Sobretasa de 2017 y 2018 y cálculo del impuesto diferido en el cierre de 2016 y 2017
- Publicado: 20 diciembre, 2017
Este artículo fue publicado hace más de un año, por lo que es importante prestar atención a la vigencia de sus referencias normativas. Si detecta algún error, por favor avísenos haciendo click en “Reportar un error” (más abajo en esta misma página). Mil gracias.
Como durante los años gravable 2017 y 2018 existirá también una sobretasa que solo se calcula sobre los valores que excedan los primeros $800.000.000 de renta líquida gravable, en el cierre de 2016 y 2017, al calcular el impuesto diferido, resultará complejo determinar la tasa efectiva de tributación.
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OitehxLYwW7t86HSBuEUL10Kl1T7fL4fnM1ySRlbq8CoSvicGt85Xv1jwDCnS82RCThP4dw+bvgTFpoG79tNtBxVqKvmKRAWhierFQ1RM+h+bEI6XJaRYXGZ0fvr2O14CFMDGTP1pUfWICxspFC1MdS6BWVw+AM/q6GGIfV0FjtYn6TzHaNj2KBiKPpGR3ZYM8KVJP0w+oyTKGmqePBLwot6+CXHV5HPVjGoly0DFPno0CG3RbWxSzvBp5vG7oJ/2fNqfoh0RBhycOssMolNm/kKEETBpTaiOg2QSqPKt8U7AZvMBwO28vvDmgBzG3/AZeq5dbFOCbzXILUI2idD/95bx3hn82xl9Dxi2qTn+R7osroZS81ijpYBaWJr3TLKWGMnF0Qm2bDWcSGaFsTsFtCpWmaZ4D2u/bWZrN27yIKdNSbXXxgl18a2Uuz9dHNgEmsRASI3DkYTn7NdGSeEO7/iRfmHNeT6D1V9SASQSNWsiMWHT5XWuzOXcnhc/FpBHnStrCgJBQUUm/gGjP/kVzw92VhdhFEPoIVmtYoxVDvzkTkkM16NHijiT7vjPyIwGGw+rHC3KFDP2HGdhptac3VuB+C8jxtuI7XiJYa+A9M5rv65BuIdSwJ1Oqv2tbuljIpUHmUVZWCez7YeqIXsvGc8ZmiEjTsgHcGANvdS7vpgVgWk/z4hjL8AYxAqcfNJbct/yvs07FEiGwLFt7As7vUEzScz6FfHyGPH97kwNWeRnnY29GUQX1QyWPARveRICCEeGgVQ24UM7Ci7Dyc+Fa+b3waGU11PGquZa6AcaMH2CjqDjyc4pFmdHGD2M/2k1ZAhggEkAy/EpMSc3inXgfRq/5o8HfK1Dfv8Vl+uDPcxIn1+wNW9JEUlDGUF8lAAXtCl6C23DV2SLCb9s3E3lbqDnD2HdoIr5owmIAiKCF4guAs2ematwjnZ/VwwSJ9G1cEfDdQwNnTGk7DAGruCF94H+ihzsWayb28FQEKrg02ktCH2AVYruvwiYXvIBRKZ/f302TJDueDlHL0l2iyHzdH2NLMLHV2nRzNYFGqAkG+rJTTEsc2/fmhghUUNexhC4989npEftdtzLrZx7fe897hW2H4hqkYVufnRFSNr+/O1Px1WTZKsoEnzMtwADkGV8yKOG9I5ScPaXC1m9NeRSdcnTiD4IqOj+1ZAWlSK6N4vWlGcqXUxuxZfk3KuZ4pr3b8QhXMOGGPXa51FIrIeDjg2zvuj63F++qMYliWxgqUUFsPWJD91ih8sMH6xXh35j/N0ZObH4BpzPRiTrEvNNtVIlagEQnjlZP97TdZ2HmJ5cvN1LjM8Z8szIYezLjMjLtH89aaeXDuDEEniB7neOAg6jCEuNVEJkLDKonGVllUdsXmaWYB8EvKcHp2EuMS/xo/thsE4N/+Xij0BgJfSTbpGBRjUmPHUWUuR1P4252rZOaLmCvZL+K+D8upIwfZqGVkP4PrJPq2TTjPAhl2XMa7c3zBjNJKEspl5evSJFTy7LdhlnvJq74qmYpfGZvmGx9sw0tKM/ZVvSDcsj2/BL6BC1zl2/i0ipqK/lIQQlB1CmM31MypRSzH96CNYDYe1IBL3yG3aoDnM0qv+OMFZcytBz3ZEXwD4XPv+Pu8wNyIat069tspwS9dqLIOfGoHhdLiSfRz/f4m4bBYHwFrrWqr011ZptPslTrQc6/VcMW3XDyaDgIhX1qIrlubwfFFyMB41VT+INF6oHK1O5eUDJO6q1P1p67Ith8ZuH7KRlzlfO9TrjyGHHAtK2Uaf7ef/+PA/RjpQFwLnH+5xSWsfAHdEMX0ClMNqaFj9nCAHJhOgX+jr8446Dog5l9r2GG6bKJUMXW9nT+kAlkmg4ytXGQAC3BvvpXd0bFx5BNTesbtX4VMigi4Dlsh+zLSSSmyALI+icWhD9xbPzN+SuLC1ev3XOAw572jdt7ipJ+vxODRueq/uKSdqmWD4bKVfSRO+bqAokh44bj8Fw/fUGR6lnV5KjboAIJU2LeetGXIfhYqnXrfsJK5QvLc+t4/9MpjgsYHqDNcHVDZfv4gnGvwy1ZMstnYXWAyoCatkmZQAYn0pGDscSDj4OxZz2st+58dSQCwrguXNCi9NTfbncQy26d94f/muzPC3voohFGBmFJxJ4tyotZVma6TVFSMVk9qlOfsAhNhFLBqJKCsq1GMuc+3IU4H99bYp0Jjj9N9HkXXEnAZNCxnTSqEnxiOlOpZjdyL31DvqYQ5nwO3s2mbXIuvoypCSB9ewu9uO9FngumTEJlUWkzTHYYBf6H/1yynePNvt/3pSqS1PuBSerOQBfKkQ35apK3ymOtcZaE1mHM/Ifpgplw6b87/D4pcIy6kTTM8bqHC14pMg1dOi5YBUvBugmBw6YECF9QOImzvlpEEkGqQuRbt3+BW0WtINgMC37GCHcGT6u10nbR1DDwvG4CQJhZPB4K8K6v8S2xWs641mcrQiy5jfvf+htyzzYIBRtYtmBOrK9nYRiU5+Xh2w7+wmFjSnrtuQjtdcV4JWOjAcs/JvGUF3tmhkh/Pu7qHWhlFDmcl/QBfzmpwytffIUGtTOQ/bFfLd3viXfGjMQdlB8LFCsTEZakWt8Lq0KPQcxQedM/OZtYlRUBCmcpcuQxB22JY6blx4Lu2NoiVlie489wp70jEsxPq2WVkrvVjAE19cSY8u+2h+ifeGCsTNUT+n7rrluZuWhHHcZCur9cUdOv7Y/EeP1gw0YoMtgrFNaxSjDm3WDKsN3u7rUBCWV1MKjqjtF27Rb4Nm1Fj4Ha8i+R8ffUsGXWRVBRw/hJZd3jpnmZdC+sNsVWrHZ9BnGXZigYECIicr7cZiA6Fi1fbCAbOwiGJAdl/eVzRCLymjSYWl5XOFa6GR8R6GTsp8llJAeSTs38ThsOLVj6REEbdWTVlIPJKEuEUDhTfmO6uzxBA2DuCmFG2mi16pNzDrbYw5FrlHCC9/jWYdcphqemUmYmZBIQb1vHfGBhtkPF9ngLjoqW/um2BQWEYUqnNAOF2pCnZ3gZpf6maLbFYlAS1aUwo6QwHE5D0O2z79kJBcxHfmIJJJ18RDZvyRPzzxB2etpOS9q8P0zJ9PZrAEfqDBs5CjdVXv4iIuRWnzhC/OmTsJFMyxyOa/1fhGRCJXtaBoqzNoFQCDcQ6T78+kB5CvAxGyKvGYHLlV0F8gWkvFN6Hlqwg5GESsI7CSyqzp8V4zJTmOj73wrDaz2KgMO96j8uKUJRaB8qC8gxm1dZAYA69HOZ35s2u9OBC4P7NEPie4KioXH97j+K+OOmqIgK5eBtqONoPmDDz1pZ5cFzL2BBzl5GOPY5K4OSvB60QgirYOzPU85+Ch3gDfxBLU8u7gVDEYMGGIv/gVppDgQpiodKqn3ZhZ4thiKLViiNfFjB323lJT4OAFHgbcbKfqJKb37TtdIRQo0Qo6Tnlnw6a7MdpLzbQf1lfR5o81SQRDZKb0kgMFi6EDiQtC4xTUiiw2tuVita9D+yXcuymuoXNppnFlMTSZWw5GRivFRTT0rDCD0j4fE2uhdO7EwqsRWH1sOINM3L4UUdDBhMQRSnCf5PuKUfYb81RdgxvIR7QJUy7BxyMnDI061s927LZ5WYFFKMr0MqYfqVaJvoURFxihBm7RlUsBGJq0CkIYNHDPCVxC5WsR6ErD7Z6XZY/wrf/lf+OsH822uwzpmndM2hlKkm+8XipnKMP6GUP1oAVfLI2UUMX8nlvggWXxGPT1Qs1a8IP3Ksfkb8EBljdyXqIi6Zd6tSrg0b8IZk8nANn4QpKQLp5rYKVuOTjS4TnIvfQMHJZP+eBmsVvflMi+8PJatqlxo2A0ryr+TrHiAJMHLgWq0P8YD7MwelqU91JimTDdDsJgMQ/NOhv7CBk2FLNU6iw2LlerhUJxchmLB9/F58cr34xWEvTNbPq7gm4zR4ryOVhfPu8hNYudgHZqQs4ry5h0QhhRE5P5ky6OoBbhVhY8EYP5fXNWkUbSdkt4iWJ7EI8Z/lMn9aXrX7DfPrCmWz5tmpRRSPZdxIXcbIj7kQdCvmhp42GqmfwMHUn4G/J9GzwuMjHgC0BhHubbkT8sOTNneMh7/p+twCgVIc0GrGRkB84lTxcgl4kACEZRhBrrqIXrqD4jaFfXedTuZwCZaNElBJUKw8BJ9DvzEpliYTVMsOzTmyvWeywoAYL6hEYDUAAIlHVG/GIhizBnt2mZzq+bZ//Y/SqYi7rB1jo2oeReb35PofWTYLEk5Wq8MNbzkhAURHBiY9VoSpHmLhnVkt8e6bTDtUdYN+B9bB5b5a3holxwcu78j7Hb2RTETLaY6+cveD2LXHiWo/qlXpo17jpoJRZvdOMPC3m10dV4mdzLrPEv/FN5pe+SCpwVDYF2QcewIPhqb9ZtF3jeTIxC/8eTE7hU0owmwNImIrhN/Q4jYn4ux1yeqZWF8QKqq8twF4fDgdbTvPMi6SBor6njLmVGjvNoGp4OdxEbC7neNo2yMdi4TtS4cMtzoXwUAqeRZIWBYvhAx8KR+MUty8AWtIpaV1Jur1piVmaEVjwRZDqLvXx92t/8CoWzn1gAeh8Pzkgkj+mdsffc++uKCwxP3uJ8dPtAcqUHASEX8mQ+Ctaw8VPvnks+mEALbBjgM79PkP3Uu6h3fGNBtq7xmsoivEoGy/9LP/KdFR/ZRLVKN1hQ95o2ktTc931kbkJJTXjwrdrdWQV3i0rbGqDB31DPbCzsGAeSn6+yVCejAaUJULZ34mTBpS4hCvHqvCIn3mOfBT6fTQH9ioSbVPJLr5ruoiVvI8O1v1r1iiEpiiFVY7sRnOEoYEP3LtFFzu58aLCXrp6MrVQ+UHekiMn8Ezl9JXnwv2L/IqJNll2bp0SszVhQZdvsY7ukxKzUrXUMZA0YHHD113vgWwiqolsNFf6T47eqHfMM1ubmaEdpqrj7YvHUgNdSbR3x9RJqypDv/vrWBe5TJu82kgeo7Yafsd/hbDIlL/cxuPPHZUh7OXdNbPOmxOINRJ1SSuBdrZkZjWS3SHqGEGthqFHWjRB4KZKdJ63+DdFyHzbAYWg8iWbh+Lju+pGUSGp5RKe/kkChM/OtxvknRRpGstnw3l6a+b87Lc0TTmKpoodwzTe1tn3l69lasTnCkvFNIgbFkRnDnaXvaWjQ/nE7vgwrsY2hzQ3DyppvUc0+8nAC8P2tQpJ/Zu6z0eBYnjjouTQK3X/FfK6uf/fDOZMsE5ZDyfGbyoA23KCR1Z0Ddp7Xgff16Vy4JlgTOCPvYi/lM8t8zsP4fzNgSZRxLy9dJg/fG1+6lcek+ZVIzGKwVv+EPRtY4Gz4aqrc2o6u7C8WmH62OxKkCpNP5hIr1RvlMH+6otxADMf0JnqrrHRc2y7I4euTf2nLRO1uJCXvGlPVcxryRhfviMP0Vf/z/bTwLMpQLl18Kc6dqS55h2No8OI4iDApQ/m4EPbzhjCZiHarK8eJUdX3hVaftsJADI8xCebbuvT512PdhkA0oRiAQ5n+RDZqQbY+wp2g/nmN4Py5UN0p2p/W3lkNdzrPozJKSuxFiRS5fMhQNyIUCyXOWmxqCDcGsNV7+QUdGZxLoKwjEudq7izSWxLssVE/fT+9wJX2toUkrw5j+5Oafa+1nPyvXmdGlQ1uXls0hGOPGdbsNhqZ6ljaW531y9f8ijo6xmR5mSE4hZ0m4N0pbda90GAEn0UPLB2MjDxQ5KSjAHZI3D7BIbASS7WKC+6hbqjQ9DkvFQ0MinoRvSwwPLWWcab0Ko0X04vN/Auh0lJclIe71um6xNscXBfTwDrJZDecK6xHeIPLowzjYaLptqjraSYHImcPzoQU1NRCEYRJniyfTiY/RzI8g/evlBZH+vyZXHD5M6LsuxocjIQO9drIurfGNL0MVc/z5MMh/ToM0ETlb2v3gCr66/k0byfOOrcouaWdgJM3D6L/zRwlzqRRsXm36Lph9sbPwI+Ze1B18o/OJ3teDgZuMQld1J1Q0qxFb9QAs5oteTB8akysems/irKq/O/ZapnYe91O5PoGGTY85n7imP13salYMUnPbXyusohgtGZXaKG86LnUGJB6gIu15ldRLEzj0Tn9rfNXQcPxyuJJ2T+m5ySH4RQO/olLAZilrXXryFKwbYQ6tNA1Xg5rALFNcacM/oBMs/TYmI0ivi4UJ5T60l5vFYQWtXslkCQaSpypl/rBjScGxtR0H1C9FTDq9gvrMwymeYb3Ov34TpwQLK/tzeRT9n64Y9moZgYZzt6//bLG648PSpUm3FOGk7NHEfWdZ5A7L1BtzuUjC/uMBUiVBxod/6tBoP1auWIa02d22i3Hdub62/DKMYsYXHrxRNEDdYIFxXCkUq4eE6MsMYMk1fORuUXL8b2ebRkbOOROEyhJrcdePntw+v3JCu4TH79v2jU3h4ffT9TrGpGiEP9CRwrpUQzYIc6htJkArrBBd3d+P8C0KQXE0TOPOLn/zgTCeyqMNV3ifCjzEx/gAZ5Ay9HZFYwO1KfdD/PYbQ+//EkeWKU1CSIy1OT59E0c9NpxrEvKRQb3ogjOTVVf625F1BGIazzQHjyxoT18wbcmjRXATWPoIYxWqc1Ewn3ObklcQD1WVJ9WDlggKCHvzHquHGbygqPkIqWv+GlXT/jRIEcwO4mgBbwlUK5e8veLYx02eQ88XNCkykymMLc7aRQL+s7bclqySxAWQ3fyGEf5PMTgd7dCQwLswZpHErE9irQQxhVM5+SL4+V/lLNL5+LQmRapwj3LuBvx/wvoat6YBRxqhb31wLZM7SddHoRwYfw8B4qVT5BJZKM2D4Rq3ggYRBu4YjRH7bYNugDy7oN6pwT+7PeoiRWe9nQLg25Tagr/H3fwiDntGNeLRHWKHHl/j0so4h8rsrv1TSZzhgmYhReXFbLtkgyDH35j+t3W9zHVb0Cvn2rlByeqpRKNbB9enxW75XdqRtmbhhGNclnkFgKS9qiHBfXR1/STrd1RUaaKQHzuojrGo2G5FnssfEgW1I8z0omcHeu15/FaiP5wC76XFdB51UJCayIGD5u28j8zlUWqKSgbBehFvCPAW4DZCAZgTct2v8Q3bYegmuBQL9qfZ46ZyEzmrz3hhb7Hu0JEGmM0FENPV20SsClhZYQV7tQYKfXKF0I3SFAtpp4cmgNFS1kZy5SoM9U5QASz7ErcfXYou+lR3FbOhYiIeMXoL/7K2lX0iGiqc60uxnQ09X38s8+5+SeS0L56XHX6SjbzIgy5F6Hb54KOfI0Y/tVmOfMCbWyoTBga4zKaqrUkFBfrfRie5XSdMYZezc1q45Nsk+Zzl5JasZ4ynE0tGya7I6PXcUPvYllIOX8Y/gCQo3vJgHbqJ9/T9D1IayUWYsSXi3uDDOEQ9JRGj5ZaRovXA5XjdmS7IxY8RPeHzwmRNQeQjnkJNWdf3HWsqYFwkGlKzNs6JJ04tvAICoi5CC8Azx+x9Fi9+AgUhtzKpgK7Cw6go3CUBJV97+pAU8ifmyQVr2Gn+l8R9e2Ko1pL58EoV4gWziKx95tkXqQZRHTO5NVuQ7V1KjOe3SWfajDswm2dnUoxbd6A1XclJN6a/Ws9Qrut9/sjHvuO7o6UIHT+Q4+bxmiprZnuFdZWXFlBj8NNpimOMxIKxGmIZMJh43hhXufKF5KLF8OnFZm3AreB2IWPSybWGpPJfDjp4A/vWVCUT9x/iZy8kltJ6lZKorLXtrmK2NSwYCOMSAh7x5zVyPCRQrJQqFHk+xw4T9Da/MJyK3zp1X6Wu/aflunjfsDiJAXwkFZz1cGVuDLnv/7wH/L/5YqjreP/e0B6BvJMG5WT+3SutYVOg/4N+dMdibDTi5iJHqAbOH84HOqk5QivY3yXUHQMvyjFKXGldM4ItneO++yEw8Bs5ZWcVfgNkvcu2FvQVxmJCzT3L44bzhCkI13fjINGS0gBCrVsGf9qA2zaUUrS7TsbleYOpYA3Hri+9GvqpPK3wK0+gq0M+QvTpBJtMF89ZAvIWBdCR70NJxOVXGy1/sHW0HlH+/ctB8Fbu918ecChY430gFGIVbXFUcK/JIUD6LJwxIlxRSFtQ8YwsF4iVSAKCDpiSChmp9+Lqa8rwSXyJG+ldDi7o+5I3CLaz+G2YK9MzVd7NEkf0/jc4Krtne5P9x/4tvarDBfxMuVw8SYJ1kcKrUsLL9W9z87rebSpGWedavNhPvauHwvlXkrigpLcApBo8QalrWSFoRI0G3g2ioNQZSsZMjjjD1/FXhmYigo7R3JZHMeDrhJu+/4I/DpL9Yp/QY16BjGTlMT7EPeQsdp9+TEjBq7u+x6N/KK8hK1Mi7x/0v08Z+0po8unvBPxDspRcbuY5KzlUUchO6WIle4zvd25/P4jR9lSU1Slah1J5zZeNdcJtCa6L8FWyYGHTMc9ZZ3A+L9AdRDQ2avMDpYIdOwvKiTkSY463iyfXCMVIBw9cPI/M6DOrwWyQNwt4kYmRKhObPox7w+cnjbOEtaglE0V4WWMeFJcF1Z2KvzgMGUqYe/SOSL9kVBIC2xa4ayuDk183uwrzCCOJHxT49ktINa5vXQ4SHbCo/eTTiBNEwUAkgkG5FxYFYzOZw8y6yx06zJ8M0zbFWMeNxBWQ8EMwiBk/kK8FU7OhL65dX/co6XeP9XSKYV5+TgIYTW1k8sIzXyW06OaDlmo6WT1C9lvWCLEtJdTv+VMTUR1Nura9lvfQCjf4gJcFSi0JyT36Gyse64bR3DG0xifqN2+riNgHWPufdHIj4p/77zg/UUIT1Dsx08UipbkriGzKa86a+DaNC0VdwW+e89W5G/3AO1K0UbguwcTerFg+wGd5TeCIttH3CqZVP+JPsAW8+xsIapSQlIcEicnqXrXhj3mWKE+DY7LaF9KueuL29WG2E9XHo12hjN4lW/zlInigLYn7U5zTrU4ECV+idtQg3DKDo9IXhQe9sQ7Ag0QIzn3RjFXpp8Hjd8N2ludDEnVm+kEkAvyeL+JTUYaSgRFE1nmyeeOw5r35qsUrHdhvRDDHdCHVhj7pi2cVuZvet1mvZkfHTfzIHwIrmbsanuFwe655k6J1Aop0bf1ZlBcT6SkKVAHJ+FgLPPNkOFF+mtmmAMEHMFN5B5kV6f3SvXkgYyBGTMV8UOuJ9UE4fPgGcKX+o2ZDcgjKPiQgLV9tItNpHKjpDGiLS+FyDfNR9LK3uTEl1oPRt2y70M3KPEVcPM7g5fhSwDHa+JGnvxV24efHa8LJuxu2yrumQh2IJdnwflBXMqgdYnf+w7KU2TaKtWQl7oPII4DBoaU5Ko0SNRzso5WeACLYqlz2n4T2cu0jy8uLOdxkOYpjuBIICBDn9xaSkzBUoTIOrUK3AGLkCWaGpOLXLrWlEXFDrKJr+appS5OPnB1vB63oZiukx9asNzyHIvI4Yj1VDmniyCQNxPNVKaYMDIw2OTIKZOKvTg+gnRe4H/9JIhnE8oESVLINyYqYHoiIwEGUvJSJ6x/w1rTEP102vf3vw32vTqX3j5V0Y0Ts3Ap1iP5S4deYrLw47Vg6G735mX2aY4FoC8ziicrJksFW+CuzaajnHHQBxQsYeCJvp9GAe0OSfjIoi58rnMexqR5ldYlbfgckSOWODqn9G1M75TUBpIz6beTmfmwtHNNHU5nTrDELOAzw1uQdZAlzOQ/m540zSYRsqIP4EmbQtSuk//Ir8aH2CccuZ0dgDPOVwF2fvV1GA5VUCCQica8cTyfyXJX1B7bGWsSybkoV4tdPi2pgk7qtv8zoEpNEcE2klN6QYKDdqmUgYMFUkBGw4dGXYirQ5O0PNvZo9HdCfYAt/yDxXNA2cfbyZIYjfAMSQCampMtgF+qQv1SHZSRYv0V1otoJcbp3qxY6457/wTPhah7br9dPt04eLDpAaBen8NrB2WhLTyxrSfTZ6grAtqWBWf/88XibEA8IdDC/1qH1StakbRESGFbWJO+z/s7Er0rhjuVE29/8tPiXvEjMwZ0+eM8SOniwbT9l7DGDpkWjwjLqYbj0GH0+RQ8Hqfbt/HD9X9ax5C/sSGbGshmHX92XNvTvZQGuZ6V4SNJh0+sAxmTVLYiFq3KxUldjih3stiwFSoSkFpzdIMunQv39OO/nOgwOeVkzoge+LC/sFrLLsBRxMtG8Mk+AxUQ9movS2XtjzqIpTqBqPgYYe3hCriTCDzgRSK2dyNa3gdmozu4wKu713/xXEaJTOAby/8lVvmjdIkptr3OHQG/cGu608jwV1GCJqJC/xkoIAtVIG+F0P1lSS3VKmLPYbdSygZ3kaA9Bb6xXgQQSG9rZNzBcFjT/lyU6NN4dv7INNbSF/WyxzY6WN3UkDHumrdmYRDcbBziBdIiR7VF3NvOr8LHrcQlnqzu9PxCZIi89CaQ8uZ4hk+TufLjuhbrkmWBITlOsDn4BryRxOpPzgUmS/j6Mp3Cf9JhHpWV46PrKwyk9XxDNDX4LmcYjvE6Lpj7BtNFb89ryrGPJfne64AkEpQXEg1hnjCjycmq0lPzugdhB3J8HqtrxnNYp0aoa0pbhsWGpA5dOzo1hEKOixhCm697XlJBaX8o3VSIhNpR21t+37GZc2k4Z9Yyoey90irP8pKXseQ1J45maEXtayuaPlP+nny3t8z+XgR9cjQs1Y+MLpth06KUvl9rTo6TeDmM9EYe5CiKMlc73eKTh1Ne83QwQWlJTtH3bUcEqtN/rZzWlhtp1pv3WBj406FGqJZnHgUFnNOKfPGpFJ/YWAKR/l9DzAig4rm/mbnE43FD2H1IrsfWsl4RwK38ffZ1FnhQ0Eo24ZYaRaWodgN1CtVNTvwUDylyxb2OVrZwRrDYvu2hTNF1XIiSzc3viq6h2DoZHfiyyKQ0elTiO5oWt0Ue8DPgUtyTQqrkTH+5cetcE/TJtsgOQahutpLV/m9px4BySWgJN7iWBSggmuZTLCjE6XHwhsgljkaVNZDk6yaWLB208yBV7383P/QZyFoUj5bSZuRKJlR/QA0bAewwGCw9u59HUB5pzA6cDfsXTgSiLwHHzWFgU1uLDY/ShQ2zuAgk7n/1iPY0zHUzD6PLvKO9fGH49S6fDExhCPU4uENiM2UxA3wJCfF4574Cq/1k/ARZ1VQOYNul8QjjW/gi9M5TnqGkK8VOrEnmUB6e0J5IyQIdK//LZWfKDWN9mgqL6tMT6tlpHg4tBWH946FiRSY6cwYxF7nrgNvWJxystUmS27i7qQR6EuswzEJ6ghz69WScTYh6GkUOp77wn6dkEPz8Vas45ZRLRy55Xw3ODQyn9hBnOEyx7ePykWrimWAafFwSuHDCBSuSBNnJH8QukGcwshzf1d6r9kOpI0eoeafNE0AKBp5hU7A2HLr0jda3a9zzUJuofsvFPxLJncrC9ttEd5Vr+AgpjetFs+Qi11t6S6eHVeaKXcPDqmcjYTXHesBmz2qQblMBSzBRahkMiA1fceWPkz0X1jDcJ6q4SJv4UfaYG7JYhOJUvxIZWbMMSJr13e9J9L4rUSmsm/h2ufHKSDaUvaQXbNIYxRMPsIV0Wx79S/6vFoHFooEMznyprRtBMPmmd+s7/o8+o9uAxAe/DqDjPlei+BcbxHcNRZeefNkktRejFQ4OidgTZAUjU7yYF0U8MG0fgSkSlNkH1fQHi5ndxTf8gXSIKSoYYV3oLESaGhKvAIJ6U6kXUaJseE5YVccj0bGkDsuiilaLMHYxwoB34zJut+KAhJQdr2rRNqYk6+8dLX/3Ftx8MDUnVNVoZn6ZFBBbQBcy2Nn81bfLJgXStqcG5Y77xzjcUtANlcZSdOE9aA4GY4ViDMr7UM8T2bNoCv8kgRccNHT26UDoBuBB7H63iO3ssYLTroeaTBznibuU29UhYtANyU7P4jmT3xAWjdDzy2NpyD4knkIm+tMchh92B0T6ejid9Gj2XP1mIG5A//SJ2DX+z/DETmEaj3BnTNfJtZC8ieYEZXV4wSPIwsjjSD+v/PjPck+lFFe9efaDNz0reTlOgGnVGo9A7TGUeKtilu5okSo+6wh1q21I1Mm40nRcJn2rtoNcMqpCJ18fsBu1n4LcdnzzaN5h2jljV3WCkBsGf3EtwWevZQh1rsH6Bo30eISM3vp3JGXnm8A9ZbKW/kbsLDaNTnMrtcPSw1kG1NDfSyp5hdLFshJA18Mf7p5B/7arKOUWlQj8NcJwkjILAgfuFbpokIZWhD0TwQd9OXL+BQsrBlEtdNAid0DdcL8RzSrduwQNjA2U7gddtlD14UDVVQwUzV+B/N5TRumXXY2gWMAYB1aIUez8uW5ck+Deo0AnAYmksLzBFrJ88pdEAf9GTMOpcLlTFEVDV21chNasj4U2mrR/OcABe3oQXDYGenaC0kRdvN9W9vdZToNOZ3cH744X2KPfoNdkSIuMuEWOd0j9Nq6+elwBJ69hql0A+zMf+Wh16ZJ4acXgGu4QMlkYHFlfV7GpRlQuEitFUReh6J5+DDlPJ7GyDKZ/aKPDCT+f7pXrAirT+0Dpy5Yq1RHfmlkZj94XTm800gmKGDjeB3pCmECC6Nl7eFIpEF+Oa7xxTxxtkKUrxCAIZz4rOOq82Dng1aD4H6NO8pXY6s6xzCP78FB0UWlsHXV7PEuWuTMrqcb10VOAavve3LSRLut/26ZpyJFOlZ0nEKR/HKWphW6Bp2/1snIxPc1EJoTFelaMrZhSjQF3jUwmsh6GRWegQVQEVL9Afx4o8u7JQj6h+q41eNgRRTaS+Urg/RnUn7OL7KuHDpSa6dYRLkybIZHpIhOGfpROzqE4so1VLzLuRRoVT+p9Z9bSrbTmd5vQoKvowAzf3dPR/BTX7xx8/I112F02YrZVf5vtjrrXjy6w+1vbplHz57aldosBK9slG0JrPqSY7O1PfuYYDZB/Yd+eDWU/Q2FAta0oweUloITWP0Zuj5Y6/6HIJRiCnnmLeIjUJPoqQ1a38wYijtbre3xySl8qoPIMjZtf/1rjytRfnWy8gBFNmv8ycerxEuCn5nuzCSsvmlQzecoqBLHBWHr/RAcpmG6Dw6HqmsgDeApZQC2CAcLLn5oXACUWw8Recm0/eS3Tr2KHH/3Q7b+BS+fKHBF1uSetm/CmcRvtqFJHftQ3RMwQSqJXi2Z2XRqCZpEigBfIVFPVqJ266YAvx5QRJNPv52uNSD2Jhr+H2IEmY4elYsKhjFCWwGLUrR/A9eVpmVRAJfz8dueXHuCsurgmZzQ6eG46C97KrSGj3LYhntqZqc+K5zDcvHc6UPxJqdnPHXxmkmKSFt4xZlGPlyMlUuBGGhswovbzzNKD5RsC8uic97rWsk/5h6miHT9O/Ud+CIMVrv5igE+K7WJ3wqkqUHqmmaDioSlYj8aXPtoCod+QZfI0eSvejNDLgMJmZiUXqmMzQGsjYXkIz/mBbC0VicDsjA+NZpg1m09CSNiY6ouzQUkO+HwlhZapxaYe7VGviYQ0NjSYaO0zIoBcSkj6LIW7SXC+7hSMFg95YyQU9Rde9piBO+EDRlB5mROPXCiJVjogucIa1rfifAhn9TCHstwaCTV4ZK33CqTHsieB7qt++9YWyJDGyXyw09lesXfW49Bwb2IAOmydzjokqo1YtRvPo85NYd/lYhNs1qLJjfJy81Oywe2OM7SKotsBmx9eGHaZik8ylT0ON/z94tmf/kNc2tonck+7kEBAOGktAC74SVojV31eIXe3bcasFFEQYGg+dAWW92H9swx08DdbtlKjPXE/ykjFe6BXiShMKNG7xUHSY4SxbubBdCVT76gosWcCu4nBs60wzbTK8ChM776rNCMlf9+n0sT2RuMOUVnIj1NULyoNZ9USXvA+JY4SZwpTdNQXn5hWClLfNSDmHSzHC2FuqcPkII2b4gBmKi4eBw39MVwxOHGm7rwmxJo7+xn1ieX2Sk8M1RV4lXlLDKhQkL+ycpAOUJBBObyUre0uh1zQLNp+hboqlhk1MqweW71P7OSKUctLCjNir8yE/swNIgktw18vST25QtIHJMlqrhfMJNBKlFx125Q1nlfiXFr8gjLnVVzv+ob6GiCfcPVofaMbZG3EAxcdZwsJHnpeqM9tqVKGW8Srlp3chXaS0ZcWlEATG+8/1PrMSXUDPZYZdCs+dEqvxsRSsAR9Q9xnNDFeeKIA+bV7PWh5AqaDmZPJ10QK7HVB7vINhe3sWC354KekKVqemEt8+ot3zVtopSNBD4KS9mrT5Rr3Hk0eBCsFZZN8R0UXniT7pe0dSaDxzHvyIUx985MqDcjBS9el3TJ/jBk/k8veAB6l6Qg81CW8Jbd4jQi5B9xgc+8g5nZPGBsY5Ekn3ntwCrGnxNy4zQ6elDhPQ+plRJvCaGdpuI98GLJfHtYlW1wZ12v+lvfn25rOXLQ2rhJcdrQlvl3tni1TRWy2Txiv5Pla5NLaG1dU7fU6d3rKqAPgs5Rdlw89IQBYvT70aqxwAJINQflcZKHA0MRQ0MX0VyjOKoZ+AVbNYLNP+2yNyWtwG+o+bxANCJly5qjY3fDi1eren5kD7SEwpOET+n664pg0KVYwfAfJkub1OBCR55zcWvM+hiBcbVVTF9gi8V7kHJvL5hFOrH6fv3AQD6ht3tyDzLhk84re97pozAsE6VxM9lREVGlxGi/nFjER1EFzmlztW5LdJN8miiLfQuzhlv4gQRDic9tOfXFvok3YdwYceljWhE+m/t/BItDZnvjq1f7QcPz3gUTS8P/T8Eb5FvHWbbfc2UVjEV/k41RZW3i8D6PT9HIjwvy0CFOIX5ZlKK9Un8k8iJ3/v5Ic/r87lErqWWKG30SRqBqziXJCSHeCsi9eTE1EqtCcyF/ePPSp5jtVXP8b5vqfxuyqfI5RIfa3PHMFKxUlYAdUMCcQXs0q9ebNG8YaH+2hP39+wZysJSFG2trATbx3czVq5rOlMx3pxRxMfTdBuR0kHEokJ8+EziWflupAynBKwDpR2VTOtopHQvrIDSMqMrGqxKBgdOVRaZcSE3tzrBd1D1GQ3rOvPGQAy7kROmYI7WYqHNLVMdCmgXdb+kUY11n4t7jcpm0tNOFb+hufIcT048Mmbg73vua856FRzrFsAPJW4eHz+9pncgaIbwp+A1mfLfbark0TuC8oNRMR8tbYT6sYu+wU3/2eKLbWy7Dqm4irc57cncfSDeAmagbqElxOkUxX0HlGYtwdyJr4HHUOkkVwkolyyRah2DyixH3lalaqwFME+oZvr8DNbkCKSzcuIhkIr5hXY6g7aMwMTp+1dpnAdf5q3xs98Sa5VH5eMLTVs9Ode13cChrQIp3fzkIOKIc09khEIGTAj7yxSCD1IEErNi5qBx73j+vANoF5wSHh0YEN+PLoyKYASy52UtE8tu38deH6iw1zm+kLizbKWWCeun3JQH+K8g2NjiHFcw6w2xBKpWZcqbsLM6Tm8kILXL3MNhA+ofFdJrkUsEIEVbWemoQdxPb/COMEtU9vNGcoR8zvHOfRbFV45iDTCVB/BXcZvxs7+XbwkF9QuqOyNbulTydDhZDRBVNAQG6MurSapdKgUehHB2klON1igPMnCOzfLM7bZ+VxX1VWYBMELEBuY8vqrIO1SusKNvRmmfA92EXoV446khDW29AAovP4MOHlPPbDTwRTsQHUG0gMZdidXb6u9T16wM9vxVCZNLKfwJI98inuzoyqdSNtAuFvP1csvFWcmgW9g5cXfPrNAGtgKMxvPAWuI2BbTYY5Eq/dyojlWEVjdjCUEKV3QFfcAxgVfsf+sFxYfqPtaVdEQqnxJKORIq6agIECVe7Q6oKPNkLo7p6UKb1Ok2X0p6XmpmTG0bRU5rCSFAWWcGJJQLrLcNosCXcfZy++Tf6S3CZq08a8vtdVeyoPJgCoXwTuvPblItRJk9P+r51qh4oDfzTwy7eg2LJ3k5elJ7E2JnQH9MRPXMj4Nn9+vcYRbI4iVqHMPecy183HtHA7DPErRe80WzdQuAqkoAIJnYfgfN4LV3vupLAC0a2Pc6pocfrT+qSC0SAZ8RUUT+Qd1Q97sFTA9Ro8pK52nlliB5aX/vAdM8tg4vu92rrbnkzu4EXlLYFVf