Refactoring #1516
Updated by liaham about 2 years ago
The data model will change mainly via further Ruby classes modelling the required tables. The database should also be changed w.r.t. naming of tables and columns. [DB Tables and Ruby Models](https://viewer.diagrams.net/?highlight=0000ff&nav=1&title=redmine_table_calculation.drawio#R7V3tc6M2E%2F9rPNN%2BaMa8Gn%2BMnbtr72V6TW7aPp8ynCE2dxgYwBenf%2F0jAeJNsiNhED6kTqc1MiiJ9qf97a52l5m23h%2FfxXa0%2BxQ6rj9T585xpt3NVFXR1Tn4Hxx5yUcsy8gHtrHn5EPzauDB%2B88tnkSjB89xk2IsH0rD0E%2B9qDm4CYPA3aSNMTuOw%2BfmbU%2Bh7zQGInvrYgMPG9vHR%2F%2FxnHRXjCrmsvrid9fb7oofbamL%2FIu9jW4u%2FpJkZzvhc21IezPT1nEYpvmn%2FXHt%2BnDx0Lr8%2BfbNDyt68%2FT8Ev2x%2BbEL33%2BL1d%2Fyyd6yPFL%2BCbEbpP1OreZT%2F7D9Q7FeM%2B02tb%2F67iMQyJO3TYq%2FPX1BCwqWIYIfs7tm2ipJ7Tgt5K7NwQB4MLW9wI3BgJJd%2B74dJV52ez6y83zno%2F0SHlI0EbpaPXlH17nPxQ7vBQj4CCaDl3DyJzD5Q%2FHLwK9t39sG4PMGLA38iavYTcDv8tFO0uKO7In811NMcE25mMWi%2F3Dj1D3WoFQs7js33Ltp%2FAJuKb41C5gU%2B0Qx9fz6uYY6q7hnVwNcOWgXSN%2BWU1fSBB8KgTIIV8OFe1aY9xDdq10Ye%2F9BEfrFktcFnF0%2Fe3vfDsCusZ3W0CrM1EQmKM%2F316EfQhQEYeBiQIA3OXEYfbHjrZsWA1HoBWm2DsYK%2FAtWZj2%2FMWYG%2BF3X4FqprsG%2F8PY4XYdBksYAcHAOF8j92YWyX6VhVEzqu09o%2FrhYd%2Fj5a5im4f4ylKjUKClgoc3pUKENBQodA8XnDydhAf7%2B1LP9e6CY7WDr50LM9LRdCZEgaeLal%2BvdFkR7T4dgOZ%2F8TNXuPMdxg%2B7y0ajlUxOIqd4sDDaRFPNVC9VlQtsHKiywU7CNDoGTYKIuf9vu0jcw6YPbx5U%2B0uD5vasksjdesP2YP2m24GGMBY8jJsn6DlYWN2qviKGdkQNkTMkiVCwy7w5DZhYxx2aRBQaKhzQG23ZkXeI6HpqvZyIxqUUkBpFYGAACe%2B9eO5WMAghxqWMpqePqqGM5NnWgwJA43LGklpEY3KEoGAIcN9nEXpR6YSAQh9ADQ1wOUQghSkkiI5OIoo7OInhw8w7gcLIcotDLSBASwQOZm9gFP9J5FIpDGIAhMIngcU9JIqOTiDE6ieCxzWmTiEEtI0FIBI9jHiJHQBKhB4bAJILHPGfabRIBq8NJdq6bPmbZKmd5ZSbzJUoEKcsblJ1TMIJqWhikVMO8WVjGQtHV%2FL84FlRVH4ogZARzcLuh3FaX5FBQoGQwK0LFA5o%2FZUpFi3BoxdcpuqnoTXnp%2FZJGh9k5EIiKxz2Fzr5ggM7xvGDrsp8vb5a1fxaLXpHVYXYeyJJB0sFT%2Fdh5ipClMSpP4SHTtx9O42RqRFXuEUlUryKFEFvNssEfheYrBgRJvjoPMBmPvUK%2FipAaQsFX%2BlDOt0qMztoQCmDF4beaAtfn3k0OfpoNTzRuq3aK29KQyznhXU5d7dl5aBY8opu%2BRGOH9HnGchnA0i9LXYClDrP3i6X99496EH16%2BOvde%2B3bs%2FK7vrj7QDodkCw1OkspGl5Yx8mtIqOEcCwwASI6vyOkD%2FUqLPCjgyhMvOlmOF4KGOkynTdsGNSMJCNuZESo8h41xsdwYPkTkdH5HSHJ6DVYaPgRpZDJkgyQkXR0HlH4Waako%2FHpaHlddKSp9Cj52elIo8%2BAEp6O8JNIIdMuGSAj6eg8ovATSwxHrrN10ckgkIuXvty7vg0d8jfVNw1RqpCx0r1fKAs3cG5hRzJw%2BeYeYOtL%2BMkOXiB%2B4N%2FllnxVozQrf6x2tTnEP7JbFQYiKP6W8BBv3HOrkN%2BXItI7dd%2BiWBy4ItSKak7qXYUG42wlf9RnO4uuz5CKK1irVuG3oERQtQWh%2FE8vnqrgg02ktSZS2hPla4NN1BsOSQebpg81yQ6sirmFn%2B5dZ%2B8FcGN9yTSXOl%2Fb%2FuaQYxHdDn589QQajNDA3Qo9ndQeiKr7W9gH6iVtghmYNeF3t6UqCdqzUICz%2FDS9uPqSqVSY%2Baitnnde6j6AcfijnmM7OqEjm5vkVE5HmZfMtjXoNai2aOUcq5gG1U2FAPU2kvozkggddrTbTQUJ2YqPUcatVnw6qvOpW8WKTixCUReDiVmeJg3uMWn0XVnO5JKfgMZwXhIe2hUogVzrdKZkWn0XpdFNyMOWxWO4QqfdMQDkiMmy6Qz3CRiq6TjARcdju5JXes79ZucVUu43b17R8RjtW3F4pdwXkleKBcGDsfVO32LndjOgRUiSkb3Er9B5ISVscycZPPI68XZ%2B5V6QxFIsCB70FKwZLAMkhGQP2UP8CtmD1MSPP30I10lc79ZKfML0gYc%2FxWwHy4AMIVlENuO5RhYhdPHjziIGHgOdOot0ayo%2BXRYx8GDnUxjvD74tEoOwdxQXiUEMWUNzjQxiXQOD4MbFKgx91x7bAB2OQoxO9TMTphATtyK8YOfGhQDEoREGZIhIIyZuakgaGZ1GyjdOj0kjpopBY9IdxU363ExBOAQ%2FKBWy0pIBGEJSCEW9iqQQ7hSiXwOF4Kep06YQnVpMglAIfloqZHUkAzCEpBCKepJ6ySNQx7twGwa2P1q5I5B3%2FPIv0ijw4n%2Fw4sZAl3fH%2Bpd3iK%2Fco5f%2BW%2FtcewpcVQ%2FBC%2FQMJcj6Lq1EDHI1pZWFK4%2FKXdA1a2GlsWjMoy%2BN5jwD11WaxHevbA4JUFOPT57rO8ljPZmVsVZOnQlbK6ehs7OyvR6uQYFddGOi9hHwvzhcl%2BpQ5pA89R3cUjbZX8GidgHJYDbzAo%2Fcvv2gnMTJ1EodzE6HwZrRswlNOSEH22iBR2jrXCF2qQMDWo6YYOsbfq7fWMvOG%2F48ljpMzgNXeHhXklHPtXbsZGReGRmJ%2FZ6Vco9IMioWBI%2F1yrq7DmiRZNRaOkKvobZPLLvIXOAZowMERDNLDYcdGmv4wkO9EWUh62gG94XLXXVRCxkSLIYzOPBIsEje76JTQc2UDQ48WCq93w5oOW9wGH2%2F6px2Rh4IkkHXwf1cdqIh9ZQhEs1Q9odFCrMK5Nn2Gmbt%2FLYsygk5qAmLEGbFHA7B6aavYOspcugMI9oZeeCIIqwqQPfmwox%2FvX1zgamryTFQrQIzKDsAhUBZswx0pZ1mYDYnGjjNwCK0OdJukygG9kqyc91URk%2B65hWoSwtTagoaa3Tg1Yfyky2ZdNs9fNLNZLLoG%2BOcjqYQYTJYNMXCw6oCdeO1OmXjGowCOm%2BZ0MzGwyrBo61Cm7IM0Dg2BdnIniXYIZck41JMxwMrsrn74JF5di4hBEw4cwkeiRUpMm91au0%2BTTLBI6oyCaADToRjliXBJZXM0m8onp1ZCJ13%2BTLLEvdlRQrFL%2BklNnVmWeL%2BahSH38DvLDapMEBEPFKRiURX6K6QGvJyZhXhuvEuOyUPTZNIcGdVsDbuDGAQjzJkStA1Ugah%2By5fyijPkAXijE55QJPkDGWOpwCJ2bydARTCcYcyVyV5XCF5EBrv8iYPPLo56WZX1U6Q3KHM8RimkL0SWUAhIHcQyhwld4zNHaRuu7y5Aw9iTpw76CtGps8deKRSyCaJLKAQkDsoXvhxhYUFqN8h%2BkzT77Brb0VanBXr1lefRJTycTU1DGar9EA1Wx0OaWsYFq2JlPZEA9cwKHOKSO0Vgr5nIKJs1VeRiFbnapBoIU1ZAMhoF0TQInHZmkhvTzQ0EjXcwbM3afJoJ495Qbr3H%2FHNKoDI0ibcgGkcfndbrEwgaqz%2BBdKit7H92%2BKLPeDbDNvPOy91HwA1w5%2F5HNsRht02I9dzFVQ2tDK0MF40m46oGt50REHN9fnY2dq5PjPZoKyKohXv0tBb4iVVRanEAt8yXDeAiGU%2ByOA%2BdrWPLquFIoNjwO2Pe1o%2FZT0UtZi6vZ%2B5VweKZjYe%2FpOG%2B09C5xSygOPYFGV9D2vse%2FgVh5tyRi6YkYki18glxFoo3lyCHJCfvh6KWk6dUkWmSSb6qabcYF0Fb0rGghNReUVXJa9Q8col%2Fiw7rxArobjzylRabtPKqdwMklcUnZBGIttddkCKsMwiM0yu0WMhl0NxpxY8NDrx9PZqP0hyUXQ8%2BllzWtKXaOx8I67JJgzIEJZMKFJOJJnwJxNioRR3MsFjo5MnE%2FrXOU2eTBAGa%2BLPP4pEIfR4EJVCDDxQiiFk%2BglcSqErX03gKoOnV5PBpcxRji1K80ABKtYULkVpzaS0Z%2Bovh2v%2F%2FaMeRJ8e%2Fnr3Xvv2rPyuL%2B4%2B%2FIZrrJlq%2Bll2FlgWcws%2F3bvO3gvghvqSp3PN11UXeHQ7%2BOnVE2gwKqc4fIUCWvt2ksB0ovKZqHqktQO6J4kVCm6WB1uKqy%2BZyvxNhaAn5YaRdOD5fDEs64htgzC0WkYvQCwwYhFsHZ2UM1Z62JdYOkTYqLjbdGen9hdiuh%2ByYwkx01fz%2BTKma%2BWKAZ21%2BV7mijUsa6Wl0lSzcccDfBIxZJYj9hlJS2kNfbKPjRuLZLI5ZnHDB%2Fdgk3rBqg%2FTlxUcqrFsgGOJ0pHrrwJYEKo6LHMobJA8pBWERNVnfabdgoGH2sCJ7c%2BaGFrYOGQYNS0fvRq5L5ZFP6kIUrtukvXoUL2Ok%2FMbkL6iy6TDhToYLigSR3wv1%2BCZ1P8pflOlk8jLTOAmASgYDjQcBxpB5r791fU%2Fh4mXsZ52V1jYLSy8Ju4mnr1g58YeVxgYKqV6GAgFGsnigNoBTL8LnV9gyO3XXD0Qo29SL%2FQMCNJbp7jqBU3FEHHvJgc%2FldYEd2uiXSVFtCaQ5cDFmiDUmOT6AqzbYR8kUFWs1dktQPEcOLz2yy%2BlIbrO7vhVqhA2FVLux4tMCxJIhlMhFCe