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<div><div><h1>RED</h1></div><p><em><strong>José Gabriel Palma |</strong> Facultad de Economía, Universidad de Cambridge y Facultad de Administración y Economía, Universidad de Santiago.</em></p>
<p>Hace más de un año ya preguntábamos en otra columna: ¿Y si la bonanza del cobre resulta ser transitoria? (<a href="http://ciperchile.cl/2013/03/25/la-economia-chilena-como-el-elefante-se-balancea-sobre-la-tela-de-una-arana/" target="_blank">“La economía Chilena, como el elefante, se balancea sobre la tela de una araña”<sup>[1]</sup></a>). Pregunta tan simple como obvia; pero de esas que en el Chile maniaco reciente se entendían como de mal gusto. Sin embargo, ésa debería ser la primera pregunta que se le debe venir a la cabeza a cualquier persona que tenga un mínimo conocimiento de historia económica. Pero en un Chile neo-liberal auto referente, una duda así inevitablemente iba a generar reacciones adversas. Como dicen por ahí: no hay peor ciego que el que no quiere ver.</p>
<p>Y en dicha columna, después de un largo análisis, concluía que “…el gran Caballo de Troya que Piñera (y Vergara desde el Central) le van a dejar generosamente al próximo gobierno, probablemente de Bachelet, es una economía en expansión que cuelga de un hilo”. La sincronización de Hacienda con el Banco Central para continuar fabricando un crecimiento insostenible fue casi perfecta: la economía se les desaceleró sólo un trimestre antes de la transmisión del mando.</p>
<p>Mucho se ha dicho ya sobre la herencia económica del último gobierno. Unos enfatizan el crecimiento del 5%, los 800 mil nuevos empleos, y la baja inflación. Otros, en cambio, destacan que a pesar de la grandilocuente bonanza exportadora, hubo un magro crecimiento de la productividad total de factores (apenas un 0.5% entre el 2010 y el segundo trimestre del 2013, última cifra disponible); que la mayor parte de los empleos que se crearon eran trabajos precarios, en actividades de servicio con poco potencial de crecimiento de la productividad; que se hizo poco o nada para solucionar el difícil problema de la energía, el de la educación y salud publica, el de la grotesca desigualdad en la distribución del ingreso, el de la pobreza, las telecomunicaciones, la infraestructura, el de la falta de competencia en los no-transables, el del creciente abuso al consumidor y, para que decir, el de la poca o nada industrialización del sector primario-exportador. <strong>En resumen, ésta sería una herencia “sin pena ni gloria”. Sólo un magnífico ejemplo de economía en piloto automático, donde todas las fallas de mercado y, por supuesto, todos los privilegios, se seguían y seguían reproduciendo bajo el motto: “Teme a Dios, honra al mercado”. </strong> O, más preciso: “Teme al 1%, honra al mercado” — pues, como nos recordó Lloyd Blankfein, CEO de Goldman Sachs, ellos creen ser sus representantes en la tierra: “<a href="http://blogs.wsj.com/marketbeat/2009/11/09/goldman-sachs-blankfein-on-banking-doing-gods-work/" target="_blank">I am just a banker doing God’s work<sup>[2]</sup></a>”.</p>
<p>Sin embargo, hay otro aspecto relacionado con la herencia del gobierno anterior del cual poco se habla:<strong> ¿qué pasó con la asombrosa renta minera, y con la renta de los otros recursos naturales de esos cuatro años?</strong> Y ahora que parte de esa renta amenaza con evaporarse, ¿qué capacidades productivas nos dejó como herencia? Recordemos que entre septiembre del 2002 y febrero del 2011 el precio del cobre casi se sextuplicó (subió 5,8 veces). Si miramos el precio histórico, la tonelada de cobre siempre ha tendido a fluctuar, pero dentro del rango entre US$1.500 y US$3 mil la tonelada. Pero a poco andar del gobierno de Piñera ya llagaba a más de US$10 mil — con un promedio aproximado de US$ 8 mil la tonelada para esos 4 años. Hoy, en cambio, aparentemente cuesta abajo en la rodada, ya va en US$ 6.625 — un 36% menor que su punto más alto; y donde uno mire, encuentra especuladores entreteniéndose con ‘naked shortings’ (apostando a que el precio va a seguir bajando). </p>
