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494844000.00 4217.00 508733000.00 4244.00 515000000.00 1.26 1.23 1.22 ES0305508022 BONO SERIE C 335.00 100000.00 33500000.00 335.00 100000.00 33500000.00 335.00 100000.00 33500000.00 ES0305508014 BONOS SERIE B 368.00 105000.00 38600000.00 386.00 100000.00 38600000.00 386.00 100000.00 38600000.00 ES0305508006 BONOS SERIE A 4429.00 96000.00 427331000.00 4429.00 100000.00 442900000.00 4429.00 100000.00 442900000.00 5132.00 499431000.00 5150.00 515000000.00 5150.00 515000000.00 ES0305508022 BONO SERIE C S E3M 0.90 0.36 6000.00 S 33500000.00 33506000.00 ES0305508014 BONOS SERIE B S E3M 0.80 0.26 5000.00 S 38600000.00 38605000.00 ES0305508006 BONOS SERIE A NS E3M 0.70 0.16 32000.00 S 427331000.00 427363000.00 43000.00 0.00 499431000.00 0.00 499474000.00 0.00 0.17 0.21 ES0305508022 BONO SERIE C 45000.00 45000.00 ES0305508014 BONOS SERIE B 39000.00 39000.00 ES0305508006 BONOS SERIE A 15569000.00 15569000.00 290000.00 291000.00 15569000.00 15569000.00 374000.00 375000.00 0.00 0.00 0.00 0.00 ES0305508022 SERIE C SCP Sin calificar Sin calificar Sin calificar ES0305508022 SERIE C MDY Sin calificar Sin calificar Sin calificar ES0305508022 SERIE C FITCH Sin calificar Sin calificar Sin calificar ES0305508014 SERIE B SCP A- (sf) A- (sf) A- (sf) ES0305508014 SERIE B MDY Baa3 (sf) Baa3 (sf) Baa3 (sf) ES0305508014 SERIE B FITCH A+ (sf) A+ (sf) A+ (sf) ES0305508006 SERIE A SCP AAA (sf) AAA (sf) AAA (sf) ES0305508006 SERIE A MDY Aa2 (sf) Aa2 (sf) Aa2 (sf) ES0305508006 SERIE A FITCH AAA (sf) AAA (sf) AAA (sf) 8000.00 30000.00 43000.00 46000.00 34000.00 22000.00 26000.00 199000.00 258000.00 256000.00 286000.00 128000.00 150000.00 4731000.00 4649000.00 4614000.00 494143000.00 509900000.00 509908000.00 499431000.00 515000000.00 515000000.00 25.11 25.37 25.52 9989000.00 10300000.00 10300000.00 9989000.00 10300000.00 10300000.00 2.02 2.00 2.00 SAN SAN SAN A / A A / A A / A A / A- A / A- A / A- 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 S S S 85.56 85.97 85.97 -2294000.00 