﻿<?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>10058</NumRegistroFondo>
      <DenominacionFondo>FTA SANTANDER HIPOTECARIO 8</DenominacionFondo>
      <DenominacionGestora>Santander de Titulizacion S.G.F.T., S.A</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20190331</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>427912000.00</E_0001>
      <E_1001>438116000.00</E_1001>
      <E_0002>427912000.00</E_0002>
      <E_1002>438116000.00</E_1002>
      <E_0003>404465000.00</E_0003>
      <E_1003>412264000.00</E_1003>
      <E_0005>403803000.00</E_0005>
      <E_1005>411570000.00</E_1005>
      <E_1024>0.00</E_1024>
      <E_0025>1453000.00</E_0025>
      <E_1025>1493000.00</E_1025>
      <E_1026>0.00</E_1026>
      <E_0027>-791000.00</E_0027>
      <E_1027>-799000.00</E_1027>
      <E_1028>0.00</E_1028>
      <E_0029>23447000.00</E_0029>
      <E_1029>25852000.00</E_1029>
      <E_0030>23447000.00</E_0030>
      <E_1030>25852000.00</E_1030>
      <E_0032>0.00</E_0032>
      <E_1032>0.00</E_1032>
      <E_0041>46180000.00</E_0041>
      <E_1041>46582000.00</E_1041>
      <E_0042>4522000.00</E_0042>
      <E_1042>4938000.00</E_1042>
      <E_0043>27120000.00</E_0043>
      <E_1043>27260000.00</E_1043>
      <E_0044>26859000.00</E_0044>
      <E_1044>26983000.00</E_1044>
      <E_0046>21413000.00</E_0046>
      <E_1046>21362000.00</E_1046>
      <E_0065>135000.00</E_0065>
      <E_1065>137000.00</E_1065>
      <E_0066>11000.00</E_0066>
      <E_1066>9000.00</E_1066>
      <E_0067>11626000.00</E_0067>
      <E_1067>11775000.00</E_1067>
      <E_0068>3000.00</E_0068>
      <E_1068>4000.00</E_1068>
      <E_0069>-6329000.00</E_0069>
      <E_1069>-6304000.00</E_1069>
      <E_1070>0.00</E_1070>
      <E_0071>261000.00</E_0071>
      <E_1071>277000.00</E_1071>
      <E_0072>261000.00</E_0072>
      <E_1072>277000.00</E_1072>
      <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>14538000.00</E_0085>
      <E_1085>14384000.00</E_1085>
      <E_0086>14538000.00</E_0086>
      <E_1086>14384000.00</E_1086>
      <E_0088>474092000.00</E_0088>
      <E_1088>484698000.00</E_1088>
      <E_0089>425470000.00</E_0089>
      <E_1089>433711000.00</E_1089>
      <E_0090>0.00</E_0090>
      <E_1090>0.00</E_1090>
      <E_0094>425470000.00</E_0094>
      <E_1094>433711000.00</E_1094>
      <E_0095>425470000.00</E_0095>
      <E_1095>433711000.00</E_1095>
      <E_0096>251020000.00</E_0096>
      <E_1096>259609000.00</E_1096>
      <E_0097>188100000.00</E_0097>
      <E_1097>188100000.00</E_1097>
      <E_0098>-13650000.00</E_0098>
      <E_1098>-13998000.00</E_1098>
      <E_0099>0.00</E_0099>
      <E_1099>0.00</E_1099>
      <E_0101>0.00</E_0101>
      <E_1101>0.00</E_1101>
      <E_0108>0.00</E_0108>
      <E_1108>0.00</E_1108>
      <E_0109>0.00</E_0109>
      <E_0112>0.00</E_0112>
      <E_1112>0.00</E_1112>
      <E_0117>25175000.00</E_0117>
      <E_1117>25135000.00</E_1117>
      <E_0119>0.00</E_0119>
      <E_1119>0.00</E_1119>
      <E_0123>25151000.00</E_0123>
      <E_1123>25088000.00</E_1123>
      <E_0124>25151000.00</E_0124>
      <E_1124>25088000.00</E_1124>
      <E_0125>21413000.00</E_0125>
      <E_1125>21362000.00</E_1125>
      <E_0127>0.00</E_0127>
      <E_1127>0.00</E_1127>
      <E_0128>266000.00</E_0128>
      <E_1128>278000.00</E_1128>
      <E_0129>3472000.00</E_0129>
      <E_1129>3448000.00</E_1129>
      <E_0131>0.00</E_0131>
      <E_1131>0.00</E_1131>
      <E_0132>296000.00</E_0132>
      <E_1132>296000.00</E_1132>
      <E_0135>-306000.00</E_0135>
      <E_1135>-305000.00</E_1135>
      <E_0136>1000.00</E_0136>
      <E_0137>9000.00</E_0137>
      <E_1137>9000.00</E_1137>
      <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>24000.00</E_0148>
      <E_1148>47000.00</E_1148>
      <E_0149>11000.00</E_0149>
      <E_1149>12000.00</E_1149>
      <E_0150>11000.00</E_0150>
      <E_1150>12000.00</E_1150>
      <E_0151>141000.00</E_0151>
      <E_1151>135000.00</E_1151>
      <E_0153>330000.00</E_0153>
