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	<title>Iván Carrino &#187; Artículos</title>
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		<title>&#8220;Si en tres años de crecimiento no aparece el empleo privado formal, revisamos la teoría económica&#8221;</title>
		<link>https://www.ivancarrino.com/si-en-tres-anos-de-crecimiento-no-aparece-el-empleo-privado-formal-revisamos-la-teoria-economica/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=si-en-tres-anos-de-crecimiento-no-aparece-el-empleo-privado-formal-revisamos-la-teoria-economica</link>
		<comments>https://www.ivancarrino.com/si-en-tres-anos-de-crecimiento-no-aparece-el-empleo-privado-formal-revisamos-la-teoria-economica/#comments</comments>
		<pubDate>Sun, 08 Mar 2026 21:18:36 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[economía]]></category>
		<category><![CDATA[economía argentina]]></category>
		<category><![CDATA[economia austriaca]]></category>
		<category><![CDATA[Milei]]></category>
		<category><![CDATA[reformas]]></category>

		<guid isPermaLink="false">https://www.ivancarrino.com/?p=4889</guid>
		<description><![CDATA[Me hicieron una extensa entrevista en La Política Online. Arriba link a un resumen en video, que creo que está muy bien, un poco mejor que transcripción. La parte escrita comienza así: Ivan Carrino es uno de los jóvenes economistas libertarios más escuchados del momento, y también el más reposteado por Javier Milei. En un mano [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><iframe  id="_ytid_80053" width="480" height="270" src="https://www.youtube.com/embed/ZzeyLe7s25s?enablejsapi=1&#038;autoplay=0&#038;cc_load_policy=0&#038;iv_load_policy=1&#038;loop=0&#038;modestbranding=0&#038;rel=1&#038;showinfo=1&#038;playsinline=0&#038;autohide=2&#038;theme=dark&#038;color=red&#038;wmode=opaque&#038;vq=&#038;controls=2&#038;" frameborder="0" class="__youtube_prefs__" allowfullscreen data-no-lazy="1"></iframe></p>
<p>Me hicieron una extensa entrevista en La Política Online. Arriba link a un resumen en video, que creo que está muy bien, un poco mejor que transcripción.</p>
<p>La parte escrita comienza así:</p>
<blockquote><p><em>Ivan Carrino es uno de los jóvenes economistas libertarios más escuchados del momento, y también el más reposteado por Javier Milei. En un mano a mano con LPO, se dispone a explicar cuánto hay realmente de ideología y cuánto de economía convencional detrás del programa oficial. </em></p>
<p><em>A Carrino le divierte remarcar que la Universidad de Buenos Aires, cuna histórica del pensamiento crítico, es, según cuenta, la única universidad argentina donde se enseña formalmente a Murray Rothbard. Claro, dentro de la materia que dicta como profesor en Económicas. </em></p>
<p><em>Desde ese cruce entre academia, redes y poder político, defiende el rumbo económico del Gobierno, relativiza la idea de un experimento ideológico y sostiene una tesis incómoda: el padecimiento presente, para un bienestar futuro. La pregunta central del momento: cuánto dolor puede tolerar una estabilización económica.</em></p></blockquote>
<p>Seguir leyendo <a href="https://www.lapoliticaonline.com/entrevista/ivan-carrino-si-en-tres-anos-de-crecimiento-no-aparece-empleo-privado-formal-revisamos-la-teoria-economica/">aquí</a>.</p>
<p>&nbsp;</p>
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		<item>
		<title>¿Es Milei un líder populista?</title>
		<link>https://www.ivancarrino.com/es-milei-un-lider-populista/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=es-milei-un-lider-populista</link>
		<comments>https://www.ivancarrino.com/es-milei-un-lider-populista/#comments</comments>
		<pubDate>Fri, 11 Jul 2025 15:58:19 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Liberalismo]]></category>
		<category><![CDATA[Populismo]]></category>
		<category><![CDATA[Videos]]></category>
		<category><![CDATA[liberalismo]]></category>
		<category><![CDATA[Milei]]></category>
		<category><![CDATA[populismo]]></category>
		<category><![CDATA[Rothbard]]></category>

		<guid isPermaLink="false">https://www.ivancarrino.com/?p=4865</guid>
		<description><![CDATA[A principios del año pasado, se armó un interesante debate entre varios destacados académicos acerca del &#8220;Populismo Liberal&#8221; de Javier Milei (ver acá, acá, acá o acá). Personalmente, en años recientes decidí dar, en mi curso sobre Escuela Austriaca de la UBA, el texto de Rothbard, &#8220;Populismo de Derecha, una estrategia para el movimiento paleo&#8221;, y [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>A principios del año pasado, se armó un interesante debate entre varios destacados académicos acerca del &#8220;Populismo Liberal&#8221; de Javier Milei (ver <a href="https://www.lanacion.com.ar/opinion/el-final-de-un-horror-no-es-necesariamente-la-antesala-del-amor-nid19122023/ ">acá</a>, <a href="https://seul.ar/el-populismo-liberal-de-milei/ ">acá</a>, <a href="https://seul.ar/zanatta-montero/ ">acá </a>o <a href="https://seul.ar/el-populismo-liberal-de-milei-iii/">acá</a>). Personalmente, en años recientes decidí dar, en mi curso sobre Escuela Austriaca de la UBA, el texto de Rothbard, &#8220;Populismo de Derecha, una estrategia para el movimiento paleo&#8221;, y encuentro muchas similitudes entre esa propuesta y, al menos, el &#8220;estilo de Milei&#8221;.</p>
<p>Fue sorprendente entonces leer <a href="https://www.estudiospublicos.cl/index.php/cep/article/view/2414">el artículo de Alejandra Salinas sobre Populismo y Libertarismo</a>, que pueden leer aquí, y entonces decidí hacerle una entrevista. Sus argumentos, hay que decirlo, son convincentes. La charla completa puede verse en el link de abajo:</p>
<p><iframe  id="_ytid_85688" width="480" height="270" src="https://www.youtube.com/embed/-6uhVNxBjqM?enablejsapi=1&#038;autoplay=0&#038;cc_load_policy=0&#038;iv_load_policy=1&#038;loop=0&#038;modestbranding=0&#038;rel=1&#038;showinfo=1&#038;playsinline=0&#038;autohide=2&#038;theme=dark&#038;color=red&#038;wmode=opaque&#038;vq=&#038;controls=2&#038;" frameborder="0" class="__youtube_prefs__" allowfullscreen data-no-lazy="1"></iframe></p>
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		<title>Liberalismo a la Vargas Llosa</title>
		<link>https://www.ivancarrino.com/liberalismo-a-la-vargas-llosa/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=liberalismo-a-la-vargas-llosa</link>
		<comments>https://www.ivancarrino.com/liberalismo-a-la-vargas-llosa/#comments</comments>
		<pubDate>Thu, 10 Jul 2025 15:07:46 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[El Cato]]></category>
		<category><![CDATA[conservadurismo]]></category>
		<category><![CDATA[liberalismo]]></category>
		<category><![CDATA[vargas llosa]]></category>

		<guid isPermaLink="false">https://www.ivancarrino.com/?p=4852</guid>
		<description><![CDATA[El 24 de junio compartí panel con Alejandra Salinas, Alejandroo Bongiovani, y Marcos Falcone en una jornada homenaje a Mario Vargas Llosa, llevada a cabo en la Universidad del CEMA. Me tocó hablar sobre &#8220;La llamada de la Tribu&#8221; y hablé del liberalismo de Vargas Llosa, un liberalismo -como todo liberalismo de bien- no conservador, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>El 24 de junio compartí panel con Alejandra Salinas, Alejandroo Bongiovani, y Marcos Falcone en una jornada homenaje a Mario Vargas Llosa, llevada a cabo en la Universidad del CEMA.</p>