<p>Lo que hay que entender es que el mal llamado ‘súper-ciclo’ de los commodities es algo básicamente especulativo, resultado de una enorme exuberancia irracional, en mercados financieros extremadamente líquidos y que cada día parecen tener menos imaginación de cómo ganar plata en forma honesta. Ya no hay semana en la que no se destape otro gran fraude, como el del la manipulación artificial de las tasa de interés ‘LIBOR’ por parte de los mayores bancos del mundo, quienes se coordinaban como cartel para hacer la estafa (lo que entre muchas otras cosas, afectó ilegalmente a más de US$ 300 billones de derivadas; un profesor del MIT llamó a este fraude el mayor de la historia — y hay evidencia de que el Banco de Inglaterra tenia conocimiento de esto, pero miraba para el otro lado). También el de los mercados cambiarios (para manipular artificialmente los tipos de cambio). El de grandes bancos acusados de lavar, a sabiendas, el dinero de los carteles mexicanos (al HSBC se le acusa ser el más involucrado). El de hacer vista gorda a mega-fraudes, o incluso de facilitarlos, como el que se acaba de descubrir en la sucursal del City en México, a la cual se acusa de haber prestado US$585 millones a una compañía que usaba de colateral facturas de PEMEX, de las cuales <a href="http://www.reuters.com/article/2014/02/28/us-citigroup-mexico-fraud-idUSBREA1R10Q20140228" target="_blank">al menos dos tercios eran falsas, a sabiendas de altos ejecutivos del banco <sup>[3]</sup></a>. También, cada semana se sabe de otra institución financiera la cual, siguiendo el ejemplo de Goldman Sachs, le está vendiendo a sus clientes activos financieros como si fuesen de oro, cuando ellos saben muy bien que son basura (para en muchos casos luego apostar vía un ‘credit default swap’ que esos activos van a fallar). O de grandes bancos que manejan en forma ilegal fondos de grupos contra los cuales hay sanciones financieras, como Hezbollah (otra vez se involucra en esto al HSBC); etc., etc. Y quizás lo más perturbador, cada día queda más claro la falta total de transparencia en el mercado de derivados, que ahora suma, ni más ni menos, un valor nominal de más US$700 billones (cifra equivalente a más de 10 veces el tamaño de la economía mundial). De hecho, muchos argumentan, y con razón, de que hoy día hay mucho más fraude financiero que antes de la crisis del 2007/2008 (ver, por ejemplo, <a href="http://www.forbes.com/sites/stevedenning/2013/01/08/five-years-after-the-financial-meltdown-the-water-is-still-full-of-big-sharks" target="_blank">aquí<sup>[4]</sup></a>). Y las autoridades no hacen nada significativo para volver a regular, de verdad, dichos mercados (como lo hizo F. D. Roosevelt en los ’30), o para castigar, de verdad, a los culpables. Y de hacerse algo, cosa poco común, ahora la moda es dar sólo pequeñas multas (pequeñas desde el punto de vista de lo que se ganó en forma ilegal), sin siquiera la necesidad de tener que reconocer culpabilidad (en los 1930s, con FDR, iban directo a la cárcel). </p>
<p><strong>Lo más relevante de todo esto es que hay que entender que el precio de cobre — y la prosperidad de los chilenos — ahora depende de estos mercados, de estos instrumentos (como los derivados), y, en algunos casos, de este tipo de individuos: como nos dice el <em>Financial Times</em>, <a href="http://www.ft.com/cms/s/0/512fa6e0-81f5-11e3-87d5-00144feab7de.html#axzz2zFt7bcIX" target="_blank">“El Lobo de Wall Street” es un ladrón de poca monta para los estándares de hoy</a></strong>. Thomas Jefferson tenía mucha razón cuando dijo que los mercados financieros constituyen una amenaza mayor para nuestras libertades que los ejércitos enemigos.</p>
<p>Y hay que recordar que los especuladores ganan igual apostando (en forma honrada y de la otra) a que suba, o a que baje el precio del cobre. Por ejemplo, parte de la caída actual de su precio se debe a que en China el cobre se usaba como colateral para actividades dudosas en el ‘shadow-market’ financiero (gracias a su nuevo rol de pariente pobre del oro). De hecho, se estima que hay más de un millón de toneladas de cobre guardadas en bodega en China con ese fin. Y como muchos de esos activos financieros ahora están en la cuerda floja, parte del ‘new shorting’ es porque muchos especuladores esperan que un segmento de ese colateral tenga que salir al mercado. </p>