      <E_1153>330000.00</E_1153>
      <E_0155>-471000.00</E_0155>
      <E_1155>-465000.00</E_1155>
      <E_0157>13000.00</E_0157>
      <E_1157>35000.00</E_1157>
      <E_0158>23447000.00</E_0158>
      <E_1158>25852000.00</E_1158>
      <E_0160>23447000.00</E_0160>
      <E_1160>25852000.00</E_1160>
      <E_0162>474092000.00</E_0162>
      <E_1162>484698000.00</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>694000.00</E_0201>
      <E_1201>797000.00</E_1201>
      <E_2201>694000.00</E_2201>
      <E_3201>797000.00</E_3201>
      <E_0202>694000.00</E_0202>
      <E_1202>797000.00</E_1202>
      <E_2202>694000.00</E_2202>
      <E_3202>797000.00</E_3202>
      <E_0204>-533000.00</E_0204>
      <E_1204>-543000.00</E_1204>
      <E_2204>-533000.00</E_2204>
      <E_3204>-543000.00</E_3204>
      <E_0205>-533000.00</E_0205>
      <E_1205>-543000.00</E_1205>
      <E_2205>-533000.00</E_2205>
      <E_3205>-543000.00</E_3205>
      <E_2206>0.00</E_2206>
      <E_2207>0.00</E_2207>
      <E_0208>522000.00</E_0208>
      <E_1208>463000.00</E_1208>
      <E_2208>522000.00</E_2208>
      <E_3208>463000.00</E_3208>
      <E_0209>683000.00</E_0209>
      <E_1209>717000.00</E_1209>
      <E_2209>683000.00</E_2209>
      <E_3209>717000.00</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>-53000.00</E_0217>
      <E_1217>-355000.00</E_1217>
      <E_2217>-53000.00</E_2217>
      <E_3217>-355000.00</E_3217>
      <E_0218>-6000.00</E_0218>
      <E_1218>-4000.00</E_1218>
      <E_2218>-6000.00</E_2218>
      <E_3218>-4000.00</E_3218>
      <E_0219>-3000.00</E_0219>
      <E_1219>-2000.00</E_1219>
      <E_2219>-3000.00</E_2219>
      <E_3219>-2000.00</E_3219>
      <E_0222>-3000.00</E_0222>
      <E_1222>-2000.00</E_1222>
      <E_2222>-3000.00</E_2222>
      <E_3222>-2000.00</E_3222>
      <E_0224>-47000.00</E_0224>
      <E_1224>-351000.00</E_1224>
      <E_2224>-47000.00</E_2224>
      <E_3224>-351000.00</E_3224>
      <E_0225>-23000.00</E_0225>
      <E_1225>-25000.00</E_1225>
      <E_2225>-23000.00</E_2225>
      <E_3225>-25000.00</E_3225>
      <E_0226>-6000.00</E_0226>
      <E_1226>-6000.00</E_1226>
      <E_2226>-6000.00</E_2226>
      <E_3226>-6000.00</E_3226>
      <E_1228>-296000.00</E_1228>
      <E_3228>-296000.00</E_3228>
      <E_0230>-18000.00</E_0230>
      <E_1230>-24000.00</E_1230>
      <E_2230>-18000.00</E_2230>
      <E_3230>-24000.00</E_3230>
      <E_0231>-258000.00</E_0231>
      <E_1231>-1116000.00</E_1231>
      <E_2231>-258000.00</E_2231>
      <E_3231>-1116000.00</E_3231>
      <E_0232>-258000.00</E_0232>
      <E_1232>-1116000.00</E_1232>
      <E_2232>-258000.00</E_2232>
      <E_3232>-1116000.00</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>-31000.00</E_0238>
      <E_1238>-177000.00</E_1238>
      <E_2238>-31000.00</E_2238>
      <E_3238>-177000.00</E_3238>
      <E_0239>-341000.00</E_0239>
      <E_1239>931000.00</E_1239>
      <E_2239>-341000.00</E_2239>
      <E_3239>931000.00</E_3239>
      <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>580000.00</E_0300>
      <E_1300>1189000.00</E_1300>
      <E_2300>580000.00</E_2300>
      <E_3300>1189000.00</E_3300>
      <E_0301>700000.00</E_0301>
      <E_1301>732000.00</E_1301>
      <E_2301>700000.00</E_2301>
      <E_3301>732000.00</E_3301>
      <E_0302>681000.00</E_0302>
      <E_1302>807000.00</E_1302>
      <E_2302>681000.00</E_2302>
      <E_3302>807000.00</E_3302>
      <E_0303>-519000.00</E_0303>
      <E_1303>-536000.00</E_1303>
      <E_2303>-519000.00</E_2303>
      <E_3303>-536000.00</E_3303>
      <E_0304>1232000.00</E_0304>
      <E_1304>1304000.00</E_1304>
      <E_2304>1232000.00</E_2304>
      <E_3304>1304000.00</E_3304>
      <E_0305>-694000.00</E_0305>
      <E_1305>-843000.00</E_1305>
      <E_2305>-694000.00</E_2305>
      <E_3305>-843000.00</E_3305>
      <E_1306>0.00</E_1306>
      <E_1307>0.00</E_1307>
      <E_1308>0.00</E_1308>
      <E_0309>-24000.00</E_0309>
      <E_1309>-26000.00</E_1309>
      <E_2309>-24000.00</E_2309>
