FTAP 8126 F.T.H. U.C.I. 12 Santander de Titulizacion S.G.F.T., S.A NO NO 20180331 211274000.00 215782000.00 211274000.00 215782000.00 211274000.00 215782000.00 203986000.00 209724000.00 7368000.00 6126000.00 -80000.00 -68000.00 0.00 0.00 0.00 0.00 56110000.00 56815000.00 5248000.00 5546000.00 40258000.00 40493000.00 40258000.00 40493000.00 27530000.00 28057000.00 1066000.00 1086000.00 42000.00 47000.00 11010000.00 10705000.00 738000.00 724000.00 -128000.00 -126000.00 0.00 0.00 0.00 0.00 0.00 0.00 10604000.00 10776000.00 10604000.00 10776000.00 267384000.00 272597000.00 222246000.00 226847000.00 0.00 0.00 222246000.00 226847000.00 211896000.00 216497000.00 179096000.00 183697000.00 32800000.00 32800000.00 0.00 0.00 10350000.00 10350000.00 10350000.00 10350000.00 0.00 0.00 0.00 0.00 45138000.00 45750000.00 0.00 0.00 27534000.00 28061000.00 27533000.00 28060000.00 27530000.00 28057000.00 3000.00 3000.00 1000.00 1000.00 1000.00 1000.00 0.00 0.00 0.00 0.00 17604000.00 17689000.00 17593000.00 17678000.00 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0.00 0.00 7.35 0.11 0.00 6.98 6.61 0.19 0.00 6.94 0.60 180.00 42000.00 23000.00 65000.00 33922000.00 33987000.00 61.00 34000.00 18000.00 52000.00 5947000.00 5999000.00 39.00 45000.00 21000.00 54000.00 120000.00 2748000.00 2868000.00 23.00 23000.00 13000.00 22000.00 58000.00 1064000.00 1122000.00 18.00 30000.00 14000.00 16000.00 60000.00 723000.00 783000.00 262.00 10912000.00 691000.00 396000.00 11999000.00 2833000.00 14832000.00 583.00 11086000.00 780000.00 488000.00 12354000.00 47237000.00 0.00 59591000.00 180.00 42000.00 42000.00 33922000.00 33964000.00 33141000.00 32944000.00 102.48 61.00 34000.00 34000.00 5947000.00 5981000.00 11129000.00 11061000.00 53.74 39.00 45000.00 21000.00 54000.00 120000.00 2748000.00 2868000.00 7170000.00 7170000.00 40.00 23.00 23000.00 13000.00 22000.00 58000.00 1064000.00 1122000.00 4264000.00 4264000.00 26.31 18.00 30000.00 14000.00 16000.00 60000.00 723000.00 783000.00 2987000.00 2987000.00 26.21 262.00 10912000.00 732000.00 396000.00 12040000.00 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294.00 19854000.00 717.00 72450000.00 40.00 3429000.00 40.00 3464000.00 85.00 9771000.00 69.00 4398000.00 69.00 4451000.00 174.00 16358000.00 163.00 13027000.00 163.00 13156000.00 400.00 48599000.00 402.00 36178000.00 409.00 37096000.00 1024.00 136754000.00 63.00 2629000.00 63.00 2665000.00 134.00 8826000.00 161.00 10420000.00 163.00 10642000.00 362.00 32963000.00 568.00 58406000.00 575.00 59482000.00 1280.00 183355000.00 29.00 2037000.00 29.00 2056000.00 75.00 7534000.00 15.00 1337000.00 15.00 1353000.00 30.00 3963000.00 14.00 857000.00 14.00 867000.00 21.00 2239000.00 225.00 15591000.00 225.00 15802000.00 645.00 65032000.00 58.00 4860000.00 58.00 4924000.00 129.00 16201000.00 3229.00 249894000.00 3261.00 254612000.00 7886.00 900000000.00 3229.00 249894000.00 3261.00 254612000.00 7886.00 900000000.00 1.14 1.12 0.39 ES0338147020 B.T.H'S SERIE C 238.00 100000.00 23800000.00 238.00 100000.00 23800000.00 238.00 100000.00 23800000.00 ES0338147012 B.T.H'S SERIE B 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 ES0338147004 B.T.H'S SERIE A 8672.00 24000.00 206626000.00 8672.00 24000.00 