FTAP 8403 F.T.A. U.C.I.15 Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 443046000.00 459747000.00 443046000.00 459747000.00 443046000.00 459747000.00 369220000.00 382348000.00 30683000.00 31774000.00 24487000.00 25359000.00 20682000.00 22485000.00 -2026000.00 -2219000.00 0.00 0.00 0.00 0.00 135776000.00 137416000.00 18561000.00 18926000.00 94661000.00 96687000.00 94661000.00 96687000.00 41535000.00 42910000.00 3452000.00 3566000.00 2754000.00 2846000.00 1932000.00 1917000.00 99000.00 114000.00 46474000.00 46909000.00 3290000.00 3388000.00 -4875000.00 -4963000.00 0.00 0.00 0.00 0.00 0.00 0.00 22554000.00 21803000.00 22554000.00 21803000.00 578822000.00 597163000.00 469117000.00 485254000.00 0.00 0.00 469117000.00 485254000.00 469117000.00 485254000.00 358117000.00 374254000.00 111000000.00 111000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 109705000.00 111909000.00 0.00 0.00 47755000.00 49328000.00 47747000.00 49328000.00 47741000.00 49322000.00 6000.00 6000.00 0.00 0.00 0.00 0.00 8000.00 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0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12.45 0.53 0.00 5.94 12.43 0.57 0.00 6.05 0.60 12.45 0.53 0.00 5.94 12.43 0.57 0.00 6.05 0.60 12.45 0.53 0.00 5.94 12.43 0.57 0.00 6.05 0.60 395.00 71000.00 54000.00 125000.00 99511000.00 99636000.00 129.00 58000.00 45000.00 103000.00 12525000.00 12628000.00 99.00 49000.00 41000.00 104000.00 194000.00 5111000.00 5305000.00 54.00 42000.00 31000.00 52000.00 125000.00 2454000.00 2579000.00 60.00 57000.00 52000.00 60000.00 169000.00 2545000.00 2714000.00 1419.00 46326000.00 3166000.00 1640000.00 51132000.00 10572000.00 61704000.00 2156.00 46603000.00 3389000.00 1856000.00 51848000.00 132718000.00 0.00 184566000.00 301.00 68000.00 68000.00 91963000.00 92031000.00 58875000.00 58875000.00 156.32 102.00 56000.00 56000.00 11922000.00 11978000.00 21325000.00 21141000.00 56.17 73.00 48000.00 38000.00 96000.00 182000.00 4865000.00 5047000.00 11960000.00 11688000.00 42.20 40.00 42000.00 28000.00 49000.00 119000.00 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57.77 69.00 2.14 2.15 4.00 8.00 8.00 9.00 0.06 0.07 2.00 1328.00 123494000.00 1351.00 128167000.00 2666.00 333724000.00 51.00 4443000.00 52.00 4609000.00 124.00 15459000.00 217.00 15966000.00 220.00 16544000.00 364.00 35322000.00 221.00 24302000.00 224.00 24872000.00 417.00 58374000.00 478.00 39155000.00 485.00 40463000.00 845.00 92492000.00 71.00 6987000.00 71.00 7150000.00 114.00 14220000.00 140.00 10623000.00 141.00 10937000.00 277.00 27861000.00 242.00 24400000.00 244.00 25060000.00 510.00 69676000.00 634.00 80974000.00 651.00 84347000.00 1320.00 230901000.00 65.00 4113000.00 66.00 4201000.00 144.00 12309000.00 255.00 20644000.00 257.00 21280000.00 454.00 49302000.00 2358.00 117442000.00 2401.00 121546000.00 4930.00 302848000.00 82.00 7281000.00 85.00 7595000.00 194.00 20331000.00 17.00 1756000.00 17.00 1790000.00 32.00 4425000.00 10.00 624000.00 10.00 635000.00 19.00 1845000.00 544.00 47712000.00 554.00 49437000.00 1247.00 136583000.00 84.00 9371000.00 84.00 9564000.00 160.00 24328000.00 6797.00 539287000.00 6913.00 558197000.00 13817.00 1430000000.00 6797.00 539287000.00 6913.00 558197000.00 13817.00 1430000000.00 