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uu7SdZeuu3RVqatKXVXqqlJXlfqnOn65vl3v/MU9Vh+rX2n15fq1SM/5exuzzpbbX8IHz/nL9TvmvWM8Vh+rX2j15frN+G3472zM5PBH3Bt+v3uMx+pj9Qutvlz/OXob/jsbMzj89eGT/68AAwDlAH9sDQplbmRzdHJlYW0NZW5kb2JqDTg2MDkgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDYzMy9MZW5ndGggMTExMy9OIDY0L1R5cGUvT2JqU3RtPj5zdHJlYW0NCmje7Jg7biRHEESvUjdg1ycis4HFWvLWWazkCbJ1/xsomcMHAVpAaFMC6AVR0xFTM/kiSUqXxzWkK8Y6LXKcbHGPWO9iXuN2iznmulqtMU+/fO4x3a+fZ8yYrVTqdepS0SrGzNezWWq3uku1c+Ws2adrjrX72bXGUjuvPVb2W1ln7Ov1hMberyc8tl5PxNjxeiLHzrIqdZfSu6rIndlqjn3PVqvUabVLRaszznW1UqndyqXcKkrdreqDmp2x71KdUW/jzM4o07M646xSnXF2qc44lbE741TG7oxTGbszTmXszjiVcTrjVMbpDFXG6Yz68bx/2KUq492qVGUoWlWGr1aV4d2qMuxWleG7VWXEalUZoXdVH/GJbFUZ2RmujOwMV0Z2hivj7owyPXdnuDLuznBl3J3hHLo6w3epyvjy5e3b78o6vcaPUcKIQCTifom7vu4PMRELsREHIYQRgUgEzhPnifPEeeI8cZ44T5xnO//x9n3URLV++/5nTXSrX99++/H168d9zTXNNc01/fFmMi7ERCzERhwEH2DgHDgHzoFz4pw4J86Jc+KcOCfOiXPm0/seEg+Jh8RD4iHxkHhIPCQe7nK4i3AWzsJZOAtn4SychbNwFs7G2Th7Pb0vQ5IMSTIkOUmcJE4SF4mLxMVdFndZOC+cF84L54XzwnnjvHHeOG+cN84b5+2H9w1GIjIRH9FxX4iJWIiNOAghjMCZHgh6IOmBpAeSHkh6IOmBpAeSHkh6IOmBfPXAk/syEmHuYu5i7mLuAuwB7AHsAewB7AHsAewB7AHsAewB7AHsAewB7AHsAewB7PGC/cl9GYnYJG4SN4mbRGAPYA9gD2APYA9gD2APYA9gD2APYA9gD2APYA9gD2APYA896uf/4+n7d8RgB4MdDHaw4IIFFyy4YMEFCy7orqC7gu4KuivorqC7gu4KuivorqC7gu4KuivorqC7Yj3dKWawzWCbwTZbzGwxs8XMFjOVZSrLVJapLFNZprJMZZnKMpVlKstUlqksU1lBZQWVFdfTnWIG2wy2GWyzxcwWM1vMbDFTWaayTGWZyjKVZSrLVJapLFNZprJMZZnKMpVlKstUluPpTjEjYdaZWWdmnZl1ZtaZWWdmnZnuMt1lust0l+ku012mu0x3me4y3WW6y3SX6S7TXT5Pd4oZCbPFzBYzW8xsMQO7gd3AbmA3sBvYDewGdgO7gd3AbmA3sBvYDewGdgO719OdIkZCbDGxxcQWE1tMwC5gF7AL2AXsAnYBu4BdwC5gF7AL2AXsAnYBu4BdwK776e/8YmeJnSV2lkBboC3QFmgLtAXaAm2BtkBboC3QFmgLtAXaAm2BtkBboC3QVjz+fuFX8Cv4FfwKfgW/gl/Br+BX8Cv4FfwKfgW/gl/Br+BX8Cv4FfwKfgW/esjv6w/yPn39L+KnF/7CGv88/Tz9T51+G2u/XvLzfH//+3n9q/vn6efpP0//EmAAnxGA8Q0KZW5kc3RyZWFtDWVuZG9iag04NjEwIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA5NjgvTGVuZ3RoIDg3OC9OIDEwMC9UeXBlL09ialN0bT4+c3RyZWFtDQpo3uyYPW4cMQyFr6IbWPwTJcBIlW6bhZMuSJ373yCPlLkOEsx4kQBxs83uZ4t6j5Q01Nije2+9je7UJL8ZH/EtbeW3NhIKsEbDAkZjiyj3JrICZlMeAaupBczedCZQM0rgZpogzTxB2yAPgKqFRcyYCd6cEmZzTVjNPQBJzZ5AbWqksbjNFFyRcoK2JQnW1kgYba0Eb9Qz1zVBI/zXakShSb2DQjR+JEKqIG7EHLl2AcUSUI9FCSvqWJVcBGiBUDcIHko5Fx5qORceirIGnBoZzyB42AhfgoenG6Zxp5iBD+aogshAnnOx9NKTHCRJEzSSFmgFcW+snEQgS2JQZsDwMEqCh2kSPCw9sDg80gMCPNID6fJID4bHSA+cFvb0wPFgTw+Bh6eHwGOmh8BjpofAY86oHGXx4lhnyPOyWFOBR+4RYTkl94i0gywpjudM4iaxECABaZKCPMmacO4MBmSvH8yFR9IEpYfCQ9LD4CHpgTMokh443qLpYfDQ9MA2iqYH0hVLD0wTSw+UD5EkeFh6GDxGeuCJkmFxSrDdMmYSPJyS4OGaBA/3JHjMngSPmScMG4D0kuAxVxI8Fjbl+fnpiqOMxHt7ebr+aNj4oC9PXz9/+vSPo5fdB3L0vcCZIegev4dcd8S3fGDxq/3AvoIWWMEo8IDvUDXBav1h/HKTnTV31tzpBbNglWy/V9Zrrtfc2QuooCqaco/sdTfPk734iNHL7sm1y2eBPjJkHu3ydV8TZ2l8wOhl3xq3Ak8C3TJkn5KjAu00jQ8Yvexr7VbgSaDrLtCPntN9Z20pnOV5+IjsC+/OQLs3UO4NvB3YuKiP12VHyFm1402JjpVsR9iZ0nxT6sdKuiPOdoD6bTPXOlaSrbSOe27cQNmh4gJ6BS6QAi2wglHgBbPgtRuSl7KXspeyl7KXspeyl7KXcvVZqj5L89ce7Sc9Ot4i9hQpESkRrfS00tNKTys9rfS00tNKT0tZS1lL2UrZStlK2UrZStlK2UrZStnmvWVSqVGpUalRqVHlSZUnV55ceXLlyZUnlzKXMpcylzKXMpeylLKUspSylLLoXdXtl8J6bEhOGuBj9DH6F6OX/RfI+0cMl+NuqKKHrZm3hp70bltvXnya8mP0MfpfRy+N9gH349fb+O/EmfhjNEZ/CjAAuBABzg0KZW5kc3RyZWFtDWVuZG9iag04NjExIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA5NzUvTGVuZ3RoIDg0My9OIDEwMC9UeXBlL09ialN0bT4+c3RyZWFtDQpo3uyXTYpcORCEr6IbtJQppVJgvPKuNo3Hu8Fr3/8GDoUqegY89WyDjWGoRVMfJVV8+ku912PNWmoZa7bi/LQCxKeXVseGXmwQRunnmyjjfDPLSEKWaIRVom/IWmISWpn8VSLYCV5mEHqZizBKGiFKMjlnSSZnlsXkXGUNiNeqZf8BGkboe6zLQEHao16kXloz0gANUoCSNAsaSQnqpAXC3KPWWppXEhzuJDg8SHD4IsHRrW+Co2NSIDj6IsExjATHXjEQHHvJojY49pqB4NiLBoJjrxoIjr1sIDj2uoHgmHQ0OCYdDY6ko8GRIzfBsZhncCzmYSGsMs8MxDxzEPMwBavMQ5RhmpsChLMBmsX2WoESNGzTAnEeODQ2MNXYW2HDSXCMIMGBU7EJjjASHDFIcESS4JiNBMfsJDjm3NThSDqwUZZ0dDiSjg5H0tHhWHRg+rbo6HAsOhDqlY6eIDr6AtExavFGB46Kt75XElN1LO8mL97r3unRQU4aoCAFaJHgGDwR2AofgwTHyE0BRzQSHNFJcMQkwTHpQKhPOrA9PukIOCYdmLQnHQFH0hFwJBzv3r284ihjWrV8fHn9gj0k/fXy6cP792i9nRJn63c6xmCX2b7p8np6/M0KwFenAO4QgilIwbpDq4ImMIELlNyU3Jj8eQ/KrX877o/3UfGK2D/hFXEHE7igC4YgBFOQAo28auRVI6/2o6Oayp/Kn8qf6w6pkadGnhp5auSpkadGnkpOJWf+yKhez63+4AQ8W39V6+08v1R0Vx3D2OXs338V3XkAvUX1yxE9W397660s9jh3zoMda/OfHfNLz7P1t7feSqKHnl0PHmxNN77pxjfd+KZnlelZdW7Y+23rj29bvqU9HPOfab2dt75zPL/TsbOL9YuTbm8n3c0ePg3Pu6ScFo+d8/SYF1vl2iHXDrl2yLVDrrcJ19uE6z3F9Z7iek9x7X1XcldyV3JXcldyV3JXcldyV3JX8qj/OjHt6sTYutrXZ+uz9edbb+e/nLf6u+p4CnDUiwIcqoWhWhiqhaFaGKqFoVoYqoVQlYWqLFRloeRQcig5lBxKDiWHkqeSp5Knks/j4V6A9aoAh10t8rP1f9r6VYABALzK/OMNCmVuZHN0cmVhbQ1lbmRvYmoNODYxMiAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgOTY1L0xlbmd0aCA3NzQvTiAxMDAvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN7sl01u3TAMhK+iG0QUfyQBQVfdvc1D2l3Rde9/g45Gj0VQxIY3Rdoim/hLOOZIpOjYPnottfjoUpTXVoJXLZNXK9IIXsQJUWQQemlCGKW5LJiljQWIqxCQ1gitaCdosUqwYkrwYrAFRHHRBb2424JRfPqCWUIRHlhU9GU6pfS6NLOVrmOBls4808qoFHsZRnGUwYXNXiYXNkeZXNicZa6FzVqL1EoSkJIaKEgKmiRURBoJJREnoSYySB31EtIAGWmC6IFyidIDElF6CDyUHti7KD0EHkYPgYdFWxSrAboIHm62CB6O+oHgEfjhE92S8KVDAolVy9ng0ZmvwaP7uqNZaXVVcDYHKSlAQUJz6yShu9jIIrRXVl8mjkqTQZLSmpAaiKtSBXUSPJQeCg+lB9rYlB4KD6UH+teMHgoPowca14weKCLOFwkee+cGD6cHfm1BD4NH0MPgEfQweAQ9DB5d184NHj1WrXCg2/BYBI+VFISTWtcsTBRRa5AMNEmOk91IAXJSBw3SKNpYZ58g1hkJtLFHaDJaToKHGgke2knwsEqCh9laVcDDmDng4UKChxsJHo5heH5+umNgcPRqeXm6/0BvSF+evn7+9Okfjd72IDP6f25OL2zuth9wF4VyVVgvCvHYvSLsdUnW0/p3yf2hCN2Kfqx45IhDhc+t8EOF9a2wQ4UIFb2fuLRX9Y7T/n5EP6JvT85scuEQ3fa/62tCmVeF45IwOE7rZeJwFHwrTkbStuJ4JF234mQk9+DPwxzf+K6CP+1XlQdEQk8YCfMBWhMkoSVoQmbWzKyZWTOzZmbNzJaZLTNbZrbMbJnZMrNlZmPm72vf2t5o0UsesvW6dnwEP6If0b8qetuv2Y+nz6nQghLrJ1MfOS+Rkxg5iZGT2HMSu7yaKT+aqZXW897IeyOnOHKKI6c47HLavNfzXs8ngOcTwHNH3q+kve8Pk5NevEf0tj90sstnwpAtOeryfX+DnS3jHaK3/Q32a4MnwtjHOOxkgzbPlvEHoj8FGAAhYcDfDQplbmRzdHJlYW0NZW5kb2JqDTg2MTMgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDk2My9MZW5ndGggNjQ3L04gMTAwL1R5cGUvT2JqU3RtPj5zdHJlYW0NCmje7JZNbhVBDISv4huk/dNtt4RYsZtNBNyB+9+Aco2CEGKeRgIUFGWRzPfUpS7bbc/0zBwyZGaqOJ8mi0+XzWeIGmGKTsIS3dqQYkYosUnYYtVQQ1wJ2DYIJp4El1BrCInpDVOismHJ5Ib9a86GklmELUsbENQKgspKgkkOgks6ISQXYUr/AZaUEVKKO++S4s57y+6dawzZQVDZHUoNEx1KclCQUI+RJBREBwkVUSclaJGq65ZNGxSdiA4QMgGpqJs3wcNn6xQe3oUthUd0uIXANCYJHlEkeExGrPCYDFnhMbsahbPSNUjwWE6Cx1okeKxNgkfSA/806WHwSHoYPIoeBo+ih8GjWBc0CjqABI/Nujg8NuviLjZYFw8Q64IwbLAu+GnKujjaR1kXR/8oGgS0u6VaFwPU/VZoH7MimZgrCR4eJHh4kuARgwSPcBI8YpHgEZsEj9ktXdjeJj3QvTbpMeGx6IHetEWPCY9FD5TJshu7JjwySPDo8QHBo7sH1IPgTTC3WiR4FM93wWN757vgsbP7YAXmj3XBQfngziiYD57qSswTT3UViKe6NgjiDx+enjEuiGrI56