<p>Me tocó hablar sobre &#8220;La llamada de la Tribu&#8221; y hablé del liberalismo de Vargas Llosa, un liberalismo -como todo liberalismo de bien- no conservador, no nacionalista, no dogmático y democrático.</p>
<p>Empecé así:</p>
<blockquote><p>Recuerdo una anécdota de cuando era un joven que asistía a todos los eventos liberales que se cruzaban por mi camino. En esta oportunidad, en el marco de no recuerdo bien qué, quien exponía era <strong>Mauricio Rojas</strong>, escritor y político chileno. En un momento, alguien levanta la mano y le hace a Rojas una de esas típicas preguntas donde quien pregunta quiere mostrar que él es el más liberal de los liberales, y poner en aprietos al expositor.</p>
<p>Recuerdo que Rojas respondió algo así como “bueno, esto puede tener sentido para un pensador como Rothbard, pero a mí déjenme con el <strong>liberalismo</strong> de Vargas Llosa”.</p>
<p>La pregunta entonces es, ¿cuál es el liberalismo de <strong>Mario Vargas Llosa</strong>?</p></blockquote>
<p>En<a href="https://www.elcato.org/liberalismo-la-vargas-llosa"> este link</a> puede leerse la conferencia completa, publicada en El Cato.</p>
]]></content:encoded>
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		<title>¿Es un problema el déficit comercial?</title>
		<link>https://www.ivancarrino.com/es-un-problema-el-deficit-comercial/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=es-un-problema-el-deficit-comercial</link>
		<comments>https://www.ivancarrino.com/es-un-problema-el-deficit-comercial/#comments</comments>
		<pubDate>Mon, 10 Mar 2025 18:26:39 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Videos]]></category>
		<category><![CDATA[aranceles]]></category>
		<category><![CDATA[balanza]]></category>
		<category><![CDATA[déficit comercial]]></category>
		<category><![CDATA[Trump]]></category>

		<guid isPermaLink="false">https://www.ivancarrino.com/?p=4842</guid>
		<description><![CDATA[Recientemente en Estados Unidos entraron en vigencia aranceles de nada menos que el 25% para todos los productos que ingresaran al país de Canadá y México. Además, se subieron en 10 puntos los aranceles de productos chinos. Si bien el argumento para este último golpe al comercio internacional de EEUU fue el ingreso de productos [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><iframe  id="_ytid_40419" width="480" height="270" src="https://www.youtube.com/embed/unyoan_HcvE?enablejsapi=1&#038;autoplay=0&#038;cc_load_policy=0&#038;iv_load_policy=1&#038;loop=0&#038;modestbranding=0&#038;rel=1&#038;showinfo=1&#038;playsinline=0&#038;autohide=2&#038;theme=dark&#038;color=red&#038;wmode=opaque&#038;vq=&#038;controls=2&#038;" frameborder="0" class="__youtube_prefs__" allowfullscreen data-no-lazy="1"></iframe></p>
<p>Recientemente <a href="https://www.whitehouse.gov/fact-sheets/2025/02/fact-sheet-president-donald-j-trump-imposes-tariffs-on-imports-from-canada-mexico-and-china/">en Estados Unidos</a> entraron en vigencia aranceles de nada menos que el 25% para todos los productos que ingresaran al país de Canadá y México. Además, se subieron en 10 puntos los aranceles de productos chinos.</p>
<p>Si bien el argumento para este último golpe al comercio internacional de EEUU fue el ingreso de productos ilegales como el <a href="https://www.whitehouse.gov/fact-sheets/2025/02/fact-sheet-president-donald-j-trump-imposes-tariffs-on-imports-from-canada-mexico-and-china/">fentanilo</a>, lo cierto es que el presidente Donald Trump también busca, con estas medidas, reducir o luchar contra el déficit comercial.</p>
<p>En una reciente entrevista donde le consultaban por el comercio con XXX y, también, con Argentina, dejó ver que, si Estados Unidos tenía déficit comercial con cualquier otro país, entonces subiría los aranceles (o no los bajaría), mientras que, si tenía superávit comercial, entonces podía bajarlos o hacer excepciones.</p>
<p>El 13 de febrero, en una <a href="https://www.whitehouse.gov/fact-sheets/2025/02/fact-sheet-president-donald-j-trump-announces-fair-and-reciprocal-plan-on-trade/">comunicación oficial</a> el gobierno de Estados Unidos establece que se subirán los aranceles para, entre otras cosas, REDUCIR EL DÉFICIT COMERCIAL.</p>
<p>Ahora bien, ¿qué es el déficit comercial? Y, por otro lado, ¿es un problema que debe combatir el gobierno con sus políticas económicas?</p>
<p>Una definición rápida de déficit comercial es que ocurre un déficit comercial cuando un país exporta al extranjero menos de lo que importa del extranjero. El año pasado, por ejemplo, las exportaciones de bienes y servicios totalizaron en Estados Unidos los USD 3,2 billones, mientras que las importaciones sumaron USD 4,1 billones.</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2025/03/usa3.png"><img class="aligncenter  wp-image-4844" alt="usa3" src="https://www.ivancarrino.com/wp-content/uploads/2025/03/usa3.png" width="768" height="432" /></a></p>
<p>Es decir, Estados Unidos tuvo un déficit comercial de USD 917.800 millones.</p>
<p>Este resultado no es nada nuevo para la máxima potencia del planeta, como se ve en el gráfico, desde nada menos que el año 1977 que Estados Unidos tiene un resultado negativo en su balanza comercial. Es decir, que importa más de lo que exporta. O que les compra más a otros países de lo que otros países le compran a él.</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2025/03/saldo.png"><img class="aligncenter  wp-image-4843" alt="saldo" src="https://www.ivancarrino.com/wp-content/uploads/2025/03/saldo.png" width="768" height="432" /></a></p>
<p>Rápidamente uno podría pensar, ¿pero cómo puede ser? Debe haber algo injusto ahí, yo te compro o a vos y vos no a mí. Acá hay una desigualdad, alguien está aprovechándose de los Estados Unidos…</p>
<p>Pero… Esto no es así, y voy a intentar explicar por qué.</p>
<h3><strong>Más importaciones, ¡más consumo!</strong></h3>
<p>En primer lugar, vamos a lo más sencillo. ¿Qué está pasando acá? Si pensáramos que Estados Unidos es una persona, lo que está pasando es que RECIBE PRODUCTOS Y SERVICIOS (importaciones) POR MAYOR VALOR QUE EL QUE TIENEN LOS PRODUCTOS Y SERVICIOS QUE VENDE. O sea, es como si yo facturara por mes $AR 1 millón, pero entran bienes y servicios a mi casa por $AR 1,5 millones.</p>
<p>¿Tiene algo de malo esto? En principio, todo lo contrario. ¡ES ESPECTACULAR! ME ESTÁN ENTRANDO PRODUCTOS POR LOS QUE “NO PAGO”, vamos todavía. Lo que compro vale más que lo que vendo.</p>
<p>Si este razonamiento te hace un poco de ruido, no te preocupes, ya voy a ampliar un poco, pero a priori se puede ver así, consumo más de lo que produzco, cosa que está genial, porque el objetivo de la economía es que todos podamos consumir lo máximo posible.</p>
<h3><strong>El déficit comercial no reduce el crecimiento</strong></h3>
<p>VAMOS AHORA A UN SEGUNDO PUNTO: ¿Cuál es el impedimento que estos déficits le han generado a la economía de Estados Unidos? O sea, si tuviste déficit comercial durante los últimos 47 años, y el déficit comercial es UN PROBLEMA, entonces ¿Cómo se manifestó ese problema?</p>
<p>Bueno, la verdad es que no se ha manifestado mucho.</p>
<p>En un <a href="https://www.cato.org/commentary/41-straight-years-trade-deficits-yet-america-still-stands-strong">artículo del año 2016</a>, el economista estadounidense Daniel Ikenson, experto en temas de comercio internacional, decía:</p>
<blockquote><p>During those 41 straight years of trade deficits, the size of the U.S. economy tripled in real terms, real manufacturing value added quadrupled, and the number of jobs in the economy almost doubled, outpacing growth in the civilian workforce. Perhaps these trends would have been more favorable had the United States run 41 straight years of trade surpluses, but that is highly doubtful, for the reasons below.</p></blockquote>