<div><div><img type="image/jpeg" hash="04865034d4eedf75d518c457cae123a2" alt="Fotografía bajo licencia CC, disponible en Flickr" width="640" height="478" 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bajo licencia CC, disponible en <a href="https://www.flickr.com/photos/camila-/2717948527/" target="_blank">Flickr<sup>[5]</sup></a></p></div>
<p>Como ya se dijo, si algo nos enseña la historia económica es que las bonanzas de los precios de las materias primas sólo ocurren, con suerte, una vez por generación, y son siempre transitorias — y siempre durante ellas prima la manía de decir lo contrario. Eso le da más sentido aún a tres preguntas obvias: ¿Quién se apropió de la descomunal renta minera de los últimos 4 años (y de la que se generó desde que empezó el ciclo, hace una década? ¿Se hizo algo productivo con ella? Y ¿qué naturaleza tendrá el inevitable ajuste que se nos viene encima? Lo fundamental de la respuesta a la primera pregunta, desgraciadamente (pero no sorprendentemente), es que, un poco más un poco menos, la mitad fue simplemente regalada a rentistas extranjeros (por falta de un royalty de verdad); y lo poco que quedó en Chile fue casi todo gracias a la muy estatal CODELCO. Respecto a la segunda, la de su posible herencia productiva — esto es, nuevas capacidades productivas generadas con su inversión — ellas brillan por su ausencia: básicamente, lo que aquí quedó, se consumió. Y la respuesta a la tercera, es que el ajuste que nos espera a la vuelta de la esquina, de ser abrupto, ojalá que nos pille confesados, poco endeudados, y con los ahorros en dólares. </p>
<p>Respecto de la primera mitad de la renta minera, la que generosamente se le dio “de gratis” a rentistas extranjeros, expresado en dólares del mismo valor adquisitivo (dólares del 2013), la salida total de capital por concepto ‘renta de la inversión directa’ (utilidades y dividendos, en su mayor parte proveniente de actividades mineras) saltó de un total de US$ 30 mil millones para la década 1994-2003, a casi US$ 180 mil millones en la década siguiente, la del salto del precio del cobre. Esto es, <em>en dólares del mismo valor adquisitivo</em>, la salida de recursos por este concepto, gracias al incremento de la renta minera, casi se sextuplicó en la segunda década. Esta salida de capital equivale aproximadamente al 40% de los ingresos públicos del período (incluídas las grandes contribuciones de CODELCO), y a más de un cuarto del total de las exportaciones de esa década. Y en términos del PIB, esta salida de capital saltó de un promedio de 3% del PIB para la primera década, a uno de casi 9% en la segunda. Sólo en dos años (2006 y 2007) salieron del país US$ 43 mil millones — (más del 13% del PIB) — cifra equivalente a más de una vez y media el PIB de Bolivia o Paraguay en esos dos años (1.6 veces).</p>
<p>Y todo eso, básicamente, para que empresas rentistas extranjeras se molestasen en producir casi puro cobre <em>con el mínimo posible</em> de procesamiento local: el concentrado — un mineral con un contenido de metal de aproximadamente un 30%, resultado de una flotación rudimentaria del mineral bruto pulverizado.</p>
<p>De hecho, las grandes mineras privadas se apropiaron en al menos siete de esos diez años de excedentes del mismo orden de magnitud <em>que el total de sus inversiones precedentes</em>. En otras palabras, recuperaron sus inversiones siete veces en este período — sin considerar los excedentes retirados en años anteriores y posteriores. ¡Qué generosidad la de los Chilenos! Samaritanos con la brújula equivocada. Para enviarlo al Guinness Book of Records.</p>
