Suspended load transport in a small tropical catchment: data analysis and modeling
Authors: Roque-Bernard Amande , Lucas Antoine , Gayer Eric , Allemand Pascal , Lajeunesse Eric 
Published: March 2020

&lt;p&gt;Fine particles represent an important fraction of the mass of sediment transported by rivers (Syvitski et Saito, 2007). Suspended load is therefore a significant contributor to the erosion of landscapes. Fine particles are often considered to travel through streams and rivers with minimal interaction. Yet, recent field campaigns demonstrate that fine particles interact with the bed through erosion and deposition (Misset et al., 2019). Based on this observation, we develop a simplified model of suspended transport that accounts explicitly for the exchange of small particles between the river bed and the water column. This model involves three parameters: (1) a threshold water level above which the flow starts eroding fine particles from the bed, (2) an erosion rate that characterizes the intensity of sediment entrainment, and (3) a characteristic settling time accounting for sediment deposition.&lt;/p&gt;&lt;p&gt;We then test the validity of the model against data collected in the Capesterre catchment, a small catchment (16.6 km2) monitored by the Observatory of Water and Erosion in the Antilles (ObsErA). Located in Basse-Terre Island (Guadeloupe archipelago, lesser Antilles arc), this catchment is regularly exposed to floods induced by hurricanes and tropical storms (Allemand et al., 2014; Gaillardet et al., 2011). The discharge and the turbidity of the river are measured with a time step of 5 minutes. Using in-situ calibrations, we convert the turbidity signal into a suspended load concentration. The resulting data reveal that the transport of fine sediment is highly intermittent: the concentration of suspended particles rises abruptly when the river height exceeds a threshold of the order of 25cm, corresponding to a discharge of 5 m&lt;sup&gt;3&lt;/sup&gt;/s. The concentration decrease following the flood peak is more gentle. The resulting concentration-discharge curve takes the form of a counter-clockwise hysteretic loop, as commonly observed in many streams (Williams, 1989).&lt;/p&gt;&lt;p&gt;&lt;img 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kef3HX5IoVkRbKSvbKBioKqgBpRbV39s8aIZpdWo3a5Tq5uvJ6PvoWBgiGnEcLovfEzkyum+WbR5k4WKpZslitWb6zv2dTa5tsl2Qc6ODrqO8k7C7iQXLGuy24f3Uc8uj3veNXvPOt9bNchn2Rfqh+F7OvvEeAUaB9kE2xJsQwxC9UMkw0XiGDZTROJiFyN+kH9Gb0Wi44jxgslaOxxSoxOKkxu2TuVQrOfL1UmTfuATbrfwfiMw4cqM9uyhrO/5zIfVjhinxdx9HB+XcGjY++OrxdyFikX250MLTlYeuZU8+nespkzv84xl0uc166wu0CujK06VF0M73PddXOXiJcV6x2vRF3Nu1bX0Hl95MaXJkwzx03JWxq3LVrc7gS2xrSl3E1tP9Bx8F5G56H7mQ+yH+Y+Otx1+PHhJ4e7c5/mPMvqOdSb3pfav/d53F9RA7sHI1/EDCW9PDh87FX5SMPrB6Mv33waB2+JE4Lv5Cd1psyn/WbOvv/0UXk26VPr51/zmgtxXy5/fbfIvmT5PeVHw8/pFe5Vh7XsX53b82+M0EfuQH5GtaMPYRyx4tgF3E18BsGBhptmlPY8XTi9OgOCoZ0xncmCyEDsJR1ltmVhYHnKms1mwg6xN3NEcApxDnHlcOtwf+Ip5TXj/cZXxm/G/1nguKCG4IjQXmF+4VYRb5FV0WIxJbFu8QDxVYljklKSbVKOUlPSqTIiMkOyuTsMdnyTq5L3VKBTaFOMVBJQ6ldOU1FQGVfNU9NW+6ReqmGusah5Xste65d2nY67Llb3hh5Zn6h/1yDSkN+w1yjNWMl42qTE1Ba+d9w2j7KQsnhnWWblYc1q/dymwNbBjmQ3aH/SwdtR2PGD01XnRBdjVwbXYbdK92gPA09az0GvMzuDvRW8V3bd98n39fKT8Fsid/ofC/ANVAxCBQ0G11JSQpxCpcPQYW/Cb0UU746PdI3SoPJGo6JnYwZi2+Pq48sS8vakJsYnhSb77925zy3Fab9Dqn2a/QGHdKeD7hk7DwVkhmZFZ6fkZOYWHC47UpPXePRefl/B6LHPJ1CFEkVexUdP3i9ZOSV72q/sxJnHZ1fLFc4HVJRc6KlCVWvVxNfW1328JHk5pL72ytw1lYb917sbOZrCmjtv8d1OaXnbatXW0i7fcbFT6v7VhwaPhh8ndPM97e053Of0XHQADH4cejf84TV4IzK+a6J2Cj2T+BF8qpgnf9VdUvvpvFq8Mf9b3/s2CkYFgBOHANj4nuNQA0DuRQDE9gDABueednQAOKkDhIApgBY7AGSh/ef8gODEkwBIgAdIAjVgBueXYXBOWQTqQReYAGsQO6QMOULR0AmoGXoN53zSCBdEKqIeMYpkQBog45GXkFNwluaFKkW9gjMxH/QF9CeMCiYV8wzLgw3HtuFIOAquHc+Jj8X3ExQJRYRVGjLNU1p12mo6drpcegR9Ev13hliGJcZEJogpm8hKrCCpkXqZQ1iwLBdYjVmn2DLZpdh7OWI4OThbufy5abiv8XjwInkv8XnCGUGfQJ6grRCT0HPhIhFPUQHRKbGL4tESGpKQZJdUvrQnHJ3zsv07WuQq5QsU9ilSlByVNVT4VCHVMbUW9eMaIZraWvRaI9o1OjG6uno4vT79BoPrhk1Gt4xbTe6Zdpn1mA9ajFpOWy1Yr9ji7FjtRR3UHK2cyM7JLsWurW4zHiRPfa/IneXeAz4EX32/JHKz//dAtaCk4PYQQqhzWEX44m6zyLKouWitmJzY0XilhKN7FpJckx/s005pTbVMm0jPytDOBFl9OVcOn8oryDc7hjx+vzC/OKDE8JR0meBZkXKlCpvKqOrS2ieXQL3qVZsG9xvBTck3T9y+dqe/bamDt9PsQcyjs4+fda/1yPTtfH5k4O4QaZg8cml0dpx7Qm1Sb1r+Pf2HF7NHPu+Ya18w+9L5TWGxZGn5h/3PC8sLqxprKb/ubu4fW/NP3PgmDlSBCXAFIWAfOA7qQCcYBT8gEiQH2UAR0FGoAXqJAAgJOMtPQ1xFvIXzeCtkOrINuYLSRh1AdaPZ0YHoRgwe441pxDJiw7BPcNK4PNwi3gv/gCBLKKJB0kTRjNM60z6mM6RrpdeivwNnsY8Y7RlH4Tx1nXicJEt6yhwBZ57NrL5sNGzN7IEcrBwPOfdwSXONcxfx2PLieDv49vMbCGAEngoWCvkKywqvinSLlolFiRtLcEl8kXwsdV46RcZTVnOHhBy7PF5+VWFOcULphfJjlduqF9VK1A9pUDU9tQy1JXUYdRZ1h/Va9esNrho2GDUZ3zZpM+00e2zea/HC8o3VtPWCzYodzp7VQcxR3cna2d9lr2uJ2033YY81L8GdFt4xu8769PhBZBX/iICawKlgUUpIyNXQ5XDTiMLdM1Fa1L3RbbGoOKv4ooSpRPWkI8nT+4xTqlPp0/YcmIb3k95Mi6yHOWa53Ucc8sbyU47xHr9bGFhMf7K51P80qezB2b3lKue/XLhaFVujVYe5OHD5wpXka17XVRrpmyZuXr994I5NG/vd8Y6aTuoDrUfYrsEnNU/393j16TwXGWAafDTk/HLyVeJr5tFrY07jqxPVk+7TDDNdHzJnLT8zzr1YOPs1ZFHlO+JHz3LpatAvxe35RwIMoN3cAcSBChwBbiAcHARnwG0wDK9/QcgCioUqoEEEDcIIXvkdSBzSHnkG+QVlgapC49FU9BuME7zabbADODLuJ76QoE6YpDlJq0c7QpdEz0/fxRDPKMk4wXSG6EeSIH1nfshSxprE5smuxyHFyc5Fw43gXuVZ5l3lBwJY+AbKIywroi3qIBYkvl/ipOQNOO+el2XcoSDnKr9PoUKxR2lFRULVXa1AvV+TWctdu0JnTk9b/7DBGyNF4xyTcTMt80KLL1Z21pdsae3C7B87SjrlOH9wtXCr9cB7UrweeovuOugz6WdIrgxABvoH3aOIhmSEzoRbRdRHskQlUMdijGIvx7Mn7NvzMckNXqcqKVWpHGlH0lEHkzO+ZHpkXc1ez3U6XHVk+ahj/uVjhOOUEw+KpIpzT86Vup66UyZ6Jh/e+/3Pd1/QrKyqZqpJrJ266HippV70St7VpQbv6w8aZZqONs/fsr99+Q6hNbCttZ3YEXCv8T7qgd3D0kcTjyWeULorn473cPba9x3sv/787QBhUO6FwxD15ZHhmlf3RgZeT40uvFkdh95iJzDvMJNgcnnq0/TozNP3zR/KP2bORnyy/iw1h517M9+8kPXF46vE1y/fWhbTloy+Y753/kj5qflzYfnCiscqYbVxjfyL7te1dfeN+Y8OVFTYPD4gWgMA0KPr619FAcAWALCWv76+Ur6+vnYeTjZGALgbtvUf0uZZwwjAWa4N1HflvcC//8v5H9/a1KimKQOfAAABnWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyI+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj40OTc8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+MjUyPC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+CtVcBpAAAEAASURBVHgB7F0FfFTX8v7i7kYCEUJwd6c4LZVXoW5UXvVfpf6o99XbV3dK3QVKC6VQpLgUKS6BIAnE3YX/fCfcsJtkQ3azm+wmd/gte3Pl3HPnnj1zZuabGacTQtBJ54DOAZ0DOgd0DugccDgOODtcj/UO6xzQOaBzQOeAzgGdA4oDuhDXB4LOAZ0DOgd0DugccFAO6ELcQV+c3m2dAzoHdA7oHNA5oAtxfQzoHNA5oHNA54DOAQflgC7EHfTF6d3WOaBzQOeAzgGdA7oQ18eAzgGdAzoHdA7oHHBQDuhC3EFfnN5tnQM6B3QO6BzQOaALcX0M6BzQOaBzQOeAzgEH5YCrPfab+Wf4cXJyssfu6X1qAgf4Xp2dHXftWFVVpY/LJrx/e71Um28cec7Rx6a9jq6m9et0c6ZdCvH9+/crIe7m5ta0p9evtjsOZGdnY8CAAXbXr8Z2aNOmTQgJCWns6fp5DsKBsrIycL6Jj493kB4bd7OwsBD79u1DQECA8QH9L4fnQFZWFgYOHGjyOZxEyttd2tVJkybBx8cHQUFBJjuuH3BMDixatAhHjx51zM5Lr6OiojBlyhSH7b/e8fo5kJaWBk9PT/z444/1n2Dne5cuXYrbbrsNw4YNs/Oe6t0zlwMLFy5ESkqKycvsUhPv2rUrbr75ZvTu3dtkx/UDjsmBM844wzE7frLXnTt3xuzZsx36GfTO1+XAypUrsWDBgroHHGRPREQExo0bh3feecdBeqx3s7EcON2c6bjOycZyQD9P54DOAZ0DOgd0DrRSDuhCvJW+WP2xdA7oHNA5oHOg9XPALs3ptmR7lUAA0gvLEeLtBldnHf1uS17rbVvIgYpSoDQH8AoFnF0sbAQKHErEsh3CXix+pqZeSPQ5P44cIdFUHujXN5EDlWVAVTlQKb/TSvkmqow/U2dP+fYAXOW7GanNCfG0/DJEvbQGG24agIHR/s3Iav1WOgcayYFd3wE/XQPcug0I79XIi+qeRsQyka3l5TLR6KQ44OLiAl9fXxVh4MjhZPrrbCEOlGQDB5cByauBYyvksx0oF2UwVH5jwROB+H8BvS4BPJovSqDNCfGs4nKcKCnH/oxCXYi30O9Av+1pOLDxeaBEztn+KTD+pdOcbPrw8ePH0b59e3h5eZk+qY0dqaiowJEjR1T0i86XNvbym/K4J6qAwuPArzcAe9eIlcxbQlXCgSH3Au5+QKYI89TFclwE+6ElwKQXAd8owIkqum2pzQnxsorqiLrUPDGF6KRzwN44wIjP4zure5W2yeLeVVZWqmt1QWXMQldXV3h7e6O0tFRf3BizRv/LFAeqKoDsfcDP5wNpWcAFbwA9rhDTeT3i8+/3gIWPyXkSWXW+CPV2g0y1arX9bQ7YVl4pKyqhY3ni19BJ54C9caCsAMiTTjHPUaas6C2k1py9iwK4uLi4QV8/n5/n1OdKoBldxwlYOLDa2mUVxcDRtcAXPYCcXOCK74He19QvwMmbgbcA1/wiljTxjX83GCgSoW9jantCvKpaEz+aq2viNh5bevOWcKAorfqqDr5AhmzSjOfglJ+fj+TkZGRk8IGMKTc3VyX/ycvjyqVxxKx533zzDZhlzRQxM+Cvv/6KjRs3mjpF369zoGEO0P+99UsR4BPExx0twvlPIG5sw9fwaAdJuHPJb6K9y2945VPV4LfTX2XxGW1PiFdUT4q70gstZpp+oc4Bm3GgKL266RhZ7dMvXnhSqNvshrZvmFnQxo4di5tuuslIM6a2/Pzzz2P48OH4/nvRcBpJwcHBePTRR1FQIFYLE+Tu7o6dO3cqYW/iFH23zgHTHMg/Bix+EPjtPqCrANau3Sog056mz699JErM6GPuAFa9DhxZWvuoVf+2ihCnyYqAkdMR/XRcPfPH21JUdtKc/nd6ERhuppPOAbviQNFJbbXDmOpuZSfaVfcs6cz06dPRr18/UIPmRyOmkuTf4eHhuOGGG9RuziXp6emgJs1vbV7hnJGamqr28XymSNWIc4p2DbV9nuvn54eOHTtqp+jfOgcazwGGjs25DNjykwDU/iM+8HkCZLMgBfiomUBkpIDdzhKzembj72/mmfV45s1rgT8somAJGImUDnOVXB8x1IUf/jgJtunWrZu6pr5zbbmvvBrvI2EBlcgoKEe4n7stb6e3bQcc4CRvqLWxSARDjUj0jdKky4mf+1q8gMRJTTwtKAb+ssT2zDOdM9ks1hKcUyjahS3It72gcBvWBxjW9X//93948cUXlXZMXn/66ae45ppr8Oqrr9b0asOGDUorj4mJwaFDh9RxFsxJSkrCzJkzER0dreYZQ1P6X3/9hd9//x0dOnTAgQMHcNddd6FTp041bdrzRlFREUpKaHKRMGOp7sfxp4W+Uenh2OQY5aKF9SR0agYOHF4F7P4LuPQToM+1RjcsrChCVnk+vJzd4Ckx4fy4OpkQo27ewDmyEJg1CVj9HDDhxdP+Toxu1sg/TNy9cVfTj8UfzDnnnKP8XQcPHsRLL70EmrIMiQOVP14Wj+CPi+fQp9WuXTvD05plWwO28WbJ4hfXhXizsL1Fb8K82BQOnAjpn+V4pWZI4iL0s88+UxWsOFlee+21LVulrDgT5bK+uPngx7hN1sOTCq0kxPOOinZxrm3ew+WrxWfod9q2b7zxRrz11lvYsmWLmgsovAy1ZQot1kz44osv0LdvX/C93X777Vi9erUyu/OdPfDAA6oYxEMPPaTuxzb+/e9/4+eff1YCntf+97//xccff3za/tjDCXPnzlWYACpBBOxdddVVajHCvu3atQu//PKLmk9ZOe/SSy9VyHp76Her7QMXu2ufl7hv+fH1FAT6Sao4UYm0kkz8eHQePjzyO/r4xWJQQFcMCOqFTr7xaO8VoZ1q/E3/+PDrxTf+CjD4LiBAfOtWpiYJcQ5Arg458EijRo3C1q1bMXiwoPIMiIUFuHKmyYwaD8v9BQYGGpzRfJulJ83pvGOKhJn1x+knn+brnX4nW3Dg66+/xiOPPKIEBisCXX/99TVm3ccff1yN26uvvhpvvvmmWmDST9tiVFaI/WK5m5M8F97BLphE35w1yEUW1iF9rdFS3TYamVWOv/lbb70VL7/8slpEccHE6mEaUSmg4NIKH1For1+/Xs0dXIRRiJGoDNCkTmJFPC7E/vxTQEdC3D52zEo8Uy3a9j8qM1999ZWaR7n4eOqpp/DBBx8o7ACrknHR06dPH1x33XXKRTBt2jTbdqitt565B9i5SDTo11AhUQyFonUXiPadVHgYD+94A/tztqBX+BhsKDiKNanL1bFOAb2wYOSHCHD3r597w+6XhcEsYMNroo2/LNq4dTOFNkmIL1++XA0wref88XFfbSE+b9489OjRAzR7MewjISFBaT7adfym2YgfEjV3W1FF5Uk/uPDxWG61GctW99LbtQ8OEARF8yyJY5QmV2rd9L9+9913SnDz2IUXXqjG7rPPPmuUlpOZz7j4JPE6m1JpPg6KFY70lUcwZhUexSnvb/V+i/73iwLO/cKiS615EbXxkSNHqjmA84ChEPfw8FCaJq0lNCtzPuA3tVSWJc7JyVFdofatmdOpRND/TdAc3XTUZum2cxTiwlEzk1NYa4uRPXv2KD8/95HOP/98fPjhhzAU4hyLmpuIc6bNx6ajMNXSflILX/Mqij1ccKjTOKSmr8NfmRuwNHMrtudsQ6BnJGYNeR1nRY5Xd0grycDi1JW45e/78E7iF7i/281iWq920xl1wb+DhJ5dAqx/VbRysSD5hBkdbuofRkKcPw5+aNaiz4o/qoaSRfDHwh+QRtyu7wfE8BIOyrPOOgucELmq/OmnnxAbG6tdisWLF2POnDnq7927d9fst/aGZk739HRV5nRrt6+3Z38c0AQ4BTEXkhdffLHyO1Jr4z5//+oVNDEd1OI4Rg3H9ZIlS2r8lvx92JJSy9Kx3UN+luJnc3WpwvLivZhiyxs2Q9sUvvTzcm6gWZg+cC7qCVqj9k03B7EyFNTUtmktYVnNP/74Q/nEORdddNFFYM3sESNGgG47UmZmJlgalqUa16xZA/rO9+7dq/zj9J/zXVGwUcAxwYs9kjY2uShZt24dLrjgAtXN/fv3K4uD1mdm3tu3TxKOGBAXLMQCkGiR0BY2Bqfom+ZwIHUrsPFj/NEpCtM3PQSfkmT4uPqgY/BAPNPzHlzc4RwEuZ9KpxruGYorYs/H2ux/8MiutzE1chz6BnYHTe/ZZVxwOiHAzRfuzmIFG/qACPEvcWLze9jb71qESpa3EHcxuVmBlBDnyydSlKasxMREtQLmxEazN39sNF9RoNcmnkPNWiNuc7DVJvrIGWKimcm6d++O3377TRWx187lj5QfEgEwtqLSkyFmfUK8kJxj2wnZVs+gt2s+ByisOTHStUN8Bon7ahfCoMDgItaQtOQi3Gdrbec/xdswy1v8cR4RiC0txOcVKQ4vxCmMuWBn3DaBbFOnTlXspRZO//j48eOVMLr88suVVYSAN1pI+B6eeeYZdS595e+99x7ef/99NSfdd999ag655557lMn5888/V++XJ9NfTrAtkeqhoaEq1GzQIAn5sVOiRYjuAi4qH3vsMdVLjk1D4iKo9rjkWNTmX23BYniNvm0GB8qLUfXHHciVJEufR4/DPe2GYFBgT4wIHYxAU2byk80/3v0O/HRsKe7/5zl8NOgFZXr/8vAvIsKdcG7UWHT27wI3L1+4xEYiasVjGJfzB66L+xf+20vC16xArhwsDPN4++231YqYCE9q31whc8Kjv4Z+LK6Aa094/GFw5cs2+ElKSsK5556rusVVN4U3Uan9+/dXg42DTvvUBr9Z4Vka1UQ50666OCEu0BNHdHN6o3jm6CdxbNKETv8iJ0lqftQCw8LCjDQ1hinRb6tp5tpzG5owZ80S35YN6a8qWcE7nYCvVySmnMjFmrJdNrxb8zR9ySViSqyH6NfWAGraYfKfYNnaRJO6qcU925kxY4bRJdRwiYOwd6IA50KGi5ZXXnlFAS9preA8TOsExy7nXQr4jrVC5jhPc1FEYkw8x7dOjedApWjM/FAmueyfC6c9azC3fyd8fsZH8HJpvBMrxCMI7/Z5GJevvRXTNz4opvedCBUtnQuv+Sm/wtM7HsHSXoJvJb5IkrpGkk75Uw9/6wlxauE0Zb/xxhvKnFWbBfRLUcATZEKBbEjUnG+55RZVUIB+LA42mrZI3377rfJ7TZo0CVdccYX6QbHwACdPCvjJkycbNtVs2+X0iYsQjw30wtxdJxNrNNvd9Ru1BAdoXaLmRqAQJ8XZs2cr3yInSo7PZcuWqYQj/KZfvPZitTn7nC1+uXAxpZ8vGkBs2ja8U7wLWaXZCJaJQqfWx4G1a9fihRdewJNPPqkENa0QtD4QnU+rEMcuhTrPo19cJ+twIKM0C7vzE5FTlo3QsmL0mH85ssSdM2D8T2YJcK0357afjItjL8PGnK14vMeduDLmfHi6emBp6ir8kLIUBZUluHD4+wL4uhX3ZhzGi37bUSL7PM1YLGj3qv3tSjP5f/7zH7Vq4EGuSrQEC/yb/qSHH36Ym3WIPsTnnntOhUHw4DvvvFNjdqcZS/Mr0iTPezBzEzXw1157rQZoVKdRG+9gshdnF2fEBXthb04pKiQNq15X3MZMb+HmKbQJAOI3iWZWzXVDNDDHLc2R9Je3tPaWgXI85hSOR/o+gqVrH0dA9jK8v+8zPNyrrnbawmzVb28FDlD7JjHslqSBezkvU5hzzFKgUyt/8MEH1Tn6f5ZzoEIWyQcELPpB4mf49NDPCD5RgUcObceQogCsnngrzgypBhJacocPBzyJcmnPUIsnCE4Dwqk2R78Pn9ln4Zygw9ibfwB9AntYciuja1y1xALcSx8VtWUN8ch9DCMzTMbAfYZEAc1PbSJ4yJCIWK+NWjc83lzbZaKJ+1ETFyEOEejHJcysg5jWdWq9HKCWQw3ckDR3DvEZnEhprjzvvPNaJAGRYb/EUy9JXrzhIUkkzgwbjQt3voAPDs/Vhbgxk1rNXzSjU3HSyHA+njJligp/JDBQC6/TztO/zedAfkUB1mX+g3u3v4LikqO4P+FGXJB1BJ237EDhmBsxeejT5jdqcIWrs4BR5V+D1FEs0OFBuFkWZZuzd1pHiBvekBoJQ8SoRWtEv2FrogqZzL1FiMcEVddYPpRdrAvx1vSC63kWNzdBqzRAFOjMBGYfVAUP55MgUr9IjBHc6OzCAyivKoebZInSqXVxQFtMmnoqhp9pIWimztH3N8yBKikilFycil9TFuL+Xe8h3qcDPh/2LoaVSAGdXwRE3aM/fMZKbghxB9uceI+Eaei38UPMyd6GaztOa/ItjZYNmzdvVqZxzQzO1pkoozVRpZjP3ZydEB0oE6UADw5ll2CknmK5Nb1iB38WJ9HC3aufwacdejD4o6oIhwuT0ckvzsGfTe++zoHm5QDTpG7O3483dr+PtRmrcVHUVLzaawZCXAXfNasf4BsLnPWbCHAjUWjbTrYfgcAVHyIpfYNV7mPU8zFjxqhUhwT8aGYdLcGCVe5mB42w6In4EBDo7QZviRU/nMVZUiedAy3PgWqzqhM8NU3cOxQJoiyQ9uQlOqwQJ+qfLjoCtTivEDjImPDGxG4Tvc3rWhJsWP0G9P8djQPppZn4LeVP/Hv3u+gmVqzn+zyOy2LOgzPz/KduAw7uAq7+FhCLV7NS1GCGkCM0dQ3KxMLm3kQLm5EQZy5zAn0YsqGZIBluwxCz1kLV4PTqtHc9GGaWowvx1vJuHf05+INmeBmLKihydUewsvC5Yk/BQVRHVzveUzIHOqNVunbtWlMgKS4uDkOHDj1t/QSmcaZS0RJ1FhyP03qPDTnwpmRRe33PexgXdSY+6Hkv4nwNXGZJklqV3qm48YaXNM92cBfJAwH0zc9BUsFhdPHv1KT7GglxFoJgrKGhJv7ll1826Qb2drFmTme/YgIoxEvtrYt6f9ooB0qrqseih2HYiVTZ83aWxEQlqQ7LFWYhI/qaCVuYiY2JpZgKl9EATHFLJDYjBhghQE1dUyKovTOPPQGHEydOVNXLGC1D6yCtFnT7tXjVOYd9K62/4+8enofx7Sbgu8EviQvVSNQBib9KEn7Be4m1q9nJRVYPcu9BOenYLDHlVhXiXbp0UaYr/lA0czpXz62JKuXHL7g2RfSL/3kwuzU9nv4sDsyBEtYxFiIyvYZ8Y9C9qhLppUzjaDkxFSTjzW1BYR4hNfNFY9pnBkgK7169emH69Ono2bOn0tQpzJmVjPMQhX1SUpJKg0usDoU2802wohkT99C8zqQ9jJ02xPA05v76Oa2fA/wtZUgc+MSEq+sK8GL5HRxaKlXF7m05RsRcil7Jb2Fe1j+4NKY6QZqlnTFanrAWOKs6MWSMGZJITF+opUm09Cb2dB194s6y2idFiTl9v5QjNdxnT33V+9K2OKBp4kYJIPy6IqZ8M1KbKIAz5frX9n5gE4Y+3mOGSmxhTuMREREqrfPff/+Nbt26qWIfTBzFOgusMrdx40aVLIpWQZrdGW7FOYl1FZgoiohtZnZjJA1rMuikc8CQAwel6hiqCtHTv7PhbqBCUm1v/hAo9xaUeNOEp3HDZv7Vfjj8St/CkbT1Zl5Y93QjIU7tm7V5DYk+qdZErETqIuh0EuPDS0oqUFBaAX9PMXHopHOgBTnADE4kI01cEOmRx5ZhkWSWagqx7RXpa5rShMlrmeDCk04+M4hx+0wqxRArZo0cOHCgCm+lJs6MjvxQ0PM4M0USCEeiQGeaUp5HYBxTRutC3AzGt5FTd+TtFXyJK7r4GfibJdQMkl4VSx4EBlwu/tQxLceNyEEK3BZ0bC3yywvgJ4VSLCUjIc685/zBaCZ05kXXSuFZegN7u45at8tJTbw9w8yEUkQb14W4vb2pttefYqklTvJwES1BI/9ohB8qxD5B2jaFYiU2dum4n5vShMlr6/gbTZ556gArclFQs64CBTGzk7GICYX1E088ocrE8mzNrcciNCRq6cwSOWTIEFW3geh1nXQO1ObAsoy/EeLVHu08xe+tUeoWYP5lQHR/YOJ7zRMXrt279neQLC68ndE7Pw2LUlfgwg6WW5MU9lVrn6XwiCLViAXrCThpTVQlceInFXG096/O1JYsQlwnnQMtzYGSslzVBS8Xn1Nd8Y1CKOVUadN/hxS2tvic6mz9WwSyUds+JmVemQuc1RI/+eQTXHbZZWDGPIagMYUzI2JYBpYCm5kjSRTqzKZHXzjPY2Em+tR5DoFvBLkZZpisvwf63rbEgdLKMnx7bAnOj5xYHU7Gh8/aJwL8TsC1K3D2V4BndfnhFuOLswvQPgajRPS8m/iVSuZkaV+MNPHt27erZPxaYwwtY55z1ultLURgm5YrvZ2/aOKilVMT18n+OcC80kwNzPKLNMcSCMVJnmjm1hBHXFyer16Cj5vXqZfh1x4hFfJneY6quOTiJD9+ByNq2gSrsQ443yHzgBN3QyFOGjt2rCpFumjRIgVWY8VEgtmGDx+OM888E+vXr1f1sgmAY9Uz1mBgWWMKfZrVOSZqF2dqThYRdEdlh/XNubig9YBjk/56Fi/RqXk5sFuSu2Tk7cK0fo9X3zjnIPCH1PPOOgac/5YEaHdr3g6Zulv0NHQ/+jIWpy5VeSB6BVrWLyMhzgmR1ciYXIHEAakB3Ez1w9H2V1Q51ZjTfT1c4OPpInXFdSFuz++Rk+SePXvwzz//gBgNmmHpT2UOA7p+WCCCH6KVHZmKyqvN6V5ufqceQzTxYJY3P1EmvrPC09Y2PnWh/Wydc8454McUEVD7wQcfKC2cgDWtvCbPp7+blRHpG+dcxEp0DEXjNuuPtzRxHG7btk356Wlh4AKF8ydLqhJ9z3HJBYs2p7Z0f9vC/eekLIK/ewhGSiVA5IlFZ8kTwOFNwNRnBcxmudna6ryLHg38+TK6n3DDWwe/xbv9H5McMCdDp8y4mZEQp0mL9cP5TTp69Kgd5ZQ246kaOFUh0TV7upzXLcgTh/WELw1wrOUPUWizUATrJ48cOVJNkJrplWFI1Mw4qRMc5cikaeJeTAmpkV87hFCIC2UJuC3QvYXNgNVdscn/pnKE187sZk+LNYa70QUZGxurytoy3I1WIZr9ufCkS5Lx8axvrpPtOVAhIMsfkhdhbLvxgv4uAP56Hti