<p>O sea que, como re contra mínimo, el saldo negativo de la balanza comercial no impidió todo este progreso que los Estados Unidos tuvieron. Y lo mismo podría decirse de países de la región como Perú o Chile… en un artículo que yo mismo publiqué en 2021 explicaba:</p>
<blockquote><p><i>La realidad es que esto tampoco ocurre allí. En los últimos 25 años desde 1995 hasta 2019, Chile tuvo un déficit de la cuenta corriente en 18, mientras que Perú en 21. Es decir que, <b>en 18 y 21 años sobre un total de 25, estos dos países recibieron menos “dólares genuinos” de los que entregaron al mundo</b> para pagar importaciones.</i></p>
<p><i>¿Y cómo les fue a sus economías? ¡Muy bien!</i></p>
<p><i>Desde 1995 Perú tuvo solo un año de recesión. Así como se lee, solamente en 1998 en Perú el PBI cayó durante el extenso período que va desde 1995 a 2019. En Chile esto ocurrió solamente en dos oportunidades, en 1999 y en 2009.</i></p>
<p><i>Si nos enfocamos en la evolución de su PBI per cápita en dólares constantes, en dicho período Perú y Chile lo multiplicaron por dos (+109% y +95%), mientras que en Argentina éste solo creció 27%.</i></p></blockquote>
<h3><strong>El resultado comercial es hijo del flujo de capitales</strong></h3>
<p>Dicho todo esto, vayamos al punto fundamental.</p>
<p>Dijimos que un déficit comercial era comprar más de lo que se vende… o, en otras palabras, CONSUMIR MÁS DE LO QUE SE PRODUCE. ¿Entonces cómo hace una economía para consumir más de lo que se produce?</p>
<p>Bueno, como en tu casa, si querés consumir más de lo que da tu ingreso, necesitás que alguien aporte FONDOS. ¿Y para un país? Lo mismo. Entonces, ¿qué quiere decir tener un déficit comercial? En la mayoría de los casos (y paréntesis técnico, si un país no está perdiendo reservas de su Banco Central), y específicamente en el caso de los Estados Unidos, un déficit comercial quiere decir que consumís más d elo que producís pero porque te está ingresando plata para que lo hagas. En jerga técnica esto se llama tener un déficit de la cuenta corriente FINANCIADO por la cuenta financiera.</p>
<p>O sea, importo más bienes de los que exporto, y la diferencia me la está financiando el ahorro del mundo. ¿Y esto es una mala noticia? NO, en general, es una excelente noticia, porque quiere decir que los ciudadanos del mundo están muy dispuestos a INVERTIR, AHORRAR O PRESTARLE PLATA AL PAÍS que tiene el déficit. Y en el caso de Estados Unidos los motivos son obvios. Se trata del país que más ha respetado a lo largo de la historia los derechos de propiedad privada y donde mayor prosperidad ha habido gracias a políticas económicas pro capitalistas. El resultado de esto es que Estados Unidos tiene un enorme ingreso de capitales todos los años, y eso es lo que le permite tener déficits comerciales.T</p>
<p>Todo este tema lleva a Douglas Irwin, otro experto estadounidense en comercio internacional <a href="https://www.aei.org/wp-content/uploads/2014/04/-three-simple-principles-of-trade-policy_142937157317.pdf">a afirmar</a> que los desequilibrios comerciales <i>. Esos <b>desequilibrios tienen todo que ver con los flujos de crédito internacional y casi nada que ver con la política comercial.</b></i></p>
<p>Es que si recibís un enorme ingreso de capitales neto, entonces naturalmente casi que no va a quedar otra alternativa que tener un saldo negativo en la balanza comercial. Porque como dijimos, como una persona que recibe fondos puede gastar por encima de sus ingresos, lo mismo hacen las naciones en su conjunto.</p>
<p>Para ir cerrando, claro que estaría bueno ver si ese ingreso de capitales, que financia la cuenta corriente es o no sostenible. Pero si lo es, no hay nada de qué preocuparse por el déficit comercial.</p>
<p>O, al menos, eso traté de transmitir.</p>
<p>¿Y vos, qué opinás? Es un problema el défcit comercial, por qué dirías que sí? Es una cosa para EEUU y otra para otros países.</p>
<p>Dejame tu comentario abajo y, si te gustó este video, no te olvides de darle me gusta, suscribirte a mi canal y compartirlo en tus redes sociales.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Milei y el wokismo</title>
		<link>https://www.ivancarrino.com/milei-en-davos-2025/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=milei-en-davos-2025</link>
		<comments>https://www.ivancarrino.com/milei-en-davos-2025/#comments</comments>
		<pubDate>Thu, 23 Jan 2025 17:43:03 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Liberalismo]]></category>
		<category><![CDATA[adopción]]></category>
		<category><![CDATA[Agustín Laje]]></category>
		<category><![CDATA[davos]]></category>
		<category><![CDATA[derecha]]></category>
		<category><![CDATA[gay]]></category>
		<category><![CDATA[Javier Milei]]></category>
		<category><![CDATA[lgbt]]></category>
		<category><![CDATA[Nicolás Márquez]]></category>
		<category><![CDATA[Nueva Derecha]]></category>

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		<description><![CDATA[Javier Milei, presidente argentino, habló en Davos nuevamente. En un principio, todo bien, defendiendo la política económica de corte liberal, de austeridad fiscal y liberalización privada: “Argentina se ha convertido en ejemplo mundial de responsabilidad fiscal, de compromiso con nuestras obligaciones, de cómo terminar con el problema de la inflación…”. Sí, todo correcto y ¡bienvenido! [&#8230;]]]></description>
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<p>Javier Milei, presidente argentino, <a href="https://www.casarosada.gob.ar/slider-principal/50848-discurso-del-presidente-de-la-nacion-javier-milei-desde-el-foro-de-davos-suiza">habló en Davos</a> nuevamente.</p>
<p>En un principio, todo bien, defendiendo la política económica de corte liberal, de austeridad fiscal y liberalización privada:</p>
<blockquote><p>“Argentina se ha convertido en ejemplo mundial de responsabilidad fiscal, de compromiso con nuestras obligaciones, de cómo terminar con el problema de la inflación…”.</p></blockquote>
<p>Sí, todo correcto y ¡bienvenido! ¡Gracias Milei, toda tuya!</p>
<p>Tras ello el discurso completo pasó por el ataque contra “el <strong>wokismo</strong>”. No sé muy bien cómo se define el wokismo pero seguramente si veo algún video de <strong>Agustín Laje</strong> encontraré una definición precisa.</p>
<p>Para Milei, el wokismo es un “virus mental” y un “cáncer que hay que extirpar”. Todo esto en aras de salvar a la “civilización occidental e incluso la especie humana”.</p>
<p>Raro que un libertario formado en las ideas de la escuela austriaca (metodológicamente individualista) tenga preocupaciones tan AGREGADAS, como la “civilización occidental” o “la especie humana toda”. Pero bueno, sigamos.</p>
<p>Luego Milei dice que cambiamos libertad negativa por una suerte de inflación de derechos.</p>
<p>Me gustó este párrafo al respecto:</p>
<blockquote><p>“De los derechos negativos a la vida, la libertad y a la propiedad, pasamos a una cantidad artificialmente infinita de derechos positivos. Primero fue la educación, luego la vivienda y, a partir de allí, cosas irrisorias como el acceso a Internet, la televisación del fútbol, el teatro, los tratamientos estéticos y un sinfín más de deseos que se transformaron en derechos humanos fundamentales, derechos que, por supuesto, alguien tiene que pagar.”</p></blockquote>
