“Ain’t no payback time, It isn’t called getting even, here comes the reckoning day”. Megadeth
Es curioso con qué facilidad leemos que los mismos gobiernos que han sido incapaces de identificar las burbujas creadas por sus políticas expansivas van a ser capaces de controlar el pinchazo.
En el caso de China, la fe en el gobierno puede estar justificada por una percepción generosa de sus reservas de moneda extranjera y posibilidades de seguir devaluando y bajando tipos. Sin embargo, no debemos olvidar que el gigante asiático consume casi $70.000 millones mensuales desde hace tiempo, y sus reservas se han reducido en $299.000 millones en los últimos cuatro trimestres.
El problema de la deuda china es bien conocido, ya supera dos veces el PIB. A la hora de analizar el riesgo, es cierto que más del 90% se encuentra financiado por entidades financieras locales, y por ello puede ser “gestionable”. El argumento de diferenciar deuda pública y privada en China es incorrecto, sin embargo. Como cualquier analista sabe, y reconoce Moody´s, la deuda de empresas estatales y entidades financieras públicas es un riesgo que hace que la distinción privada-pública lleve a error –no muy distinto a lo que nos pasaba en España con las cajas y empresas públicas -. La deuda total China. La deuda de los gobiernos locales se ha multiplicado por 36 en 15 años, y todos los segmentos han acelerado de manera agresiva su endeudamiento desde 2008.
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)
Una expansión monetaria que hace a la Fed parecer el Bundesbank
En artículos recientes se culpa de la volatilidad en mercados emergentes al efecto negativo de la posible subida de tipos de la Reserva Federal, y como hemos comentado en varias ocasiones, tanto la parada en seco de mercados emergentes como las distorsiones creadas por el exceso de liquidez y la toma de riesgo planificada centralmente son claros daños colaterales de la política expansiva desproporcionada de los últimos años.
Sin embargo, olvidamos que China ha sido garante de su propia burbuja, con una expansión monetaria sin precedentes, comparada con los mercados emergentes o EEUU.
Entre 2009 y 2012 la media de crecimiento anual de la masa monetaria superaba el 18%, muy por encima del crecimiento del PIB nominal y, aunque se ha moderado ese crecimiento desde 2013, sigue siendo superior al 11% anual. ¿Qué quiere decir esto? China ha estado “imprimiendo” más dinero relativo a su PIB que EEUU en medio de su plan de estímulo. China ha alentado su propio fuego con más gasolina.
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Al infinito y más allá… El balance del Banco Popular de China convertido en dólares ($5,5 billones europeos, trillones de EEUU) supera en varios billones a los de por sí enormes del Banco Central Europeo ($2,8), la Reserva Federal ($4,4) o el Banco de Japón ($2,9).
Todo esto nos lleva a analizar qué es lo que puede hacer China para controlar los efectos negativos de la explosión de las burbujas acumuladas –infraestructuras, residencial, deuda en sectores ineficientes, sobrecapacidad sostenida con endeudamiento-.
Por supuesto, desde la planificación central se puede contener el riesgo con una política de control de las entidades de crédito, revisión en detalle de los préstamos de difícil cobro y un paquete de medidas muy agresivas que monitorice la limpieza del sistema financiero “en la sombra” y público, penalice a las empresas privadas o estatales que se endeudan sin control –las políticas anti-corrupción son parte de este intento- y analice el riesgo de la creciente deuda de particulares para operar en bolsa garantizada por inmobiliario (una bomba de relojería que, desafortunadamente, aprobó el gobierno).
Pero todas estas medidas, las veamos como las veamos, significan una cosa:menor crecimiento.
Olvidamos que China ha sido garante de su propia burbuja, con una expansión monetaria sin precedentes, comparada con EEUU
China necesita hoy cuatro veces más deuda que hace una década para generar una unidad de PIB, según Morgan Stanley.
Por ello el gobierno chino tiene ante sí una responsabilidad y un riesgo. Mitigar los efectos colaterales de la explosión de la burbuja de deuda ineficiente y saber que no puede crecer al 7% mientras lo hace. No se puede sorber y soplar a la vez cuando se ha creado una sobrecapacidad industrial a través de planes de estímulo superior al 30%. En Europa lo sabemos bien.
Como la opción de dejar quebrar y cerrar a las empresas zombi que abundan en China es imposible por el riesgo de crear un alto desempleo (lean el aterrador artículo del NY Times), la solución es buscar un “aterrizaje lento”… Y eso implica muchos años de crecimiento muy inferior a lo que estamos acostumbrados. El hecho de que los políticos chinos tengan muy claro que se debe atacar el problema de saturación de deuda en sectores rentistas y subvencionados es muy relevante. Darse cuenta de que no se va a poder crecer a tasas del pasado, de “ciudad fantasma” y empresa zombi, es esencial.
China va a salir reforzada de esta situación si toma las medidas drásticas y hace las reformas estructurales necesarias. Reformas que incluyen la adopción de políticas de buen gobierno, transparencia y responsabilidad crediticia. Pero eso significa crecer al 3,5-4% máximo, no al 7%. Porque no lo va a hacer manteniendo crecimientos inviables y valoraciones de burbuja. De la misma manera que Europa no lo pudo hacer ni lo puede hacer Brasil, China se enfrenta al reto de atajar el riesgo de saturación de deuda antes de que se vuelva sistémico. Y solo lo va a conseguir modificando rápidamente su patrón de crecimiento. Es por ello que el dilema al que se enfrenta es si va a crecer de cara a la galería o solventar la burbuja de deuda mientras es gestionable. No va a poder hacer las dos cosas a la vez. Y tampoco va a ser fácil.