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480745000.00 3518.00 488000000.00 1.29 1.26 1.25 ES0305608020 CLASS C NOTES 390.00 100000.00 39000000.00 390.00 100000.00 39000000.00 390.00 100000.00 39000000.00 ES0305608012 CLASS B NOTES 244.00 100000.00 24400000.00 244.00 100000.00 24400000.00 244.00 100000.00 24400000.00 ES0305608004 CLASS A NOTES 4246.00 96000.00 407582000.00 4246.00 99000.00 419040000.00 4246.00 100000.00 424600000.00 4880.00 470982000.00 4880.00 482440000.00 4880.00 488000000.00 ES0305608020 CLASS C NOTES S EUR 3M 0.90 0.40 6000.00 S 39000000.00 39006000.00 ES0305608012 CLASS B NOTES S EUR 3M 0.80 0.30 3000.00 S 24400000.00 24403000.00 ES0305608004 CLASS A NOTES NS EUR 3M 0.70 0.20 34000.00 S 407582000.00 407616000.00 43000.00 0.00 470982000.00 0.00 471025000.00 0.00 0.21 0.11 0.17 ES0305608020 CLASS C NOTES 29000.00 50000.00 ES0305608012 CLASS B NOTES 12000.00 21000.00 ES0305608004 CLASS A NOTES 11458000.00 17018000.00 103000.00 201000.00 11458000.00 17018000.00 144000.00 272000.00 0.00 0.00 0.00 0.00 ES0305608020 CLASS C NOTES SCO NR NR NR ES0305608020 CLASS C NOTES FCH NR NR NR ES0305608020 CLASS C NOTES DBRS NR NR NR ES0305608012 CLASS B NOTES SCO A- A- A- ES0305608012 CLASS B NOTES FCH A+ A+ A+ ES0305608012 CLASS B NOTES DBRS AH AH AH ES0305608004 CLASS A NOTES SCO AAA AAA AAA ES0305608004 CLASS A NOTES FCH AAA AAA AAA ES0305608004 CLASS A NOTES DBRS AAA AAA AAA 143000.00 71000.00 56000.00 189000.00 307000.00 287000.00 499000.00 261000.00 208000.00 605000.00 799000.00 825000.00 6713000.00 6814000.00 7202000.00 462833000.00 474188000.00 479422000.00 470982000.00 482440000.00 488000000.00 25.71 25.95 26.13 9420000.00 9649000.00 9760000.00 9420000.00 9649000.00 9760000.00 2.00 2.00 2.00 SANTANDER SANTANDER SANTANDER AH / A lp, F2 cp / AA- lp, S-1+ cp AH / A lp, F2 cp / AA- lp, S-1+ cp AH / A lp, F2 cp / AA- lp, S-1+ cp A / A lp, F1 cp / BBB lp, S-2 cp A / A lp, F1 cp / BBB lp, S-2 cp A / A lp, F1 cp / BBB lp, S-2 cp 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 86.54 86.85 87.01 13512000.00 3792000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 320000.00 0.00 0.07 0.00 0.04 320000.00 0.00 0.07 0.00 0.04 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 RMBS PRADO IX MARZO 2022.pdf 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