<p>Luego el presidente va en <em><strong>modo full nueva derecha</strong></em> y dice que si bien éstas pasan por causas nobles, “feminismo, diversidad, inclusión, equidad, inmigración, aborto, ecologismo, ideología de género” en realidad son componentes del wokismo que, por un lado, querría “penalizar el disenso” y, por el otro, “justificar el avance del Estado”.</p>
<p>Hay una serie de afirmaciones incomprobables que se lanzan como, por ejemplo, que producto de que el wokismo promueve la “agenda sanguinaria” del aborto, ahora la preocupación por el exceso de población ha mutado en una preocupación por la caída de “la tasa de crecimiento de la población”.</p>
<p>Luego dice que el wokismo “promueve la agenda LGBT, queriendo imponernos que las mujeres son hombres y los hombres son mujeres sólo si así se auto perciben”.</p>
<p>En realidad, lo que entiendo que se dice es que el sexo no se puede cambiar (nadie ataca a la biología), pero que <strong>existen personas transgénero</strong> y que <a href="https://www.ivancarrino.com/la-biologia-el-liberalismo-y-las-personas-trans/">estaría bueno respetar</a> su autopercepción. No parece algo tan disparatado.</p>
<p>Para enfatizar el punto anterior, Milei agrega que nadie dice nada “cuando un preso alega ser mujer y termina violando a cuanta mujer se le cruce por delante en la prisión&#8230;”</p>
<p>Yo diría que son muchos los que sí dicen, y que está muy bien evitar que <strong>algunos avivados utilicen la autopercepción</strong> para realizar actos deleznables. De hecho tiene mucho sentido lo que hizo Milei al <a href="https://www.argentina.gob.ar/noticias/javier-milei-anuncio-el-fin-de-la-utilizacion-de-la-ley-de-genero-para-lograr-un-traslado">poner fin de la utilización de la Ley de Género para lograr un traslado de penal</a>.</p>
<p>Tras esto llega tal vez lo más ominoso del discurso de Agustín Laje (perdón, de Javier Milei).</p>
<p>Sostiene que “fue noticia en todo el mundo el caso de dos americanos homosexuales que, enarbolando la bandera de la diversidad sexual, y fueron condenados a cien años de prisión por abusar y filmar a sus hijos adoptivos”.</p>
<p>Los hechos son sagrados, pero qué es eso de “enarbolando la bandera de la diversidad sexual”. <strong>La diversidad sexual existe, es una realidad fáctica de nuestro mundo</strong>, no es una bandera. Bandera puede ser que sea deseable vivir en un mundo donde dicha diversidad sea respetada y donde todo ser humano (heterosexual y homosexual), solo por el hecho de serlo, tenga los<strong> mismos derechos.</strong></p>
<p>Y de esto se trata la igualdad ante la ley. De que parejas heterosexuales y homosexuales no puedan ser discriminadas por la ley si desean adoptar. ¿Deslizar este caso cuando se habla contra la “agenda LGBT” no busca dar la sensación de que el error consiste en permitir que los homosexuales adopten? Parecería ser que lo que se quiere transmitir es que la diversidad sexual es una causa noble, pero cuando los gays adoptan pasan estas cosas.</p>
<p>No tenemos idea qué quiere decir exactamente Milei con estas palabras y le corresponderá a él aclararlo. Pero dado que está rodeado de personajes como Laje y <a href="https://www.ivancarrino.com/los-errores-de-la-nueva-derecha/">Márquez</a>, quienes rechazan abiertamente la adopción homoparental, mis especulaciones no parecen tan desacertadas.</p>
<p>Finalmente, cierra con esto: “Quiero ser claro que cuando digo abusos no es un eufemismo, porque en sus versiones más extremas la ideología de género constituye lisa y llanamente abuso infantil. Son pedófilos, por lo tanto, quiero saber quién avala esos comportamientos.”</p>
<p>¿O sea que la ideología de género es la que permite la adopción homoparental con el objetivo de que exista el abuso infantil? Discúlpenme pero esto es sencillamente un disparate.</p>
<p>La cosa no queda ahí, porque la T en LGBT es por “trans” y a ellos también les vuelve a dedicar otro párrafo:</p>
<blockquote><p>“Están dañando irreversiblemente a niños sanos mediante tratamientos hormonales y mutilaciones, como si un menor de cinco años pudiera prestar su consentimiento a semejante cosa. Y si ocurriera que su familia no está de acuerdo, siempre habrá agentes del Estado dispuestos a interceder en favor de lo que ellos llaman el interés del menor”.</p></blockquote>
<p>No hay un solo caso probado de “mutilación” de niños de 5 años. Y está todo bien, se puede estar en contra de los tratamientos hormonales en adolescentes, pero ¿Cuál es la necesidad de mentir para hacer un argumento?</p>
<p>Finalmente, veo un<strong> contorsionismo intelectual para justificar la antiliberal política de cierre de fronteras</strong>: es que “el wokismo también ha distorsionado la causa de la inmigración” que está “en los fundamentos del liberalismo” pero ahora “como Occidente es la supuesta causa de todos los males de la historia, debe redimirse abriendo sus fronteras a todo el mundo, culminando necesariamente en una colonización inversa, que se asemeja al suicidio colectivo”</p>
<p>¿Colonización? ¿Suicidio colectivo?</p>
<p>Bueno, ya me cansé. Lo dejo acá.</p>
<p>Saludos.</p>
<p>PD: sobre la cuestión de la inmigración, una vez le respondí a Hoppe en un artículo donde me pregunté si un liberal podía oponerse a ella. Pueden leerlo <a href="https://rlfp.org.ar/revista/index.php/RLFP/article/view/75">acá</a>.</p>
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		<title>Adorni tiene razón sobre el salario mínimo</title>
		<link>https://www.ivancarrino.com/adorni-tiene-razon-sobre-el-salario-minimo/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=adorni-tiene-razon-sobre-el-salario-minimo</link>
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		<pubDate>Mon, 30 Dec 2024 15:39:24 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[adorni]]></category>
		<category><![CDATA[economía argentina]]></category>
		<category><![CDATA[salario mínimo]]></category>

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		<description><![CDATA[Las leyes de salario mínimo no son una mejora para los trabajadores, sino una barrera para que éstos accedan a un empleo formal en el sector privado. El 26 de diciembre el gobierno de Javier Milei oficializó un incremento del salario mínimo que fue muy inferior a la inflación. El gobierno resolvió –por decreto- que [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><iframe  id="_ytid_10357" width="480" height="270" src="https://www.youtube.com/embed/1zOiqLYL6rk?enablejsapi=1&#038;autoplay=0&#038;cc_load_policy=0&#038;iv_load_policy=1&#038;loop=0&#038;modestbranding=0&#038;rel=1&#038;showinfo=1&#038;playsinline=0&#038;autohide=2&#038;theme=dark&#038;color=red&#038;wmode=opaque&#038;vq=&#038;controls=2&#038;" frameborder="0" class="__youtube_prefs__" allowfullscreen data-no-lazy="1"></iframe></p>
<p><b><i>Las leyes de salario mínimo no son una mejora para los trabajadores, sino una barrera para que éstos accedan a un empleo formal en el sector privado.</i></b></p>
<p><span id="more-4820"></span></p>
<p>El 26 de diciembre el gobierno de Javier Milei oficializó un incremento del salario mínimo que fue muy inferior a la inflación. El gobierno resolvió –por decreto- que el salario mínimo vital y móvil será, hasta enero, de $ 279.718. Esto implica un incremento mensual de 3% y un incremento anual de 79,3%. Es decir, una suba que queda <b>muy por debajo de la inflación del año.</b></p>
<p>En su tradicional conferencia de prensa, el economista y vocero presidencial Manuel Adorni respondió a una pregunta de Fabián Waldman sobre este tema y dijo que en realidad el salario mínimo es “un error conceptual”</p>
<p>Frente a la explicación de Adorni, estalló la indignación en Redes Sociales.</p>
<p>Un usuario de “X” se preguntó si Adorni podría vivir con $279k cubriendo alquiler, comida, salud y más.<b> </b>Otro sugirió que “Este salario es <b>un derecho constitucional que garantiza condiciones de vida dignas para los Trabajadores.</b>”</p>
<p>El periodista Federico Fashsbender se sumó a la ola de críticas y sugirió que “a una mitad del país no le molesta ser forreada por un gobierno al servicio de millonarios”. Por último, también hubo usuarios que trataron al gobierno de “esclavista”.</p>
<p><b>Principios básicos sobre los salario mínimo y precios máximos</b></p>
<p>Antes de responder uno por uno estos argumentos es necesario explicar las cuestiones más básicas que tienen que ver con el salario mínimo.</p>
<p>Lo primero que debe decirse es que, si bien el gobierno que impone un salario mínimo cree que está mejorando la situación de los trabajadores, en realidad lo que está generando es <b>una barrera al acceso al mercado de trabajo formal</b>.</p>
<p>En los cursos básicos de economía, de hecho, se explica que cuando los salarios mínimos están por encima del punto de equilibrio de un mercado, entonces la cantidad ofrecida de trabajo es superior a la cantidad demandada de trabajo y, por lo tanto, <b>se generará o bien desempleo o bien empleo, pero en el mercado informal</b>. Es decir “empleo en negro”.</p>
<p>Es que los salarios mínimos, como los precios máximos, tienen <b>consecuencias no intencionadas</b>.</p>
<p>En el caso de los precios máximos los gobernantes creen que ayudan a los consumidores abaratándoles los bienes, pero lo que termina pasando es que hay escasez de productos. En el caso de los salarios mínimos los gobernantes creen que ayudan a los trabajadores mejorándoles el salario, pero lo que termina pasando es que se dificulta encontrar empleo en el mercado registrado, legal.</p>
<p><b>Respuesta a los críticos</b></p>
<p>Aclarado esto pasemos a responder a algunos de los indignados.</p>
<p>Sobre el “derecho constitucional” al salario mínimo deberíamos decir que, si ignoráramos las consecuencias indeseadas que recién describimos y consideráramos que efectivamente un aumento del salario mínimo mejora las condiciones de los trabajadores, entonces este derecho constitucional garantizaría condiciones dignas para los trabajadores.</p>
<p>Pero, si este fuera el caso y no hubiera consecuencias adversas: ¿por qué no subir el salario mínimo a 300 mil pesos, o a 600 mil pesos? <b>¿Por qué no, ya que estamos, escalarlo a $AR 2.000.000 o SAR 5.000.000 por mes?</b></p>
<p>Obviamente, porque las consecuencias adversas sí existen y no importa que la ley del salario mínimo figure en la Biblia, las leyes económicas no pueden romperse por decreto gubernamental ni por mandato divino.</p>
<p>Por otro lado, debe aclararse que la medida está lejos de beneficiar a los multimillonarios. De hecho, <b>en las grandes empresas hay muy pocos empleados trabajando por el salario mínimo</b>. Estas compañías pueden darse el lujo de competir entre sí para llevarse a los empleados mejores pagos. O sea que el salario mínimo, en última instancia, es un perjuicio, pero para los pequeños empresarios, quienes deben optar por tener todo en regla y pagar salarios marginalmente más altos, o bien contratar personal “en negro”.</p>
<p>Ahora bien, recordemos que –dado que el salario mínimo opera como una barrera de entrada al mercado formal de trabajo- quienes se beneficiarían de un salario mínimo más bajo son todos aquellos que o bien están sin empleo esperando ingresar al mercado, o bien los que están sin empleos registrados y quieren tener la oportunidad de tenerlo. Estas personas, claro está, están lejos de ser millonarios.</p>
<p>Sobre el esclavismo del gobierno cabe aclarar que en la esclavitud una persona es propiedad de otra, mientras que acá estamos hablando de relaciones voluntarias (sujetas a restricciones, por supuesto) entre individuos mayores de edad. Esta crítica está ligada a la que sostiene que por $AR 279.000 es difícil conseguir alquiler, comida, salud y otros bienes.</p>
<p>Y en este punto, claro, <b>a todos nos gustaría que el salario mínimo sea de USD 5.000 </b>y alcance para que todos vivan bien. Pero lo que no ven estos críticos es que <b>no se garantizan esas condiciones vulnerando libertades individuales y decretando precios y salarios</b>. De hecho, los países más libres del mundo, con menores regulaciones y menor intervención del estado, son aquellos que tienen el más alto PBI per cápita y, por lo tanto, los salarios más altos.</p>
<p>Entonces si de verdad existe preocupación por las condiciones dignas del trabajador, lo que debería hacer la masa de preocupados que critica en las redes sería pedir <b>más y más capitalismo y mercado libre</b>, porque ese es el camino para incrementar la inversión, el crecimiento económico y, por lo tanto, tener mejores salarios mínimos, medios y máximos.</p>
<p>Para ir cerrando, Adorni tiene toda la razón al decir que el salario mínimo es un error conceptual. Y, cuando el gobierno ajusta el Salario Mínimo por debajo de la inflación, no está empeorando la situación de los más pobres, sino removiéndoles un obstáculo para que puedan ingresar al mercado de trabajo formal.</p>
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		<title>Sobre atrasos cambiarios, devaluaciones y crisis</title>
		<link>https://www.ivancarrino.com/sobreatrasosdevaluaciones/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sobreatrasosdevaluaciones</link>
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		<pubDate>Mon, 28 Oct 2024 14:13:44 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Dólar]]></category>
		<category><![CDATA[atraso cambiario]]></category>
		<category><![CDATA[cepo]]></category>
		<category><![CDATA[dólar]]></category>

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		<description><![CDATA[Presentación ofrecida en el &#8220;Young Freedom Summit&#8221;, organizado por el Centro Friedman-Hayek de la Universidad del CEMA. El PPT completo puede verse aquí. Buenas tardes a todos, Gracias por estar acá, y gracias al centro Friedman-Hayek de la Universidad del CEMA por la invitación. Espero no perderlos o aburrirlos mucho con la presentación de hoy, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><em>Presentación ofrecida en el &#8220;Young Freedom Summit&#8221;, organizado por el Centro Friedman-Hayek de la Universidad del CEMA. El PPT completo puede verse <a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/2024.10.24_UCEMA.pdf">aquí</a>.</em></p>
<p>Buenas tardes a todos,</p>
<p>Gracias por estar acá, y gracias al centro Friedman-Hayek de la Universidad del CEMA por la invitación. Espero no perderlos o aburrirlos mucho con la presentación de hoy, porque he decidido centrarme en un tema específico de la economía que es el tema del dólar, la devaluación, el cepo y el atraso cambiario…</p>
<p>Algunos de ustedes son estudiantes de economía, así que seguro les va a interesar. Para los que estén estudiando otra cosa, yo creo que igualmente este es un tema relevante, porque cuando tengan que defender una gestión liberal, alguien va a mostrarles un gráfico y les va a decir que por lo que se ve en ese gráfico la situación es insostenible. Y creo que está bueno tener herramientas para poder entender eso y saber cómo responder o, al menos decir, “esperá un cachito, me parece que te está faltando toda esta parte del análisis”.</p>