      <E_3309>-26000.00</E_3309>
      <E_0310>-24000.00</E_0310>
      <E_1310>-26000.00</E_1310>
      <E_2310>-24000.00</E_2310>
      <E_3310>-26000.00</E_3310>
      <E_1311>0.00</E_1311>
      <E_1312>0.00</E_1312>
      <E_1313>0.00</E_1313>
      <E_1314>0.00</E_1314>
      <E_0315>-96000.00</E_0315>
      <E_1315>483000.00</E_1315>
      <E_2315>-96000.00</E_2315>
      <E_3315>483000.00</E_3315>
      <E_1316>0.00</E_1316>
      <E_1317>0.00</E_1317>
      <E_1318>0.00</E_1318>
      <E_1319>0.00</E_1319>
      <E_0320>-113000.00</E_0320>
      <E_1320>485000.00</E_1320>
      <E_2320>-113000.00</E_2320>
      <E_3320>485000.00</E_3320>
      <E_0321>17000.00</E_0321>
      <E_1321>-2000.00</E_1321>
      <E_2321>17000.00</E_2321>
      <E_3321>-2000.00</E_3321>
      <E_0322>-426000.00</E_0322>
      <E_1322>-1478000.00</E_1322>
      <E_2322>-426000.00</E_2322>
      <E_3322>-1478000.00</E_3322>
      <E_0325>-425000.00</E_0325>
      <E_1325>-1478000.00</E_1325>
      <E_2325>-425000.00</E_2325>
      <E_3325>-1478000.00</E_3325>
      <E_0326>5302000.00</E_0326>
      <E_1326>5241000.00</E_1326>
      <E_2326>5302000.00</E_2326>
      <E_3326>5241000.00</E_3326>
      <E_0327>2123000.00</E_0327>
      <E_1327>3329000.00</E_1327>
      <E_2327>2123000.00</E_2327>
      <E_3327>3329000.00</E_3327>
      <E_0328>150000.00</E_0328>
      <E_1328>0.00</E_1328>
      <E_2328>150000.00</E_2328>
      <E_0329>11000.00</E_0329>
      <E_1329>0.00</E_1329>
      <E_2329>11000.00</E_2329>
      <E_0330>527000.00</E_0330>
      <E_1330>0.00</E_1330>
      <E_2330>527000.00</E_2330>
      <E_0331>-8538000.00</E_0331>
      <E_1331>-10048000.00</E_1331>
      <E_2331>-8538000.00</E_2331>
      <E_3331>-10048000.00</E_3331>
      <E_0332>-1000.00</E_0332>
      <E_1332>0.00</E_1332>
      <E_2332>-1000.00</E_2332>
      <E_3332>0.00</E_3332>
      <E_1333>0.00</E_1333>
      <E_1334>0.00</E_1334>
      <E_1335>0.00</E_1335>
      <E_0336>-1000.00</E_0336>
      <E_1336>0.00</E_1336>
      <E_2336>-1000.00</E_2336>
      <E_0337>154000.00</E_0337>
      <E_1337>-289000.00</E_1337>
      <E_2337>154000.00</E_2337>
      <E_3337>-289000.00</E_3337>
      <E_0338>14384000.00</E_0338>
      <E_1338>14974000.00</E_1338>
      <E_2338>14384000.00</E_2338>
      <E_3338>14974000.00</E_3338>
      <E_0339>14538000.00</E_0339>
      <E_1339>14685000.00</E_1339>
      <E_2339>14538000.00</E_2339>
      <E_3339>14685000.00</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>-1883000.00</E_0357>
      <E_1357>1195000.00</E_1357>
      <E_2357>-1883000.00</E_2357>
      <E_3357>1195000.00</E_3357>
      <E_0358>-1883000.00</E_0358>
      <E_1358>1195000.00</E_1358>
      <E_2358>-1883000.00</E_2358>
      <E_3358>1195000.00</E_3358>
      <E_0360>-522000.00</E_0360>
      <E_1360>-463000.00</E_1360>
      <E_2360>-522000.00</E_2360>
      <E_3360>-463000.00</E_3360>
      <E_0362>2405000.00</E_0362>
      <E_1362>-732000.00</E_1362>
      <E_2362>2405000.00</E_2362>
      <E_3362>-732000.00</E_3362>
      <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_0381>2.98</E_0381>
      <E_0401>1.28</E_0401>
      <E_0421>4.06</E_0421>
      <E_0441>1.46</E_0441>
      <E_1381>2.97</E_1381>
      <E_1401>1.21</E_1401>
      <E_1421>0.69</E_1421>
      <E_1441>1.39</E_1441>
      <E_2381>4.00</E_2381>
      <E_2401>4.00</E_2401>
      <E_2421>50.00</E_2421>
      <E_2441>7.00</E_2441>
      <E_0460>116.00</E_0460>
      <E_0467>48000.00</E_0467>
      <E_0474>6000.00</E_0474>
      <E_0488>54000.00</E_0488>
      <E_0495>15981000.00</E_0495>
      <E_0509>16035000.00</E_0509>
      <E_0461>32.00</E_0461>
      <E_0468>32000.00</E_0468>
      <E_0475>5000.00</E_0475>
      <E_0489>37000.00</E_0489>
      <E_0496>3713000.00</E_0496>
      <E_0510>3750000.00</E_0510>
      <E_0462>12.00</E_0462>
      <E_0469>20000.00</E_0469>
      <E_0476>2000.00</E_0476>
      <E_0483>8000.00</E_0483>
      <E_0490>30000.00</E_0490>
      <E_0497>1372000.00</E_0497>
      <E_0511>1402000.00</E_0511>