0.84 0.82 0.44 ES0380957037 B.T.A'S SERIE D 216.00 100000.00 21600000.00 216.00 100000.00 21600000.00 216.00 100000.00 21600000.00 ES0380957029 B.T.A'S SERIE C 565.00 100000.00 56500000.00 565.00 100000.00 56500000.00 565.00 100000.00 56500000.00 ES0380957011 B.T.A'S SERIE B 329.00 100000.00 32900000.00 329.00 100000.00 32900000.00 329.00 100000.00 32900000.00 ES0380957003 B.T.A'S SERIE A 13406.00 30000.00 405858000.00 13406.00 32000.00 423576000.00 13406.00 100000.00 1340600000.00 14516.00 516858000.00 14516.00 534576000.00 14516.00 1451600000.00 ES0380957037 B.T.A'S SERIE D S E3M 0.58 0.26 2000.00 S 21600000.00 21602000.00 ES0380957029 B.T.A'S SERIE C S E3M 0.53 0.21 4000.00 S 56500000.00 56504000.00 ES0380957011 B.T.A'S SERIE B S E3M 0.27 0.00 N 32900000.00 32900000.00 ES0380957003 B.T.A'S SERIE A NS E3M 0.14 0.00 N 405858000.00 405858000.00 6000.00 0.00 516858000.00 0.00 516864000.00 0.00 0.03 0.03 ES0380957011 B.T.A'S SERIE B 5793000.00 5793000.00 ES0380957037 B.T.A'S SERIE D 14000.00 5630000.00 14000.00 5574000.00 ES0380957029 B.T.A'S SERIE C 29000.00 11809000.00 29000.00 11692000.00 ES0380957003 B.T.A'S SERIE A 9253000.00 994112000.00 152679000.00 9142000.00 940297000.00 152679000.00 9253000.00 994112000.00 43000.00 175911000.00 9142000.00 940297000.00 43000.00 175738000.00 ES0380957037 B.T.A'S SERIE D 20100211 SYP No Rating No Rating No rating ES0380957029 B.T.A'S SERIE C 20120130 SYP B- B- BBB ES0380957011 B.T.A'S SERIE B 20120130 SYP B B A- ES0380957003 B.T.A'S SERIE A 20180630 SYP BBB BBB- AAA ES0380957037 B.T.A'S SERIE D 20180630 FCH CCC CC CCC- ES0380957029 B.T.A'S SERIE C 20180630 FCH CCC CC BBB+ ES0380957011 B.T.A'S SERIE B 20180630 FCH BB+ B A+ ES0380957003 B.T.A'S SERIE A 20180630 FCH BBB BB AAA 29000.00 51000.00 406000.00 61000.00 1333000.00 1851000.00 18000.00 328000.00 328000.00 291000.00 211000.00 469000.00 12243000.00 12314000.00 5226000.00 502228000.00 519760000.00 1445887000.00 516858000.00 534576000.00 1451600000.00 19.57 20.02 31.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 5720000.00 4.18 4.04 1.49 SANTANDER UK SANTANDER UK SANTANDER A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp S S S 78.52 79.23 92.35 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 68201000.00 70521000.00 12.65 12.63 12.52 68201000.00 70521000.00 12.65 12.63 12.52 Nota de Valores 18.00 46709000.00 47236000.00 8.66 8.46 8.55 46709000.00 47236000.00 8.66 8.46 8.55 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 15_8403_1S2018.pdf 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pnHMtFBMLc7dg3q0buXO8rh9uzI97k3aiDwvrssyPflu3zF5PUBemynSUR2OpCSkcGc1mJjp9mkF7ixf9qyJpVkFmcivvFpMhidjfEzrVlQeUw2X1XDla+4pLtea99Tkhd48q1u5TlHVxW19RnJW4Thfbp43KzMhKSlf+lGGzMtnZ/hcMi/3JFFmut1d3mpb6R2b4mBDtIwd5xlXONLrMwqRqNTIKi1d5KvV0tfCk+lrMfdgAzzyeF8rT2aWr6UHmeUMDt1A81nJcR536QlC4T3Hjlb2KVQ+dnLcCRKX4hFD1YTw4DWhbCghni8pSZTl9k1pNAYO38I8L7vdNCbBT2mpLfN9eoEI2RYMqTdMhCwMhoSSF3iSRFNlFah/syY28C0c427dCrUv/yXjH8LdPiOlYMzYiUILx5d6MjO53oZ6fWmZuEgrVM+aVd42FfELC/AQk0Q15Hl9qZ5iX11POkeAh1u0waQhXplEJfPVzfDBRlOpfKlZmaJc7qzSgkwuoMjLk+fdTO2dr8s7uBOebU8dKF+UwxefgUZJySr1jpvgu6ggYRz65wS3NyHJl5aP6sv3eMfni1byxPlafI3bJck7ylR4tojYwcjiyV3JUW6vnmDki9aChzsb//Ok90BAHJpLOkWLpvdwe7UECkbDXVQMcVUpHziM5Iy+