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EFGgip23710YT8d5zpIrxQ%2BQpkUHvwEsfr1tAEv2xx6dSly7oAFDf3KcvnUD4StBrw81XBnCbtN9eli%2BwqL3dZZipmHHfN%2Fiw0%2FQQZFheEKH1TCn2BjTB5KJlII2YJ1F0R2BllmycXheTWlwpQidEWZ%2FnjvNpXIisG%2FKf64Hbmm2q9VqwHQML1yuKn15syWHkuUru0P9llEUMPKxWozy8KSTbvujV2RaAuw%2FU8TzSipOdkKZj63zhV7EzojEtrwmSdCIE5nYhRN7cscQzpSEhvwBVB3LQ9tENVoA%2FHB%2F8%2BnVxlnr0d9r011xk3G6Sro4n9zOfkUy0iN5h3trWXZf%2F6p9ZhonLIQ7AeIgqvLbdIn%2Bjff3C3Z3u4vt72tPH5raujePvyLq%2FGgsKCOgNOCedJPLryZeJrO1uk%2FpbZ92fXS67bzz27hVvcz3dPqaiNIFaUJ%2BEYJQm4qvJIIrPaPSu7zD2RUUEkVpUnYEsq4nAV5URieaV7ypmCrO5eGu1cD5nS20%2BhdQ9C3J7m35tSFxIULXEYc5gTgofA9iX2Y3mA2rzgXBBHt2lQ%2Fbd68XooaN4oiFDlDXU3wGcQ8u7UbET2aETroxgx%2BhXqXjSqLdo%2BH99lecGlvSM1zL%2FO3ZDl11L3jnX3YQm6zRu6YhpQUefpZvZnqg3FuB7JDHUiN8d4lyVz7AWrfDPxLZlL1i7ygXEuCgQyyhumn46yiNaHoQsRaz4YBbvhaVnd1SuqmGSPFPeXBRWaFn6LP4Fd3fl8f%2B%2Fxj2tn6HY29FQLy2bcjc2IiK3tGxGbWxHbGyuhETu7OxF3VkOTNyYnTU0nJqaMJqcMZ6YmjQynZvb%2BkxWr46KjgidG10VlxCYmdiUPidCEDJht8UkWxlFkKyajKjlvffpSfNYWFxEjlCmUaG3lr0%2FoyMZAIiCR2VhCR416cAcNoxWhFUnDBncYObeqyFQzrWtO7P%2BZ5hcdgPYkoCNSZiv9AvO9NI9rRu7EVMa2FYhw2KXOcnabee5EoBMVwSVgObHvrQzuAoOxwC0L9G9oxgcyuPMURgCN7O9HyXrelrOyAvAUsk6de3jyh1chBP9oiKclxhfjiIqBYRBOwYwMVnlLaZZfSEdL9eTQkp4B6o2ff6KL8rTZwJnFhhEW1aqgxaXgYKD5DT01JynWB%2BPg6%2BLinGlMwYQe1Z6KrOrOtlFt%2B%2FpvxrQ2elvJBD155VumAqFQ9L%2Fxnst3e4f5qtRaJDI4rzqCiRLi%2BD50P%2BjAOYUVEKYAojOHuScqci%2Fw%2Fvaffws%2F%2BPftSYPOfWcHjHViHnS%2BtqnMQ2JYpA7kjZRNO18%2FA0sTH1SabPBshiVlXh%2BqBOM1pjFdiCKhhPCKSOcoiMnLzKExXkfLyIX%2BwWFuJ2toQaA%2FPywvmUTMyy8g0klJ0jBbBrhxZmG1IrUiaJjgphJKl7WeuJi49zgy36M1Gp9LsvdQ9bKOL8vK92uHxZjbVqxHXb%2FKvzCG1U12DAnxj4wPRlMjtOeNK%2FPsHDDOaCes1WNacQJlf5pEsizwcU%2Fw%2Be6MyXneVieGr9mhqY7xWNm%2FupDtY4oGDoQbZlazO9idc%2F4F2Vwi2uaNcEFHwc%2BrscEgqiJhu86Kio2KiYhaXUwkMTI%2BdjUhKi4%2BOlYtvez90PqrqC7HJ7VrdiM9PfS41x0RXZHjS2q9tjWfIpveZSzEpfjPpIqODs3GovFdRgfTJNzIkBEHnwlya5V9YXasvZR%2B3qjHAL6a0h14rPLI862GofYr1du3LJ3avlY2UIJdrZx1IKNYa2%2BL2siE7oS%2BlbH5yykY9uuzZjg%2BzzMgJd212D8qP9ARQ8KiPKwdQ0%2F5VQaWKD7jcubmHl18eue3bjYKJSLM%2Bn%2FN%2FSu2mEzdIKn5OU0DeGSxu%2BF1VCxjKMgwEhU8FpWx%2FEbiaeoVsRpbYrcuXr%2BNAGuDJOgUvvUrXidVDC6NTnZEpYSENA%2BPsOPOiV4QG0yz27fIqzkvcU6su2Q4pj6QX%2FlYXaSa8MlfT5XBz1%2BLijx%2BHpdLtT68dVWajUt9W050iIBjaGdxCR7H1Z4pd7I7G4bqh1Va50e7%2FZOHp3gD0303PO75ZzOprmalxl%2FFfsIS1WNrM41E3fleyMgEoCY7E4Onkb0jGGc6gTTAI5vqic%2BmeUaXF3ei4H%2BOoxJ2mR4oSirg0HEwZBG3y8BakAcIkmec56NSGdcpZNQnhf%2FJRBL82fTe07w%2BMELMy%2FEmBwABnH2USKib%2BkjnosANo7N88xl%2B6%2B5pidTov65yRhYAdBXC3aKrUpKJTHRiqLJ0pzffoMNA3dtu%2FdyfANzACLD4lRUEoQdp4kOjFWGF7x2ou9nVzyThIHERkw9lt7IdyDaZ13KLt45Bz0kPxKo8Ivt0g%2FTbgvU7tb2%2F2hx0PhweZN3de8K%2Be57Txsdk3S9pGpQ8B%2BkpGyTIrn8urkwoSeaEppUXlqrkBFuWMyqZAUiqqsXhXGx%2BdmJCDi02NpcSn1CQnRph7WSPRM5lYW192QaFttdCYB6Z%2BEN9THFQXQuTx7HgXEoV0YwA9TZ1g0IQfx3HgXOzqqD%2B91nhLDm59fRlgCUniF9ZUAqNkbTKLXD6F%2FpTXoHAezU5Xy%2FfVUObL%2F99DCuvrO7liRVoUmwh4GijW74i9RcDg0OVsChxq7witTgnJDhcHTL4IS%2BrKI1ELSjIoZxJSSUzFPrxT1PXkNwyFKgb%2FuBZ03mN%2BRWmgFg45ejT8l8pWBWtsVN6DTq%2FvT7WzXLqaEaPH0PAJwFOKUvNVMCXVTqkL6ynd7w1FI2tOU8gP6T%2BKiUTF8Wi7ebtloRO51pkkfRahYiHZ%2Fbjx33DP%2BxHofEc2GOLtY8LsAxkAWVt0gCjPcD0EgZ2ShnA2vI7sNHdqjld1AQcfV%2FvSa0%2Bq%2FTR%2FgH0fc%2FYUenZog9aOt65r0ZAOB0zfJle%2BCrh%2FUisKEeusFHKQEjlFcFoZUPv%2FsWgod2Rwpf733uTyMvwUP5WP%2BJTneUhnB4S4cu44avYe5McylYe7FiE0%2B0w7EXYm4Ql21n5EbTLuoHzrTgLoW8QsvxhyOqzIaSvO1b%2Birpy1BnYqJtH26MUQj84ZPmvDtJ89Eo9PmXm7zyc3iHhy7PhvUmzxahfVL6F%2Ff4f4vyuCKEfbV82h6z%2B0kFawR%2F8Ic6vIIR%2BYcjy4h2k1aJE2BYHIdUzNZCJ7ARbgP%2B2NVMOYB1yRZ6XlFzCWrGEK4V7Fp7fh1rnw8qM%2BaO1dE2rD7IXBwyXtd1nTypsUPk%2B7MYlhv0SGJFdZbJpZdWx%2BL9vP%2Fw058WPYbhNLhAYD4pjIUsmkOvlGk9Ae6vxmAHaJ6pAHTCs1rbQ19IWHakImgdhbqKKZoq5027aAtS%2FbeYAH8yh7TKaK%2BpH7SrmAN60J8xFWm0OwKGVvJqoyK%2Bh3h50qLs9kQ8wnYk6U6y1GY6hpLxNaSpoB%2F0hIE6mI0YBZXOlz4M%2Bij6KrEJnBpB7%2Bka2cqyLteJNIMgQaJvSAkAEOSSiwALKzo6zPyLdR2qzPwsXC7H6izblK01ArjhoLwILdg%2FvBF5ub68UiQDi1pEq5siO2vsmdSbSLab049%2FvbP01kQZhA9pT2yXN1Pl4d3txEfcg0g9JUkONP5BVivDf%2Beg89HXrfNK7rnO3c9aATViSx2BsTnb%2FOP0N9jEuj%2FdsOipxwZ2UPhldJM%2BhqMYThuMeJzjimpC4o%2BIGDSKqRT2bZ%2B%2Ftq%2FKdUaKuwDr7qdaU7r2W%2FLASNVbDJAYkFFt37nzft%2B3Dn%2Bu6o4NIOIUDkwi8ASkf%2Bxyv%2Bk4nAVs26jy%2Fb916HDF%2BWShyA9AQx8nbdq1o%2Bwai9%2Fqg3zA%2BHEfF6C3xUNCHMaQisLUik74%2FxR%2FqulPCJyJId6%2B6TjNeW7BErLvRYnGzE7eWnjqkro7qweX2jt7WzbphgcF%2F3Uo6M0WVBS6c%2Fi6jU6hgTJeH483x0VJvmnHFnz7r5Eu6YLaP9C1pUbNBh8Os9TP%2BihmG%2F45Q81rRxt43MpiZWf5XlUWDoaL%2F6EbY11IZskC6vjxFZedYU3Eu%2BcnQ9ZnlKc5LEBGyf1x30PsBC2qh1pZNYuqA819OQlH9QLq9DmBx1drYkv0ETKKE7QE%2B3qVmfm7gWYFWOtInTlBABRTsFrgoFJDN%2BQe8ghZKvWLvUkCUOUyNhGN914OMiMeal6%2FhjPvtQ42Gyo4tacDkQIlKFTcjj3SALhlsfY%2BBogaDOmEzBJ3IaWjFayxLDm%2FA41m1xPrtEAJj4HWh6PMexarqvCZGsV5PXrNmYlybaAIaVPhsqv535p7wEIoxWHkuEjKRN3Bjk0cssmwm54t1LuNcGHQssiIifD6EenIAdCnl%2FMlLSusXaK2GGhfTDFw%2BnwPQEW3WMu8u3nKcuh0q4muKBmX9o5xRlvfOz%2BpxvoQoAlvi8BVEseIFQLzIKZpN8R0ac85xLAzdbqnbz2raa%2FZ7CfVkhWxguR8FGDgV%2B8FRWA%2FdQggAy6pt9STWF1qHXVGjPVhqFdKWfgbfH6%2FPybWUVqCKOrxHW4virYMPdNXNRDV134XcvmewdVqU6iQMJVF4BGhbi6%2FrsVQQ4En0JzjB6TVJgs33LaD1lj4nEQqoGhpZyead99yzOcBI46cdwMquJu9ZVVa8xGKlLPZN1Mubp%2FqHrBgC7At9Qy4v9fPn%2BMeZyx9%2BxHF6QpujH%2F0y35%2B6wMOjCyFPdUmkYBiLyWB0%2BEROuk6UIROcO%2FczqMD518X0AY%2BFOTZaiHVys8jMoeq8wpgO3fEV2kPcjxWQ9fOGcUV6xzXvaw8v8TiPdVcIQw0R1NXYIZgCUZ8hSLpFkln38GYKKjIJEklt0T9BKYWgn0gR6fJjTHyfuL9iCkg4EedSyTaNjGbinSqKrEnT7izD52MYvgSA1Dq%2BRGLd78dIQj1Lj3hCSCIKbTXxJ7JMc2RSsEmHjDGLX6jlKXW9M%2BTpgwVbIbSLHp%2BMhpJ5RYKXc7O%2FOZmOAByNgMfLeBY1HGZEY%2Bm6FtuuTMSIaDHuELcIfcTYy6R5nN48lr6HYfQ5sj4xmVgzoTFMUy8pTH16ZUGJhQxQ5%2FMIcyHwZ4SIZtMrGIodYeuHQmFiRQWAOd84IWXt%2BBKFbTYCYajnb8i0b%2BtUE6H6yPKczYOskSs0fEapwCxfFqESFJmb%2FeKdezIJElAHgh82coKqyha%2BvMLI21YBusHRhkSJObmx7GLYyoQwC%2BUulk2Ekc3eZUga4jiVdUDVUhKpJTGEmVruJjPYn6nZiOGg1Fr94AQiNwlGwiRbZGOqJSNajU9egUDxozGwBjX2DCVjFcBJWCfIEjaYkOSiEl9OEKWeZnS9BSgJCMk1cKSnWoxqfOavNZnaD9QR6DdMDntCmPEfxUUCtqQBErC1Ldd91kgonepcgrXZL7Lk%2BAthG%2Fxjs5hukeWXk6bxGXrYJGm5vOfMX7CU5kppyeAKqaDskrmPhZ5rEaMx9QJJvp4rqIt3wlGItBT99uIKWAf40K5eYvH9wsEgXjg6RKoo9rTgK1ch0Gs1phF0N1I3m%2FvSABKq7C7kAG5ReCNRxUZLLGoRc8SjQOfDmF%2BJEWjciXt5bQpYLHLJCinnNDVWXioBT00BpKbvCczwAS9SDP0Y1vHOQ7wzj2PzfC2nPyZ3IQkkfbkYTdeN%2BNnbyDypqleyH94jFtnBZLHeejik9%2Fz07s57wM5WN2o1bI7Qpt9J3bbO9%2F2xJ9aPtEzJsfIq1ppPHtuStwLAFzh3Zw%2FAax5FxCqqjYkGp9hHVNqTIuX%2FnPY9%2BCHPW0rHQWVfUF0kg1bLIFeFAdlflFgtcikpiiYZvQRYm2VsZUGm55B2HT03O9Y3YIYERKIBgoWw7rkpnfMZxx33S7Raj6qy9A1WRwcpmjY2GI5JJbnT%2FE%2FsfF%2B33VeMZAgFIAU7XpWSDzam7KtkIHJyAyiDnRpRmfjTLbJuZRh4%2F5iyybFZuvKZXyxxjr5frhjLTTqDkSvZzt5P0Dk7aE5qxxUaDBrbVB0MoxlPJpUKgcUBwSp4n5U1c%2BsFFPecw%2Bhz05AXkwTsh%2Fv%2Bu0w09dG7k0BdT7cUecveW3vjNbFFwXOfED5EEWy4R19MwxoWZB8%2B%2BEc4gHgJURKYrHkWZSVVG7LC6Lu%2Fyj1Jf%2BfDrwD3TDnJtalTH2x6ugD%2B3Lh8OJ7ESiuWJunkuUFagviyrgvk%2BRYjEaRfm35SSmXBSX9EVQt4jVihTdBqwwyK7adx0dqbUx8owyxySevNjnjNYJBHAGM7hKzwxSR8hzTOM%2FHuPkgpsyifAVj3c%2BSVREw%2BbWA81vpI0OW03FJEbZir1rOQOTRefgB5QyOuLVHYjmDrv7R%2FOUK1wRQLu%2FcDAKq%2FbbwDFi285lWmmLNgsDjj83FD0lmo8DBFiskRvrN%2Fls51y%2BYXxb4OXLVT5dJ8DWQylXVTv4M3TYBg3xBqIF%2B%2B3pi%2Fx3HRc6mNYKGhe95Py3LNYOu6dnQ7t3avWSmDJB6c606XLNZCd9bHySOYSxOmITVzjZPJQuXBu6CfTvos%2F4NI6UV%2Fzkxp5EG73IUraubALTXq5tzoTxDoYfK8aSaS4o7%2B5FyiHz4dPaJzPt%2FeMy%2B53Q%2FhoFzlOLcHmvutTuDrxqCFw%2Fbr0c4N24jMNp0W3OzJs%2BdUYjLySqaYrE8xNXl4XIZuiC2Y%2FT2okht7i9JIhyKhtR%2F%2FM6%2FnIyGmpgI0oJTbNIVz9%2F%2BH9fi%2BVR9izUG0o5%2FPUtylRen6qomwdW0nf9WUhKKp%2FISkIcw64Za66sA5j3kLdlbxOkX67Lm0FkDP2mfB%2BKlPYbYh9aHm1hIkV%2BVuFLNevIxedIV57pw3sOIPK2Ly4YO%2F69LBYiEmSTcD9tpr7TQms7lSS7w4akMUPE0EvV%2F7B%2BdXTvrGSfJ5GNIQssF8qrKbLyCRhzQsQ3%2FNlzmci%2FxKzJ0ai4nIaYAQiqyoIy1NMVRpuI5xH2c77%2Fn1dtiYEEAKDy7LlHuln%2FvKWhnPQaaAquw%2FQLAdA0W%2B6XQO6N9K7oN2LkMDtH8%2FmRX2J9ZTMOc6ytcULn0b5sv%2FwqO3JZ2Awh1ZB%2BlY%2BEf4ywOMD2TOJYAtZI9uwTiVmh9rOtVwfvLk98UqKPtfvSAvdVZMlsnIjJYF3h9gnEi%2BGLvNZvaejXX5S9yyR%2Fj07%2F8fWvOmPhZLNnB88rHUonwssp9qer%2BvPbmsvcCixgRSpYGQhRQ80PASi0YRSkVE%2Fagksk6JHoyzW7TIMRMOWlWPT%2B4GPoYKoUap%2FIPhTyW5CeXl4soyww0ImMqhKSiLd8XBsP%2FYb2L%2FsmfWpPfZTNyHV3Akyxidu5tWs6nsPw0M1NKo4Lx8U4Y7HXxz3yTmTE61JRzb%2F5puraZxgud11xMFgDdQK%2FdQTeaNmr%2FE%2BIwIDwrz2LCfolHhV%2Fybj%2F3ME57jGPwYgQV5qGIzNgJPqY%2Fhr9wuqeKqcQSKNSp81%2BGgV%2FGS44SVY9wq6fzz6v2BjJcQpcSFO5C7k%2FeHm5vNlRs4lGkUnzyVeAaIfZh0bZx8o8q7MlDnnw5WgWf95XqAlbvdpl%2Bs%2BLav6%2BltDvr3j4ePto%2BuNHf47p7nq63DuLvdVk8ynd5TaAuJPU5cuRlJy0aM%2Bm3i0McychfySsX2GxJ4N%2FAxiFYNRap3nMrHDfyXWeZUno8A6qbSLljKn3Z8eiVHq2u00R3nvC8SdD8oRVF9Rh%2F7Z%2F8GP8YkAnmggovybRkiC7ytcQkrIQacCg0I8kNIWGs0qwdH%2BB74lLZz%2FYDczXf%2BRNNRUYhRe9u9uR5o0fz6Kq%2F%2BvqtyXMyDsXTofuk6p66pYkaHhbWOutXSgxvKiiO%2FvMIrFDkxTzitx4HgK%2FAKjztUlSmPAPe9pmYOY1DjmJLrufFdJ21QSj%2Bi5mj2hj77FA%2FhmSTzOM0054UPvW3TTIe1WrdlOVpn%2BLfuuMt3D3QYYTyXKenK2xviclsvyOIKkLW9Eb9ffrzgjnQXiWEwuyWS3Ve7QXIB50Oqp7KP1%2FiCbrbYTcIN%2BrpxQCqW0vKkZv%2F7KzTs%2FMGnFdHXJKyvTf4SJDnklRZ02taSdrWev8WwJUzNZXCQcX0FTYraWryRyugVGdii5W9n9jXA%2FtfUR%2BGb2XxVqjbny2E85uCTJ19eG%2BFeP2F3lvcZB44hJlPCtj38aWQECQjatV%2B1IHMt3ABj55%2FGcVpVgzw1O60cFqdIt7s81vEdWU3Gk%2FFVPZ2YyXTSThDnw6QKw2IBb1iw8JLaZwgNTNLRbq30q2jGMcE7odKxOL70RUFyY9aLYabhrBOi3u%2BmRVoUSNsVmo2h7Q9pLd%2BmJ8fYeSDcopo%2FQo%2BmLpHGP7Wp8g2dy7WtAAQAYrl7ur8Qd39v7P8AiX9fXfbNrRC16qx%2BXFn5mz09nBuYxALMfZNNtQBMbpmOAOYe%2BqdtVmD9zXxHfZS3rYzmkoCSN7sGVj2F2Uwgs1XZ0CG58ZFjA7NECljkHDJFkN49OX5yLK0Ciw5W%2BUyxShKJvkzH05G0Cc2U6WU6WUqxHdThCDFHLbJmOjEi5DVZQNvEVgMraoehJDUnOkQfUG9OUPR6dL7rTQNto037AFpjpyj3BPW1IOOlZDp5ey8Xcw0wnuFE9gDl1YC8I35tACdWoiK8IzMIonb0f6QnqpMqMt%2BYqTuoiz2oWVRQeDQzlkG4Dc0UUQNFtDcnshidGclmdIk8tBVn7JWKcSV79dMOaFNzQykIGLajkggGCSJYnxNQQRwyOT4qEVdvnnMoyNUccUIXiNpmJXXEQj1xahgRXw5h618C7IFzVD1VAv%2F%2FxelKtE2IXNKpR%2F53M80Bmed07IHpcl4VAHZ37fUbEM%2BcNiPqnEtIvktRZvi%2Fvwkw%2F0YaaZvMObcEamqkEO8mgTH2G1v5lxmOS1Hb8ARThSIcUET7Q8UoyDzWHeUGMueWQO0JKcS7SQBw84DCzeYUq2isRs7LAeaKZJIOlIDDJ%2FnBEU4Nte3kbWporw5OgoYGLFbJFLCY6BcSsytzqQ0nL9PEKcomxZFOs62lOxQ7W0TM9015QkAAVr7ZpS21LADMD9cRAe3kxUtcS0as2Vw7incZj6nrw%2BQXuCFrEpKldNJlCtlypBAJEwWBiIH2QlaiyoGrCFU1dY2aVAvaOrp6%2BgaGRo46jqsTOHX25wYA3AAAAAAAAAAAAAAAAH%2FrgH3t1NJ7bPjslz%2BXQ742%2FGfH4OBq0ZwEMoVKs9mWc9uwY7c9H%2Bf6v2ucKYgCAIAFAAAAAAAAAPDZeoZMxu57fJ%2Fv1%2BlX0R%2FEma%2FdVA5sLGdbGouxcizGgjYW7dm6Tvf0TPq3axrD7HuLcTlr1%2B6II6cuV5EbkUoUCYKIgfasMrw%2BS7bXzz788sciiUyh0mxu7DFeRERERERERET829HX5puaxiSz73U%2BNuRAUAIRAxkOz0KqPRERER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%2Befc8PvvTSw%2BvUC2bz05k2zneojGQqtjgapOpXFH7C442UOzsig8vzVuvWICkgAMIC5UhBAoCx6LLoXq2AO9IITTeQS8OHQgPTdvu9TSuN9JpJXzjmAxWZUWyeomrOsmF26aMN0IYo7XNkd%2B0j%2FywvbfIXOHjbZKBEUpnQJIQsgUMCQOo2gNUva6kX4jXdyX9qbSmUPnWUUMFmtWOU%2F8ouymnsMxRHWQylQjjU4PaS4EFZWuenDmRNFvkx2U05uhSl%2BhCIngoU45VV3VKcnecajWAPomTiDKaVTeVJWHwS16yrjlt6EOf8jaZBcnhMnwKQpF6Jc0whYyp7PzqOTy1mIfJ60DMAGaBvWc0bmFrHf6R8y%2BGJGTXYwprNRzlptfQYLfBOierCgUijOYy3tEVKIqh7S2xrbTSrq%2F0pQ%2FSBzcmGbRUT1rKkPNroDpXZicoG01xAZAQ7hXE1qLs0Cr40IwceagKo1ShLC79OButaQgQm%2B5DjaNhGpUpCZ9iSLVeM2FwBTuQeEAv2GbBSqEt%2BcNM%2Bx4ZLAtzRdEBrEYAIEYjcRU%2FXYlR6oMBkw8IhfQiAfhtVQApvE2nUkrrX%2BqG%2BjkGxUZqMWschJoQCpJkB%2Bc3ymIn8LXmsOZ7RA%2FRmKctblKy1ZKs8hmCKbs1aO6gsZgS2R38s3086QF5m3NZbEkSNInPQ%2BHzg%2B3B219WZWCPF4rJcIaSlPjBu8X6Q3hRB8x0swhhdeAUuhI5E3WmzkJgswT1jwF4rzVxsIn33RIIKffNmksyqRWdBdfzDOGT1Bf9Rn0JfkAK52V%2FpC3MO9PEApajj8TZdihx6CiDFYTmIKG64AG7k11kPjxlg%2B9ZghNsRaTqpVnbT1chLyoC2oREi%2BEnHkPgCnF2km0ayUFLwzpdWmpSlQdkj9TPKA8pIAHQCLZuGkE5dzCRIyuee97L%2FsDXORLLDs5VUbh5ZuAbdtxjo6YB9i73dps1tCohcGpb3N%2Fo2lChSykdkIjUYjvG9OTk8f6PeAeeZl4RsBoOwLyHOz%2FE0A5RAStnLRutoJ1uwgiYXLr%2BE0HccEPK%2FCdjBLBFKtnFrhVBQxFIHMI0VgGb0ci4Z3ZZbMgg9AZQaF9dd6qiT1BRASK6uXNStArgxCupzRTBgjKtNNyxe1MAojJoOOa6Kkt6kTKaP2VfKjQzFXSlVy5E3XjHlt%2Bip6X4dQBZNhk4sS%2BXzgfAY6h3jmZ3nMIfSZ77GwTWveLWWz3fuSCs6xVGy6lrA75Hw83W35lLf4yOfNDUanh7xnPst5ddz7IZonglh3LlIy9zwee55J3vPavK7JvI%2BDu6%2FissBTOysy5%2BmULZZbAVsOD9ilPSn%2FQWZz%2Fr8P7Ttkj9mdcGtYwrZodSLJQ%2B6QwW7EqQrd1qYCeIoNvJiJBj%2BHUloE21dP0OZOArKgmfeqoENgiIYReCWDTpT3sjOR42oe2bZzNvekQiDdTIY3kYWQzzZk2y20TNXjMTKEmU3WNYvOQe5npVEGnBXPzeRCNNRrmWtXTDiJ88ey%2BfTQkOtB3lcYBvue6kmMQ4aBJt%2B36ZyanpCTqW7MmpnJNc5EgRIBPME5l%2BLH0xqsAgYEiMWH66keclCIIam%2F%2FSlPGhZigOzVcLRjPnRSL1G9ypYipsukjrlHnZRQYQ%2F1l%2BnjnCxKkrKsdUYHsv5BhLzFBAtlZmmEeKFj0Mll2z0B%2BekC3QSnu183K1BOP4rN5ytSUDSVUl3jTyPDYKaLA4SqRMwyq0H8nLLp%2BgGD4ox9qVaOSYG%2Bzjm7njrpFQUJ%2B1SV0oMszjTQ8aQY%2F5N8fzYDLlAVQFoyilNy7kI2Wqb%2BlNg2s7D9sWSAdYnbu5Nl0Lo%2F9IDx8VOdA0hzsrzyuCbBM8yrFPJ548FJ5PEePHVGyIDEOssj1SnSiX7r2XDD%2FMqVq0%2BWU7QiW518PVzmZGrFAUh5cSzHbuepYnJUzfVe8vUXBJ0XGSUDJPQo2vZM%2Biz3MTpUq9oasCSV9WKB51W2UnR4SP%2BLPDnkaUDV1hS4xVK5iJaKlRJNiHSbJDYpy53lq%2FKmczRL4rQkS2MVqBGwD3NZZLSejKXO8HJsWS6lfDLy8oBVIgjXlM4zrUqIalKrbIJnWX7gxPZPoMZAU%2B56EbNGQMA5VPDU9ApfLcGKKov0G0MhorJE%2FbCv%2BDhndWCyI7k7jtgtazSSe8pCs9TCNmXeXxnj9WTbvB0ue9Nd0eJTUzdGVYzG7kHcuM5Xl%2FnaqlhZE8u2preKWGqL%2BgYmvy7HDm4F8EzYDNtKWM5Exps5DwBXl7Mqq9kQ7mXC%2B3ugpiQPEueMNhYXt3YjM9kucrbbT1q1vUaJlpLcXUBRpSOyfb%2FYss49aSU3Nhj43W0xAoqiwLaKx2l0uhuryEPut4BaROoDlOFSDDjXRmkjQrB8BEeRpRyMrBsDwoL8lZzd2K6QykvH%2BeSp0XwamLEbvLa1LkVft6S40qV1LFXOis34riXFSJmcOE6T7ZOXtrN2GrO2b9K1z4L5Fb4oE%2BVLSLHVl5YeJzWNaQKVjtwu8zyRiRpCAyQw%2BoFkpUUWDFbBlnWNHkqmL2VhxHShTTlPC922JexLPaXgzXpFJv5eCp14MTrbvUH%2BWI9gica0DOFbhQxEEMO4o21dAx87XIWKzBgCAbwYEcVYWqlY8z5XGhNt2uQVRdOkVn0qTGJPbuR%2Fp8XLm2LTW%2F7KJ0A1gxMNAFRuno%2BLh4l34i2hZ6DH%2FkAyplaVVm30WOpw60ZGug0V5yDJJfjtiFcQQosvxpncSRafyoaFXT5o1l01obLuYI3uMcZsQeGYfBIM4GhoUsbpJuoQs853zYBh6HTjaJ9TxoIB6aZQU7oCGxYrDRkpjM2O0UYx7CKjpM9JJTWgm6Q2wSgZiLNrtEy5IQIJWTBvwxmtkqURTNaCVU4cg5oirAdlYdnCdoMICCI9xaug%2Fh7myP0D%2Bd8Og5yRteexX3IbNBKgHWp1zHoa8p4Lu%2FPA5P0TpFPDDmCZ1V%2BnlYzBmrgTlgQNkJLp1lxS8wtycW6XtlgwGrw2%2FejN5HICJzHBUdH19Tx0A6vb9mMEyxBSFM%2BzGsR11sUN%2FkuOKndSCrsd9OyB8XJ01p4zD%2Bm%2FeLsjFuN9Av52cimX1Bgq71KNL7WnKRlazHD057DpoZFGEydpIXfh3A%2Bqvxi0oaq%2Bl31YMubDz6WeIxmqmhb12Hm9tGgWpnfCPkzjTplElR457RnWkMKJ1QJP0da7wnxblLCrHCkho1J3mX96gA6ITIfWkGIOSPM6BZY4bGuhJGbTjm69Txi2c2WDG4MNnQH0Doni%2Fpa%2BeVjXCYjsj4RYg4hvMQJjON4RJm3cyBjWEQJIoOxDO836oQNqX2gbM9LCZEiUlCIYyiDPBkAZdX7ANZzMv92vn3b0jTZFbY1kvrV0RsV5Kv2ktHK19mfBLbd09PIflDaaRshdSal4TSIvmLGT6QKCRa%2Bz1dBisAY2CVimm%2FGQ7deOsxOK%2B%2BbpXJFBzIQy0OR3JJFFI7wClRCkxAJ4w1b%2BZ9fDyCMlugBY0ogh5xqhXIFZsFcMuYek9fyILz3Nxgb1JM7eH0J7Jzazqp67Msis1by9KNuIHsf2KSgK0SEdCvBLQHiLuQn4pdbI6DJmJkJktySDcJJxbsWarFGROOsYd3ewtXnG%2BX3APWoJ0NQ8BQQknCSI4Kb6qUx%2FcXNw61pZI2BQuC0UikBZQG1sZXkejMqwVibDbxuKGt7DagmydCvbtgzhrlr0w1t%2BdQvqCNJ1S9p2DAf3h%2FZH67r%2Fy186PptJJlHL5HtTq9yHWfd%2BUDVC7znIHuu4ArE2kTajyv400sNbYxzdWR0btCNWsNF6w1rGULjQDIzccp6hZ2flAQIPCBy80rWAu0to2zKiLQPYo4EKXbJJprR0psn5sVgoPWk%2Faanu%2FPB8HdzQfSHqK1WhV2aSISuZYaJXvFB%2B0nHcVN118WIdUtt7zlF2XW1kdHH9ZeokpJEINomYjQS7hpsbO1rDbN3t6O3px9KCU%2BKDTG1jET4kQvpWBnGx09Mj3KwaVX0wMHZrvZeMy55ocHextgvW3PliLlgzpABSLi%2FxR56gCk5oDu0Z9FXLhVShr90m39wmTZXdvbwsW88d3yztqVkW1VK5VrtM7trMmyxdvfxWtkea3i7tr9kRlaPlkklODRE8CBA611oJ7kCWI7eCT7T8hUAHcSEyyYLv44uGiqqHq4uHiiuHFeoeKk8QJW6aMV8%2FPRWBzq9RrnFnJlnCrWESdhbCmm8YDI7kUzkeBdGMPgdxjwqZlj5Jvoz6c%2Fk7OSrjMvz3t9%2FEL1HyhP85OUlU0lJJtOf%2FbQgUMkzngz3XfAJMdGdrY8pvIu9c130xFE%2Fo7A0tUk2G%2BcZGBdnXG2LtUmoTsMcO6Vvf7g%2F7Wtwqne5t%2FvuNYVQVIoHNbxkvFaUb4B7oJ9%2BTfcP5tdNm311xV9Wrtys5M2YibJU4l%2BbxxSPBPw5doxRoimtbK2N49mPG1GIfvAw%2BBtePyC6tHI8v90bcoU%2BiEzTWxwSzwiTayM8ozjbeSdCyfMu3eWCnuK%2Fq2tRRmEdro5zHoR9oqL1%2BtS8rFiTpx6qHCXedCoez3YFz%2B52f%2F6bnZlKy63HGrz77un8ChM8bTiuTxP5%2BS0ivI6cQihMRRIhlpH5h9bwZICFxfLX7tV38G5ukRNb63ufZ5pfMmX0OJTMxI%2FSHrz%2FQbE4Rchfr4Fm2Ubcimn5OU%2FvZBJJxyWlFsVhkRlaWzlaGLp7Edg%2Fsl%2BDjoCGPRJv4KsVp%2BETbOBB8tE3xFoNuPR5ZTcvOfK4fzv5jZ9Jz6bSNXHz2%2Bd4xkDyvP61KxqglIa2xJDm%2BKDGupdDTxaw2cTfn42hjVTncsh3Cq7UyBe9PeD8T9Ob%2BJDVTtmeG7P0J1eHbpadOT5WkaH3Bt5duG6gWDy0NKXq23OSnTksPwMOPUb%2BUwBQk3Jbsax2LMQuA2Ue4BHm2aCIk0QMbkW%2FvHM%2F1wOWjnYNC7d1hRp5IxQujqjIY3AZWx9ccFAq3Mw559brY5aI1I8QWj%2BaEMqlYF1u7tk3u3975AbyMGBeA8nLv8TUH2rpvNvblU1Lkdz3QG%2BiwOABpaoOefXRp33f4gWso8qd5UVnw6Pch6vYkAmLscja2wC7B%2BOEIllrUg0CQK5SLKv6ANKep1047vrmFpxp9VQIEdXJGkra9%2BhweUmIamE3N6EnkZqgRKuktXeZ4%2Fo2N5avrSWWeBy6g3K1113H3X2U1LglXF9ZkqXb5b%2BdcnIL5FecjzE0JjNB2H%2BSxsVNm8JtOB%2F2RB0czGIcVS1C7hpSjz1mwcripAdroHUxG3G935vNdyV42mT%2F6f2z1NxBF0mvSmwjD%2FvdzTje6%2FvwYSOuo4vkFnmfIfREvRATkYr0rivyOt5zQK7eQQ%2B9YJf%2FLlzwn0RlCCcp69mLAJ1rLPubr7KNjq%2BMn9WtVPsZ862guoztXQMv7VLtJO7p%2FIYrcA%2FKNigKceKo2k95xXuGku2wpCx2zmgsTh7OQbVFdgcxlOjbWD6uHf7RIfr98WgGJfNS5%2B5N7YQwYDTrB6CUjZxVAUuGykI4awjxRe%2FXvJw6kcD%2BHlodRDPnviRpG7Zm%2FXz4U7pMbHOyXAbfwzTNfwLIc8jx8cMDJzvyQ%2B8Gjx9wysLI%2Fx%2FJfuavxaNvBwfbi4Iw43kfMTalJbOvM%2F8POsBGyYImJN%2BGESpfSVl%2BQiqWzqyKRkNQS0tbYDivrv4sGQdZ7D9kF8fXZbBioGWShcIn%2F2dVVA%2BKVr9KRpndRdogbKjFqwXrVrm23dIxq%2F8ndXTf44iKyJjrOD62rbBcGLdJrNqnAm5M1Jj%2Be9W%2FDt%2Fsl0SOjQ62kL7TpY2yKon%2F6PzWMdPX1o3zrJCGSo1diNKN%2FRI9Hv3NyFvJCNLeimOCaq6xyXl4ANWtG4JXyQ8smhc2XrOJ%2B1NNP5g4vmTntVba46hns5ffZISyvHd%2BzmrqCYqUuWIp0njJTob5AvnOGOUQ6AG%2B%2BLc8xIGXmJ4JybUlT8rWgSy21CJ6o%2FUlZBJ1DreDM06nEZbq9%2FaFbycz4SifS9BEgfj0aBNzWAMuxmGbvs6Ra6e%2FEgw8ePXs%2FEBXiETTtShBBdy26j6iNSGurguNy4tjlJQ7N1O%2Fe%2BcnNLmmePjLEz%2BmuVENn69cCI7aNDrT0%2Fb1JdW2WRj%2FYJzDQoU4Veh3e5aL0QMXz3sOx5TOaptTaojSvQpoOmkofrJWTnaXifezuiTwr25nS3l18JZtc%2BiDQcZ3jZK%2B1cDNEtNfPFSV1UiyxbRCHycmpy1MJEH%2FO39QSHLxs8pQD%2BRCL6XJdb9HkyaJJUkO%2B9fabIlEpIc7dU1TcO%2B3jqGYmtljzsovZ%2FyjjMiWMke21M%2BSMVorR6%2Fs5A%2BSkrLXJ8bR5CImTEqRAx8qsefHkL%2F0Z8SV1c9uNCp9uCS%2B5OQeZgev0S2uR2YVMOd8pcokFUEX1Zpbmi%2BbR8BEo7M7Y9ExSnIzhLUdBWzuYjy%2BMRd%2FsDSptGlR63V%2B373xpV7MLrgSWspD0XBibqSub1tyUfPW%2BqRybSsILvDZwVjUydzCTdZAI7owcfrV8VxnLVCni9w%2BRi0yanwpzg2ENCob8Yz1o0dDA4Ai%2FrcehftEB2EA8LuaiOxWbHFlOGtyTPGdSx%2FmejCGsyra9TrjSCvWyc9T5lQTYzBRiVDcBG5iZGUF%2BtbS0zoPN%2BSZN2aGVvffOX%2FcNDVAH%2BD53Y0qCZnZY%2B7JOPz6I5fJ5kxqUeIa46OwH4329sio%2B9DyIi16iZxI2N2VwR%2FocNS5WwqRo0%2B8Q9B%2FVbCrIW274leHV7f3zXqJXEjYvpfeWBZarK%2FIGdrP2UtVmzCGyqEIVeleelVv5qu59PpHmJjOn4u9PvBpqSFqiIB8xUaA8c0nmgFMJFBbmfJHlakuNZlP4opnCup4qSDPWd8psGZMFqW3D4srQS0LG6sRk%2BiwY01We2ntTcjvzdnlKxupU4uLU9qkCC8u5ym5gOwLiRMdfsoTE9cUDhWvesswB7RDFciz0kOexoFZh%2F1iZCWGfyyKLTFo%2Bg3hxnc%2F6rec3nj7LMtlcdOk%2BzJD7EabvLTlrmV0WW%2FSmfnnppg18cMiSMBms4QVtNcrVSHTSx2mY9jg6CNzyIvCY2HjZVwW2ONiekb%2FrD%2BnbOdjbGQ43uq0KYtgpen15dfPe%2B15iQEoE5zqSvkCptAuYoa6O0nVbGH3p6KAGM9dzwl8CfigZ9SIqfqSpHL0u8%2FXIUgpqTj%2FUpwIx5XXOYlp6mMz0hy5zylbzI4V1bToWgtbTIrELzkyUUYMGTojpd%2FrfdAa8ULYGA1sDawODOgo4wqllscXQZSvXH9f%2BEy4%2FTnVWtLFkm4Sb9ZrdkQlQz4eSQV%2BZmYe520E%2F1XW0RCYZ5nLSXTHa9Qelh6NR1FgUSnb1jRTTG%2FF1eZQ%2FGkcxdkKxUd1nLlzJNgz0n4e5djjrV8iPKcY8gCDGnTYhKIPAxfRGalUW5YoKox59sVjdL%2BqXgk6eS0y19ze3vK1G0N%2Ba8wmpMonhd5JI13LRSDKsmQ0MJxsniaBBKVqQ%2Bcx%2BKvWrYF%2FRsbKytnLvzyqW5nA0DIawkzEc%2FBCrR6JerF%2FbEVnl%2FfVvTXhbtLextYo63cB8iqwXWJo%2Fs7BYfIsEzxZ2lLCSl1xfHEbCR1osCNtPLgtvFI66GRNtFS53WZa8hTEZkePTN6aBZ1%2Fdc5i4GwYOyMyMj01P9TXC470hmenx0emZRr74OCPv1NTY2MxUHwNcirNBekrs88lgny68T06mh3dxPguR443JzdGTyBCGVF8W%2FXhdxV%2FLX8N%2F%2BfJSsEawVrDqKO%2FHdzeQvkEFhqeGhYYl6Dil7RDpMDkyqjrtMXnCreO6j6xpC141jt9wMUwrzCZHrd%2B0oj7sFsmZZFtcdN6%2Bdz%2FL4jZCek4NeZ4hX%2BGr6SVZoJXmbhA95qWobB5qmq8dCgmAJ2IbNTzNXK05HOKMTLRUNN9ra%2F5fqpjo5updqv5qaxkbqSefdSLa9xki4pqLykIaErWThe834tTilw8%2BPX%2F45PsdUo45pChIS7tFeW0Vg1nfWMOsrmM2lhdcMLt7u5idRRfCcm83SLyru1e8t1Osp7tbQqLr9VEX6%2BgTtwCpswh5PYzRhEZFBgYHdoV30QRTwcyg5q5x2pq4YvNCUl5S8hyFvgVFKFjV2cvNDYmS10Wq%2BA50Yfinxq3Ly7d%2Fgd9vFRUAon%2Bw%2BvXLmrIDQwmiQ%2FviSkuU5lZwc2MYTMfWtDqpr9rwouDenIur60wObX9Ljgm7PqY9x0CwXEztTOy099NyZhbzSTNzpPy56VznakenqmpnC%2F8AKyt%2FLBQR4A%2BDBQSIvq%2Fq35xbNVz1jVhIMbQ%2FpN1hic85PoqOgATpa3xTx4Q4YeJJsb25lRk4tFtlbgoptVBaxv413M7DRgrD5RFmTZzIu1meYNhQYpN8Oyd5FZ8VNJ6mYaato%2BslnYmO2ibr%2BWTXE3R52g%2F5dczj%2BxTYuQ125i00OEs7%2FjwuzbMNXYxdL2VWRhWhAwtsXKjlaW9JQEyhzbk%2BNIo6D%2BiIc%2BufW576vv3Bxs%2Ff1Id%2F35opZt711D87eHuYn6uahOdhzLWOFB2G%2BNAd1TJOtlwuHoqclpNAxlK7UpzHODtF8O11gRQu%2Fdr7ZxoqB2bbegYnaqoHpj92RFiHOTvLRkRZh%2B5dhUqacPBi%2B7u8BNwEMF0Y7MAiv%2F%2FV2fxu%2FP%2BR%2FAck6a%2FRkzLBwcgKf9tEb0NvuE0IJsS1SwspiRx6Era1ezrbYykb5RAQ5YKBG3rZKn4Aa3gCRvd1mAz0YSqAfOXVVMV3Of9R5Q39Iq41rk19BLmmMS3R%2F%2BHhO7w6CySnEsgRpWulxFm3jPjfbtRXdJfLY%2Bpr6p3NHFC6qAHD2l1z86QUqDmsGxBglmZQQhLM3PSTShLyNZs%2BKLPD5BZgvIunlhI8RZertUiX1EI3n%2FzFlb8RL21zJNpQXvr5XqOt5kv2U%2Bt0idsoN7380FGwQdyEzpKT7rX4V%2B5u1eUX%2FMevy0ysL47eZU31JRcQ6wg32i2g94%2BtEJnGai5mLkIii1keYDdDRw%2F5CGjHg76t2VDIanmLiul8laGZU7xlLCwg0R5sGmihYaUFtleHZdlFELNCggrPyQvAXz%2B%2BpOoypqV3DC4GN77cuLo2RYNYXC%2FsQFp2OCntqfh%2B9qmNq32185XpDXGN3lZ8vM82YPmA9l4PLzgINQnDJM1jyB2Tt7%2FW1nUmFZcQvbJpammKvfRM2CPTSXSkw%2FToMvwSrL8YoHe1eTnUf58Lsx6f0jA9fegYjjecbq%2F7WeGUuRnroGcnhybnG8XYneQ5pU5FVuU3Jn7kIVZWZFRltTXWlLXklWeN2IGe8IzXlF%2BhACqIkQXEEAwFg00tdQ1MLP5cixoeQNOSIB14aLYLMrqwlt4PcFcSZWTmm%2BNmHZJdpYYEciTQ2UqjTuHAttRGE8SQ6TJ2jny2xC4cv%2FqCgUOrTfDOqSIz21ul7Sfh5SzXoDRu6%2BeAD5z30%2BbJ8QkUpbYNSfoIhf%2FSZgmTxgye0XMGnqhBYGN%2FzjCIa25woFMWGI%2Fh0duAFAmuCW5CIBKaew%2B4mZnv8e6loUGALeLocsTFT1rIWGC64NWkZ2OX%2B5aw6W3smb5w9ey%2Ft8RXDG3lPbXYHglPuTm0dD8IXgqeSV8oLUyfnZ7PmCUXp84Yl2yFZ5MYSJ%2Bzk4sjNPwOCbDAYCw2AdHIP7tsFEhtFDY%2Fzy%2BjPjKNTU8JDSUmYf1TksICsxMz%2FdXGlZTH1YJDlEblVDIP5exA1nKWIBBSEEdgJKWTsfLIXxzMyVYAl8yYlVaphlyZdZ9l3w7HzAPnH5kSvTDCifLn14zqBf%2BvL3l5zEePNfYIzL1mYiL3eEdrflrBjEcaG0mcvWbSIltnN7kL3HgG4tVsTp8OcJ%2B7u2HGcv34FJT9UOtBPN0NYyrxz28HeFDh6FdZNv2clFFMSMgs0XjzcrLK4uOzSjhHD%2B6RAvRXDeXu4QF8GB4TM698Mt9GN8kandf8xaiA6uW%2Fwoe7hHvWah8JPeCprskBaysUVxhuphv0fzaa4t%2B3PcvlkqSAXFZbKflL9fHL2t1O6MkaeJR87jn%2F%2FZ%2FJD84P5hLzTabVkw2HvGl8NwrQLDsw6teCtbCAlB1R7swPsJrd3AmwKsJXKHqvFff%2FxywD%2FgzvO%2BefVFrZFX%2F4fin7bZZonTwL5FVJiG%2FaJt4k1FXoRG%2FolH7oHIoXjlkonRf3PmYadmtA7%2FTMgigj7RsLyFhtEDqNn%2BeOUYsqmXxDPtX7byMOoZMkHTo1GTpH%2F7ljm6K2gFUboRMfwqz5OHesWtRn%2BZyZaZ0rtrkd8AMmOw6YfjVgzmcDxr%2Bf8uK8MXONTk1%2BMaig5QEaMDl0wBQbJ8Zm6rjfgLQUOgm10Okwce54WIzZFeVdwYes2%2BaZqwGT4wZM5x4wJ04ZL%2BhzOmObJ6A2dfmCddMV6JTxaj63%2FpOLxi8BGEyDh%2ByQT1333%2Fnc1cBA%2FK7abqD%2Fzv4%2BmokH2rCS50s8gNVyKcx6F2HRp6o0k7L%2BnH%2B%2Fnv5Yh%2FIWsNlpACwtZKucxwDQbdBGKQG6bZ1HO3tEW0ePpW3f4xGABYyc6J0%2BcPFu27QAKP9xKoDXKNEuTFUS4qLdowqIj51tZNijXwFQ7kR9ljjXx1CpuxXo9PaH%2BB0m3wU7cNFwxQKgupzypGkXMQVI99NV9YB8gRDw3AOfE7qvlNINqBNpyBWTU8wdHwOGNsITVt4AUEBDagVkwHKxOKBe3onCf8bp%2FQn%2Bw4PdGi3iFyB91OPdBuTb4%2BQYoU%2FAQ9H4xN7IH3f3MiNx5Hyw4AZw3awHY8l2awYznN%2FZWyEyOTc0IcVRsb%2FEKeyWUO7sdv2g08yQVTyG2fcUvDojgu%2BGZxuJj8rD79ucZYGRMkyVJI5LmhWjzmO6ZwSOrORcVxFesHZYhuXR2GfsHkh8Bq2r3MRtA%2B5SDGXCbohCu92u12bYcny4R9uizqGMGeu2HZoPbTYGFPHR2snMjWYngrFcYG6A%2B1Hx9RkXu71mD67bJ%2FEUT06Em0mR%2F4DiXZs5127bdLBeGhjMUK6HsWAzratL%2FWyZGcNBrkCLtzEP09XJ8rTu8xkPoYe6n52civVZ%2B%2BM5mc9X%2BK2b%2FL9vu5T3Kzy1nmXlJO3fJGEHafb6N5itdVEejsDnh3h8urT5fCHG0CzzZrzgd4dZsjphp3Oclqhedae2Cx7r2B156Q6fMK9EA4ZJiaXndz4CImHHMdgEtq3DRkVOFA0icArejq8FGXOPuMixh2%2BfI9WQSWj%2FUTs1tO4nAN%2FdVAluu3YFxpgSeio5oMO%2FiTUlDmjFgCLCJLvN5qiBkHij7%2FOl%2FIeiphD%2FdYC5LCAkOfgN4Qq8BaZZSQAgzdFfgoZHaPmZZAR0DoSJ3ITdTi1b2xakKhzLIL8i8Kh1CiumGbJ0oQPzgRFzYsOgeABesW35qMndh15WU1rXho1aE14xHr0j5O4F0q1fGgvb0vrcwdep1wCwlf1ELOboytK9SFmG02l3xdQLe1tCIvKwLdc7Q35XnYBgTcaTcwZaU8Inp6Ct%2BPMlavaWWovKlMgUBrWa8RlYHDY0DPM%2F9UzhXY7%2BVrJuBOYKAN0V1QsUQuTfCAJ0tXdUNWYShgAy8HgWZklyepHjh3ul1P5AvbW8IiMfzfbGFIACTsgbHJD%2BDkV6QyUHkaBf1%2BVYbM65GY%2BXywjg%2BYuApbuoEaGPDSJByvbHqyZSwoMFMXF%2BLNWm%2BhdRira8uiL30P8h6EpIk2yjHFvDwSXZyyRatfgVr6yuI%2BmhKhstloF28aZiIQ0trU8%2Fbf369%2Fr3DSpwOQFkmh0a4Xf4ZD2l%2FxEjsAB8FlhmK%2BYBcfAsf2MEoW0UuZIX55PJMN0dBlDq3y%2Fbl0K4E0X3IuufYTFuG%2FAWSJaWLebMOQ3wXOvwMc2m3ctMU0CYtaKG5QewbeCT2Se84n5y6wyStVicic%2F%2BfvSNMZvy4UMWpXf9Bo%2BXsB6UThiKgF2VhZUvx10qeAYjRsfmc7OhFb0JaLwAT8nJ3OtVDqxg9a4y1kW6rhXzqfGziV9pXWFvpxXA4RKgdlfCq28Fi2e%2FSFShbVhXKVxKmdQb%2BQ%2BB69fLjlkAhm64vOHI5YZZIzElZ6AxIhi43ygaboRA5%2BSGIsYbYlsSgaEUANmQYsrHqbGJVB3O3BHHC6To%2BZY2WUlTn%2Fq7mIkUNNkWQFLql0RMdoS%2BmmnrPeDAZywBEQRy8XTj%2BxKV0M1a1pSR9Co1JLOakgJGS%2BCZnsa2IhmJI4lQogqc5CqcfL2VPEta1nbst1MRBEyRgJb9ZmxL22HaKKllhcB5EdVQaJdTG6AmI6j6aZbwqgWTA%2FUk6RowmnkPi0Xpe4DoPYlI4yKZf71sKSYIOFRBfknAqN1gyulcoCBho8CWRQzqtxeZTi%2B9xOOTATq4tOWMdAc6BNboJrYRV5fETIysCJzIBgZtnnUnz56SyuZMZym4T21Pc%2BYKG0BXrwHIa2SlL7OkSjYks8Pg6l3sIwmPllsH7OVMjjDPJeXhOcNA20zYdjBBE%2BYipeBxesh0w5BAy65t%2FBSGJpH3uFgToFR1qxo%2B9s5GGgCFkQPVEgiYaDoms5Z99AWBQxj0PONNG0vJvWx5N9K8xPA%2Bk4iRc2ZyRH6gBGoJhGhKzMkt1MfkS3Y0RFUscmP0q%2BEQ6g2YxYlRDCBoJKRZbFfk4HkHjo1TNBYR%2FHiOziN6%2FY509ibuuqnCQBEheEVpzTUGf%2FtNlykCEfopFysImA4eeGCejzOhWqUBqBNNCzDq2Z5tmKr5ALljdFCMkSI7%2FdDHFOU%2FgGv9zIuaj1aSc99MfX9tcDGnfC%2BPnkdK2UPu9AGnedt1vPAuY0bKawMPNwtKg%2FEpO0uJLke%2BEZAhbZBdAF00bRXFYaJrh9ijsrNjJD%2FRFSJKKWvQuWrvzLJdoV2AOddHTGq4KDAg8m0Tdfr%2BaSVRtlOFJXYNKQ4ctWV0IMvVhGosSxC6HUqYkfxYKbSgRvOLZiVpnGUedQS%2Bsi8wjwh9hggEV3LgZQq%2BG1qM3q8RrW2bx9OSzj7DtzPZb9LTCvhS9TPxxTPx%2Fa%2Bfx%2Fd3i%2Fa%2BUl9doNTVYvHZx9cWekmfs1TFuuuKhjITF4eO5hYAeyonGBBoJYQIcV%2BocEn5hVRHgHGD3bBT2YhNBPODK0NgQBw67r21R%2F%2BpJ%2FWD%2BpG9ZR%2Fb%2F2zIrmExuvMyqp4NC3vUT8OwEJndVcVe071e6xf11%2FWn%2Bkf67%2FqFpk%2Bo%2BwqqFoEGyFQsh0PGLdUZRZWaCd0nYrEoXSXemKNL4JoSW8tYfrSiwjwv7ICoyFCgsGqbFACbbo%2FxHmfTLA5HpB6m8hE3eKxwRgtq8TDIS2R4h0tgflEFIqx5DPM8BqMjBR6KbezYG%2BDBzoXquDLUqPousQgehNLh29rJeGY8wQhq1RWaMOghdg%2BNIlt2Zposk8OQ96C6Auu6CtVRTcZ141RfSGu9C1ZLiCopw%2FXb0ryQooJO001cnCZS73jj0GG32W2tkDYK4d6AGIXPBcD7HrKsekSm0f%2BpMWYdSC5TcglPfqFxMFfE6vu2UrV5QCkFI5A3MJghtbEneGAeMSaL%2FNUvcspnoGDjyQ%2FWh9hmPczUIl5AvUtG6WfmmsDWBF4P%2BCw9KkbgUst8q%2FdtGHCo%2B5b3HcR79LegYTgVfOeGn%2FIOxjH0PRaHMQGKWtJa3k2UGJtP25vbMAuZDwjAofEuZ1nuQ8uDJ%2F7mwYbdYD9RJwPieIi4n3yK%2B%2BlFzD9Ynai0NLEtb2nZYjcylDb6dz2lt%2BiX9HcSRPFQRaETgQNDQweX3pptsuVHFEmYAHr4BOnfRo1lLvEMgO%2FxqJdNo%2BofhE%2Frt%2Bpf1n%2Bvaes6ZTjTf6TBCLPrWuG%2BSAQNE70ChjY0oCH2ObB5XnEWO%2FEkmUJJgIZ2AujyRq%2B4p%2B2ajEZHNDRAGZciwyuzyLaX0ORk53Pf24FtllN3nA27TnMzpHxMUk2jNyup2eC7Z9cb%2BNnvzLqhj4ymvRjXfpT2KqVBT10p%2Bi4qq%2FJFfHUkER0rCyCl3tkWZdULbOkf6VyFybAbS7VdM0laACch1xIL6vD2IpAHLeX%2BnM%2BUdzawMhqw74E3G17eTlmA1zFKuZjjzL3SCZvalwBqS4%2Fh%2FtCSyjxMWv2Tp1rGTchXAGROCDIkeOyqkY5UhDl44pm1e4AiaLxN39PtfHjXHTdnYPimeoBAkvZVM%2FY%2F%2BQn8bpFtTkTn%2B%2B1nPjlN29rZA%2FPxJzj7ue1lOQVMqEqFWwDXscMPXxfVtZ%2B7QK2u5w8fAExtqbWNUPksf5Qx52dDw5a30sFK7evxM9iG7CJyGbvG84bD%2F1GmVRQtIwLAnVGuCzM6%2FOf6Zowx072rLBSxOKUQuCjXlsUjXEVhqtdz6wQITJGZ%2FrZmhHvmlpshzEULFiRthq7NWXdcCG2fRtGJB%2FcVwIzV6A01pvYb90ZONjU7mVBkRpyu7od%2FAIJBXZu9kooYFO4qHRTYvOoblrL0RVyD3NAnGVrGkZL2hVz%2FH%2Bn8LPzZnSVMTmkeBStdkJxpnpMjIE5vtcDcVeZAC9C0dCheTDFN%2B4z8bJ1lQT3uk%2BDSpKpf4A9C0dvncAhJyMUPyPOi8OvKRInuVbAVTUKdYsQVlunHgXi%2FHQIsIImGJtz7KpV%2BlcDVTBjJZeLoYZCCiGOKaOnWUzICSKbFSvX9lfy0VTV3XwIeZBnf0jqwnmUTzMkCPmHBqZF81yS4idq0IBVU0acAdaS0BWKpvk66MaOAHZC5GLQ2j5hF4izrpM35nfeQjhJ29%2B69S%2FU%2B%2Fx4ldt35vm0n0Hhp2kzw9oI5B41uaET3a8xs1r%2FMbJyn5sSbNR3jeTvv0Yofw%2FLePtD6yvz7SF8k9B4epzzHf4v9WqSpMWFS0QOLAOZueZ6F8U0Yona8pDURMoNUpJcIxPpCBA8oyUCCf02hC1oJSaeRPLInpJxHyeXPcd%2FEMP2iYMC6srrKhac31vM4hHFJgLx7dQPrMXv9jD%2F89Wx0vA9M40cg%2BD8U7jVCYsET2MkVXh8O4Li%2BHplbkFHhup5lbQZtCOJjkxdT1xU9G1fK%2BpyplMtYwCx0HIqbjtwjE73sPdI0nN%2FHOwD8rzLvEXso2jcG4vCKQtoXLzPsIfSAZgpBrXBlby9WI52w24FO%2BjbG0P9PZwbiXCWnK0jWfsXv3a1m5nyVny8uOAfjDpjBoKnns%2Bo9escAxu8DQ2ptADz1awOO%2Fre931%2FGqmCru0WxupfPAeJWr%2Fj2oRpPY%2FbheRh7Ht8tnuPu3Wlszg%2FEHgG7j3VXPmJ6%2B0A3LWA3LEOqquWwiOxe5Xa57D06w4nfxxe4%2BT9d%2Bh6J70YmKW2YLh5x7n4g2xYmArSnJb%2B9KCqTaO6UWhm%2By%2FMjgoD2GcEXj4Ll%2BO%2FZTu3MZEwDillsyajV7wOTeEee%2F92e7MNChwyIOxu1XnxM43TcOLMmZMT4HRoYhnI9rO0WG6vmdW3WQvZIU0xvJcHjxQM1joctFUUYI90%2BNTYTIlj%2BrsO%2B7IWcec1U61q8rtfmAQ7QDRZVDOtg1K9W0H%2FH%2FUMdOr6%2F9wJaF5MY2pKOSgE6Rmx8pOzLZRlTMjxDEb7gC%2BKykqTYdB3amioZqUWznp1i%2BnyVZdOztPO8pZ6yzXlMOX7IDshVu6IaVysWtrcDnLPC%2BEobanCPAGbovGy5gcHkGXXOVC7R9E9obwa%2Bg8ziJFMtLvwnANdN%2FWwTrHTrSphCwMGpbzdp4RysAwwrLmpcdzAOvk09f%2FFdoYEn%2BN7%2Bv9%2FTlKY%2F9OFa%2F%2FWa%2FCnWejOwp3%2BAIAwI1w3lVnayF4iZBA98PhFPtAJRZW%2Bsm%2Fr9Pq2BHKqq5BTf%2B9W9GIQkFe5KVBfPK%2Bs%2BayVPRsfGzK1GOlVQ%2FXu8AFe%2FFZPHET88c1gH17Ogbb2utFIA5APOpo3C8z7SOJ%2Fh78xmw8sREdXxiZenCML15uCUSkQAx6GXReGktYLOHehj5FHoZvLRvkv0ftdjw8NRNqOpt5iLUTd6CVSnvlt3v%2BxYQCcXlK58CYl7kqFz6WQCVyZemvSsafXJLg4HlcFfy%2BZLTnSvl5h8MlX%2F7kCeSps8IJiMh4CqoovVXDQMUjd4%2BCTxhjZAyQcMgzmtCMfCh4%2B4mOAoJvw4OC0W3qU0x6lHvhdAAACPxahdZ7c292Q1%2BEZH%2F4OS%2BRPiXTLN9RYR%2F9v%2B7ywDL51m4gcw81NTjRKjq%2F%2BvA2aX%2BRMcEs1%2FOvOat%2Bu2hZG6MCB3V20iqyS7bvKUK1lEd8y%2BXfBKX2TlPKiRYlh9WIUbeWVx4FwGltUjW0SxrVNn8tR6XD2OHmlPjMdDtIoJjtxc1gVOBxCwrsPSjK1XFtGsAG1bC41DQnsRiRrXcSabtV0JHaWbZL%2Fwa8KLqqNg73NyZ7YeIaFeAIXdYPnVHMLtk%2BH6C9BfjwnNqeuzgHoHk9yutlQA9%2BoVQbhExJ86nYJrO9f6R3f5DjsKF1ffMp8Sr3i8jUt31lcb%2BcipZX64u%2B8EQ8n6mit08xMFn6o%2B5lMkSeNQGysM0F2Oqwbir1aA8iqzwkuxBqbDfOWghkRz4GlnJ8L0Ejji2UrppLK0kl03v%2FyFbhkMxQeaw%2FXnqUD8KmHC5FPqnaBYR0kT1t0MRemcTZOAkGJfmGxOil3XzqDzKFFtzZm23uUo1%2B8Y%2F54DpL%2Be1rRDypqbIlfJMhzU3UAI9Le0jL1ujcuZYM%2BPTI16AL3pFHnqIW06rU9gNTcFfD2x17GqRspXK8DzAxx63pRKCX0%2FV73pdW1MXqS6qIDdR90lKR%2F%2FZlkSuChCUAbJF8q61IWy8qAOeTB2p6fhRvk1nGsGmAAaj%2FQRAwOCbXc7OcqPf3Si139duThdJdsiBxG7cxQkZF%2Fifll%2B%2FN5%2F46LRf%2FHIQiAvHUtMzFlCrNk8ew7iSsyTBDKFSiuZswyVzVzOyCsoKlWmKlBVU9fQ1NLW0atfVgMYGv1ZhIo2AAAAAAAAAAAAAADA3xqjh84Oz8Pw2idf7iB0h8EbYRib1uI5hFR6i5bJrWBt01bi3P33NIigCABgAAAAAAAAfC5nEUWu7%2FPA6%2Fs26ZPvCxrE7yjSGFvKuZbGYqyVYzEWY9GW666d0DvSv40HGB69pxh3EHdHUeMmoaa%2BGcK1CLEhlLVltRd9J9tdn3v45IvGhVR6iy09yyVJkiRJkuTfHm%2F90PMgssij97gbm3NAhAll7RPeCaV6ERERERH5vM7CHa57vtZr%2BOSLwRua0cgY32mcxgtIpbdomdwK1jZtJX6UYneOzZ4ZVVVVVVVVVVX9fB4M33h0n4ZXdKzcGLsWESaUtU97J7SizczMzMzMBl2YWf%2Br6ffvofdoX1Nn8IT7POi19cmXBvFrbtB44awIQqKvKcychbJ6NvYc2XIhIBokbp68ZSUSKRkphkpLRz7LLyAoJFKGW7b0ciSvoKhUmVUFqmrqGppa2jp69StrAEOjxmiOFmhTZVvqoMo742t5D3xeJEokkSlUWgfu%2F8%2BBw3sYPve5PT8vGK8Yi7EYi9CEcCCQ0ZFMYM6CrJ6NPQdyITFPkiVTqLR0Vj7wCwgKiTT0zNCC7biez89CKiCB5Obg7tl6wNPL2Rt9FX1%2FSmNcAQAAAAAAALKi%2B5EEAKH3AwAAhD4XP%2FjCRx6c%2F%2FULRPwQGka4RSCjIzt0xsPF4nD94vAFi9%2FkTUjMlmTJFCotnZUP%2FAKCQiJl8pSFnLyCopKyiqqauoamlraO3g6yEfEXdW1hOuCdbdcDLMsadD5%2BAUEhkTPvHL5%2FvtsoPNmfU3fIPS4IQG6evBHj9n7Tvjz%2FkDWe7M8pUo6IiIiIzvsS4cl%2BjBj4hv1y8wcBc%2B73ucfnHpl7GzMzMzNz7k9NfmNMO2TbtkjRQERERGqaqqqqqn75v01%2F2n23Fw3gCGQ0K4vPRjKycvIKikrKKqpq6hqaWto6ehbti3sn5HwdcXJyBuoAAoM8jB89geTA4CxKBIZoKQEEiUCQwLY%2FUAiAQBsAgroBAAAAAAAAdcXpdDodj06n63s%2FPngF197nw%2Bvd%2B4QQQgghhBBCCCGEUX6EEEIIIYQQQgghhBBCGGOMMcYYY4wxxhhjjDEhhBBCCCGEEEIIIYQQQimllFJKKaWUUkoppZQyxhhjjDHGGGOMMcYYY%2F3c469l1mo5tZq0pmmaptVE%2ByXUb%2BuPv%2F3rqf6N%2B3Tcwe6OVuMmoaa%2BGcK1CLEhlLVltRd9J5vn4ZxzzjnnnPNB2YJzIYQQQgghhBCDsoUQUkoppZRSSikHZQsplVJKKaWUUkoNyhZKAdfr9QAAAMCgbAG9hYUFSZIkSZIWZ%2FmAR%2BMVEGFCWXvun1OgZEmSJMm2bdu2iSciIiIiosNVlvZLOvZ%2BAAAAAAAAAAAAAAAAAAAAAAD0GKFhaBiqajRhmqZltUKWbdu24ziO67qu53kecx7cMzMzc5EmhBBCCCGklFJKKaVUSimllFJKa6211lprhwQAAAAAICIiIiISEREREZ3jYV18zi%2FLMTMzM3PZYxARERGp2VRVVVXVzMzMzDoHSdCxaDdS4H0kPJzQyOanzB2Qis8u%2F5ru7T%2Ffos5IVgbM5GzeGcb1xc7UrDV%2BfbO41Os7K6re03ntaZKtSP7CiUHzFg4%2Fd%2FIXJoiPCKH8oK7kADEmTMYxnjFfPvWzCo4YRbzcErIYk6kY5GVVKi1zTB%2FFCxKRmFGlFOSl%2BOkLVpQDRbdXR9Kj7ItTlHiL7KhvhPovKRFwArAsVFC5HrwTnjIES6bM2UDbiYrUKFG5MNxwYM2yzar3Aelia89QNZ3eyIxZv8Hxj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" />
