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El efecto de la segregación societaria, adjunto con este informe, explica las variaciones producidas en el segundo semestre de 2012 en la cuenta de pérdidas y ganancias 2066164000 31336000 31336000 65210000 1963450000 1563000 4605000 1546970000 13000 191659000 11451000 161714000 18494000 180862000 102000 1174334000 3613134000 1905305000 1905305000 358101000 358101000 358101000 1362197000 287185000 -102178000 1261393000 621000 76079000 75000000 1079000 1169654000 15039000 446436000 349862000 350096000 -234000 8813000 87761000 19884000 67777000 89027000 100000 3613134000 5903277000 57316000 57316000 5656595000 123384000 53551000 12431000 1956968000 13716000 528310000 23804000 444257000 60249000 9008000 3599000 1986000 1400349000 7860245000 2044998000 1866358000 358101000 1240540000 358675000 -90958000 -5684000 -5684000 184324000 3856783000 84105000 3197203000 3179345000 17858000 451268000 124207000 1958464000 5176000 1590623000 1585276000 5347000 4746000 357919000 268792000 100000 7860245000 -164308000 1075505000 590080000 373507000 -6466000 7317000 1133000 14977000 4047000 -4504000 -276000 -8661000 -13920000 20669000 1195000 33405000 8561000 -39845000 -35825000 -80432000 41048000 -135422000 -40418000 -204700000 140001000 -167820000 -16291000 -311935000 -9688000 10372000 20734000 299000 9136000 23000 17751000 -426000 289983000 283048000 556644000 8834000 29893000 29065000 44365000 27811000 -51109000 -23217000 -95019000 -851000 2000 -839000 6000 35794000 -21214000 5009000 -50648000 35368000 268769000 288057000 505996000 75235000 -76153000 -872000 -147321000 110603000 192616000 287185000 358675000 110603000 192616000 287185000 358675000 0.46 0.81 1.20 1.50 0.46 0.81 1.20 1.50 287185000 358675000 -10581000 -14146000 -968000 4533000 -9562000 9727000 -23389000 4100000 287185000 338532000 358101000 1149582000 358675000 -5684000 184324000 2044998000 358101000 1149582000 358675000 -5684000 184324000 2044998000 287185000 287185000 -102178000 -146060000 -248238000 -102178000 -146060000 -248238000 212615000 -212615000 5684000 -184324000 -178640000 212615000 -212615000 5684000 -184324000 -178640000 358101000 1260019000 287185000 0 0 1905305000 358101000 1039079000 327065000 -2591000 201374000 1923028000 358101000 1039079000 327065000 -2591000 201374000 1923028000 358675000 -3093000 -17050000 338532000 -90958000 -125604000 -216562000 -90958000 -125604000 -216562000 201461000 -201461000 0 201461000 -201461000 0 358101000 1149582000 358675000 -5684000 184324000 2044998000 54010000 549309000 288057000 505996000 -175000 312272000 16291000 311935000 -16466000 337000 5618000 -159640000 -239490000 -109319000 -75375000 -111840000 102178000 10363000 26205000 33519000 -11685000 -41361000 -280813000 -732379000 -578284000 -870374000 -626699000 -855958000 -45575000 -14416000 -577394000 -3730000 137995000 48415000 137995000 32315000 16100000 452354000 360390000 700592000 576952000 3338447000 1239627000 -2637855000 -662675000 -248238000 -216562000 -226015000 331415000 1400349000 1068934000 1174334000 1400349000 52057000 1238000 1122277000 1399111000 1174334000 1400349000 5977882000 5722581000 74303000 54815000 19153000 55150000 54815000 5679516000 5580070000 152341000 0 29759000 58291000 41963000 29405000 2105561000 1994818000 13829000 13785000 607473000 545024000 35486000 607473000 425832000 83706000 2227000 6609000 2385000 2077000 1479647000 1427323000 8083443000 7717399000 2004784000 1861596000 2004784000 1861596000 2014878000 1867377000 358101000 358101000 358101000 1379447000 1235591000 379508000 364643000 -102178000 -90958000 -10094000 -13679000 -5781000 3585000 5210229000 3878061000 175389000 91555000 4538286000 3323722000 4518865000 3305207000 19421000 18515000 422014000 386795000 74540000 75989000 868430000 1977742000 575010000 1611290000 557491000 1597985000 17519000 13305000 293420000 366452000 243869000 341121000 32689000 21468000 16862000 3863000 8083443000 7717399000 358101000 -5781000 601883000 609882000 1140355000 1096280000 7581000 7977000 15180000 15637000 36058000 28110000 58053000 40753000 -57136000 -49238000 -94167000 -82595000 -103735000 -135705000 -185114000 -202281000 -164929000 -162577000 -315875000 -299598000 320013000 307585000 618447000 585947000 291000 9136000 15000 17751000 17737000 19556000 37970000 33974000 -57878000 -54034000 -110998000 -99259000 -3971000 -333000 -3657000 -333000 -44112000 -34811000 -76685000 -65618000 969000 969000 276870000 272774000 542731000 520329000 -82891000 -81489000 -163223000 -155686000 193979000 191285000 379508000 364643000 193979000 191285000 379508000 364643000 193979000 191285000 379508000 364643000 0.81 0.80 1.59 1.53 0.81 0.80 1.59 1.53 379508000 364643000 -12716000 -9999000 -23945000 -14271000 3585000 7644000 4272000 8403000 6809000 12005000 9727000 -3602000 -2918000 375195000 361453000 375195000 361453000 358101000 1144633000 364643000 -5781000 1861596000 358101000 1047254000 333481000 -2591000 1736245000 358101000 1144633000 364643000 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1427323000 1087051000 1479647000 1427323000 25074000 1479647000 1402249000 1479647000 1427323000 70.00 60.00 1.04 0.91 248238000 216562000 248238000 216562000 70.00 60.00 1.04 0.91 248238000 216562000 373507000 1075505000 1140355000 1096280000 373507000 1075505000 1140355000 1096280000 775 1066 1194 1066 570 822 925 822 205 244 269 244