<p>A ese respecto, lo fundamental es que esos niveles portentosos de ganancias se pueden obtener sólo en la producción de concentrado. <strong>Lo que pasa es que cuando uno invierte en cobre, la renta minera, que es la renta que se obtiene sólo por tener acceso al recurso natural, se obtiene en el concentrado. Y aún en la actual Constitución, esa renta pertenece a todos los chilenos. Pero de José Piñera en adelante, esa afirmación no vale ni el papel en el cual se escribió esa Constitución.</strong> Lo que sucede es que si de ahí uno quiere seguir avanzando en el procesamiento del mineral — por ejemplo, fundiéndolo, para luego producir alambrón, alambre de cobre desnudo, trefilado, tubos, aleados, o forjados —, la rentabilidad de esas inversiones <em>adicionales</em> (si las hacen bien) pasa a ser aquellas relativamente normal a cualquier otra actividad industrial (digamos, entre un 15% y un 20% anual de lo invertido). Por eso, si las mineras privadas quieren tener en Chile utilidades <em>anuales</em> equivalentes al total de las inversiones que han hecho desde que llegaron a Chile (esto es, una tasa anual del 100%), se quedan en el concentrado. Sí, sin duda, los camiones son cada vez más colosales, las plantas chancadoras más terroríficas, y los químicos más eficientes (capaces de generar una espuma cada vez más estable, la que mantiene en forma mucho más segura las partículas sobre la superficie). Pero de esa trinchera primitiva no se sale.</p>
<p><a href="http://www.sentidoscomunes.cl/gabriel-palma-la-trampa-del-ingreso-medio-es-mas-que-nada-una-trampa-ideologica/" target="_blank">Como ya decía en una entrevista<sup>[6]</sup></a>, pocos en Chile parecen darse cuenta que en cuanto a volumen, nuestro mayor producto de exportación es basura — la ‘escoria’ del concentrado. Como el concentrado tiene sólo alrededor de un 30% de contenido cobre, de cada diez barcos que salen de nuestras costas a China con concentrado, tres llevan cobre y pequeñas cantidades de algunos metales preciosos (además de algo de otros minerales, como el molibdeno, azufre, renio y selenio), y unas siete llevan, literalmente, basura. No hay que ser un medioambientalista furibundo para darse cuenta de la increíble irracionalidad de eso. ¡Lindo modelito de desarrollo! La modernidad desatada.</p>
<div><div><img type="image/jpeg" hash="e1b0cf861611bccaf5aabb87b6077eb0" alt="Fotografía bajo licencia CC, disponible en Flickr" width="640" height="427" 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bajo licencia CC, disponible en <a href="https://www.flickr.com/photos/sidereal/2272219677" target="_blank">Flickr<sup>[7]</sup></a></p></div>
<p>Adorno ya nos decía respecto del seudo-modernismo neo-liberal: “Hoy en día, el recurso a la modernidad, no importa de qué tipo, con tal que sea suficientemente arcaico, se ha convertido en universal.”</p>
<p>Para decir una irreverencia extrema desde el punto de vista del discurso hegemónico neo-liberal criollo, mi <strong>lectura del éxito asiático es que para que un país de ingreso medio siga avanzando hacia el desarrollo, mientras más alto sea su nivel de ingreso, <em>más</em> requiere de política industrial. La idea de que en el futuro cercano podremos llegar a ser país desarrollado sólo haciendo más de lo mismo, sólo mejor, es una quimera — esa es la verdadera trampa del ingreso medio: la ideológica </strong>(ver link anterior). Cobre concentrado, astilla de madera y salmón de tres kilos, junto a construcción residencial, finanzas y retail, de hacerse relativamente bien, es una de las formas para llegar a donde estamos; pero no tiene mucha tracción para seguir empujando hacia delante en forma sustentable. En el caso de la minería del cobre, por ejemplo, se debería aprovechar el royalty para hacer política industrial. Como he dicho tantas veces, para mi lo que más tiene sentido es un royalty <em>diferenciado:</em> cobrarle al concentrado un royalty mucho mayor que al cobre fundido, y así sucesivamente. </p>
<p>Incluso aquellos que están por convicción y doctrina en contra de hacer política industrial, siguiendo el famoso teorema del ‘second best’ de Lipsey y Lancaster, deberían al menos estar de acuerdo con tener un royalty diferencial que nos permita ‘emparejar la cancha’ respecto de los subsidios que benefician el procesamiento del cobre chileno en Asia (y el hacer MDF allá con astilla chilena, etc.). Eso hace sentido incluso dentro de la lógica económica más ortodoxa — pero no desde la de los intereses de las multinacionales. Y si además de eso, el royalty diferencial se diseña para incentivar la industrialización del cobre, ¡tanto mejor! </p>
