﻿<?xml version="1.0" encoding="utf-8"?>
<TramiteCNMV xsi:noNamespaceSchemaLocation="Esquema_FTA_EP.xsd" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
  <DocumentoCNMV>
    <CodigoTramite>FTAP</CodigoTramite>
  </DocumentoCNMV>
  <TramiteFTAEP>
    <DatosIdentificativos>
      <NumRegistroFondo>8286</NumRegistroFondo>
      <DenominacionFondo>F.T.A. U.C.I. 14</DenominacionFondo>
      <DenominacionGestora>Santander de Titulizacion S.G.F.T., S.A</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20190630</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>330104000.00</E_0001>
      <E_1001>344327000.00</E_1001>
      <E_0002>330104000.00</E_0002>
      <E_1002>344327000.00</E_1002>
      <E_0003>330104000.00</E_0003>
      <E_1003>344327000.00</E_1003>
      <E_0004>281098000.00</E_0004>
      <E_1004>292934000.00</E_1004>
      <E_0005>15971000.00</E_0005>
      <E_1005>16644000.00</E_1005>
      <E_0023>22360000.00</E_0023>
      <E_1023>23301000.00</E_1023>
      <E_1024>0.00</E_1024>
      <E_0025>13547000.00</E_0025>
      <E_1025>14603000.00</E_1025>
      <E_1026>0.00</E_1026>
      <E_0027>-2872000.00</E_0027>
      <E_1027>-3155000.00</E_1027>
      <E_1028>0.00</E_1028>
      <E_0029>0.00</E_0029>
      <E_1029>0.00</E_1029>
      <E_0032>0.00</E_0032>
      <E_1032>0.00</E_1032>
      <E_0041>104469000.00</E_0041>
      <E_1041>117785000.00</E_1041>
      <E_0042>15469000.00</E_0042>
      <E_1042>16221000.00</E_1042>
      <E_0043>76467000.00</E_0043>
      <E_1043>79554000.00</E_1043>
      <E_0044>76467000.00</E_0044>
      <E_1044>79554000.00</E_1044>
      <E_0045>36572000.00</E_0045>
      <E_1045>37969000.00</E_1045>
      <E_0046>2078000.00</E_0046>
      <E_1046>2157000.00</E_1046>
      <E_0064>2909000.00</E_0064>
      <E_1064>3021000.00</E_1064>
      <E_0065>2090000.00</E_0065>
      <E_1065>1810000.00</E_1065>
      <E_0066>87000.00</E_0066>
      <E_1066>83000.00</E_1066>
      <E_0067>38659000.00</E_0067>
      <E_1067>41022000.00</E_1067>
      <E_0068>2876000.00</E_0068>
      <E_1068>3005000.00</E_1068>
      <E_0069>-8804000.00</E_0069>
      <E_1069>-9513000.00</E_1069>
      <E_1070>0.00</E_1070>
      <E_0071>0.00</E_0071>
      <E_1071>0.00</E_1071>
      <E_0074>0.00</E_0074>
      <E_1074>0.00</E_1074>
      <E_0082>0.00</E_0082>
      <E_1082>0.00</E_1082>
      <E_0085>12533000.00</E_0085>
      <E_1085>22010000.00</E_1085>
      <E_0086>12533000.00</E_0086>
      <E_1086>22010000.00</E_1086>
      <E_0088>434573000.00</E_0088>
      <E_1088>462112000.00</E_1088>
      <E_0089>351457000.00</E_0089>
      <E_1089>371282000.00</E_1089>
      <E_0090>0.00</E_0090>
      <E_1090>0.00</E_1090>
      <E_0094>351457000.00</E_0094>
      <E_1094>371282000.00</E_1094>
      <E_0095>339001000.00</E_0095>
      <E_1095>349529000.00</E_1095>
      <E_0096>266501000.00</E_0096>
      <E_1096>277029000.00</E_1096>
      <E_0097>72500000.00</E_0097>
      <E_1097>72500000.00</E_1097>
      <E_0098>0.00</E_0098>
      <E_1098>0.00</E_1098>
      <E_0099>0.00</E_0099>
      <E_1099>0.00</E_1099>
      <E_0101>12456000.00</E_0101>
      <E_1101>21753000.00</E_1101>
      <E_0102>12456000.00</E_0102>
      <E_1102>21753000.00</E_1102>
      <E_0108>0.00</E_0108>
      <E_1108>0.00</E_1108>
      <E_0112>0.00</E_0112>
      <E_1112>0.00</E_1112>
      <E_0117>83116000.00</E_0117>
      <E_1117>90830000.00</E_1117>
      <E_0119>0.00</E_0119>
      <E_1119>0.00</E_1119>
      <E_0123>36577000.00</E_0123>
      <E_1123>43152000.00</E_1123>
      <E_0124>36575000.00</E_0124>
      <E_1124>43150000.00</E_1124>
      <E_0125>36572000.00</E_0125>
      <E_1125>43147000.00</E_1125>
      <E_0126>0.00</E_0126>
      <E_0127>0.00</E_0127>
      <E_1127>0.00</E_1127>
      <E_0128>3000.00</E_0128>
      <E_1128>3000.00</E_1128>
      <E_0129>0.00</E_0129>
      <E_1129>0.00</E_1129>
      <E_0131>2000.00</E_0131>
      <E_1131>2000.00</E_1131>
      <E_0136>2000.00</E_0136>
      <E_1136>2000.00</E_1136>
      <E_0139>0.00</E_0139>
      <E_1139>0.00</E_1139>
      <E_0143>0.00</E_0143>
      <E_1143>0.00</E_1143>
      <E_0148>46539000.00</E_0148>
      <E_1148>47678000.00</E_1148>
      <E_0149>46536000.00</E_0149>
      <E_1149>47668000.00</E_1149>
      <E_0150>2000.00</E_0150>
      <E_1150>2000.00</E_1150>
      <E_0151>1000.00</E_0151>
      <E_1151>1000.00</E_1151>
      <E_0153>46533000.00</E_0153>
      <E_1153>47665000.00</E_1153>
      <E_0157>3000.00</E_0157>
      <E_1157>10000.00</E_1157>
      <E_0158>0.00</E_0158>
      <E_1158>0.00</E_1158>
      <E_0162>434573000.00</E_0162>
      <E_1162>462112000.00</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>2237000.00</E_0201>