<p>Arranquemos entonces.</p>
<p>Hace unos meses puse la <a href="https://x.com/ivancarrino/status/1813210870802981360">siguiente encuesta</a> en mi perfil de Twitter.</p>
<p>La pregunta era si había que devaluar, tanto en diciembre de 2001 como en diciembre de 2015. Había 4 opciones.</p>
<p>1)      Sí en 2001, sí en 2015.</p>
<p>2)      No en 2001, no en 2015.</p>
<p>3)      Sí en 2001 pero no en 2015.</p>
<p>4)      Sí en 2015 pero no en 2001.</p>
<p>Para mi sorpresa, la opción que yo había elegido fue la menos votada de todas (no en 2001, sí en 2015). Permítanme unos minutos para explicar mi posición.</p>
<p>En primer lugar, <a href="https://www.elcato.org/la-convertibilidad-no-fue-control-de-precios">la convertibilidad no era una política de precio máximo</a>. Cuando uno mira ese período de la historia, no tiene que pensar tanto en el precio del dólar como un precio, sino más bien, en la fijación del tipo de cambio como una <b>herramienta para separar a los políticos de la creación de dinero. </b>Es por este mismo motivo que a los liberales del siglo XX los seducía el patrón oro. No era tan relevante si el precio del oro era USD 20, USD 35 o 20.000 liras italianas, sino más bien que al existir una paridad fija que no podía romperse, se limitaba la capacidad que los congresistas, el presidente, e incluso el presidente del Banco Central, tenían para emitir moneda a discreción.</p>
<p>Por eso <a href="https://riim.eseade.edu.ar/wp-content/uploads/2016/08/carrino_riim61.pdf">escribí una vez</a> que a algunos pensadores de la escuela austriaca de economía les habría gustado la Ley de Convertibilidad de 1991.</p>
<p>En segundo lugar, dos distinciones. La primera es que <b>devaluar no es liberar</b>. En el año 2014, cuando Juan Carlos Fábrega conducía el Banco Central de Argentina, el dólar pasó de más o menos $AR 6 a más o menos $AR 8. Kicillof, ministro de economía de entonces, dijo que la culpa había sido de Aranguren, CEO de Shell, cualquier cosa.</p>
<p>En ese entonces, el precio fijado por el Banco Central para el dólar saltó, y la moneda se devaluó. Sin embargo, el mercado de cambios, que estaba regulado <b>de la misma forma que se regula un mercado con un precio máximo </b>(ahora sí), no se liberó. Continuaron –tras la devaluación- las restricciones de acceso a la divisa. Es decir, <b>el peso argentino siguió siendo una moneda NO CONVERTIBLE</b>.</p>
<p>Segunda distinción. Si liberás un mercado de cambios, entonces muy probablemente tengas que <b>reconocer una devaluación</b>. Y esto lo vimos muy claramente a finales de 2015. El gobierno de Macri, con Federico Sturzenegger en el Banco Central y con reservas netas negativas, decidió liberar el mercado de cambios. Es decir, eliminar todas las restricciones de acceso al dólar, originadas en la política de precio máximo para ese producto del mercado. Al hacer esto, el precio del billete verde se “unificó”. Antes de la eliminación del cepo el dólar costaba circa $AR 9 en el “mercado oficial”, y circa $AR 14 en el mercado paralelo. Obviamente, como había más oferta que demanda, el dólar se fue a $AR 14… pero ahí se quedó.</p>
<p>Y ahora sí, el mercado estaba liberado y la moneda argentina había vuelto a ser convertible, algo que no ocurría desde el último trimestre de 2011.</p>
<p>Entonces si diferenciamos entre los precios máximos (como el precio máximo a la banana en el supermercado, a las tarifas de los servicios públicos, o al dólar cuando hay cepo) y los sistemas de tipos de cambio fijos –que son restricciones para que los gobernantes no emitan a discreción, se entiende por qué mi posición es que no había que devaluar en 2001 pero sí en 2015.</p>
<p>En 2001 había que mantener la restricción para que los políticos no puedan emitir.</p>
<p>En 2015 había que reconocer el fracaso de la política de precio máximo y liberar el mercado del dólar, eliminando las restricciones al acceso.</p>
<p>Tanto en la década del ’90, como en los 4 años entre diciembre de 2015 y septiembre de 2019, el dólar fue una mercadería de <strong>libre acceso</strong>, más allá de que en un caso su precio era fijo y en el otro era fluctuante.</p>
<h3><b>Los gráficos y el equilibrio</b></h3>
<p>Otro problema con el dólar se presenta cuando se ven series de tiempo y se sacan algunas conclusiones. Muchos analistas miran la serie de tipo de cambio real. Ahí observan que luego de períodos donde el tipo real de cambio real bilateral entre el peso y el dólar estuvo muy por debajo del promedio, éste terminó pegando un salto (que fue acompañado de <b>recesión, devaluación, inflación y pobreza</b>). En base a esto, advierten de los riesgos del “atraso cambiario”. El atraso cambiario, definido por estos analistas como un tipo de cambio real por debajo del promedio, o bien cayendo de niveles por encima del promedio, no solo deteriora la balanza comercial, sino que nos lleva a una crisis de balanza de pagos.</p>
<p>El tema es que, si esta posición solo se limita a mirar gráficos, presenta algunos problemas.</p>
<p>Por ejemplo, si miro los gráficos (a), (b) y (c) de más abajo, podría concluir que el valor de (a) está “atrasado”, el valor de (b) está “adelantado” y el valor del (c) está cerca de su equilibrio.</p>
<p><b><i>**La línea punteada es el promedio de la serie.</i></b></p>
<p>(a)</p>
<p><img alt="" 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" width="634" height="346" /></p>
<p>(b)</p>
<p><img alt="" 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" width="634" height="346" /></p>
<p>(c)</p>
<p><img alt="" 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" width="634" height="346" /></p>
<p>Ahora una vez que abandonamos el mero análisis gráfico y nos preguntamos por los elementos subyacentes, vemos que el primer gráfico corresponde al precio nominal de los televisores en Estados Unidos, el segundo al precio del barril de petróleo WTI y el tercero al valor del Standard &amp; Poor’s 500 corregido por el índice de precios al consumidor en Estados Unidos.</p>
<p>O sea que, en cualquiera de estos tres casos, no importa si el último dato está por encima o por debajo de su promedio histórico. Importan las causas subyacentes que hacen que esos precios estén en ese lugar. <strong>¿Alguien podría sostener que los precios de los televisores tienen que multiplicarse por 20 para “volver a su equilibrio”?</strong></p>
<p>Sin embargo, no son pocos los que argumentan que, para estar en equilibrio (o, mejor aún, en “valores competitivos”), el precio del dólar (ajustado por el IPC local y los precios de Estados Unidos), debería ser más alto.</p>
<p>Obviamente, al mirar el gráfico (d), se preocupan de lo mucho que ha caído el tipo de cambio real desde el cambio de gobierno. Y eso que el gráfico (d) muestra al dólar libre, pero en el oficial la caída ha sido parecida, tras la devaluación de diciembre.</p>
<p>(d)</p>
<p><img alt="" 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" width="634" height="346" /></p>
<h3><b>Ciclos insostenibles y tipo de cambio real</b></h3>
<p>Ahora bien, pasemos a analizar el problema en cuestión. Decía antes que se suele argumentar que como el tipo de cambio real está muy bajo, entonces o bien <b>hay que devaluar para mejorar la competitividad, o bien vamos a ir a una crisis donde la devaluación sea inevitable</b>. La historia incluso nos va a mostrar esto. En 2001, o a fines de 2015, o bien en el año 2018, una situación insostenible hizo que el dólar pegara un salto, con las consecuencias negativas que eso tuvo en materia de actividad, inflación y pobreza.</p>