211754000.00 8672.00 100000.00 867200000.00 9000.00 239426000.00 9000.00 244554000.00 9000.00 900000000.00 ES0338147020 B.T.H'S SERIE C S E3M 0.60 0.27 3000.00 S 23800000.00 23803000.00 ES0338147012 B.T.H'S SERIE B S E3M 0.27 0.00 N 9000000.00 9000000.00 ES0338147004 B.T.H'S SERIE A NS E3M 0.15 0.00 N 206626000.00 206626000.00 3000.00 0.00 239426000.00 0.00 239429000.00 0.00 0.02 0.02 ES0338147012 B.T.H'S SERIE B 1914000.00 1914000.00 ES0338147020 B.T.H'S SERIE C 16000.00 6143000.00 17000.00 6060000.00 ES0338147004 B.T.H'S SERIE A 5128000.00 692559000.00 98420000.00 5381000.00 658222000.00 98420000.00 5128000.00 692559000.00 16000.00 106477000.00 5381000.00 658222000.00 17000.00 106394000.00 ES0338147020 B.T.H'S SERIE C 20141129 SYP B- B- BBB ES0338147012 B.T.H'S SERIE B 20141129 SYP B+ B+ A ES0338147004 B.T.H'S SERIE A 20151101 SYP A+ A+ AAA 145000.00 121000.00 885000.00 1015000.00 23000.00 299000.00 383000.00 340000.00 323000.00 562000.00 543000.00 297000.00 9681000.00 9978000.00 8602000.00 227514000.00 232191000.00 891078000.00 239426000.00 244554000.00 900000000.00 17.15 17.35 28.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 3600000.00 4.32 4.23 1.15 SANTANDER UK SANTANDER UK SANTANDER A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp S S S 86.30 86.59 96.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 18546000.00 16994000.00 7.42 6.67 7.00 18546000.00 16994000.00 7.42 6.67 7.00 Nota de Valores 18.00 10889000.00 10600000.00 4.36 4.16 4.27 10889000.00 10600000.00 4.36 4.16 4.27 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 12_8126_1X2018.pdf 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aO6qMdMQc2JEzDSOmRaKqcW5e1Gvtm3cWR63b1emx71RG5nnxXV5piff7TsqrwfJazNFOmrCkZSEFO6sRpMy3T6twJ3ly549qSyrIBP5VdSIyfBkTIhp24YqYmrgsgaufC09JRVay96avNBbZvWo0Cmqpritz0jOKhzvy83zZmUmJCXlSz/KkHn57AyfS+blnizKTEvcFW22lt22MY6KClrHjveMLxzt9RmFSFRmZJWV3eKr09rXypPpazXvYCM88gRfG09mlq+1B5nlDA3dQPNZyXEed9lxQuE9R3+s6lOofOzkuOMkLsUjhqoJ4cFrQtlQQjxfUpIoy5KNaVQEh29RnpfdbipK8FNaaut8n14gQrYGQxqMECGLgiGh5AWeJNFUWQXq3+xJjXyLitxt26D25b9k/EO422ekFBSNmyS0cEKZJzOT622415eWiYu0QvWsWRXtUxG/sAAPMVlUQ57Xl+op8dX3pHMEeLhFG0we5pVJVDJf/QwfbDSVypealSnK5c4qK8jkAoq8PHneTdTR+aqikzvhmY7UifJFOXzxGWiUlKwy7/iJvgsKEsajf050exOSfGn5qL58j3dCvmglT5yv1Ve4XZK8o0yFZ4uIHYwsntyVHOX26glGvmgteLiz8T9Pei8ExKG5pFO0aHovt1dLoGA03EXFEFdV8oHDSM7oL4IMkTSjf0JSfhL//U2RElSZrGRfVFhecfAIlYnv85dF49iiQK3cWRMywwpYJVNLFVDlVn05dVEX6sZIESWas38wyEjGmws/HdlIL9GKjdw+ynV7PRM8+R70obRcr3g2UdeyfXOGeXLyRnpla6teMryKi8O7sctHSQgOOvQM9MHs1gnBZpXuftIdcvaPCB4QDHaXRXlyhpWJzD0qQ3LjDcJD2ykDCpd0q9sJr2Y2RjdPdqHHHefOLivc6CwqKqtISysrySqY1EPk4RkwvswzzNsrQZZ1qHd+wjxxq7qUo+UMT2/bBmNPeoVHW5xXkaYtHjbSuwm2rHvxcK9f1/SMgvT8ihYI825yE6VJX134Ck/hcAuHyGkoHFEyfsKmNKJFMtSUHtI9bqNG0i8q6KfRuI06+8UF/XT4meyXJv3EHxqp0SRUMYbbLPd40TzX5U8qK8gXLxfFoynxT/Npnt7k0z29KzTdjvXFeCak+2p40oV/H+Hfh/1t4e9Cx8BciMoRY1JZgQfjFDqUlxI07oqGyNK90XGGe5N2JRzNT0JXGw1Gen3RrTH2W8kDEa+foADe/XyLxhWKctAIr0jrSh4wLh/dNpghogzwRSOHaJUDYmTLNKI7ItE4tA0aUKZfBIdvUb4vv7W4qXdyvuzOcT7q7+mBZuc8rRRxo9T8srqeDvLdxKsQk3yLkGiUjYZ52ScBTtwsnyvJFYuSj/MgaFyBG7Vt0rhh6Oo8lsYksM8EDIlmygRJTIIKJPFYRnKNmjG+6HbIEP/EdY124pW0kl35+Vx46bpFRcC943w1UKKUsKpUCVA7CBogyoJ/t6CoIuo2kU3eRhrqmYORRRRa5uRCsK9m8oBCDP6cvgZ8PN2CiaPEGFFD5fEq+7rEk8ei3o3k4Rudxz1zk8L+2rbxiMlBdExK2ISOTfllkR6+Ua3btomK9K0pvcvKompWn4DrK6pmSOFJ6OpYIgZIezVmzelPT5VG/yh8wv9qtzBrnXVpe4jMfViLnid2J+cDgXkdlZu9aEh1WDWoXNKMaguMw1QO+oRpLzAIjABXK/9yYwPSNKYB5xALf0EG1sXNqVxv7oyEpkAzQX8wGIwCi+DfHCSabyLeY2TojzlPmwUoKzCKJDOMf6nr2dTAXEDldgB5Z1VDEphMuf/IDAb55JrpuBew5uP6elwzU4Qab+DZmQuAJ+Q+QbHhWN3ptvPFfJHiXWnUOhJzEiWZLSkuEuMD6qhIFGr2o5jzxVrqHBCY3ajUeJtGVod5J5WC683HKEVgLEXcpdRCqVvRDLQHfZR/qeFFuvvJWw2lkm3USY+jUj3OKYBeAB0O+oJhYAK4Fv6NQLx5FeJNJtInOw+aFtICvVJys1GTr41YamM2oFK7P8J3VsPd4FMa8Y8cZOx26MtnkC8w98MvGcqMFGpcRRkKDdgh97WUAKKUJpgb6KbzpjMl2GXUOhLTRL3vohrnsJR6K+Kl/kb9IuhajZ/E7siYObTAyKf+ip5h1/1d80EU9bdrMYibY74OykEOXWq6aOD5oC+mxvZ2ahwdTY3N3WHXV0VwfQTK334+gjciUP5V4g+ixlH/Dsv7+7NhVrwiixq7xlJj9POESOSznssCM8dZbRY6J7U/aKr2hzMH2gQ6DnQFs0ExmAn/KLDANGiq2YOm6zWczxTFxl7UuULEAR30mVL76E2pvlFIC+wbxL2qME7qKWeF1EFoj39iJGNvkW0XzCdH/4QWMM6v0MuNi2kA4zhQCrqtDxmzhBbqdRD/dWqoHwFCP6YEKw5zyNPnh5VGDV1loOX5gXLOjWBsNX4S402Kt06QJxLjSYxNb+HdiKQdZSkMqcNpIt7VEcajlKu/Ql304zRSz6Ru0B76TuqhvUtN9fsxFp2mkdo8GqLd5OzTt+J6NsaCaYh7Ehyn7jKdSEPQHtRLO4V0SKM/ir6XQG59HXgMddcDY9+VGM9uAmvErF0ZAN/ok87xO2B0QXtg7DPuk373gPERfivABK0S7tvBMrBC+k8Fk4w8uGuDYrBY+t8Kio0L4O4Hpku/B8E8oz7cTUEL6bcWrNZXozwPg7XS7wDYr8PG0LeD5xD3G9gbDUCWDIdNU1lbQyz0ZZJ6QPifyRDoxTQRWqCXSh2h63Sl3iZorzgzhA2CMpWbq6k12xCBVWJOY3shME/MzWwvBO6CbTBE2gFbqUlwvjeO0SCew53aIo2Yt43tNFDMwTxfBgYJtVF3Yj61Z9M1mOcHWDMCv4XmRTEX1sU4X4uSQnMZxtbQvHWCRvC8Bdslzhkq56NEqhOcd4y76PLQXHI/zx/GPBos54Owsdt6EWXAuG59QtPNrxFXsBljqmAM3tOhNNR4GeVGzRnrMGYD/XtKw/u8QDIa9shSMvWBNBeQPtCZD5rJceUg8sb4YbyGvt4A80IiZYbGhIfIbfam8eYoyjb64j1vQbo5jmYpZoKW1j2UDjLRv6KtwzTb2gIbEOi3yrY0jd9lW3fRW9D8EJ3x3sTRcIFszxl0u2zPqxVz0UZFFBNmM15qr6MexmfU2+qKMIWyBwcLWy9ob1lRFOO6iGJkO6NdXW3C7LgYbmdhpwZtL7OQoiTfYlx4i9satma55UK822mQqy3ymCLt2Vh7HPyKwRDUzRAa4hqC63soDfNDrFUbNEF60S+a0mLZN5IUPdDez8s5OGgPJaItL8a7N9D0IUyhbJxhwn4xY+EnKCRD9pf7lU2yF9yt+oqwu4J2xMfUUID2boLyy/6C/lFq3gE6UJ4Nu8heIfNpZO2FNkb6QzTG+An2y2IZZ6BZRs0QvxnqkewM3Hca4mD+R52R7FvHMa5/rDgm5iCn2FyL8UrMd2FzuPUt7Lsp1MOchb43i0qEqjlwtpjXRD4C2DD17S5U13qO+7E9Us1VA0C2nH/mhmwOMc8kUrSY60Jj80m02ZWULsZucyHiX4qwI9TeTkBeuXBfgz7p53sZC9Hei2igbeO6EnZSsXNSzM1mX6pjPIRnU6Cv/lug30eHwH0C4zmaCYYJzBjyon32gDuNsVRsjKAstFtD2ac70xrdQ/OtCroOflOlv1K00Xhl50lVfgn6NuS3jdYFFf0qH9wdVKOEdKMP5qZdWolRqd0Cd1O4L4EN0FNgVDrHBa7edGM48DuJ51weeucWoBwLqFBfSavA5ZiTuoDJej4Vg3H6NbQMTPireIawmyupABSCy8w3aCja7HJcJ4Lu2n7MrTfQXAvjvzWbKKovkas9yGS1n6QHBBgrJ1s7qIO1D2PEy6jzSqxVnqde8HfjegB0qOmlS3G9DmTCLa7HoV80wHUz40tqa6zG/Psn3uHVNBxYdmfqHjUWY0UlNXX1QV/uSk3QLwfr+2Gv/Yp4xygD43+i8R3WqOmYv7dQqplGg3DdD3l2B8uBF4wATUABGA7ywCUgHX3Yqz+Jul9DecbNWL9+gPe4jK4wdpPXuIKSjQ8xPn2OcXI17OjVqIvVlAuGAVHeIpAF+oFugnPKl3ne5WtRXfmMVPQJi5rpz1Jv3Qd75Ch5dD9l6Adhw62idnD3wnUXfS/6zbvSVsnRdtIg0O+/SYt5PRVpk/USaq/PQrqrMddNoYv1eXSRXog8l1CiPh39/HzjfeK0M9pQN+sWsBxkKB0JloFTmG8Eq6in9QM4Qj1tF2y4CsrEdaZVQm2sj9AfFlB36zrKdh1Fm1RSJ9AVDAfNwTB1nSf6GJgIssAI0bdBqvUd1ojdqbn9LN7DS9EHNaqFdyog7A1hB4g5007HeHAlyKIueOeWgVvA8wL7BZptv6BFBTXmWlpmp9B8cyK11D6FrQNwrXA+A/vPus8XbW3EHo31T3s4of2Ww2j3w84R8DL4gqFszKltwOK/2/OwE6HLq0HtS9gNq6fKXkRofem8Be5V+prygzpvgjeCfmHzS3vThfpyOc+DfQwNxPzSVMwxZ9c0zq/gffAzX1N/rEGqJbg2sNqdw1ih4esBuZ6diPc3tDfiHAE7lB5Rfr+AXxU/C78w+5CMpc5acKNSQH0xHzQFC8P2F3qDxkq7CT9rSfUE9wSssuoJtyXP9jvR5/6iX22jiViD8T5YF9g4z2FM3QGgwmYSazoxd4l1a/iaPHzdbdSjRkYMzTHi8