      <E_1201>1958000.00</E_1201>
      <E_2201>4203000.00</E_2201>
      <E_3201>3916000.00</E_3201>
      <E_0202>2237000.00</E_0202>
      <E_1202>1958000.00</E_1202>
      <E_2202>4203000.00</E_2202>
      <E_3202>3916000.00</E_3202>
      <E_0204>-42000.00</E_0204>
      <E_1204>-42000.00</E_1204>
      <E_2204>-86000.00</E_2204>
      <E_3204>-82000.00</E_3204>
      <E_0205>-26000.00</E_0205>
      <E_1205>-25000.00</E_1205>
      <E_2205>-52000.00</E_2205>
      <E_3205>-49000.00</E_3205>
      <E_0206>-16000.00</E_0206>
      <E_1206>-17000.00</E_1206>
      <E_2206>-34000.00</E_2206>
      <E_3206>-33000.00</E_3206>
      <E_0209>2195000.00</E_0209>
      <E_1209>1916000.00</E_1209>
      <E_2209>4117000.00</E_2209>
      <E_3209>3834000.00</E_3209>
      <E_0210>0.00</E_0210>
      <E_1210>0.00</E_1210>
      <E_2210>0.00</E_2210>
      <E_3210>0.00</E_3210>
      <E_0217>-1243000.00</E_0217>
      <E_1217>-876000.00</E_1217>
      <E_2217>-3504000.00</E_2217>
      <E_3217>-2067000.00</E_3217>
      <E_0218>-3000.00</E_0218>
      <E_1218>-19000.00</E_1218>
      <E_2218>-16000.00</E_2218>
      <E_3218>-58000.00</E_3218>
      <E_0219>-2000.00</E_0219>
      <E_1219>-2000.00</E_1219>
      <E_2219>-5000.00</E_2219>
      <E_3219>-4000.00</E_3219>
      <E_1220>-17000.00</E_1220>
      <E_3220>-38000.00</E_3220>
      <E_0222>-1000.00</E_0222>
      <E_2222>-11000.00</E_2222>
      <E_3222>-16000.00</E_3222>
      <E_0224>-1240000.00</E_0224>
      <E_1224>-857000.00</E_1224>
      <E_2224>-3488000.00</E_2224>
      <E_3224>-2009000.00</E_3224>
      <E_0225>-19000.00</E_0225>
      <E_1225>-20000.00</E_1225>
      <E_2225>-37000.00</E_2225>
      <E_3225>-40000.00</E_3225>
      <E_0226>-6000.00</E_0226>
      <E_1226>-6000.00</E_1226>
      <E_2226>-12000.00</E_2226>
      <E_3226>-12000.00</E_3226>
      <E_0228>-1546000.00</E_0228>
      <E_1228>-831000.00</E_1228>
      <E_2228>-3439000.00</E_2228>
      <E_3228>-1957000.00</E_3228>
      <E_0230>331000.00</E_0230>
      <E_0231>879000.00</E_0231>
      <E_1231>214000.00</E_1231>
      <E_2231>1004000.00</E_2231>
      <E_3231>398000.00</E_3231>
      <E_0232>879000.00</E_0232>
      <E_1232>214000.00</E_1232>
      <E_2232>1004000.00</E_2232>
      <E_3232>398000.00</E_3232>
      <E_0234>0.00</E_0234>
      <E_1234>0.00</E_1234>
      <E_2234>0.00</E_2234>
      <E_3234>0.00</E_3234>
      <E_0238>-1831000.00</E_0238>
      <E_1238>-1254000.00</E_1238>
      <E_2238>-1617000.00</E_2238>
      <E_3238>-2165000.00</E_3238>
      <E_1239>0.00</E_1239>
      <E_0240>0.00</E_0240>
      <E_1240>0.00</E_1240>
      <E_2240>0.00</E_2240>
      <E_3240>0.00</E_3240>
      <E_0242>0.00</E_0242>
      <E_1242>0.00</E_1242>
      <E_2242>0.00</E_2242>
      <E_3242>0.00</E_3242>
    </CuentaPerdidasGanancias>
    <EstadoFlujosEfectivo>
      <E_0300>-1217000.00</E_0300>
      <E_1300>510000.00</E_1300>
      <E_2300>-994000.00</E_2300>
      <E_3300>-307000.00</E_3300>
      <E_0301>1890000.00</E_0301>
      <E_1301>1840000.00</E_1301>
      <E_2301>3632000.00</E_2301>
      <E_3301>3689000.00</E_3301>
      <E_0302>1934000.00</E_0302>
      <E_1302>1901000.00</E_1302>
      <E_2302>3719000.00</E_2302>
      <E_3302>3808000.00</E_3302>
      <E_0303>-26000.00</E_0303>
      <E_1303>-25000.00</E_1303>
      <E_2303>-52000.00</E_2303>
      <E_3303>-48000.00</E_3303>
      <E_1306>-19000.00</E_1306>
      <E_3306>-38000.00</E_3306>
      <E_0307>-18000.00</E_0307>
      <E_1307>-17000.00</E_1307>
      <E_2307>-35000.00</E_2307>
      <E_3307>-33000.00</E_3307>
      <E_0309>-3116000.00</E_0309>
      <E_1309>-1322000.00</E_1309>
      <E_2309>-4620000.00</E_2309>
      <E_3309>-3987000.00</E_3309>
      <E_0310>-19000.00</E_0310>
      <E_1310>-20000.00</E_1310>
      <E_2310>-37000.00</E_2310>
      <E_3310>-40000.00</E_3310>
      <E_0311>-6000.00</E_0311>
      <E_1311>-6000.00</E_1311>
      <E_2311>-12000.00</E_2311>
      <E_3311>-12000.00</E_3311>
      <E_0313>-3091000.00</E_0313>
      <E_1313>-1296000.00</E_1313>
      <E_2313>-4571000.00</E_2313>
      <E_3313>-3935000.00</E_3313>
      <E_0315>9000.00</E_0315>
      <E_1315>-8000.00</E_1315>
      <E_2315>-6000.00</E_2315>
      <E_3315>-9000.00</E_3315>
      <E_1320>-14000.00</E_1320>
      <E_2320>-22000.00</E_2320>
      <E_3320>-15000.00</E_3320>
      <E_0321>9000.00</E_0321>
      <E_1321>6000.00</E_1321>
      <E_2321>16000.00</E_2321>
      <E_3321>6000.00</E_3321>
      <E_0322>-9253000.00</E_0322>
      <E_1322>-366000.00</E_1322>
      <E_2322>-8483000.00</E_2322>
      <E_3322>333000.00</E_3322>
      <E_0325>45000.00</E_0325>
