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282000.00 340.00 25318000.00 2.00 10000.00 3.00 34000.00 169.00 11797000.00 16.00 333000.00 22.00 504000.00 343.00 24896000.00 2.00 36000.00 4.00 47000.00 406.00 14039000.00 11.00 185000.00 15.00 258000.00 674.00 42305000.00 14.00 472000.00 22.00 639000.00 1114.00 43933000.00 15.00 528000.00 25.00 835000.00 1300.00 109230000.00 4.00 440000.00 5.00 275000.00 6.00 326000.00 341.00 12833000.00 16.00 571000.00 26.00 757000.00 1050.00 74986000.00 63.00 2697000.00 82.00 3751000.00 4403.00 280734000.00 7.00 667000.00 2.00 219000.00 4.00 292000.00 326.00 19196000.00 1.00 20000.00 3.00 44000.00 117.00 6705000.00 1.00 1000.00 1.00 5000.00 201.00 8339000.00 26.00 459000.00 39.00 716000.00 2741.00 137688000.00 7.00 105000.00 15.00 299000.00 523.00 55953000.00 264.00 8241000.00 377.00 11698000.00 16184.00 1000000000.00 264.00 8241000.00 377.00 11698000.00 16184.00 1000000000.00 26.09 18.44 2.52 4.35 4511 3.03 4511 3.40 46 ES0372260036 BONOS SERIE C 340.00 33000.00 11258000.00 340.00 48000.00 16461000.00 340.00 100000.00 34000000.00 ES0372260028 BONOS SERIE B 243.00 243.00 243.00 100000.00 24300000.00 ES0372260010 BONOS SERIE A2 5417.00 5417.00 5417.00 100000.00 541700000.00 ES0372260002 BONOS SERIE A1 4000.00 4000.00 4000.00 100000.00 400000000.00 10000.00 11258000.00 10000.00 16461000.00 10000.00 1000000000.00 ES0372260036 BONOS SERIE C NS E3M 0.54 0.00 N 4934000.00 6324000.00 11258000.00 ES0372260028 BONOS SERIE B NS E3M 0.27 0.00 N ES0372260010 BONOS SERIE A2 NS E3M 0.16 0.00 N ES0372260002 BONOS SERIE A1 NS E3M 0.13 0.00 N 0.00 0.00 4934000.00 6324000.00 11258000.00 0.00 0.00 0.00 ES0372260028 BONOS SERIE B 24300000.00 600000.00 24300000.00 600000.00 ES0372260010 BONOS SERIE A2 541700000.00 3296000.00 541700000.00 3296000.00 ES0372260002 BONOS SERIE A1 400000000.00 44995000.00 400000000.00 44995000.00 ES0372260036 BONOS SERIE C 1322000.00 22741000.00 1578000.00 1559000.00 15814000.00 11000.00 1575000.00 1322000.00 988741000.00 0.00 50469000.00 1559000.00 981814000.00 11000.00 50466000.00 ES0372260036 BONOS SERIE C 20200331 SYP NR NR B ES0372260028 BONOS SERIE B 20180331 SYP --- --- BBB ES0372260010 BONOS SERIE A2 20160930 SYP --- --- AAA ES0372260002 BONOS SERIE A1 20130117 SYP --- --- AAA ES0372260036 BONOS SERIE C 20150123 MDY Ca Ca Baa3 ES0372260028 BONOS SERIE B 20180630 MDY --- --- A1 ES0372260010 BONOS SERIE A2 20150123 MDY --- --- Aaa ES0372260002 BONOS SERIE A1 20140101 MDY --- --- Aaa ES0372260036 BONOS SERIE C 20190630 FCH NR NR BBB ES0372260028 BONOS SERIE B 20180930 FCH --- --- AA- ES0372260010 BONOS SERIE A2 20160930 FCH --- --- AAA ES0372260002 BONOS SERIE A1 20100201 FCH --- --- AAA 3837000.00 3887000.00 13726000.00 1021000.00 2672000.00 109409000.00 489000.00 1215000.00 170970000.00 883000.00 566000.00 201104000.00 894000.00 1192000.00 22087000.00 4134000.00 6929000.00 238355000.00 244349000.00 11258000.00 16461000.00 1000000000.00 0.72 0.52 7.00 0.00 0.00 25000000.00 25000000.00 25000000.00 25000000.00 0.00 0.00 2.50 SANTANDER SANTANDER SANTANDER A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 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 N N S 100.00 100.00 94.17 -16000.00 -40000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 0.00 88000.00 0.00 0.75 0.00 0.00 88000.00 0.00 0.75 0.00 Nota de Valores 12.00 365.00 2849000.00 3033000.00 34.57 25.93 56.35 17737000.00 18017000.00 215.23 154.02 351.58 20586000.00 21050000.00 249.80 179.95 407.93 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_PYMES BANESTO 2 SEPTIEMBRE 2021.pdf 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