<p>El discurso hegemónico, en cambio, sólo sueña con hacer más de lo mismo pero agregando otra locomotora a las existentes, cuyos caballos de fuerza serian dados por misteriosos, pero masivamente idealizados ‘servicios de alta tecnología’. Pero vivir de ilusiones nunca ha sido una buena estrategia de desarrollo. Peor aún, ese tipo de ensueños puede ser muy contraproducente, pues como nos dice una sicoanalista, en la vida hay pocas cosas más castradoras de la imaginación propiamente creativa que el ‘daydreaming’. Con tanto ensueño ilusorio sobre un futuro altamente improbable, en el cual dichos idealizados servicios tomarían la batuta del desarrollo, se pierde totalmente el sentido de urgencia del pensar hacia delante — esto es, ¿cómo volver al dinamismo de los ’90, pero esta vez en forma equitativa y sustentable? Además, hay que creer que dichas actividades, aparentemente, surgirían de algún proceso tipo ‘generación espontánea’, como de esos que se soñaban en biología antes de Pasteur. Esto es, parafraseando el título de un artículo al respecto, con tanto ensueño ilusorio, lo que le ha pasado a la imaginación creativa en Chile, en cuanto a su capacidad para repensar el modelo de desarrollo, podría sintetizarse como “Death by Daydreaming”. </p>
<p>Mientas tanto, se cree que lo único que hay que hacer para que funcionen las cosas es tener al 1% más rico contento; esto es, se cree que el único rol de la política económica es generar credibilidad, lo que en buen romance sólo significa eso: <a href="http://www.estrategia.cl/detalle_noticia.php?cod=91858" target="_blank">tener al 1% contento<sup>[8]</sup></a>. Yo creo que para pocos fue una sorpresa que un excelente estudio tributario, con datos del 2003, encontró que el 0,01% más rico — alrededor de unas 600 personas — habían pagado tasas de impuesto inferior al 11% (ver <a href="http://www.econ.uchile.cl/uploads/publicacion/306018fadb3ac79952bf1395a555a90a86633790.pdf)." target="_blank">aquí<sup>[9]</sup></a>). Y si bien estoy muy de acuerdo con ese aspecto de la actual reforma tributaria que intenta reducir la brecha impositiva entre las empresas y las personas, subiendo (muy gradualmente) el impuesto de primera categoría sobre las utilidades contables de las empresas de 20% a 25% — paso en la dirección adecuada —, ¿qué sentido puede tener (otro que lo ya dicho anteriormente) el rebajar del 40% al 35% la tasa marginal máxima de impuesto a la renta, lo cual favorece únicamente a unos 25.000 contribuyentes, los más ricos del país? ¿Desde cuándo para cerrar una brecha hay que moverse, necesariamente, desde los dos lados? Eso sólo beneficia al 1% más rico; aquél que ya se lleva el 30% del ingreso. ¡Y tanto que nos recuerda la Presidenta que la desigualdad es nuestro peor enemigo! </p>
<p>Y si en los procesos extractivos primarios ya somos claramente ‘top ten’, y en algunos hasta ‘top one’, ¿porqué va a ser tan difícil llegar a hacer algo efectivo en el paso siguiente — el de su industrialización? ¿Y en poder generar eso con energías renovables, incluida la hidroeléctrica? (Pero una que respete el medioambiente, y donde el agua de las lluvias pertenezca a todos los chilenos).</p>
<p>Pero vaya uno a decirles esto a nuestros fundamentalistas de mercado, incluido a los de la Nueva Mayoría. En el mejor de los casos, ¿porquépor qué tendrán tanta timidez? En este tipo de cosas mis colegas ‘renovados’ se parecen a la selección chilena antes de Bielsa…</p>
<p><strong>No debería sorprender, entonces, que en el programa económico de la candidata Michelle Bachelet ni siquiera se mencionase la palabra ‘royalty’. Ni que en el debate actual en relación a la reforma tributaria, ha llegado a ser tabú decir que un royalty de verdad</strong> — no uno como la tomadura de pelo del actual que apenas capta el 2% de las utilidades de las mineras, sino uno que pudiese captar alrededor de la mitad de sus ganancias, algo similar a lo que quiso hacer Kevin Rudd, el primer ministro australiano — podría contribuir al erario nacional tanto como las predicciones más optimistas de la actual reforma tributaria. En Chile parece que las oligarquías económicas, políticas y académicas prefieren pagar más impuestos que de haber royalty — y reclamar <em>ad nausea</em> sobre ellos — que incomodar al capital extranjero. Como nos decía Gramsci, a menudo la ideología puede llegar a ser hasta más fuerte que el bolsillo.</p>