      <E_0463>12.00</E_0463>
      <E_0470>272000.00</E_0470>
      <E_0484>3000.00</E_0484>
      <E_0491>275000.00</E_0491>
      <E_0498>81000.00</E_0498>
      <E_0512>356000.00</E_0512>
      <E_0464>7.00</E_0464>
      <E_0471>340000.00</E_0471>
      <E_0485>3000.00</E_0485>
      <E_0492>343000.00</E_0492>
      <E_0513>343000.00</E_0513>
      <E_0465>374.00</E_0465>
      <E_0472>10994000.00</E_0472>
      <E_0479>1000.00</E_0479>
      <E_0486>103000.00</E_0486>
      <E_0493>11098000.00</E_0493>
      <E_0500>0.00</E_0500>
      <E_0514>11098000.00</E_0514>
      <E_0466>553.00</E_0466>
      <E_0473>11706000.00</E_0473>
      <E_0480>14000.00</E_0480>
      <E_0487>117000.00</E_0487>
      <E_0494>11837000.00</E_0494>
      <E_0501>21147000.00</E_0501>
      <E_0508>0.00</E_0508>
      <E_1515>32984000.00</E_1515>
      <E_0515>116.00</E_0515>
      <E_0522>48000.00</E_0522>
      <E_0529>6000.00</E_0529>
      <E_0543>54000.00</E_0543>
      <E_0550>15981000.00</E_0550>
      <E_0564>16035000.00</E_0564>
      <E_0571>14744000.00</E_0571>
      <E_0578>14362000.00</E_0578>
      <E_0584>108.76</E_0584>
      <E_0516>32.00</E_0516>
      <E_0523>32000.00</E_0523>
      <E_0530>5000.00</E_0530>
      <E_0544>37000.00</E_0544>
      <E_0551>3713000.00</E_0551>
      <E_0565>3750000.00</E_0565>
      <E_0572>3775000.00</E_0572>
      <E_0579>3775000.00</E_0579>
      <E_0585>99.34</E_0585>
      <E_0517>12.00</E_0517>
      <E_0524>20000.00</E_0524>
      <E_0531>2000.00</E_0531>
      <E_0538>8000.00</E_0538>
      <E_0545>30000.00</E_0545>
      <E_0552>1372000.00</E_0552>
      <E_0566>1402000.00</E_0566>
      <E_0573>1852000.00</E_0573>
      <E_0580>1852000.00</E_0580>
      <E_0586>75.70</E_0586>
      <E_0518>12.00</E_0518>
      <E_0525>272000.00</E_0525>
      <E_0539>3000.00</E_0539>
      <E_0546>275000.00</E_0546>
      <E_0553>81000.00</E_0553>
      <E_0567>356000.00</E_0567>
      <E_0574>1168000.00</E_0574>
      <E_0581>1168000.00</E_0581>
      <E_0587>30.48</E_0587>
      <E_0519>7.00</E_0519>
      <E_0526>340000.00</E_0526>
      <E_0540>3000.00</E_0540>
      <E_0547>343000.00</E_0547>
      <E_0568>343000.00</E_0568>
      <E_0575>1042000.00</E_0575>
      <E_0582>1042000.00</E_0582>
      <E_0588>32.92</E_0588>
      <E_0520>374.00</E_0520>
      <E_0527>10994000.00</E_0527>
      <E_0534>1000.00</E_0534>
      <E_0541>103000.00</E_0541>
      <E_0548>11098000.00</E_0548>
      <E_0555>0.00</E_0555>
      <E_0569>11098000.00</E_0569>
      <E_0576>39787000.00</E_0576>
      <E_0583>36763000.00</E_0583>
      <E_0589>27.89</E_0589>
      <E_0521>553.00</E_0521>
      <E_0528>11706000.00</E_0528>
      <E_0535>14000.00</E_0535>
      <E_0542>117000.00</E_0542>
      <E_0549>11837000.00</E_0549>
      <E_0556>21147000.00</E_0556>
      <E_0563>0.00</E_0563>
      <E_0570>32984000.00</E_0570>
      <E_0577>62368000.00</E_0577>
      <E_0590>52.89</E_0590>
      <E_0600>11639000.00</E_0600>
      <E_1600>11862000.00</E_1600>
      <E_2600>1778000.00</E_2600>
      <E_0601>235000.00</E_0601>
      <E_1601>180000.00</E_1601>
      <E_0602>620000.00</E_0602>
      <E_1602>597000.00</E_1602>
      <E_0603>463000.00</E_0603>
      <E_1603>640000.00</E_1603>
      <E_0604>675000.00</E_0604>
      <E_1604>673000.00</E_1604>
      <E_2604>105000.00</E_2604>
      <E_0605>14144000.00</E_0605>
      <E_1605>14426000.00</E_1605>
      <E_2605>4915000.00</E_2605>
      <E_0606>410519000.00</E_0606>
      <E_1606>417822000.00</E_1606>
      <E_2606>793202000.00</E_2606>
      <E_0607>438295000.00</E_0607>
      <E_1607>446200000.00</E_1607>
      <E_2607>800000000.00</E_2607>
      <E_0608>20.51</E_0608>
      <E_1608>20.71</E_1608>
      <E_2608>28.00</E_2608>
      <E_0609>11.69</E_0609>
      <E_1609>11.45</E_1609>
      <E_2609>4.00</E_2609>
      <E_0620>247.00</E_0620>
      <E_0630>10447000.00</E_0630>
      <E_1620>231.00</E_1620>
      <E_1630>9382000.00</E_1630>
      <E_2620>115.00</E_2620>
      <E_2630>10629000.00</E_2630>