</a>
</li>
</ul>
</div>
<div class="nav">
</div>
</header>
<div id="content">
<h1></h1>
<h2>Table of Contents</h2>
<div id="TOC">
<ul>
<li><a href="#gc_simple_json">gc_simple_json</a></li>
<li><a href="#example-summary">Example Summary</a></li>
<li><a href="#example-usage">Example Usage</a></li>
<li><a href="#additional-information">Additional Information</a></li>
</ul>
</div>
<hr />
<h1 id="gc_simple_json">gc_simple_json</h1>
<hr />
<h1 id="example-summary">Example Summary</h1>
<p>This example demonstrates basic usage of how to send data using <a href="https://www.json.org/json-en.html">JSON formatted strings</a>. In addition, it showcases how to connect target objects with GUI widgets. For details about the architecture of the example or about implementation, please view the User’ s Guide.</p>
<h1 id="example-usage">Example Usage</h1>
<ul>
<li><p>Please read the Quick Start Guide on how to flash your LaunchPad with the code example, and how to import the provided GUI zip into GUI Composer.</p></li>
<li>This example uses the <strong>MSP430_SimpleGUI_JSON.zip</strong> GUI. This can be found:
<ul>
<li>In this package in <code><MSP430WARE_INSTALL_DIR>/GUI_Composer/GUI</code></li>
<li><a href="https://dev.ti.com/gallery/view/1579610/MSP430_SimpleGUIJSON/">Online on the TI Gallery</a></li>
</ul></li>
<li><p>Run the example and the GUI.</p></li>
</ul>
<p>The demo should start running with the following functionality:</p>
<ul>
<li><p>“Counters” plot shows an 8-bit, 16-bits and 32-bits counters</p>
<img src="data:image/png;base64,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" />
<ul>
<li>The 8-bit counter corresponds to variable <strong>u8Counter</strong> and it’ s bound to JSON token “<strong>c1</strong>”. It increments by 50 when switch S1 is pressed.</li>
<li>The 16-bit counter corresponds to variable <strong>u16Counter</strong> and it’ s bound to JSON token “<strong>c2</strong>”. It increments by 5,000 when switch S2 is pressed.</li>
<li>The 32-bit counter corresponds to variable <strong>u32Counter</strong> and it’ s bound to JSON token “<strong>c3</strong>”. It increments by 10,000 periodically on TB0 interrupt</li>
</ul></li>
<li><p>The gauge shows a floating point number, which in this case is sent as fractional (QMath/IQMath)</p>
<img src="data:image/png;base64,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" />
<ul>
<li>The counter corresponds to variable <strong>qCounter</strong> and it’ s bound to JSON token “<strong>c4</strong>”. It increments by <strong>qIncrement</strong> on TB0 interrupt and only when bEnableSwitch==true.</li>
</ul></li>
<li><p>The increment for the gauge is set by the horizontal slider</p>
<img src="data:image/png;base64,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" />
<ul>
<li>The increments corresponds to variable <strong>qIncrement</strong> and it’ s bound to JSON token “<strong>u16Data</strong>”. The value is sent by the GUI to the device when the slider changes.</li>
</ul></li>
<li><p>The “Enable Float” switch enables incrementing the gauge increments</p>
<img src="data:image/png;base64,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" />
<ul>
<li>The switch corresponds to variable <strong>bEnableSwitch</strong> and it’ s bound to JSON token “<strong>bEnable</strong>”. The switch is sent by the GUI to the device when the value changes.</li>
</ul></li>
</ul>
<p>Notes:</p>
<ul>
<li>This example does not implement push-button debounce, so you might see multiple increments when pressing the button.</li>
<li>The increments (50, 5000, 10000) are only meant to show the difference between variable type sizes.</li>
<li>The example is sending ALL variables every time it wakes up due to button press or timer interrupt.</li>
<li>It’ s recommended to keep the JSON tokens short, especially when sending them often. Longer tokens will result in longer transmission times.</li>
</ul>
<h1 id="additional-information">Additional Information</h1>
<p>For more information on modifying the GUI and serial communication, please view the <a href="https://dev.ti.com/gc/help/GC_UserGuide_v2/serial.html">GUI Composer User’ s Guide</a>.</p>
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