IsgQSTP6JiTlJ/Hf3xQpQZXJSvZFheUVB49Qmfg+f1k0ji0K1MKdNT4zrICVMrVUAVVuVZdTF3WhbowUUaI5+waDjGS8ufDTkY30Eq3YwO2jXLfXM96T70EfSsv1imcTdS3bN2eIJydvhFe2tuolQyu5OLwLu3yUhOCgQ89AH8xumRBsVunuI90hZ9+I4H7BYHdplCdnSKnI3KMyJDfeIDy0ndKv8PYutTvg1czG6ObJLvS449zZpYWbnIVjSsvT0kqLswomdhN5ePqNK/UM8fZIkGUd7J2XMFfcqjblaDlD01u3wtiTXu7RFueVp2mLh4zwboYt61481OvXNT2jID2/vBnCvJvdRGnSVxe+wlM43MIhchoMR5SMn7A5jWihDDWlh3SP3aSR9IsK+mk0dpPOfnFBPx1+JvulST/xh0ZqMBFVjOE2yz1ONM8N+RNLC/LFy0XxaEr803yapyf5dE/Pck23Y30xnvHpvmqedOHfS/j3Yn9b+LvQMTAXonLEmFRa4ME4hQ7lpQSNu6IhsnRvcpyh3qRdCcfyk9DVRoIRXl90S4z9VnJ/xOsjKIB3H9/CsYWiHDTMK9K6kvuNzUe3DWaIKP180cghWuWAGNkyjeiOSDQWbYMGlOkXwuFbmO/Lbylu6p2UL7tznI/6erqh2TlPK0XcKDW/tLannXw38SrEJC8SEo2y0RAv+yTAiZvlcyW5YlHysR4EjS1wo7ZNGjsEXZ3H0pgE9hmPIdFMGS+JSVCBJB7LSK5WPcYX3QYZ4p+4rtZGvJJWsis/nwsvXYtUBNw7zlcNJUoJq0qVALWDoH6iLPi3CEUVUbeLbPI20WDPbIwsotAyJxeCfdWT+xVi8Of01eDj6RJMHCXGiGoqj9fY1yWePBb1biQP3eQ84ZmTFPbXupVHTA6iY1LCZnRsyi+N9PBd2bJ1q6hI3+rSu7Q0qnrVCbi+oqqHFJ6Ero4lYoC012JWn/nsdEn0UeET/lezhVnjnEvbQ2Tuw1r0ArE7OB8KzBuozOxBg6rCqkZlkiZUU2AcpjLQK0x7gAFgGLhW+ZcZG5CmIfU7j1j4CzKwLm5KZXpTZwQ0BZoJ+oKB4EqwEP5NQaL5FuI9Tob+uPOMWYCyAmOMZLrxL3U9i+qZ86nMDiDvrCpIApMo9x+ZziCfXDMd9wLWPFzfiGtmslDjTTw7cxHwhNwnKTYcqyvdcaGYL1K8K41aRmJOpCSzOcVFYnxI7RWJQs0+FHOhWHc5BwRmFyox3qERVWEuoRJwo/k4pQiMuxD3Lmqm1K1oAtqCXsq/xPAi3YPkrYISyXbqoMdRiR7nFEAvgg4FvcEQMB5cD/8GIN68BvEmEemTnIdNC2mBXiG51ajO10YstTLrUYndF+E7q+Be8BkN+0cOMnYb9OWzyBeY++GXDGVGCDWuoQyFBuyQ+3pKAFFKE8wNdMsF05ES7FJqGYlpot53UbXzuIt6KuKl/k59IuhchZ/Ebs+YOTTfyKe+iu5h131d80AU9bVrMIibY74BykAOXW66qP+FoC+mhvYOahgdTQ3N3WHX10RwYwTK394YwZsRKP9K8QdQw6h/h+X9w7kwK16RRQ1do6kh+nlCJPJZz2e+meOsMgudU9ofNEX7w5kNbQQdCzqDWaAIzIB/FJhvGjTF7EbT9GrO54oiYy/qXCHigHb6DKm99MZU1yik+fZN4l6VGCv1tLNc6gC0xz8xgrG3yrYL5pOjf0rzGec36HDjUurHOA6Ugm7rI8YspgV6LcR/g+rrR4DQTyjBisMc8syFYaVRfVcpaH5hoJxzIhhdhZ/EeIvirZPkicR4CmPT23g3ImlDWQpD6lCagHd1mPEY5eqvUCf9BI3QM6kLtJu+k7pp71Fj/UGMRWdohDaXBmm3OPv0bbiehbFgKuKeAieoq0wn0hC0G/XQTiMd0uiPoe8lkFtfBx5H3XXD2Hc1xrNbwGoxa1cEwLf6xPP8Dhid0B4Y+4wHpN99YFyE33IwXquA+06wFCyX/lPARCMP7pqgCCyW/reBIuMiuPuAadLvYTDXqAt3Y9BM+q0Fq/RVKM+jYK30OwD267Ax9B3gecT9FvZGPZAlw2HTVNTUEAt9maQeEP5nMwR6EU2AFuglUofpOl2ttwraK850YYOgTGXmKmrJNkRgpZjT2F4IzBVzM9sLgXtgGwySdsA2ahSc741faADP4U5NkUbM28YO6i/mYJ4vAwOE2qg7MZ/as+g6zPP9rOmB30PzopgLa2Ocr0FJobkMY2to3jpJw3jegu0S5wyW81Ei1QrOO8Y9NDw0lzzI84cxlwbK+SBs7LZeRBkwrluf0jTzG8QVbMGYKhiF93QwDTZeRrlRc8Y6jNlA/4HS8D7Pl4yEPXIXmXp/mgNI7+/MA03kuHIQeWP8MF5HX6+HeSGRMkNjwiPkNnvSOPNKyjZ64z1vRro5lmYqZoDm1n2UDjLRv6KtwzTL2gobEOi3ybY0jeOyrTvpzWheiI54b+JoqEC253S6U7bntYo5aKMxFBNmM15ur6NuxufU0+qMMIWyBwcKWy9ob1lRFOO6hGJkO6NdXa3C7LgYbmdhpwZtL7OQoiTfYVx4m9satmaZ5UK8O2mAqzXymCzt2Vh7LPyKwCDUzSAa5BqE6/soDfNDrFUTNEJ60S8a02LZN5IU3dDeG+UcHLSHEtGWl+Ld62/6EKZQNs4QYb+YsfATFJIh+8uDyibZC+5VfUXYXUE74hOqL0B7N0L5ZX9B/ygx7wbtKM+GXWQvl/k0sPZCGyL9IRpl/AT7ZbGM098spSaI3wT1SHYG7jsVcTD/o85I9q0TGNc/Ufwi5iCnyFyL8UrMd2FzuPUd7LvJ1M2cib43k4qFqjlwlpjXRD4C2DB17U5U23qe+7E9Qs1V/UC2nH/mhGwOMc8kUrSY60Jj8ym02dWULsZucwHiX46wI9TWTkBeuXBfhz7p53sZC9DeC6m/beO6AnZSkXNKzM1mb6plPIJnU6Cv/lugP0CHwAMC43maAYYIzBjyon32gCXGaCoyhlEW2q2+7NMdabXuoXlWOd0AvynSXynaaJyy86QqvwR9O/LbTuuCin6VD+4NqlFMutELc9Murdio0BbB3Rjuy2ADdBcYFc4Jgasn3RwO/E7hOZeF3rn5KMd8KtRX0EowHHNSJzBJz6ciMFa/jpaC8X8VzxB2cwUVgEJwhfkmDUabDcd1Iuiq7cfcehPNsTD+W7OIonoTudqCTFb7KXpIgLFykvUqtbP2YYx4GXVegbXKRuoBfzeu+0EHm166HNfrQCbc4nos+kU9XDcxvqLWxirMv3/iHV5FQ4Fld6SuUaMxVlRQY1cv9OXO1Aj9cqC+H/bab4j3C2Vg/E80vscaNR3z91ZKNdNoAK77IM+uYBnwgmGgESgAQ0EeuAykow979adQ96spz7gV69cP8R6X0lXGbvIaV1Gy8RHGpy8wTq6CHb0KdbGKcsEQIMo7BmSBPqCL4LzyZV5w+ZpVVT4jFX3Coib6c9RT98EeOUYe3U8Z+kHYcCupDdw9cN1J34t+8560VXK0nTQA9Plv0mJeT0XaZL2Y2uozke5azHWT6VJ9Ll2iFyLP2ylRn4Z+fqHxPnXaGK2oi7UILAMZSkeApeA05hvBSupu/QiOUHfbBRuunDJxnWkVUyvrY/SH+dTVuoGyXcfQJhXUAXQGQ0FTMERd54k+BiaALDBM9G2Qan2PNWJXamo/h/fwcvRBjWrgnQoIe0PYAWLOtNMxHlwNsqgT3rmlYBHYKLBfoFn2C1pUUGOup6V2Cs0zJ1Bz7TPYOgDXCudzsP+c+0LR1kbs0Vj/tIcT2m85jHY/7BwBL4MvGcrGnNoKLP67PQ87EbqsCtS+hF2/airtRYTWl87b4H6lrys/qPMWeDPoFza/tDVdqC+XsxHsY6g/5pfGYo45t6ZxfgMfgJ/5mvpiDVIlwbWB1eY8RgsNXw/I9ewEvL+hvRHnCHhV6RHl9yv4TfGz8AuzD8m4y1kLblYKqDfmg8ZgQdj+Qk/QUGkX4WfdXjXBPQGrtGrCbclz/U70ub/oV9tpAtZgvA/WCTbO8xhTXwVQYTOJNZ2Yu8S6NXxNHr7uNupQAyOGZhvxeM+m0Gz9BbAU7hvwjl1NszUf3BY1149D4TbvR5gIfxg283FWozrCFmO88WFsnE3TRJ7mw0jzFtZXG6iWPooSYGNWCPAuxDKY94GxHfUsiK2MWEMINKcymPMdgb4ecyJzn0Dbjfjr6aZKLMDaYgFNNpo5P+pLUPe4L/zrgjpyvSWoq+4p1lli/STnY3An+xEFvgSwxs+eZgItmLNPC9R96yL/m6H1gHCTcT+DOGcV0eGE4uFeoh7EMwTvGYmpUV1T0/qI3ILpxH0Fofpi/zcFxq/0ZjA8uF6D/2qjnG4JpneNpB6AIuhlfwAb4INKfmnaV+SWHKZmAvqTUgW6i5pKoqmzQFuJMRPAzyOJxvoZGNGYS4F2FV0mGUxxklfJlrxCUQLjYszPYRA5S7FeIrORIt45KGlE1SqhOU444h7BOhJ1YXnR78Xa5R7UY3u61Pwcax+x731Y+nfHeHol5q9cxB1mbHA+sWZg3tiCfjsB65aJVMsch7VFY4yZWQgT4+pkpE+U+1llxh7Yq1iPYu3WUO4Li7Wn2PMdr/Zxf8Ra7VfKxtw/MGo/lUV1pTK7Bd5XrE9cP4JcvLcY77E+ypDjdlX7x2H7+lYL3m+HnTQjOM7jHhT1Ouctwlx1kechHhewBj/G84mzS+zlY529AfcaiXTdRVrzRucVPMds3KeruJcor1ybe5C2K+bko9Q+OB9Fzi9yjtiH+TDb+Qy2Vi0zxnkStmV3cznWwqOppljHG0ecJfqrZGDdNchcCb/nyCWfR5xNBAk/jwgD95yruAn0BAtD5w/B8wamnlA8F+ZFZ37wLCHsPKEjKAATxHozyHlnCZHPp84Jws4IyiLOCHr9J+cD4hwg/CxA7v+rM4CwPf/2xt2wWQ9Sbazba8m1Mp7BfBf3PYG26IE12wassb6H31JqIff/rnLOGBvVXm6G2Jt1/rSn8d6g2DvQb8R65iBsDrhhr8l9Q6x1s2Evyn0/U+xPij2zj1HHMykF9XSZaw7y0mE7XYG4mNexJiyU83VV+3Uu2Gdhe9DmTGe/3HPdC3tczfPGOsyb1ZwpIl+1F4t8nW1sMzjfsm0Q2CP2WWEH/CTSwMacqX+KOsjBuy/2BNfRJdA8vL855kXIsxvKHLQ5IvZJhQ2gr8F8VYHn34N3ZyXl2Ktw7zHON3KNKp53Lt79M7BzC8gSiPozotAWv6ENl1BHYcsbybCpm9AKYx+tMJ/FXIP1prxn2D6uWPdWubdcec+8b3DfPPj8iqvNHIxbOXKd3lExKWw/Getxmq72oAVjxNo6SMR+8vl7yMpf7Q/PANVRr6fP7Q9LDKFyD1ji7Beo9h2gdERwXzZ8b1buxwb3ZNuQpvZgo+Q933DWyjgiDHWm18I9RN/+nRrpp5x7zcUoW2s842VIcxxjzFisaX6ii42B6Kcr0HdOok3EHk1L2GXvUJrZAmVYRQ2tQdK/N+yxMeYHGLOXw3bxOh/i3fIibl19tjg/wrhnUYl9N91k7kQY7DK7KWywF5GWz3qy5B4ebHF5pvMN22fGKXUGU4q+UIq8b6XeUQaVRN2F9/BZ5FcfY8ceKnFNxPsHe1GPc/qY68/ZdpUInsmNdA6EzsostImyHZE/BfMWYTbyN1ers60+zutsjzorUZ4BelzAj3sVI120TJ/s3I/nmGRucP6Q5UZ55d6TsP9srI3E/qayZyPPw4R9KcPeoaG62GMW+x3tqZ3ZhRKRF4kzK6RrIPe3npLnZGTscn6Xa+X2WP+1pdW4x2pzHY0TeyzBPVbF7LAzxkogzxagDcgVe2sgO+xMsSSMaKF43p5gWPB8MOyMkEBzkCj23IKcdz4Y+dzBs79z534jI879WhnXOH+Enfkl/O2ZH+op/HxP7uUFz/XuoprqHK+L3DO+nmJEnGDdy3of5jyI8pAog5Uq2hzx7kYa9HXUy0AzBn4LYGcIXlMatOPF9XLGfl7xidKgfS+uP+DzObTjP57nuC7+5zMcvLvz5Nh2OdZAYuzDO2ssVuNfoRzz8gRWM7yTkyld7i8OAp0xng+jWHM04vSX9DU+otrG1/Dj8WWeHDOmUJykP80R52iwA+sYXaiObiLOk3LMm6MQ53Y75fg2EfTDGnE7eIIyxV43xrkmkn1SefxbTXNAvPED8hVgzNN+cnbo2c5PUlc5T2P86wJSzHLYNk/RYLM3zQyOd3Ice45qoDxirswS85HxNIDNA/pKxVxgtUb/FvumnTGGDUXdjMK91zjPYCxvbPQgYZ/kBNPYz2FeOks5rispx2qKdrCpvrUK89UYtNlxmmtuRfz26Jc/03BzFMax0eBijCnXOZ9hrs1D34kxXsT7NgZ9ZQzqswB9CHWOupusF+F+B/C+nCa33LsV+7xraTjiZ5ql6F+30UCrOUXZW2mwsfnceYLxuVw/dgAlxjD08RKModcg7reIcy/G3Gj0q+7o59PQV0dSN9Rjb4zftbEOKYH9GGNeC0Ue1hqajnZuINeD9VFOsc68GO99cJ35At7/f1pnlqm15im6XK43xVpTrTPlGlOc7W3A3HICfayVOudTZ3z6JmqjX4/2vA48SA3EOZ8446t0vpdJl+iHoIf4rC90vvc5nnUqn/PpT8DvN1zPR7/8gjob72M83kGpMj9xLqjOA0NxjqE+VRz7AfTbr6gGxp8cozXVcM2gutZgrENeIpcxAXbXZeAoaA2KgbCbWtM4tFsnG++kPhV9fyXVQdtp5gHYhHhnZJ9/mnL0tZgLn8e7NAX9qw/NsGEvYP4IzvczMC/3M6Y6O2BTxpttMEcPpixzE2yXD5BmMqhF/fHu8jtai/L0WTRFvM/iXTDfxFx/O6Xp39FAeW46DXyNOrqOOoizU227cyZ0fvoH1dX8NBj1MVL7E/Ov+MTpJVw/SyP1vhhjp3KdG1jPgxFGU8wbqHvjBeTXDfZVDMXqddBXh+P9aku99R9psH4QbFfnqg+Bt8EjsH3jUaYzXOfyzBb1r53EGjQWPIf7JPB5rPYabP4M9I9z+/uTg2tifQXqbgWNDu4por7aCfQ8hInzWnGOK85YL1bXwq8rbL+uvM9Q5V7DesyL6+keEC/OkOVzibNhcZ84Wh6JObwy8MuA/hWpkSC+0ORI4N8Ieh7wT4dWRWQ5/ipe+t+Uoyr/FOh5/Lfl+Jt8PdDz+Jvy5UCr4kLL8Vf13Ax6Hn9TjoHQqqhUDvSrMQKxZ4Wx8RZ5JrWeblXIfR99FU0Q/dXYjrXYt7x3JM+61of2h+RemZnmnBQYOt0n+rikmdoXqk0fCeS4ugljqBgjRT/eSZdp+9D3wxBnx+GE9qxaRNBMcZ6/40iO4zqcYPyLeH9O7v3tU+5w6kYQkY/Y+xPItbz47vEKjHNBTcUaJTWQLVTuKYg4U7Bu3yrX2rGYcwfJtX9/2DHLMCcuox4YO2ubeynFfh1zczcqMHs6v8gzT2EDsbaxHsacthRjvphHdyKfnzAevweboQ/WPtWcz7FWf9I8iD67F/Mef4+XpvQy2HuJZkygvVBpF7+GMg2ldtZQXM+kzrCrpA1r7nOWmfsCA0EKOAb3Q9B80BYchTsXpFQ+U5BpvCrOMeUOpbHXwOZY4yyz1wS8oC04ptz5yn3UOBzYYv4QmAmmhl1PwfXVYJQVG9hi1wzMBEXWzsDuCPe7cE8EI9W3H8GwqQjbFeF+196BddaOwBbX64GZYKprXmBXhPtdvWlgi5EcmAmK9C8Duyq5m8rwq8Go4Hen1qTAfrsT7tEpkK6uZ4BMXD8ARpvpeKbmgTHWksBM8KC1xPHATaBx8DzEmu5Yds/AEjDC+j3wsTU9UKHcV1qnAx/BXQ7m8jcoMu4NIBdhe+D/K64XKPduVyb1c2U6VlRc4AaQ63o3sMeVGfgV1wuUe3fo+5H/IcFvUUBW2HWI0Pcp/8yo/yCujA87v5re3ykBN4OpcMcot2ASqKsoAD+D60E7FTbxH7+XE9/FCM59D/NXRIHoCL8h4F/iOvi9zP+C/+T73v8EOxbE/z3qrCtfnG1VcX1NxLr8v8buD/L/HthqyVj33w6mq2+GG4W5i0ENUBNch7Bo6GqQDiaI+P/0PXBwH0CuxcVY+z/W0Ldg/0fYy8Hqv+dCxvwLGYfPG8emB/pUGsemB7IvZO64kPH8QsbDSNtDnrOF2xnhtkWYPRGyH2An6O1opfbzOazFmOdvp5ry28JFGOevoTJXI/6ODWvwMvNZuT8XZ7WEfTAGdfYBwr3QPmxXnPsWEeylJNuC+x0aIL5LA2X2ZZQoEN/Bie/jTGFveLGGF/U/Sn2/NojPgYLnPMZhyhJnUgL1TV01eTYT/K4u/JxiEOyJ4PdxAuSHNV2Z+A5OPs9OcstzhiJqbt9GPWyiFmYnauGKoxhxVmSloI3rUKw4/7IyMXZsxNjskvsy8w2b4ownaL7dU30rJtae3UF95FuGOMtwfYLmW8ehN6vvzJtQtLEH6YCp496HMK72hE1rS+ZbFsVLvqO2Zpz8/quuORL6EEAc6xuqKerK+J2qh84UXNQxtLckv1tzzsrzAP52rdK+t7HAOVPp2+AjlCK+hZPfmInnCfCetdizsrtTjjWDLkG8S+y2VNcejrxGIZ9b8QyTYetPQ9lOye/wSI4ZSY6DflJiN1XfBYo9z57yG0Ay11ECbL0SqyvC74Tf+8rGC/tOFHNeijUI9uN4PEs7MBLxvyG3QHxXKL43NNOQdj0Zcsw8pL4LvEfuD4Z+44GxeSDaNVegvlE05B5w8DvF4DeIws48hLFIfXcovz1sRwPF947i+0IomVfyviWesYtVARbiuepTf7sDGXaxtEO9ZgmeYTnmw6UoFxFFgaDqzwDxO6Vh8Ksh1/6kraCwHzU5X4Bk9U1UM3GWYgScU2JNLr6z016g5mKtbr4O/HTIqHBO63dTN7xvuagv+XslYyP6Ug0qEPt+1s3kdo1E/07Ae7iCWtlNsKa5gWqL9zDqJ4y385wz5oto32+on3kaeV6M+yIP8f2ZnUQdrNl0yFop7kNDXBq9JL+TG6ztNQfTVpOwNiLtZSZ47Zx01aJS9Ite8ryyBvRx9F8v0rmohtiPNLuiz7R0KoyR1NHYTbaZh3m0G/pacH0l9hKGRrDeGS8wv6Zs13G8iwecP1z3Od+6ltIVdi+8lx3h15xaYLxxu9biffgNc/Ysuk58Axv1Ntp9M+WKuAKzGWyJ7eRB35tv/htlGoR60qmxvQV9fgLGrcM0yzjlfIh8+qJ/9LVHot8jvpFO/exX8d6flL+nicGYUWINpktdhL5xB/qa+Ja5mBpFzUWcizG3vMrIfr1Trkv3oD6u5DYO5Infqun59Ji2E+0/F+0W6+TErKbnzI9pqf4x3SzAtR9aLPz/CaKKvtyHztYP9qbgtxWhdWKzym79irB54GWuZytXew1rwbHBuCIO5o9EZPcR2K/fgnekWUSef0HkX6g8RewW387Lb+6LFEvVd/l91LVgKH/vj79bQC/U32notZFYywLTwBJrmVMP61UT1OO1K4i09RTn2VsKY5dzlME4FG5PhNkNqOe5YBAYwZwRv1nAq3wG7XvmM3afqQhTh6mgypw5y5wVvzlow5yNYSrmgfkI/5ap2KBYD9ap+ws6KNor+ihmKbLEbw8iEPFR6xWl0Gnqfr8q7gUr+B6SYvCoKl+q+A0Fc3YIx5f5/C5+H6GYIH6XAb5UtOHnEGWReRWr32hMUdf/AtlcpxXHwGFV5iz1W4y1nO/ZVQCjaMUZvrckXTE/7P6Cu8CQCJaq35HcF+b3CtKOV4xRHFLkKcYqFoIFYf6TmYrvmbPbFKWK4YormYpXI5gOeig0xUBFHUUNRX/m7PPQ97kuKk5CL1cE2zyVqdilCNavX7Fcte9jinB/8a34KkWXCIL+j6q+14fvW7EmgnWqvdYrIvIRfUX2l1Xn0py1FNWZigwB3uExWBfEKBLF+f553w6o7/QuZIz8X4K5RMx3DUAHIL7tbml9Te2sJdSjPNrYpJ/yJza5aJP+pz+xJeQPf2IryEmWEyzHOex3dv3G8ivLLyw/s/zEMY+xHGXPH1l+YPme5QjLYZZDLN+xHPQnRkO+ZdcBlm/8TWpDvvY3aQj5yt8kFbKf5UuWL1g+5yifsWsfy6cse1k+YfmY5SOWD1k+YHmf5T2WPSy7uRC7WN5leYflbb7tWxzzTZadLG+wvM7yGsurLDtYtrNsY3mF89zK8jJ7vsTyIssWls0sm1heYNnI8jzLcyzPsvhZyv2N20F8LM/4G7eHPM3yFMsGlidZ1vsbXwpZx7KW0z3B8jjLYyxrWB5leYSTP8yymmUVy0MsK1ke5KwfYLmfk69guY/lXpblLP/mdMtY7mFZyrKE5W6Wu1ju5KzLOPkdLLezlLLcxrKYEyxiKWG5leUWlptZbvIndIDcyLKQZQHLfJZ5LDewXM8yl2UOy2yW61hmsVzLMpNlBst0ln+xFLNc42/UETKNpYhlKssUlsksk1gmslzNMoFlPMs4lrEsY1gKWQpYrmIZzTKKZSTLlSwjWPL9DTtDvCzDWa5gGcYylGUIy2CWPJZclkEsA1kGsFzOksPSn6UfS1+WPizZLFksmSwZLOksvVnSWHqx9GS5jKUHS3eWbixd/Q26QrqwdGbpxNKRpQNLe5Z2LJeytJViaP4GbeBKZc82LK1ZWrG0ZLmEpQVLc5aLWVJYkv31u0OasXj89UWHbuqv3w2SxJ5ulotYElmasDRmSWBpxNKQpQFLfZZ4lnp8h7p8hzrsWZulFkscS02WGizVWWJZqrHEsERznlEsLva0WSwWk8Vg0Vk0FpKiOSwBlrMsFSxnWE6znGL5k+UPeVvtpHwi7QR7Hmf5neU3ll9ZfmH5meUnlmMsR1l+ZPmB5XuWIyyH+X6H/PEeyHcsB/3x6GDatywH/PFdIN+wfO2Pz4B85Y/PhOxn+ZLlC398FuRzf3w25DOWfSyfctZ7WT7hzD7mzD5i+ZDlA87sfU73Hsselt0su1jeZXmH073NWb/F8iYXfifLG3y/1/3x6ZDXOMGrfKMdXOrtnNk2lldYtrK8zPISy4ssWzjrzZz1Js76Bc56I8vzLM/xjZ5l8bOU8219LM+wPM1ZP8WygeVJlvUs6/z1MO5qa/31ekOeYHncX28A5DF/vYGQNf56gyCP+usNhjzir5cGeZijrOYoqzjKQxxlJYc9yDEfYNf9/499MwFo6zjz+Mx7T/d9oAt0gJA4BBJIIJAx8IwxNwYDik/A2IBNfMgWyI7tkDhpnaZpXKc5m6ZpvGl6pLQxwUcU2zk2cdN2G7fZ1JvuJpvUbbPdHCVxu2m7axe033sjYZy6zdFs020F/r3/vNHovZnv++abeZIhLe8m8nnyhruI3DmV0QlyB3n77URuI3Ir6dLnSMtbSMsDRD47lbEMZD9peTORzxC5aUq/AuTTU/qVIDdO6deAfGpK3wtyw5S+BWTflH41yCfJa58gLa8nTa5jD4GeUy2xv61ssp+VL7U/Bfwj8CTwhOwK+xTwMDAJHAIeAr4FfBOYAL4BPAh8Hfga8FXgK8ADwJeB+4F/AA4C9wFfkm60fwG4G/g8cBdwJ3AHcDtwG3Ar8DngFslG+wHgs8B+4GZgkYT6PXUeXYHs1AXQjciOr53ScdPxmiktF1pjREanNFxoRYlsJ7KNSITIViJbiGwmsonIlUQWEqmaUnOygEiISCWRCiJBIuVEyogEiPinVFyclhIpIaIloiGiJqIioiSimAKnxLGciIyIlIiEiJiIaErBuVrIrgZ9C5gGfgm8CbwBvA7u/AnwCvAy8O/AS8CLwL+BW/4V+DHwOPAYcBI4ARwH7gVXfBGI473E0runNFzI7yLGuYrITiI7iMSILCZSR+ywiAhLpJZIDZFqMuQMInoiOk4epWmammLtDzxOU+gIcAqgaUT6sodIN/F6F+nZMiKdRDqILCXSTqSNSCuRFiLNRJqINBJpILKESD2RHCLZpPMOInYiNiJWIllEMolYiJiJmMgwjUQM7D2gM8DvgQvAeeB/wMH/DfwO+C3wG+Ad4L/Aq78GfgX8J/AL4D+AV4GfAz8DfgrePQ08C3wf+Cfge8B3ge8AzwDfBk4BTwNx4BHw+DHgKHAEOAzcw3mfmiE2HidyNZGRKQ1shfBGIhuIWYaJDBEZJLKeyDoiA0TWEukn0kekl8gaIquJrCKyksgKIsuJXEEkTKSHiI+Il5i6mEgREQ+RQiIFRPKJ5BFxE3ER3+QScRIREGGI0EQoIpjMSMTeD5oAZoHXwLAvAP8CnAF+BDwP/DPwHPBD4Adg6EeBfbTL/knaa/8E9tqvb9obvm5ib/japvHwNRPjYdl41XjrOC0bzwTZMz4x/tK48Oqm3eE9E7vDzG79bkq6q2ln+KqJnWHZTizf0RQL98Rejb0To/WxnthgbCx2e+wMVIgeiB2JnYrR8cSTrDZWWdWwN3ZLjNLD6xSKYRVXnR2TKRvGmqLh0YlomImWRamqd6L4bBRTJVHcGV0bpaDV4WhufgPXujxqsDSooyVRNkpvb4qEt01Ewh2RSOTayH2RJyKCayMHItQhKFFsRKJo2Nq0JfyTLRidpBJIDTxJJaZoaeQENYswepuaZRN4ExjgSjDEiHdDeOPEhvCwdzA8NDEYXu9dFx7wrg33e3vDfRO94TXeVeHVE6vCK70rwsuh/RXennB4oifc7V0W7ppYFu7wLg0vhfp2b2u4baI13OJtCjdPNIU7m3CjtyG8hA7aYQVBNvi3zbbXds7GyNZat1mpbdaz1nNWelvWuSzq2kysslxrOWChVXCgyMFsNx8w32c+ZBao+AIt36bdq6