<p>Pero miremos esto más en detalle. ¿Puede una familia gastar más de lo que ingresa? En principio, claro que sí. El tema es que va a tener que, o bien (1) financiar ese gasto contrayendo deuda, o (2) tendrá que consumir fondos previamente ahorrados.</p>
<p>A un país le pasa exactamente lo mismo, y en macroeconomía la situación agregada del país puede leerse mirando el llamado “saldo de <b>la cuenta corriente del balance de pagos</b>”. Si el saldo es positivo, quiere decir que el país consume menos de lo que produce, ahorra más de lo que invierte, y por tanto es acreedor del mundo.</p>
<p>Sin embargo, si el saldo de la cuenta corriente es negativo, entonces se dice que el país consume más de lo que produce, invierte más de lo que ahorra, y por lo tanto el país o bien se está endeudando con el mundo, o bien está consumiendo ahorro previo. En este último caso, lo que solemos ver es una pérdida de reservas del Banco Central.</p>
<p>En los cursos de macroeconomía, esto se ve con unas ecuaciones y algunos pasajes de términos:</p>
<p><img alt="" 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Sp7Nvs2QwHSS3qpgFUFSK/VyDUje9CLKgqQXtJLBawqQHqtRq7Kns2+zVCA9JJeKmBVAdJrNXLNyB70oooCpJf0UgGrCpBeq5GrsmezbzMUIL2klwpYVYD0Wo1cM7IHvaiiAOklvVTAqgKk12rkquzZ7NsMBUgv6aUCVhUgvVYj14zsQS+qKEB6SS8VsKoA6bUauSp7Nvs2QwHSS3qpgFUFSK/VyDUje9CLKgqQXtJLBawqQHqtRq7Kns2+zVCA9JJeKmBVAdJrNXLNyB70oooCpJf0UgGrCpBeq5GrsmezbzMUIL2klwpYVYD0Wo1cM7IHvaiiAOklvVTAqgKk12rkquzZ7NsMBUgv6aUCVhUgvVYj14zsQS+qKEB6SS8VsKoA6bUauSp7Nvs2QwHSS3qpgFUFSK/VyDUje9CLKgqQXtJLBawqQHqtRq7Kns2+zVCA9JJeKmBVAdJrNXLNyB70oooCpJf0UgGrCpBeq5GrsmezbzMUIL2klwpYVYD0Wo1cM7IHvaiiAOklvVTAqgKk12rkquzZ7NsMBUgv6aUCVhVYAL3nN/HDo+u1ncuV7oX7f3Uwur///cXn3/PeEXHSec/lGf/Rh/Hdl5d3+kNRYG3n8uHR9eHo1tMrnkxLd/QPy2+NKlA3vS8+/271/lq1snxdYW3nMncFVxF64fQ+/vgToVXur3QvHrz5kepg6Y6po7GyGQrUSu/h6NaDrlvKrd5wfgAvlt57e9+SuCZr1nYuz29iXF6lO+IgLDdPgVrpvb//PblYVc3azuX8VC5K74M3P5R5yY+BBocM5QZfHYyQ3tId5ycjR14SBWqlF+G5t/fN5djzm/jRh7H7aq6JN55M0YCQAISQE0Lv4ehWYX9v75s857/4/PvBmx/uVNLqDaU+nkxLdwzxjm2sK7Awep+e/VLaPf748+HRtaqc7cdF0auOvo8+jJN+HY5uVwcjRDeeTEt3TI7PmuYpkEPv4ej27ss/LodbveH9/e94oiuhBa7Fe3vfKo5WwoCF0Ht+E2PizbqXSrpTumNyKNY0UgEfvec3sbogvb//vYoKT89+4Tpu9YZ3X/7xS4lKOFWm8PctSq9/tMBvldfhe1bpjoGGsZl1BXz0qtXjwKvo8KMP49Rr5zv9P3J7yG1zqlUr3YuQ58+F07s6GIULiJ4W6hg+BVuaVqBueuPJ1L2tsToYYR525VZvmPpMiBLjmsYRSC+qxPI/QQEfvTM/OStBz2/ixx9/3t//rs7nyQst7FgnvTO5c1YG8+SM0WS5igI+et0vFnhrVWUm1zdr7eKF1t2Xvp98FQySfueRe2dCb/jlkxKndMfqYeIIJhTIoXe2PpzfxKuD0d2X+l2ieDJFJkM4LGdY0efemdAbT6ZuB5SNJvXpwP1ipG6kS3cspw972VKgVnolwbZ6wwdvfshV8+HoFrlqHr24NzmG8W2Nw9GtvK2x0r1Atkt3tLUKaW05Beqj99GHsSQff6Hi71IeIXCP8DSbx1chb4mKLLKvxZNp6Y7z8IJjLpUC9dF7fhOrc6AsViy0ekP1+DdDvRZIb/LFKfQay5h7ne9yZsFmyXKy4wyl41BLqEB99DrnHx5dp/7e69binf7f3vKduV6LpTeeTB9//Olxv9UbPv74M9Xr0h1TR2NlMxSom16nmvor81Zv6P48fX5Z1827cHrdz93OfcHYvXP26MPY7777c467Ly+LdmzGSqUXSQUWQ2/SDtZQASpQVAHSa/XfNCoaabZvngKkl/RSAasKkF6rkWteJqFHRRUgvaSXClhVgPRajVzRfZrtm6cA6SW9VMCqAqTXauSal0noUVEFSC/ppQJWFSC9ViNXdJ9m++YpQHpJLxWwqgDptRq55mUSelRUAdJLeqmAVQVIr9XIFd2n2b55CpBe0ksFrCpAeq1GrnmZhB4VVYD0kl4qYFUB0ms1ckX3abZvngKkl/RSAasKkF6rkWteJqFHRRUgvaSXClhVgPRajVzRfZrtm6cA6SW9VMCqAqTXauSal0noUVEFSC/ppQJWFSC9ViNXdJ9m++YpQHpJLxWwqgDptRq55mUSelRUAdJLeqmAVQVIr9XIFd2n2b55CpBe0ksFrCpAeq1GrnmZhB4VVYD0kl4qYFUB0ms1ckX3abZvngKkl/RSAasKkF6rkWteJqFHRRUgvaSXClhVgPRajVzRfZrtm6cA6SW9VMCqAqTXauSal0noUVEFSC/ppQJWFSC9ViNXdJ9m++YpQHpJLxWwqgDptRq55mUSelRUAdJLeqmAVQVIr9XIFd2n2b55CpBe0ksFrCpAeq1GrnmZhB4VVYD0kl4qYFUB0ms1ckX3abZvngKkl/RSAasKkF6rkWteJqFHRRUgvaSXClhVgPRajVzRfZrtm6cA6SW9VMCqAqTXauSal0noUVEFSC/ppQJWFSC9SxS5V6/3utvbRTfg2tpfXY83NjffHr2rbUZO5FdgAfReXY9fvd7b2noS/fnfxubm88Hg5PTMb2u5b3d2d/+cJ3p/fFxukHn3uroeiyCvXu+56aRG7PcUyrn2/vj4Wb+/sbkpI29sbj7r91MRfT4YuGbP+v15CxIyviyk9XbbGbbebne3t/cPDq6ux54RPn35+nwwQHk7nU6W155xFv5V3fSenJ6J1rJipLC19eTTl68iSqfTiaLoWb+/f3AgbXZ2d6VBSCGV3vfHx27A98fHGEWcPWTwmbQ5OT1znjqT1tttt/jQMHE/q1CU3pPTM//4G5ubuJ+KYs6Ajc1NPyEzUcYzyM7urmchrbfbqRvQ1fX4Wb+fpWEURcprjwHL8FWt9H768tWjuNN0vd0WhHBNo+KF9n4/vTisKxfFABkoEdGr6zG6ud5uiwE4ctJOVSO9Qmx4e/QuNxBufGQA91C30EPmmnkbd4BX7qd+fD4Y4Oz+zCEjrLfb+wcH2HFpy7XSK0cvUSpZ2Np6ImLJspZ8KzXhizWXXrdZSG7pdDpiQEgBGQtpr9pg9/V2G9MdfpUUStWECxK4iB2fKsGKSm52hYdyDT8qa1M/BroQLgvu8lfX48ANK4oi0ptyG4S6P+v3HTZX1+P9gwP3FSbeeDJ1rCLPn758dYEXnnGJpJb99GKcpKUk/9QBVSU6pb7K/YjZTKGb7IvkoCbJlv4a2QGdkltbTyTBXl2P3x69k1jgViJjos1RFAVqlYqrqgyhV82+3m7v7O6KDe4x3g2rzvbqwNzpdOTxGL12T2ri7JIXas29uNCToXp79E4ubJxqbp3hDhpPpi42qtKjsjAZRX/dWgkJaIasDKz0jOy+QqdyG6sGCFLufiQ2R1FUml7x0S/jq9d7grSyOZ5Mu9vbAl5gIKS9pxAiOyqWtd+9Pz5W6Mqm72ZX34qDS37nL3ZKIYfeT1++ulCtt9vPBwN1jpJRAgu4/z3r93NHc6HClSphyF3rYpKf3gXm3pPTM1nK6+22GJxVmAm9uNegsFmTptZLFJz9qW1UpXjqKeTS+/boHXbPbS824CObXArKt3YLPnrVhUoUReHPOamK4PqLosjd7796vZd6QpOTcxRFwqpsveGR89MrZz+xLfe5FwfExaTKuWy8er0nXUKEFQur5F6ZMYoiT3ZNDR9W4o9M4bHAEUqUUfmNzc3wEXDPCpE6fOTFtvTRi8tFol7R3P2Dg9TLg06n83wwkAcYN4uwKrO7gpzWUi1UixtDLussqyOerrM8xQGVYfgxl148iYSAhDZnDY7LFI0Rx7FSnX1y+6IgKILsrdhgHmWctBCE6FqI1PMwfh5j1k1vPJm6H9lx85YlpS7rHb3P+n0MG64VXNAySCF63x8f4x6hto9UxdEYnFSVswCTMXFJCV3ybbKAzmYNjmOiPTI+VpLepMi2anz0zvzkrKRxd33PBwPkB7Of0Ks6ykdc0LgucXEjbLKIpaPUyJi5BRwQJ1VltCF1TCQtxAyxWW1PODiOifbI+FipslBuX5wIRcD9FNtgGefNKouR2BHLOClPzvFk6qM3nkzVrRVKWa6s9nsZBI+R8q7vctIrNrsCLnr1lf8jdsxduPFkOhN68cjj2V9ybUOQaqM3/NZKLbPwWyvV0R/BhX+bQ+9s7XNvyXS3t5MapS7NXHpDzMN1JpDIdFITMlRqG1zoqQ2yKnHDUmkwtYvY7Mm9qR2xEq/KPL9tolOpEqGqtdEbT6Z4aeL5xQhfWYsnU7zeT30LxUn06vWerRvpWumV9ep+ZJer5k9fvuJy8eQEXIiBZVxnqQsxcJysZmh5VpvUegQp5A5mJvQmXzlyb2vIfnpyeqZeIU4VDXN4agPlctZpGetDxsFoup8t8G2Nk9MzXGOywOLJFMMURRG+rRFPpvKOiodt5dEyfKyPXvWeAIZNlUOWcrh2GO+Q9RE+smuJy6JQX0wItf3e61aqEtz/MSlaid97Cynjb4wbh9/yTqcju1LIO/Yymjy7+S1Z+Lf10Xt1PcZ3dEQpVZj50WXe9FYJIV7X5Z4/Z5J7nbXhO+nG5mbyHh7jKL/eVdGhUN/Av1JInqsDX/DOehOrkJH1NK6PXuePe7RQxMrHTqeDp52ZSLDM9CJFydWm3J8hve4ODPcOCYEU1ttt9eKqswdtlnddlKk1fMSwis1SyPpDv9wUknopU4M75aaom15n5f7BQXd7W1bPeru9tfXk1es9OeeUcya1F4Y5eQhM7VJnJR68/QDPll7n49ujd6l/nY8vkKIaaEP1d+9w5BLlT1++qn/mIfCP7E9Oz54PBngCn+u/D1HCtcAui6E30Lh/QjP1o7q6LF0qBVTWLfSL61I50hhjSG/KXzLWHN2sf1ujZjP806msa+jh0O+X6W9J7+LpdW+PyhE69WlzGRaZvPNQ/03VMri/hDaQ3qWg162MJf/7Uv6bkssGMOldInqXbXHQniVXgPSSXipgVQHSazVyS54WaF4NCpBe0ksFrCpAeq1GroatnVMsuQKkl/RSAasKkF6rkVvytEDzalCA9JJeKmBVAdJrNXI1bO2cYskVIL2klwpYVYD0Wo3ckqcFmleDAqSX9FIBqwqQXquRq2Fr5xRLrgDpJb1UwKoCpNdq5JY8LdC8GhQgvaSXClhVgPRajVwNWzunWHIFSC/ppQJWFSC9ViO35GmB5tWgAOklvVTAqgKk12rkatjaOcWSK0B6SS8VsKoA6bUauSVPCzSvBgVIL+mlAlYVIL1WI1fD1s4pllwB0kt6qYBVBUiv1cgteVqgeTUoQHpJLxWwqgDptRq5GrZ2TrHkCpBe0ksFrCpAeq1GbsnTAs2rQQHSS3qpgFUFSK/VyNWwtXOKJVeA9JJeKmBVAdJrNXJLnhZoXg0KkF7SSwWsKkB6rUauhq2dUyy5AqSX9FIBqwqQXquRW/K0QPNqUID0kl4qYFUB0ms1cjVs7ZxiyRUgvaSXClhVgPRajdySpwWaV4MCpJf0UgGrCpBeq5GrYWvnFEuuAOklvVTAqgKk12rkljwt0LwaFCC9pJcKWFWA9FqNXA1bO6dYcgVIL+mlAlYVIL1WI7fkaYHm1aAA6SW9VMCqAqTXauRq2No5xZIrQHpJLxWwqsCC6X388edK98L9f6c/9G910jJZWNu5fHh0fX4T+0eY97fnNzHadji6DZzx/CZ+eHS9tnPZ6g3dCK3e0DkVPkjgXEWbpdp29+Xlow9jv+ClOxa18B/bfsH0ru1c4nJ/evbLEwlsmVpu9YYvPv/2jDDvrx68+YGGPXjzI2TGB29+CLTYXcqB44TMVbSN37ZWb/j448/UMUt3TB2NlakKLJLew9GtLFBXuPvyMtVKV6kap35s9YZFk5WMs7bjm91jmHx1p///mdON2erlnCbOb+K7L/+2f4kxqrA6GMks9RTOb+LVwUiZkfrx/v53NKl0RxyE5RAFFknvvb1vydXgYS/ZOLXGvwUkRZFBKtL76MNYhpLCow/j5IxSk6qA9MWCfxwZELtklf0HHBlKHYuyRlvpXtzb+ya94sm0dEcchOUQBRZG7/lNLMdFzOLs7UAAAATFSURBVD9qI0cfcAFh/YvPv3GEle6F/3kM+8aTqQxbkV5ZtauDkSRhT85UtLd6wwdvfsjm9eLzbzl8KjyU/fhRfPEUQuj12/b07JfsO6uDEapduiN6wXKgAguj9+HRtayww9Gt4NfqDXE1oBvSfqV7gfWuLMCsdC9CFqiMIMNWoffF598yzqMPY/Quyxg0OOuJ/XB0G44u7kRiTLKQZY8IEk+mIbY9Pful0K