URALITA, S.A. 6.0.1 2009-01-01 2009-12-31 GE Individual URALITA, S.A. 6.0.1 2009-01-01 2009-12-31 GE Consolidado URALITA, S.A. 6.0.1 2008-01-01 2008-12-31 GE Individual URALITA, S.A. 6.0.1 2008-01-01 2008-12-31 GE Consolidado URALITA, S.A. 6.0.1 2009-07-01 2009-12-31 GE Individual URALITA, S.A. 6.0.1 2009-07-01 2009-12-31 GE Consolidado URALITA, S.A. 6.0.1 2008-07-01 2008-12-31 GE Individual URALITA, S.A. 6.0.1 2008-07-01 2008-12-31 GE Consolidado URALITA, S.A. 6.0.1 2009-12-31 GE Individual URALITA, S.A. 6.0.1 2009-12-31 GE Consolidado URALITA, S.A. 6.0.1 2008-12-31 GE Individual URALITA, S.A. 6.0.1 2008-12-31 GE Consolidado iso4217:EUR xbrli:pure 2009-12-31 2009 S2 GE 6.1.0 DS URALITA, S.A. 01 05 Paseo de Recoletos, 3 - 28004 Madrid CIF A-28037091 ModificacionesSegundaEntrega_2S2009.pdf pdf 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 Se adjunta archivo. El Informe Financiero Semestral correspondiente a Diciembre de 2009 previamente publicado fue firmado por los Administradores el 25 de febrero de 2010. El presente Informe Financiero Semestral recoge las modificaciones necesarias para adaptar la información previamente publicada a las Cuentas Anuales Individuales y Consolidadas del ejercicio 2009 formuladas por los Administradores el 24 de marzo de 2010. En este contexto, se entiende que la presente información ha sido aprobada por los Administradores dicho 24 de marzo de 2010. true D. Javier Serratosa Luján CIF Presidente Caja de Ahorros de Salamanca y Soria "Caja Duero" CIF Consejero Atalaya Inversiones, S.R.L. CIF Consejero Doña Teresa Pulido Mendoza CIF Consejero D. Juan José Nieto Bueso CIF Consejero Doña Mónica Encarnación Vidal Sanz CIF Consejero D. José Antonio Carrascosa Ruiz CIF Consejero D. Javier González Ochoa CIF Consejero D. José Ignacio Olleros Piñero CIF Consejero D. Jorge Alarcón Alejandre CIF Consejero D. Álvaro Rodríguez-Solano Romero CIF Consejero-Secretario NEFINSA, S.A. CIF Consejero 2010-03-24 819321000 44000 44000 3920000 727968000 10431000 76958000 74621000 67000 8451000 8329000 122000 23857000 6000 12000 42228000 893942000 284773000 288501000 142200000 142200000 142200000 84236000 -28933000 90998000 -4589000 -4589000 861000 560904000 16965000 112829000 106273000 6556000 431110000 2000 48265000 19563000 18423000 1140000 25042000 3660000 3660000 5630000 893942000 739413000 605000 605000 4259000 663819000 10431000 60299000 49506000 67000 20495000 10088000 9323000 1084000 26094000 2000 209000 2639000 788919000 223233000 226112000 142200000 64467000 -19627000 39072000 -3796000 -3796000 917000 447092000 20270000 5613000 5613000 421207000 118594000 88895000 88895000 23907000 5638000 8000 154000 788919000 41065000 77947000 44090000 53114000 3782000 4698000 7369000 8850000 -2374000 -3899000 -5193000 -8309000 -4953000 -6679000 -10076000 -14086000 -192000 -185000 -385000 -383000 28000 28000 56000 56000 -1194000 1912000 -1110000 1912000 36162000 39965000 43775000 65987000 297000 473000 1118000 1482000 -12662000 -13975000 -24764000 -25819000 26000 -58000 26000 -57000 11939000 10337000 68437000 22666000 -400000 -3223000 44817000 -1728000 35762000 36742000 88592000 64259000 903000 -29692000 2406000 -25187000 36665000 7050000 90998000 39072000 36665000 7050000 90998000 39072000 90998000 39072000 -1371000 -950000 -1959000 -1357000 588000 407000 522000 -181000 826000 -180000 -56000 -55000 -248000 54000 90149000 37941000 142200000 64467000 -19627000 39072000 -3796000 917000 