7CJj8GNDrStt3wJw7tJdFhkjgF9y74Lwjc/F0j/8DwzXNJSMhTtAIi6DMmTNHDcRRo0bh6quvNrdNuz6fPnFXg8VO11Af7Eqv1oDsuuNtuHP0j9L0SpOsITGfAYGXrAHOxCGOTsVSZYnkYYhU9QhA0MnxmilCPB6S61knu+HA4cOHVYlQWjENiUKcbkhaDYgD0IW4IXdst31Iyoxuz96CmV1vAra+K+FkswXE9oSg0W+x3U0tbdlXlOXQEIwvETeaey5+Tv4DN8Wbb11ypU+JsZkcZFzx3nfffXW6RI2caQ9bg2m9tibeu50vFuzLRLnkY3XTssDU4YC+oyU50K+fFCqoh+hjpSmTGnhD5lpeSpM8FwM0c9IMrxH9mARTaUTTbkv5V4vKi9hR+Z0ZoNPFvxrkXt07auKNJQ3V3djz29p51uIPM8nVR8QXUROfNm0aRo8Ws2kDRJP8oUOHlNXTsKoZgYCG6HvOwYbHG2iyzR76LWUpXFw9MTZ8uFQoE807vi8w7H775UfcFPgc+Aq9Bl6NDw58g6tjLzCqR96YjrtykBBQQo2GQAwKcvpvCBwigIiIUPohqQm1DiEuceInQ8zIoF5RvsgursAxAbfFBDu2T7UxL7w1ncPxyDBImtk7d66V1MHgQYmM3rlzpzJ7EihFH6tGCxcuVH5M7W9mCqMPsyWoqEIWE2IOhExChuTnVb3oyCqtRq8bHjO1rflgtQIips5ra/u5mCNPapvorc0Hunv+/PNPlZimoYxy1NiZwObDDz/EE088gfbt29d0hS4kwzmXNcUNy0TXnKhvKA6w5Oh3KX+ge+hwRLgFAJli2ep7tgIv2y2L4mQRuO4rvNxuMs7c8hD+lvKko+jLN4Nc6V8iOIh+HSZX4ISoTQAU4szYxonPlL/KjHvZxakV8iN2NvCJd4+o9j/uSM3XhbhdvKG6neCCklQbgc5x25g8BgxB4oTKQhxEOBsSkc+TJk2q2dVSWjg7UFQhxXgkPSqk8Ikhufr0kT/3IrOs8alXqWlSUBENrmtvp7jJscSPtfzq1KINBa12p8GDByMuLk770+Q3te01a9Zg/vz5mDFjhtF5TGpDTV4j/T1qnKj/+3hJOlZlrBWA2NMCaEsGmDspzPj3Xv+VLbi3wwiV9GVC6QkxqQcLwO1H84U4u0/fN/2Ny5YtU3mJuTrkZNaxY0eFANWAbi34qFa7NQuguBpEx0cLsM3TzRl704pwVner3UZvyIoc4ETHSAkuMmsTfY5ceDZEFGZ33nmnClWqfR4XrJ06dVJhQRR8hpqQdi5979pCgpqcrahIah+7Vokmbpg7nTfzi4VT4R5kmGFO52VhYWEKYMXFuE7VHOD7Jl/qE7yW8GjHjh0K1EbNuzYZmsJrH9P+Zsw708e++eab2q6abypOHJsccxzDhm4gnsT9miuIY9SWY7OmU3a8waQpwhVMbieZ2FK2Vfc0tGWsao1mU1CC/L59UHrgF1m8++LQSVxMo6+XE121kxlre8kll2h/ttrv2nnS3V2cESvVzA7pdcXt9p3Tv7hkyZJ6zdyMQR4/fnyDfW9I6+KETk2IkzBBSmxr2LBhRu3xOBcRJO3b6AQr/VEmRRuCqIkbVjFj274dEJxXjAwzi6BQUNHHr5PtOPDrr78qHtdnnqeZ/HTUkKmdseZMwEXhzIQ5dGnGx8fXNEk3kQbopE+df7dl+iZ5IeID+yDeRyIBDr0EcG0fGGvXLClHFTLCAnFizw8YNfhivNP9drP7WyPEzb7SQS+gZdbNEJ4uz9E91Au7dYS63b5Rak/0aROEVpuI2WiKVvWvf/1LaTs0VdKl9OSTT2LBggVGtyEgTtN4CAS1FZVJKdJgavosVWhIPu3QT1bo6aVZhnv1bTvgAMfN2rVr1SKwdncYM94UAB0jgxhnzjbuv/9+zJ49G08/Labik8SxSHAnidYqW47Nk7e026+csjz8nrYSz3b7P/FLpQPbZsnELr7lWvgSe3qAsqoy/Hx8BTKcsnB7HvBhz/vRLdB8c3CbE+I0p3s5GdjT5a0O6BCAt9fKRF1WCR93F3t6z3pfhAOsGX3vvfdizJgxNXgNjTGM021K2k1qO5qvkRNmfQV/pk+frt1OxavX/GHljVL5UfsoYJtkEjQkEeJRYmU/XJxmuFfftgMO0BxOwFl0dHQdgU33ZH0aemO6TTcRraPaIoARGow5NyS2ffvt1ZobF7lvvfWW4eE2tb0+a7NkNczFWe3OALZ/Ij5xcSENf8NuecBSqd8dW4qbtr2AmVHjgH3z0a2w8cBVwwczlmaGR05uc5JsTaSAbQZx4ny2MZ2CkVpQjsQMCfHRye44QJM3zYWLFy9WWg/N3prpkObFxoDbGCZJvyETxxhq9G+88YYKseR+gtxYWKOlqExyPnuLT6+OT9w3AuFiQTpYktFSXdPva4IDxBIRMEngJMuqGmrETCfLkMaGiH5zjk0C5AgiZsZMEi1MH3/8sfrmNn3vrSn9dUM8seTY3OPLEOEVg55uocDaV4AuooW3H2pJUza/pljKoX4lMeHX/vMsxkip1GuHvSbFUOS2h5ZZdG9XTl40B5ki1vV97LHHTB12uP1M9mIYYsYH6BJGDgIHRIj3iTJIean26v+1NAeYf5pAyxUrVihNnDWmCUCjP5GaED+nA7dRw6a2ROGfJFnetJzW1HjoV+dky8paDzzwQIs9bnmVhD6JDIeLMTodkhQilJp4WV13Qot1Vr+x4gDHIbVghukSeMaxyXhubvOYVtjFFLsIOiQKfdCgQQqTwes5rmkdoh+c45baOMftTTfdZKqZNr2/TH43v4hWe3bkOLjt/l5SG6ZKjnT5Fr7ZGxUKePXLowtw847XcGZwH3zYdyY6eEvSlw4dgaTfpbvPmN1lV8bZvvfee/Uif9laa0M8sgCKYYgZnzHM1x1eglDXwW3khv0RJzWG2vBDrYQaMxeX1GIowDlZMsKiIRAXY7+1+G9DEydRwfv371eZtWiyr515qzm5USLmdE8lxGuZ0/2iECKaOM2FOtkXBzj+rr32WtUpLg45Ngk2oxDmuOTxyZMnm8RtEHTJsMeXXnpJtaGNP0ZivPjiiypaiEL8qaeestg0b18cs35vDhYcxtH8Pbigyy3AgkeAzoOk3Ogo69+oiS3mC67ls8O/4f92vo6pYUPxcd9HEKGVSo27DFj9nPzGxRrsVq1UNvZ2rhw0//nPf1RVIF5EoU2zozbRzZs3r7FtOcR5lTIZOtdaoblKprZoqWh2RK9mZtfvkNoINeezzz5bfRgKSWG+YcMGJaAbEuIMl6yPiEpnOUx7oFLRKDyUEK8FVfHwRzCViqoi0OTuXltTt4fOt/E+0EVDaw4jfPhh+VQKdI5NJhAyBb6ksDc1Nml9aoyrqI2zHguP/6XCs0ZnHhI/xEEpNSqgtlpzfEvzKLc8D7MPzcE9u9/FeRGjMavPQwj1MIgciRkrldZEiGdIREPkALO668qEGRoxMQRNlvQ/3nDDDSr0ZsqUKdrhVvFdnXa17qMwzCwlrzqMqO5RfY89cID+wrffflsB3Az7079/f5uGfhney5bbZRIjbsqZE+jJIyeQLZNBhIv4/XSyKw4wDJJV9hjXrRGjKmghYqlUFkjRyfocoNL5/bHFGOzXCwEbZwOdRAuPHWP9GzWhxeyyXHyU9AMe2PMhzo+aiI973Ycgj1pYiciBkuxFbnJ4uflC3LBvjMVlGkr6CK+44gq1iqRgP//88w1Pc+htVU+cWk0tah/ggQN6rHgtrtjXn5wUCW4jAIiJMBizTeAlF6I0XdJ6ZEqrsa8nqb83JSdEE6//EIK8O8uRI8iRrG0RnroQN8GmFttNi87XX3+tLEKMeGBIIs3rBKNxbN54440qyqLFOthKb3y8JA0rM9ZhkbcA2VL3AGcuFFOr/UQYZUhY6AdSZvSZfZ/iog5TMavX3Qhwq06jbPRKvEOYnUnAbWL5HnqP0aHT/WFkt1u+fLmKQ/zoo4/UdUwD+Oijj7YqIV4h5vTawDY+bHyIFxYnZiG3pAIBnkZsOR0P9ePNxAEieJkCmD5I5pDmRPnzzz+rbIMU6L///jtuvfXWZuqN9W9TLOFltSLEa24S6CsaXtERKUeaU7NP37AfDtAszlAzVtQjhiMjIwOfffYZLr74Yvzxxx9KSz9dIRT7eRrH6cni1JUIl3TFY/evATqKGTp2vN10Pk2iSd498CX+JwVOrpLCJq92vxO+pvzdWftl8SHm9cIDZvffKMSM2g0HHydH+niIuqwvnaDZd7GjC2pXMdO6NjYhGEfzyrD5qA4e0nhib98EtTH9KdG/xHJQkHObY5aZ1uiHdGQqFnO6h1P9WkSgf7x6tEw94YtdvmJmZ2NcN8Mh6RvnuKSpl/MnQ82YMEgn63PgC8nSdkNpJVzTxR8+8inR0OxDATtWnIrX983Gmwe+xo0dL8VrPe82LcDpB1/+HKTiGND7PrOZZPTEBPj8+OOPoH+H2auo+fTu3dvsRu35AiZ7qU8THxobiBBvV6w6kIOxCWLa0MnuOMBJkoL8k08+UaZJAjAZP0tT5erVqx2+ZnOBaOLuTrXCy06+Bb9AMacfF594QYrdvRe9Q1AI81mzZiEnJ0e5euiGpNuHoYx0UxK3oZN1OUCr1O6UJfiCi/dOw8WcOtm6N7CwtSNFKXhz/2x8JqbxW+OvxMxuN8PDFBg1fbsI8BfEF74aOEME+MDbzL6rkRAfOXKkisNlBixq46zTzLSUrYlMAdvcpSrK4Pb+WHckrzU9bqt6Fk6IzJ5G3yMtRbQcsQIZF5qM8TZV29lRmJBDn7iT0U+yputuFOJVlcjNF41DJ7vjAIU0NW66dDh3MlLiyiuvVGNUR5nb5nUtT1uNO48nIqxMfjNjnxct3JQzyjb3r6/VpMIjeG3vh/hRSqLe2fl63Nf5OokmMdGv45Jljhr4sX+AcQ8B/W60CFVvNGP89ttvYAk9ToY0C7VGqpQQntohZtpzDosOwPsbkiWMp0oY76zt1r/tiAPDhw9XIWHMS00hzmRFjKYwLNloR901qyu5qBSAav2aOAJi4CVx5NmFyWa1qZ/cfBygwsNa9VoVSC4saVK/5pprmq8TbeROrB2+Y9dHuJtJDIcK8DpmdIs/eWJBEl7d/T7mpy7HPV1uxp2drpaKmUYi9lQfUzYAS5+RmueJwASJbe9t+RgxugNDIfbs2aMmRq4eab5kyISpGEf2iAn46Yukr5Ln1lcuUus5zZ9cqTJuUktqoB1rru9y+VHVZ07n/QfFBOCJJQdxJLsUnaQoik72xQG6dwhkow+ckyMpMTFRhZw5Mipd43KFVDBzc/LQ/jT+9m2HGIkjzyo6Zrxf/8suOEDzOccm8xhoZWuXLl2K1157TS027aKTragTh/MSMWLbz/Dyaw+MeNkiDdZa7KD/e2vuXvxw5GcsT1+PB7rdjpvjLxdl0YQieHQV8Kf47/PTgImPAT0uaVJXjO5ywQUXKIQlU1gSUckBqJW6q+8u1ILon6Qg56qTuX4bKtXI8KCHHnqoRUEeFfSJGz31qSfr215icZ2dsFk3qZ9iih1tcbHIMUZNh9na+GHGKxZIaR0kFiBTK3epxhQvWnpGqZ4/3R7f9ebNm8GypDSla2OTJvXWBgy2F97v3fYqxmdL5oQRkqWtBcqNVgh+ZW/+AXx0dD5e3fMeZux8S/5OxEOCQG9QgDMOfNF/JNJEOj/piSYLcL4PI02coCHm6mWBCcbcckAyob8pooAnKvOJJ55QA3fChAmYOnWqKp9X+xoKeuZoZ7k8alQtRcydbsqcHiWx4u0lc9uGI7mY1j+ipbqo39cEB5ixjf7vu+++G4zFJXHx2JQqZiZu1TK7qYk7m065GO4SiGQ9xKxl3s1p7soc6EyMdf3119dU2qPSogvx0zDOgsNFhccQu/4D5IZ0QMCA/7OgBcsvYe7znXn7sC5nBzakr8WfglHp6+6LkeHDcG27URgRMkjluq9zB1oOkxYBix8XbItokZNFE+90Zp3TLNlhJMS//PJLlVmICEtOljNnzlQxuKYaZtJ/+tCZ25dxkky6wYxvLOloSNTOf/jhB5Uqk6vV+ohITi1EiPe3FTHtqoto2/URhfuYaH+sEiGuk/1xgAVM6JJ55513aqpDsQIU/eStg0QTdzIBgpEHDHELwbKK9NbxqK3sKQhsozmdC00tZTVTrra26B57eG35m15Bp+wqpJ57u+T0CGyWLjHm+5/cPfg7awuWZWzEEbGI9faJxH1xF2FK+HB080uoX3izd+K/R+J8MaE/KsJHEr1MEUEeN95q/TYS4p07d1aI9KFDhyqftVbL1tTdKHQNy+PRz01hXJuWLVumVqREv5ui5ORk0CRFopneVlQgUtyUEOc9h4hffN6fB/Xa4rZ6AU1ol4s7fpi/gAk1SMRxcCHZOkjiik35xOUBgz3b4VC+xBtzVW9nuaFbB/8tfwpWHGNaYIbnahX1mLFN849b3rJ+pREHJKbae9Ur2B/VCfH9zA/HMmrrNH8QPJdYcAhrcndjR+ZGLM7eCa/KYnQN7I5r4y7E+LDhCD9d9kTBimHfnGoB7hkpJvQnpTiLaTl4mi7Ve9hIiNMnTmDbp59+qjJfMb6RgteUz5ErTkMfOLdrA9ZoZqLf/LLLLlOxvNSkmGOYkzAXDRqxBJ9meqLQtwVlSM3wPEkMECkmc1M0UBDqBZK1bV96IfpJyJlO9sMBCnBOkMyfTssPie4crQaz/fTUwp6IcHZzNoFOlyaDfaKAAtkozQc89bFpIZdtchkFNheTd911V405ff78+TVuH5vctK01KiGWJ1b9F0UlkmH1zP9DN3fb/AaKK0uUyXx19g5szliLFfmH0dnNE0NCBuDi8JEYHjoAXi6ep+e+JG8CS6MuEfCaXycR4GJCjxpy+uvMPMNIiFOAr1u3Dky/ynhc5qUmSMNUrDjjyFnKVCMihekTJzEEiKAj+r+p2RNNTK2JfzPGl+AkQyKqXUO2M+ORLWhrch4qyisxLM50+z0jfaUsqQv+2p+tC3FbvIQmtMk4cS4C586dW6OJ0/LT2CpktPYw6qL2opSWH+JBOP5sNfZO99gVMkHB6QQ8GhDigX6xYnpwRlnOPri3G3i6JvXjzcgBunr+/PNPsOoj5z0StXLOfY0hzp1UZDSsh3YNNXxiPti+puFrx9rcd+4ROG36Astj4jChx7VWf3zmOd8qWvcGMZmvzvgb+0rS0U9M5jdGn4Op4SPQM6CLacR57d5UlgO7PhMB/oT4wfpJGNnTQDv5tgEZCfGVK1eqlSQL2pNYhP7JJ580KcQpsJ977jnwOmrhRGNqg/aXX35RxSjGjBmjgEg0K61Zs0ZNvkyXyaIAzU3bjxfAx90FXcN9TN462NsNI2MD8M22NNx5hkyaOtkNB7gQpDbO8UaLD909BGHWtv7U7jAXohx7xHAQfMTKUhpx8ly1apVKk0ngJdO3csJsbiqXRC8kN1OZneRYUECCMqPnZOxAuC7EFb/s5T+GlnFBycyBzF9A4nhiwpeGiMoMS5bSn86S0Kw/rhGvp4bP8