<p>¿Y si además del royalty minero también se impusiese uno razonable a la exportación de otros recursos naturales? <a href="http://ciperchile.cl/2013/09/12/%C2%BFcuanto-habra-que-esperar-para-que-los-chicago-boys-asociados-respondan-por-el-botin-que-algunos-se-llevaron/" target="_blank">¿Y si el Estado, como decíamos, más que no sea por vergüenza ajena, se decide de una vez por todas a recuperar la propiedad de las aguas de las lluvias?<sup>[10]</sup></a>. ¿O si se decidiera licitar, en lugar de regalar, los derechos de pesca? En fin, de terminarse con la piñata de los recursos naturales podríamos financiar no sólo una educación y salud publica gratuita de calidad de país civilizando, sino también haber enfrentado varios de los problemas económicos mencionados anteriormente.</p>
<p>Y si la nueva administración propone una reforma tributaria, que si bien no toca la renta de los recursos naturales, al menos propone recaudar un monto mínimo para intentar hacer algo respecto de algunos problemas, las predicciones de los ‘usual suspects’ son apocalípticas.</p>
<p><strong>Respecto de la otra mitad de la renta minera, aquella que quedó en nuestro país gracias casi exclusivamente a CODELCO, la pregunta fundamental es <a href="http://ciperchile.cl/2013/04/16/%C2%BFy-donde-fueron-a-parar-los-excedentes-del-boom-del-cobre/" target="_blank">¿qué se hizo con ella?<sup>[11]</sup></a>. Lo que hubiese tenido sentido era haber encausado los recursos adicionales en al menos uno de dos caminos: el ahorro o la inversión. </strong> La primera alternativa — una prudente, pero poco imaginativa; la más conservadora, ‘market-friendly’, y hasta bíblica (directa del Génesis) —, es haber ahorrado los excedentes de la renta minera del periodo de las vacas gordas para gastarlo cuando inevitablemente llegasen las vacas flacas. Al estilo ‘FEES’ (el Fondo de Estabilización Económico y Social, creado por Nicolás Eyzaguirre y Mario Marcel), <em>pero con un royalty de verdad.</em> Al menos con el FEES se intentó un primer paso, un cambio de tendencia; pero de ahí no se avanzó. De haberse hecho en plenitud, se podría haber evitado una expansión económica frágil e insostenible, y se podrían haber acumulado recursos significativos para los ineludibles años de las vacas flacas.</p>
<p>El otro camino — mucho más efectivo — para el uso de esa renta minera transitoria consistía en haberla invertido <em>de inmediato</em>; ésta es una alternativa con más sentido de urgencia — la que intentó Balmaceda con el salitre. Es la Keynesiana. También la podríamos llamar “la alternativa asiática”. La idea central de la política económica del Presidente Balmaceda era tan simple como genial: como en su época ya se sabía que el salitre natural iba probablemente a perder su monopolio a penas el costo de la electricidad bajase lo suficiente como para hacer rentable el proceso industrial del salitre sintético (y también se sabia que iba a ser cada vez más complicado competir con sustitutos, como el sulfato de amonio), lo que se debía hacer era captar, pero de verdad, los excedentes transitorios del recurso natural, para invertirlos <em>de inmediato</em> tanto en capital físico como humano. Sólo así se podrían crear capacidades productivas que pudiesen tomar el lugar del recurso natural cuando su renta se desvaneciera por la eventual baja en su precio.</p>