80rQYGgYk04KoK4ZCAanKRZoW4%2BkFkmnBVS8YOHlU7JA9L40LnqGKZnGcohHeGaappEDWcqhAlkFijsy8qKeYFd9CzbHOxt%2FC4b%2BJZztSi5zVIgb9W4ZOWxdEkAynRSiqJ6V1MTQMCNYFEQZDWRcG6RVQlSOSa4ecWSoVIbXD0LAg2BictcOpcHd2%2BNoKc8NkIAmJgSFhjU4YpEh3pSoevcCBfwnExh%2FAmNwCc1KCYmBQKAolfwyGCvNU5BsoCgmJMSBBaM7BGRKkTKBVNdCAwxpSSZFNCD%2BvwtB37SC%2FuLm5kYAZHDCmPjZg8LOSMqBBsi1kPGPQeEazl5NSnps1ztIIiWjIl%2BkfH6S3CUpjtDedUe6%2Fy9IuCJAYTmUQ2%2BjWT8ik1hhVayjIXXgNIoOdsZo0oY324SqYVx6tsqoP%2BvZCV6M%2BKOqdZPBzaBgQs7ZIKmIoFJyKaMij1XH0AjFri6deWODRjFrWljxcHTtzi3i4qi5Ih6vIq%2B0fI6fCG3W74jVjVKqOs6qj3IeXmRQ8gxgLPIghTYoLTQp2GBBNCo7nqYtToYp65gWWcyHVw9C4IFoWXNXDyZQceXo2FigIR6qcQXEqt1Meno2DCNJ5KmdInIpaycOzqwQM4bSVM2DwUFbNZZXHZzPeHmuzcpl4fKZxLTZanE%2FcSciRcFlm1EmD0DeKOZMIzLWcwCJl8EjH9TLHlRkGpERgnmVG1smoVtUV5XETBk%2FetnBfq%2FF1PixVxcAYIWUFD6Uq9GP49zfHee%2Brf369Uw7Pb78%2FPhH66tRMDdjjj%2BCjSGujhAQmaVoDhD4%2BPkdkX%2B%2Big2rcGvFx5On0DpJTisQB%2B%2B8x24KPuxwqzUj5TNV2ZAiJrUheQc3pjcpichAxMpgeOVn93uCamnHaaJ2gkW6TmBkWMwT7hC9m5PEKq5XaPwgIriwRBD0YqcTf7tThiszXGEUnEOLnfekEcBmHYVpvCxnb0e5T6Ljwjv8D) Models](https://app.diagrams.net/?title=redmine_table_calculation.drawio#R7V3tc6M2E%2F9rPNN%2BaMa8Gn%2BMnbtr72V6TW7aPp8ynCE2dxgYwBenf%2F0jAeJNsiNhED6kTqc1MiiJ9qf97a52l5m23h%2FfxXa0%2BxQ6rj9T585xpt3NVFXR1Tn4Hxx5yUcsy8gHtrHn5EPzauDB%2B88tnkSjB89xk2IsH0rD0E%2B9qDm4CYPA3aSNMTuOw%2BfmbU%2Bh7zQGInvrYgMPG9vHR%2F%2FxnHRXjCrmsvrid9fb7oofbamL%2FIu9jW4u%2FpJkZzvhc21IezPT1nEYpvmn%2FXHt%2BnDx0Lr8%2BfbNDyt68%2FT8Ev2x%2BbEL33%2BL1d%2Fyyd6yPFL%2BCbEbpP1OreZT%2F7D9Q7FeM%2B02tb%2F67iMQyJO3TYq%2FPX1BCwqWIYIfs7tm2ipJ7Tgt5K7NwQB4MLW9wI3BgJJd%2B74dJV52ez6y83zno%2F0SHlI0EbpaPXlH17nPxQ7vBQj4CCaDl3DyJzD5Q%2FHLwK9t39sG4PMGLA38iavYTcDv8tFO0uKO7In811NMcE25mMWi%2F3Dj1D3WoFQs7js33Ltp%2FAJuKb41C5gU%2B0Qx9fz6uYY6q7hnVwNcOWgXSN%2BWU1fSBB8KgTIIV8OFe1aY9xDdq10Ye%2F9BEfrFktcFnF0%2Fe3vfDsCusZ3W0CrM1EQmKM%2F316EfQhQEYeBiQIA3OXEYfbHjrZsWA1HoBWm2DsYK%2FAtWZj2%2FMWYG%2BF3X4FqprsG%2F8PY4XYdBksYAcHAOF8j92YWyX6VhVEzqu09o%2FrhYd%2Fj5a5im4f4ylKjUKClgoc3pUKENBQodA8XnDydhAf7%2B1LP9e6CY7WDr50LM9LRdCZEgaeLal%2BvdFkR7T4dgOZ%2F8TNXuPMdxg%2B7y0ajlUxOIqd4sDDaRFPNVC9VlQtsHKiywU7CNDoGTYKIuf9vu0jcw6YPbx5U%2B0uD5vasksjdesP2YP2m24GGMBY8jJsn6DlYWN2qviKGdkQNkTMkiVCwy7w5DZhYxx2aRBQaKhzQG23ZkXeI6HpqvZyIxqUUkBpFYGAACe%2B9eO5WMAghxqWMpqePqqGM5NnWgwJA43LGklpEY3KEoGAIcN9nEXpR6YSAQh9ADQ1wOUQghSkkiI5OIoo7OInhw8w7gcLIcotDLSBASwQOZm9gFP9J5FIpDGIAhMIngcU9JIqOTiDE6ieCxzWmTiEEtI0FIBI9jHiJHQBKhB4bAJILHPGfabRIBq8NJdq6bPmbZKmd5ZSbzJUoEKcsblJ1TMIJqWhikVMO8WVjGQtHV%2FL84FlRVH4ogZARzcLuh3FaX5FBQoGQwK0LFA5o%2FZUpFi3BoxdcpuqnoTXnp%2FZJGh9k5EIiKxz2Fzr5ggM7xvGDrsp8vb5a1fxaLXpHVYXYeyJJB0sFT%2Fdh5ipClMSpP4SHTtx9O42RqRFXuEUlUryKFEFvNssEfheYrBgRJvjoPMBmPvUK%2FipAaQsFX%2BlDOt0qMztoQCmDF4beaAtfn3k0OfpoNTzRuq3aK29KQyznhXU5d7dl5aBY8opu%2BRGOH9HnGchnA0i9LXYClDrP3i6X99496EH16%2BOvde%2B3bs%2FK7vrj7QDodkCw1OkspGl5Yx8mtIqOEcCwwASI6vyOkD%2FUqLPCjgyhMvOlmOF4KGOkynTdsGNSMJCNuZESo8h41xsdwYPkTkdH5HSHJ6DVYaPgRpZDJkgyQkXR0HlH4Waako%2FHpaHlddKSp9Cj52elIo8%2BAEp6O8JNIIdMuGSAj6eg8ovATSwxHrrN10ckgkIuXvty7vg0d8jfVNw1RqpCx0r1fKAs3cG5hRzJw%2BeYeYOtL%2BMkOXiB%2B4N%2FllnxVozQrf6x2tTnEP7JbFQYiKP6W8BBv3HOrkN%2BXItI7dd%2BiWBy4ItSKak7qXYUG42wlf9RnO4uuz5CKK1irVuG3oERQtQWh%2FE8vnqrgg02ktSZS2hPla4NN1BsOSQebpg81yQ6sirmFn%2B5dZ%2B8FcGN9yTSXOl%2Fb%2FuaQYxHdDn589QQajNDA3Qo9ndQeiKr7W9gH6iVtghmYNeF3t6UqCdqzUICz%2FDS9uPqSqVSY%2Baitnnde6j6AcfijnmM7OqEjm5vkVE5HmZfMtjXoNai2aOUcq5gG1U2FAPU2kvozkggddrTbTQUJ2YqPUcatVnw6qvOpW8WKTixCUReDiVmeJg3uMWn0XVnO5JKfgMZwXhIe2hUogVzrdKZkWn0XpdFNyMOWxWO4QqfdMQDkiMmy6Qz3CRiq6TjARcdju5JXes79ZucVUu43b17R8RjtW3F4pdwXkleKBcGDsfVO32LndjOgRUiSkb3Er9B5ISVscycZPPI68XZ%2B5V6QxFIsCB70FKwZLAMkhGQP2UP8CtmD1MSPP30I10lc79ZKfML0gYc%2FxWwHy4AMIVlENuO5RhYhdPHjziIGHgOdOot0ayo%2BXRYx8GDnUxjvD74tEoOwdxQXiUEMWUNzjQxiXQOD4MbFKgx91x7bAB2OQoxO9TMTphATtyK8YOfGhQDEoREGZIhIIyZuakgaGZ1GyjdOj0kjpopBY9IdxU363ExBOAQ%2FKBWy0pIBGEJSCEW9iqQQ7hSiXwOF4Kep06YQnVpMglAIfloqZHUkAzCEpBCKepJ6ySNQx7twGwa2P1q5I5B3%2FPIv0ijw4n%2Fw4sZAl3fH%2Bpd3iK%2Fco5f%2BW%2FtcewpcVQ%2FBC%2FQMJcj6Lq1EDHI1pZWFK4%2FKXdA1a2GlsWjMoy%2BN5jwD11WaxHevbA4JUFOPT57rO8ljPZmVsVZOnQlbK6ehs7OyvR6uQYFddGOi9hHwvzhcl%2BpQ5pA89R3cUjbZX8GidgHJYDbzAo%2Fcvv2gnMTJ1EodzE6HwZrRswlNOSEH22iBR2jrXCF2qQMDWo6YYOsbfq7fWMvOG%2F48ljpMzgNXeHhXklHPtXbsZGReGRmJ%2FZ6Vco9IMioWBI%2F1yrq7DmiRZNRaOkKvobZPLLvIXOAZowMERDNLDYcdGmv4wkO9EWUh62gG94XLXXVRCxkSLIYzOPBIsEje76JTQc2UDQ48WCq93w5oOW9wGH2%2F6px2Rh4IkkHXwf1cdqIh9ZQhEs1Q9odFCrMK5Nn2Gmbt%2FLYsygk5qAmLEGbFHA7B6aavYOspcugMI9oZeeCIIqwqQPfmwox%2FvX1zgamryTFQrQIzKDsAhUBZswx0pZ1mYDYnGjjNwCK0OdJukygG9kqyc91URk%2B65hWoSwtTagoaa3Tg1Yfyky2ZdNs9fNLNZLLoG%2BOcjqYQYTJYNMXCw6oCdeO1OmXjGowCOm%2BZ0MzGwyrBo61Cm7IM0Dg2BdnIniXYIZck41JMxwMrsrn74JF5di4hBEw4cwkeiRUpMm91au0%2BTTLBI6oyCaADToRjliXBJZXM0m8onp1ZCJ13%2BTLLEvdlRQrFL%2BklNnVmWeL%2BahSH38DvLDapMEBEPFKRiURX6K6QGvJyZhXhuvEuOyUPTZNIcGdVsDbuDGAQjzJkStA1Ugah%2By5fyijPkAXijE55QJPkDGWOpwCJ2bydARTCcYcyVyV5XCF5EBrv8iYPPLo56WZX1U6Q3KHM8RimkL0SWUAhIHcQyhwld4zNHaRuu7y5Aw9iTpw76CtGps8deKRSyCaJLKAQkDsoXvhxhYUFqN8h%2BkzT77Brb0VanBXr1lefRJTycTU1DGar9EA1Wx0OaWsYFq2JlPZEA9cwKHOKSO0Vgr5nIKJs1VeRiFbnapBoIU1ZAMhoF0TQInHZmkhvTzQ0EjXcwbM3afJoJ495Qbr3H%2FHNKoDI0ibcgGkcfndbrEwgaqz%2BBdKit7H92%2BKLPeDbDNvPOy91HwA1w5%2F5HNsRht02I9dzFVQ2tDK0MF40m46oGt50REHN9fnY2dq5PjPZoKyKohXv0tBb4iVVRanEAt8yXDeAiGU%2ByOA%2BdrWPLquFIoNjwO2Pe1o%2FZT0UtZi6vZ%2B5VweKZjYe%2FpOG%2B09C5xSygOPYFGV9D2vse%2FgVh5tyRi6YkYki18glxFoo3lyCHJCfvh6KWk6dUkWmSSb6qabcYF0Fb0rGghNReUVXJa9Q8col%2Fiw7rxArobjzylRabtPKqdwMklcUnZBGIttddkCKsMwiM0yu0WMhl0NxpxY8NDrx9PZqP0hyUXQ8%2BllzWtKXaOx8I67JJgzIEJZMKFJOJJnwJxNioRR3MsFjo5MnE%2FrXOU2eTBAGa%2BLPP4pEIfR4EJVCDDxQiiFk%2BglcSqErX03gKoOnV5PBpcxRji1K80ABKtYULkVpzaS0Z%2Bovh2v%2F%2FaMeRJ8e%2Fnr3Xvv2rPyuL%2B4%2B%2FIZrrJlq%2Bll2FlgWcws%2F3bvO3gvghvqSp3PN11UXeHQ7%2BOnVE2gwKqc4fIUCWvt2ksB0ovKZqHqktQO6J4kVCm6WB1uKqy%2BZyvxNhaAn5YaRdOD5fDEs64htgzC0WkYvQCwwYhFsHZ2UM1Z62JdYOkTYqLjbdGen9hdiuh%2ByYwkx01fz%2BTKma%2BWKAZ21%2BV7mijUsa6Wl0lSzcccDfBIxZJYj9hlJS2kNfbKPjRuLZLI5ZnHDB%2Fdgk3rBqg%2FTlxUcqrFsgGOJ0pHrrwJYEKo6LHMobJA8pBWERNVnfabdgoGH2sCJ7c%2BaGFrYOGQYNS0fvRq5L5ZFP6kIUrtukvXoUL2Ok%2FMbkL6iy6TDhToYLigSR3wv1%2BCZ1P8pflOlk8jLTOAmASgYDjQcBxpB5r791fU%2Fh4mXsZ52V1jYLSy8Ju4mnr1g58YeVxgYKqV6GAgFGsnigNoBTL8LnV9gyO3XXD0Qo29SL%2FQMCNJbp7jqBU3FEHHvJgc%2FldYEd2uiXSVFtCaQ5cDFmiDUmOT6AqzbYR8kUFWs1dktQPEcOLz2yy%2BlIbrO7vhVqhA2FVLux4tMCxJIhlMhFCe80rQYGgYk04KoK4ZCAanKRZoW4%2BkFkmnBVS8YOHlU7JA9L40LnqGKZnGcohHeGaappEDWcqhAlkFijsy8qKeYFd9CzbHOxt%2FC4b%2BJZztSi5zVIgb9W4ZOWxdEkAynRSiqJ6V1MTQMCNYFEQZDWRcG6RVQlSOSa4ecWSoVIbXD0LAg2BictcOpcHd2%2BNoKc8NkIAmJgSFhjU4YpEh3pSoevcCBfwnExh%2FAmNwCc1KCYmBQKAolfwyGCvNU5BsoCgmJMSBBaM7BGRKkTKBVNdCAwxpSSZFNCD%2BvwtB37SC%2FuLm5kYAZHDCmPjZg8LOSMqBBsi1kPGPQeEazl5NSnps1ztIIiWjIl%2BkfH6S3CUpjtDedUe6%2Fy9IuCJAYTmUQ2%2BjWT8ik1hhVayjIXXgNIoOdsZo0oY324SqYVx6tsqoP%2BvZCV6M%2BKOqdZPBzaBgQs7ZIKmIoFJyKaMij1XH0AjFri6deWODRjFrWljxcHTtzi3i4qi5Ih6vIq%2B0fI6fCG3W74jVjVKqOs6qj3IeXmRQ8gxgLPIghTYoLTQp2GBBNCo7nqYtToYp65gWWcyHVw9C4IFoWXNXDyZQceXo2FigIR6qcQXEqt1Meno2DCNJ5KmdInIpaycOzqwQM4bSVM2DwUFbNZZXHZzPeHmuzcpl4fKZxLTZanE%2FcSciRcFlm1EmD0DeKOZMIzLWcwCJl8EjH9TLHlRkGpERgnmVG1smoVtUV5XETBk%2FetnBfq%2FF1PixVxcAYIWUFD6Uq9GP49zfHee%2Brf369Uw7Pb78%2FPhH66tRMDdjjj%2BCjSGujhAQmaVoDhD4%2BPkdkX%2B%2Big2rcGvFx5On0DpJTisQB%2B%2B8x24KPuxwqzUj5TNV2ZAiJrUheQc3pjcpichAxMpgeOVn93uCamnHaaJ2gkW6TmBkWMwT7hC9m5PEKq5XaPwgIriwRBD0YqcTf7tThiszXGEUnEOLnfekEcBmHYVpvCxnb0e5T6Ljwjv8D)