      <E_1325>-366000.00</E_1325>
      <E_2325>815000.00</E_2325>
      <E_3325>334000.00</E_3325>
      <E_0326>4266000.00</E_0326>
      <E_1326>4310000.00</E_1326>
      <E_2326>8754000.00</E_2326>
      <E_3326>8657000.00</E_3326>
      <E_0327>3081000.00</E_0327>
      <E_1327>2539000.00</E_1327>
      <E_2327>5680000.00</E_2327>
      <E_3327>5097000.00</E_3327>
      <E_0328>0.00</E_0328>
      <E_0329>8000.00</E_0329>
      <E_1329>8000.00</E_1329>
      <E_2329>13000.00</E_2329>
      <E_3329>8000.00</E_3329>
      <E_0330>1493000.00</E_0330>
      <E_1330>1002000.00</E_1330>
      <E_2330>3471000.00</E_2330>
      <E_3330>2226000.00</E_3330>
      <E_0331>-8803000.00</E_0331>
      <E_1331>-8225000.00</E_1331>
      <E_2331>-17103000.00</E_2331>
      <E_3331>-15654000.00</E_3331>
      <E_0332>-9298000.00</E_0332>
      <E_1332>0.00</E_1332>
      <E_2332>-9298000.00</E_2332>
      <E_3332>-1000.00</E_3332>
      <E_0334>-9298000.00</E_0334>
      <E_2334>-9298000.00</E_2334>
      <E_1336>0.00</E_1336>
      <E_3336>-1000.00</E_3336>
      <E_0337>-10470000.00</E_0337>
      <E_1337>144000.00</E_1337>
      <E_2337>-9477000.00</E_2337>
      <E_3337>26000.00</E_3337>
      <E_0338>23003000.00</E_0338>
      <E_1338>22321000.00</E_1338>
      <E_2338>22010000.00</E_2338>
      <E_3338>22439000.00</E_3338>
      <E_0339>12533000.00</E_0339>
      <E_1339>22465000.00</E_1339>
      <E_2339>12533000.00</E_2339>
      <E_3339>22465000.00</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0350>0.00</E_0350>
      <E_1350>0.00</E_1350>
      <E_2350>0.00</E_2350>
      <E_3350>0.00</E_3350>
      <E_0356>0.00</E_0356>
      <E_1356>0.00</E_1356>
      <E_2356>0.00</E_2356>
      <E_3356>0.00</E_3356>
      <E_0357>0.00</E_0357>
      <E_1357>0.00</E_1357>
      <E_2357>0.00</E_2357>
      <E_3357>0.00</E_3357>
      <E_0363>0.00</E_0363>
      <E_1363>0.00</E_1363>
      <E_2363>0.00</E_2363>
      <E_3363>0.00</E_3363>
      <E_0364>0.00</E_0364>
      <E_1364>0.00</E_1364>
      <E_2364>0.00</E_2364>
      <E_3364>0.00</E_3364>
      <E_0369>0.00</E_0369>
      <E_1369>0.00</E_1369>
      <E_2369>0.00</E_2369>
      <E_3369>0.00</E_3369>
      <E_0370>0.00</E_0370>
      <E_1370>0.00</E_1370>
      <E_2370>0.00</E_2370>
      <E_3370>0.00</E_3370>
    </IngresosGastosReconocidos>
    <ActivosTitulizados>
      <E_0380>12.63</E_0380>
      <E_0400>0.72</E_0400>
      <E_0420>0.00</E_0420>
      <E_0440>6.73</E_0440>
      <E_1380>12.89</E_1380>
      <E_1400>1.07</E_1400>
      <E_1420>0.00</E_1420>
      <E_1440>6.82</E_1440>
      <E_2380>0.60</E_2380>
      <E_0381>12.63</E_0381>
      <E_0401>0.72</E_0401>
      <E_0421>0.00</E_0421>
      <E_0441>6.73</E_0441>
      <E_1381>12.89</E_1381>
      <E_1401>1.07</E_1401>
      <E_1421>0.00</E_1421>
      <E_1441>6.82</E_1441>
      <E_2381>0.60</E_2381>
      <E_0399>12.63</E_0399>
      <E_0419>0.72</E_0419>
      <E_0439>0.00</E_0439>
      <E_0459>6.73</E_0459>
      <E_1399>12.89</E_1399>
      <E_1419>1.07</E_1419>
      <E_1439>0.00</E_1439>
      <E_1459>6.82</E_1459>
      <E_2399>0.60</E_2399>
      <E_0460>363.00</E_0460>
      <E_0467>78000.00</E_0467>
      <E_0474>42000.00</E_0474>
      <E_0488>120000.00</E_0488>
      <E_0495>78678000.00</E_0495>
      <E_0509>78798000.00</E_0509>
      <E_0461>156.00</E_0461>
      <E_0468>113000.00</E_0468>
      <E_0475>44000.00</E_0475>
      <E_0489>157000.00</E_0489>
      <E_0496>12728000.00</E_0496>
      <E_0510>12885000.00</E_0510>
      <E_0462>67.00</E_0462>
      <E_0469>41000.00</E_0469>
      <E_0476>24000.00</E_0476>
      <E_0483>69000.00</E_0483>
      <E_0490>134000.00</E_0490>
      <E_0497>3025000.00</E_0497>
      <E_0511>3159000.00</E_0511>
      <E_0463>70.00</E_0463>
      <E_0470>50000.00</E_0470>
      <E_0477>24000.00</E_0477>
      <E_0484>39000.00</E_0484>
      <E_0491>113000.00</E_0491>
      <E_0498>1861000.00</E_0498>
      <E_0512>1974000.00</E_0512>
      <E_0464>43.00</E_0464>
      <E_0471>46000.00</E_0471>
      <E_0478>26000.00</E_0478>
      <E_0485>35000.00</E_0485>
      <E_0492>107000.00</E_0492>
      <E_0499>1374000.00</E_0499>
      <E_0513>1481000.00</E_0513>
      <E_0465>1418.00</E_0465>
      <E_0472>38522000.00</E_0472>
      <E_0479>2802000.00</E_0479>
      <E_0486>1340000.00</E_0486>
      <E_0493>42664000.00</E_0493>
      <E_0500>7287000.00</E_0500>
      <E_0514>49951000.00</E_0514>
      <E_0466>2117.00</E_0466>
      <E_0473>38850000.00</E_0473>
      <E_0480>2962000.00</E_0480>
      <E_0487>1483000.00</E_0487>
      <E_0494>43295000.00</E_0494>
      <E_0501>104953000.00</E_0501>
      <E_0508>0.00</E_0508>
      <E_1515>148248000.00</E_1515>