      <E_0621>310.00</E_0621>
      <E_0631>24686000.00</E_0631>
      <E_1621>305.00</E_1621>
      <E_1631>24200000.00</E_1631>
      <E_2621>246.00</E_2621>
      <E_2631>32692000.00</E_2631>
      <E_0622>429.00</E_0622>
      <E_0632>40409000.00</E_0632>
      <E_1622>427.00</E_1622>
      <E_1632>40139000.00</E_1632>
      <E_2622>1653.00</E_2622>
      <E_2632>260259000.00</E_2632>
      <E_0623>822.00</E_0623>
      <E_0633>102412000.00</E_0633>
      <E_1623>780.00</E_1623>
      <E_1633>96414000.00</E_1633>
      <E_2623>2812.00</E_2623>
      <E_2633>496251000.00</E_2633>
      <E_0624>1063.00</E_0624>
      <E_0634>146804000.00</E_0634>
      <E_1624>1078.00</E_1624>
      <E_1634>150069000.00</E_1634>
      <E_2624>1.00</E_2624>
      <E_2634>169000.00</E_2634>
      <E_0625>595.00</E_0625>
      <E_0635>88231000.00</E_0635>
      <E_1625>661.00</E_1625>
      <E_1635>99103000.00</E_1635>
      <E_0626>121.00</E_0626>
      <E_0636>18571000.00</E_0636>
      <E_1626>131.00</E_1626>
      <E_1636>20000000.00</E_1636>
      <E_0627>41.00</E_0627>
      <E_0637>6735000.00</E_0637>
      <E_1627>41.00</E_1627>
      <E_1637>6893000.00</E_1637>
      <E_0628>3628.00</E_0628>
      <E_0638>438295000.00</E_0638>
      <E_1628>3654.00</E_1628>
      <E_1638>446200000.00</E_1638>
      <E_2628>4827.00</E_2628>
      <E_2638>800000000.00</E_2638>
      <E_0639>126.74</E_0639>
      <E_1639>127.44</E_1639>
      <E_2639>81.77</E_2639>
      <E_0650>0.64</E_0650>
      <E_1650>0.62</E_1650>
      <E_2650>3.00</E_2650>
      <E_0651>5.81</E_0651>
      <E_1651>5.81</E_1651>
      <E_2651>8.20</E_2651>
      <E_0652>0.00</E_0652>
      <E_1652>0.00</E_1652>
      <E_2652>0.97</E_2652>
      <E_0660>714.00</E_0660>
      <E_0683>80436000.00</E_0683>
      <E_1660>723.00</E_1660>
      <E_1683>82132000.00</E_1683>
      <E_2660>995.00</E_2660>
      <E_2683>148635000.00</E_2683>
      <E_0661>73.00</E_0661>
      <E_0684>9661000.00</E_0684>
      <E_1661>73.00</E_1661>
      <E_1684>9792000.00</E_1684>
      <E_2661>97.00</E_2661>
      <E_2684>17469000.00</E_2684>
      <E_0662>70.00</E_0662>
      <E_0685>6375000.00</E_0685>
      <E_1662>71.00</E_1662>
      <E_1685>6548000.00</E_1685>
      <E_2662>91.00</E_2662>
      <E_2685>11444000.00</E_2685>
      <E_0663>81.00</E_0663>
      <E_0686>11340000.00</E_0686>
      <E_1663>82.00</E_1663>
      <E_1686>11533000.00</E_1686>
      <E_2663>120.00</E_2663>
      <E_2686>22093000.00</E_2686>
      <E_0664>366.00</E_0664>
      <E_0687>39286000.00</E_0687>
      <E_1664>366.00</E_1664>
      <E_1687>39685000.00</E_1687>
      <E_2664>475.00</E_2664>
      <E_2687>67445000.00</E_2687>
      <E_0665>71.00</E_0665>
      <E_0688>7062000.00</E_0688>
      <E_1665>73.00</E_1665>
      <E_1688>7346000.00</E_1688>
      <E_2665>91.00</E_2665>
      <E_2688>12833000.00</E_2688>
      <E_0666>215.00</E_0666>
      <E_0689>20926000.00</E_0689>
      <E_1666>216.00</E_1666>
      <E_1689>21299000.00</E_1689>
      <E_2666>268.00</E_2666>
      <E_2689>37155000.00</E_2689>
      <E_0667>136.00</E_0667>
      <E_0690>15083000.00</E_0690>
      <E_1667>135.00</E_1667>
      <E_1690>15120000.00</E_1690>
      <E_2667>176.00</E_2667>
      <E_2690>26853000.00</E_2690>
      <E_0668>500.00</E_0668>
      <E_0691>73967000.00</E_0691>
      <E_1668>502.00</E_1668>
      <E_1691>75266000.00</E_1691>
      <E_2668>650.00</E_2668>
      <E_2691>132613000.00</E_2691>
      <E_0669>5.00</E_0669>
      <E_0692>374000.00</E_0692>
      <E_1669>4.00</E_1669>
      <E_1692>315000.00</E_1692>
      <E_2669>455.00</E_2669>
      <E_2692>68616000.00</E_2692>
      <E_0670>76.00</E_0670>
      <E_0693>6493000.00</E_0693>
      <E_1670>77.00</E_1670>
      <E_1693>6590000.00</E_1693>
      <E_2670>93.00</E_2670>
      <E_2693>10711000.00</E_2693>
      <E_0671>100.00</E_0671>
      <E_0694>10522000.00</E_0694>
      <E_1671>100.00</E_1671>
      <E_1694>10688000.00</E_1694>
      <E_2671>140.00</E_2671>
      <E_2694>20543000.00</E_2694>