<p>Por tanto, durante su gobierno, Balmaceda colocó un royalty a las exportaciones de salitre que llegó hasta un tercio de lo exportado — y hacerle eso en aquella época a empresarios ingleses no era broma —, y con esos recursos dobló el número de estudiantes en la educación primaria y secundaria (y para qué decir la terciaria), desarrollo un gran programa de obras públicas, especialmente ferrocarriles, y apoyó fuertemente a la industria. En pocos años, la inversión pública en capital físico se <em>cuadruplicó</em> en términos reales y la en educación se incrementó <em>ocho veces</em>. Según mis cálculos, casi la mitad del gasto público fue destinado a inversión en ambas áreas. Además, como la oferta de no-transables era elástica, un incremento del gasto de esta magnitud también neutralizó el ‘Síndrome Holandés’, pues evitó la revaluación del tipo de cambio real. Balmaceda también creó el Ministerio de Obras Públicas e Industria para fomentar la manufactura.</p>
<p>Pero, como ya decíamos, un shock de esta magnitud creó muchos conflictos; uno de los mayores fue que forzó la monetarización parcial del salario agrícola para evitar que los peones se fueran a trabajar al ferrocarril. Como resultado, los latifundistas, y por primera vez en la historia de Chile, tuvieron que competir por la mano de obra — esto es, por primera vez, hubo mercado del trabajo en la agricultura. Pero como nuestros capitalistas criollos (de entonces y de ahora) lo último que quieren es un capitalismo de verdad (con ‘compulsiones’ de mercado), ya sabemos lo que pasó.</p>
<p>Y si ahora se ahorró sólo una parte pequeña de la renta minera que quedo en el país, y se invirtió aún menos, ¿qué pasó con el resto? Como les gusta decir a los gringos, ‘there are no prizes for guessing the correct answer’. Ella se consumió — al mejor estilo populista. Mientras salían durante los 4 años de Piñera más de US$ 70 mil millones como utilidades y dividendos del capital extranjero (en su mayoría provenientes de la actividad minera), monto equivalente aproximadamente al 7% del PIB del periodo, la inversión apenas subía del 22,4% del PIB (2010) al 23.9% (2013 — cifras del Banco Central). <strong>Tomando una perspectiva más larga de la que permiten los datos del Central, pues la baja inversión ciertamente no es exclusiva del ultimo gobierno, la cifras del Banco Mundial nos indican que la inversión promedia durante el así llamado ‘súper-ciclo’ (21.2% del PIB, datos disponibles sólo hasta el 2011), fue incluso menor que la que hubo en la década anterior (23.8%) — la de los precios bajos del cobre. Y en 2006 y 2007, mientras el capital extranjero sacaba del país más del 13% del PIB, la inversión en Chile no llegaba al 20% del PIB. El teatro del absurdo llevado a la realidad. Ionesco transformando un texto funesto en un juego burlesco.</strong></p>
<p>Mientras tanto, aún peor que la inversión, el ahorro nacional cayó durante los cuatro años del gobierno anterior: del 24% del PIB (2010) al 20,5% (2013 — cifras del Banco Central). Mientras tanto el consumo total subía <em>cinco puntos porcentuales</em> del PIB en estos cuatro años — del 71,3% al 76,4%, respectivamente. Como he dicho tantas veces: ¡parece que no hay populista más ‘cara de palo’ que uno neo-liberal!</p>
<div><div><img type="image/jpeg" hash="89568f1a5b5030a5562d559fd27a411b" alt="Fotografía bajo licencia CC, disponible en Flickr" width="640" height="427" 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bajo licencia CC, disponible en <a href="https://www.flickr.com/photos/codelco/10292056334" target="_blank">Flickr<sup>[12]</sup></a></p></div>
<p>De hecho, la expansión del consumo durante el ultimo gobierno fue tal que las importaciones crecieron cuatro veces más rápido que las exportaciones, lo que (junto a otros factores) redujo el superávit comercial de US$16 mil millones (2010) a tan solo US$2 mil millones (2013); y transformó el superávit de la cuenta corriente (US$3,6 mil millones en 2010), en un fuerte déficit (US$9.5 mil millones en 2013). Y todo eso con un precio del cobre que aún estaba en las nubes — a fines del 2013 el precio aún estaba sobre los US$3.3 ¢/lb, con un promedio para el año todavía más alto.</p>
