FTAP 4544 F.T.A.UCI 9 Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 116760000.00 121272000.00 116760000.00 121272000.00 116760000.00 121272000.00 109763000.00 113505000.00 6053000.00 7042000.00 952000.00 729000.00 -8000.00 -4000.00 0.00 0.00 0.00 0.00 35457000.00 39119000.00 610000.00 561000.00 22230000.00 25768000.00 22230000.00 25768000.00 19321000.00 22990000.00 289000.00 342000.00 457000.00 461000.00 7000.00 7000.00 2092000.00 1904000.00 82000.00 75000.00 -18000.00 -11000.00 0.00 0.00 0.00 0.00 0.00 0.00 12617000.00 12790000.00 12617000.00 12790000.00 152217000.00 160391000.00 129477000.00 134198000.00 0.00 0.00 129477000.00 134198000.00 116975000.00 121696000.00 106980000.00 113718000.00 9995000.00 7978000.00 12502000.00 12502000.00 12502000.00 12502000.00 0.00 0.00 0.00 0.00 22740000.00 26193000.00 0.00 0.00 19616000.00 23336000.00 19612000.00 23334000.00 18268000.00 19273000.00 1342000.00 4059000.00 2000.00 2000.00 2000.00 2000.00 2000.00 2000.00 0.00 0.00 2000.00 0.00 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-322000.00 379000.00 486000.00 764000.00 954000.00 414000.00 527000.00 827000.00 1036000.00 -12000.00 -15000.00 -25000.00 -29000.00 -11000.00 -11000.00 -13000.00 -22000.00 -12000.00 -15000.00 -25000.00 -31000.00 -248000.00 -947000.00 -435000.00 -1269000.00 -16000.00 -16000.00 -31000.00 -31000.00 -6000.00 -6000.00 -12000.00 -12000.00 -226000.00 -925000.00 -392000.00 -1226000.00 1000.00 0.00 -9000.00 -7000.00 1000.00 0.00 -9000.00 -7000.00 -219000.00 609000.00 -493000.00 356000.00 -219000.00 609000.00 -493000.00 356000.00 2865000.00 3013000.00 5766000.00 6034000.00 1272000.00 1897000.00 2183000.00 2786000.00 1000.00 50000.00 -4356000.00 -4302000.00 -8442000.00 -8514000.00 0.00 0.00 0.00 0.00 -87000.00 148000.00 -173000.00 34000.00 12704000.00 0.00 12790000.00 12690000.00 12617000.00 148000.00 12617000.00 12724000.00 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 0.00 0.00 0.00 0.00 0.00 2.20 0.10 0.00 10.34 1.80 0.09 0.00 10.50 0.00 0.00 2.20 0.10 0.00 10.34 1.80 0.09 0.00 10.50 0.00 0.00 89.00 21000.00 3000.00 24000.00 7443000.00 7467000.00 28.00 18000.00 3000.00 21000.00 1608000.00 1629000.00 18.00 8000.00 2000.00 5000.00 15000.00 411000.00 426000.00 12.00 8000.00 3000.00 4000.00 15000.00 245000.00 260000.00 4.00 3000.00 1000.00 1000.00 5000.00 296000.00 301000.00 88.00 2073000.00 76000.00 38000.00 2187000.00 2187000.00 239.00 2131000.00 88000.00 48000.00 2267000.00 10003000.00 0.00 12270000.00 89.00 21000.00 4000.00 25000.00 7443000.00 7468000.00 11680000.00 11524000.00 63.94 28.00 18000.00 18000.00 1608000.00 1626000.00 4271000.00 4271000.00 38.07 18.00 8000.00 2000.00 6000.00 16000.00 411000.00 427000.00 2291000.00 2291000.00 18.64 12.00 8000.00 3000.00 4000.00 15000.00 245000.00 260000.00 1075000.00 1075000.00 24.19 4.00 3000.00 1000.00 1000.00 5000.00 296000.00 301000.00 222000.00 222000.00 135.59 88.00 2073000.00 76000.00 37000.00 2186000.00 2186000.00 9621000.00 9621000.00 22.72 239.00 2131000.00 86000.00 48000.00 2265000.00 10003000.00 0.00 12268000.00 29160000.00 42.07 136000.00 171000.00 366000.00 289000.00 219000.00 661000.00 710000.00 1125000.00 3072000.00 2072000.00 2392000.00 4043000.00 2125000.00 20109000.00 20628000.00 13647000.00 111734000.00 118599000.00 1232884000.00 138470000.00 146512000.00 1250000000.00 12.30 12.74 26.00 16.48 15.98 2.00 2534.00 79376000.00 2484.00 79235000.00 3078.00 134634000.00 1170.00 56365000.00 1291.00 63490000.00 3941.00 