      <E_0672>583.00</E_0672>
      <E_0695>84599000.00</E_0695>
      <E_1672>592.00</E_1672>
      <E_1695>86312000.00</E_1695>
      <E_2672>778.00</E_2672>
      <E_2695>159753000.00</E_2695>
      <E_0673>21.00</E_0673>
      <E_0696>1744000.00</E_0696>
      <E_1673>21.00</E_1673>
      <E_1696>1773000.00</E_1696>
      <E_2673>118.00</E_2673>
      <E_2696>16917000.00</E_2696>
      <E_0674>93.00</E_0674>
      <E_0697>10150000.00</E_0697>
      <E_1674>95.00</E_1674>
      <E_1697>10330000.00</E_1697>
      <E_2674>30.00</E_2674>
      <E_2697>4408000.00</E_2697>
      <E_0675>22.00</E_0675>
      <E_0698>2231000.00</E_0698>
      <E_1675>22.00</E_1675>
      <E_1698>2260000.00</E_1698>
      <E_2675>200.00</E_2675>
      <E_2698>36205000.00</E_2698>
      <E_0676>14.00</E_0676>
      <E_0699>1215000.00</E_0699>
      <E_1676>14.00</E_1676>
      <E_1699>1240000.00</E_1699>
      <E_2676>17.00</E_2676>
      <E_2699>2208000.00</E_2699>
      <E_0677>339.00</E_0677>
      <E_0700>37737000.00</E_0700>
      <E_1677>344.00</E_1677>
      <E_1700>38773000.00</E_1700>
      <E_2677>7.00</E_2677>
      <E_2700>816000.00</E_2700>
      <E_0678>149.00</E_0678>
      <E_0701>19094000.00</E_0701>
      <E_1678>144.00</E_1678>
      <E_1701>19198000.00</E_1701>
      <E_2678>26.00</E_2678>
      <E_2701>3283000.00</E_2701>
      <E_0679>3628.00</E_0679>
      <E_0702>438295000.00</E_0702>
      <E_1679>3654.00</E_1679>
      <E_1702>446200000.00</E_1702>
      <E_2679>4827.00</E_2679>
      <E_2702>800000000.00</E_2702>
      <E_0682>3628.00</E_0682>
      <E_0705>438295000.00</E_0705>
      <E_1682>3654.00</E_1682>
      <E_1705>446200000.00</E_1705>
      <E_2682>4827.00</E_2682>
      <E_2705>800000000.00</E_2705>
      <E_0710>1.21</E_0710>
      <E_1710>1.20</E_1710>
      <E_2710>1.20</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <DetalleImportePendiente>
        <Serie>ES0336105020</Serie>
        <Denominacion>SERIE C</Denominacion>
        <E_0720>281.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>28100000.00</E_0722>
        <E_1720>281.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>28100000.00</E_1722>
        <E_2720>1600.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>160000000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0336105012</Serie>
        <Denominacion>SERIE B</Denominacion>
        <E_0720>1600.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>160000000.00</E_0722>
        <E_1720>1600.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>160000000.00</E_1722>
        <E_2720>1600.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>160000000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0336105004</Serie>
        <Denominacion>SERIE A</Denominacion>
        <E_0720>6400.00</E_0720>
        <E_0721>43000.00</E_0721>
        <E_0722>272433000.00</E_0722>
        <E_1720>6400.00</E_1720>
        <E_1721>44000.00</E_1721>
        <E_1722>280971000.00</E_1722>
        <E_2720>6400.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>640000000.00</E_2722>
      </DetalleImportePendiente>
      <E_0723>8281.00</E_0723>
      <E_0724>460533000.00</E_0724>
      <E_1723>8281.00</E_1723>
      <E_1724>469071000.00</E_1724>
      <E_2723>9600.00</E_2723>
      <E_2724>960000000.00</E_2724>
      <DetalleInteres>
        <Serie>ES0336105020</Serie>
        <Denominacion>SERIE C</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>0.65</E_0732>
        <E_0733>0.34</E_0733>
        <E_0734>12000.00</E_0734>
        <E_0735>3472000.00</E_0735>
        <E_0742>S</E_0742>
        <E_0736>28100000.00</E_0736>
        <E_0738>31584000.00</E_0738>
        <E_0739>-13650000.00</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0336105012</Serie>
        <Denominacion>SERIE B</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>1.00</E_0732>
        <E_0733>0.69</E_0733>
        <E_0734>138000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>160000000.00</E_0736>