3tx+U7SL9Hjkz4cxOt6QzU28ymrbM3Ey6M+IBRn0JnoV/MVdyw/WvVMtmybmrCMuSEAxx2hxIrpobrh0rWCj3BOjHz+llcvP2dQTFQ6MJc6BVYicLKYa6M+Xg26opJY2iBD5O9YDmI6Sxt3cSmfOGShxf9mCewxsArUK96FCjZSmbR9EGEvl1CBG8iUWAi79JTtkYBT3dO5KC7xf9teg+2kfJWjNnnvxgQAg8s+jDfKTnRE8H0q2mzqCLm0/4y04XTaI45ZYuHc9lEvhOmeuve7qmSvL5YuzsNAwd9+ZUA+wid9KGF5bidNF+EBA7GbS5G4qHjEVblA4VQJaH4GgfCSJWRv7QgBMSFxUNzIwTd1jVjNBId7Ur7VhVxggtc5SIMxmF3N6T2UQk3PjZX0wEpxo7K8uS/Qnp7CJLJHTRsMacy+36B5BocoqZUCuRTKVUB7rD1L0fABGLKN0jD6YElrLal9QeoYpq1xFDc4kBS0d/aYHMXn5eS0u0V9NMU1O7fTCJhVV86XX92dHy+FvuOYvOiAAA1V1lUvxRmuYfnCo8M7erW2Y9qPCdPKBZ241GI435M6NsTBxpUntZDjuwtSSGOI96cdJqqjISgUNJucRMtwzfQ+1Hf4KGvGCGSDyCi40rIYcp4/62KM2seKcT1RqfQLDxFGxEGaOMfz+TSNgZAMFvMFuw2P89BYTzoyJoDUgyB8GIVrTeMcL0DwVhCFXTbtSXxkno7Go9yZUSiaQILplu5DooHZW16JFvjhnouh9lV2sRkEDJqyfgUPuS0Ibd5qMyhdU+GWZRIRgTpBfmzVjOOwd74qmvbWXtecFVijgvSoOKifMxQ00g7lfdwaqJMlNBK5K0p7iuYEICTevkAQlZHx2rJFMWeGV1rw+WQtWNOo71NjcE+X26t6el7FPyoXDxtzjx70HFPKSlsdlMnFuyZygaKao/Ff6MB0wU9iO/qV8IU6rww8bNJA4O29d8Hj2+xphQrCGc7muuR7by60oMZvB6pExS3Gy22lNQ1KpjWAq7gKVS2ivH7XirnHh8Bxui7yYyeztMyeLIoh0x+DF9MznJ1ZSrNRdwpONcwoNraPIVxOxriVgAqr8co518PK1yVR9crVxKrUv2QRqCHXu9fmcrQ68xMKq7eLitbniFqgO2Nr2ew00BJFPSBrePyuk/5mc7aS0JZon0I6qMD9EYUjatKF/WZgHRqDY/bnzczc49kTPAq6J338queFmSn1WJa+C2jKTia0Dt32zH4Ai86hp5W+6tRQd7iiSucXYB8o0sDN2D4aV0D8DYSmFvzI0sr+TJBIahns88KebpRUwEGGwqTlAtIHuumEkA2ApMfQTiK6nAC5HTXznOhcx3Bp9k5MTbJdOBL+2hBBEN+oBQdUA5/CbcMm20Unr5CaKQT2g4O0jERq8/+JDsLlMmR3dSei782IUATkUDyg15TromG1Gv9vs7yE6E5dotS43vj2Wn+FPu1Rsn3ysX2u6IgmJsKYWJt6l7U/Fcq51tjpGF0ohpNuR6Q7VDwqBd6suYy/sRnLpxV04cBWsL2YeX3b6MHxPV4dUd9GST3ug68o93cTUyDj37zYb0DioSsL42iwGz76oNexoodhTTZkKe8Zh2FZATzaNmmehIfSyelJxo4A3C0q6oKxBzTd41trL2//sbpkvAZ4OI1FflNVbxcjaMxG56ISNsmsCbqtoj5xaXENhDo+rjQyaEv4R6YJZPFn588fT54EvgoTeUeI0oS6szcJlO3PwNv+TukL1aCInhMcEaZvvCu8JTENeAsfvm6Zk/lzTVCVvjr3Wi1jWCIMpETMHgBT/TwYb3WzgvYNdjij7i2zUFEaLIHiAgLLZNHIjPB5/GtBYowqf9ZIBxZAr6LqkzQiselEgn3GhK+5Uu68NsRyiASOKaSkL/QXymAwW3Y439dyHG0md1GdPfH3j+3pPgCAC23ZeK1V3JUPnT983/KbCA2/0+pizmdSjM+UBS9cvm3Bqc01E09KV7ph8Wg8le4Mb7ar+qh9g2nhshoWb2ROi4rV9kLC+7h4Y18VaXr6PVPv5JqnY4s24jg+9GTayfwGAm/fBK7muyFnhIwQCtdbz9pRvYFeGElcjkLKYQpEi3Dc5TgE/yWglB9koUEqquWY2lcttmAKYSQhRiro6XuDYphKMksdQTeDuGrTo+klHMEiGpZml6PFFO4PAQktasT06AtgP2baPaAp2ge6xZzCT9BagtoS8r638D3BCXxOvK0IygfQ7Fd4btZW2hzEGzEEo5kyhL8WC9R34nxjEdjMy7wKleCYRfK80Oj/zQpcMvVJTjuh/0zchO1WYwobHefXhNmMTBdjomVmN/heufuRaROZeEgYCdkivLN/A9lNz1BAhGtUpfLnFlEAGw7d5gqatWsLqHywdTThPmq8L5/T2yoEQ95Z0vFdj/l1hZDGRdVtBWZqx66GetUb6ce3g/6pxZB/FIQOIoi2XhyFwFsQmdOAbR5NDc6O1TwyezE8CewkNJVKpFdq5t2UHesNONRl1fRxEFr2QXmR0yYGZOQovg9tqUAbKkucZhINL5Z2mmyA43q0RHKkvOxBnoDHvDkUzIzBYrbuQi65oOGnenrCsZqI/nyNsWFZY1DNPJLCYWBbdD56VEVnnNpSLbENEHmvBrexm/ObUk3Ar+asayR/tal8VL6JiEccQGv8RikyZF7hZeawp60peq5hE2WvevokpzLXx7s0wNbB1SvtOmop2lNAO7PxJx3scZGTkLjaEwvKU4k4HmnYOjrj1X/PPSqiJvfsfdMCxaoeiDb/ycc6BlEAuHftO/foDrOrPKxoJ8oDUuK8sU3+f//szR9uRGqauPSRt9Sv3hSMMlTX7gBa4tZQTFY3cMe81lrEER5NJiy42OjjaighIFZb4SXk3n8h3VcG6kfca74B3S6CpcvRCbn8iVMc0ZykbMH/piLRAhrwoIkZ2XtM+ptJBRwAJQT3W93HwOzM2LZoORwkQlbVlpMnW9k0ndng5+3BXGPQnXBfzcyBrXPKhjV91U1Dqrwa5UFZUDHbM5/O9p2RHERLvMKlE3rwJdAcYVxelgdp/BSn0px9o7vCqzm6hf5rB/6rbwzMFMELihnzc8jKwuR0kGUoYNTHoAWOKbzTxTOJSXBro9V2jVrKlAzXW7W4kWzoRLIcaTsCgjrTLslNNcJ2Vgqmk20Ta9z51Ws2ZC/FWK/CrcxvziAHKtFEUYX4C/+FOozcO+RXPjI3Zt4nSmVGCKGLwYUhno5Ho4FlaKbUVrbuEH8zj3ZDAkinaBU3lyZjEkanQe4YpZY6m0q6q/c5Valigm0evyPEDsSXrxvKkyJaf0jrOUr0QKd5s0zCBVsp6U4m19064CGQQ50nIfPgKOlkObyq+f5mUzw87UmaHYhJ8Wg3yjKZrjjbUrcQdZ9JJJU1mqmuPWWMhbYv1yGnazWcD/ZUsRbX1Fnjdpa/bvrFvdUrMy6pNcNQ5IUrgFvb2qc3lhKifg4ZobVevPfpqzMgLRSfKlyNhzQu5PMxnYknYa3L+PGm9HlGY2fOAWghHiTaKBSCt8s/32trI2xDMZBC9/8BlQ3U+mZBlE9IOINfhMw4lQIquxz5HL7dpiwFepOUQdN39K/ZXMCIH0jCWaibRT5Db04jRw9vOk0us4VcE/N2uWY12ee/vrGiS1cfhTbWjGdOYh0ipO9rizmDh8WpOLSO/ulZGVgqWHmn698co1FBUld0jrY/2vQulqkeEFPF+cwsYh/+Uiy9SKD74hKZLk/zlzaTF7053PIj0bRuO6B5K8PCmQt/67Vt46kuNolzH/haU24PQqJvEuKMRc1hafKHmZr3l2fpQ7afzW1FEU7LnxNE0/DwroxlRw408Mm1g4BnraEr4wnCaURj48yqmUrnkaPaL/JDUGGs0DUEuQZlw3DZoXPIP/JDWvFEzm5Ue7ROpSqU+3V2nntyADHz0C7Paj8KddF59LhzSfue0id05S05glgZdeTweIAf28hSvMu3XovD900iFE+W5ixA/wKZRqllQE6MDDL4wmvmBq5TJLhplO3ZgQ0MQpXl8nUODUFo3hEgK8bhJ6w27MA3859Fcm/DM4T2mRSlwqDJEiocRBmGNJ4xvKqCY72WDtyHdnnnclSVTDZiEeqx3Q0CIhD5rb4fwGqAtT2/4dZzD7UKrisr3RIrkXKlAyRorfnQ7LKN7Jk9r66x6LRKNBUlb0Le4jsMS3HisUN2k54U/FpRyxxyHptsc1nD7GmnCHVg2P7VGU+5ogaPO80PhCV4424Yac9liQG5S6biG9BeS9ZVy8hFRzMZy/Rn1pZYC72BBQ/fby8lQ4gr7GOnzMBZlcI3MDmOyfXSf29FqA1InL1A2ojUDy3qWPaiqx0vG5YhbwJtgGzNUCAEpsAXw7yqA9Tz93Y8bPAgFXFi4Y6rkmHucsyKnlfqr7Gz+tVSv4/Bua2TuB0oPhpqbU2Y4kD9XW1EOuD5Rz6+AmQO0a233vaeT8a7YolSzPxLqGoVPq8KVyyMlhroiA6PBcnJ05fMyNbwbD6CEDf0JjUZc1Whthjnhh380JCtuvl2By4YFQjcZ4tCUhFLdE+IZ8z7d0ng7i6QIUnSvhXHCKXD1FA6qVw1VBBKkPPrT4U/+M6Sb7WQ3z5xAxN9qc5AhVH3rtmRjaMCFf0jyB1XlGAvQ5qIwyD/nlCiqaoukLAq1xqH+XD5TnNAbQfgjfV18fe0djorkej+nztmV+z4ZLC/y0zJ7trSvwjtd4PXcUrfa5RETxzVSysTVUiekikmIMr+AWL6Rptg+LE8mZpVH0rAoJhwuFhmoWZBIllJP6jAJEF4ZI6O11bLp6j6VylfxZFqdJ/9dKqHagBmjAHund+Ww5df3a++/U0JL8JXceMBvHyZhLbJNzzldkLpFf6lPfZkRYl4ubALdLOy6Vl8oGEZzI5IUQxs203fVVNUZqCN6Lggi80/mMK+ypLlicaX8emDf9TgyI3W83RwdzXP8hwjrl68DOvxs6wqXmEzs1FTyqaZ/fv323oQEcL4iUWNlgG8JKccpYc2GCSla4BzQxdxoHmiNewiQB9j5m4y+PwWpAptGE+we04iWiMBL4FR2vNTpDs1g0skE6bd7oSv568zN0IlpdTix6dvCiDgHaUOkR4QJeBqQKyW3Haz4DirypIFcuMcfMq85grohL70/02Buh86mIEJk/YtzFarw0uBqX+3PZ8vkQnzIjpooV7shlOtuG5g0Ig0vtOSSqkNVVIPg+bPVbQ2WuEY9/vbYtZvnuR1hIWZF12f4Qx/yYuUqk542SvwcS2IkiSGk+d5shXrrTp+tVrVMt5zuCQMSxolKOKExpDu2gMKpwzgS7EtQODDjDIeUOtNHtWEMIh/0r5SaabYvB5dm1QQaBYhTTi+2cuft0c6DIsV9s2BS5F7f+d+MdA4pflznYSRAn9KTjbo29Qo9bmUyPj8MXDNYfWLaKe9iMfbLgxvwFtqJVi1KGgSLg1NAO9yY0WJAE0puDtqlkyu7zdW50ce0aThWGO2Ggr+ZEL9mdP3zyMr2ZZHa0avZUxlyUayVx+uL4+ii9bv2oiSY+ERZUO07SI1rcg=||||