fnb6gl6cvT108fP77i6nGONFf/ywD/OLl5I7njfNXdEq6W9BvyV8nzi8JOhV0qdFKR80LBGMbDnN9X//nqcb7vfzTF20vObiR3nF/Cm8JxT5gt6Y/u5QzpqahLRYxTkddTFqdiPJiy34TwU/neV1979TjvGy9N9QaTqxvJHedN7I4w+fHpG9zVWOQ5Wj6vB8epsHo0OPUw5/fVV149zkvqj5Z5e8nFjeSO8/p+RxibTb+ub21Rp0KvB+ccvhmPBicf5vz3V78LMAAycW+eDQplbmRzdHJlYW0NZW5kb2JqDTg2MTQgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDk2My9MZW5ndGggNjU0L04gMTAwL1R5cGUvT2JqU3RtPj5zdHJlYW0NCmje7JZBbtwwDEWvwhtEpEhRAoKsuvMmaHuH3v8G/fxqsihg17sA01kM/Ab61icp0naMbNIkRqp0Xk0Gr10Wry5qhBANwhBdWpBi3Qqm2BgFC5uUZjbp3Quw7SCY9EXo4kZw8SCE+CRgDyWkhBOmRBIWwipAUIM7I4TBnRci5s6rS3Jn/EvuvEISP8CQaYSUGYQpcxKWLAUkAl9OUFlJMNGmo6iDIotQj1bpZ0NB1KhDRTRWUYImaaJuSlogL9IGSpKK9kaCR+8kePRBgkdfJHi4keDh9FB4OD0UHlGnljDSqHNLnBVCIcFjGAkeI0jwqMOJKpRWQCB4ZFRGBo9EOUHwmL0XwWPWESTC0F0pWOpiRh0ea5YOjWBNq0K4zRr3wzlZm7wjxJTV6AO070X7KKvR0T/GaqAQZqyGNxCr4QpiNdyq4Ujw6KwG2sQ6q4GzM6eHw8Pp4fBwejg8gh5YsKAHSmLBaiBcG6xGwGM4CR41HVG9ZNUeIHgkKx7wSFYcbWGzVb4Bj+lVP4RmM6tzILHFnQc8VnV1Dngs1nT0GhiSgzopQIM0QIuU0tVIExQkDJtibl5fX94lAsfd5PvL+y/5Qz9efn57e/vC1WM/Grj6b2HeEnYrST2D/pa8fyh0K+JUoYuKMU8UjKFd5vxc/eLVYz+AP1vm8ZLzG8kd+9V0R9hbSeqVdjYWtrZCzwdncnCWXwwOHsAXOT9X760e++35cbAPmFy/kdyxvytuCvWusN0U2rolNE5FfSidTlZuRZ4rxlacv9YstuL8tWa+FX4+vzsOzav5tctDfa5+8eqxvyk/G/Phkot1I7ljf23fEu7xjPPhc92K8+HTPZ6+rgbn8iv5v1n9LcAAhiBy+A0KZW5kc3RyZWFtDWVuZG9iag04NjE1IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA5NjMvTGVuZ3RoIDYyNy9OIDEwMC9UeXBlL09ialN0bT4+c3RyZWFtDQpo3uyWQWocQQxFr6IbuCSVVCowWWXXG5PkDrn/DfL1G5wQMu0hIRjMbDzPlNArqVTdHbGGDIlYKs5fk+Svy+bvFHVtCNGMhhTdhCVmhBILwharhhriSkDaSTDxRXCZgzBlOiFkMnOlTGauJcHMVfhD2BLMjE2lZYNKBgE7LoLLUsKUNQkhaxFSahCW1FwNJcXse8s2k8gxZHfCHCq7a89hosNIDgoS+jGKhIaoktARnaQFWqQStUHaoO5tIlgtSQqiQ+FwOhQOp0O753SghzrpQGE6Q5vgmEWCI5QER8wmpNI+TBAcXQsIjnQSHLm6WoNjQQmCY3VPuq+6mNngqD7ANDhqkuCoPsJEMboHCY7tJDh2kuDYmzTFhpECFKQEFQnjo3Q45kfpcAyQ0oF2mtGBssz6OHMaaJFc0FISHO4kODxJcPgmwTGNBMfMrnLCETieSDTbAv+C4OjJBMHRLQbBkex4wJHcM0qwxT1jUmxxzwHH4p4DjuKeoy8C+4LjtmJfEo5iXxKOzb4kHJt9STg2HQj2QQeK8UEHNu6DjizcLDpyg1Dq8/PTC+YY+YZ8eXr5jg6Svj59+/zp0z+uHucjgKtvBE5jCB4cv4e8/BTNy208Vt959Tifg6/H/dGK66f928Ud5/vhnkDfDMFr5c9Dj4g