFD4z/yyCMHTB6NJX6fk/bIUUZkBYOAp9tV51wFfxqZc9fgI4nVTehew5Y8ohur0rx2Wx/qJJJHdNNE8gj0wQmbaeds2LVBbRPE8k/1oc1E8qhbKDc6J7aqLiQXfdZt+1Cezoh9mCl0Y0Dtl4zJ0BHoSCBZgRqoUwFsfKafcI88vno0WD3kMgft+hWveEU14zwY6rdd8qiJAWkvJY+0O0EhH9AE2pxkCR00dfksHbQmj/SbTdALySOxFZ+sb2oyeeSR7ZE8sjWVPLIyVn9tVYJ62VCSRwZFVvTzVZI0sFLSjdzr9z/tFMqSPOIT2yWPgogP6DBumK1+9AGuOuj2Ss6APOK7iDXZay/cMJssJk3ZrgRJE7IE2jO7En/y9U3dMJtuxJrqShxMBvrhZ5qUh17oh570y3zv2uTpzxnV3gTjyrK+33xg4fJy09NLyk3PLCkP9r1fvmpNmTV5fNlxxuSy+6wpZddZU8sOG08pMydP6P/es5BHnEAedm1S1dipKf3op/VN4iYxlNsOsKEm60s9iaPYUN4wuw+zxWeccUb13iyyWV43sRsImX8IzEdy3XMrKuX//J//Uzm9gZJHAhsDAnCMHvHpnkeyka57NrMdyQH7uxGgMyjlmH23xM+sg0DD+XQTnZbZMo1MwGNALBjuthx0oZ5uvfXWSjcvfelLq46923Kof6tb6INuOOQmMtb0wdm4ZIVTdqNfMjTh/LQtnYJ6iXv8dLNewvnqLNkqO7Hs02fd1ocydY5sRHuNGQ0yJkOHvuoTCLHqqP7ZBz/4wSpxpC2OBm3I/fEEE/qHta1kak0effSjH60SW5k8yuQRHWTy6HkyefRCXCZFjg0peWTS+LOf/WzVLgbCmGC0t6qo49YYF1xwQXU5/0knndT/6eBE8kgcIXlkvNBkvy2O4Nf5NfUayaOmENPwa2JgbUjyqEkk+cSd+h9jJMmjJiEL/Yg5jZOa6gdBBnrhe/kbcXknfO+K1c8+oc0j/O+cu7Tc8syS8sDCZWVlX3mzp0wsO2w0qbx45tSyU9/mRtub9X02ZcKzmaiFfX3Bk33yPJs8evZpa00hTo9xixjK+LqJeCFQX/yOBG0mj/qJ1UbD4dRTTy2f+cxn+v8bHTpXyStBzEDJo1Ykj1zqJhvpiQvuedQUrsPmhDzNp6nAwMBAJ8aYmwyGBaD1G2ZLHjUBh8zpCEA5ZYFgE3DCgmJOsBce1a9eIlnSbaKzdKmqwX0n7oUzEsghqMkbZo8OtlTvB974xjdWEwsmH2KAMZSVrENBpx0DXL5W4DcYufLohWTy6HkyefRCMnn0Qja05JEE/xe/+MXqPR9ppWg96eCJaJI8oA+TpZ1IIFl59J3vfKfyie1umN0OySOTFPXkUZP9NjupJ486vTpruETySNytDTU5+Id6qiePjNeaQgyirvh+78UQdNQUZOB76Uc8qj/spO+VRHJj7UcXrSh3zVtS7p2/vHrc/+IVq8qUCX1x77RJZaeZU8pus6aW7TaeXKb1NaPVSxeVBXOeLsuWLitbbbNtmdWg/einI3kknms6eRST37G6r1eTR131hhy3m5HaTj755Oqz+L/dJtDoVOIoiE52qIOM+nFD/c5Y0XT5CBmanIUBOepbUyg7dNGkHL1E0/qol+t91su6jUGGQYeVRZJEEkc+qwfQkpadwGWWZi0NsJsOiJMkSdYH3L80EkfuYerKA7G9laOx8e8mBPh2A2/Jpk7Aj0tWmbxZl2k65k6SdkwaP65KEO2z+fRy9A6blD/acZNy+DYzym6bTC0T+/Y9sGhZufaxheUH980p3+/brn18UXXJ25KV3b1SZF1iXWjrXU0eycAedthh1Wb1DOL/dtvaZn2HQwwgzTLZ1tXZ/14ZCOeg/Hl6QQ+9VBdhG03K1Cv6aFoP6wOf+MQnqlf3NbK6yKz0aaedVn0WXH/99dXlmqNFp20pvnuYNbWaMUmSZH3iH//xH6vXtT38xoSAJBJfbpLAY/5Hi1UoxhPtnq6cJEnn2HjyhLLXptPKm3eaXd61++blhF1ml4O22Ki6bdJ1Ty4qF94zp3z33jnlJw8vLDc+s6I8tGR1mb9idenu86mTTtBYBsVMQzcHVQYFNtcK9+oysCRJkuSFuOzQJQzucWQb6HIGT9BMkiRJeguJIKt/hvrUZPeOQ9z3dDS4TMcla8pPkmTs8cT+LaZNKgduuXF5x+6bl/920Lbl0wdvX47eYVa5b/6y8v/dMrf8zW/nlX+6Z2m5+unlZd6yXIW0rtFzy29cd/jJT36yerrOWWed1f9pZ7DaaL/99qse2dnkNahJkiTJ0JEsissb2iWO3BTVviRJkqR3cMkajjrqqOp1KHjqGtwHabSI+7v1cJskSZ7FaqMJ48aVaRPGl82mTip7zp5WjnvxpuXU/bcpf7//luXEF88sZc24csbvnihv+eEd5e0/vrP8jxseLj95cF55aMHysmJVrtjvZRrzppajWgnU+mhlN0N1SYIb53kyQqeue4byPC7bDbGaurFxkiRJkiRJkmwoxK0qhkLcssJNmZMkWfeZNnF82WnG5PKqbTYuf7zDxuXYbaeWo7acWF6xxZTyoo2nlGWr1pTfPbW4XHjvnHLO7U+Wf7v9qfLD++eW3zy1qDy4cFl5ZunK6j5JqzOn1BM0ljzy5DBYBRRIJLkkwQ3z3DDbIzvdZK8T1z0HcT8LiaQkSZKkd7Dy1KpTq08DK1DdKHttW6dXqiZJkiRJkiSdwQ22p08cV7afOq4cvtnE8p93n10+su/W5U9326zstdn0YsHR7XOXlqsem19+/OC88sMH5pWfPjy/XPXogvKrxxeW3z29qNwzf2l5YsmKMm/5qrJs1eqS+aTu01jyKJ6OU78E4Z/+6Z+qm6H+8z//c3WDuzPPPLP6PBJNSZIkyfrLrbfeWq06rd8Q2wpUN8pe2+a4JEmSJEmSpPewckiyZ0Lf31kTx5WdZ0wuB2w+rRy53czyxzvOLse9eHZ5/Q4zq8vcpvbtf2zRinLdE4vKzx9ZUC59aG655IG55Ud92+UPzS+/fnxhlWh6eOHyMmfZyrJoxeqydNXqsryvkFX5oJoxpfGLgM00w3XRVh2ZdY4lq5FY6tRjmJMkSZLeZc8996xWnp566qn9nzz7hJ64WfZgm+OSJEmS3kOCPx5cM5QtSZL1E3mdlWvGlaWr1lSXq2ntW02fVPatHvc/qxy386bVE9teu93Msk/fZ9tuNLlMmzCuLFm5pjy6aEW55Zml1SqkKx+ZXy59UEJpTt/rvHLVo/PLDU8uKnfOXVIdJ5m0cvWa4nbcypROGiillB5neDSWPHJJGv7qr/6qXHLJJeXDH/5w9X/9aQyRWEqSJEnWf0wcuHz5M5/5TP8nz/YJcbPswbahPsknSZIk6Q4zZszofzd8Ntlkk/53SZKsTwyWH545eUJ5ySbTyuu2n1Xetftm5QN7bVH+fI8tygm7bFollPbo2+ceSo8vXlF++fjC8r175pZv3PF0tf373XOqS91+/uj8cuOTi8vtc5ZWT3h7ZPHy8tTSFWXeslVl8YrVZcXqNVUiiRwTatsgYnWFKnnu9dl/e5bGkkcev3zyySdXlygcc8wx1aojs80+D1zCgL333rt6TZIkSZIkSZKk9xHTr1nTN1Abwdb6QJ0kSdZ/JE487n/iuHFlqqe1TZlUdpk5pey/xUblDTvMqu6P9P69tiz/5eVblw+9bOvy3pduUX2+zfTJ5dHFK8qP7p9XTrvukfKun9xV3nnZXeX/veq+8r9ueKScd8dT5cpH55c75i0p85at7PMxfeWMH19mTplYtpg6oWwySXnNpm0kj6ZPHF+ttPK0ul5NIjV62Zp7Gp133nnVJQde67PNeOihh6oVSnvssUf/J0mSJMmGhJWpbojtkmZP4/QETv938kEKSZIkSZIkSe8xcfyziaQZkyaUzadNLDvOmFL23nRaOWjLjcsR280sf/SiWeWtu2xa3rn75uUv9ti8vHfPLcuf9b0/dJsZZdaUieXRJSvK1Y8uKOfe9mT57796uHzoyvvK+396d/mry+8p/++1j5S/u2VBOePe5eULt3na21PlgrueLj+4f2758YNzyxUPuyRuQbn2sYXlPx5fWH75+IIx2hZWZVz1+KJy6/wVZdGqNeXZi/p6j8bveWRA4JIDr6347Ec/+tELbqqdJEmSrP9IGu26667VylT3y7BK9cc//nH1BE7/77vvvtV+98tLkiRJkiRJNgzGW5k0cXyZPWVi2Xnm1HLgltPLG180s7xjt83KX718q/Kx/bctf933aqXSa7ebVfbadHrZatqk6nvzl6+qbrR929yl5Yanl5VfPrOiXDtnZbn68cXlioefvZfSD++fWy6+b275/n1zyvfunVO+e8+c8p17nin/Pkbbd+99pnzb+/vml18+taTMW/ns/Zp6kcaTR0mSJElSx+UKkkZ333139QROlzjXb47tf5/bf/jhh1eJpiRJkiRJkmTDwLocm8vcXOZls0ppct82c/L48uKZU8qhW29cjt1pdnn3HluU/2efrct/P3i78plDX1T+/pU7lI8fsG153x6blmO3mVoOnT2h7L/Z1LL77Glly2mTyrQJ46tL29yo22VuTy5ZUT39zb2WxmLz24/1vT65dGWZv3x1WanwHmXcGhcWdwGDgXPOOacK/F0D7ZIDs8hDwaVr9XshdZPLLrusfOMb3yjbb799eetb31r222+//j3d59prr60GTDvvvHOZMmVK/6fd5bHHHitz5swpG2+8cXVz2+nTp/fv6S7Lly8vN910U3V96Mtf/vIyceLE/j3d5cknnyzPPPNMmTx5ctliiy0qvTTBkiVLyn333Vfmz59fDjnkkP5Pu48nIz7xxBPV+6222qrMnDmzet9NVq9eXRYuXFgefvjhsmzZssp3NPH0Fq510aJFlRwTJkwoW265ZWUfrrFOBsaDEnbbbbfKz0gSffrTn37uCZx1HHf22WdXq5D4xTvvvLPtcWMJP3T77beXiy++uCr/lFNOKbvsskvlD7oNW3/ggQcqf3TQQQc1Ymfa3eOPP15WrVpV+UP10gT8oL6KDvih0dy0d6TQARueO3du1V9vvvnmZdq0af17uwtd2NTHjjvu2P9pd1mwYEF56qmnyooVK8qmm25a6aMJ7r333qq/JIOtibYK/QI5Ntpoo6pepk6d2r9n+KxcubLa6v1cUzHi+sCVV15ZTUjov1/96leXE044odF+m53wJeIr9dr01RjiXn5NXKMNNX1jc/UkHtD/iDmN15pC3KcPVl/ei0noqCnIwPfSz+LFi6v+sCnfC/F5yMOut91228biBCxesbI8NXd+efSpp8v8JcvKrC23LhOnbVQWL19Zlq9aUyVw3Fx7dd/rquq170tjOJzoK6asWrG8TFz0TNlyzdKyzx67lxkNjSsHo2veUOJIsigSRl4F/UPZhppkSpIkSdZtJIQEXh7Z7754AyWEfO6SZw9acPy3v/3t/j1JkiRJkiRJMjBTxo+rbpS99ZTxZcfpE8qes6aU/TebVg7dekY5YrsZ5XXbzyxvfNGs8qYdNylv3nl2ecuL+zavY7JtWo7beZPyxy+aUQ7YdGqZMXFcz14e1jW53vOe91QriOIR/V7rlyEMtsV3kiRJkvWbyy+/vHo97bTTqte18d73vrd6/e53v1u9JkmSJEmSJMnacF+hVVb8rH7+9tQug3NvpLgUrjvbs5feWX5kpZNVTl25NGwEdC15FDe/jsvPvJo1HsrW1CVrSZIkSXex0tSlX0Ndmu+4Aw88sPzqV7/q/yRJkiRJkiRJBselYlWyxvtnP2qMF1we18P06oqoJEmSZAPFU9SGg0vYXLqWJEkyGO4L1MQ98JIkSZLepVd6hXWhf2oseXTPPfeUs846q3zyk58sb3zjG6vtc5/7XHVjbTfSSpIkSZIkSZJO4iaytibJBFaSJEmyLtL15JHE0Ac/+MHqsoSTTjqpuq9F3EjbzbHf8Y53VHeCl1TKJFKSJEmSrB2DYU8ysTVJyNDk4LxXdJFyvBBPoLM1aRuhh07L4PdiGwohx1jIkiRJ0utkAn3dpavJI8kgK4y++MUvVv+7T0XrzbF9BkklxyZJL5NBX5J0HpMJcXnJULZeeSJnk/5A2R7X7ZH9TSExoPylS5dWj2RvCgNy5duaqhPlKp8uli9f3qhtqBcysI+mCNvweOYmbYMOlN/JpI3fcX7q2mPD11bfYRv0EbIkydqI/i5pT+pncHpJN+Efe0mmtJ2h09XkkUcwX3fddWX27NnlqquuKr/+9a//4ObYPrNPEsmxLmVLknb0QkMnQzqcPyT18jyph+GhfxgJI/3eaIi6bX1tAsGYQavBeVMYBBtAk6HJRAU5Ilky2CB+rJEYoAs6aTJBEImbJutE2YsXL662JuVQJ2yDTjqJ333mmWfKXXfdVW655Zby4IMPlrlz57ZtC/xEPcmayaNkXSXjm/akXgYn9NNk/5yMnK4lj6w6+uxnP1u9v+KKK8phhx1WvW+HfRdccEE1GIjvJL1DrzT2kKNpeXrJ+aUj7i1aA4gMKNaOARg7Hu7me00wYcKEMn78+Grzvqk6Vq7yJ06cWOmjCcig/EmTJlWyNC1H0/VBhtjI0hRkYZ9N6QLKZxd00aQc0UY6aRtR108++WT54Q9/WP7hH/6hnHHGGeXiiy8uv/vd78pjjz1WJc3CVyHqI7YkGYywnaZ8ah0ySHjaekWekKmX9BNy9QIhSy/IQ4Zesh+ETL1A1FOvyNOOcX0CdqXmrr766nL44YeXk08+uZx55pn9nw6OeyO5xM1KpMGSTWPJZZddVr7xjW+U7bffvrz1rW8t++23X/+e7kOHm266afVo6qlTp/Z/2l0efvjhKhE4c+bMssUWW5SNNtqof093MXP4m9/8pgq61ImgtAkEhU899VRVH1tttVWZMWNG/57uYnbTTejnzZtXDj300P5Pu48nXj3++OPV+2233bayk27D4S5YsKCa+WUn7KNTwXk4dawt6CeHSxi0GcdtvfXWlX0YNCTrBlYFLFy4sKrL1ro2+LT/jjvuqC6bu/vuu8tf//VfV/fzM5DsZsfPptgaGfjn1772tS+w1W7AB2v/9957b6UXfSab73YARPd0oP2rsx122KFssskmXZVDuVab6B+eeOKJMm3atPKiF72o6i+7WSdgp/fdd1956KGHqj5qjz32qPxiN4nESvhktkEf3ZZj8uTJ5fe//33VpsUvW265ZdV3d8I21KuVRFYemfy0it756Qd322236gmSO++8c/W64447Vv0COfSR6mXjjTfu/6Xhw9ZsdR81ZcqU/nfJcLnyyivLJZdcUvnUV7/61eWEE05otN+WeBRnWsmmXl/ykpf072mGRx55pPKxfAvb9bTTJhHv8S/z58+vFh1oX03BD4iB1Re/og/kZ5qCDPSiH2JH22yzTVVnTWHFJzvWNxq37LTTTtV9jpsi5GE//DcfPWvWrP69oyfiML65NYZsh/rSL+ivxVMve9nLGhlHrY2uJY9cfuaG2Oedd1750z/90/5PB4fzPuaYY8qXvvSl8oEPfKD/0+7SK8kj1fTTn/60Cnh23333KhhtAkEox8hBC4pGE/CMBku+f/WrX1WN8ZBDDmksefTAAw9U+lAfbMQgpQl0CrfffnvlbI488sj+T7sPB8zpQQcu2dltdAY6S7aqM3jFK14xJKc9FDh2v6nTE0waeAjm2nUM0WmTw74YxGbyaN2Az5WM+cEPflC1q9aVCupRHQsStT3BtMStQNq+LnWtFeQyUNX+DHgkCMjWTRnoJwY52qA+QhBGjm5CDjqIlWjkmD59etfrw2Be+xcI6p/4QsmLbsMW2aYAWRBqMCO5103UiQGeOgnboI/Wy7nGGvVg4MuHi10k833WKduga33DzTffXK6//vqqPeojxG02gySDt/333/+55JW4wWCOjY6UTB51lnry6DWveU05/vjjG+23yWHwr/2wp7322qt/TzNE3CspbBzQZDIC/Cx5+Dh+xQROU/AlEsOSI/o+7ZuOmoIMJpXJoy/abrvtGpWH/4/JHfGCxLo+qSn4TfEd/egXyNPJcZzz9bvqQDn6HDHiQAsvor6MG+jJLXyaGlcORteTR8NZRRSrldxI2/2QmkDySMKLA/iTP/mTRpNHlkMLNl760peOKtAYDWbVBF+M38xhUyttNMZf/OIXVbDEnpoIymGWXUcheSRj3USyBIIL91ngbJq80bwO3Aoo9WKGtYkZhXC+bFUgzz46FfjFb992222Vztm/QYBBGRsQsEeSwbGCGStTlB/2YX/S+/C5Vimce+65VeBukKlebfZFHbMHgZBXQb2OPo7pFsoTBBmgS6wboCq/mzKwcQksAapy9VHaBB11k5BD+wQ59A/drg/nzf+oD4MscnjtphygD3VCH+qDfXY7aUMGeiADvdCF4Flg3S3UCTn4ZMkzg3Abf9yJOvH74fuVcc0115T777//uX2xwsikigkvgxSryP2vDyHLSMnkUWf5+c9/XiWPDG6tPJI8quu225BDbNUrySN2bbCtT5SMaDp5pN8jT68kj0ygPvroo9V7Y0c6agoyiE2M2/QDJjHFB03B/5tgEjORxyq6JpNH+iBJHfU1Fskj56vdmlDgU/j6fffdtzpvtiom0I5iXKC+2LFxlMkHfYXJll5jg04eOfWBTl9HYbv00kvL+eefXzmA4447rkoedUllfwBZGJ5ZZYFXE0G5AblGJnlEJwKibsuhXjTya6+9tnpvtr/bgwPQh+QRpywYjpU2TdSLzlNCg5M66qijGrFRZXJ2AgsyNZVMo3/6sGpE0PWqV72qY4Gf8zLL9c1vfrP8x3/8R9XxSJLpCJyvTlmb0BlEvViVomMIffg8WTcQ5EggxUqzuh353yBUEGQVpCSy1an8ovruph8gF1m0fzZvUKo9dtMP0IcEgcAH2oGBTrd9Ed3TgXZKL+QwkO62HMojB9sRIFrp4rXbqBd1Qh/iBjFEE8kjfTZ/yGfGqp9uJo/ANvRRkot0YfNZJ2yDrTlPde4+R+JG8YHYRHxggLT33ntXK2EN/iXylK9PMDgYTbInk0edRfLIZK1kp5VH/Hpdt92GDzGBYXKQTzWB3CSx8iiSR3xKk0hCSB5JkmhL+r+m4EuMCerJoyaTNWTg+8lDT+qr6eQRO5ZgI0/TK4/0QfpH9qOdiec7vdJHXKTfsRjl8ssvr85d/+cqogMOOKBaXWQxRvhsdix5pI1l8qjHkkdOWwChUhlPvWOwT5CnIn/yk5+Ur3/961WDO/bYY8s+++zT9YCHbORxXw1JGwbXRPJIp2UVhUGSgIdOXJbQTX1E3QiUzOzRTSQHWutxrBEUauCx8si1u+qn25cECFgF5eqG0zn66KMr2+5S034Ouo/kkfc6cCuP1Eu3ZFGudkEPAnd6YB+dksHv+x3n6XImMwkSqtqGdimo0xlK8Jr98rnlp2wik0frFuyI3agvdc7nxP+CZn6IfUkOsgPt76Mf/WgVfNjXzfbHLski2OAL9txzz+dstVvEwFkCCwIefrHbSAbQATnIxCc3kcRSnuDYpq/QV7KLbkMHkqD0IWB1yQI77iZsUfJIkM4XSuixj27LwTb019oKGeijU23Vbxh8mGF2s+wbb7yx0rWYke/3XszEPzh3s92OZ5uR4BwpmTwaGpJBBvbaAhtAXWdQH+5XZXJS/VglEPeQ0ye0Hj/WRNshs7hGvYotuh3/B+Qx0CaP9iRxJK7ptn+to9+RkOBrtSUTudpDE9ADf2vz3tUikiNNysPuyUNPVonZmpCH7fD57FgyVPuSNKEj/UITbYs84gX2o52Rp9PjWnXg/CRdLQIx2cj/6wdMPNu0I32E8n2uzmwHH3xwXrYmeTQSxiJ5pOLccFkHYeY4OlrGRCUxQFDZZp4lawwKVXATTluAY5BiBsuAvImVNmTggGSxDQo4aa/d1EfUjTLVGzQ29dbtjl3HyY44QrrR4NVPt+3DOUuCqhuv7LSpjoqzoxMyGbQ1oQ82EgMVHQD76KQMzk3dsz++QfKI3jl456zj0RnqENzsTocgeJBctI/9Jr1NzBQJKgww2ZP/bdq74FSi0D4J5Isuuqjyz/opSdMmkgTavKCef25qZpqeBGHaiAGFgVgTRBIrkkdNDaQjeSSW0D801fb5ZP0De21qllebqiePbE2gjUTyyNapOtH+9Akup//+979fxYpWrZg55i9a0U7YaSaPuoO4wID1l7/8ZeWrxSqo6wxiWquWHcNm9dtWjIkhuh3LgH2yV36EvYj9Df67nXgNyKMdk0ccxKdYSdiEbkAe/Y6+Wn3FGKmJGDhsSR9MP2xO227iUmGEPJI09MP3ikFtTclDJ+xYHEUedUVHTcujvshAHj6gk+1LOTZxockFuQeT7OxWbkF57NbYTbKIvxEv8OFWJtFPr9G15NFZZ51VTjrppP7/hsdY3DBbYHnDDTdUHb0EkUqKhkYl3gv4zFK5HEjlyvYzLE6yS2qrIAsHacZEx8GQGGE3ZYAyOUWOiL4Yu8+63WnQhTIFw4gls93Wh45TAMLxeE8f9NJtfbAPTk/dcMYxs9xtfUCQE0GZgKKJJKfy6IEc6kIip5Ntlr6dl8741ltvrToCbQLsQGBnplkHYNbZTHNc904n7DfpTdiI9szXSgpKFvFx2pdVPTp+/YYBxbvf/e5qRtqAxCq0+soj9tFttD2ysEsr36I/6ybagUExBD8CoyZQh/p4Ooikfrfhc9QFPySWMIDw2gR0YTPQa+r+JGzDoFNbEsMYwDSB5JFBJl1ELNUJnF9cxs73S1rqD9hgu7YYM91iBrJ4HSl0aquXM5rfWx/h29XNz372s+qyQm2ztW4cI9Z3WYkVw+xEPGVVsZgq4oh29dlpohybssnCx7MpdttNWRBliV/4V/J4L/kZcV4T8tjYvrYk7mP34qzW9jDW1OXhC9QV6IdNNSkPvdAPGfSFTcoD8tARu1ZXdNTJZM1QIA/79Rr6IQNfrJ/2frT6qdeBsvQ14kTjBpcR0kH0EXILcgwmnPUf7k1lbOv/puKoweha8qjX0LAlHwQSOhGVGoM6ThkMyPJV1z6r2COOOKLqRDS6bhKGZzCj0ZOFbN2uOjoSgAqGOSCN3mfdloMuNGyzfHSjkXntthwavex5DA4iAAz76RbOnT1HMMoBddsRB8rXntSFwYFOodv1ojyBTQxUzPpGoNUJ6Ftnc91111XXMEseaQcCOs6ej5A0cumQWX72yvlLYnn1/aQ3sUKDn7WaKPoEM9AuXVCf2phLr7/2ta9VKwr+5m/+prL5733ve9Vxp5xyStX+mkgeafNmz8jD1pqwM+3CwAL6qib0AP6QX6YDba6JpE34IbKwI/rQZzSBIJU+IlHRBPUAXb9gawL9k36BLsigbjqB81LfzpPN8R+DoZ04lk2QY23HD4bzaR0MZvLoDxGvGbxJDqkr+or6117FCfRmRbHLDh0jEX/QQQdVx3Q7tgMZycaPkAdiqyZkAX2F7bJZ+mLDnYqvhgv90EXoh0zGJk3pB2ShH9CPfrBJedQN30suvkZf1KQ8ylZX5Glq0r2OsuknfHen6yts1GIUl61JXjt3E1uS0yYaTDoay5rcMY4gB934vInJr7WxQSaPVKKOXmcb723R2AWaEfi655FH9Vs1EDfM7qRRDQdP0xL4MS6NrZtVpyxO2cy2AQo5OjlrN1TIofNSVwZ4GmVcJqJe/N8tlGWwSR9sJZIlTcjB8UmE6tRdstJEs1am8gVoMNPehNMjB31YNcJBc76dhO3deeed5dvf/nZ1Xzb1bXZAwoif4PgljXQM6kbClUw6iEwe9S5sRgJIxx7BlUGGRIylxJJC7MklDR/60IeqJP4//MM/VHVr5VHTySNy6NNicN4EdKZ8svDJnRqYDxdyxGDawKYpOegi+gNyNNX2yeVS1SYAAEMySURBVEEf9NBEIg1126ALWxPw32Sgi6brpFO2oW7D3gMxYvI89G2jI76JHUiqGsTSv5g2/LZL20wa2+/Sw2OOOab6vEnYigQwmkoAB/pBG3010de1Q32KP/m3pgfb6ko8AbFEUz6mDjtnz01NprRCP+QxjmyqL6gT8hi3jEV9abtXXnll9fR2Y3njReMGE5PGsK5WiLE9jF9MVrrtRiaPegCn6/KeWKXBSHS6lpBJRnivEl1naAAoeVR/VL+KbgqzIRqaO+V3O2kT0Fskjxh/U41eEGCFgPqTHGhqcCBRYiZTg6ePpjpSHWc8TaHJJ3HovK34geSJjrMJtG2JzrFIHqlzS99dwuT3XcIkceQJOq0Buw7bCkd+xT1gdNxN2WoyOC5p8AQ9fsVMswSMTl7iSB2bzdR/aGMuWeODJY8geeTyZskj9tYrAXWSJOs/mTwaHLox0WeCTf8tjnbPEVcWSPobnHlK7Zvf/ObKzxvkxdPW4lH9Tfbb4oy4j46Bv0mqJjEhFpOmdNn04Fa8p17Fn2IsEz5NEWNM+vHeuKDJZB8ZJEXE5fQkDpUgaQryxDhBfGyytUn9SPSFPNqZBA4b6hR+n+8RS4ovtV+rjeQUvBoniSV9bjzNz8S4gU2LPXsxebTBjWJUhiSR2WV3PFeZLjvRiVx88cXV/ZX+5V/+pZp50PhVpMq3MfomIYvgoEk5lB0bnTSF8unD1gv6CBtpitABfTRJ6CO2JlAPMcPdafvw2xw7R/+2t72t/P3f/335y7/8y7L//vv/QbAeOtBmo1OoB/dJ76CeLCl2KSzbEVyZFXrd615XrSSqBxPqUWJJhy549j+76KSdDYayBDmCHbNTAhM2Gf6HHJLJ+rq4wbf/xxKDMwGYzXtEWzHhEJMOsa/TKMtAz/nalKUe4dX/PjfoEUiHrjoJHZtICBnoImyiXieS2l7VYadshl6dv3OL8w7UARtRBwY1yg2UT056sd9vjEY3Bid0UC8DoRtlKEuZ9XLIX9/vd0aK8/d9ulBuOx2HvTrfuqx0pV1F4D6aduO7ymhXJyCjelFW3K8Q9TqxkbHd95OhQc9WkP72t78tN910U6VziX59sokBySG2ePbZZ1eTxXQe+lYXnWqj6xsRy2RMs+7QC3UV7YksvWI7YymT3xMrSgKJJyWpDz300GqS30KQSL4aU8T4LeSJ/3uRCf+9j/736zUqQ4fg6WoygIIH/+uwVeqJJ55Y3vWud1WfWeGjgzFosF9ySQW754XKbgrnYCWHQWpTRkUGWVKDp7qxNwFZYhDXpBMShKiTpusFZOhk1nwk0IFBtbppamUayEEfnczaR0dgdYnL0Aazu9inbrSV0EeTtpq0h993DyurjswEuWGhGSh+ny1HnRloWuFn4sH+V7ziFdVn7qOhz3jlK19ZzeyNpd0b4JLBBIf+zGw6n2zGnKzkkbxwSaVjDIb4BLN7Y+Wf3Eyc7gz+2bl+yqDZTWcvv/zyqs8lNxnHwl8bYFsJeMUVV1R1oT7N+JJDMsD9S6wWlBykA7qgq05h8CkpZID685//vFrNoM1LQiqHPParL3JIFtCTeunEKmK/bUAsSaa8us9zmaUHg5CNjdpHNzCwFu+Qy008xTvst27zw4Hu1bVzizLohj2Ko0zWmbzzmXYWdUB++7UrNkN3I109QLfKiHbhfFvtXsLGpcfakfNUT/y0G15rM+zFMew1zmO4KJ/u2R87rK/CFX+ykWuuuaZKaJCZr1GeOjC5qU7oU3u2r/79VujTVq+zTtjVug49q1O2xQ+yN75KXOBeiJ5uxM7UkfYBfbvEoZVJfFY8WbPTPms4RHwXsab21STkIQt92pqM8xD6ibEJHTUFOyGPV3LYeqUtRhzqtUnoh0+mF36tF/SjvuiFPJ20Z7/r9/yuMYONP1cPA5133Z7FCE23r3ZsUMkjN7cVYGnMKkQnrbOWBfSqgsx+CRrM/OgwGHivJI84abKTs6mOTNlkIAvdNCUHyDBYA+wGdMDhRAfalD7C8dFHk46mF/ShTFvYB