      <E_0515>277.00</E_0515>
      <E_0522>75000.00</E_0522>
      <E_0529>39000.00</E_0529>
      <E_0543>114000.00</E_0543>
      <E_0550>72010000.00</E_0550>
      <E_0564>72124000.00</E_0564>
      <E_0571>53820000.00</E_0571>
      <E_0578>53505000.00</E_0578>
      <E_0584>134.01</E_0584>
      <E_0516>122.00</E_0516>
      <E_0523>111000.00</E_0523>
      <E_0530>41000.00</E_0530>
      <E_0544>152000.00</E_0544>
      <E_0551>12065000.00</E_0551>
      <E_0565>12217000.00</E_0565>
      <E_0572>21650000.00</E_0572>
      <E_0579>21490000.00</E_0579>
      <E_0585>56.43</E_0585>
      <E_0517>48.00</E_0517>
      <E_0524>38000.00</E_0524>
      <E_0531>22000.00</E_0531>
      <E_0538>63000.00</E_0538>
      <E_0545>123000.00</E_0545>
      <E_0552>2855000.00</E_0552>
      <E_0566>2978000.00</E_0566>
      <E_0573>6987000.00</E_0573>
      <E_0580>6987000.00</E_0580>
      <E_0586>42.62</E_0586>
      <E_0518>44.00</E_0518>
      <E_0525>47000.00</E_0525>
      <E_0532>20000.00</E_0532>
      <E_0539>33000.00</E_0539>
      <E_0546>100000.00</E_0546>
      <E_0553>1679000.00</E_0553>
      <E_0567>1779000.00</E_0567>
      <E_0574>5962000.00</E_0574>
      <E_0581>5962000.00</E_0581>
      <E_0587>29.84</E_0587>
      <E_0519>29.00</E_0519>
      <E_0526>44000.00</E_0526>
      <E_0533>23000.00</E_0533>
      <E_0540>31000.00</E_0540>
      <E_0547>98000.00</E_0547>
      <E_0554>1285000.00</E_0554>
      <E_0568>1383000.00</E_0568>
      <E_0575>3939000.00</E_0575>
      <E_0582>3939000.00</E_0582>
      <E_0588>35.11</E_0588>
      <E_0520>851.00</E_0520>
      <E_0527>32055000.00</E_0527>
      <E_0534>2420000.00</E_0534>
      <E_0541>1126000.00</E_0541>
      <E_0548>35601000.00</E_0548>
      <E_0555>6769000.00</E_0555>
      <E_0569>42370000.00</E_0569>
      <E_0576>126542000.00</E_0576>
      <E_0583>126062000.00</E_0583>
      <E_0589>33.48</E_0589>
      <E_0521>1371.00</E_0521>
      <E_0528>32370000.00</E_0528>
      <E_0535>2565000.00</E_0535>
      <E_0542>1253000.00</E_0542>
      <E_0549>36188000.00</E_0549>
      <E_0556>96663000.00</E_0556>
      <E_0563>0.00</E_0563>
      <E_0570>132851000.00</E_0570>
      <E_0577>218900000.00</E_0577>
      <E_0590>60.69</E_0590>
      <E_0600>722000.00</E_0600>
      <E_1600>189000.00</E_1600>
      <E_2600>32000.00</E_2600>
      <E_0601>174000.00</E_0601>
      <E_1601>908000.00</E_1601>
      <E_2601>224000.00</E_2601>
      <E_0602>186000.00</E_0602>
      <E_1602>273000.00</E_1602>
      <E_2602>776000.00</E_2602>
      <E_0603>438000.00</E_0603>
      <E_1603>252000.00</E_1603>
      <E_2603>153000.00</E_2603>
      <E_0604>838000.00</E_0604>
      <E_1604>680000.00</E_1604>
      <E_2604>1028000.00</E_2604>
      <E_0605>12754000.00</E_0605>
      <E_1605>12954000.00</E_1605>
      <E_2605>12481000.00</E_2605>
      <E_0606>398082000.00</E_0606>
      <E_1606>416395000.00</E_1606>
      <E_2606>1435306000.00</E_2606>
      <E_0607>413194000.00</E_0607>
      <E_1607>431651000.00</E_1607>
      <E_2607>1450000000.00</E_2607>
      <E_0608>17.13</E_0608>
      <E_1608>17.58</E_1608>
      <E_2608>30.00</E_2608>
      <E_0609>14.56</E_0609>
      <E_1609>14.07</E_1609>
      <E_2609>1.15</E_2609>
      <E_0620>1282.00</E_0620>
      <E_0630>79545000.00</E_0630>
      <E_1620>1258.00</E_1620>
      <E_1630>80099000.00</E_1630>
      <E_2620>1411.00</E_2620>
      <E_2630>100944000.00</E_2630>
      <E_0621>2150.00</E_0621>
      <E_0631>182986000.00</E_0631>
      <E_1621>1948.00</E_1621>
      <E_1631>169933000.00</E_1631>
      <E_2621>1831.00</E_2621>
      <E_2631>253220000.00</E_2631>
      <E_0622>1150.00</E_0622>
      <E_0632>112528000.00</E_0632>
      <E_1622>1465.00</E_1622>
      <E_1632>141082000.00</E_1632>
      <E_2622>8030.00</E_2622>
      <E_2632>961165000.00</E_2632>
      <E_0623>59.00</E_0623>
      <E_0633>7324000.00</E_0633>
      <E_1623>65.00</E_1623>
      <E_1633>8070000.00</E_1633>
      <E_2623>267.00</E_2623>
      <E_2633>34842000.00</E_2633>
      <E_0628>4641.00</E_0628>
      <E_0638>382383000.00</E_0638>
      <E_1628>4736.00</E_1628>
      <E_1638>399184000.00</E_1638>
      <E_2628>11539.00</E_2628>
      <E_2638>1350171000.00</E_2638>
      <E_0639>53.35</E_0639>
      <E_1639>54.16</E_1639>
      <E_2639>68.81</E_2639>
      <E_0650>2.26</E_0650>
      <E_1650>2.19</E_1650>
      <E_2650>4.00</E_2650>
      <E_0651>10.69</E_0651>
      <E_1651>10.69</E_1651>
      <E_2651>11.25</E_2651>
      <E_0652>0.00</E_0652>
      <E_1652>0.07</E_1652>
      <E_2652>1.60</E_2652>
      <E_0660>1135.00</E_0660>
      <E_0683>87336000.00</E_0683>
      <E_1660>1167.00</E_1660>
      <E_1683>91703000.00</E_1683>
      <E_2660>2814.00</E_2660>
      <E_2683>310852000.00</E_2683>
      <E_0661>44.00</E_0661>
      <E_0684>3564000.00</E_0684>
      <E_1661>45.00</E_1661>
      <E_1684>3652000.00</E_1684>
      <E_2661>119.00</E_2661>
      <E_2684>14202000.00</E_2684>
      <E_0662>182.00</E_0662>
      <E_0685>11860000.00</E_0685>
      <E_1662>184.00</E_1662>
      <E_1685>12233000.00</E_1685>
      <E_2662>386.00</E_2662>
      <E_2685>34346000.00</E_2685>
      <E_0663>189.00</E_0663>
      <E_0686>18688000.00</E_0686>
      <E_1663>191.00</E_1663>
      <E_1686>19391000.00</E_1686>
      <E_2663>473.00</E_2663>
      <E_2686>65708000.00</E_2686>
      <E_0664>493.00</E_0664>
      <E_0687>32884000.00</E_0687>
      <E_1664>499.00</E_1664>
      <E_1687>34403000.00</E_1687>
      <E_2664>1076.00</E_2664>
      <E_2687>107319000.00</E_2687>
      <E_0665>78.00</E_0665>
      <E_0688>6606000.00</E_0688>
      <E_1665>78.00</E_1665>
      <E_1688>6737000.00</E_1688>
      <E_2665>142.00</E_2665>
      <E_2688>16541000.00</E_2688>
      <E_0666>116.00</E_0666>
      <E_0689>8018000.00</E_0689>
      <E_1666>118.00</E_1666>
      <E_1689>8367000.00</E_1689>
      <E_2666>290.00</E_2666>
      <E_2689>26782000.00</E_2689>
      <E_0667>216.00</E_0667>
      <E_0690>18386000.00</E_0690>
      <E_1667>217.00</E_1667>
      <E_1690>18789000.00</E_1690>
      <E_2667>549.00</E_2667>
      <E_2690>65754000.00</E_2690>
      <E_0668>606.00</E_0668>
      <E_0691>59522000.00</E_0691>
      <E_1668>615.00</E_1668>
      <E_1691>61846000.00</E_1691>
      <E_2668>1508.00</E_2668>
      <E_2691>209026000.00</E_2691>
      <E_0670>70.00</E_0670>
      <E_0693>3251000.00</E_0693>
      <E_1670>70.00</E_1670>
      <E_1693>3342000.00</E_1693>
      <E_2670>172.00</E_2670>
      <E_2693>12713000.00</E_2693>
      <E_0671>196.00</E_0671>
      <E_0694>13164000.00</E_0694>
      <E_1671>199.00</E_1671>
      <E_1694>13734000.00</E_1694>
      <E_2671>450.00</E_2671>
      <E_2694>46118000.00</E_2694>
      <E_0672>2575.00</E_0672>
      <E_0695>95445000.00</E_0695>
      <E_1672>2664.00</E_1672>
      <E_1695>100142000.00</E_1695>
      <E_2672>6740.00</E_2672>
      <E_2695>331518000.00</E_2695>
      <E_0674>83.00</E_0674>
      <E_0697>5689000.00</E_0697>
      <E_1674>89.00</E_1674>
      <E_1697>6188000.00</E_1697>
      <E_2674>270.00</E_2674>
      <E_2697>25224000.00</E_2697>
      <E_0675>15.00</E_0675>
      <E_0698>1243000.00</E_0698>
      <E_1675>15.00</E_1675>
      <E_1698>1268000.00</E_1698>
      <E_2675>43.00</E_2675>
      <E_2698>5158000.00</E_2698>
      <E_0676>13.00</E_0676>
      <E_0699>1067000.00</E_0699>
      <E_1676>13.00</E_1676>
      <E_1699>1087000.00</E_1699>
      <E_2676>36.00</E_2676>
      <E_2699>3478000.00</E_2699>
      <E_0677>511.00</E_0677>
      <E_0700>37205000.00</E_0700>
      <E_1677>525.00</E_1677>
      <E_1700>39121000.00</E_1700>
      <E_2677>1473.00</E_2677>
      <E_2700>147199000.00</E_2700>
      <E_0678>95.00</E_0678>
      <E_0701>9266000.00</E_0701>
      <E_1678>97.00</E_1678>
      <E_1701>9648000.00</E_1701>
      <E_2678>201.00</E_2678>
      <E_2701>28062000.00</E_2701>
      <E_0679>6617.00</E_0679>
      <E_0702>413194000.00</E_0702>
      <E_1679>6786.00</E_1679>
      <E_1702>431651000.00</E_1702>
      <E_2679>16742.00</E_2679>
      <E_2702>1450000000.00</E_2702>
      <E_0682>6617.00</E_0682>
      <E_0705>413194000.00</E_0705>
      <E_1682>6786.00</E_1682>
      <E_1705>431651000.00</E_1705>
      <E_2682>16742.00</E_2682>
      <E_2705>1450000000.00</E_2705>
      <E_0710>0.84</E_0710>
      <E_1710>0.81</E_1710>
      <E_2710>0.37</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <DetalleImportePendiente>
        <Serie>ES0338341029</Serie>
        <Denominacion>B.T.A'S SERIE C</Denominacion>
        <E_0720>384.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>38400000.00</E_0722>
        <E_1720>384.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>38400000.00</E_1722>
        <E_2720>384.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>38400000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0338341011</Serie>
        <Denominacion>B.T.A'S SERIE B</Denominacion>
        <E_0720>341.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>34100000.00</E_0722>
        <E_1720>341.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>34100000.00</E_1722>
        <E_2720>341.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>34100000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0338341003</Serie>
        <Denominacion>B.T.A'S SERIE A</Denominacion>
        <E_0720>13775.00</E_0720>