        <E_0738>160138000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0336105004</Serie>
        <Denominacion>SERIE A</Denominacion>
        <E_0730>NS</E_0730>
        <E_0732>0.65</E_0732>
        <E_0733>0.34</E_0733>
        <E_0734>116000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>272433000.00</E_0736>
        <E_0738>272549000.00</E_0738>
      </DetalleInteres>
      <E_0740>266000.00</E_0740>
      <E_0741>3472000.00</E_0741>
      <E_0743>460533000.00</E_0743>
      <E_0744>0.00</E_0744>
      <E_0745>464271000.00</E_0745>
      <E_0746>-13650000.00</E_0746>
      <E_0747>0.46</E_0747>
      <E_0748>0.45</E_0748>
      <DetalleAmortizacion>
        <Serie>ES0336105020</Serie>
        <Denominacion>SERIE C</Denominacion>
        <E_0753>2823000.00</E_0753>
        <E_1753>2823000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0336105012</Serie>
        <Denominacion>SERIE B</Denominacion>
        <E_0752>279000.00</E_0752>
        <E_0753>13370000.00</E_0753>
        <E_1752>274000.00</E_1752>
        <E_1753>12272000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0336105004</Serie>
        <Denominacion>SERIE A</Denominacion>
        <E_0750>8538000.00</E_0750>
        <E_0751>367567000.00</E_0751>
        <E_0752>240000.00</E_0752>
        <E_0753>25422000.00</E_0753>
        <E_1750>10048000.00</E_1750>
        <E_1751>330816000.00</E_1751>
        <E_1752>262000.00</E_1752>
        <E_1753>24445000.00</E_1753>
      </DetalleAmortizacion>
      <E_0754>8538000.00</E_0754>
      <E_0755>367567000.00</E_0755>
      <E_0756>519000.00</E_0756>
      <E_0757>41615000.00</E_0757>
      <E_1754>10048000.00</E_1754>
      <E_1755>330816000.00</E_1755>
      <E_1756>536000.00</E_1756>
      <E_1757>39540000.00</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0336105020</Serie>
        <Denominacion>SERIE C</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>C</E_0762>
        <E_0763>C</E_0763>
        <E_0764>C</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0336105020</Serie>
        <Denominacion>SERIE C</Denominacion>
        <E_0761>DBRS</E_0761>
        <E_0762>C</E_0762>
        <E_0763>C</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0336105012</Serie>
        <Denominacion>SERIE B</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>B3</E_0762>
        <E_0763>B3</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0336105012</Serie>
        <Denominacion>SERIE B</Denominacion>
        <E_0761>DBRS</E_0761>
        <E_0762>CCC</E_0762>
        <E_0763>CCC</E_0763>
        <E_0764>C</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0336105004</Serie>
        <Denominacion>SERIE A</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1</E_0762>
        <E_0763>Aa1</E_0763>
        <E_0764>Ba1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0336105004</Serie>
        <Denominacion>SERIE A</Denominacion>
        <E_0760>20120702</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>AAA</E_0762>
        <E_0763>AAA</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0765>11639000.00</E_0765>
      <E_1765>11862000.00</E_1765>
      <E_2765>1778000.00</E_2765>
      <E_0766>235000.00</E_0766>
      <E_1766>180000.00</E_1766>
      <E_0767>620000.00</E_0767>
      <E_1767>597000.00</E_1767>
      <E_0768>463000.00</E_0768>
      <E_1768>640000.00</E_1768>
      <E_0769>675000.00</E_0769>
      <E_1769>673000.00</E_1769>
      <E_2769>105000.00</E_2769>
      <E_0770>14144000.00</E_0770>
      <E_1770>14426000.00</E_1770>
      <E_2770>4915000.00</E_2770>
      <E_0771>432757000.00</E_0771>
      <E_1771>440693000.00</E_1771>
      <E_2771>953202000.00</E_2771>
      <E_0772>460533000.00</E_0772>
      <E_1772>469071000.00</E_1772>
      <E_2772>960000000.00</E_2772>
      <E_0773>20.51</E_0773>
      <E_1773>20.71</E_1773>
      <E_2773>28.00</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>9825000.00</E_0775>
      <E_1775>9024000.00</E_1775>
      <E_2775>28100000.00</E_2775>
      <E_0776>14050000.00</E_0776>