c3xq+Vl1463te/yQwIUlJ9JVu8rEeIeZJXH55zCBC3rcnZiS9ZGLMvaAeeqEvT074JLYs4Vk/kwRHm1M+9elaXAtvckkcszQLjMNRP/K8VNepjXhhlnGwlxmig5GAnOoImSmouzs7PJ5mgOZ4J/xu3yujvuuMNoQjVEoZNZPI/V0bja5PnNTYkZxegY6AkPyc7WEF3cOwI3/7IHucXlCPAyDTRqqA39mPU5wCpmLDIxZMgpkxTHaEN1xNkLau9MCENNieBLQyFOkFxHqTXOwiqs3kfXD4v+NDeVSww4qSFzekigCHGhjOxdCFdb+n/2wgG6B2+55RajBWBCQkINyM1UP2mVpLb9008/qflTE+KcH1988UXcfPPNqqY402HzHhTkbZUq932OPPGEDoy/oMksKJXESUSZL8/aJv7uDViVdwixrm4YHNxP6n2PwPDgAZLr3LSyZ7IDFSLX/nlNBPgTQPvzqjXwkK4mT7fGASMhTlQ5UeQ0qVNzplA/Xc7fs846S5nKa4PgWGnKkDgB0yxvyjRveK6tttMLy9ChAX+4dt/+HcQSIQC4f1LyMbpTsLZb/24hDhCBThMlhfVFF11Uo+mwO5woqWnTdNmrV696e8hkRRx3tSMjOFEyhSsxGrQOEbfBRESPPPJIjV+z3gZtsLOsRojLLGWCInw6qCNpkljCdut6EzfXd9fLAWIy4uLilEunR48eNVgNnszFIS2U+/fvV+O0vgZo9bz88svx1FPiLzUghuQSwDl58mRlceL3F1980XaF+KG/4J74F34UBXyqv/iXLaQcqe29OWcX1mZvwXpBmW8vzsBAn3BcFn0mzgkbir4BPQT47GJZ6+VFwGYR4Cv+I+jzS4Hxz4r5LN6ytsy4ykiIs244V3yMD6fmTK2F5sXTUW0BfrrzW+p4UVklfMWcfjrqGi51qUVj/0lM6roQPx23bH+c4EiawmNiYpQbhr5BLgppMaImQ5M4/dymhLhm3qzdU15LixMFOIk+SVab4v3oO9eIfk7uI2nf2jFrfddo4i6mhXiYJwvzOCGt4IC1bqu300QO0Lq4ceNGJciJqeBik/Mhxwmjd4gr6tmzp8m7EOdRHzH/QWRkpGqLxzn2d+3aZXQqF6F0W5I4blvCumnUIVv9kbFT0N2P4aiEWM6K9McVbgFm3+lwUTLWC1Btk2jdf4nJvFzAa/3EPTWz/VSMDRuC2JMLZLMb5gVlgjbNOShhZD8Dqx6X+O+rRIA/AwQ0jzvWlStFLT6b/aEPmx+NGPd97rnnan869HexgNoCPE1PktrD+Us98Uv6ROCbral4ZGI8wnxNI4a1a/Rv23GA6Xw5UW7ZsgWMvdXCdijIaS2ipm1J8RMmHjJ0F3Hy5eKV+w2Jwp4LW5J2b8Pj1tjWhLhrA6hXhYiVELTUokPWuKXehhU40K9fP1VJj9ZLWoS0McVxxbHZ0OKyodtr7WjnsD1D9yT3cywSkEkikJhjt9UREd5/iUDM3o/noqNQIliQxiqN5XLt7rz9+CN7G/ZnrsefeUmIlzljYHBfTBFf98iQgQiwBOHOPuUdqRbcWRIWnSV5RVhONO17oOt0KcYiPnC/U9gGW78TVwKDaFI0pa0Qfd5ahHihCHFPt4b94RrDLx8QiRdWHsbaQzk4t6fugdT40hLfnMBocqTpctu2bWrC4oSmhSlyItUQweb0T0uLSfQvNW9qVdTKa/8Wpk+fXtPsd999V7NtzQ1OOCR3l4Zz9rdzC0JypUwglWWSOEJfXFrzHVjSFsfNDTfcoFwyHJ/MoU4hQ+FN8zqTvRguFBt7D2remoDmNYzsiROzvSExxPf2229Xu2h6f+uttwwPt4rtE+k74LTla/w98Hy8V7UXszucfdrnyi8vEJP5DqzI3IItonlvLM7GEJ8QnN9+Ei4WrbtfYE/BnpiJdSqSdMfUtrNFWGcerS5ckieWkXLJi+LaudpsPuh+oO8MwCfitH205gmunMC4gjNVtaw1mWgKy6vg3Ugh3ktCzaLFf75C6ovrQtyaQ87ytrp16wZ+LCFOiLQ6EQ3MiZaTLCdgpgqmqf6cc84B43oJHGqo4I8l927MNWUCtCG5uXo3eHpPzwgsd/NGRtYuhIb1bfBc/WDzcIDjhUmvDBNfNfbOXIwyxJGaN78JwqRw7tKliwp35KKV2yym0hZBbWkbnoO/6F1PuubhDJ8+uKD9ZJOsTS4+jvUCVNsoKPPV8p1fUYoBAXGYGXUmzggbhATfOJPX1jlQLu6z3CRlAYD81pApNcuzRICXiyCvEse8v/i6O4wU1LnMR6G9JYxMwGse1VFdddqy8Q5XrviIqtRitGvfb8eOHbV3Oezf+eIT95YY8MYQs7qNl3jyP/Zn4UkR/l6NFP6NaVs/p/k5QPAazfJcsBKp3qdPH9WJGTNmqBAfhvNQuN92223N3zm5Y3mFTBpCriKgG6IY31jMztuCncnLMEYX4g2xyiGOUUni2GTEBCMtiE6nxk0rE2sE0IVE4U4LUVsT4hlZO1G19VssFxf4vPJULOn+dB3zN7Oq7RKT+Z/ZW7FbtO7luQcRJcC0/sF9MC50KEZIYpZGhaNJO8hPEaGdKMJ6rQhtcZ9l7hMQjAjwCjnmLdp2sAjqsNEitCVHQ4gIb78OKuSzpQeaqylghdaxhkAZ2jmO8p1thhDnM10gfvFPv/gHe9MKoSqcOcqD6v2swwFOgldffbXazwlSI4ar8TdABDwzFsbGNg8YRbu/9l1eLpOGkJurj7ar3u/RkWMxO2UOkjL/wSnkSr2n6jsdgAPU4jk2uZgkGSZ04XikJs7cCDTZ87y2RDkbnkasRGztGHgOro8aKYvWoTWPz0IkWyS2e5mYzP/JWo9NYu7u7xWM86Im4LzQwRgQ1Bsep3M3leSI0D4gnz3i05bvLHFTSbIXVMq2swhshnRGTRWhPUA+3cVkLn+7nh5TVdPJZtpwbab72MVt8szUqM9ICEKQhwt+2Z6mC3G7eIOmO0HwWUML0tpFeQxboobOT0tSBRGuQqcT4lM7TIbvRicclTKIOjkGBxoam8RyENNRH9G3rlmM6jvemvedKM5E6OZvcKB9J4wb/BSu9GlfE/qVKsVIXt83SzKrbUOGoMwHSybDeztOwPjQQejiF28a+EYcSY6AQrNFw84UQFpmtgjuvWIGE2tzleCepIgJ2ksxpbArRNOWcFWayL3qjx6wJ94bCfE5c+ao2MaGJjx76ry5fakksK0RIWZau4GS6OX8HmH4eutx3DEmFoFeRuzSTtO/7YADCxYsUImELAER2UH3xZxeLcRd3RvWxCM8w9DN2R8HS5Lsodt6HxrBgd9++w3XXHNNI87UT9E4ULB/HgIF9L194nUYFdJf262+t4u2/NyuN3BH539jvKRDHS7H+buolwqOi9DeLwL7H/nIdqYsfgtF867KFx+2COkgMZOHCrYkVPzbwWIiD4gWLbxxLtd679cCO42k0pdSipSJLgyJYKDa+XwNjzvKdoXUEYd8zPVt3zI8GrM3H8fKxGyc08vEQHEUJrSSfjIkknn+GUfbrl075T+kT5vJWhxViJdVnDSnNyJLVH+vGKzM3agj1O1wPDO+m1EO2tikps1UrLoQN+NlFWfBad2bSBZ4SHzXq+pceLT4mFTyK8dTPe9BoLs4zA2pTH5Hyq8tvuwMEdZZcq7UGkBlsgjnSDGRdwEixUQeIuZxfijE3RvGoRg2b4/bRkI8Pj5ehdcw3lFD6GrIXXvsvDl9KhEtnORlhibO8+kLHyyfd9YdxZndQ+Hq4sTdOrUgB4joJTiN4ZEaUag7MtX4xN1OJZkx9TxdA3vgw7y/cSI7CU6hMinpZDccYJIXZmhjAiIt7wCFuk6N5AAr9K16Eq7Jm7C0+zBc6RtT58Kc8jwRyJ4IcBM0OAsH5ck8kClmcQLSMkSIZ4nmXSZC/IRYtXxF22blsLD2omkLmDVYfi++EXXadOQdRkKcYQ4vvPCCMqlrQpwZhxh+4+hUXFalHqGx6HTteZln/c7hHXDDnN1YLzHjI+IlvECnFuUAQ8MYdsNJknmnid5lYRNH1cLJzPKyIsVTN/dToDtTTE6IkEkp+Vtkp6xCsC7ETbGpRfazWAkzBzJUjGhzfjMvv06N5MC2T3Fi3RuYFR6G+KEP1+vfzi3NwZmS4tTpn49EaIsAzxY/t+RBh1OaAM96iqBOEC1bTOSSzEX5tQPiJKeCWyM74HinORt2mWksWdaRJiAKcX5OVyHK8Hp73ma2NpK55nReM1WSvXQP9sZ7awS9qFOLc4BaN0NziCynu4fjljn+HVqIa+j0RmSQig8VH6EsYJKOr2zxd6F3wJgDzHAZHh6OYcOGqQQtHJ9aZUfjM/W/6nCAxUNWvYo17iKbB/0b46Kn1DmFO4Iy9uHx5Ezg7+ck3+xyEdCekupUFkpDnpSKYY9Xf4bJd2dRPoPFXN6KBTj5YaSJX3XVVSphAbMD0ddIzZwxjK2BihnrJ+TZyDhxw2dmedIr+rXDi38lYXdqIbpFNAw+MrxW37Y+B2hGZ5gYtRxmUGPO/z/++ANjx45t9sIl1nq6cskyRXL1PL2lJ9YvTs50QmLmRkjwi052xAGGhLFYCS2YLB9KCxGTCDFzm06n4cDBxUDqQSzq1xfX9bgNns4e9V6QcHwdhohFHRNuFU17ULVf20/M5bKwbYtkpImzAMQrr7yCZ599ViXwZ9UcU5ncHI1ZJRJeRrJEE+d1F0rMeKCHK2aLb1ynluUATenMoU4gJjO4Mf6bfnIKdUelcvr5hFwbEdLi7+aHABc/JBYlik+welw76nO3tn7TIsSiJB999JFKzkJAGwW6TqfhAOO1lz2PzeJN8ut8GWIkpMwUtRe0ebavHB1wPxA7TrKndWizApw8MhLiHHw0STLxBU2U9D0uXiyro1ZAmjnd09Wy8IGEMG9Mkzrj3/yTiuN5Za2AI477CBTcBGFSaDOnOolWIw3H4YhPVlEmQlyyybk2Ap3O5+vh1QF7ICAehtDoZDccGC9VHzkOmZiFhaS4uHTkcdksjJVxj5WPoiJjFR6L8MbImPrN6FpfYrILcDgoVPuzzX8bCXGGRzChvubDmTbKkwFbAABAAElEQVRtmkJZtgYuaej0xhZAqe+ZWRSlSMzyH62VRc5J83x95+n7rMsBRku8+uqrKu85W2Z1KI7NSy+9tKb8KMFDhtmurNsD27dWUS6oXCEnJ6OfpMkbJ/jGI4mREmlbTZ6jH7A9B+h6ZOERLiJJFN4cm9ddd52yYhJ8ycxrOjXAARYW2fQV1sb2wq/B8egV0NX0yZJlLVDWrikMD9NJccBoxiCgbeXKlSrOkWES9OVwwmwNVHzSnN4UId6znS+uEUH+/vqjWLg7ozWwxSGegXWUlyxZYgRc47gk6PLdd99VViNHRwCXq4xtjffpBflGYQ8rnh3b6BDvsLV2koVJaoc3soAJy4R+8sknCqNhSZnc1sqvep9r22dihQKeCoySxC2D4dNQEaAMCR0TD1J6SI96m2qLO42EOAcbExOwrN3nn3+u/I6TJk1qFXzRgG1eFprTyQTGiN8+IhoJglR/YcVhVDKBjE425wDHIytE0b1jSNRyVq1aBQp5R6fqjG1GP8cGHynAIwjHXYUfKX81eJ5+0LYcYJ17zpusbW9I/Jslnlk1T6cGOJAuv92Nn6Kix9lYVJKECw3yo9d71eEVqBRW5zOMTCfFASN0OuMbqY137txZaT00ERFE1BrIGuZ08iE+1Bu3Stz4Fd/vwDebjuHKQVGtgT12/Qw0k7Nkbm2iNk7ULxHBjp4quLyyWGzpxoKg9vMa/h0oiS5OCH4FyX8rX3pbReYa8qQltjlf1jc2mcff399fxYrzW6d6OMBELaskQ2hVNrb1ugTYdh9GS/GSBmnvV9glwUHuPu0aPK0tHTRa+i9cuBDDhw/HlVdeqQBDjBlnTurWQBo6vSnmdI0PE7qE4GLJqf7skiRsS6n2ZWrH9G/rc4AFIrZu3Yq//xaBVYsIwGR5UUencinkYI4QDxCEurIr5kgRhzw9YqKl3v+4cePwww8/GGUP1PrCsalTAxw4LFakf+YAw+/AIieJLHEPRc+ABpTGwnTg8FbMl0yrXMTqVM0BpYkTjU6TJNHphnXFmQmLsY5aCUdHZpryiUuNcFf5NJVCfNzw6MR4XPL5P/jvkoN4/fyuiPCtP6axqffSrweio6Pxr3/9C6+//roCXVLrDgwMVFrO8uXLmwQcYtIYw8mWmlVL4EDKqqiJuzX6dQeo9KwnUC7D2S15TXXhhkZfrZ9oLQ4QBMwInmeeeQYjR45UIY+0HO3evVuVEG3f3nSo1On6UFhYWAOY47l0JzlyQiOj5y2X8b7iCYnz7gX0+z98+/eDGBTUD74NpR0+shIoBb7w9cKLahFr1GKb/UMJ8fT0dKXlsLCEobZDvw5Xmq2BiqWWuIsFiV5MPXsPAbk9MDYWD/6+H++tOoJ7zoiDv6dip6lL9P0WcoAT1/Tp09UktmPHDjVBEjhEoj+yKS6f77//HsePnwrTYqKOljDNl1cVws8ppNEcaucZrs5NDvFBXNIiiTkTc6ROzc4BHx8f3HbbbUob37Jli8IR0TLEz/XXX69M6pZ26p133jG6lDHnhkqW0UFH+2P/fCBRNPELP0WWmwe2ZG3EM11va/gpdn8piV1csE0Klqi86Q2f3WaOKqlDTYeTF7UbprLUiPGNzNzWGqhEQsL83Iy8B01+rAskAcyejCLM2nQcbiJo7h8fBzcX696jyZ1sJQ3Qr3jttdcqi1FSUpKKEQ8ICMDgwYObpDlz0Tp27NgaLrHNlqDyE8UIQuM1cdZNhmS02hQRjbgDC1uiy/o9T3KASbJuvvlmcIGp5digsDWcSy1h1vbt242sTK2hmqTiQ4Wo06ufk9rd4v/uegFWpK9BVVk2pkaONc0mpmTdtwQ5ccPFi7RHqpfRnaQTOaCEOGMb+WECDYLZqJlrmg7TWTIdq6MTk70EWlmI+0kGt9sErc7aKm9L7HiJaId3jYpBiE/rCMuzt3dOyxDBl/xYi9zc3JCQkIDc3FzExsaCE3JLUFlVOXzMMKeHegQj0iceK5z8cOGOTdV+cWau0qlFOEAT+qBBg9THWh1gCCUVLOZJoLWJSlaroD0/S85zwbdc/BXKRAt/KfELDAgegG7+CaYfL3WLlBTNxsHoycChPbombsApI/svQ3lYepSrSfpymMiA5qLWIcSr4GtmGVIDPpncbB/giRmjY5BdVI6P1qfA391VTOuxcLGC793kTfUDVuOA5lvnOGca1xEjRmD06NFG7X/wwQc1COT6kMhGJ1v4R9mJKvg4N37x5yxJYUaFDMC8jM34Hz0LzDvdd7qFd9cvs0cO0I2Un18NnCUehOb0Tp061XSVPvP3339f/U2XkEOkHc7co9KrouMEIOFsLDy+HKvS1+Krwa/Ao6Hxv1cAcFL2e19wjAhxybSqA9tqxoGR7ffPP/8EkcDUSgjSoD+chSZaAxHY5iNlRW1B7fw98PC4OFzUOxzviEb++cYUlOsZ3WzBaqu3ee6556Jnz55q