<p><strong>Un cálculo simple nos dice que si el año pasado los términos del intercambio en Chile hubiesen vuelto bruscamente a los del 2003, cuando comenzó a subir el precio del cobre, con todo lo demás igual, el déficit de cuenta corriente que hubiese heredado Bachelet en esta eventualidad hipotética seria de aproximadamente de un 15% del PIB (mayor que el del ’81).</strong> Eso indica la fragilidad estructural actual, donde un brusco retorno del precio del cobre a niveles ‘normales’ (pre-2003) podría producir efectos inimaginables. Este cálculo simple nos indica que si el precio del cobre hubiese sido en el 2013 el mismo que el del 2003, y si se hubiese mantenido en equilibrio la cuenta corriente, el año pasado la economía chilena habría tenido que gastar algo así como US$ 50 mil millones menos de lo que se hizo.</p>
<p>Hay que sacarles el sombrero a estos neo-liberales: sin duda alguna, su ideología se ha transformado en la tecnología de poder más sofisticada de la historia. ¡Hoy día, el 1% más rico se puede llevar el 30% del ingreso en democracia! (<a href="http://www.econ.cam.ac.uk/research/repec/cam/pdf/cwpe1111.pdf" target="_blank">Ver aquí<sup>[13]</sup></a>, por ejemplo) ¿Y los problemas que eso genera? Bueno, como ya hemos dicho, su discurso hegemónico nos dice que en economía existen sólo dos tipos de problemas: los que resuelve el mercado, y los que no tienen solución. Sólo economistas ‘Barros Luco’ son bienvenidos a la fiesta — en especial aquellos que hicieron su nombre criticando al ‘modelo’, para luego hacer su fortuna defendiéndolo.</p>
<p>¡Qué tecnología de poder más sofisticada! Cómo nos dio vuelta la tortilla. Tomados de la mano, nos hizo transitar mansamente de los controles <em>al</em> capital (los ’90), a estar ahora controlados <em>por</em> el capital. Y todo esto no sólo en democracia, sino una en la cual en 20 de sus 24 años hemos tenido gobiernos de ‘centro-izquierda’… </p>
<p>Y el de ahora, no sólo va a tener que enfrentar las consecuencias de la irresponsable prosperidad corto-placista reciente, sino va a tener que hacer eso dentro de los crecientes problemas que nos trae la economía mundial — por ejemplo, lo más probable es que lo grueso de la reforma tributaria, en lugar de generar nuevos recursos, más bien va a reemplazar aquellos que desaparecen por la desaceleración de la economía, la caída del precio del cobre y la creativa imaginación contable de las mineras (entre otros factores). ¡Puente sobre el Canal de Chacao! Hay que estar muy perdido sobre lo que se nos viene encima y las prioridades del gasto público — y hay que ser demasiado ingenuo para creer que el costo total va a ser lo que se nos dice ahora. </p>
<p>Y la situación externa es muy incierta, no únicamente por sus enormes desequilibrios, sino también porque no sólo a los neo-liberales criollos se les vaporizó la imaginación. El neo-liberalismo, ideología narcisista, será muy hábil para dominar, reproducir privilegios, y domesticar ideologías alternativas, pero su imaginación creativa se empobreció atorada en crecientes conflictos de interés. Una de las grandes fuerzas del sistema capitalista hasta ahora era que había mostrado una sorprendente capacidad de re-inventarse después de cada gran crisis; sucedió en los ‘30 y ‘70. Ahora, en cambio, no tiene idea qué hacer para reconstruirse en medio de la turbulencia actual. Sólo da palos de ciego, como el tsunami de liquidez que le sigue regalando al sistema financiero. Y los problemas de la economía mundial crecen y crecen. Uno nuevo, como si no bastara con los que ya teníamos, es la nueva inestabilidad financiera en China: el stock de crédito en ese país saltó de US$9 billones en 2007, a US$23 billones en 2012 — o 220% del PIB. En otras palabras, ¡replicó todo el stock de crédito del sistema financiero norteamericano en tan sólo cinco años! Lo peor ocurrió en el sistema bancario informal (el ‘shadow banking’), un sector que opera prácticamente sin regulación, el cual copió las peores prácticas occidentales, aquellas que llevaron a la crisis de las hipotecas basura. Ahora se acabó la fiesta y llegó la cuenta. Todo eso lleva a que la telaraña en la que nos balanceamos sea cada día más frágil. ¡Lindo el caballito de Troya que nos dejó la Administración anterior! “Challenging”, como dicen por ahí. </p>
<p><a href="http://redparalademocracia.cl/wp-content/uploads/2014/04/20140430_GABRIEL-PALMA_.pdf" target="_blank"><strong>Descargar este documento en formato PDF.</strong><sup>[14]</sup></a></p>
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