        <E_0721>22000.00</E_0721>
        <E_0722>303073000.00</E_0722>
        <E_1720>13775.00</E_1720>
        <E_1721>23000.00</E_1721>
        <E_1722>320176000.00</E_1722>
        <E_2720>13775.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>1377500000.00</E_2722>
      </DetalleImportePendiente>
      <E_0723>14500.00</E_0723>
      <E_0724>375573000.00</E_0724>
      <E_1723>14500.00</E_1723>
      <E_1724>392676000.00</E_1724>
      <E_2723>14500.00</E_2723>
      <E_2724>1450000000.00</E_2724>
      <DetalleInteres>
        <Serie>ES0338341029</Serie>
        <Denominacion>B.T.A'S SERIE C</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>E3M</E_0731>
        <E_0732>0.58</E_0732>
        <E_0733>0.26</E_0733>
        <E_0734>3000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>38400000.00</E_0736>
        <E_0738>38403000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0338341011</Serie>
        <Denominacion>B.T.A'S SERIE B</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>E3M</E_0731>
        <E_0732>0.29</E_0732>
        <E_0733>0.00</E_0733>
        <E_0742>N</E_0742>
        <E_0736>34100000.00</E_0736>
        <E_0738>34100000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0338341003</Serie>
        <Denominacion>B.T.A'S SERIE A</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>E3M</E_0731>
        <E_0732>0.15</E_0732>
        <E_0733>0.00</E_0733>
        <E_0742>N</E_0742>
        <E_0736>303073000.00</E_0736>
        <E_0738>303073000.00</E_0738>
      </DetalleInteres>
      <E_0740>3000.00</E_0740>
      <E_0741>0.00</E_0741>
      <E_0743>375573000.00</E_0743>
      <E_0744>0.00</E_0744>
      <E_0745>375576000.00</E_0745>
      <E_0746>0.00</E_0746>
      <E_0747>0.02</E_0747>
      <E_0748>0.02</E_0748>
      <DetalleAmortizacion>
        <Serie>ES0338341011</Serie>
        <Denominacion>B.T.A'S SERIE B</Denominacion>
        <E_0753>6462000.00</E_0753>
        <E_1753>6462000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0338341029</Serie>
        <Denominacion>B.T.A'S SERIE C</Denominacion>
        <E_0752>26000.00</E_0752>
        <E_0753>8861000.00</E_0753>
        <E_1752>25000.00</E_1752>
        <E_1753>8759000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0338341003</Serie>
        <Denominacion>B.T.A'S SERIE A</Denominacion>
        <E_0750>8803000.00</E_0750>
        <E_0751>1074427000.00</E_0751>
        <E_0753>151650000.00</E_0753>
        <E_1750>8225000.00</E_1750>
        <E_1751>1040975000.00</E_1751>
        <E_1753>151650000.00</E_1753>
      </DetalleAmortizacion>
      <E_0754>8803000.00</E_0754>
      <E_0755>1074427000.00</E_0755>
      <E_0756>26000.00</E_0756>
      <E_0757>166973000.00</E_0757>
      <E_1754>8225000.00</E_1754>
      <E_1755>1040975000.00</E_1755>
      <E_1756>25000.00</E_1756>
      <E_1757>166871000.00</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0338341029</Serie>
        <Denominacion>B.T.A'S SERIE C</Denominacion>
        <E_0760>20100211</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>B-</E_0762>
        <E_0763>B-</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0338341011</Serie>
        <Denominacion>B.T.A'S SERIE B</Denominacion>
        <E_0760>20150129</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>B+</E_0762>
        <E_0763>B+</E_0763>
        <E_0764>A-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0338341003</Serie>
        <Denominacion>B.T.A'S SERIE A</Denominacion>
        <E_0760>20150129</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBB</E_0762>
        <E_0763>BBB</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0338341029</Serie>
        <Denominacion>B.T.A'S SERIE C</Denominacion>
        <E_0760>20150310</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>CCC</E_0762>
        <E_0763>CCC</E_0763>
        <E_0764>BB+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0338341011</Serie>
        <Denominacion>B.T.A'S SERIE B</Denominacion>
        <E_0760>20190331</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BB+</E_0762>
        <E_0763>BB</E_0763>
        <E_0764>A+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0338341003</Serie>
        <Denominacion>B.T.A'S SERIE A</Denominacion>
        <E_0760>20180630</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BBB+</E_0762>
        <E_0763>BBB+</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0765>722000.00</E_0765>
      <E_1765>189000.00</E_1765>
      <E_2765>32000.00</E_2765>
      <E_0766>174000.00</E_0766>
      <E_1766>908000.00</E_1766>
      <E_2766>224000.00</E_2766>
      <E_0767>186000.00</E_0767>
      <E_1767>273000.00</E_1767>
      <E_2767>776000.00</E_2767>
      <E_0768>438000.00</E_0768>
      <E_1768>252000.00</E_1768>
      <E_0769>838000.00</E_0769>
      <E_1769>680000.00</E_1769>
      <E_2769>1181000.00</E_2769>
      <E_0770>12754000.00</E_0770>
      <E_1770>12954000.00</E_1770>
      <E_2770>12481000.00</E_2770>
      <E_0771>360461000.00</E_0771>
      <E_1771>377420000.00</E_1771>
      <E_2771>1435306000.00</E_2771>
      <E_0772>375573000.00</E_0772>
      <E_1772>392676000.00</E_1772>
      <E_2772>1450000000.00</E_2772>
      <E_0773>17.13</E_0773>
      <E_1773>17.58</E_1773>
      <E_2773>30.00</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>12452000.00</E_0775>
      <E_1775>21750000.00</E_1775>
      <E_2775>21750000.00</E_2775>
      <E_0776>21750000.00</E_0776>
      <E_1776>21750000.00</E_1776>
      <E_2776>5800000.00</E_2776>
      <E_0777>3.32</E_0777>
      <E_1777>5.54</E_1777>
      <E_2777>1.50</E_2777>
      <E_0778>SANTANDER</E_0778>
      <E_1778>SANTANDER</E_1778>
      <E_2778>SANTANDER</E_2778>
      <E_0779>A-1 cp /  F-1 cp</E_0779>
      <E_1779>A-1 cp /  F-1 cp</E_1779>
      <E_2779>A-1 cp /  F-1 cp</E_2779>
      <E_0780>A-1 cp /  F-1 cp</E_0780>
      <E_1780>A-1 cp /  F-1 cp</E_1780>
      <E_2780>A-1 cp /  F-1 cp</E_2780>
      <E_0781>0.00</E_0781>
      <E_1781>0.00</E_1781>
      <E_2781>0.00</E_2781>
      <E_0782>0.00</E_0782>
      <E_1782>0.00</E_1782>
      <E_2782>0.00</E_2782>
      <E_0786>0.00</E_0786>
      <E_1786>0.00</E_1786>
      <E_2786>0.00</E_2786>
      <E_0787>0.00</E_0787>
      <E_1787>0.00</E_1787>
      <E_2787>0.00</E_2787>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>80.70</E_0792>
      <E_1792>81.54</E_1792>
      <E_2792>95.00</E_2792>
      <E_0808>0.00</E_0808>
      <E_0809>0.00</E_0809>
      <E_0810>0.00</E_0810>
      <E_0827>0.00</E_0827>
      <E_1827>0.00</E_1827>
      <E_2827>0.00</E_2827>
      <E_0844>0.00</E_0844>
      <E_1844>0.00</E_1844>
      <E_2844>0.00</E_2844>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3.00</E_7000>
      <E_7002>90.00</E_7002>
      <E_7003>53158000.00</E_7003>
      <E_7006>56614000.00</E_7006>
      <E_7009>12.87</E_7009>
      <E_7012>13.12</E_7012>
      <E_7015>13.00</E_7015>
      <E_7005>53158000.00</E_7005>
      <E_7008>56614000.00</E_7008>
      <E_7011>12.87</E_7011>
      <E_7014>13.12</E_7014>
      <E_7017>13.00</E_7017>
      <E_7018>Nota de Valores</E_7018>
      <E_7019>18.00</E_7019>
      <E_7021>38853000.00</E_7021>
      <E_7024>41279000.00</E_7024>
      <E_7027>9.40</E_7027>
      <E_7030>9.56</E_7030>
      <E_7033>9.52</E_7033>
      <E_7023>38853000.00</E_7023>
      <E_7026>41279000.00</E_7026>
      <E_7029>9.40</E_7029>
      <E_7032>9.56</E_7032>
      <E_7035>9.52</E_7035>
      <E_7036>Modulo Adicional a la Nota de Valores</E_7036>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>UCI 14 Junio19.pdf</Nombre>
          <Contenido>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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>SANTANDER DE TITULIZACIÓN</E_0862>
      <E_1862>100000.00</E_1862>
      <E_2862>365</E_2862>
      <E_3862>0.019</E_3862>
      <E_5862>8500.00</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0863>UCI</E_0863>
      <E_1863>6000.00</E_1863>
      <E_6863>Trimestral</E_6863>
      <E_7863>S</E_7863>
      <E_0864>SANTANDER</E_0864>
      <E_1864>2350.00</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>S</E_7864>
      <E_0866>N</E_0866>
      <E_0867>S</E_0867>
      <E_0870>UCI</E_0870>
      <E_0871>MODULO ADICIONAL</E_0871>
      <E_0878_A>0.00</E_0878_A>
      <E_0878_B>0.00</E_0878_B>
      <E_0878_C>0.00</E_0878_C>
      <E_0878_D>0.00</E_0878_D>
      <E_0878_E>0.00</E_0878_E>
      <E_0878_F>0.00</E_0878_F>
      <E_0878_G>0.00</E_0878_G>
      <E_0878_H>0.00</E_0878_H>
      <E_0878_I>0.00</E_0878_I>
      <E_0878_J>0.00</E_0878_J>
      <E_0878_K>0.00</E_0878_K>
      <E_0878_L>0.00</E_0878_L>
      <E_0882_A>0.00</E_0882_A>
      <E_0882_B>0.00</E_0882_B>
      <E_0882_C>0.00</E_0882_C>
      <E_0882_D>0.00</E_0882_D>
      <E_0882_E>0.00</E_0882_E>
      <E_0882_F>0.00</E_0882_F>
      <E_0882_G>0.00</E_0882_G>
      <E_0882_H>0.00</E_0882_H>
      <E_0882_I>0.00</E_0882_I>
      <E_0882_J>0.00</E_0882_J>
      <E_0882_K>0.00</E_0882_K>
      <E_0882_L>0.00</E_0882_L>
      <E_0885_A>20190601</E_0885_A>
      <E_0885_B>20190301</E_0885_B>
      <E_0885_C>20181201</E_0885_C>
      <E_0885_D>20180901</E_0885_D>
      <E_0885_E>20180601</E_0885_E>
      <E_0885_F>20180301</E_0885_F>
      <E_0885_G>20171201</E_0885_G>
      <E_0885_H>20170901</E_0885_H>
      <E_0885_I>20170601</E_0885_I>