3NMEysxwtYkaOq1U/Ngkhab4T4sEYO/n0nghzj6eEdwXiSVHUBoZC+x5r3a39b8dnAOXXHKJCqEkRoN1ylnLwpBomdLGJTV2/m3XVCFo/T/vF3DaQWDc4zh+ohTP7HoDkySs7OzIBrBXRwW4ueV7EfqTsaboiBTA6ABvVi7TSXHASKoxMQFRwFFRUcpPeOGFFyI7W0JYWgHRnG5uLXFzHruTxI/fMzoW4zoF4fmlSXhBUOvH8sT3o5Ndc4CaOE3oRP4yvHLdunV1+stKVKyUxg/R61anylLkyC8xyEVUDTNoaIiUJK3Ix46OQ4H9G2Ry1MMdzWCfXZ/KEqYdO3YE481pVqcgNwQds/Mci9q4nDBhAuzeZ87sgtvnAaMeRlWH4fjv3o+xvvAIZva4SzRr3/rfR/JaYKHEknv6oWTYQ5ibsggXRk4ELVE6VXPAiBPUMpixjf6XmTNnqg9TCLYGYs5zbxuY0w15Ex/iJRp5R0zrG4EPRBu/a95eXZAbMsgOt1966SWl5bBr69evbxFkOsqKkC7ulyBmYDODlA/Rqz3m+QmqPV9s6inrzbhaP9WeOUBcEt04xCbxQwHeElETVuNRmSQ8lyInCBDLbu+bsCx9HT47+CXuT7gOI0IH1H+boyLAf38YKMsCJj+PdV4eOFgg9T1i/1X/+W10r5EQpxZOgNs555yjtPHg4GBVZKI18IYhZpaWITXn+Vnt7G7RyBlHvnR/Fu74ZS82Hsk1pwn93GbkADWdefPmYe7cuapmwCOPyKq/uam8EIecXRBgphD3dfXBWeGj8GXhXsl+IZ3e82Nz91y/n404QC2bFdDmzJmjxmZkZKRj5+vYIG6qxCViRn8KqU6VmClm9D5+CZgRfwVcnYygWdUcTRaL2O8PiQDPFAH+gqTKnILZh+ehg28nDAnuZyOuO2azRtxjiARL6cXExGD69OkKFUmh3hqoSIR4sHfjQ3ia8syhkgzmukGRqs7r65Jj/cHf9uGq/pE4u0cowv08mtK0fq2VOXDDDTcoACfzsLPEKVMONzuJED8u/nB/d3+zb/3vDmfjwqO/YEvcYPTb/YtMeG9J6JnR2tzsNvULWp4DNKETUKzlXh84cKCal1u+Zxb04MgqSa8qMe/9/o09MWMxc9sLWJOfhAWDX0SEZ1jdBinAFzwIlIsGPuVFoOMUZJfn4beUBbg67jJw8arTKQ4YCXHmoA4LC1Mmda4ECXKjpsIJztEpp6QC3T2bD/jhKhPplSK4owX09s3W43huxSEsPJCNJyd0RGfxnzvr6HW7GFIEBPHToiRCvExivi1B3I4NH4aOPh3xapUPPssQvzirPIX3bNHH0W/edA4QpNYiC8qmd71uCxvEJC66S/bgW3DPrlewoygD/+s5A+PChtc9t0aAZ8iC9BUR4BJSJvJnWdpqZJSk4Zroc+te08b3GAlxplcl0CclJQWbN2/Gd999B1Yxu/HGGx2eTSnF5Qjyah5NXGMW87RP7haKjuIrn7srAw8tOoDcwjIM7uCPawZGgaZ3nXQOnCAgTYqf+LnTJm4eBck118RciNd3v410GU5hiZIJSxfi5jFRP9t2HDj0F7BrJUqG34WZqYuwIHU1vhn2Ns6TxC4etaMxkgXT8Ts18PRqAR4/SQnwbbm78Ny+2egvseQ9AlrAUmY77lilZSMhTnTj77//DmYKoiZO1K5hXGJ9d2Q42tq1a1XWLMbY1oeQJNKSKQkzMjJU2kCWlWzuHMCZEscd0sxCXONX5zAf3CIauZ+nG7Yn52KBCPQNxwpwtWR8G9UxCDHBNkA8azfXv+2eA6WlOWqy8vcwX4jz4a4WoM+T+z7EZ+07YMbuj6WghITx6KRzwB44sOEhnPAJwPVVKZh3dBMe634HLoiaAHfnWgpVsliRFsi4LRcNfIr4z0UDL6uqwDdH5wgA7ivkSK71F3veLdeZF4ZpDyywdR+MnGcU3gT4MCaRMeJ33nlnncQXhh1icoH//ve/YLYiFpJ44YUX6q0o9dZbb+HQoUMgOIMFVWrnBDZs0xbbRRJeVi5x4sHiq24p8pXsbtcNiMR9Y+Pwn4kdUS4++mckDO22n3fhk3XJSMmVtII6tUkOFJSK70/IT2qEW0IdfaJxfeyFeNvLGRlpu8VumWRJM/o1Ogesy4GkZcDuNVgQ6I7vyo7j+e634Y6Eq+sK8BQK8PsExCYa+EkBfqg4BdO3vYhnd72Fdp4ReKPPw5jSzjgJk3U767itGWnizENNRDpDzag1//TTTyrpi6kcwEuWLFGVpKhZU4j/73//U1o8azwbEqtCDRs2TCHeWTGKpU5vv/32ZvO15xRVqO4EebfsKs7d1QmxQV5gljd+dqUXYfGeTDy36jB+3JWOCR0DceOwaPh6NJ/v3vA96dstw4H80upcDL6eEipmATFm9v6Ea/Dx4bl4PSAZTzOt5bB7LGhJv0TngJU4kC7YjIUPYb/4wh/1DcFzXW7CDTGSZ8GlFrCXJnQKcJrQz3wNJ+ImYsGxpXg78VPML0zB87HT8K/2kxtOyWqlLjtqM0ZCnOh0Zq9i5rYff/xRhTgQqW5KiLMEX58+fVSiDCbLYKpWxpnXFuLTpk1TWjiZRNRlffWfuQjgh2RYGlLtaOJ/yTnV7UYG1BpATWzX0stZDnVwTAAGRvtjqHzWJefji/XJeGX1Uaw8lIvh0QGYKDXL+7b3s/QW+nUOxIGCMjGnC/l5hlrc6y6+HfFIlxvxUdFMnH3gPVk060LcYmbqFzaNA5JCGEvuQJbEgt8u89uIhCtxU8y5xgJcshRi13cSO/4WUEkT+mvIihqEV3e9g/nJc0X7bo9Pet+P88OGIcCCqI2mPYBjXW0kxFmWkYKZwpjhDczc1lCZx+TkZKNiFAxHY9712kQzOonCm6kDZ8yYUUcL37Bhg1oA8LzExER+WY0SpdIYBGDf0c58z86Cuuwa7oMEQav3lM/KQznYcjQPX245hnniN5+QEIQzJAPcIBH4tsw2ZzVG6w1ZxIG88uo8An6elvnEeVNq43d2vBRrD/yAGVLWcU7q3wiLGGhRf/SLdA40hQMZUho3dOef+C4+AaMH3SphYZcYC+KyAmDds8CmuUBoPDDycaz1CcRzmx7DypyduDV6Ci7qcC76BHaHi56Z7bSvwkiIU6tmPCJDbghqo6+7IaKZnAkJNGK1HZaMNEUsMEFBf9lll9U5JS4uriYvNUFw1qRdqQVo5+eOwGaKEze37yyWQq28a7g3jnUNwd6MYqyQcLS5O9Lx2+4MtBdg3LnxQaKpuWJc5+Bmi3c39zn08y3jQL7EwJL83JpmeWHM7eN9H8EZf12O6/95Gt+M+0rqBXgjuywX23N3Y3TYUMs6qF+lc8AEB3bk7kG5AND6BfVUZ6xKW4ew5Y8gQBTtfmNfQ+fIEQhxDzp1NfEay+8VTW050PN6FPW5CB9LsqKvt76GUicPAa/diXMiRtUfP36qFX3LgANGQvyKK65QWrjB8QY3WRLy4EFJZn+SuD127FjtT6NvCnCayy+++GJV6pQLAMPiKobxujzXmrRJzNUD2vnJqk7UcTsmgt86h/HjgwFiSh8vmvi2Y4VYkpiFV1YdUZaMTyTmfHikHyaLsI8O8kSEnjzGjt9o47qWVy4hZkL+VkhiMVxCdz4KHI8bM5fhjT0f4uGed2Hx8RV4ec9biPXrjAfE5D5ICqfopHOgKRxYKnHb7yZ+ibTiZFR5RuKvEe/iL6lGtm3lvbj6wCZgzAPiMjxT5lwDfE/SUhHgooFnL8aRAfdjYXAkfjv8FTZlbRXBPQJXxF6MwcG9dAS6mS/GSIjTjG4OXXDBBco0vnv3buTk5Kha5KNGjVJNEJHO8LSzzjoL3377LT755BPw2Pz587Fx40YwvaWhEDfnvuacm5ZfijVior5PyoU6EkVKSBo/Q2MCMUG07yRBr2cVluPn7al4U/Ky/7YnAwGimXcK8cYw0eJpcqdQ183ujvSWq/uaVSHmRdFcPCThS1PJTWJvr+pzDw7Om4u393+MPkG9sDprsyo0sb4gGf39u+lCvKlM1q/HnJTF+F6E9nDfGKw5vkySsazByxsfwKs718A/YSJODLtLXKYnBXilWGs3vyfFCT5FRvlu3NWuC9LLt+FA6g708OmAB7v+G1PbjUWcbOtkPgeMhLi5lzOj0N133439+/crLZGCWUvTyrKOzPZGorBmPnbtGIFvBMI1B/20NRWZUvzkfCkT6ogU4OWKfqKV81MqzzFYvvcLUO+gINsPZBbhuAj3p/ZnItJXMn7JuX3Ex95Nksj0F3BcQqgXPFwNVsKOyIA20Oc0qUTmd8KpDk7E0kf3iByEO/wHY2vu33hk2zPIk4xwffy7o6iyBNvz91varH6dzoEaDuzMT8IA/y64KHI81mSsxX1bH8eNyVI8q0xOmfA0nHyj1LlFeYfhtvwuuO3dhO9wGLOjYlASNQxjgnvipqAB6OrbAfE+McrtU9O4vmEWB5okxJkakLnWU1NTVS3b8PBTgpKZ3rTEL6xNXhvhHhAQYFZHLTn5iAi7V9ck46JuIZIdzceSJuzqGg+ph947yk99cosrkFNSjhxJYrP1eAGOS9nTeeJDXyN/f78zHRHi/ycGgIC57hE+xPXhvF4R4KJAJ/viQGplITrDijkMRBuPGPQAnv3hfCyJjMA7bpk4W1C+O/ITsb0oxb4eXu+NQ3JgZ2kmxvt3xnApRuIjaX+nO7XDZccFlT7oOpRH9MemzM04fmAeztzxFyqPCsgtujcKuz+AayNHo5NvLGK9IhHm0TpSerf0C2zyjE5BThR7bWL6Vo2aQ2Br99K+s0WY3TF3tyR5qcSDZwhorpXlKqcw5odx590jfFEoyWPGJwSjrPIEkkWg7xTBfii7BOskZG3FwRykSe74r8QqES3x6Z3FBB8k14aL9t45zEv54F1d7BsvoL3X1vh9tKoYnZhc2prUcSJ6h/ZBbOLfGHDuh5KXIB6zDn6LxalL8ezu93BOuzESe9u5buINa/ZBb6vVceBw4VFsEQR5av5edImcgF6CIP9u0MsYs/h6eEgajpfCI7Bi/d2YenwLJiYeQKVzGkomv44BMYPg598RkV7hxn7yVseh5n+gJgvx5u9y4+74v+WHsEyE1+yLuitTdOOucsyz3EVD52eQd7V1o7LqBMYKmj1PBHdaQRkKZSGTnFuGrcl58uMrxdJ9mUiVXPKlFScQKMI8SDLZxYtwDxHNvYdo7Yynj5HFQZjs93TTzfG2HhVrThTjBmcrW6bcxfI0/hn4f3keRh+TxBvtx2J63DQUVuThzf2f4Nej8xAstcgnhQ9HLxHm1I5YEvIZyVHdSSbaf4mZtIufhP/o1GY5sD5rC+YfX4kgNx8MD+mPnyUJy9q0v5AuGQYrXXwk97kbXt33CQYd+gO+iXvwvwhgfsEeXHt4EUYfLRBM1FRUDPs3XKLHo7se622zcdQqhfhbUjHsA0mecs+IGEztHgY3F6PssjZjpr00zJC1MF939ekk5nQS/emMO88vrUCuCPd80dwLZHtfejH2pBXiiGjt24/l4+vtafAWrdxfkPKeApwLlk+8CPUQH3eZ9F0FPOclFgAR+hJzb68he5a8B0ZOsF5Ac1NhRRHSncrQ3cV0aKbFfeo4Ceh6tpSBfAnofiE6+3XEjK63Ylz4GBwuOoRVmf/g5QPfIgRlCJDwNmcXX2yQYhMB7sHYlX8IHw14UsWfm3v/hceXw0syc0V4hqOrvhAwl31G5zO3BkN3Gc1jCyqrKseS1JUSfjhM/NLGIcXvyNiYn/yrAC7dECnhi4mihWeVpld3w9UXs5N+wCAnX0z/ex7KAoMxPmIohuxcgYGFBfAcKnnQB1wD19CesjjUrXy2eHdam61KiBO9/dmGZPxv5WFcIkC2W4Z3EGBX2xLg2out/U0+dAg0FlJVMkHk0LcuHwr3YhHsaeKGOJxVovztByRenZr7ysxiySYCJfhlLaB46i9lXcMk9r5U/h4W6au0eGr03rJgihFzPbV6D6niRgS9PdOxY8cwa9YsFUlx4MAB3HLLLTWAzObo96bs7XKbE+jrYV5kSKP65irve9TDwOcSMTL/cuCC3xHtHYUO4o/MF0T8lHbjsbcwWVwxWWC8729pa3Fp1EQR3O744ciPSC06DCevKPQWYRznJUBVjwCEiYAPlbhfdxHSnNw95NvbxRvlJ8oF3FqFkspS3C8gJ1dBJnt7dsCK0Z9YDbDXqGduRSdt3boVCxYsUDk7iDtiLQs3NytiJ4RXm7K34YGtT+KB7ndiQsRIZEsxnh15+7AmZxfmJS9AVkmq4ujRoqOAa6BUEhuC/oFd0FOsNwm+Cei48R3ESS6tKhSib9IOKaPXX8bcpUDnswTRXNfN2opej908in3PsI1gU0lFJTYezsdCSYqy+kgu9ghi+2IR4PeOiZMYatusXhvRLYc4hRnjgkXY8qMRV/4FpZUorawSc3wlCkW4F0nxmErZXyISPC2/DElZxTgmwj1TTPWVZVWYvzNDqgxVokTO45qJ8e4sw9pBNPjPLzfOo6/dx16+X3rpJfTr108BLxkm+eabb+KJJ54wu3tVIsCYNY3E5Bd5ksAlSSY+Nyc3EZyR8BPNpaCiEJtytiNJQr2SRaNZX3QMKTnb0E3ixLsI0tcmFDVYUlq+Dcy7Hej1i2jk05RQ9RfNmx9q5xVVlaKdj8R5HaZKYg5/6X8loj2DkFycjhQR9muzjuFreR5P2fZEhUqfyUxaziKoXWR15+bsCj5/D0EbnxHSD9tEANzR+d94U/JfT113NxLk+T3lHJHySvAHSDy8n4uXigd2dXEVHrkooV8qWiEXAcVVhDifkD60Uz57N1ks8BwXZ97TFRUnKuS8EtVPnke+88Pe8BzGJvtI++wXXQT821W2tZjlSFmU1MnhbRPmW95oZWUlZs6ciQceeEClrP7ggw8wZ84clWfDnFaLhU8pIohLKkpU0p/jJek4KnW5s2XMpco73Zi9A9tyd+KpHS/ho8TPZFFeiixJDpRaUYYwKTwyPmwImNI3wS8O7byjZQEXgFBXPwSlbkPA1nfhtGstIMY+554iuLucI0K8m+TW7gS4VVsAzemrfq5lHHAYIU7BkZpXhiBvV/HjuimTMAX4m6J1bziar7C9w+ICRPuOxvBYfxEgxlqnZexpe1c5iWBnZjjmDgv1qfv8ZSLI80XIF4vQLhLNvUL87zTPFyuhXyHTKHBANPl0EfDtJc7dnok5+r/++ms8/PDDCAsLw5QpUzBhwgQ8/vjjjdYeKbx+ODofHwtojLyDCKAq+UczJYW2s8QF+IjQokChcM8UrTff2R+hbr4I9QhGb59Y3JBcCq/u0bZhlSDV0etqidP9RBJtPAq0E03JT+JxuV+Ihk4KyHBBCvNDooXm1oTp4j8vlrC0YhSIIMiSbcgEny+aWo6kiS2V5ywVgctvPiev6RvcR2XaogC/WwpeFMq1+bIg2Ju7DyXy7B7kwYlK5Eg72ZVlcJZtZ8hHjjnJd6VYACpFYPMDadtHQu+cRWBzwSABeCKoq8PweK9KuZa8Jym+y7eIctnmMzmrRUG1cOeVvLa6DZ7vLWjqd3rNEE0yjn/aJe3du1cl0mLhKGrfLE71zTffmCXE88sLcOHa2+V3mqH4VSo8p1AvlLFZKjNmsVhqIpx9cHH0BWpR4ydjkmMgzrsDIsRa4y8CO0QWenS1+Msxb1lYYP8CYMcs4PhxSdoimndoR6n9/REQIsLbP0bG1SmFwC4Z2wo75TBCfP6ODHy0MVkBuNzFZ1suKGwCuCgsZpwRi4Ed/BEt5mJmMHPTkdY2G6oE0IUoF0XdHyvfBydRCnlq5XxP9kys1FdYWFiTv4BZA1kPID8/3yh98GuvvYaCAknIIsRjhlQpguSzTY8jJGMnomSOc6uqgpskbvEV+RIrdXcoZpJkPVksSrqH/NFTTI9eVV7wFTN0oAh3T9EU4/J4QaRhs9bd9pAlmYDc8N0U4JurAXfRkkSomSIeCRPBF1bPCeUiALhA0YQov8tF0DJZjY/bfDgNvgodu92OKDG/P9rjbrVwoTAvFz5RGJNfFOjF6hpyRz5KGEsDXAKyX87yLXyEoPYhi4AyObdK7lMhn0r520WOU5Omlq2IQl3aYdsU7NTUi3lPuU8FP3KU1ga2wb4/c2gOdubutWshzvoRzKuhmc/j4uLAAlWGxDHJsUlKS0tTY9nwuIfw5f61P4hpSN6PEcnvkryTxZK/iwBaRUjz3dDiQb76yrgkpoHLISMS3iHvKJCzT9qUI8RiTngBEACb+uEbnaz/0VwcOPkraK7bWX6fiV2DEeTrBoaOpUgIFct1+rq7qHzjzGrmb+e+V8uf3HGuJKCORD+4IxhCmPffWcyvmibHErw0Y1ZRgBgQtaHS0lK159dffzU4ImJHtNhHg8aK1WKICGdqg9UfV8plEeoUTQUikyqFNS7yR4DMp67GzVf7D6OGGLVr9T9ixgDTxJx+WFJiijZNTbdRJILAkLh0q7t8MzjDLxa+Yj4nxUmdc2sQBfMJ+UcNnP+oWZPv1Mw1ohtI+2eoqXOfurqmjSoMCB2CHpJpzJ6JViKG72rEbQLcDIlgt9GjR6tdSUlJWLFiheFhUXi8MbnfbUBJ9QLU6KAlf5Df7UTjdposC0EBYnYcJivVSboAt4SXVrzGYYR4Z8lCFhvsBZpz6aOlts3Ybx8R5JrwsCJf9KbaAAeo6VBgFxcXq2I/WVlZYE6D2tkEWRSIQoJUGyVMQTK0vxR0EC3PFFGnaZBEIME3osFTmnyQILd40ZgkW5YAGU5qv41p1ViIn/YKj1P5IU57biNPoCmc1JBhhwsx/tPOc4PpqW1cyMCahZu6wA7/o1WIliKNuM2y0IZELX348OFqF/NyrF271vBwtUVjuIzN/2/vPuDlO6rCgV8E/yrYAFEQlIB0pEqRIoQWEAQinVASpPcuoSah1yBVkBaq9Cq9JHTpvQlCKKKIiKBi9/7Pd+Cs8+7v7r7dffve281vzufz3t4yd+6ZM2dOm7lneNArgf8zmrqfiumY0/7Kj9+xkrpbJctSYDqnL1vjLj1nkP7Mafz9VMzZ7tJLWrUHFQXs0nflK1+5eDCHHXZY9653vaukB+aR15AhTdfSa6/vd79w1i2na3siTH3asSD52mK8K4iN9uGuvGn5Si9wgQsUT/wb3/hGUd54014VNWhHGpV4dLRduzlNUyPTjveNAlul1b6h0V7cKLD3FCD0jjvuuLLq11w4gSn/f4NGgf2mwOlOd7ruEY94RPeSl7ykzI3b4nlsC+f9xrO9f/8psJZK3OKhz3/+85N5yP0nU8NgVRSwkGydwHa6Nugx5yhkPgxZDnG1mMgufA1OWRT40pe+dMCixf1uoSjRec5znsKbPO16b4ohbpIVffe73228OSTMKeA8F9VOa8paKnG52L/whS/EVwx/N8HbN7xWbJqf3BT43ve+V7y7i10sPuvZELDKVQKUi1zkIruC8dnOdrZdqXfZSinvc57znHM/fpaznKV7//vfv6X8xz72sZIspt4vYEuBNTz5yEc+UhTEfuxrsCw5PvShD3XCzLuxhTG+t/PiOoENpGznPA8oaxpoyJvzPFuXsSOleg455JD68todk63f/OY3S46HtUOuQshC2fe85z3dla50perqYodje5PUNaylEr/Tne5UVgnXqzMpdZ12vetdr8Z/rY8//elPF+t4k3DmZZ500km7Rmf7y28yPOEJT+hOe9r4RKuCz3zmM2WB0fnPf/7q6nofMjysbD7Xuc613ohW2H3wgx8swnC7aEn1yNyHhG3OL8/90BoVZIiaGrLOYycgfC+Uf93rXncn1ez6s5/85CfLwr91l62+Mnj961+/I3l6jWtcYyY911KJW5k5BCuHCc+xe8Oy63IukmBAbBLOX//618vq7E3CeS/7+7znPe8Br9PHvLhNopmxdOYzn3mjcKagREI2ic4HMMsuXUAbofedgmiSSMe60/jb3/72Rsgpn6YyDneTnqc+NmCnHb8Xz/sUyLzQJnk7rHthrjHBvxc0W+YdcCYQzn3ucy/z+EH5jPlIAnQ3wry7RVCf1RlLDJBNAThbw7BTb3NT2rsfePoWnXHHWFpnoA82RbaSD5e4xCV2jZynisU8C34Iumu4zKxYYo4f/ehHWzJpzXxgDW4aEDpwk4S78I+/4bfSa0DOtUXhhz/8YYkSDT9NW1uEA7FNxPkHP/hB4ct6mm2dabyJuDGUfLWxHzv6LUKvTZGt1Kv1XKc//ekXad5CZTdGiS/Uqla4UaBRoFGgUaBR4CCgwI9TIW1IQ4V61x3gOA1P0YR1hGn4wnVdcV4nOs6i3zrhmaljhzjxFoapZodl9uN8Fl7wXUec94NOy75zXhquA3/Pi4Mo4jA97bL0Wea5eeWlcqsKgq/lwrYh8d797nd3b3vb28pcje+Mbc8n5/W6wfve977uMY95THf729++ZP5K/CQSsVGBeWafcMBfys/9Bjt4WfVv0YXNFSSTkCcc+BLgyU9+8gTno48+ujvDGc6w3yiv1fsJwUc/+tFlusQiRivvL3/5y68VjpChvJ/97Gd3L3jBCzqfadXwute9rrPS1/SJuWZfhuw3mDazVAdfovG3vvWtsrNcTvG86lWvKnkk4CsJyu1ud7v9Rnnj3v/CF76wbPYD8bOe9azdLW5xiwPaYC9zn0dZ+f7FL36x7PIns+FewiKyH5/f8IY3LJntbnWrW+0lmt2Xv/zlznaxPgmUNOqBD3zg6HoTnzI+4xnPKLsm2qnOp7xHHXXUjnBdP004aA6ljSC3vOUtu+tf//qd1dNvetObBqX2/9S31XAzn/T9739/C0IPfehDy1aC17nOdcpiIop+HcAnO+h67Wtfuyige9/73hO0HvKQh3SXu1zsMR04Mz58WtVgKwVshkLB4Et0tKUpBbRuIGWnRWyUdQ3f+c53uuOPP7478sgjiwFHYH/4wx+ui+zLseQWvCl0JZTJAAYIYBA/7WlPm+D81re+tfvEJz6xL3hu6kspD5+S3exmNyt/jHlKaAgf+MAHuhvf+MZFPih7t7vdbU+93EVl/zOf+cwieynKvQaOGSPep3lnPOMZC4+O4SAj5NWudrXu8MMP725729uuZI3X2itxSSl43RSJj94le3n1q189Rp99vabjrnnNax5gfbEOX/nKV5aOs+pTB774xS9eWShlJ43GeCxHeFlBb3ADiugNb3hD2VvbPZmjDPoGWymAD/EjvsSfDDj8um5gkwwJh4bhO8pdFrBDIrEHb4yi903rfoOID95EV3/GFgMZvOMd7yjXfCsucRC+He4st9/4r/v73/KWt3TnOMc5SqRDtMMxr3sId7zjHbsLXehCRT5IsnNy7JQ2bUpm+Owqzoey/+IXv/hU2S/DJ+Xt64W9BsYw4/eyl71sWdV/xStesez9PsQjy53vfOcrxgbepg92CmuvxIWffYOb4XPCRmhn3cC3gGMrEKVCNP+R2bx8uuGalbb7DYQgxQMIR9Y2EBp2PcOXygmvs4wb/B8FpOrEjwB/4lP8um6A93yOMwTeV+Lvnn5eh7FllX9+4iScLmKUST0YmoRfwrrgnPhswi8aolvCNBqic34JwODjPQ4THWUdu/E7lP3T8DRfLjpjWmU/Pj8kG9ElV/RPwxPd7UYHV0bpfe5zn+7jH4+tgXcIaz8nroNSgWur43kXOeyQNit5nBACqSzh79rQK1rJy5asRMYx2xg+/OEPLzWgL3xrnDeJ5kuSYeHHNp03x/BPfl2YGLv0gHD/jW50oxJJ8IoxnBtvLkb8MRrO6ncK5+Uvf3n3qEc9aossXuyti5cew3Osr0844YQSLdzNhCqzsEe7eXSUCKd0sZwla6JENR72sId1PPedwNorcaE+nmuCkInwz6YA70wn60DWGkuMZ2RBzjqAMNRzn/vcsu5AJAGuvCDfi1rpKcKA5sKu+2HlrgONpuGAN+v5N+GyTeJN+L/zne+cNE9bXFsX4LEIpZsbT+ENv3rKYtPkwTrQFg3xasKsfudlPv7xj+8sbOWZ64f0zvP53fqF5zyyX/RI1PBrX/ta2QBGXg7y1XTAXgDjgXLmmHF8pskBclWU6exnP3tR+qavyN+dwtqH062WxmSIBIR9b3CDG+y03Xv2vDCmBQ/CUQD+9gXeq4Ewq6EYiHWNnpjrSU96Ugmly+J1latcpbMyFLz97W8vZWprc1a9B8s9dNOfgHEmNXCu7t8EGpiP++xnP1sMNgLopJN2L2f+ovTwZQR6XvrSly6JaTJKJI+0hWy8GDjj0eE+24u+62ArbyGrRWsUsj/HrgEGUi6ApMAp7wyjW8tjP4i9gjHZb6EjoLBz7AlLU9gWl5q7N3ee5fYCVw7OhS984ckOcvDK95s2fdnLXlbQsH6DAs9FhCKgq8jktvbJXgxUSsTuPCwsys/cxzqmi7SC28YSOvXQQw8tzK/37L72nOc8p3i4rDSfoO1X6KdmavsVG8CiBSxIq+p9/gB/8zfCVBa2MaJ8elTPRdb1HKzH1gigFx61fa4NRRg/OQ2xLnRhrFmw5jNNBqX5ZQsaCfDXvva15fNCxqYFZQTh2Pz5XraF90Uoo2NGrM50pjOVz/ng7BMz6xGkYXbd51GbvHnJXtLWu6z8f+lLX1o+hXJOsViFjp5PecpTSsTtNre5TeFtfJNrkvD4Mccc013wghf02K7DLNlvIR6js/7Sx+JbChQvMPYYH3sFjBvKmuwkR+985zsX3sSnD37wg8t0BFze+973dm984xvLWhRyVWjdQredwNorcY0T1pW6jieI0dZ1+0TemAECz/yGFf5C1CIJrmNMIcJ1EPTwHa42pbQZSuuKM3quE7C09Tl6mSZZR2Wij6VZzekR4yfxNG1COONHPJuLGfeTxhaC1uFeuDAsMrfCOuK8n/Ra5t0M0Fyoqs9zwZroBzmFlymj4SeTjKbknWXeu+gz02S/zxDhRmkm0BHSXCcvpwGY93fzl3FJxmeElYwH8GeU5gJSsgKNRT7pAlOY+cyy+G2EEl+2ce25RoFGgUaBRoFGgVMyBdZ+TvyUTPzWtkaBRoFGgUaBRoGdUKAp8Z1Qrz3bKNAo0CjQKNAosI8UaEp8H4nfXt0o0CjQKNAo0CiwEwo0JT4H9Sxa2E2w0EFOaDnhv/rVr+7aqyxUsZiiwSmDArvNlxYOWShk0xS8aVHOboEx0KBRAAV8Pobf7EuwSrByPT9Lm1bvKvjQOLHwbq+gKfEBpX3K5tvZBJ9Y2MBkt0DGHorbik+f0vn8YLfAKuT73ve+bXvR3SLwLtdrg4faCPM52CqSRYyh/e1vf7t70IMeVFb6Wr18v/vdr6xiHyu7ims+f8vvaVdRX6tj7yngu/JVyC9fIthvwoY8qwSfJd/lLneZWqWNYPDhTsHq+OOOO26S73+n9W33fFPiAwrpxI9+9KOTq1e96lXL7j2TCys8sMmITxAkCvBJgj+fz+wW+MzBN55PfepTd+sVrd5dpIBvYmvvW14CG6/sBkigYXczxqUkFbzy2oBY9TslGyG4bePYYDMpwBlZhSHmu3Q5QYafv+6UKrb9nOZpSy0r/0AmvdnJu3w+5jv7elfIndS33bNrn3Z1uwas8j4PXGY1SS9YlTydpz/96cUbsW+07RBf8YpXlCQCEg3orFvf+tZlVzLllbW7ku9cZULzTbtvByUAkXxgCM973vO6u9/97pPvLn0veHLsFGTLP8lW7ORkBzEgOcOnPvWpkuSGpUrI2r+cd6YOmYokFfAtre3u4OmZq1/96iULE8+KlWynNfjc4x73GKLTzteYAvZ/9u30Ix/5yMJj5zrXubpnPetZnX2T7TSFP33f60/iCbwrmQQeOSTSV2ZSDImHGHES9+AJGbkIzRpsq8vDtyMUrwKf+8VTQutChVL1ErSiO7KpMUBtnCNpiCxrsv/ZuAQPim4ZG4SaxBbK+0bZt8iyg+FJCZDsCOcdeyX86ja34677whe+UKKO0oPyJPEAb1j0Tr+QH7YoliVP1jHfYet/ZTkjJ0RyKBt6iC6SO5e85CXLFsaUsXKyk8ly+JrXvKbITA6S8sLnopAJ5GD97XTyGNlm2hFvy3Vw7LHHll8RI0oYXx9xxBElFzkew194GU/K/kYeTwO54fFfJhEjt40p36EzLO1Q5j6+5gwZW9K9ilChhyyC2iwpFjA+4cqwsR/7rkJY1w1+QoFgxD6UWx8d1UcSjz6UcR8d1IcCLiVC8PSRG7uPrQ/76ORyPRipj7nmPkLufQjYUu7Zz352f9e73rWPBBt9dHYfnnYfH/wfQOfIlNSH8p9c93xk0yr1xZxQf61rXavcC+XdBxOV6+oMJu6D6fqYr+yDQfvIXtRHspE+BkcfTFyeCc+pD6brQ9D3YX32McDK9fDk+kgw0Icgnry3Haw/BfBeKMrSl471fexH3Ifn0+tTPBkKsvBZpHPsQ/j0EVEqfIr/QhCVRh566KF9KPbCm5FGsw+P4YDGx7xhHylZt1yPDG99bL1a3p/8p0AYAf3jHve4Ul8I0j4Ufxk7+D2yEpY6Qoj3kYayjyhX4dPIEtiHoig4eQbuQFuSf8uF9m9PKRBzuX1kZCt/5Ekoxz6UUeGvMAz72IymVyYUeh+JVUqfh6PRhwdb+jWmHvvYT7v0vz53Ha+QWWRQKPE+nJSebLrc5S7XR278LbKpbuw973nPPgzFcun+979/ebd6wrnpL3rRixb+Dwemj4xnRU6TZ5HJs49IZh9GRB9KvLw3DIQ+jNxSnnyPZDX1aybHN73pTQv/5QXjgsz0TmMHPtqOBpH1sMhi4wF9yPCYv+/DgSt0yDrI8te97nV5umu/zROvTCSWmvChLeUy249MRjxr4Dh6ouTm5a3LbsbKYvFJYymlHpAS0IIgOzABVh2L87DDDivn+c913kwNQuvq41mzLsGJJ55YLDvXgbCQd8jPm1ngMktRhltl34IrC1RWoJvc5CblWeW1zyK3tDrLjfZvrSmA9/QxfuEZA96KTHH6VH/jRR4x3uTp4hNlZdnixetvXrH9pC3wce2tb33rAe0e40uFeFJ46ZDw7HkZgHfGA4KXuXM4ihgpm+PGmHIdP/rVFmmHeTTOjSOgDlkEG+wPBfCKlLxhHBaP2xSKPrLDoahK7rGAn3jfvGEeKJ7IflVHyk68ZXFaykEyRz1kEV641KUutUU2TWs1HgvFXerB76IA+M/udiKesiaKjIYBUWSbRXGHBI96r/fwpD1jWmga4Pk6W6G1UKKdydfaq2142cYlZLH6jCk0AnAz7rKeveLnpsSn9eqM6wQm0Kn1sU4EhGp40SWns3N5oMdSxbo2nPfJ+hgUWZ8BMoS85l0pLBkOQyAwQZ0P2zvTIBiWb+ebSwHGGb7wh3/wJ0hl7xxPEU6uEXCmYIaAN4RHh5C8pO40FpMPlXXsurprvnRvyJv4XBlAMALvbHxZSLFv/6yZsS5HHnIOgOnB8DjLlwkML/0rnG33O8YXXrAaewzwg+lA032AHEwF5zz5qZZNrg9BPTe/+c27y1zmMuXWHe5whxLmxj+mYmzMYirgiU98YrmvPAfHBj9AecbtLCCLa55Xhz/gN3F1njLaeIJ7loNPymzl9oqffzyKvLFBoYAOQnwbmdgcZBlgzbIMWWn+CM2xTw54Sultz3oPRoUPKw+TmD/yDsAKNAfq+nafTygf4aEybw6vBptFAUoab9qisxYW87aCZ0Co8qwIU96H+cshEOTzft5jm1CePTD/By9eE8VMyFkrYl4Sj24HxoIx0WD/KMAAs7jLFznmeMkZSvKQ8GzT6JKjXN/ioa985SsTZFN2chKs1/CsOXXXlY1QfZlLnjww54F6zDurg9FgzRCgPCloCzxjmnPiqOR7lceHym83XoayWB0ZpbKO5F73utec2P5fMfwssrrbcOpjA3b7JZtUv0U+Ok8HXP7yl+9e9KIXFebABFat814sCMLsFsIJSWKgmPsojMLiIygpbSFv4UteuRBMWmxJD0JZqNxCM5YkxW8Rx3nOc57O5w6sP0I75o9KuN7iC/XByw49cFDWQhGC1HsJTNahkKa6MoyUIS51CLvacavBZlEAP+BNBhhBaeGRBTY8JCtrCVn9rIyyhK3wtNAjfr7CFa5QeM1XER/+8Ic7WyH65CZ5I6lB+PlK42IXu1gx+Hhloj0Uu1AqPhXCtDLeFNHnPve5MpVkG0uePXzw+tnOdrZicBgvvCjvswjPjn4Eu/osfkpgUFhEJTzbYP8oYGEb2UQuMfys6OYJi5LgMYsTn//855fFtxZ+kTmUvClAPGDqUH+TW5Q92cghInMsDsN/QusMADw0jL4oa8Gj95JvuWUug4D8O+qooyYhbIvdbDBiCgCuAN+qm2y1sBPuIgqUPY/bmDHdUwNnyLSQXcWAhWzwEP7PcWIskekiFdpLRuNjvK7NdIRxpt1+LZK20G0o9+v3ruK4bYAyoKKOEPpDeMqQsKS4MaNf4SSM7JyCBVnOcXog7mXIsQ5tKpMgDPXYxz62MLeO9y6gPs/ne9VJiGbYivJ2DcA3P0tzTRnv86xnsh1wptBtnWnlJuZrsFkUSJ7Sl3hgjP/0PZ6ow9p4Ah/oc3yR/K31eG1MyJhHtKI9Fq0VXsdL3qv+mk/hoT71Zn3KAe9VVhnX4EQ55JhyzTmg2Alh8675fLnR/u05BfAP3sq+0b9kS/aLfnVfv+Id/YqPnJtHdy1lXvKsRpCZrrs2lE11I91TBsDBe2seg4t3Jbg35GM8ph0gyyvnmmeVr8F1Dg7ny+dhQHmAt+GRY8c1z8PRNe0COUbgK/pqGsFaqd2GpsR3m8Lb1I9RMMPQG9rmsaVuY1AM3BT4UuQ7qB4inERyCC9CcLdB1ECEgZBv0CiwHxRgnJiyHEYGFsWFMlcPozQNn0XrWKR8U+KLUGuXyhKYY97Qql+3V+9ZNd6tvlM+BRpvnvL7eBNauIl82JT4JnBWw7FRoFGgUaBRoFFghAJtdfoIUdqlRoFGgUaBRoFGgU2gQFPim9BLDcdGgUaBRoFGgUaBEQo0JT5ClHapUaBRoFGgUaBRYBMo0JT4JvRSw7FRoFGgUaBRoFFghAJNiY8QpV1qFGgUaBRoFGgU2AQKNCW+Cb3UcGwUaBRoFGgUaBQYoUBT4iNEaZcaBRoFGgUaBRoFNoECTYlvQi81HBsFGgUaBRoFGgVGKNCU+AhR2qVGgUaBRoFGgUaBTaBAU+Kb0EsNx0aBRoFGgUaBRoERCjQlPkKUdqlRoFGgUaBRoFFgEyjQlPgm9FLDsVGgUaBRoFGgUWCEAk2JjxClXWoUaBRoFGgUaBTYBAo0Jb4JvdRwbBRoFGgUaBRoFBihQFPiI0RplxoFGgUaBRoFGgU2gQJNiW9CLzUcGwUaBRoFGgUaBUYo0JT4CFHapUaBRoFGgUaBRoFNoEBT4pvQSw3HRoFGgUaBRoFGgREKNCU+QpR2qVGgUaBRoFGgUWATKNCU+Cb0UsOxUaBRoFGgUaBRYIQCTYmPEKVdahRoFGgUaBRoFNgECqxcif/jP/7jJrR733D8j//4j+7b3/529+///u8rx0G9X/ziF2fW+3d/93fdO97xju5LX/rSzHKL3tzNdi2Ky36V/6//+q8Off/lX/5lT1D47//+7+473/lO98///M978r5ZL/nBD35Q+HpWmeE9Y+Bb3/pWh24N9pcCyUs//OEP9xeRn7z9k5/8ZDevLsFHf/M3f9P953/+51rgXiORdDU+ZsG//uu/dt/4xjdmFZl6by4l/oY3vKG72c1u1v2///f/ul/7tV/rjjrqqO7II4/srnrVq3Y/93M/19373vcuL3jnO9/Z/cqv/Er3uMc9buoLl7nR93338Y9/vHvEIx7R/eVf/uXMKl71qlcVvM52trN1T3nKU7o//dM/7R7/+Md3N7zhDbvf//3fn/nsXtykQC93uct1H/vYx1b6uqc//ende9/73u4Od7hD981vfvOAuv/+7/+++6M/+qPue9/7Xnfuc5+7++3f/u0Dyuzkwm61axmcfvSjHy3z2I6fef/731947+1vf/vMulaF34c//OHumte8ZvfqV7965vvGbuKHq1/96t0qhPa//du/dccdd1x3rWtda+xVk2vDdpMrF7/4xbuTTz55UuZgOBjSYR3aTL5e97rX7f78z/9839G59a1vXfjyOte5zigu+K2GN73pTd0lLnGJ7stf/nJ9eS2OGSN/+Id/2L3oRS+aic8LXvCC7rd+67c6um5hiIfmgn/6p39Se3+Ri1xkS/lQ3H10frkW3l1/mctcpn/zm9+8pcxOTsLC6kMBl3d4/3Oe85xtq/uzP/uzgsew4AMe8IDhpX05D4Oof9/73rfSd1/60pfu//d//7f/27/92/I7rPzhD394/4xnPGNyOYyxyfGqDrQrDIlVVbd0PWHQLP3sTh+85z3v2YchObOaVeJ3zDHH9M973vNmvm/sZiiS/tGPfnQfXvDY7YWvff/73z9ANgwrGWv3YYcd1pMbBwuE8dS/4hWvWMvm4odaRuwHkp/4xCf629/+9hNZNoYD+T7k2z/4gz/oP/OZz4wV3/dr4dT24VBui8c5znGOUdm93YNzeeJjloHwwOc+97nuyle+cvezP/uzpch5znOe7gMf+EB3jWtcY+yRpa79+q//evfyl7+8O/bYY5d63kMZYr7QhS60nKWz9JvHHzzVqU41fmMHV4Vw1XvmM5+5/A6r4nkFk0wu/9RPLd31kzrGDnajbWPvmXZNFOKDH/zgtNt7cn0WDd7znveUkPsqEZn1vmnvEUG73/3u153mNKeZVmTh69vh8bKXveyAOj2z3XMHPLTBF8ZosMHNWTnqX/3qV7tf/dVfnciysReM0XDd+WgeHp+nzBg9lh7Bf/EXf1HCYBe84AW7sOBK3fe5z31KOObud79798d//Mfl2hOe8IRO+OjUpz51iflT9MLcFOvP/MzPjOG00mvmGsJ7LyH+m9zkJqXuxz72sSU8f+ihh5bw8y1ucYui3MNT7853vvN1T33qU7uznvWsZfrg7Gc/e3fhC1+4O/roo7svfOEL5dfc86c+9anuzne+c/fud7+7MFx4wN3d7na3Mr93//vfv8OMph0igtEJs7p2yCGHHNA2oaEnPelJHTqaPxEW+o3f+I0DyrlguuLrX/96d4YznKHQMizWQtdnPetZ3Xe/+90ydcCoOu95z7vleWH2z372s1146pPQZR2SYpChkXCOtoVXX8KcKjEvdcIJJ5R75i+vcIUrdIwhYC7Ku9HqK1/5SrfdvM9HPvKRQgttNY8rzPTKV76ye93rXlemYf7kT/6kEyJ+4hOf2B1++OElvIc2F7jABQpthF5Pf/rTlz5g9bfvwgAAQABJREFUhIT13enfr33ta6Uf0eCud71raYNpFP1m6mIIQv/40tSDEKLpFobiSSed1J32tKfthHm9B45ZFg/DRdvNvaGRduuz8AyK8YQGjKVpoG3GiCkn+OG/85///F14sV1404XG5vYuf/nLF9zH6tGHz372s0sdeEyfpHEWFnup90xnOlNpx1nOcpbSj8biySefXKbAjNs73vGOXXgtpSz64wU8r+9NjeFBdETjhz70oaVPvOtc5zpXGcvXvva1C2rGAN7+xV/8xXJ9DF/X4PzABz6wTIVp98///M93xlzCX//1X3ef/vSnO2PIu3/3d3+33AqvrPSJqR9hf/wyND4Zr+rGp+7jQXz24Ac/uNN+EJ5vGaP6EE9c9KIXLePFeDc9aLy87W1vK3LpdKc7XekLNDR2TcExjI0ftLja1a5WaKvef/iHfyjv1K/6HW/83u/9nluFvup0DR/hM7Q//vjju6tc5Srl/de//vWLwhJyfde73lXKZjvf8pa3dMbDne50p+7zn/98Mbbue9/7lvECZ7wufEwuDQF/4Fvj5iEPeUj31re+tROuveUtb9ld8pKX7Ew54kG0QrNf+qVfGlZRxiBlGVHV7n/+538KjfEXXgcnnnhikeGm5oxB7WNAoxOnTpuM84i0HFA3fgiPv/QPGWKaFi20B654FZ8Iq7uX4P0PetCDuohilud/4Rd+ofB03icHyGh9ERHjydjHp2SnvkBfsoU+qkEbjRPjD83VoQ0RWetMj1GweMzYAdZxwPE3f/M3Cx31STqv8Hzuc59b6Epew0tfJOgfYwDdyZnk97y/8G+8cC7IcHookD7mvkpoXYh2CIFYH15zuRxM3Ecn9CH0yrmQr5D2hz70oeFj254Ls0Tj5g6nC00I393oRjfqhVqGEHN4fQz0PoRwH4zRhzAsRUKh9DH3Xo7di3mZyXEM7D4GVzkPxVbChyFEyjmahPAox66hQyw6KufChdHZfQzmcn7zm998Ek73Lu8EIRT6GGjlePgv5qz6G9zgBpPLwez9bW5zm8l5GBuT47GDMDD617zmNZNbIeAmxzE32scAmpyHEuljQJbQTijt3pQGiMHX68NYvFXOQwD0MZjLsT6+1KUuNTWcHoOkV1eGwfBORG3KszEw+mD6cuxfKNhyLAyVoUf8d8QRR5TrcI0ITR8Co5zjqRgY5Vg4PwRCOZ71b/jOWENR+sd0BH5ISB7HL2984xvLZf16q1vdqhwL/YWwK8faGEJ/Zjj9mc98ZuG7rB9NQ5kXervmPAZ1mRbJMvVvCPI+DKdySVn8HQZAOQ9h04dCm9xLvkfzUER9KNw+DJT+r/7qr0oZfRmLacoxHg0FV479M20lRB5Cr4+1L5Pr6BaCqdQBT20G6h5OtU0e+snB2BQO3kNbEIZCabtjbcMvsWDSaR+Gdx9GVjke/jN2tQ++IJRqH8Z4Hwqi8G4omnI9hHApZ1wDY8q4CYVY2ovHYk64D+VR7ofSnUwVuoAmYUhO5Fko7P6Rj3xkKYtv6vZf8YpX7MM4Kvee/OQnT+RGGP4TnnZz2M4wKPtQ6OU54zuMvsILL3nJS/oTY6zF3Gq557l8d7kw+BeGVk/+AnQII60cP+pRj+of9rCHlWPXwuEqx/4Nw+nhTPShzMr9UGi9NoFQ2n04C+XYP3UYk2FQFFq6FlHaLfLGtQT9/fznPz9P+zCm+5jXLuemokxJzYIwnidyJMtpb/I+ftBPCfgIDUAYUX0YOHlry692hXEz4TP0IdOSB7U/jITyTBi5E3nggnEY67XKPe0LR6Qc+0dWZDid7vNsArxzDJ3znOcs/JD35v1dOKbKS2RRsuzGoLZwWCEgwwSsaOG7IMzYoyu9xnpmNbEmoxMndYegKMcsdd4IS1ZYkVcFeJ3awIpmvbGiWWeu8cCiI0s5ljrPleUOnLPUAOuRdyIsBEQfWF0WYAzB+3hC3mexmymK6LxhseLx8iAS0NCzLNmdAHoEYxUvK+sRjbAQAy68S1MaQD9qM5paSak9l73sZcu9n/7pny40zL4uF6t/PAPt4nFoK3rmAjD9xKMHrGzeAdA+q96Vh2MomuIVsPSFg1n6oKZ9uTDHP/1TQ0aFWNRwtUgrlGOxxOEdQqd4m3BhofMceXbwvtKVrlSqwt8s82k0qN+XxzwHUSkLMYFnebwvfelLs8jkNwZ78ZjzfcqGEpq8D73wHhzRVpSAd2PM8ZZ+53d+p0QveE8g2+wYj+LXXDiqP3/5l3+5eLE8HnX6w+/q1m5ec3rGh0SUaZF2e2dCjs+6H0W4eDuhuMt71a1fxkCbPQtfwNvUXnXgXXV89KMfLVN9+M49gI94QrxSiz6N0etd73rF4w6FWSIk9Yph5Xl4aAM8l2Oyxh0NRQhMnaBZKNypuIuS4XE4Kguynd6nX8iym970pqX/eNY3vvGNS/SKZz4N6jHFu83Ix13ucpfi4XoX2VG3b1hXPUZqXrGQEh+ow5+xiCd43XjCO9TNOx+DcK5KH+U9soxXu1MY4yPyBC54YUjf4fvQW19k9E6fkoX4C2QfG1ciEtqa4DgM9HIqYpdj1IV6bBijon1JO2OTPNkJLB1OF1ITypsFVrATfkLJCBCL3rp73OMeWx4hIJcd/FsqmnEizA18/vO1CG2ExVPeacW9lfTCZsIbILyUMqAzDJS/7ulMHZ1g0NdAyE4DIXADuwZCSuhIaFZHg/p95cJP/gkDZRmX4EE4EEg1TvUz8xyrN4VSljcohdpm3XMfzZLB89lpv+hKKGT78ld5YS48wKjSP8LJ2ibMSiATZKB+Zh7ao21Ns1LJlH9pOFHMhB4B/NrXvraELwktBqmwVypbuPi8ixKrhd2U6kcvw28WjYcPEUb+8NIYoLEVvUmn/FWWwqkF8djzphcIIn1K4QN1Uu5ZV/6ayslw9Vhds66hG5rhM1D3ZY4h78Vf+b78nVVvfS/HmykCCiy8z2KYpdGdZdN4z3OhcV/BoAMBLvxdQ42r6/V5jTtBnTjnb12PY/2/XTtr/CgPhj7+5EQxNCiMMfDlAVmL1sZq8ijlYQU6pck4Mx0yD+T4UBbO+Cnblb+mhTg+pgKEwiNScMAXQerhGNUyJ+XNPHjUZUwpoHP26bS+cD9xzN+6nvpY2XqdSF2ncvrYGOTQjbXBfXL+jGc8Y13t5BjtTOsmHvk7KbDEwcKeeL6D1bvdZ0o8J16FeQUK/dhjjy2Wb9bB21MPa2k3IYWX9+XcBMscIxqsBjmFCghBc2oJ5qN8lrUo6OQEg8j8nvnqGjCBeZT6fSzzMeAZ8v4S4MWCncYsWW67X/TAuOYjE3jgPl3iZRAc8E/gOZonJOAIAYIoAfPWgz2v+yVUKOka6rZSIAa9PgGUozbXtMEn0+rPeg3qnO+f9RkfwyfrMrepHc7N6VHe5tvNXVFUcDHYalwoeV47A8ScW8IsGigDP4YCgB/PznsJwAR9O/Y5pH7ibdTtqt835F1RlLpfs/5pvzwnfRLTHJNxwliv34cfLByEnzGUUOOR14a/hDUBiF7qmQXmntEh+0hZNJ8GPKgEkTNGF2NQH+ojESN0T3pY9zAGPF0GiogK+oGc8x4rP3bNOCesU6krk7hn/2sXmeAzXWNqnnbiS5EVnjjDkvMxDfDsUbEmR5TRuosEazKsITDOsn3TaFGPEX2dOBobPklL0E48E2Hksp7HWqGYepq0Ocv5ZayTLbUsM+bUOS8kDT1Xy9mx59FXpItTkJB9keeL/jIuRWRreZZtEOnBu9PGxnCM4tWMDtd4cDjrcVffGx6fOhTrscOLw3MdYpEFYuhIjISBLBKpwQAQSiKQhBcMHovc4jOYsngo5mO6mNspVr6wvHqEV3nEtcVZ14n4BhULT2MpFAxDiYx5JJjbogKDiNDAbMoL/1m8ZWEEpY2R73Wve5VFQazZkyKcJWwFFwuttI+lRxhoi8VwrFiMrZxnMOI5YsU3j5FlTNkTyqxeC6fgztOyIAaZedys1Be+8IWlbgu1LLKAm85HDyBSMAS0JNQYRvASbvUOliLPQQiOsUIpDz1zFrvQsMjJxS52sfKsKRH4CftgSJY5o8JCJ8rbQhPnBKF7rFMWPCVCucLXIh5hJYYYGgupaYOIS1r+2Q7Ghj7XdvgJb/GyMwJicREljs4EEICbPjPw9T1hwSt8zGMeUzwI/UAZWCRDCeMJPOkd6AKHMVqqG86xRqAIM8YBvIUWef14CF4W6qhHPxHM2ooOeEv79f2hhx5argvLUvJ4xIDWtjEDi/CEr1+hXuFwdEwa61fhPMpzDLwPv3gfJYDmfnnOlDD+sijHGMQr+sK4473hDzQyLizk8yeSo21o7g9v6acc25QZPvG8+3hJv7ivT9CN0aQ/1cewQa8xMD6EDtHOmEJnPGVM428LXvUFusFJ350Q4Uf4ErzqHfKV91DO6MdAUJfxYLGiOrUZT2sT40NkhhFhLOoH17TLOcgwvH5n3OEJxpN2WfzHwDUdYey/+MUvLlNoaOEeHPEV3I1D/UThaBNc3GP4kk/GFh7R/+pzLdtpjFIC2o4H8bl+QDvyFf3IHM+mU1KQH/zDy0972tPK4ra8xTOnfLQZLxu3lDza4W99aprKOxlGZA5eQguym5xmwHmWDPFLhpMh9AQvm0FHAVHMaZTn+/3iH20D6C9aQi57Nx7QTuMPzcYAPuhDLug38hpurtd9QT/oC3QgR/QFI5V80781kC3kD/7WT/gs+9sUojGtv/GX/qnltvZ7nj4BaKE/vQOfGKNkg/dS4viBXkEnbT00xjT8GGnkGZlrLKFRzLXXaI4enyqU8oETsKNFF79429vetih9K10xHgbi+RoYOfe2eK178wRmxCSpZBZ5K69ex2snoYiR1TULCDgDfLvwtIHFMDA9sWpg/cHVwByCe96pH4fgHiFnoBOaY4I2n6EQ0ET5IRAkQwNEGWsNCFJ1zwPeYUCPKdH6eQNG3QwDbUj6az8667PhO6f1E95GH8YfAWkAT+tz3gPFNxQks2hc4+2YotY+vAAInnxfesXasyhM6wO0QtMh32kHWnkXGuCfWTys74d1zMJxFr/kc+q04pvARBf1Jy2UMR71G8UECNwxPi434x/66SNKgHj0p08XBc/BZ8jr6vd+SjthnnaiM370PIU0D05j/Zk8apzOQwtljD90xnPZv0OeSPwouiFvZzvrX2PPeNeWRWE3+GhRHJQn8+iIMbkFR8a2/tK/jpMvGZ74ch46bYfXripxFrGBJaRlkLNyfcJCGFgcdUoFBgAlbgA3aBRoFNhdCvBWKXERkgaNAgcbBXZVibPghLKsLGatUG7CfkIEac2d0gjOuhJqZ2UKd5kKaNAo0CiwOxTg5VjtzLs0JWPtTYNGgYOJAruqxA8mQra2Ngo0CjQKNAo0Cuw1BRaf6NlrDNv7GgUaBRoFGgUaBRoFRinQlPgoWdrFRoFGgUaBRoFGgfWnQFPi699HDcNGgUaBRoFGgUaBUQo0JT5KlnaxUaBRoFGgUaBRYP0psJQSX+bTch/nW51+MILvJiU0WDVYkZsZqFZd9ybU50sA7ffp4iKw7HOLvKMu6xMoyYR8UzqE3eKN4XuG53jH55+rAjLBd8O+SJkGvpXdrkw+O4u3fWOLpvmuvaKhNkpuoy+9E/g2vsHiFPD9uuRTxuLBBLvR7rmUuKw6uS2c7E8y1MwLBq4MaQRY7N5VHjMI1wEMSkTdTdBWGeumbQaw7Lsl+bCVYm6vumw9m/yczEfSKuaGEfO2RdYmz8kCuJtASMVOVCVzmkx+MnrJYJjGrEQpUlUuknJSClBJlHyiKQ+DTGU+aZRQSSIO420ekOHKu1cFMnvZI0GClLHNWxhb8s7bYEQGK2DrR9tiDmE73ra1qExlFD0aHhvZEKdluBvWvew5GRi7CJZv0WUtk51MxjfpgjcNJBWSBtnnefsFspPJYMYYWxTWRX/Mg/cQ19e//vUl45tEYCuDUGRzQXjSfWQLmqtsXSj2o+1DiZUtP8NqLVvIRTrCusi+HUfu4D7SSe76+yNzTx9pJlf+nkjdV7ZrXHnFG1ShbRDrLVbnRd1zuQXsvM8sUi4UdR/7BvSR+nTLY2E4lK1H82IkPuojjWOezvUbSU1kWZxskZgP2Xo3DIc8nflrS9HIMtWHRzmz3CI3teV2t7tdH2k1D3jMVpOuR96IyT3bzEbaycl5fYC3bfU5DSLfxGTby8jGtmXryWnPLHvd1qa2M42Iz5Yqwnja0pdbbq7xiXZE6uIik/cTzUjQ00f62IVRwOebAmO4hgOxZevnnbZlLk98JxaDfLjSWkoz6FfyFyG1dYC9yhqXqfZW3ebdqnfVeO52fcvQYZlnFmkHL1mOZXmba5DLWTpGOcPBKvCwpwGwsYSczNsB70ckQu53HtEqQV5tIWe5vRNCSI22k2crQjENtqNN3s/fafXs9LptSm3iNEwPGvtEryRt5k7xW/R57RAFmZV6dtE6lym/TL+Zlqw3TlrmvXv5jBzoQ9DuZdo+rCfPD0ySnXcW/DVwbShhUAoXCm8RLghOaUv4T2jYDEQYxcAmdGQ1C2+97Nkt9DgvSNwvybx5MbvmSCBvbjQ2ti+bMRBOwvgEqc0b5K2FF8GBiXM7PntXEzjC0srI6S5kKVwnrCf8Z6MGyfCljJXYX8jQnrnLggx23uMdcPIOIUi7Cdk1y+YNwndPfvKTC77oJGRqYwK0tHmEDR2WAZnkhD1l0JOqEs3MjdqbuN7NyEYwgMKxMYLNJ5Ql/OXpFj61zkE9piTQTy5ntPQn/zg6SuYPZ1u+yqYlW5+2COfqF+23t7tsW3JbC41L0yssrP02QZDH2kYHwpjqgo+ydmHaSWpbG4QIiworegd+Ed7Fx/rY+81/CpuaDrGn87wgZGyjmDGw+5+NUrI+PAwPY0LqULS0OUpuMGLsoLWtUHPP5KzXsza5sHGEsZTj6YlPfGJ3pzvdqeyQRWAcffTR+UgZb7e85S3LZh74zvGqgGJQnw13Hv7wh5dq8bsd92rQThsm2SzC3tcAv9iwSE7xzAmfz8h9bmMbIfnt5lLVY/zk+DLG0QAP4kebwswLdpmy+UVuzVo/J5V0TknIG45P0F+YH6/azQoeZJKpRKF/fO0PDnYvY1ChAZlo8w2bGjGE5KC32Qo+14/AlERENApvog9ZJqe5jUhySsXmJvJ4k1V4Bo87x1vKA5s12cPCxiHeY9Mc49g4wId4CY7KyPuubcbzDW94wzLuyXCbmGi//iZTsg/LCxb4p6/gSDmjHfkC0Goo8+BkW2nbFZtGMo7MqWuPMSI7JtngGjoay+QJ3OymiX/oA+1EY7RDL2ORnCGLjHPbs9qIKaJKZe0D3pGzfp7NSLLp5JRNtsh5uMpTnzJVGbLL5if61EY4uQEP/UJnkvWpf7ZV+NG5c8F24fRg2EloLojah3Ao9YaAKaGbfInQejQqT8tvKI8Drm0pMOUkOqqE6t0O5uuFCEEI5D6YuA8BV37zfTF31se+wqWMfyG0t4TTo/NLeDo6oJQJIdNrN4gO7IN5e2G+OiRYbm7zL9YDTMLp6g5BPAllwSkYudQQ6w762C61HAfD9toHYh3CJGQsdAhvEPMqS4XTg3H7EIa9sCyI3Xf6EHTl2L8wtvpg9HLuXRkSDoYsNHAjBEJvqgSE0O5jh59yHHsY9zEYynEI7z4GSDkOT6avQ0tCzaYZQKyxKOFK71QmBnDp16w/5vD68IZK2ZgP7oVhgf6NrVwntCkX5/wHz9i1aFIaDcIQLOeOQ4CVY+8IZTQpN+9BGDp9GH6jxUPYTPotBH4fBsOEZvo3lE+hAZrFQC51xC5IfQjbcpzh9DAy+hBqfSj8A94jrK0daJd9k4ViR8JyGIZ3H8Kvx5+rAOH0mPPrTVPhrxxHxiYYhtNNqxljIHYWK6FpfA/0fYbTQ4n0oeT6EPTlHppEVG/CP6FEJuH0HF/GMjBm8S3Q37GOohzP+y92ZytTF9tNU+jTMNwm1RpPKTvInJiDntyLXcP6nFIMod2HQpncCw+595cQyr8Pg6ycxraifSjYcownjwlZmnDUUUf1YagVGoWDUi6TM4lDbKXbm8pJMB2BnkLreCgheR3OYYjl5T4MiT6MhXL+/Oc/vw9nbTKdE7tw9WHUT8rOeyCsjF8S0CGMnnIakazJdBf+JGMAmRIOYjnOf6Es+1D45TQUde8c4ItwEMpx7B5WxoITUzs5NsOAKmPNdeMpxxhah3PlcoFwmopeyfN5f8MIOqAoXZl6yFiJbXJLGbJGn9FfYF5+3XE4nbeQFiWrg1XDcltk0ZCFPcssEDniiCM6i1wAq8V2bzGIi/ckXMQz5OXlFo0suVkLClikLE64awfrLhfhsGaFRm0JaJvOZSG3dMx3eF++g8Vo+0Jga8e0/E6ILel4u3CKQVms4ejjZVEolrndc2yBCOz6VIc1M2rBMvXOk2ObT7+8oRPDWwBpCbPc0Sbpyru3HWAoyeJRpWU93Nms3h3M8zwXljEauBeConj+3mvrSH8saBGXEBoFB/0rIrGtpVpKH/hPZCiBhxsGRDmFA4sesMpDQJbjRf6pO2kyfE7I+5BDDplcRn+eEBABsGiNB4F2+sViONfsaV4Dz4O3gtYJxiNIfuVJGScJPGC05GXhQXxgimuVYPMfvGU88UpFbsag5gG0t+d39iX65LFoCP4XpQI8QIv48n5dt7HkusW3eKceXyJQtnldBLQF8MjHgBdK3okKipAl8NxzLOuL+p6xwPsC+l4dCfo5x6VrZA0PH8DfObqGwN/CX9nfaJSLXYVyedo8df1c82PSXlRSFFXUQB9YIAkcJ47ORVKMeeBdxjhcwbAN5eKc/+oxqG+yrWQeb1wf8k5FJabJPBG0nJ5SxjOADLWfuoV8tuvF9+6Ra/iDviJTLDh1nX7IRbLaWLdfnym7KiBvQE07OMGBjIUP+Za6YdZ7dxxOt0LYIKXwaiEzT2iccqiF2SxEx+4JNRH+FJuBS+hpNGVj/h0IhSOKcLgwSx0yruuECwGH2bMd+ZvlvGunMOsdBr7VjKYhhNkoK0aJ8JFBlHtjD/FaBiftrGF4TkgQXBieYs75M6F9YEAT0PbgFRoy4ICBSMj4Ey4mDJJhS4Gf/BsOyJq2BDaBI+QorAy0WegJHkOD4CdV7ugnw4kqEXqjJISB0cB+34sCXiQ0hmCQEkh1aG1YJnGxgpjRh5bKC3PiiSEIMSYI3yaf1DTN+xQ3A4VyA/hNSJ1BsErwNQuDS39px3bgk63h+oF8xj39MQ8YX/gjx0j+zvPsWBk0FGqlSIZTAngYLdHOOE2aqseUQH6G5nw4vupzY20aMOpSeQh/E+6mT7ybzKph2N/WZTDiKDLG6BiYRqIA8Q1lL8ysLKeITE/Yrj2z2pB1bPebfE9Oa5sQc+qHsX5Uxn1Tceiv7+EpZG7sohvHwDh0v66DgyQMz4jJ6/mbeNZ95NpO2kh26cs0nuq6s174M1ATj/xNfKb97sgTNy8KOYLb95L1cnrWzRggWpYzMADPZEzgjT0/vEa4mc81Z2veyaBKr4bAjJBi+RTHwKZsQCryxAUjm/fCwEM8Vr2IIsK/B3yfW7+DQIhQy2TvY4IBXqIMCXX5vLYbvzwCkQf9nKBfzUMff/zxZc4TU9Z0Nc/Je6FYGFCJK8s2FTfhxvrP86w7fw1EnkHdZu/lZZjnrL9vNlCn1ZP1Tfs1x59gbq7+1Is3HuHKifeX5eb9FQFijCWP53Pm5SjZWonXeBA2aGOeFC2V5R2Zp09aZl35m4KBMct6nwaEBQOpVjaEGUPcnGQC+i7z6Y/x5g/wGNXLCBzzmPNd+YvH4Z9Q96t5bDyWwk6Z+n4+45fBYJ6zhqQbwb7MGgrGiDUGdT+pn0LlrYlcMTjJkATHNT/l9Xl+efYJ5sDVg8ctriMbKIB6zGXZ+tf7fc7Ee9ff08rrZ+0jlzg62mOraOs5alm4k/bUeA2Pa5rmGGQ8wKce/9mHKbPVU48t0SZrozgM9EBMGU32cafU0aCOppAnFplSnDVfTdNbQ7znPTc26Rfz3/V7xp6ntGseUmYefE59bMBYhfU1lhnrz6ITlgKErOwW5rNYAgPrfEzA8hGmoAAsQBEeEW7H6Oc73/mKNSKUx3tXRjiB4hWWXeZbagqDJUlZ8755foSfUA/hwYtlJBgYcBey0KkxL1WsMELVANH5FlawXNWH+CdFGE/bEFI5go61O7R4a1oNjxks8TlHqUPkAOP4rd9hwRK6ATTyLb5nUvhZRGKxFwGdg1GYzOILfcNbtchjHjBALfBheXsOfugvDGsxhXCSBSGUCUuYcOUBGjz63Xt5qmgDHwMDzXh4PBUDD61Z8kJYhx9+eOlrVqiwrbKePTmsaH3D+1K/AazPcgEROsHL4LPwxa/Q26HhibqOn7yLIMX43j2vt4ZO6MawwJv4Qx0WYqX3gTeF9Cnj7Id56Jtl8I+xYREQb5RhaczAOeYaJxY5WmkfgakcgWpcWeikvAgHRWjsoSUFj165AIxXTznpM4uZ7nOf+5Q2eYdoBl7D19pngZSoFP63QAzgK7yADujHaOC5ibLgy3mB4idKRA6MQ+NLmNiiTX1nzPP0XKOEeFtkivcywClfbeIUMPLgyXCBJyfBuLAYEh+6h085DnC0iEnoFG/hG+Mz1gFMxjA+Rn8LlfR5PXU0T/vUh7/Q1vP4AQ4MloxMiVbhS30oGqjNjC+GibZb7MkAxfumACkvbbJ4Ev0ZqDx+9RpnxqU2GpcMZu/Vn87RTnuU1RZyCa+St+oxxcRpsbjXuKOotAGN0It8hoN3oD2eM57UY0yjN5mjTqC8uslV8gf/4SdjBP/FOp7&quot;&gt;&lt;/p&gt;