W2afZqqBINq3lOc1bDIM1BDaU6oLpPdUhFd6j6VW+rEirmkAofUj6h/KGS7lD2KyNKWqXkzmk1q/SWNqgUdgXb6FPQC32KWkWHgj6gwKzC629gFbl5DbXyDnm/nL5Pjlm5u6DhbWlCSrFSeOFtSUJCJSQY0diBMcJqEFoMvjmCM+wN9GOY+35IgDC+BfV4WuOiRFfrpLhz9SS+cdLVzR3ZZasmhTdOovCq1SsexvizKx/G1OKeSX3rslXkfN/+/cha1zpp7V4xRR88aK1b2Tq5lyuzLF9OcGUETVZ6+kZjo6NjnlEPHIC+UagZi8E/XjAcQWNj3CtjowiaeP7ID9dilJMY32g01h+Da8ALUD3KV3NnfXwTz1/Dz+jHeXP8V2GCv8sfU38fopkW6iTMMbHgbkEAIWwjSj+HjlNIjCiViKIZhqaYs4hKsOib3N9X81/atnc7HMiB0GxCiCAFnhJ9iXI7EL6P/7brSYESxIFouDKaHaVfgnMaiVAItaOlqOckUuB7kREtwN8/Ul8vLhY9DqcUcuDvwy0xvpfVMZQiM7PWWS68mV6maa4V3Uz1oNqZV15+Bg6ntSHfaex7efqFafXMM5qQb/rMdGkJ1mRrePRKSiQSCp05Xqo8zx0MBPw1VHmZ25mjpPi6smBFDR3w2yhan6qpobhzTL/0+w56yUwutSu7qrtUgD0uo10nFtN2m8IVcKha253BfIuAEQtpgViUF6xzhne25PxAasrLsuaZpKDWLNCZpwTK878WKC8sZ+ovnKReC62oyRXuUsgogUR8b74tI7c0q7pVoVIIlJlGS5ZIrFFKC5sGZu62uIxSqdFlyXJx13LNVIFFjInzzNMCPcpBbvRTLreFVzyKchOvHZGpcJsznniNtXEll1zhNCmQASsNbpnUmSNFDsaJNU63C7YLrI2VITnW0nJ5njXX6bRJFQbkzDGJtNYubVgQRqba2lqtMVSpCWjAsv19vQFL+7Qfm319vRbTaX9g/FOnTmHTqb5eUiwtgeSXeWk3jnKFP+dupSUez0qXwUD8lkdni5S0M8ftDlZg4iyjyElnMw/LhYbK0kDIJmeWz1q6GIW13OMt0wvl+IBQ7awJVDXkaYRP4UdwZF1uYYaAlqgVmJlR6mSM0FjoZK7WZMhoWmbQPTPzIkRxR+JNRi5wQlR+hth2Kgt5Hqe+g5TIhAdQNnInh+jm9ny6bgY2dI+Ul5i4qhJuU8hKroDxWNpnPGema7kDhlgEA2We/LAXKC1Z6dIrSfCWaYNBGLowIxmnXARn6G0UF9CcSRg5LZQaalfH6ve9cGfnii+9vC84GK7PlAppRqqUqLzNQw3tu8JFvuV72huGm30KqVzMnDI7zVpjbrah68vv3P8VjB5apbW6M7VZ7ixboUXu9DhrY1/dGP3a5vLsfIfY5OHm+v7EeXo9zN889Cix0sMiXZy6nTUorMhmFeWrcLvIJFfgNpFaBsXjeDnSJc4dg7JOZxbGE2cPQwtQsIQStwlhb3yEzVlm5iMBXO/xQBh4prmVwOc7pQlxsZDJaj7C64JNuaTgzNZkg9UySDE19zVlwQBXDUOUKSWzK/F+iVIm4Mujcrs/zx2wKYqzqQGulrnfVmCSzz4gNeXbbPkW2axNppYJhXBg7ijKk5kLibXwHTBjM1Bhar4i6vajrFTdRYIf+6BzMMTDqQri8lRviGsz8B0KG7m5wu535/ltilypWioUwoF5JlXivCMH77wB3slB4aR3kBC8c9ikEWrjyejT8raxLpPP2caPfadmTkMvHv6TrS5abq6D2amEyRvtDYFUJZk9qbAF3FxfZ09KlVKBAA70LRKVFAxmLTDLL0zPdV0nNxdYbYVmGWcs6P3NideZb4G1PGg56f1J5KBugaXDQN3GyqXuLnVXJj9bMrknK1ZAZsu0hzMjn/UzWdmfaJTq/yWm1SSn0MUa5lsNN373+t1P3dDIexyM7W5cX12zrt4l5wZWapPjn+08eX199dWPXk3rUoOZYdq3t7jczZvqadlFj1CoNfE6/axgC2TsELojmVdkmaETVB+My0dFWakuu0EWystklIUp2xfCYzwrMbWU8eMog7MjrLJd0JbyRO20B3ImGbQ/xA1b8mGvMT/cypPLJG8Ig3HOILTbPT/ZVNDPSk0FNke+WbbkrjXD+1fmB9bd2t+6e6HMWuJylWTJzwfXB0sbPRnagvoyS2kg6MiRqaQMI1XJ1rd0ddxweP3Ox29oqq7CP5eS+SKdKatvKu0aKq+8stuvyqnI5+zWAnY7Rv8YYqEMC4jdDut02UXctyieMibOWS6bLtIVUZlFTzPcA5xRgdsRo2aotk5mLUMdZCYZimGyfGARLjdwyjqgje9Vd4vpt0ipVlIaWikxyXG7xAQNJP/DZrUn86/nDCxF07UkbfRu7+v1TPf1gr39L09DBW/xv+y9+dgVOrPnJfyMuZUheZ4X5P0koo8V5M78NLOqd1HdYHOJSiIXw4ZNrFiwaqxu5+Grqmp2PHjltvuGS96hV/eXNPrMFD7vLQr1LsrRGXUibbbZYDeolCajZuHu4+M7n9jXUBc72Oe4cldudbcP/LIJMtp+wVLIaNloCfHLEzA/n0BZKINai6TwKLrnKGtWN5NQewFiLTU5H73Ma5dNdzoYaY4btmYQhni3nA8rqzylupqecFV1uGdhjlTFpReVlN4NsQWRpJLikrYFlc1tVSHYnr40exs+CD3NRSWoP5V9XdQTUx45ilP9R8xm5PfG8Z7D+fZmPfepGCvoILmi9oVpTSAA3T7F9/vwezS8OAYmOXcuTSiXDGd/bvPWloIFFilD0WKpWGDXWtwmuTwrOTZuXNz4mJHrVxbL5Fqj1ZjlMkgFamfFQvq2PxwmZM1rIOc/DzPFj65L5vxC3QlwhQ3JqP4pZFPHE+cOwzqp5lKDHJKBOo7bWRlb3FJozm02txFn1GpDZJ3EvjPT6ukQ7y/1B3rnpb7kdihCkeYPnJvBb2MgqzwvzyrNdZVmyXW5IXfJuvKUf6WWAruj0Chtubt79Xh7zpyX8cyilnJrw+KZQ3N+vzpV2tDZuXDDTQMQn02whjBgDR3sULan4lNPcf81zgZHKTInE6Q5ji2sRNXiNJFtK84Cv7anFotpz8Wofb/vmL++JEcrKLt0o8YwC3fH9+ycHKus3v3InqsmRytnZzL83bWVPcFMQ2lPTagnaMGvR0/e2FJ3TXxH9LFPtSy