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29.00 1897000.00 29.00 1952000.00 30.00 2335000.00 1.00 208000.00 1.00 215000.00 3.00 409000.00 5.00 295000.00 5.00 306000.00 6.00 461000.00 354.00 28269000.00 368.00 30191000.00 397.00 36733000.00 30.00 3794000.00 31.00 3981000.00 31.00 4484000.00 2953.00 285317000.00 3086.00 309228000.00 3377.00 390000000.00 2953.00 285317000.00 3086.00 309228000.00 3377.00 390000000.00 1.34 1.28 1.23 ES0305248017 BONOS SERIE B 850.00 100000.00 85000000.00 850.00 100000.00 85000000.00 850.00 100000.00 85000000.00 ES0305248009 BONOS SERIE A 3050.00 66000.00 200829000.00 3050.00 74000.00 225397000.00 3050.00 100000.00 305000000.00 3900.00 285829000.00 3900.00 310397000.00 3900.00 390000000.00 ES0305248017 BONOS SERIE B S E3M 0.75 0.21 8000.00 S 85000000.00 85008000.00 ES0305248009 BONOS SERIE A NS E3M 0.46 0.00 N 200829000.00 200829000.00 8000.00 0.00 285829000.00 0.00 285837000.00 0.00 0.06 0.05 ES0305248017 BONOS SERIE B 44000.00 1375000.00 85000.00 1185000.00 ES0305248009 BONOS SERIE A 9215000.00 104171000.00 1079000.00 6407000.00 73602000.00 62000.00 1079000.00 9215000.00 104171000.00 44000.00 2454000.00 6407000.00 73602000.00 147000.00 2264000.00 ES0305248017 BONOS SERIE B FCH NR NR NR ES0305248017 BONOS SERIE B DBRS NR NR NR ES0305248009 BONOS SERIE A FCH AA+ AA+ AA+ ES0305248009 BONOS SERIE A DBRS AAA AAA AAA 5000.00 24000.00 2000.00 110000.00 80000.00 7000.00 68000.00 139000.00 4000.00 194000.00 123000.00 16000.00 251000.00 251000.00 166000.00 4930000.00 3547000.00 2377000.00 280271000.00 306233000.00 387428000.00 285829000.00 310397000.00 390000000.00 22.92 23.61 27.00 7146000.00 7760000.00 9750000.00 7146000.00 7760000.00 9750000.00 2.50 2.50 2.50 SAN SAN SAN A (high) lp / A- lp A (high) lp / A- lp A lp / A- lp A lp / A- lp A lp / A- lp A lp / A- lp 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 70.26 72.61 78.21 -979000.00 -1681000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1081000.00 1143000.00 0.38 0.37 0.24 1081000.00 1143000.00 0.38 0.37 0.24 Nota de Valores 4.10 2242000.00 1360000.00 0.79 0.44 0.72 2242000.00 1360000.00 0.79 0.44 0.72 Nota de Valores 4.10 RMBS PRADO IV SEPTIEMBRE 2021.pdf 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