      <E_0885_J>20170301</E_0885_J>
      <E_0885_K>20160301</E_0885_K>
      <E_0885_L>20160601</E_0885_L>
      <E_0886_A>21750000.00</E_0886_A>
      <E_0886_B>21750000.00</E_0886_B>
      <E_0886_C>21750000.00</E_0886_C>
      <E_0886_D>21750000.00</E_0886_D>
      <E_0886_E>21750000.00</E_0886_E>
      <E_0886_F>21750000.00</E_0886_F>
      <E_0886_G>21750000.00</E_0886_G>
      <E_0886_H>21750000.00</E_0886_H>
      <E_0886_I>21750000.00</E_0886_I>
      <E_0886_J>21750000.00</E_0886_J>
      <E_0886_K>21750000.00</E_0886_K>
      <E_0886_L>21750000.00</E_0886_L>
      <E_0887_A>11964000.00</E_0887_A>
      <E_0887_B>9869000.00</E_0887_B>
      <E_0887_C>10750000.00</E_0887_C>
      <E_0887_D>10510000.00</E_0887_D>
      <E_0887_E>9603000.00</E_0887_E>
      <E_0887_F>10688000.00</E_0887_F>
      <E_0887_G>9512000.00</E_0887_G>
      <E_0887_H>8722000.00</E_0887_H>
      <E_0887_I>10966000.00</E_0887_I>
      <E_0887_J>12955000.00</E_0887_J>
      <E_0887_K>10688000.00</E_0887_K>
      <E_0887_L>10739000.00</E_0887_L>
      <E_0888_A>-19000.00</E_0888_A>
      <E_0888_B>-46000.00</E_0888_B>
      <E_0888_C>-36000.00</E_0888_C>
      <E_0888_D>-26000.00</E_0888_D>
      <E_0888_E>-40000.00</E_0888_E>
      <E_0888_F>-34000.00</E_0888_F>
      <E_0888_G>-26000.00</E_0888_G>
      <E_0888_H>-32000.00</E_0888_H>
      <E_0888_I>-27000.00</E_0888_I>
      <E_0888_J>-42000.00</E_0888_J>
      <E_0888_K>-34000.00</E_0888_K>
      <E_0888_L>-36000.00</E_0888_L>
      <E_0889_A>0.00</E_0889_A>
      <E_0889_B>0.00</E_0889_B>
      <E_0889_C>0.00</E_0889_C>
      <E_0889_D>0.00</E_0889_D>
      <E_0889_E>0.00</E_0889_E>
      <E_0889_F>0.00</E_0889_F>
      <E_0889_G>0.00</E_0889_G>
      <E_0889_H>0.00</E_0889_H>
      <E_0889_I>0.00</E_0889_I>
      <E_0889_J>0.00</E_0889_J>
      <E_0889_K>0.00</E_0889_K>
      <E_0889_L>0.00</E_0889_L>
      <E_0890_A>-12452000.00</E_0890_A>
      <E_0890_B>-21750000.00</E_0890_B>
      <E_0890_C>-21750000.00</E_0890_C>
      <E_0890_D>-21750000.00</E_0890_D>
      <E_0890_E>-21750000.00</E_0890_E>
      <E_0890_F>-21750000.00</E_0890_F>
      <E_0890_G>-21750000.00</E_0890_G>
      <E_0890_H>-21750000.00</E_0890_H>
      <E_0890_I>-21750000.00</E_0890_I>
      <E_0890_J>-21750000.00</E_0890_J>
      <E_0890_K>-21750000.00</E_0890_K>
      <E_0890_L>-21750000.00</E_0890_L>
      <E_0891_A>-8830000.00</E_0891_A>
      <E_0891_B>-8326000.00</E_0891_B>
      <E_0891_C>-8131000.00</E_0891_C>
      <E_0891_D>-8269000.00</E_0891_D>
      <E_0891_E>-8250000.00</E_0891_E>
      <E_0891_F>-10357000.00</E_0891_F>
      <E_0891_G>-7664000.00</E_0891_G>
      <E_0891_H>-7583000.00</E_0891_H>
      <E_0891_I>-9498000.00</E_0891_I>
      <E_0891_J>-8415000.00</E_0891_J>
      <E_0891_K>-10358000.00</E_0891_K>
      <E_0891_L>-9900000.00</E_0891_L>
      <E_0892_A>-9315000.00</E_0892_A>
      <E_0892_B>-17000.00</E_0892_B>
      <E_0892_C>-17000.00</E_0892_C>
      <E_0892_D>-17000.00</E_0892_D>
      <E_0892_E>-17000.00</E_0892_E>
      <E_0892_F>-27000.00</E_0892_F>
      <E_0892_G>-17000.00</E_0892_G>
      <E_0892_H>-17000.00</E_0892_H>
      <E_0892_I>-17000.00</E_0892_I>
      <E_0892_J>-17000.00</E_0892_J>
      <E_0892_K>-27000.00</E_0892_K>
      <E_0892_L>-22000.00</E_0892_L>
      <E_0893_A>0.00</E_0893_A>
      <E_0893_B>0.00</E_0893_B>
      <E_0893_C>0.00</E_0893_C>
      <E_0893_D>0.00</E_0893_D>
      <E_0893_E>0.00</E_0893_E>
      <E_0893_F>0.00</E_0893_F>
      <E_0893_G>0.00</E_0893_G>
      <E_0893_H>0.00</E_0893_H>
      <E_0893_I>0.00</E_0893_I>
      <E_0893_J>0.00</E_0893_J>
      <E_0893_K>0.00</E_0893_K>
      <E_0893_L>0.00</E_0893_L>
      <E_0894_A>3097000.00</E_0894_A>
      <E_0894_B>1480000.00</E_0894_B>
      <E_0894_C>2566000.00</E_0894_C>
      <E_0894_D>2198000.00</E_0894_D>
      <E_0894_E>1296000.00</E_0894_E>
      <E_0894_F>270000.00</E_0894_F>
      <E_0894_G>1805000.00</E_0894_G>
      <E_0894_H>1090000.00</E_0894_H>
      <E_0894_I>1424000.00</E_0894_I>
      <E_0894_J>4481000.00</E_0894_J>
      <E_0894_K>269000.00</E_0894_K>
      <E_0894_L>781000.00</E_0894_L>
      <E_0895_A>3097000.00</E_0895_A>
      <E_0895_B>1480000.00</E_0895_B>
      <E_0895_C>2566000.00</E_0895_C>
      <E_0895_D>2198000.00</E_0895_D>
      <E_0895_E>1296000.00</E_0895_E>
      <E_0895_F>270000.00</E_0895_F>
      <E_0895_G>1805000.00</E_0895_G>
      <E_0895_H>1090000.00</E_0895_H>
      <E_0895_I>1424000.00</E_0895_I>
      <E_0895_J>4481000.00</E_0895_J>
      <E_0895_K>269000.00</E_0895_K>
      <E_0895_L>781000.00</E_0895_L>
    </Comisiones>
    <NotasExplicativasEInformes></NotasExplicativasEInformes>
  </TramiteFTAEP>
</TramiteCNMV>