6I/JmhJ0Xp/bVxfHLmh+r77x6nK/P15H5eMXFHcUd54fFPYG+OiTNb1+cPCPs9sVRRmhcXRy7rPmx+t9Xj/Nb6nUoPl5xdkdxx/mVeWfguCvQg/M/9+07NM+Iuh3hZ8TtF5iNM2Jc3TK9bN9j9Z1Xe6jWL58+f5PmhwADADhPawMNCmVuZHN0cmVhbQ1lbmRvYmoNODYxNiAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgNS9MZW5ndGggMjMxL04gMS9UeXBlL09ialN0bT4+c3RyZWFtDQpo3nSPwWrDMBBEf0VfkJUVO3Eh+JCk1qnUWDoUQg6KupQUahlpXZy/r9bOtbfZ5c3OjiqEFIcDnMJAOFAS9U7KvOrhFMN4DPOFpxdZbMpKFGpfbWp1BR3DNLLLwBl/7x57fQQDNrohjS7i4B9gHyOuYNPAG37e3X/XOnaQqCu5W5J7TGGKHlNOeJ1JG3KEWWsjhdqqhdGmyHr71EooVbPOUW1ukmFrGd4vgLUMV0+gi8EbpAt05xYsznSFj/fbN3q2tT/ZVq5kZvvA2UKCoTh5Wj9NogTrbokbc8nOfWHT/AkwAEp8XmUNCmVuZHN0cmVhbQ1lbmRvYmoNODYxNyAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgNDMvTGVuZ3RoIDEyMS9OIDUvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN6yMLG0VDBQsDA1MFAwNDIBMQwVDE2MQAwjBUMzsJSxgqG5hYKNjb5fYm5qcbSGV1B8gKO7a7yjn7OHf1C8QbyhJtgAA4UgTDkjTbCZWOWMNcHWYJUz0QTbDJSLtbOLzivNydGPiIwCu9VEwSCWPBGAAAMAIZU8xQ0KZW5kc3RyZWFtDWVuZG9iag0yMyAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDMyNz4+c3RyZWFtDQpIiZRSwU7DMAz9FSt31m4g2KHtNA1VIDEJjXHgmK1uF9EmlWumjl/jwCfxCzjrOjaJA1zi52e/OHnJ18dnNGmrErZIjXEWYlDDQagA7dplxhaeeF6mF2MFkyS6Q50hpc4x0hMyS0NzKh2LNIlSZxl4V2OslvSGS0EKGvMuuW8AqyuBUzK6VEESzVzpCChWoS8Wh7jqotTnmgpjgUyx4VjdjAZhGI4UlJifpivH7KpYXV57YqiAXf2TyTbTukZN2q4RctNiVpOxsoGMajYCXz2Utkdd4ELbAsWCLFbDKwUu80A82aLdg4Y1sUeHfnB53iB7B/z9PXVvM2whd1TpvjPwfBLdapZ1Lh5tzuqBVHbnihc58JHZny7o1N07JNGDeCBkF2Zo2ZNBDxbeMcn72Ku69/uj+t/3O47rxwS//ZrkW4ABAOi6xgENCmVuZHN0cmVhbQ1lbmRvYmoNMjQgMCBvYmoNPDwvQkJveFszMjc2OC4wIDMyNzY4LjAgLTMyNzY4LjAgLTMyNzY4LjBdL0ZpbHRlci9GbGF0ZURlY29kZS9MYXN0TW9kaWZpZWQoRDoyMDIxMDMxODA5MTE0NiswMScwMCcpL0xlbmd0aCAxOS9NYXRyaXhbMS4wIDAuMCAwLjAgMS4wIDAuMCAwLjBdL1BpZWNlSW5mbzw8L0FEQkVfQ29tcG91bmRUeXBlPDwvRG9jU2V0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SANTANDER DE TITULIZACION 365 0.020 80000.00 10000.00 TRIMESTRAL S UCI 6000.00 TRIMESTRAL S BNP PARIBAS 3000.00 TRIMESTRAL S 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 20210315 0.00 31780000.00 -45000.00 -324000.00 -9989000.00 -15943000.00 -383000.00 0.00 5096000.00 5096000.00