5k6Sfz+UM7NMfQR7bbTsiSdQV9g4OrJm3y8m6QaNLbWsSSFAbCBiMsU9RERjFmCrI/Qt4xVPUtCSIBIdBnckM+rAZI+yiDYgNhNGX1GXpfj+UzwIuHVSfSrBlg/+tGPqsSN5IXLvckimfSVr3ylklFywGYwZ5/+thMYMEs2SMgYbEdSwoDQq/Onq+985zuVbuhC/44I4EaLwT0ZlCMR4zclziQwJAX4IefuUhiJAskMujFAjUTOSPsw5ysJ4rJJv08WdSxAZSts2g3e2YyYRnLP+UcAe+GFF1Zys2eySnioQ0vqyTQUH6ccepbwOP/88597GqF7NWhXElaSJOyUXgzU6cvn2pnXiy66qEqUKJuM6sl3/cZQZADbkqT66U9/Wl1yZCWhSyLoo94nslcJIvEgOejCZUBiQ9/VVshIXvGge5tJNg5VDgk5de+eeHRPLvpkf1BH6stqd+ca7ZKsdH799ddXCVf7yCEBpWw6HcivZPLoD+Gb2D27VJf8AT2rcwki+uSrtEE2wV4kltzXVB35Tq8kj5StPiOWaDqOUH7TcV4d8tAPeWy9oh91NVQ/OlYouy4P/TQtD5sJebz2in4iluu0PH4v2m+MAwYrY6zl6QQbzEhGR3LJJZdUwYCAxYyDpyIJ9nUqKgsCCcGCytLpI7KATcOImnZEDJ8MazP+sUbZ9GFrEnqgj6Y7UGWHc2oSctBF0/qIerE1SdSLLXxM0psYBBv4GcB634rPYsWCQa37XEkU6TNc/nD00UdXfQfbHyv0ReRgT/qv17/+9dVKEQNfCQmDZwMmg3VJMDd7JaNZdYmNTkNfVlAYCJNBEsKAy6BXMkAiwSou95AyuLU6yOCtU8SKI6usDMIPP/zw8trXvrbq1+mIDGRTtn1uTElGq2MkCTqB85Woc/7eH3nkkeWwww6rBqMSWvZJAJBTgkCdeaUHA1t1NhKcU6zucp7Oh33SSez//ve/XyUyDJZdWssW2K8kljqScFK+mMigmfySowbRBtBDgT1KdDhfNqg8bQjsVRzlVZsxUaduHC+BI3HELtWH+iMDu3YuEi/OxXkMBfI6F7omh99o9/2oC6+OkTRjx2yVLiUeDzzwwKr90JOE0nBiQHVCx35fMppM9Aoy0q1kK/27NNZTfPkSySWfKY/+6Emc6j07IVuvxKLrAnQtMWpFnRjflQQSteqXLcYKUQM0dU3X7MD3mtaz8tmtzfuIqwz8I6ap7+8myiNLjEcirum2PKGj6KvJ0pR+QpYorwn9+N2Bfjvspy5PK52WbzB5EDF6O3l8L+SxjTVkiPEkXbXKXZdnsHMaDn5noN+KcQN5ouxWOi3PcNkgRjM6A514LCV3Q2xBpM7C+7rxei8bKshyrMDH923tKnAsUKYgUBAmYIhgMLBf0GV/zOaNpQE5b52qmdJ6WV4l4wSuBiyOGUsEeYLCGKSYmQT56EPAJoAlx1joQzlkcL5sKQLkQJmCv5CDrjqJAFSZXuvnp/OkD7ZioNJaLnsx800u7SA625Hi99S7mew62ojAWDnxKNw66oucgjkzy637h4vy6GOg+vaZMtSJ12i/zt+gQT2Sw++MBudFH+3OJ+rGOasbstAfvBpEsSV6G60+kpGjo7a6QH1pR+y3jrphM/ycwYaZaDPXglVBmYFvrF7V8Y8V5DQT7tp59+oIOSQjwD/Z9GMSNq961avKy1/+8irBpa3EqptOwH4NjCUB9JUSFGbylW0Fi32SamSUWHvJS15S+YxOyaCu/JY2DEkjK0iUT0/8oD5S+3vPe97z3CO36c93621xNKhvMYP6t/lt/xukGqCSh48xgI17aEkw2c+m6Gkk8Gfs0sBXUsa5SV76nO/jl9iyVS+SiPbTgWPEDfpRditZY59LLsVEvkcuMrfzq604RpkSP+SwuoP+wS6UF/YqSaI8q/ToSN1YaaPefN+DSuLJhs5tOEmsqAe/QQ4JAv+H3/fq95y339RuPBrZ99iBPlI8yF7pgs1q3/FEzaGivq1mecMb3lDJUV/BqJ/g7/VZdK3NWAHmO3wHmyWfRF/UqffklUAaSn0kz0LXbIstS8SpVz4+HobDj4NO6V6dRdwfNq0td1vnyqyvEmzXDrVR/ssx/Hon/NhQIBvbJVO9TXgvBrexYceNJfRBjtARHdTLrOvH+Gks5XHu0bcqj1yt5ZGnrp/h+JOhQB/KUC9soW4v3iuTPqL8VnxXe7GfvlrtbbiEnfDhrb9lnzLoiv8ncx3H+0wcE/Y9Wug79DOQLSjXMfTjtS637xn/0k/ruGckqKOB9AOfkcP5iw+UWbcZ3yNP2H4TbBCXrWk0ZgDNQghedMY6dJ2HrR7sS04IrASBgm6VrLMXAOmAdDpjCYMyQDHYVG4MssmjU2P4OkOBhFkxQTpDEwQKdAQhncRvM1wDbYNfuhLsQNlm8NwfgEzko0+vdZ2OFjpRFp0oi07Un0AAgj6XFpJFQwt9CBw7JYc68NvqxCy+wSXbUIZz9l5gSgZ14726iGBkNHJwGlE2PQvMBToCHuX6zOytjW58xl7YAwckYUQus7t0RR76Ga5cbI+z0kbYqPLjXhE6A/ahDLYSdklO5dAfnak/x/gd3x+JvTg/3zcwdG7Ok57rtq9snY9jJLPIoSydANnNMpODbxipHDqYSMqpA78RNhntxjlrpzb/k8Mx6pTsfJJ61SmNVI5k9NC34EmdsF8Y3LMrtisZzL511AalEiESMmFzvt+tOtP+2UkMjPkbdmhQrp9ic2S1woWMggz+iHySTM5rtChXmdqQBIWEDJ9MX34/2p7+Un+rz/A/30EGq5FGi7asbDI4P+Vrh/pvbdOmz1B373jHO6r92qVj1TXfJfGivY0GNkC39Oz8bPycdi7eUC5dkVcyQBIJ9OE77EmCZyQo23mET2QbdB518OMf/7iyVQkZPj8GVM7fdxwjUSO20WewG3JJqtCN76zNru2nQ0kj39WGrKgxQWdf+DX2Sv/qg8/0OX24fMx3I6nkc/2Y86EXNszHrw26cJzzcF7araQUfZDP//wtX8tOo2+W4HOcGNGxEkjKJbsVfOQ94YQTXtC/DIbj+HkbXTtnv6lt6sclW61KYh/6Te1VfdA1Gb/5zW9WiSuJPufD59Cr+lKP7epDe7TV90UCb0NE26cziT86oTftjC1pG/XYkF75Db4CjtVX8y3qQ5LRJcrt9N5J2AlZ1Df750cirrCpT8fwI2xYP8U2yeh8htJWRwPZYsAqFmSbZPI5vyL+5OfsI09dx53C+bNzca0YM2Ji7TjaM/1ISkjC0g/5wv90Wh6yqC99jvqKuDZ0o7yIm9kX/TgHsjimE/KEPiKxoXxlh79iH/TAnvkfZfJNjvNeWyEf3y829r/+OvYPF+fH/6ofYze/Fb+jLvg6Po88ylVnfHbIq/7IaT95nJs+1P6h+uA69MPPhn78hjLr5xbtitxh33TkGDKThz/RLu3ju/3OSPVDFr+pbtht/byiPpWln/RK3tAjOdkReeiRfKGfkcgzUtb75JGK0oG7H4MGZHbLDITG207ZlrirLMGUAIgBCc4ENgJkRj6WcDDu36Bj0PAYWSzJF3QzbMu5nY+GwNgNTBkzOR3XSTgSjfi8886rEjSMVGeqE3GfApcCMn5OnLPgpOOGm51Aw6ALy7zdv4E8Ak1BpsZkIOAGpfarS4GrRkUm+tLoRovGrINy01HBJNvxmeXl5BF4ck6e1ucyAHal4+Ic6EFAyhGPFHX8ve99r7pvh7pw/jHo0WmRg27YCmfkvXoSrBpYGkCoH7rkdATQgmPHDCfAFCC4V8MFF1xQ1YnzZgt0wG49qUQH5JwFxwZ1zluwpp7oxzHaEVuiU7ocrr1oA87pu9/9bqVnMiijfi70oHz39FBnjqEPeqBH8pFbW+cX2IvAcqj64FecEzm+/vWvV79jgKBeoHy6py/14RzJaOND2AbZXFYiqDXY5Ke0X3IOp16S0cN3aE/qjV2qW3YmCFUv2iDUoxUD6qje4Xcb9ieIYTfsjP+XkPHKR9hcpiVR4TzYp+P5Iu12tAhgtHkz+9qWga7PoB1FQM0HS16wa+2Rb+a7yTraQEddaccCLMEWn6ZOnKu+kY/WH6jDt7zlLVWbcpzP9F+RNOCDRkv8LllCLv7VyhK/rw58LvbQ/h3Phwqk+Q3JmuFCf86J73Q+dOsz+uVnfCZWkMRRLl/M77Bt/RXEGMpWh75LfrYTMg1lQErnoUN1bBAldpKUasU+MZbyHaMc/Re71C+wV3bEduiMDPo75zhUObyqC/2V+uWT2YL4RF+g7frc76kTcYT/yRX72AYb0udr/56sOdT2Ts+RGFIn2p068NtkEM+Rjd8XX7JPNkse5f77v/97lfi1n9z0oN+y3+WQ7fTgOFt934bch6g7E0TiAzqVwOaL2iEOYJfion333beyS3ZEf+ySv49k4ljCJ2h/7INfZSvsQvzATiM+ibhGO/XeK3+rrUZieiwQO4qzJVnFkvTJ1sn6r//6r5Ws5NH2yCum0rY6iboyYBZ3STprO+qabrSv6BPFXWJR+tQG+UJtrZP60QdLbvARdEIu7dpELTn5f21Sslh9sbFIaPFx+oFOjCf9nnu80Yf37N1YUN04b7IZU4q5+VX1E/0le9JH+K44gq7IGAmJSKAMB3ZA/+Jz9WMCRTlsQp/nfm7Kchz9uUxafCWGUH/0ZRwlGUkedajPYm+tiZahwA7Yi35GmeyEfuq/oy7pxVjS2Fr96ZvIo8/wXTLTjfbmXOh5KP1jK86JPWhL+n+5hhj/sBf73bOSLBE3KEs/yG7UJ/3oE8hCp85Lvz+S+hopzUW/XUalCAI4moGMj/EYOKiAmFnWeQjCdT7+H2sEHTqrQw45pFq2rEGRl1PWQQhwGLFgzyP/JLU4AsGqhtppGK/OgUP0+xoZHWr0GiVDtQTfknT7OUh6pu9OoHwNVnmCuje+8Y3VpRgaisGexiNIoDNL4wVpGiTZBMqdgCMhh0bt3AV2NjLF+Wq86kBduYcBGZVvlZLGP1IE985Fx8SR0bfz8x4cLJvgWJy/1XL0IhDSkZBPECIwJ7MZNOcg4cghq8+hQs/kIAOb0zHBOeuU/TabZbsCMHJqU76j41Iee3YMOdmL+ovfGQp0GR2g4Fyn5PuhD3ivHeuU6AbqkONVh87DwOaYY46pBneSbjoowdFQ0bn6LXLQB53SSeA31b1265IRupe4NpDRUWpT6oceXCJBHoGHuo5ERdJdwtcfe+yxVT1JjuikvbJxPkbSQ/AhMGsKbZYtsx+Bn/f6pxgQk7XertmqY+wbTpJ2IPh2vk2QbhOIaYvaOT+o7UXb5L9CFuWHfF5Hi991bn5LYMnn6hP5On0lf6NNGgg6f5A9fAU5bKPFOeoL6IQfftOb3lT1AXwC/6x/QJRNbu9toZNOEjrWDyiv7htDBscIfP3PN4YsIF+rDY0Wv6U++F4+U2BOR2QhZ+jDcXX9sKHhUj9n5+T3+FZ9QSTsbOpL38jv69/jWFvQ+v9Qie/FOcVn5NKHiSUlKlzapq/UX+iT+RVtNM6h0213Q4HetT9+oO6D2qG/ZZviCH00/25g7b5X+uZIrI41kXRUtgGly+vEUvyH2JKPsXnvM/2R/kqCxkBSnDwW0B1/7vclGbRffpXfoDvyiHMkCeiPnYrRxHbhdzuF9sqH6Pv00epHPen7tJeIebUnsab95NHuxVadhI2JGw3y9YF/9Ed/VCXp2VEkv72nG5sVbWRlS2JHdUmHo0EZxoNiFH5MPbF5fgN8nDpTjvLVkf1iU/vE4HTD/umQfM4ldFyPadcGfbANtuhV/ftdn0OfIlkmKW6swL7VERsiv/iBXmzarHZHZhMhEjjqfjj2pFx+P+73SD98gvKifwD7dhwZJGbUCx/tGPo09hXTGGsbu+g39SU+I+dQUSdskH2yD/qlf3UT/snnxm7qRn1o/2HfjvMdv0E+Ywb6ka+IyfjhyDNa1vvkkYYayaB6Q6nDIDkbBiFYMaAz4+W7AhsOXcZzJIHMcNFgJAEEwZE8EmhpCAxMw2To7u8gYaMB6mgEQ62D6NHi9yJzTwaJGUkCzscggSPQeZHhuOOOq5wO2WyjdYqBxmLTQcZMpTqJGUYOwfbmN7+50pdNo4rgsBOEHZDB+euM2IIGLdDQkNkUO4t7R5CHfuhpOA64FXpUPh2rbwGDICMcMofKKSmTTei8yUAn6k1dkVM9+dyjxdk3B+S78TtDwbER8KqHcHh04X9L7dmtelKGwTi9qQeOWfb8Xe96V2WvfkPnTzfsbKidguPUvTLoQ/sIOQIdqg6DM2ULylM3bII+1GHYLZ0YeLJZOhsOVtkJFiSG6DggI5ulXzbjXLUNduM7Aj8dvn0nn3xypSt1F6sFOt2Ok6HDJiWo/+t//a/lf/2v/1U+9alPlT/7sz+rOnH7RjLT1GnYBr9ihQLfo00LCtl1JA0QbZvNs2/ttBMTIAIwfaUZV0Hm6aefXv72b/+2/PM//3M599xzK7n4FzOXAkIygmz016lBsHrQL2s32p9zixk6ZWiHdMEPa498KX/jc991TOhqNPhNQZ/fFeipjw9+8IOVb+ID+CHHRCJAvQhKQw566RRhm+qa/pWrvtiM8gWXPnPefLb/2QZZ+FGykYef6kSC1G/alPmtb32ril8iyafulKHe2Ag5yWjzXn05B+cy0jbne85JH2SmVzL4S1/6UvnsZz9b2es3vvGNaobcbLNzpgc6IUP44NHUT11u75WhX5Qg0F7Zrv7HPv0TfbBh529jJ2JTn4s1kqFBX/pX9SjuZ+PtiDEBHUvAaxNiBXYXK/K6MWkMdq6OI3EU8Qn7ZRvOgT8Razo3ExniGDJrX/oENtNptAnjABMF2oL4i+/UTshCh2xZbGhlnIld8vK57LdTkEOM5nf1I2IvYxIxsTYUg2vxH3n0iXyNtua7ZO3kxBy/5vycP52oB4kRtkcW+8R6bItNGeiTR/v2mbpUbyNF+c5LXfApdEAOfiv6fuXrm5RpjMCm2I7y2Yt+mk7EpxI65DNW9jl9kU85Q4VNqBt+zTmH/0f4MOVoa2RRh+yePDZjFvJoc2J8MpOHPUX9xbkNBfVAjvCz/K/P6uekzUjoKJvuyE+PdMuWtDsxhDhde2NP9GMf/QxVHmXq5/wWPXiN/ikQL9n0jZJV7NsYhvzkkdhiV86FfYtL2Z196rObY4f1PnkEyR/GqjPQUcgUR4chqFBZsuoMlOPWyHUeTSPo5yzJGEvSdIYM0Cs0BkbIeDQCr51AGWYU6IbhhtODBsNINTADqkDZnIfX4TTwweCYOUBlkkXwJ9AThKov5dFTDALoQsNzvM87gd/WWDloZX71q18t55xzTlWO4EKHyqnRh+OgAXNS5IvB00hQBpuUFKP/cOacjjK8cvxx/v4nhw4lMtHs3//gqNkMB+S3hgPHaXAUQdlAdUxHgg3nHQNan4HTJD85yOl3yEJXQ4E+DMq0UU7cd+toAxy7IILjNRukPB2XTkB5vqfsgM6UP1QZQH7Bm2QdfdQ7bDJE4ETXVhlZNmz2xGwMW7Ep10DXqw6LnuhMnXWq/STDQx2oC20tAg59gXpkQ03DzsyEeSQ6u9K+yKefEFyxJX5KX2E2yrFm3ezjG+tJzpFCF/zAX//1X5fPf/7z5eMf/3j5T//pP1Ur+SRBJZFNgGhnZtG0R7avP+GL2HwnUE/auPanP+dzBIHK4W/UnQBV3ylxITg0ABKA8ZfqOPziaKBzdsOfGhDor/TZ4gv7yCEYJpPVkIL5uHRJTMLORgt/od/lP6JfcI5WVpLHpQAS6nSj7xZwCuLJrH7YiUQg2fhY/Tof6XeGAx/qNyM+8b9+6J/+6Z+qhDlbZZv6dfVAVgMEujDBYPWNOuIn1Q17rfvqocDfK5c+vKobej7ppJPK//yf/7N8+tOfrt6b4NGnGfDGoECMwY4kR11eAStHh6sHODf1QQ7vof/Tl7PXOF/v7WcndK9P0Wa1b3VGH3SmzY1Ejg0RNqM+Y0JTfK9PZg829aI9ssGweStOHc9e+Hq/YdPXdwPlqme+go/k19gy24i+R0xh4/fZkmPYje+JO/j5TsYO2jFfRn9exV3Koxdxin6HLg3wyaS9auM+o3fHOIfR4jfE83yZelMn9OV8+Vyf2fgVZYcO1Sf/Sj++79hOoS3qQ5wzH+fyQvZE/3RgP3kgqUQ/MY6jF/J6HQ3KkYDhG9g7vdT17ZzpyXF0YiOH49Sd/tLxYgayqVu+n9xiVLocqj05X98Xn9uUxW5DnrBvx9jEAr7DxuwjExtj72RUb1GP/lf3bEr7HQp+W8wjCUU/6qkuD5RFD/pFflrCRrn6TuWoV9+JWJA8bIpe1Z/v1H9vMPyOc1FfymE7UV827ZfevdIH2eiDDMpSpoSVY7V9dUYer2RyHvTje91gg0geMQQKNpBkTAI4s1CSSDpvS+w0FJk8A0KGyvCaJAbBGrcgisHpKMhVN1b/hwEymk50HH6DIdINo6UTRgrORHDoVdn1wM73OiVDQA+CcGU6R+UaBAi+I/iMQBUaqI0M9c9Hg/P0m+xIeYIQdeM93SsrgtQYjJA1bMhx9TobDvGbghsy1H8nftfnUVbI6lXHFDL6LAjHNNx6Mljj/H3fd9udE3tRP4JfztGskPLDyYZ+yOd3fDYcWUIfBrBxHnUsDzZIIadOQ1tWN2whOkI2G/ogh40c7c5nIHyHDHQS3w+Ux2bpQnnK9ZnBPL3E7IDvBVFnoYvhyJJsOLAPAYUBLp/IF/GFrumXqGFzgkh9mYDI5wJsSQQBft3mRor2bDBu1ssKEivrrL5z+bJBuIkawZHLx5RrIC7hzx+RQSDdCbR//RIfI+AVvFuiTz8CPWWbLZR8F5RJBkiSaLf2iQk6QSSxBN/KdimhewFqwxI0dOG8TTToz90/Qd2QUd/aieSRcxJQ2vg+0I8EiXIkICTwBJ+CaPbBP1sl5Xi2YyUZ+7KPbvR3w4W/Ve8GBuD3lKm/NOilH4ks9+ggD9s00GBPsY//9n325bXedw0FxwumnXf0VwZPVnGwV3bKXmP1ts/ZSPQX4kG6MGBmJ5KhfmM4aGf6maiTiJPEn+zV75opFoOyBW1W0kg/Tya2I5mn3rynIzPQnWi/GwJsl07pjT2I+U3giE0kEMSOJiDVgTrhJ9QJ39YU6padkderMQkbEO/wEWxD+7Sx62gX2r597MTgsZOxgzYpZvHKb1tdFG1STBcxDl2HbdKheMv+TsXgzkl/RydiK3Uo6ScB6z6a9GSQbbwA+gn/5b2NPL7bKdSR8zY2Y08mdMjinPVL6s2An67406iXsDHy2EYKfat3/U743Lp/oC99LvtmIwFd+F/d0aPz4C/jGP0ZucStzmWo9qRs/tMmSUI2n9VlCvuGfiFW+9APOWOcR3cxViCXvkrd0udQbUq5zqWun9ZzYdf8PLsiQ32crRxxAznoJ+zJ//ZHXD9U/Tj30I/2rB7qunF++kiyqBe6MQYX05hI8FnYk/Oq2zeZ7fMbQx1LjZYNInkURmRm1CUJAhWGoZJUPqP1mQBPo69XaBNo8AIYgS5nJ6gwUygACdnCYBmKc/E5o2Kgo4UBc8Y6XLNinLKATidi4yijAbdmzpXfCRkC5+m8OSPBkwCPw9bgIyscTgbRuZKhU4EARyrrbeOAYqCkbA1aMkB56oBDCaKOYt9oaJdQcN5+W104Zzgm/ud0oyMPhxL24nvhxIdDOzkCtsDhcXR+X12x25DD90I/IQeGa7dxjnFOoF9txUDVAMQMss2Akg1zwjor7Z0MdX3F74ykjny/VR/xmfM2qGW3gi5lG+zrtDn+OGfHRp11qg0n6ydsVB9lsGMWWFDDdsLm2I9Bc6zM0+7YnwGpJMZYoQ9VjgGYQIYcbF/yQt/rsxigk69TaEcG41aHCKK0HT5HUsb56zf06/QBQZt9BpV01wn0T5JHki4SROpBWxaIxsonAy+zn175mzjeqyB7tDgX5TkvyQqoA2VK5tG5OhJEiyfEO3TFLvzv+1FHjh9J0gbORwJRggrK4AetXFYO2dgw/dATBNPK9F0yOiYu2RmJT1YfYQPqv10cwCbVhfMNXfgOGdmt8/c//bGvkchBn+pDvYSt0alEloSUuog+Qv/gWPbseO3bgElbpwv/OzYZOuzKqjb6lKSUqBPTSjhI2NnUa7SRXoF/ECOYIJBoZidsgz2Fr0e8wnn433frn48G8Zw42+SEcunJqwG+gapxgthYefX24f/YOoXf4jOULd42uR3jN6vzxHwS82TWhup6CNl8ZuskfA2fxX8Yj5BBGdq516gv+wP7/B/nNFqUox7qPhVxvvWyQR82x7d+B63/jwTlDvQ79qnDWHmpb9IX8sm+E9+N73sN+x4poZ9WyMB2lBnxkgQM+SJRFeUH3jvOdwY7z8Fo/a5XtqxsCWD2TQb/ywNog9qiY8J26pApfrNbbDCjFMoVKLg3z/HHH18FTToVAa+g2j7BZ9OofLMhkjQGuwIby6oFHNDAJA0iaRPOlDFzZCMJ+Frx22SITiJWc3CMBuKMm640Rg4TjqVjMtQHxqNFYC3g17AFc2Zy1RUZlWk/3ZATOhQbOTpVn8pynjYd+Iknnlj+/M//vCpDIk155KAPdYZIUKirsQz6whYi48y5kMd7mXQy0g1dgVwh70jlaucsOVmXGrCTSHgKiJWhHgRyZJLQ8RoysVf72cxQCUdel8NnyvW7Ogr1oGOSyDJDZZYx2owkYCSx6Mum/dSTkKPBuTjfmHVmr4J/AwGywX4yxwq2WI7ru9p4J9pxsv7BLgyy//iP/7i89a1vrW7ObELEigrBvTavPUXCyD6JFTbId40V/IlBDh+tHLbNLxv4SrQbLFtJwo/zSZ1CP6Mt6cudp7IMGJ2/oF57opO4ab3L6QSqAtZ2SYWRQAbnLMkgSSJ5YlWL5Ifz1Z7ViXrzORm8GhBKUnQC5YtjJO/oI+DT6EZ5zp9uHBfnLrli4Ewm+0NmdhZ+djiwAfVM51C+5Aj79MQ7E3hWgPufLOIbx6gvq6BCN/xl+Mjh4vckhiQN+d92sYg6keCKVWvxGV2pQ6vpyDHSxBHUrfqg73rbI5+6d/kaexXfRXKgtd2oE3qRgEyGBxumu/e+973lL/7iL55b+WfAyCYklOuJzl5BbCJesYrFIJKd8O3ag5iHjdQHwmKviGfY8EjttY4YTWwrfrIqUWxnTOC2EWK8uARWDMeXiLvq8Rj90n+7tjdSyMSf8xn8yF/+5V9WY7n3vOc9la9XtzE2qcsSMR556KdTkMfKQKsotVdPnPtv/+2/Ve3b+E3cCTqQDAyZ1Jf6I49jxwp6sBkbsA/l28TB/qcLvoa9+IxcAZltnbClVpRtTOnm1Fb+8HF8rfLow2vICrpyDureZv9wiN+K34P32pbEkaSyurJgQ5ImLhVWh87fsfQTbY6e/D9SeQaCPfktfZf47t3vfnd5+9vfXt7//vdXn5sIjzZQPx+2TR5xFf2NRZ21o3Mtex1BYxEQCJgMcAV0OvluKXxtxNJtBixpIoBgJJEQ0AEKdqxgCIfuPSch+OiEM6IP5brpp45X4E1XBiACMkkBr5xAJAvMkpDPdzlyjrETCELN2jlHq1okcJy3MmyCQ50/Z+QYHZpjyGFfp1AHnIdGqiMw66LR+ozu1ZXEgPI5JTJq5D7v1GCp7jACOtB5sxuJmXj1OTv3KllihRSZ2YuggA2NNDhHXRavlnd6PKfsOHsx60s3keDTzujH5QCO5azZjQ7MDOtI7TbksEnOuG/Bhz70oSrBJyg3GBLASzqyW4NG9WMjH1nUqbbDNwyXug4COjcYUv9mDZRhYy86AXZpsOB/j+RUZ2xb/YQcnWo/yfoF++EP2bT2zQ8b8HoVVLMfx2hzMYD2yh/6fKxg6+xeORHA8EshqwE0X96pwU0dbUW5fAydGGj7P9oQ/xuJAsdof53oJ+vQrTIlXkIOiRnJc+dr009IrtCFV7rpVDt3PuqeDK39DX8iqaceyKeeAuXTB39lP5lH01+xOz42BmlRN2wz7FUcwf+JZWLw4nvqjRxk1SeM1F7D/v02/bf7HbYZx6iXwP/aC12oo7quhosy1IlN+6ijbDbpfJWn3JCTPuiQHdmv3XQqhtjQYH9sXpLohBNOqAZjkpcSyOxNPXTaH40GMUDcu00bEINLxqp/bYq8bMl4IHxYTJaJv9nUSNtNK34vVoWQRcwmllS22A32k0eCKXyZWIjta3utdj9Swn/yJX7bOcb/9omlor2Rg4wxORorOezvZKJQ/EjvYmp+kz2F3yCPTYxtnCQZGG2Y7Da66XQ/VCd0ZrxCVvqwScT4TP/DH0uGOAe2B/bkOPZGxtG0j9bvKttYjS3x8x6gYxIBZBXDszvHhT2RT5tQ1/TZKZsS9/OtcgHaldWJ7FsilH2rP/vpxfgpYvxoX+pzNPqpf8979RH27dzpI+I5daIsx9AHmUIPbN0kNN10MqZYGxP+ex/97zcIVFK7rVfw9A9Pr5HNtmT1a1/7Wjn77LOre1cIwOLyl69//evlC1/4QnV/BQGOmTKOqxNBBuNjtByijUFrzBqUMsgg2DHoNRPhqUTu8UA+sySCxHDco8W5cb46p/POO6+6WbWO1Uy22Ridl4b1la98pXh6imXJZJY44Bg1xNESjVRSxn0zzj333PJv//ZvlT7MXjlnSSIdlNmi//t//29VfzoqSThB8mgbtDrndOlcR87xqmvOzb5vfvOb5cwzz6zqQ8Lmne98Z1UP6olTZEdnnHFGle33fUkWwelwHTE7kOjgrJQtSWTl25e//OWqDMmQiy66qJqF8VQbs3yCY/LqoOjOcfQUs6/2D1cODl4HJGFI93TMVjjPsFs2rINQLwKgGJTQlzr63//7f1fJT+chuGQv0TEMFYEJXbANv29T1+yfjGbulKVdCxTYrI1t6BDp6IILLqiOUx/0ETP/SZIkSbI2DLhs9Vi2E7HP+oC+1ODQwFSs4NX/vaYf8YLbRVx44YXVPeLEl2S0AsKEqLhODGHwaJJO7CGG8B37xC8Gwp0az7AnMZT4TGxvHGAAbbAqfnEJss9NjMWlP1Z7S5TQubGCRHknEiTOSWzmPCVs6EPc5fytyKAn5y/+cgwZJALEn/QjeWIC0YrG4cZ4A+F8TRIrS52IK8WT6kbiJRK/YlSxu2PUpePpRPwr5hutHaoTtmJcJD4X+yrX+MD/dCTZQA71Qz6JCSssTSLTo5hegkRMbeGCc4tVqGLZ4dqUsow16NoKaLKIxdWVeNftJdhvJNas+jGOE8OrN2MFMTXZxMbq3KS0OD8mJoaDMYC6Yht8APsNvyDZ5/+wb+MZepG0lRAkgwl3MnhvQthxkl72j2TMbZGB32EHkbzyXlLPGM+YTVl04/xh3M2+6Ye+yKTOjY3VMz1rqyOpr5GwwSWPeh0GzekcccQR1caAGanlt4yHU5BhZNwG7rFM3uwzR98Jo/Eb5ODUbIxaEiJmDyVsGKiBOmOOJADj5cA1wk45aEkFDoVDVDYdSAzRCyfACZKDPnQMdBGJI/roBPTBQUg8cPZmTq3Ecr4SAcrm0OiII7JfndlPNxzDaOuFPp1rJGLYgDpSD8plFzpHdqIuJEuU6zvkVnf228dm6Me+4aJM9eE81YffBv34ffr3++SgAxt9kE/QRnay+dyx9DkS/dAHOZxX6IOtht2yGzJF8ENWdhK2xOmTg62QVZsbiT6UFfVOjrA55XtPPkEUO3G+dKT9hL34js6DHHRCH+ToRDtOkiRJ1n8M9mz1fkPflKw7GLQaLLpkxuBZjGOAbdBrcCh+iZWDBo4G1/GkPkkaManYphOwI3G/MsVu4iUrFMUtYizlieti8tbAWvLBoNZ+8ZRYR2zcKfwunUjCxODaq8SIOFuMRT+SOJFcMrj2HfGueM+YoZNIfkhISN5ImBj4k0/MZ0wm5vW/eqQbG72KR+3vhDwSGXQgiafNS4SoF+WoR/ZBLrpQR+pQ4s9YSowqaem7dEY+52SfY8hP78Mlztf4QBKKLJKOkmeSHfarJ+WyZftifBXysntJFrav7lwaOFJ5/L72JS5nk2xanC0G97/Nb/uMvagfcbmxrPolbySz6Js89GPc4fjhIpmlzWhTxvGR8PFb2hO7Vp7jyB5jN/VKH2H/9MPv208/dDgS/YyEcX2KeOF1MEmjaFCMp7VaGJXBsFfG4pgIFhiLRjESIx4qGrTylBHl+IxjtJGDDJxXp+VQbpRDL36fM4pyQh/k8RkZOi2HcuN8led/eo+yEDI6Dp3WR/38bXQO5bXaQ3QcITe7iv1kIlt8fzjE7/mt0LXPQv/e24KQxbEhp/3KJoP9I9FPXY74jdbzcYz9jquXE3LEd20jradWOWyBz8MmoAxbHKNObHV92D+SekmSJEk2TKKfqfcdI5kRT5pDAsBA2oDQQDcGlGILg1QTUZJD4gqrSQywDWwNgO2L1RNjhXINopUrgWWwLbaTAJCYMNB1jAEsWQzIHddJrF5RnkSNwTfdkMEknMSR9z6XeJAoEV/RnX0SYJ2UR9wWSQWDebKJ39RbnD95rBQJeXyH3sgjgWHidLT4TQkg+ucD6F/STzzp/JWrfHJA+bGaTMwbST/flziiI8kT8kk0jSQeDZsgg+SIV7ZKDglP5YiDI+Zmt7ECiO3Tadg3edSvfSOZWKUfCRh2QT/soV0Siq4cpy7Vi/JAL9olechNt+RRv/QzEpTBhvno+hVDfl85kscSkuyb7iTV1Bnq8hjHxAS5+hypPCMhk0dJkiRJkiRJsg6SyaP1A8OxGJLFe5t6jQmyqGMDa+9jQqpe92NJyNOK5AlikmwsIUPYvARNayLAoNtAHDEpN5aELCBP60Qkeekn6mus5BmobkI++9vpy+eSJ5J/ZKOz0eI3UZfHZ/F5/T3oLPSm/mKiuVPywO+NpJ2Qh368dlKegSBnlKesdvZd3z9W9jQYmTxKkiRJkiRJknWQGBzWB0aZPEqSJEnGguFfp5EkSZIkSZIkSZIkSZJsMGTyKEmSJEmSJEmSJEmSJBmQTB4lSZIkSZIkSZIkSZIkA5L3PEqSJEmSpHHcANKNRd0s01Nr2t18dKxxo9V4cs5Inu6yvuHGvAsWLKjee/INnSS9Rd7zKEmSJOkWufIoSZIkSZKuI1nkCS9eIWl02223lauvvrrce++9zz0xp5t4dPEvfvGLcuutt1aybcioF49c/s53vlNtHrOcJEmSJMmGS648SpIkSZIkSZIkSZIkSQYkVx4lSZIkSZIkSZIkSZIkA5LJoyRJkiRJkiRJkiRJkmRAMnmUJEmSJEmSJEmSJEmSDEgmj5IkSZIkSZIkSZIkSZIByeRRkiRJkiRJkiRJkiRJMiCZPEqSJEmSJEmSJEmSJEkGJJNHSZIkSZIkSZIkSZIkyYBk8ihJkiRJkiRJkiRJkiQZkEweJUmSJEmSJEmSJEmSJAOSyaMkSZIkSZIkSZIkSZJkQDJ5tAHx29/+ttqSpGnGjRtX3vjGN/b/lyRJr5H9RdIrZH+RJJ3lnnvuKVdffXX/f0nSHOnf1z0yebQOwuFrbEPdYBCw7777VlsOCJIkSTYMsr9IkiRZf2nnxwfaImF04IEHlsMPP7ycddZZ1f9JkiRDJZNH6yAzZswoRx999Au22bNnV/t0CK374DuOsXmfJEmSrP9kf5EkSbL+0urDd9lll+pzr637wp/HMTvssEP1miRJMlTGremj/32yDmPJ349//ONy1VVXlcMOO6z/0yTpTcyACWR+9KMf9X+SJEm3yP4iWZfI/iJJhs7nPve58vGPf7ycfvrp5WMf+1j/p0nSm6R/X/fIlUdJkiRJkiRJkiRJkiTJgGTyaANi0003rbZ2mKk46KCDnrsu2vtLLrmkf+/zuD7aftdN2+I7fveDH/xgefrpp6vjfLe+z++34l4a9vtN3/N9x/ps1113Leeff37/kS/EsX7PMY61KctnUf5QGel5m7mP7/zpn/5pdfPBoVLXjc15DKQfvx06adVxK606qW/1m9GF7O3uZeI37Ivr4gNl+17ovl5Pg10zX5fJd/w/WB0Nt25DR3GsMvyfJMno0JZs7dAeR+I34zt+N/uLoZH9RfYXSdJpoh20a9d8Tt1nDeZz7LePT6u3Le/jt1vbXTu/FL81XP8O+1p9pO8Px89ipOetrPgOOVr94WAM1b+HTuyPY+s6bqX1d1u3QFn+b+eXnYd9rfJEXYLuQyb19clPfrKt74XfqR/r/4GODYZTt612Y1Ofw7WDZAi4bC1Z9zn66KNdfrjmqquu6v/kD7G/XZUfeOCB1edeTz/99DWnnnrqml122aX6zP91/O/zk08+uXqdPXv2c2XbvI99fqO+z+/WIavPTzzxxOp34vshj+1LX/pS/9HPcvfddz93bJRdL8N3n3rqqf6jB6cT5x2y+N5Qyr344oufO95v2py/rU4c5/eVGcfFZ61lhQ68OjbktDmv8847r//IwW0lzrN1n8/oqa6zeG9rrSfUZVBm/bvxWZ3h1m0cb3OOcd50myTJwAzmA4Jod63U27E2l/1F9hfZXyRJ7xDt0utADNSutQ2faxfRTgZqgwP55Hq71NbjfX2f36wzEv+O+n7Ht5Z/44039h85OJ04b9/13jaUcofq3+u+zj7H8V3xWWsd2l//XefT+v0gjq1/FsR5tu5zrj4Pn62c+MzWKj+G698x3LqN45UV5+2zVv0koyeTR+sJ0XAHayTRCOuE49DY6gi6whFyXEEcH9+J4Ewjjs9tdWdTD2zrhGOyaeD1cgSv8Z16ABjnWS8bvhuOo9XRtaNT510/vh5wD0TIX//tVvym827nHKMjrssduvfbdULm1g53MFuJ77Tu85mNTPV9IQ8d1Im6bT0Hn/vMvlZ5h1u3IetQ9J4kyfMM5gMC+211os2N1m9mf5H9RZ2o29Zz8LnP7GuVd7h1G7Jmf5Gs74St1+2/lXbtOtqh9lNvU5AQaG0/cXx8J/xU3c/ZfDd+zzHRplvbervfwkD+Pc6z9XjH8Av2tfqNdnTqvBHHt/YV7Yg6qH+/HXFcq+8KX97qT+mpVVchc2tiZzBbie+07gt5bPX+IuSx1c8pfodMQ/Xvw63bKGMoek9GTyaP1hOiMWtAA2G/rU44+FaHiWi8decQn7U6IIQMrcEnopx2nUWr4ws4DfsNJsCB+L/VKQb1LP7a6OR5R0DsmLUxlHqKjlLWvB320UEQsrV2LKHfVpkHkyF+q3Wfz2z1+gvC+dcJ597OFqKDqTv+kdRtyDoUvSdJ8jzZX2R/kf1FkqyfDMXW27XraIfhQ+u08w/xmXbW2g5DhnY+sF17r/9WO1r9O8Ivt/ofkMc+Wz350I5Onnc7fzUQQ/Hv4eucfzviN8LXhmzOqRWf1/sCDGYr8Vut+6LMdv6anuyrn9Nw/TuGW7ch61D0noyevOfRBozrQ/saXvX+7LPPrq4/rW+XX355tW/evHnVa53999+//93zHHnkkdXrXnvtVb3WcZ0qFixYUL3WiX2tuM4VN998c/X6q1/9qno96qijymabbVa9r/OmN72peo1zGohOn3ec73333Ve9DsaHPvSh6vXwww+vrs1td73yTTfdVL1ef/31fyCbDXPmzKleu80+++zT/+55Dj744Oq1fl1xvG9nC+1+YyR1e8IJJ1SPEvdUEdc1u8Y7SZKxIfuL7C+GS/YXSbLu8Otf/7p6veiii/7Aj3zjG9+o9s2dO7d6rcMnt7bDQw89tHpt5wN32mmn6rWdzxyqf+cztG9tut0TQ8lz9NFHV+8feeSR6nUgOnne4a/uuuuu6nUwhuLfb7vttuqVD2+VzRbltOsrx5p2/jrq+6GHHqpeMVz/PpK6ddyBBx5YPUVWvbhXkr47GRsyebQBc+utt/a/K1VA1bpphJg1a1b12m2igwkeeOCB6rVdZzQcxuq868HwQAhqr7rqqsrJffGLXyz77rtvFcjWOw2DAJCjnXzgVIPopC+88MLqNbjmmmuq19e+9rXV61hT76CH67RHUrcvfvGLy3XXXVdOPPHESlfHHHNM1WnkoCBJOk/2F9lfdJLsL5Kkt9A+wNe0+hGfYZNNNqleu02rfw//Ecno0TAW5722SQkMxb9Hsszvtcpmi3JmzJhRve65556Vv7/00ktf4FfjJt4S7t0gfDSG699HWrce9X/qqaeWZ555przjHe8ou+22W5VgSzpPJo82YDiZYM2a6hLGttsHPvCB/qO6S+vMbATnN9xwQ/U6Upo+bxlyMx033nhjOfnkk6tAVsAeg4kDDjigej399NPbymXjHAO/t8suu5QLLrig6ng4S7MYOhadkhnXbtNuNngwRlq3BgRmGHSg9EUvBgU5IEiSzpL9RfYXY0X2F0nSPNo/JDTa+RGb9tMErf49kiWxCnE0NHnea/Pve++9d/VqpU07uWKLFTx8qaeh8XGHHHJI5d89Ae3YY4+tkkqf+MQnquO6yXD9+0jrVjmf+cxnyp133lnOO++86qlr+jXnn3SWTB5twGhoMSPZ5PK+gcqWOUfMlL7iFa+oXmOWoJUIAKMjGIheOW/O/swzz6w6DEtSL7vssurzF73oRdVruyW97dA56Cj8jiWsnKWOzv8y8QM57vnz5/e/e57RDrSCmKX5/e9/X73Wabc0