223233000 142200000 64467000 -19627000 39072000 -3796000 917000 223233000 90998000 -793000 -56000 90149000 19770000 -9307000 -39072000 -28609000 19770000 -39072000 -19302000 -9307000 -9307000 -1000 1000 0 -1000 1000 0 142200000 84236000 -28933000 90998000 -4589000 861000 284773000 142200000 110247000 38711000 -2720000 972000 289410000 142200000 110247000 38711000 -2720000 972000 289410000 39072000 -1076000 -55000 37941000 -45780000 -19627000 -38711000 -104118000 -45780000 -38711000 -84491000 -19627000 -19627000 142200000 64467000 -19627000 39072000 -3796000 917000 223233000 15262000 37901000 88592000 64259000 -92563000 -69295000 385000 383000 -92948000 -69678000 2277000 8720000 16956000 34217000 -15267000 -21664000 34745000 59133000 -669000 -1853000 -3252000 22805000 -59130000 -172887000 -157601000 -172642000 -145572000 -245000 -2129000 -9900000 195692000 98471000 195178000 95934000 514000 2537000 1522000 16445000 -9307000 -19627000 -9307000 -19627000 30131000 120563000 117857000 155584000 -87726000 -35021000 -19302000 -84491000 39589000 -4784000 2639000 7423000 42228000 2639000 228000 139000 42000000 2500000 42228000 2639000 818797000 807820000 73767000 74063000 56478000 56478000 17289000 17585000 588708000 582460000 1039000 1092000 15438000 17061000 139845000 133144000 291464000 339790000 17970000 9715000 59212000 104756000 30012000 61084000 8439000 33711000 17641000 21116000 3932000 6257000 124343000 138004000 973000 1214000 58954000 25017000 1110261000 1147610000 454120000 472448000 330424000 354368000 365404000 383885000 142200000 142200000 142200000 242081000 221056000 -28933000 -19627000 10056000 40256000 -34980000 -4951000 -4392000 -30029000 -25125000 123696000 118080000 336953000 251046000 15949000 8476000 36510000 57541000 277394000 172325000 247430000 147358000 29964000 24967000 3230000 3589000 3870000 9115000 319188000 424116000 145181000 232946000 37231000 114326000 107950000 118620000 121621000 126641000 101126000 104148000 17966000 16542000 2529000 5951000 52386000 64529000 1110261000 1147610000 142200000 -29517000 346166000 455230000 704664000 988742000 211000 -15564000 -24837000 -4477000 2850000 -373000 3388000 448000 -121696000 -153015000 -229130000 -360138000 4887000 6069000 9719000 11339000 -75420000 -103827000 -149069000 -192107000 -114058000 -148870000 -227312000 -310035000 -23775000 -23727000 -47055000 -45753000 498000 992000 997000 1417000 25159000 14146000 39543000 88975000 -2154000 -1347000 -1822000 -985000 7650000 -1422000 524000 1112000 1685000 3405000 3085000 -8282000 -10472000 -17308000 -16280000 160000 -10095000 -201000 -9723000 7000 -8000 7000 -7010000 -18875000 -14112000 -22911000 323000 398000 434000 486000 18472000 -4331000 25865000 66550000 -4200000 1217000 -6275000 -14575000 14272000 -3114000 19590000 51975000 -3725000 -241000 -3725000 -241000 10547000 -3355000 15865000 51734000 7436000 -3632000 10056000 40256000 3111000 277000 5809000 11478000 0.04 -0.02 0.05 0.20 0.04 -0.02 0.05 0.20 15865000 51734000 -6863000 -17756000 -2782000 -2102000 -4904000 -16210000 823000 556000 1401000 -126000 1878000 -180000 -477000 54000 10403000 33852000 4594000 22374000 5809000 11478000 142200000 221056000 -19627000 40256000 -29517000 118080000 472448000 142200000 220245000 85424000 -11635000 117143000 553377000 142200000 221056000 -19627000 40256000 -29517000 118080000 472448000 10056000 -5462000 5809000 10403000 20954000 -9307000 -40256000 -28609000 20954000 -40256000 -19302000 -9307000 -9307000 71000 1000 -1000 -193000 -122000 71000 1000 -1000 -193000 -122000 142200000 242081000 -28933000 10056000 -34980000 123696000 454120000 142200000 220245000 85424000 -11635000 117143000 553377000 40256000 -17882000 11478000 33852000 933000 -19627000 -85424000 -10540000 -114658000 933000 -85424000 -10540000 -95031000 -19627000 -19627000 -122000 -1000 -123000 -122000 -1000 -123000 142200000 221056000 -19627000 40256000 -29517000 118080000 472448000 131771000 92082000 25865000 66550000 67100000 85698000 47055000 46089000 20045000 39609000 84258000 -10978000 -45452000 -49188000 -13168000 -36820000 -32284000 -12368000 -62351000 -172519000 -68381000 -179782000 -2035000 -8870000 -66346000 -152664000 -18248000 5543000 6825000 4519000 6083000 1024000 742000 487000 438000 487000 438000 -35483000 84336000 -9307000 -19627000 -9307000 -19627000 11322000 207041000 117858000 207041000 -106536000 -23611000 -90723000 -13887000 -12355000 -13887000 -12355000 33937000 3899000 25017000 21118000 58954000 25017000 7733000 3498000 51221000 21519000 58954000 25017000 13.89 59.70 0.10 0.43 19302000 84491000 13.89 59.70 0.10 0.43 19302000 84491000 13.89 27.80 0.10 0.20 19302000 38711000 31.90 0.23 45780000 120000000 -1724000 118276000 123358000 123219000 123000 139000 123481000 123358000 123358000 123219000 120000000 -1601000 139000 241757000 123358000 365998000 1122000 360800000 10431000 15355000 365998000 1122000 371231000 15355000 124343000 124343000 365998000 1122000 371231000 139698000 106273000 123947000 123483000 6556000 6556000 23408000 106273000 270838000 6556000 6556000 18423000 37231000 517000 1140000 107403000 19563000 144634000 517000 125836000 415472000 6556000 7073000 493049000 1271000 170770000 10431000 16882000 493049000 1271000 181201000 16882000 2000 138004000 2000 138004000 493049000 1271000 181203000 154886000 24000000 123358000 5423000 6169000 190000 18798000 190000 166156000 5423000 6169000 88895000 114326000 118620000 88895000 232946000 89085000 399102000 5423000 6169000 53114000 77947000 282910000 450926000 421754000 537816000 340181000 404065000 81573000 133751000 53114000 77947000 704664000 988742000 2221 AISLANTES 398708000 507846000 6000 141000 398714000 507987000 2222 SISTEMAS DE TUBERÍAS 111776000 164115000 2000 28000 111778000 164143000 2223 TEJAS 53140000 85272000 6000 85278000 53140000 2224 YESOS 140112000 230622000 230622000 140112000 2225 CENTRO CORPORATIVO 928000 887000 20489000 15339000 21376000 16267000 -15347000 -20664000 -15347000 -20664000 704664000 988742000 0 0 704664000 988742000 2250 AISLANTES 8253000 46715000 2251 SISTEMAS DE TUBERÍAS -2961000 6038000 2252 TEJAS 5382000 -17526000 2253 YESOS 26819000 53179000 37493000 88406000 110908000 65585000 -117215000 -87097000 -5321000 -344000 25865000 66550000 45 60 3365 4099 29 42 2762 3401 16 18 603 698 1338000 1415000 250000 233000 216000 866000 1804000 2514000 0 0 0 0 0 0 0 0 0 0 0 0 881000 1206000 16000 196000 16000 196000 16000 196000 16000 196000 4015000 10000000 4015000 10000000 1825000 1200000 1825000 1200000 75842000 17598000 75842000 17598000 Esta información no se acompaña porque está contenida en las Cuentas Anuales del ejercicio 2009 que ya han sido publicadas. No se adjunta porque continua siendo válido el Informe de Gestión incluido en la información previamente publicada. El Informe Financiero Semestral previamente publicado no fue auditado ni sometido a la revisión de los auditores externos