El fallo de la Cámara sobre la ley de Medios
(ahora resta la decisión de la Corte Suprema) corrió las miradas
nuevamente hacia el principal grupo de medios del país. ¿Qué tendría que
vender Clarín de confirmarse la ley? ¿De qué números hablamos? Mirá
este estudio de dos economistas.
![http://www.8300.com.ar/wp-content/uploads/2012/12/509062e807c5d_crop.jpg](http://www.8300.com.ar/wp-content/uploads/2012/12/509062e807c5d_crop.jpg)
Por Juan Manuel Di Leo y Nicolás Hernán Zeolla (Grupo Política, Economía y Realidad Nacional) I
Según los estados contables del Grupo Clarín y considerando la opción
más rentable, el Grupo Clarín debería desprenderse de empresas,
facturación y ganancias anuales por 2.799 millones de pesos. ¿Cómo se
compone estos números?
Como otras veces en la historia argentina, las corporaciones
empresariales vuelven a discutir el estado de derecho cuando este
expresa los intereses populares. Esta discusión viene dada por la
negativa del Grupo Clarín (oligopolio comunicacional, financiero y de
servicios) a cumplir el nuevo esquema de propiedad de licencias
establecido por la Ley 26.552 de Servicios de Comunicación Audiovisual.
¿Qué dice el artículo 45?
De esto trata el artículo 45 de actual Ley de Medios, el famoso
“artículo de desinversión” donde aquellos propietarios que no se ajusten
a la normativa deben desarmar su posición dominante. Está dividido en
tres apartados: nacional, local y generalidades / excepciones. El
objetivo es impedir las posiciones dominantes en los segmentos
producción de contenidos, difusión y transmisión. Por ello se pone
límites a las prácticas monopólicas como de integración vertical y la
integración horizontal.
En el apartado nacional, un titular solo puede ser propietario de una
licencia de comunicación audiovisual satelital (los cable-operadores),
hasta diez licencias de radio y televisión abierta (una para producción
de contenidos) y hasta 24 licencias de canales de cable. Ninguno de
ellos podrá superar el 35% del mercado nacional.
En el ámbito local (departamentos o municipalidades), solo podrán
tener una licencia de radiodifusión por AM, dos de FM (dependiendo del
tamaño del mercado local), una licencia para canal de cable (si no es
propietario de una señal de aire) y una licencia de televisión abierta
(siempre que no sea un cable-operador). En cuanto a las
excepcionalidades, los cable-operadores solo pueden poseer una señal
televisiva propia. Clarín está fuera de la norma en todos los
segmentos, lo que demuestra una enorme concentración.
La estructura del Grupo Clarín
El Grupo Clarín está constituido como una sociedad anónima que cotiza
en bolsa. De acuerdo a sus ventas, se encuentra entre las 20 empresas
más importantes del país, superada por Techint, Telefónica, las grandes
cerealeras y la banca internacional.
Clarín se encuentra dividido en cuatro “segmentos de negocios”: El
primero, los servicios de comunicación audiovisual con vínculo físico,
los cable-operadores Multicanal / Cablevisión, con presencia en doce
provincias (Neuquén, Río Negro, Buenos Aires, La Pampa, Santa Fe,
Córdoba, Entre Ríos, Corrientes, Misiones, Chaco, Formosa, Salta) y la
Capital Federal. Posee 3,4 millones de abonados, es decir el 56% del
mercado. Sobre este soporte el Grupo distribuye internet de banda ancha y
fibra óptica a través de Fibertel. Este segmento es el más rentable,
representando 2/3 (65,45%) de todas las ventas del Grupo.
El segundo segmento son las publicaciones gráficas y el soporte para
su producción. Es el mascarón de proa sobre el cual el Grupo construyó
su posición dominante, el diario Clarín, y la controversial Papel
Prensa. Además, el deportivo Olé y el gratuito La Razón, las revistas
Revista Ñ, ARQ, Pymes, Elle, Genios y Tiki-Tiki. A través de la Compañía
Inversora en Medios de Comunicación (CIMECO), el Grupo controla Los
Andes de Mendoza y La Voz del Interior de Córdoba. También controla AGL,
integrada por AGR (Clarín) y el diario El Litoral, la mayor planta
impresora del país. Clarín está asociado con Techint en Impripost
Tecnologías (para hacer impresión variable, es decir campañas de
marketing directo). Es propietario de la agencia de noticias DyN y
organizador de ferias como “Expo-Agro”.
El tercer ítem es la generación y distribución de contenidos. El
Grupo controla Artear, propietario de las señales de cable: Metro,
Volver, Magazine, TyC Sports (TSC) y Todo Noticias (TN) y propietario de
los canales 13 (Capital Federal), 10 de Tucumán, 10 de Mar del Plata, 9
del Litoral, 9 de Resistencia y 10 de Río Negro. Participa de las
productoras Pol-Ka, Ideas del Sur y Patagonik Film Group. En cuanto a
radio, opera desde Mitre (Capital Federal, Mendoza y Córdoba) y FM 100. A
través de IESA maneja las licencias de eventos deportivos.
En el último segmento se encuentra la Compañías de Medios Digitales
CMD que posee los sitios web Clarín.com, olé.com y otros. En este
segmento está la compañía Gestión Compartida (GC), que terceriza la
administración del grupo y brindan esos mismos servicios a otras
empresas.
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Las opciones para desinvertir
Para que el Grupo Clarín se ponga de acuerdo a la ley, tiene dos
grandes opciones. De acuerdo a lo presentado, el segmento más rentable
para Clarín es “Cable y Acceso a Internet”. Esto quiere decir que lo más
probable es que el Grupo conserve Multicanal y Cablevisión,
sacrificando el resto de las empresas. Considerando el estado
patrimonial del Grupo informado en sus “Estados Contables Consolidados
al Primer y Segundo Trimestre de 2012”, es posible calcular cuánto
pierde Clarín con esta opción.
![alt](data:image/png;base64,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)
De acuerdo a la Opción 2 (ver cuadro 2), el costo patrimonial de
desinversión económicamente más factible del Grupo Clarín para adaptarse
a la actual normativa asciende a 579 millones de pesos. En cuanto a
Ventas y ganancias anuales, el Grupo Clarín se verá afectado en $2.073
millones y $147 millones respectivamente, es decir, $2.220 millones
anuales. En total, $2.799 millones.
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