d7R1a1DwsY99rNInzj333Oo1SZLOkP1F9hetZH+RJOsPkspo19a7xVD9O3/IL/OF7VZx+h2JGNQnANrRC+c9kH/fbrvtqteh9j1WGFnFZIUl/fDvp512WrXi6IorrnguydRKu/6jnT8eCcP176OtW32YBFrYTKweSzpHJo82cDQwfOpTn6peW+nGLIMA0Axo3TlGgMupy8yDQ/G/z82U1uGA4vrhj370o9XrYPTCebeyww47VK9veMMbqlcOr51j5UxjCSoigDfzbTBgFsKMqo6o3UAgZqrPOOOM53TulU7NRneC4447rno1y1F3/oL6dpdFdLJuEcFAkiSdI/uL7C+Q/UWSrH9EO/y7v/u7F/jXgB9pN5jvJEP17wi/LFFSP977d73rXdV7yZiBEuJBL5x3K+Hfw9fRS7t+hryRLEckaPhNK5piZZLv+q1WYmWT/qN+jmeddVY56aST+v8bHcP17+hU3SL9+xjQZ1TJeoA7zKvOq9rcmT6wv7XK3bX+wP6nGPQ1sOqu+ra+Rtn2qSj2+cxrK7GvnQzt5PM+yo2yHOd/722tTz9wZ/441qvjQ34buYdCJ887zoMsayNkjvJCL2SpP7UhnqBjI1McHzLX5aCTus5i81mf4/0DHfZ1ws+do2PIEP/H77fWYfxmO+IcWr9TrxfHhIxxvNc6w61b+22eMkQf9sd3/VaSJO2JNtjaZutEu6uT/UX2F2SI/+P3W+swfrMdcQ6t36nXi2NCxjjea53sL5KkPeybbdfbfSvRrlrbYb1dRFvxGu2xfvxgviz2tZOhnXxxvHKiXfvdKNfW6pvqfjmOj/Oy2Vf3k4PRqfNGlL82wm8pyxayt8pd93X14/nrVjl8L36nvkVZ7Z54FjqMY+Kc43Nl1Ynfr+skcGy777TWU5QRv+W1znDrVnk+i/5P3YXOWp8smoyetVt3sk4QTqRdYw40JFsrGmA0vGiYGrZG2BpUcTz2t3NA4TTayRDy1X+v7oB9HsfYvB/oXASzZAvHEL8xXAfRqfOO8yDz2nBMOM16eXUnGPhdx7eeZ6sMMXBwHs4ntvp32w2q6o7YsT6L82zV/UC2g/idVp05p3o9OVdywWe+18pw6ra17nwnziNJkoHRTrSZgXwstCdbK9lfZH/hWJ/FebbqfiDbQfxOq86yv0iSzhDtMtpPO9i+Y9rZv/ZTb+/RVtr5BfvtayX8XDsZ2vnHOF65fjfki99v9TFB+OW6nwzf1s5PDkYnzhvx3bXh+0P17+HrWs9TkqR+PNmUbaOD2Orf9Z064Xvrv+uc4zx9v07Ujf2tONa+1n4nyiCX/WSJ3/VZO//uO45pPWefteqIvPW6s/m/te6SzjDOnz4lJ0nXsRTUIyr7Gnh1r4VkZLgpHNwkrnUJp2WhbgiaOk6SZF0m+4vOkP1FkiS9Rvr3zuByL5cTX3XVVS+4xA8u+dp8882r9zn0T0ZD3vMoSdZx3FRul112aXvt74MPPli9ukFokiRJsmGT/UWSJMn6ydy5c6vXdjeSfuihh6pX/j9JRkMmj5JkHcdMjZvp7brrrtUjKd1c0HbQQQdVN7ybPXt2OeWUU/qPTpIkSTZUsr9IkiRZPznyyCOr19122616mED4dyuS9t1332qfhx8kyWjIy9aSxvBUFM7sxBNPbORpNesLlqKeffbZ5Vvf+lY1KAgOPPDA6vGcH/nIR4b0RIIkSZJeJfuLzpD9RZIkvUb6985Bf+ecc85zj7OH1Ub8u6dstnvqWpIMh0weJUmSJEmSJEmSJEmSJAOSl60lSZIkSZIkSZIkSZIkA5LJoyRJkiRJkiRJkiRJkmRAMnmUJEmSJEmSJEmSJEmSDEgmj5IkSZIkSZIkSZIkSZIByeRRkiRJkiRJkiRJkiRJMiCZPEqSJEmSJEmSJEmSJEkGJJNHSZIkSZIkSZIkSZIkyYBk8ihJkiRJkiRJkiRJkiQZkEweJUmSJEmSJEmSJEmSJAOSyaMkSZIkSZIkSZIkSZJkQDJ5lCRJkiRJkiRJkiRJkgxIJo+SJEmSJEmSJEmSJEmSAcnkUZIkSZIkSZIkSZIkSTIgmTxKkiRJkiRJkiRJkiRJBiSTR0mSJEmSJEmSJEmSJMmAZPIoSZIkSZIkSZIkSZIkGZBMHiVJkiRJkiRJkiRJkiQDksmjJEmSJEmSJEmSJEmSZEAyeZQkSZIkSZIkSZIkSZIMSCaPkiRJkiRJkiRJkiRJkgEo5f8HcuOED8eIcB8AAAAASUVORK5CYII=[/img]
Utiliza las gráficas proporcionadas para responder las siguientes preguntas sobre cada uno de los tres días:
Considera la afirmación, “El perro estaba a 2 pies del poste después de 80.” ¿Estás de acuerdo con esta afirmación?[br][br]
¿Cuál fue la distancia del perro al poste, 100 segundos después de que se fuera el dueño?[br]
[b][size=150]Actividad 3.2 Una notación práctica[/size][/b]
Vamos a nombrar a las funciones que relacionan la distancia del perro al poste y el tiempo desde que se fue el dueño: La función f para el Día 1; la función g para el Día 2; la función h para el Día 3. La entrada de cada función es el tiempo en segundos,
Describe lo que [math]f\left(15\right)[/math] representa en este contexto.
Describe lo que [math]g\left(48\right)[/math] representa en este contexto
Describe lo que [math]h\left(t\right)[/math] representa en este contexto.
[size=150]La ecuación  [math]g\left(120\right)=4[/math] se puede interpretar como: “En el Día 2, 120 segundos después de que se fuera el dueño del perro, el perro estaba a 4 pies del poste.”[/size][br][br]¿Qué significa la ecuación [math]h\left(40\right)=4.6[/math] en esta situación?
¿Qué significa la ecuación [math]f\left(t\right)=5[/math] en esta situación?
¿Qué significa la ecuación [math]g\left(t\right)=d[/math] en esta situación?
[b][size=150]Actividad 3.3 Cumpleaños[/size][/b]
La regla B toma el nombre de una persona como su entrada y proporciona su cumpleaños como salida. Completa la tabla con tres pares entrada-salida adicionales como ejemplos.
La regla P toma la fecha como entrada y como salida proporciona a una persona con ese cumpleaños. Completa la tabla con tres pares entrada-salida adicionales como ejemplos.
Si tú utilizaras tu nombre como la entrada para [math]B[/math], ¿cuántas salidas posibles hay? Explica cómo lo sabes. [br]
Si tú utilizas tu cumpleaños como la entrada para [math]P[/math], ¿cuántas salidas son posibles? Explica cómo lo sabes.[br]
Solamente una de las dos relaciones es una función. La otra no es una función. ¿Cuál es la función y cuál no lo es? Explica cómo lo sabes.
Para la relación que es una función, escribe dos pares de entrada-salida de la tabla, utilizando notación de funciones.
Actividad adaptada de: IM Alg1.4.2 Lesson: Function Notation[br]https://www.geogebra.org/m/mdau92jy#material/sftkctyy[br]
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Information: Sesión 3