Z5NpTn6C2AZ3NfhHbuS5mg+uC1qqf8Ohdu8F2Ei/EHYzL+zGjURthjjjQ9j4xyaLvI0H0SaN7G+2kB19DGUABuzUoB3IZbBvA+MbahnQWxVxBpCoDlVwZzvCPT1mBOZewTabsRfTzdUYSHWFgtpitHC+UG/E3WP+8K/Pqgn11uC+uqeYp0l1k9yPga3sx9R4AsAa/zMKSbQijnzlEDdtz7yvxHaAAg3GfcyiHNGER1OKB7uJepBPEPwnpGYGtU3Na2fyC2YTtxXEKov9n9DYPxCbwTDg+s1+K8xKuimYHrXaOoFKII+9vuwAd6v4pemfUluyWFqIaA/KVWgu6i5JJq6CrRVGDMB/DySaKyfgRGNuRRoV9AlkqEUJ9lBtuQVihIYF2J+DoPIWYb1EplNFPHOQUkTqlEFzXHCEfcI1pGoC8uLfi/WLnehHjvSxeZnWPuIfe/D0r8nxtNRmL9yEXeEscH52JqJeWMz+u1ErFsmUR1zPNYWTTFmZiFMjKtTkD5R7meVG3tgr2I9irVbY7kvLNaeYs93gtrH/QFrtV8oG3P/4Kj9VB7VncrtVnhfsT5x/QBy8d5ivMf6KEOO29XtH4ft61uteL8ddtLM4DiPe1DUa5y3CHPVR56HeFzAGvwozyfOLrGXj3X2BtxrNNL1FGnN651X8BxzcJ/u4l6ivHJt7kHa7piTf6SOwfkocn6Rc8Q+zIfZzqewteqYMc4TsC17miuwFh5LtcU63jji3KnvIAPrriHmKvg9Sy75POJsIkj4eUQYuOc8xQ2gN1gUOn8InjcwDYTiuTAvOguCZwlh5wmdQQGYKNabQc45S4h8PnVOEHZGUB5xRtDnPzkfEOcA4WcBcv9fnQGE7fl3NO6AzXqQ6mLdXkeulfEM5ju473G0RS+s2TZgjfUd/JZRK7n/d4Vz2nhe7eVmiL1Z5097Ou8Nir0D/XqsZw7C5oAb9prcN8RaNxv2otz3M8X+pNgz+wh1PItSUE+XuOYiLx2202WIi3kda8JCOV9Xt1/ngn0WtgdtznL2yz3XvbDH1TxvrMO8WcOZKvJVe7HI19nKNoPzDdsGgT1inxV2wE8iDWzMWfonqIMcvPtiT3AdXQTNw/ubY16APHugzEGbI2KfVNgA+iOYryrx/Hvw7qyiHHs17l3kfC3XqOJ55+HdPw07t4Asgag/Iwpt8Sva8E7qLGx5Ixk2dTNaaeyjleYzmGuw3pT3DNvHFeveaveWq+6Z9w/umwefX3GlmYNxK0eu0zsrJoftJ2M9TjPUHrSgSKytg0TsJ5+7h6z81f7wTFAT9Xrq7P6wxBAq94Alzn6Bat9BSkcG92XD92blfmxwT7YdaWoPNkre83VnrYwjwlBneh3cQ/Tt36iJftK521yMsrXFM16CNL9jjBmHNc1PdKExGP10JfrOCbSJ2KNpDbvsbUozW6EMq6mxNUT694U9VmS+jzF7BWwXr/MB3i0v4tbX54jzI4x7FpXad9AN5k6EwS6zm8MGexFp+awnS+7hwRaXZzpfs31mnFRnMGXoC2XI+2bqG2VQadRSvIfPIL+GGDv2UKlrEt4/2It6nNPPXH/WtqtC8ExutHMgdFZmoU2U7Yj8KZi3CLORv7lGnW31c15je9RZhfIM0uMCftyrBOmiZfpk5148x2Rzg/OHLDfKK/eehP1nY20k9jeVPRt5HibsSxn2Ng3XxR6z2O/oSB3MbpSIvEicWSFdI7m/9aQ8JyNjl/ObXCt3xPqvPa3BPdaY62i82GMJ7rEq5oSdMVYBebYC7UCu2FsD2WFniqVhRAvF8/YGI4Lng2FnhARagkSx5xbknPPByOcOnv2dPfcbHXHu18a4yvkj7Mwv4W/P/FBP4ed7ci8veK63lGqrc7xucs/4WooRcYJ1L+t9hHM/ykOiDFaqaHPEuwNp0NdRL4PNGPgthJ0heFVp0I4X1ysY+znFx0qD9r24fp/P59CO/3ie47rwn89w8O7Ol2PbpVgDibEP76yxWI1/hXLMyxNYLfBOTqF0ub84BHTFeD6CYs2xiDNQ0t/4kOoaX8GPx5f5csyYSnGSgTRXnKPBDqxndKN6uok4T8gxb65CnNvtlOPbJDAAa8Rt4HHKFHvdGOeaSfZJ5fFvDc0F8cb3yFeAMU/7ydmuZzs/SV3tPIXxrxtIMStg2zxJQ82+NCs43slx7FmqhfKIuTJLzEfGUwA2D+gvFXOB1Rb9W+ybdsUYNhx1Mwb3fsR5GmN5U6MXCfskJ5jGfhbz0hnKcY2iHKs52sGmhtZqzFdFaLPfaZ65BfE7ol/+TJebYzCOjQUXYky5xvkUc20e+k6M8SLetyL0lSLUZwH6EOocdTdFL8b9DuB9OUVuuXcr9nnX0uWIn2mWoX/dSoOtlhRlb6Ghxqaz5wnGZ3L92AmUGiPQx0sxhl6FuN8gzt0Yc6PRr3qin09HXx1NPVCPfTF+18U6pBT2Y4x5NRR5WI/QDLRzI7kebIhyinXmhXjvg+vMF/D+/9M6s1ytNU/SpXK9Kdaaap0p15jibG8D5pbj6GNt1DmfOuPTN1I7/Vq05zXgfmokzvnEGV+V871Mukg/BD3EZ32h873P8KzT+JxPfxx+v+J6Afrl59TVeA/j8XZKlfmJc0F1HhiKcxT1qeLY96Hffkm1MP7kGG2plmsm1beGYh3yErmMibC7LgE/gragBAi7qS2NR7t1sfFO6tPQ91dRPbSdZh6ATYh3Rvb5pyhHX4u58Dm8S1PRv/rRTBv2AuaP4Hw/E/PyAGOasx02ZbzZDnP0UMoyN8J2eR9ppoA6NBDvLr+jdShPn01Txfss3gXzDcz1SyhN/5YGy3PT6eAr1NE11EmcnWrbnNOh89M/qL7mp6Goj9Han5h/xSdOL+H6GRqt98cYO43r3MB6How0mmPeQN0bLyC/HrCvYihWr4e+ejner/bUV/+BhuoHwTZ1rvoAeAs8BNs3HmU6zXUuz2xR/9oJrEFjwbO4TwKfx2qvwubPQP84u78/Jbgm1lei7lbS2OCeIuqrg0DPQ5g4rxXnuOKM9UJ1Lfy6w/brzvsM1e41rMe8uJ7uAvHiDFk+lzgbFveJoxWRmJdXBX4Z0L8iNRLEF5ocCfybQM8B/unQ6ogsx1/FS/+bclTnnwI9h/+2HH+Trwd6Dn9TvhxodZxvOf6qnltAz+FvyjEYWh1VyoF+VSQQe1YYG2+SZ1Lr6WaF3PfRV9NE0V+NbViLfcN7R/Ksa31of0julZlpzgmBodM9oo9LWqh9obr0oUCOqxsxhooxUvTjnXSJtg99PwxxdhxOaM+qVQQtFOf4O47kd1yHE4x/Ae/Pyb2/fcodTv0IIvIRe38CuZYX3z1ehnEuqKlYo6QGsoXKPQURZyrW7VvkWjsWc+4QufYfCDtmOebE5dQLY2ddcy+l2K9hbu5BBWZv55g88xQ2EGs760HMacsw5ot5dCfy+Qnj8buwGfph7VPD+Qxr9SfMg+izezHv8fd4aUovgb2XaMYEOgqVdvGrKNNw6mANx/Us6gq7Stqw5j5nubkvMBikgKNwPwDNB+3Bj3DngpSqZwoyjVfFOarcoTT2I7A5HnGW248EvKA9OKrc+cr9o3E4sNn8PjALTAu7norrK8EYKzaw2a4dmAWKrZ2B3RHud+CeBEarbz+CYdMQtivC/Y69Heus7YHNrtcCs8A01/zArgj3O3rzwGYjOTALFOtfBHZVcTeX4VeCMcHvTq3Jgf12F9yjSyBdXc8Embi+D4w10/FMLQNF1p2BWeB+607HAzeBpsHzEGuGY9m9A3eCkdZvgY+sGYFK5R5lnQp8CHcFmMffoMi414FchO2B/y+4Xqjcu12ZNMCV6VhRcYHrQK7rncAeV2bgF1wvVO7doe9H/ocEv0UBWWHXIULfp/wzY/6DuDI+7Pwa+kCnFNwIpsEdo9yCyaC+ogD8DK4FHVTYpH/8Xk58FyM4+z3MXxEFoiP8hoF/ievg9zL/C/6T73v/E+xYEP/3qLOufHG2Vc31VRHr8v8aeyDI/3tgqyVj3b8EzFDfDDcJc5eAWqA2uAZh0dA1IB1MFPH/6Xvg4D6AXIuLsfZ/rKFvwf6PsFeANX/P+Yz55zMOnzOOzQj0qzKOzQhkn8/ccT7j+fmMh5G2hzxnC7czwm2LMHsiZD/ATtA70Crt57NYizHPL6Ha8tvCWzDOX0Xlrib8HRvW4OXmM3J/Ls5qDfugCHX2PsK90H5sV5z9FhHspSTbgvttGiS+SwPl9iWUKBDfwYnv40xhb3ixhhf1P0Z9vzaEz4GC5zzGYcoSZ1IC9U1dDXk2E/yuLvycYgjsieD3cQLkhzVdufgOTj7PTnLLc4ZiamnfSr1solZmF2rliqMYcVZkpaCN61GsOP+yMjF2PI+x2SX3ZRYYNsUZj9MCu7f6VkysPXuChsi3HHGW4/o4LbB+h96ovjNvRtHGHqQDpo57H8K42hs2rS1ZYFkUL/mW2ptx8vuv+uZo6AMAcayvqbaoK+M3qhk6U3BR59DekvxuzTkjzwP427Uq+97GQud0lW+Dj1CK+BZOfmMmnifAe9Ziz8ruSTnWTLoI8S6y21N9+3LkNQb53IxnmAJbfzrKdlJ+h0dyzEhyHPSTUru5+i5Q7Hn2lt8AkrmOEmDrlVrdEX47/N5TNl7Yd6KY81KsIbAfJ+BZOoDRiP81uQXiu0LxvaGZhrTryZBj5iH1XeBdcn8w9BsPjM2D0a65AvWNoiH3gIPfKQa/QRR25iGMReq7Q/ntYQcaLL53FN8XQskcxfuWeMZuViVYhOdqSAPtTmTYJdIO9ZqleIYVmA+XoVxEFAWCqj8NxO+URsCvllz7k7aSwn7U5HwOktU3US3EWYoRcE6KNbn4zk57gVqKtbr5GvDTIaPSOaXfQT3wvuWivuTvlYzn0ZdqUYHY97NuJLdrNPp3At7DldTGboY1zXVUV7yHUT9hvJ3vnDZfRPt+TQPMU8jzQtwXeYjvz+wk6mTNoUPWKnEfGubS6CX5ndxQba85lLaYhLURaS8zwWvnhKsOlaFf9JHnlbWgj6H/epHORbXEfqTZHX2mtVNpjKbOxm6yzTzMoz3Q14LrK7GXMDyC9c4EgfkVZbt+x7t4wPnDdY/zjWsZXWb3wXvZGX4tqRXGG7drLd6HXzFnz6ZrxDewUW+h3TdRrogrMFvAlthGHvS9Bea/UaYhqCedmtqb0ecnYtw6TLONk84HyKc/+kd/ezT6PeIb6TTA3oH3/oT8PU0MxoxSayhd7CL0jdvQ18S3zCXUJGoe4lyIuWUHI/v1Trku3YP6GMVtHMgTv1XT8+lRbSfafx7aLdbJiVlDz5of0TL9I7pRgGs/tET4/xNElf25D51pGOxNwW8rQuvEFlXd+mVh88DLXM9WrvYq1oLjgnFFHMwficjuQ7BfvwnvSIuIPP+CyL9QeYrZLb6dl9/cFyuWqe/y+6lrwXD+3h9/N4E+qL9T0KsjsZYHpoM7reVOA6xXTdCA164g0tZTnGNvKYxdzo8MxqFweyLMbkA9zwNDwEjmtPjNAl7l02jf05+y+3RlmDpMJVXl9BnmjPjNQTvmTAxTOR8sQPg3TOUGxXqwTt1f0EnRUdFPMVuRJX57EIGIj1qvLINOV/f7RXE3WMn3kJSAh1X5UsVvKJgzwzi+zOc38fsIxUTxuwzwhaIdP4coi8yrRP1GY6q6/hfI5jqtPAoOqzJnqd9irOV8z6wGGEUrT/O9JemKBWH3FywFwyJYpn5Hck+Y3ytIO0FRpDikyFOMUywCC8P8pzCV3zFntirKFJcrRjGVOyKYAXopNMVgRT1FLcVA5sxz0Pe4LipPQC9VBNs8lancpQjWr1+xQrXvo4pwf/Gt+GpFtwiC/g+rvteP71v5SATrVHutV0TkI/qK7C+rz6Y5YylqMpUZArzDRVgXxCgSxfn+Od8OqO/0zmeM/F+CuUTMd42oEzWg1kQV0cZG/aQ/sdkFG/U//YmtIX/4E9tATrAcZ/mdw35j168sv7AcY/mZ5SeOeZTlR/b8geV7lu9YjrAcZjnE8i3LQX9iNOQbdh1g+drfrC7kK3+zxpAv/c1SIftZvmD5nOUzjvIpu/axfMKyl+Vjlo9YPmT5gOV9lvdY3mXZw7KbC7GL5R2Wt1ne4tu+yTHfYNnJ8jrLayyvsuxg2c6yjWUryyuc5xaWl9nzJZYXWTazbGLZyPICy/Msz7E8y/IMi5+lwt+0A8TH8rS/aUfIUyxPsmxgeYJlvb/pxZB1LGs53eMsj7E8yvIIy8MsD3HyB1nWsKxmeYBlFcv9nPV9LPdy8pUs97DczbKC5d+cbjnLXSzLWO5kuYNlKcvtnHU5J7+NZQlLGcutLIs5wS0spSw3s9zEciPLDf6ETpDrWRaxLGRZwDKf5TqWa1nmscxlmcNyDctslqtZZrHMZJnB8i+WEpar/E06Q6azFLNMY5nKMoVlMssklitZJrJMYBnPMo6liKWQpYDlCpaxLGNYRrOMYhnJku9v3BXiZbmc5TKWESzDWYaxDGXJY8llGcIymGUQy6UsOSwDWQaw9Gfpx5LNksWSyZLBks7SlyWNpQ9Lb5ZLWHqx9GTpwdLd36g7pBtLV5YuLJ1ZOrF0ZOnAcjFLeymG5m/UDq5U9mzH0palDUtrlotYWrG0ZLmQJYUl2d+wJ6QFi8ffUHTo5v6GPSBJ7OlmuYAlkaUZS1OWBJYmLI1ZGrE0ZIlnacB3qM93qMeedVnqsMSx1GapxVKTJZalBksMSzTnGcXiYk+bxWIxWQwWnUVjISmawxJgOcNSyXKa5RTLSZY/Wf6Qt9VOyCfSjrPn7yy/sfzK8gvLMZafWX5iOcryI8sPLN+zfMdyhOUw3++QP94D+ZbloD8eHUz7huWAP74b5GuWr/zxGZAv/fGZkP0sX7B87o/Pgnzmj8+GfMqyj+UTznovy8ec2Uec2YcsH7C8z5m9x+neZdnDsptlF8s7LG9zurc46zdZ3uDC72R5ne/3mj8+HfIqJ9jBN9rOpd7GmW1leYVlC8vLLC+xvMiymbPexFlv5Kxf4KyfZ3mO5Vm+0TMsfpYKvq2P5WmWpzjrJ1k2sDzBsp5lnb8Bxl1trb9BX8jjLI/5GwyCPOpvMBjyiL/BEMjD/gZDIQ/5G6RBHuQoazjKao7yAEdZxWH3c8z72HUvx1zJ8v/YNxP4Nqo7j783M7pG92Ed1mnLkmzLlmTJlu04tseO4zNOHNvKbTtO7CQmCXJ8JCTBkNKGspQQCoSjlEIpbZe6JY5z4BwFFlLabklht1m6CwsNLdsFWgNtadlNsLX/mSfloClQCqWfraR85/fmzdPMm////977jxTfRT5wJ5E7JjPaQPaRj99O5DYit5IufZG0vIW03Evk5smMxSB7SMubiHyByI2ThmUg/zBpWA5yw6RhFcjnJw1dINdPGppBdk8aVoJ8jhz7LGl5HWnyGW4/6Fvq+c43VY3OM4qFzieAfwIeBx6TL3FOAgeACWA/8DDwHeDbwDjwLeAh4B+BbwLfAL4OPAh8DXgA+CpwP3Af8BV2g/NLwN3AXcCdwB3APuB24DbgVuCLwC2yDc69wM3AHuAmoEZGvUudRUuQkzoHugE58bWTen44XjOp40NrhMjwpJYPrSEiW4gMEokTuZLIZiKbiGwkcgWRuUQqJjW8zCFSTqSMSCmRKJESIsVEIkTCk2o+TouIhIjoiGiJaIioiaiIKCfBKVNYQUROhCUiIyIlIplU8q4WcytB3wCmgV8DvwJeB14Dd/4MeAl4EfhP4AXgeeA/wC3/DvwUeBT4LnACOA4cA+4FV3wZmMK7iKV3TGr5kN9OjHMVkW1EthIZJTKPSC2xQw0Rjkg1kSoileSWM4gYiOh5OUrTNDXJOR98lKbQIeAkQNOI9GUnkQ7i9XbSs8VE2ogsIrKQSCuRBURaiDQTaSLSSKSBSD2R+UTqiGQTySKddxFxEnEQsROxEbESySRiIWImt2kiYuTuAZ0B3gXOAWeB/wUH/w/wDvAH4PfA28DvwKu/BX4D/DfwS+C/gFeAXwA/B14G754CngZ+BPwz8EPgB8D3gaeA7wEngSeBKeAR8PgR4DBwCDgI3MN7n5ohNh4jcjWRgUktpEJ4A5H1xCzriPQT6SOylsgaIr1EVhPpIdJNpIvIKiIriawgspzIMiJLiSwhEiPSSSRIJEBMXUikgIifSD6RPCK5RHxEvEQ8xDc5RNxEREQYIjQRiggmIxJxD4AmgFngVTDsc8C/AaeBnwD/CvwL8CzwDPBjMPRRYDftcX6ODjg/iwPO6xp3xT4zvit2beNY7JrxsZh8rGKsZYyWj1lBdo6Nj70wJr66cUds5/iOGLPDsINitzdui101vi0m34YVWxtHY52jr4y+PUobRjtH+0ZHRm8fPQ0VkgdHD42eHKWnEo9zutGyivpdo7eMUgY4TqFRrOars0blqvqRxqHY8PhQjBkqHqIq3h7CZ4YwFRrCbUOrhyhodXAoJ7eeb10yZMys1wyFhrghektjPDY4Ho8tisfj18bviz8WF10b3xun9kOJ4uIyZf2VjZtjP9uM0QkqgTTA41Rikmbjx6lZhNGb1CyXwBvBAFeAIQYC62MbxtfH1gX6Yv3jfbG1gTWx3sDqWE+gK9Y93hVbFVgRWzm+IrY8sCy2FNovCXTGYuOdsY7A4lj7+OLYosDC2EKobw20xBaMt8SaA42xpvHGWFsjbgjUx+bTUSesIMgB/wYduxxvORj5avugnRq0n7G/ZacHbW/ZqGutWJ15bebeTFoNG4psLE7LXst9lv0WkVoo0IpB3S4dNajdpaVCWk77rPaMlkHa+7WUeq/6PvV+Nb1I3aN+U51QM/vVeL/qMdUzKnqRqkcVV9FqFb9PazhVoKherXQquYagkp4bVFYrFynpvUrMKQPhek6Z46uvVixS9Cjo+xSYU3jz6t9kEyzFsXDgTVlCRiVkGNHYhTHCGhBayvsIZzjrIR4PGrEIQ2pxoLPD72+ZkiTaWyakbSsn8A0Tng5+yy1eMSG+YQLFVqxcdgDjm5cfwNS8zglDy+IVZH/3nj2o1t4yYe9YNnG/fXnLxC4ocHwhAQVkP2BEtcv93cOjw8Mj/mE/bIDuYagZGYV/gmDYgo6O8EdGhhE08f+JF99imJdRodHwaM8onAMOQPWwUM3vdQtN/H8Lr+FP8+L4b8IEf5cvc083oplm6gQSIanoblEEIewgSj+LjlFIiii1hKIZhqaYM4hKcOjb/N9TCz/Stna4XMiF0GxCjGD6Oyn5CuV1IXyf8OvW4yIViAvRcGY0O0y/APs0kqBy1IoWos4TSInvRSY0B//oUF2dtFDyKOxSyIV/BJfE+F5Oz1BKq7XaXSK+iV6sbaqW3ER1ouqZl158CjandOXBUzj44vRz05qZp7TlwenT00UhrM3SChhUlEQiFruzA1SJzxuNRMJVVEmx152tooS64mhpFR0JOyjakKqpovh9TL/w7iJ6/kwOtT2roqNIhP0ek1MvldJOh9ITcalbWt3R3EwRIxXTIqnEF611x7Y1Z/+YNftsdp+ZBbXbQGeeEKnO/lakOreUqTt3gnq1fFlVjni7Uk6JZNJ7cx0ZOUW2yhalWilSWU2ZNolUq2LzG3tn7s70mFjW5Mm0efhzeWYqwCKmxFnmSZEBZSMvepmf1mLLjqKcxKuH5Gq8wD2VeJVz8CWPQuk2K5ERq4xeOevOZpGLcWOt2+uBVIFzcHKkwDpaofDZc9xuB6s0Ine2WaKzt+tiohgyV1dX60zlZdqIFizb090VyWydDmNLsLsr03wqHBn7/MmT2Hyyu4sUi0Iw+Vkv7cZhvvCXXK0o5Pcv9xiNxG8+Okuiot3ZXm+0FBNnmSRuOos5oBAby4oi5Q4Fs3Q2s51R2kv8gWKDWIH3ijXuqkhFvU8rfgI/guNrcvIzRLRMo8TMjEovZ8SmfDdztTZDTtNyo/6pmechihclfsUoRG6Iyi8Q207akP9R6vtIhcy4F2Uhb/IWvXy+p+9gIJl7pCRk5qtCfELIyZbA/WS2zvhPT1fzGwyxCAaynvioJygKLfcYVCR4i3XRKNy6OCMZp3wEZxgcFB/QvEkYBS1mjdUrR+t2P3dH27KvvLg72hers7JimmFVMnWgqb++dXusILh0Z2v9uqagklVImZMWt0Vnyskytn/t7Qe+jtHDK3R2r1Vn89oc+ZkKt99dPfqNDUPf3FSSleuSmv38WN+TOEuvhfHrQ0eJlQ5I9FPU7ZxRaUcOuyRXjVslZoUSL5Bo5FA8hpcifeKtI1DW6y3iqcSZg9ACFCyhwgvEkBcf4rIXW4RIANf7/RAG/ml+JQgGT2rL+ViwctqP8bxgU35ScGdps8BqGaSYGvva4miEr4ZblKtks8vxHplKLhLKwwpn2OeNOJSFWVQvX8s84MgzK2YfZM25DkdupnzWIdfIxWLYMPsKfHJLPrEW3gcjNgPlp8Yrom4/zLGadhL8OAidg1s8mKogLk/1hrg2A+9TOsjFlc6w1xd2KHNYDSsWw4Z5KlXivaMA77wO3slGsaR3kBi8c9CsFeumktGnE2xjX6w4b5swDp6cOQW9OPC+rS5Y7nwHs1ITpmC010WsWjZ7QumIePm+zp5gVaxIBBv6FpmaBYPZ8yyKc9Pnu65XWPLsjnyLnDcW9P6mxGvMd8BafrSU9P4EclG3wNJhpG7jFKy3XdNuFUaLlX+q4kRktEz7eTMKs76Vk79Po1T/LzGtNjmELtQw36m/4QfX7Xji+gbB42Bsb8Payqo1dR4Ff2NFDgX++bYT19VVXn30alqfupkZpnVLs8fbtLGOll/wCIUaEq/RW+mfogjicF5yXpGZiqeolYeQz4fmTFHzOY2WNuHfmbBpSlGM3y3GxfyziIwP9uLiQE0+PGBz1jPZmB7L3pNNcdlt2auzaXW2M5tSMNnZjB2Cn1Mp4I7tZg1utZ8NNFfya4EMdipf4RStDDIHiQnIMIBZtqurp2uan3H9XVumu7aA+U6WBzXT4XLehupPuTfCEOCnfq+3pCS5dPPOiZQUk2kvWcMI7pKQidAYCUdL6a0Gf35hnrZ0z5KGbUtDldsPbVuq9dWEqtcuiGjkWrmYtdV3xysG9q0ueGd15ZKopaG6ZHnAqdJIJBpVQ0Wtp2lT48LhlpxofnW+wZZtU2V6Tc4cu9uhz4tdv+p5XU4kq4yLFvN+bQG/Pi3aDCtxOdqX9KvcWn6c6oZ4DVJDHKvPqpeX+6yMKj81psB2TZzM3FwsxGcx7B3iVK2iBakRBhaBtZAEM3GF7KOe4+Jp5GIbho2m84FOe70XLyKl9NOsOc/hyrXI59+5at2e5bmRNbf2tOyYK7eHPJ6QTXE2ujZa1ODP0OXVFWcWRaKubLmaZRhWLV/b3L7o+oNrtz16fWNlBf4FS+ZBdqa4rrGovb+k7IqOsDq7NJe3WzPY7QiMBz8qxiJit4N6fVYB/8uYv5iZ4i2XRRfoCyhrwZMMH3omJW5FjIahFrQxqxnqfmaCoRjGFgSL8HM+r5wL2gRf8Tab/4BUGhWlpVUyswK3yszQQPa/nK01ua76T0O4TScjr2tLd5d/ursL7B1+cRoqBIv/da8tzElid9ZFC3nG+RU/ue+LCn6S0EfycmZetlZ01dT2NYXUMoUUEnGpcs6KkdptB6+qqNr60BWD960LvU2v7Ak1BC0UPhsoKO+qydab9BJdlsXoNKpVZpN27o5jY9se211fO3p/t+uK7TmVHUGYe69JnBXLwC9taDy5ctTDut5z0OEIs/wvr21VvuPUahRGmmQgavjvIFuac1KBmQP7nIqraa6qLyxrKlxgWUCCEvK78vJUaIKpy09P80k6H95H/7KTXbpU8lODWKJ9n4qkOTOEPIoykUwyQyxT2EIeb8gu17pLPIWrogp7KMcTsiu02dGcwKoShRD9dgWbmed05ZvY5tvaSpfND2tzW1tafMt3tLiyWTW/yqlZSlvYXGKvnzez/0/X0FenSuvb2kz+uR5/lU8/d/2NrfzYaIT1jwEf6CG72kK88BgyUPx/43PAlkWWpHksUziTk6mb3WaScmMbLHStqYVOMLOwHB790J+4eG1MGkpUfGmSyTBzd0zt3DYxUla545GdV00Ml83OZIQ7qss6o1ZjUWdVeWc0E782dOKG5tprprYOfffzzTXXTH2mNt4eyFsUbwAtzFsYJ5FGHRdWxMFkpHnVU9RqToEy1ayTDbK0kmb5AQa5HTuFOziW8zd71RmupgwhBlIR0MOP3JPJQGI/uP1FtygMp8tEhhASYuo4jCpWarA4dBn5hUW290aAu6qszKZ0uMyQA1J0S04gk5VIJdqcuQUzp//Yz/FwjVdNS2SsIoPPCOeDo9+gH4f57wFy9xyr9mCNWo21Ys0UdfSI0wBv5OX//43Mo00NCO0UtnOspVHtExzo47+X50QtSQeGq4UkbvpUeXkQlnF4JgPjdHdBOnT+3H/WqYpCwufJ8MrKhmUYTFSK+VIq2cvgM2cJ5ovUG0ICdNRqp2VqBV44e1JvEsEaQGWpDEoJI1Wzs4fwahksCuvteWZZTl5AZ7fatBQTKrH7TKxYY8soMjhtNs3MjNToQzSqhDXiWZEHRkEpasCOVObclHj8iJpqRU04dJyKIwPKpeIc61C7HQZ4s2XHqHGEIPtg+UYIq2lUO0Vdd4gtqRQVpm6+cArrOZll+Xzh3ufzv9Rwop4L4wCChR88PfzsrOOtCRvNNG/SLr+Va5LNw7JaLKvBUg6zDBY3YHE9Fs/H4josLsXiKBaXYHExFkewLIBlhVhWgGV+LMvH4ixMu7Ac+q6m/8z+FIUwdAfxadIlLyxsLxm2pQH6/KrBu8dBYzIN8mPYFI3qYc+nokm2RD9buW1i+MpvDJZl1fRWR9rnOEo3P7hp491rgs6y9uLK1bXu2ZcM/mp/Z3tGQX2oaZHDUtJWEqgPmPr71vTilctu7CkqiI0tLu3taMqy1bSuii68tisc6BxtCC5va7C7Gju6qUp3mc/QWueKhgKZ/jUzRzyV0XCmJVxa6V7Yzv/3dVQOnn4OPK2H8fD9lJ8Lk34uxIZj1D5w6emLXOo6DlUsspLxbk3ZEZL9Tk6l7vCYodYjGNPD/5JyIf8X8s3zviX+1ME1ZC4sYzFlwBR/fuvURzyxkMbCct51uXmUuWgeZejnwlsOf3b3w+vyIlsOX7d7/7rc2XfYDGdBWXZFa6HOGGwu9s0tdOgl1E33nJ3oXjn+zpe/dE7Qh1bt2dAIETH0rS03Ht7ot4QX9F0DM8rtCNETIhMKoMPJGUUpy8OyXCz1YazDISF9B/txIUyjvCnq1oMOsxxmg5cOQ6VWDw96Y5zM3Z6n1mC5SMP/qMSJO8m9wU2Fq2dO4aD/1MkI/4TY0+VHQuBZOXNeLs6D61x0Kf4KH+Z8fER3oVQAJyeZVJKvlYjFXmGeKfUkl2it8P3chBgew2eiUpVczD+Q/+ZZk10rpqQqBTaK1Gaf0xs0S38iU8tFfTYf/92Z8D2cnG4elou0+V6z06iSHmJENKYlCtm5n8jNPrDdMrDdCYi/KqxL2k7FFGAGhuwcLCvHcm4qGYscNk5RbxyJeOCNyo9RbyB54nUSlnIIGzmk5QNHtGXlLlf55UJogFNGjOJAh6ZciKBy/gfA81aBOReGOQQR5EV8AQeFED0/mYPNu4XhbuX0l/QOeqWmP84rX5hq8HsdU1paRb/n+Ut8fp6RCI//J0T8MmA2ugwyscZiODOvPaDNyKvKr1g5P6CUKaUiWsxa5q3ZyvXf2VdkXnDj0J14ltUqxBvteZlyqanAnRX0uDPeqh/uacvJqiiwODxOhS2YbXKatGaP2xxZOdZYvWPP+JZ7FJY88F2Mf5IA3y3DNcR3j0gbMFuP5StSTluBi6aoH3LKhR3ehZx34UIvR6usx6jXYEp59RDfQMXn74ITVWBJ1fzjeAmqQDLcfURbAW9jNGnQaMqgUX7oN3UUTGGG07pcoqYOIz8vGAXbGvlfcC+eF3R8nqsRzCu4UpN07WlYW0xQE4Rn3gsOtnLK5A1Ax9X0J9+ZC95OzVnikmIhNyZfkoOzLzx7p2ou5/4MB00faf7c1ObakeVzdDIJrdGwRQvW1ZR2Vtjd8wcaBpU6hUgk1yq2zFlR6TL66wLFq5oiCqlCylBimaGqe2dj9xfXRhxzlpbXbWrJxTt771hXorc5NAZrHuReVqc1Mzgvr7AxYpMYfU67xyC1hhv8WRV+i9Pjkhi8DkuWUaP35lgKOrYvqFjXVqaipSVt/YlEKpOgxPTTF/7aBs+9FOpLHw3I4j5WmDc+GFH3/z/EtvfwVpo0nzzSH3yysOhS5Hel+aRQ2t4fFfXRUaO/bzQ5adKkSZMmTZq/N3SqTxd9O0KGmxEyNiNkvvIyXJMmTZo0adKkSZMmTZo0adKkSZMmTZo0adKkSZMmTZo0adKkSZMmTZo0adKkSZMmTZo0f30QhbDwR8oGRPMlyoHEFCv81TL6i1/0Bxz+NT1Nv0G/eX7/7T9qwgA6oeQVtsHLnqgPbbj8FTAlbDOx4z31o8CYULrpPUeeRunXBevfBdts5IISBdsIKkM1aB6qR02oE8VQL1i+H21GcTSEdiQS0NaFQu/fJvEL+gR9IvFk4pnEmcQvkQbp0VfREXQUS7EK/NT+IcOO/sAWKvTw+XZ95z8jQVthL3WNMHo+WaaRHiuSZQbKzmRZDOVwsixBFXg+P0oYGX9OvCtZxsiLX0mWKaSC0UPKNPJS5mSZgXJVsiyGcl+yDP2hbkQPgd3CYLkiVAylVjSA1oK14mgYWIdGoG6eYL9BYdsLNQNQuhIF4EgN2gRvF2qHuvUwDkbgU/xeP2g/tN4K2z5oOQ8+twnarIG6AWgxILTrBUaEcxIv9UJ5I9Tx1+WPbIDay/dovbA/Cn1KtV4Luhn2e6FnA8L1Aw+5wqGiYlfrwNqh+HB83YhrXnxoMD7UOzIQvzLgqtm0ydU+sH7DyLCrvX+4f2hrf1+grm7RvIZF/nm9mwbWDA0U1MY39X24qmTZNTDs6nWNDPX29W/uHdroiq9zjWzov6gH64fio4N89dr45sHeKwf6hwN/FfvXwXsRnKcBtv73eKMA1cL5NkE7/nPrwaqbBE98uM98nK0+lSghi43ah10wH3wXxgQFGkSrEVKshVmFgaP8CBQde3n7C72aHvXc3yOL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SANTANDER DE TITULIZACIÓN 100000.00 365 0.023 8500.00 Trimestral S UCI 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S N S UCI MODULO ADICIONAL 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 0.00 0.00 0.00 0.00 0.00 0.00 0.00 20180301 20171201 20170901 20170601 20170301 20160301 20160601 20160901 20161201 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 6140000.00 5777000.00 5870000.00 6163000.00 6529000.00 6544000.00 6968000.00 7459000.00 5447000.00 -21000.00 -33000.00 -25000.00 -25000.00 -21000.00 -21000.00 -20000.00 -27000.00 -15000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -5144000.00 -4794000.00 -4839000.00 -4528000.00 -5398000.00 -5556000.00 -6111000.00 -5312000.00 -4338000.00 -6000.00 -6000.00 -6000.00 -6000.00 -6000.00 -11000.00 -9000.00 -8000.00 -6000.00 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