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LIQUIDACION MENSUAL 14 194000 0.67 2 ICO PYMES 2000. LIQUIDACION TRIMESTRAL 7 141000 0.75 2 ICO PYMES 2000. LIQUIDACION SEMESTRAL 2 14000 0.75 2 ICO - CDTI 2003. LIQUIDACION MENSUAL 1 12000 1 2 ICO - CDTI 2003. LIQUIDACION SEMESTRAL 4 48000 0.94 2 LINEA ICO-PYMES 2004. LIQUIDACION TRIMESTRAL 1 5000 0.75 2 INST.CATALAN DE FINANZAS (TRIMESTRAL) 6 56000 0.29 1 INST.CATALAN FINANZAS (SEMESTRAL) 1 2000 0.40 1 LINEA "PYMES 2007" CON LIQUIDACION MENSUAL 34 1077000 0.36 2 LINEA "PYMES 2007" CON LIQUIDACION TRIMESTRAL 3 306000 0.90 2 LINEA "PYMES 2007" CON LIQUIDACION SEMESTRAL 7 107000 0.52 2 LINEA ICO-CRECI. EMPRESA, LIQUID. SEMESTRAL 10 403000 0.91 2 ICO-EMPRENDEDORES, LIQUID. SEM.SIN AVAL 3 18000 1 2 LINEA ICO-TEXTIL CALZADO, LIQUID. MENSUAL 5 200000 0.56 2 LINEA ICO-TEXTIL CALZADO, LIQUID. TRIMESTRAL 2 3000 1 2 EURIBOR A 3 MESES - DIARIO 420 71987000 1.26 2 EURIBOR A 6 MESES - DIARIO 6 100000 0.74 2 EURIBOR DIARIO A 12 MESES 1262 45017000 1.13 3 EURIBOR EMPLEADOS-MEJORAS SOCIALES EXTRA CONVEN 234 701000 0 1 EURIBOR-35% EMPL.-MEJORAS SOC. 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