      <E_1776>14050000.00</E_1776>
      <E_2776>14050000.00</E_2776>
      <E_0777>2.13</E_0777>
      <E_1777>1.92</E_1777>
      <E_2777>2.93</E_2777>
      <E_0778>SAN</E_0778>
      <E_1778>SAN</E_1778>
      <E_2778>SAN</E_2778>
      <E_0779>P-1</E_0779>
      <E_1779>P-1</E_1779>
      <E_2779>P-1</E_2779>
      <E_0780>P-1</E_0780>
      <E_1780>P-1</E_1780>
      <E_2780>P-1</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>58.68</E_0792>
      <E_1792>59.45</E_1792>
      <E_2792>79.21</E_2792>
      <E_0808>23708000.00</E_0808>
      <E_0809>26129.00</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>2750000.00</E_7003>
      <E_7006>2671000.00</E_7006>
      <E_7009>0.63</E_7009>
      <E_7012>0.60</E_7012>
      <E_7015>0.63</E_7015>
      <E_7005>2750000.00</E_7005>
      <E_7008>2671000.00</E_7008>
      <E_7011>0.63</E_7011>
      <E_7014>0.60</E_7014>
      <E_7017>0.63</E_7017>
      <E_7018>Nota de Valores 4.10</E_7018>
      <E_7019>12.00</E_7019>
      <E_7020>360.00</E_7020>
      <E_7021>10103000.00</E_7021>
      <E_7024>10081000.00</E_7024>
      <E_7027>2.31</E_7027>
      <E_7030>2.26</E_7030>
      <E_7033>2.37</E_7033>
      <E_7022>17525000.00</E_7022>
      <E_7025>17281000.00</E_7025>
      <E_7028>4.00</E_7028>
      <E_7031>3.87</E_7031>
      <E_7034>4.00</E_7034>
      <E_7023>27628000.00</E_7023>
      <E_7026>27362000.00</E_7026>
      <E_7029>6.30</E_7029>
      <E_7032>6.13</E_7032>
      <E_7035>6.37</E_7035>
      <E_7036>Nota de Valores 4.10</E_7036>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>SHIPO 8 mar19.pdf</Nombre>
          <Contenido>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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>SANTANDER DE TITULIZACIÓN</E_0862>
      <E_1862>90000.00</E_1862>
      <E_2862>365</E_2862>
      <E_3862>0.020</E_3862>
      <E_5862>17500.00</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0863>SANTANDER</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>SANTANDER</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>20180228</E_0885_A>
      <E_0885_B>20180531</E_0885_B>
      <E_0885_C>20180831</E_0885_C>
      <E_0885_D>20181130</E_0885_D>
      <E_0885_E>20190228</E_0885_E>
      <E_0886_A>7748000.00</E_0886_A>
      <E_0886_B>8306000.00</E_0886_B>
      <E_0886_C>8131000.00</E_0886_C>
      <E_0886_D>9434000.00</E_0886_D>
      <E_0886_E>9024000.00</E_0886_E>
      <E_0887_A>10721000.00</E_0887_A>
      <E_0887_B>9384000.00</E_0887_B>
      <E_0887_C>11161000.00</E_0887_C>
      <E_0887_D>8476000.00</E_0887_D>
      <E_0887_E>9371000.00</E_0887_E>
      <E_0888_A>-39000.00</E_0888_A>
      <E_0888_B>-45000.00</E_0888_B>
      <E_0888_C>-25000.00</E_0888_C>
      <E_0888_D>-28000.00</E_0888_D>
      <E_0888_E>-52000.00</E_0888_E>
      <E_0889_A>461000.00</E_0889_A>
      <E_0889_B>486000.00</E_0889_B>
      <E_0889_C>536000.00</E_0889_C>
      <E_0889_D>543000.00</E_0889_D>
      <E_0889_E>538000.00</E_0889_E>
      <E_0890_A>-8306000.00</E_0890_A>
      <E_0890_B>-8131000.00</E_0890_B>
      <E_0890_C>-9434000.00</E_0890_C>
      <E_0890_D>-9024000.00</E_0890_D>
      <E_0890_E>-9825000.00</E_0890_E>
      <E_0891_A>-10585000.00</E_0891_A>
      <E_0891_B>-10000000.00</E_0891_B>
      <E_0891_C>-10369000.00</E_0891_C>
      <E_0891_D>-9401000.00</E_0891_D>
      <E_0891_E>-9056000.00</E_0891_E>
      <E_0892_A>0.00</E_0892_A>
      <E_0892_B>0.00</E_0892_B>
      <E_0892_C>0.00</E_0892_C>
      <E_0892_D>0.00</E_0892_D>
      <E_0892_E>0.00</E_0892_E>
      <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_0894_A>0.00</E_0894_A>
      <E_0894_B>0.00</E_0894_B>
      <E_0894_C>0.00</E_0894_C>
      <E_0894_D>0.00</E_0894_D>
      <E_0894_E>0.00</E_0894_E>
      <E_0895_A>0.00</E_0895_A>
      <E_0895_B>0.00</E_0895_B>
      <E_0895_C>0.00</E_0895_C>
      <E_0895_D>0.00</E_0895_D>
      <E_0895_E>0.00</E_0895_E>
    </Comisiones>
    <NotasExplicativasEInformes></NotasExplicativasEInformes>
  </TramiteFTAEP>
</TramiteCNMV>