320235000.00 36.00 2651000.00 50.00 3709000.00 8683.00 738959000.00 1.00 78000.00 1.00 78000.00 613.00 56172000.00 3741.00 138470000.00 3826.00 146512000.00 16315.00 1250000000.00 36.74 37.77 64.98 1.18 1.21 5.00 5.75 5.75 9.25 0.21 0.21 3.00 1012.00 30253000.00 1031.00 31905000.00 4363.00 274448000.00 53.00 1762000.00 53.00 1838000.00 224.00 17113000.00 155.00 5044000.00 158.00 5278000.00 550.00 37465000.00 64.00 3158000.00 65.00 3323000.00 376.00 33522000.00 414.00 16255000.00 420.00 17225000.00 1676.00 136286000.00 41.00 1567000.00 41.00 1629000.00 161.00 12385000.00 103.00 3233000.00 104.00 3389000.00 416.00 28462000.00 108.00 4092000.00 110.00 4270000.00 462.00 36096000.00 608.00 25726000.00 629.00 27219000.00 2575.00 225364000.00 76.00 1913000.00 78.00 2079000.00 272.00 15261000.00 206.00 7420000.00 209.00 7811000.00 705.00 48960000.00 611.00 27320000.00 631.00 29199000.00 3134.00 282925000.00 21.00 594000.00 22.00 643000.00 131.00 7977000.00 9.00 374000.00 9.00 394000.00 45.00 4277000.00 10.00 464000.00 10.00 479000.00 44.00 4118000.00 186.00 6055000.00 191.00 6458000.00 913.00 57777000.00 64.00 3240000.00 65.00 3373000.00 268.00 27564000.00 3741.00 138470000.00 3826.00 146512000.00 16315.00 1250000000.00 3741.00 138470000.00 3826.00 146512000.00 16315.00 1250000000.00 1.10 1.07 0.23 ES0338222021 SERIE C 94.00 22000.00 2049000.00 94.00 23000.00 2175000.00 94.00 100000.00 9400000.00 ES0338222013 SERIE B 425.00 22000.00 9288000.00 425.00 23000.00 9862000.00 425.00 100000.00 42500000.00 ES0338222005 SERIE A 11981.00 10000.00 125248000.00 11981.00 11000.00 132991000.00 11981.00 100000.00 1198100000.00 12500.00 136585000.00 12500.00 145028000.00 12500.00 1250000000.00 ES0338222021 SERIE C S E3M 1.20 0.88 1000.00 S 2049000.00 2050000.00 ES0338222013 SERIE B S E3M 0.65 0.33 1000.00 S 9288000.00 9289000.00 ES0338222005 SERIE A NS E3M 0.27 0.00 N 125248000.00 125248000.00 2000.00 0.00 136585000.00 0.00 136587000.00 0.00 0.03 0.03 ES0338222021 SERIE C 65000.00 7351000.00 5000.00 2398000.00 128000.00 7048000.00 5000.00 2357000.00 ES0338222013 SERIE B 296000.00 33212000.00 7000.00 8936000.00 579000.00 31838000.00 10000.00 8861000.00 ES0338222005 SERIE A 3995000.00 1072852000.00 120412000.00 3595000.00 1045637000.00 120345000.00 4356000.00 1113415000.00 12000.00 131746000.00 4302000.00 1084523000.00 15000.00 131563000.00 ES0338222021 SERIE C 20151101 SYP B B A- ES0338222021 SERIE C 20160930 MDY Baa1 Baa1 Baa2 ES0338222013 SERIE B 20151101 SYP BB BB AA ES0338222013 SERIE B 20160930 MDY A2 A2 AA- ES0338222005 SERIE A 20180630 SYP AAA AA+ AAA ES0338222005 SERIE A 20180630 MDY Aa1 Aa2 Aaa 135000.00 171000.00 366000.00 289000.00 219000.00 661000.00 710000.00 1125000.00 3072000.00 2072000.00 2392000.00 4043000.00 2125000.00 20109000.00 20628000.00 13647000.00 109850000.00 117115000.00 1232884000.00 136585000.00 145028000.00 1250000000.00 12.30 12.74 26.00 12500000.00 12500000.00 17500000.00 12500000.00 12500000.00 17500000.00 9.15 8.70 1.40 SANTANDER UK SANTANDER UK SANTANDER P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 S S S 91.69 91.70 95.85 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 90.00 955000.00 732000.00 0.69 0.50 0.68 955000.00 732000.00 0.69 0.50 0.68 capitulo II y V 18.00 2089000.00 1901000.00 0.17 0.15 0.16 2089000.00 1901000.00 0.17 0.15 0.16 capitulo V El Fondo de Reserva se encuentra en el nivel mínimo requerido S06.UCI 9.pdf 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