6Jn5dXaTLW9ARaQQtLlgaAZ/v4lYV+hnw+aakz2V5ZEmxU/2sSlfcnCcTmJtz+Z7mgtfelfy1oeTywa8eyvfT/HIrxbtW0WDFxTXjWam5wJ5dYAI3dq0Zb8+WWcHZ4F2tC5w9UJFaK3Lme3Djp4epuYpZcQPvbmpZqgaeGath3M8JXODbCtSIbalZ3Zx48piKakfNuOQEFUF6lE9FWKlN5bTp4VdaeZyaQChxlpVyjRBW0aguTl1/RFpeLShOLZjFcaxjJeaVS3gjLOE+x2cF/Re9CzbgLNbP5WMo+3xwUMNMKS3p9WSyzZLFWFKHJYuwmMVSBgsbsbABC5dgYT0WVmBhEAvLsbAMCwNY4sWSYiwpwhIPlhRiYTamHVgGfVfRH7A/8JgL3UF9ve/6wfzxkmCs8NJz6wT3SGyjMZmhXGQag0EdnOUp6Qw95K4g/Vz1zsnRrV/dVpm9aKA20LXAVrHlgc2b7l7ns1d2lVWvrXPOvqL31Hp6ujKKGkqaO2zm8s5yb4PXODS4bgCvXnFTf2lReHxZxUB3c3bWovY1waXX9vq9PbFG38rORqujqbuPqnZW5unb6x3BEq/Fs27mmKs66LeY/RXVzqVd3H90RiHw9AvgaR3sAL6T8nNx0s/FWH+cugNcemaeSx0noEqKMmHJhZyVmbIjbAN7WKWq22WCWhdvTBf3OfvFnSFnTc+cb4k/tXAPiQNLpJjSY4q7PnfBD3Xhft4/cNnLZQdmXnZg6Bf8249+Yt9DwwWB7Uev33doOH/2d9IMe1FlTlV7sdbgaynLW1hs04mom+85P9m3euJ3X/zCBV4fXLN/YxNERPQb2286uslj9rcNXgNZ4naE6EmBEXnRUWJBViEpwJJ8LM7DWItLuJ2LBOzHlmAaFcSpWw/bTDJNPPHKUajU6OARYJyVOLsKVGosE6i5rxxYYQ8ZGwzKXztzGvs8p08FuGeH/l4P4gMvkzUV5OMCuM+8W3F3eD/X4yK6F6UCmM83c48YAY1IKHS7+Wh2kY8BMjT8JzeTQnhAmwmKlTIh96j2q+eMVo2QEivl2CBQmfLsbp9J/COJSiYYzMrjPlXhP6GR0S2jMoGm0G2yG5TiI4yAxrRILrnwI5kpD2y3Amx3EuKvBmuTtlMyRZiBKbsAS0JYxsaTschiQ5x661jABb8odJx6C8kSb5CwlEHYyGAjPnJMUxlyOEKXC6ERVhEwCL3d6hAfQSHu66E5q3j8XOqFINKEuHQDOyk+RE9z6YdkHm7yY87oukt6B71S0R/lnS+mGvxux1RU1EBuIetcMrqFc3lGxD8YnhRwT0gmg0MvEarN+rOLu7yajIKawqrVS7wKiUIsoIVS8+J1O9ihuwZLTW03Re/Cs1KNXLjJWmCRiY1Fzmyfy5lxrmG0vzM3u6rIbHPZ5Vm+HKPdqDG5nKbA6vGm2t37J7bfAw+U4Lsw9+wAvluBFxHfPSJuxNIGLFuVctoqXBqnvscqlna7l7LupUvdLK3MPE69DinltSNcAyW3Y+edqARLKpecwFegKiTBfcc0VfBrCCYNGkwZNMhN/ebuojhmWI3DIWjuNnB5wcDb1sB9vzc/L8DOfhpWD868vCvVSdeegbXFCDU+jTZ00cGZrCI5AOi4iv6/78xFb6dylpDfviYflTlnz+WxuZrLuT/DRtPHWj4Z31I3tnKBViKi1WppadvwooqeKqtzyUjjNoVWLhDINPLtC1ZVOwyeem/ZmuaAXCwXM5RQoq/p29PU97n1AduC5aH6za35eM/AncPluiybWp9ZADuITHumxbe4oLgpkCUy5NmtLr0409/oya7ymO0uh0jvtpmzDWqdO9dc1L2rrWq4s1JJi8s7hyBG1kKMTAqUqAa9lowRQRALyi+Z2BVxSn4035/vV1qPU6f4HYSMX274mFgQx67DOTmC+VYfnCpaJonjdY/oTLytTfNtzX+sxy3cPuLtM8mNxDw/6wqDuLACJ7vCz+I/5zaXztqLriTLz0XP8c8nqc++MrjnTA3ZpdOTzftORBduvqJCIxZQDDxKSgsWr128oL8u18YONy/oL7Sa7TnUkEQtE2ToZ8ucS9wjX44swA+MfGX7QpXRqNKa3RbuY3BjltFU3llZ0lpmkVvzKH++U27x2BYGZ99kqNL+/SiRSO3tKCH97MW/lMELL4X6woeDfvKjhXnrvRH0/e0hzHoX59Kk+f+POP9SJE/+/SK98oMh6/rgyNf+cRQNf9soa9KkSZMmTZo0aT461PkfL5rNCGm/jpB+ECHDjQSTZR6FadKkSZMmTZo0adKkSZMmTZo0adKkSZMmTZo0adKkSZMmTZo0adKkSZMmTZo0adKkSfPxgSiE+T9W1iOaK1E2JKSk/F8voz/7h36Pl39JT9Nv0W9D6Vf8+Tt/0IQBtHzJzR99l73QINr4p+6DLdiWLPXikWRpBx6f1+IoSv+gy1j/IBxzkQNKDBwDqBxVokVoMWpAzagHhcHyQ2gEXYm2ogiKJRLQ2oFK3qtV4uf0Se438XTih4mziV8gNdKhY+hR9A5KYDFWYvZ9Bx/9ni2U6KG5doNz7xGhHXCWuosfvZgs00iH5ckyA2V7siyEsj9ZFqEqvISbLYyEuybemyxj5MavJssUUsIsImUauSlTssxAuSZZFkJ5MFmG/lA3oQfBen6wXylY0IHawWbrURRsNgoMozGoWwylKNrGHwegZgRKW5EXXlmENsOvA3VB3QaYD2PwLu5sCHQIWu+A4yC0XAzv2wxt1kHdCLQY4dsNAGP8NTlfbQGNok1Qx92Xe2Uj1F6+Rxv48xj0KdV6PegWOB+Ano3w9/c+6PCXlJY72kfWRyOjkeExx+JIdFskOjA2EtnqdSzavNnRNbJh49ioo2todCi6Y2jQ21zf3tbZ4Vk8sHlkXXSkqC6yefD9VSXLjpFRx4BjLDowOLRlILrJERl2jG0cmteDDdFIbBtXvT6yZdvA1pGhUe9fxP7NqB6u3IY6UQfyvMsbRagOrrcZ2nHv2wBW3cx74v2956Ns9bFECVl0VAXYARnhMZgTFKgPcX9ZPQS5hYFXuRkoeGx7iTD0QL9q4W+QWcxPyRNvXv0sp8+rrum88OLMfskvRd+GU0lqdftfAQYAM50qvw0KZW5kc3RyZWFtDWVuZG9iag0xIDAgb2JqDTw8L0Zp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