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. AAA B.T.A'S SERIE A1 ES0338186002 2009-03-12 SYP . . AAA B.T.A'S SERIE A2 ES0338186010 2011-05-10 FCH BB- AA- AAA B.T.A'S SERIE A2 ES0338186010 2009-03-12 SYP A+ AA+ AAA B.T.A'S SERIE B ES0338186028 2011-05-10 FCH CCC BB+ A B.T.A'S SERIE B ES0338186028 2011-05-26 SYP B BB- A- B.T.A'S SERIE C ES0338186036 2011-05-10 FCH CC B BBB B.T.A'S SERIE C ES0338186036 2011-05-26 SYP B- B BBB B.T.A'S SERIE D ES0338186044 2011-05-10 FCH CC CCC BB+ B.T.A'S SERIE D ES0338186044 2010-02-15 SYP CCC- D BB B.T.A'S SERIE E ES0338186051 2011-05-10 FCH C CC CCC B.T.A'S SERIE E ES0338186051 SYP D D CCC- 0 0 0 2 1.74 false false false false false false true true 87.23 89.53 0 0 false false . . . . . . . . . . . . . . . . 2340 283342000 2439 304785000 3356 471676000 138 14227000 143 15441000 202 25029000 287 26648000 303 28977000 383 39335000 403 54721000 424 59214000 531 80026000 791 85177000 828 90766000 1060 126870000 90 10565000 102 12113000 138 18637000 254 24931000 269 27469000 336 36769000 482 57003000 493 59846000 634 86604000 1023 152033000 1058 160100000 1344 234190000 132 9567000 134 9938000 197 16272000 316 31452000 329 33424000 457 52435000 3863 215681000 4011 226184000 5175 322099000 278 29643000 292 31577000 337 40663000 60 7309000 61 7524000 75 9816000 16 1484000 17 1640000 21 2232000 1274 134073000 1338 145159000 1750 209269000 148 18710000 154 19841000 199 28078000 11895 1156566000 12395 1233998000 16195 1800000000 11895 1156566000 12395 1233998000 16195 1800000000 11895 1156566000 1156566000 12395 1233998000 1233998000 16195 1800000000 1800000000 11895 1156566000 12395 1233998000 16195 1800000000 2331 174337000 5116 235418000 2175 161549000 1637 242818000 1677 252089000 2230 354519000 4839 637487000 5375 712203000 7930 1174743000 305 44190000 227 34288000 141 27547000 9112 1098832000 12395 1233998000 12476 1718358000 58.13 60.18 67.40 EURIBOR 1 AÑO 782 95776000 0.50 4 IRPH 7 676000 0.52 3 IRPC 11106 1060114000 0.40 3 11895 1156566000 0.41 4 155 15499000 108 12268000 227 30009000 338 45424000 420 53923000 342 44850000 1 120000 570 74288000 618 82776000 169 29045000 4968 592993000 5333 655180000 682 107713000 2654 285302000 2508 277044000 4060 619842000 848 48730000 787 46954000 3214 436847000 554 18702000 483 17726000 3432 420560000 469 10074000 454 10186000 666 64891000 338 7991000 293 9566000 750 45069000 124 4573000 226 8733000 708 19883000 211 6185000 309 9596000 901 23144000 198 5063000 322 8243000 936 19735000 135 2682000 233 4523000 562 10837000 20 458000 32 723000 98 1955000 3 71000 4 91000 9 201000 1 23000 3 57000 4 94000 1 31000 1 30000 1 27000 2 34000 11895 1156566000 12395 1233998000 16195 1800000000 4 3 4 1 0.45 0.43 0.32 . 13898 1113119000 1113119000 18198 1819800000 1819800000 13898 1113119000 18198 1819800000 .