3SEWdnOVCBHHqFq1ZveH//exZXgZNhM1kfjhm8fH54dI0tpYwLUSqlIKlvIfRKLnK7D14+p57kn579QndCiBJPPQUcM6ucOxfGopCYpTt6POJXHgV89J7fxMKYWwqeY61njuRXeL6SJzqZK+unI1yOakxlqn+BIuc4piqH3/Ti9ZukSuF5pXsh52ExG2+nPadraV9nobRtpTvW6V2T5vLRq/KDW9wzcV74QVAx9qm/QyBdaMaLz79lQNfGf0ZQjXFYLIfTi5YLqKhectfDLupb7Ij2VDnYo1y5ZY9t/r6lO/qH5bdZCiyAXnxERELwtJm6UnEpe8qS/bJ8njm9cv2mzJZfXJIP856FTnqzAsd6pYCPXnUcXeleqCyhxgr8iEdKD4SSxGRYT2P5KsmJdJfCbOnFpwAxI1mQBwRnBtKrTs5V6E3Om6zxP1bEk6nHNtEwtVC6Y+porMxVwEdvPJmqW6vc4XIbYIJNLiysSaZQ/Da1vDoYlXjXSoZSmTPXF9dAEqyMk1rAZ4R4Mg284EGSQ8xLnVpV5tIbaFs8maonlNIdA6VmM6VADr2qdfWPuD2rVaU+JrOoaiAf7/SH7rXbcubJOCF4qCmQLhknq6CwkfP2Svci6xcjHD/EvKypsV6ZoTxyHwNta/WGarTSHVPNYKVfgbrplYtlXE9ZZXwqVj9m+r0q9K3MHoKHGjnwKcBNocZXG5l7W0PODuc38eOPP/GQr7orS9xH8cVTULyljpNqmzzLvPj8WxxX+07pjqlmsNKvQK304iNi8mDsDMVso06buCL9XhX6VoYNwQNHxh+KlKnSDF8pS/50FHjqdhYWNU9sKFcIt+1O/28v2JTuWM7Of3KvWunFuHoyADbDyx7BLPVdq/qjeH//u5ikjgloDDZTe1b4C/0r3Yusl1hwrhmWA21Tudc9DGMERSJVSHacofH/kKHqo9eTVJXWmKIx4WD4VZf6P/qTKtqDKTr5MH9+EyPe6KOU13Yu5dSKI9dQVidhMckVPNeEpTvW4FRjpqiPXnmTeaV7gRk1KaUCQ7I0Lp1kr5pr8E1mlVGTluDja2qWPhzdpv51Pv7dQnLYemrENtH/Tn94b+9b6hs1aFLpjjgIyx4F6qPXYwS/ogJUoIQCpNfqv2lUItjs0jAFSC/ppQJWFSC9ViPXsDRCd0ooQHpJLxWwqgDptRq5Els1uzRMAdJLeqmAVQVIr9XINSyN0J0SCpBe0ksFrCpAeq1GrsRWzS4NU4D0kl4qYFUB0ms1cg1LI3SnhAKkl/RSAasKkF6rkSuxVbNLwxQgvaSXClhVgPRajVzD0gjdKaEA6SW9VMCqAqTXauRKbNXs0jAFSC/ppQJWFSC9ViPXsDRCd0ooQHpJLxWwqgDptRq5Els1uzRMgf8FhZiiLUdbN7AAAAAASUVORK5CYII=" /></p>
<h6>Donde:</h6>
<h6>Y = Ingreso Nacional (PBI)</h6>
<h6>I = Inversión</h6>
<h6>C = Consumo</h6>
<h6>G = Gasto del Gobierno</h6>
<h6>X = Exportaciones</h6>
<h6>M = Importaciones</h6>
<h6>CC = Resultado de Cuenta Corriente (en esta versión simplificada, es X-M)</h6>
<h6>Sp=Ahorro del sector privado</h6>
<h6>Ip=Inversión del sector privado</h6>
<h6>T = Impuestos</h6>
<h6>AP = Ahorro Neto del Sector Privado</h6>
<h6>AG = Ahorro del Sector Público</h6>
<p>&nbsp;</p>
<p>El punto 5 del desarrollo anterior muestra que el saldo de cuenta corriente (lo que me indica si el país gasta más de lo que ingresa y, por tanto, necesita financiarse), es el resultado del ahorro neto del sector privado menos el ahorro del gobierno.</p>
<p>O sea que un déficit por cuenta corriente puede ocurrir, por ejemplo, porque el ahorro privado no alcanza para financiar la inversión privada, mientras el fisco está en equilibrio. Por ejemplo (Sp=10; Ip=15; T-G=0)</p>
<ul>
<li>S<sup>p</sup>-I<sup>p</sup> + (T-G) = CC =&gt; <b>AP + AG = CC</b></li>
<li>10-15+0=-5<b></b></li>
</ul>
<p>&nbsp;</p>
<p>Puede ocurrir también que el ahorro privado sí alcance para financiar la inversión privada, pero que el gobierno tenga déficit fiscal. Por ejemplo (Sp=15; Ip=15; T=10; G=15)</p>
<ul>
<li>S<sup>p</sup>-I<sup>p</sup> + (T-G) = CC =&gt; <b>AP + AG = CC</b></li>
<li>15-15+(10-15 )=-5<b></b></li>
</ul>
<p>&nbsp;</p>
<p>Lo que determina el resultado de la cuenta corriente de un país son, entonces, las decisiones de múltiples agentes económicos y del gobierno. En la historia reciente de Argentina ésta ha sido la evolución del indicador:</p>
<p><img alt="" 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" /></p>
<p>Nótese que entre 2001 y 2002 hay una fuerte reversión de la Cuenta Corriente. Entre 2011 y 2018 hay un marcado proceso de “deterioro”, donde la CC es cada vez más negativa. En 2018-19 aparece otra fuerte reversión.</p>
<p><b>Los momentos de reversión de la cuenta corriente son las crisis de balanza de pagos</b>. Si se compara este gráfico con el del tipo real de cambios se ve una relación muy fuerte entre ambos:</p>
<p><img alt="" 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" /></p>
<p>Y tal vez es por esto que muchos economistas argentinos se preocupan por el nivel de tipo de cambio real. Al verlo “muy bajo”, anticipan que habrá una corrección. Sin embargo, como decíamos antes, el resultado de la cuenta corriente (y sus reversiones), depende de las decisiones de los agentes…</p>
<p>Y nótese que, <b>si el país necesita financiamiento porque tiene una cuenta corriente deficitaria, entonces ingresarán capitales</b>, y eso es coherente con una caída del tipo de cambio real. Explico: si hacemos de cuenta que la inflación no existe, <i>ceteris paribus</i>, una mayor entrada de dólares reduce el precio del dólar. Pero si hay salida de capitales, entonces hay menos dólares y el precio del dólar es más caro.</p>
<p>O sea que <b>las decisiones individuales de los agentes y del gobierno dan como resultado una cuenta corriente del balance de pagos, que da como resultado un ingreso o salida de capitales, que da como resultado un valor del tipo de cambio real</b>. La pregunta por la sostenibilidad del esquema es la pregunta por la sostenibilidad de la cuenta corriente, o bien la <b>sostenibilidad del financiamiento externo</b>.</p>
<p><strong><span style="text-decoration: underline;">Un asterisco antes de continuar:</span></strong> todo esto que digo me parece que tiene sentido en un país sin control de cambios. Es que, si hay un control de cambios, que es resultado de que el dólar está mantenido por debajo de su nivel de mercado, entonces las decisiones de ahorro e inversión se ven modificadas artificialmente. Ahí el nivel de tipo de cambio real no responde al ingreso o salida de capitales, sino de la <b>decisión arbitraria del gobierno</b>.</p>
<p>Lo que ocurre entre 2011 y 2015, de hecho, es eso: el control de cambios mantiene un tipo de cambio real muy bajo en el mercado oficial y esto ocurre mientras salen capitales del país. ¿Cómo se sostiene el esquema? Con una importante <b>pérdida de reservas&#8230; </b>hasta que las reservas se acabaron y el esquema terminó.</p>
<p>¿Qué pasó después? El saldo de cuenta corriente siguió dando negativo, incluso más que antes. Es que el gobierno de Macri generó expectativas positivas en los mercados y entonces se reemplazó el mecanismo de financiamiento de la cuenta corriente. Pasamos de financiarlo con caída de reservas a financiarlo con deuda en los mercados… hasta que eso también se acabó.</p>
<p>Recapitulemos entonces: las reversiones de la cuenta corriente, o crisis de balanza de pagos, no son el resultado del “atraso cambiario”. Son el resultado de un esquema de producción y gasto que no es sostenible en el tiempo, pero que no necesariamente tiene que ser insostenible.</p>
<p>En el gráfico (e) tenemos el resultado de la cuenta corriente, con el resultado fiscal y el ahorro neto del sector privado, todo en términos del PBI. Como se ve, mayormente en el período 2001-2023 el sector privado está en equilibrio o incluso en superávit (línea azul). Es el resultado fiscal el que empuja a la cuenta corriente a terreno negativo (línea roja). Es decir, es el gobierno el que generaba el ingreso de capitales que financiaba el exceso de gasto de la economía argentina.</p>
<p>(e)</p>
<p><img alt="" 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" /></p>
<p>Otros países han tenido déficits por cuenta corriente por décadas y no han terminado en crisis (ejemplos: Estados Unidos, Australia, <a href="https://www.infobae.com/opinion/2021/03/18/el-sofisma-de-los-dolares-genuinos/">Chile, Perú</a>, en los últimos 30 años, por lo menos).</p>
<p>¿Qué pasó? Desde mi punto de vista, consiguieron niveles de endeudamiento sostenibles, ya sea porque en Estados Unidos siempre se paga la deuda, o bien porque el dinero que ingresó del exterior fue a financiar proyectos productivos rentables que podían ser repagados en el futuro.</p>
<h3><b>Confianza y atraso cambiario</b></h3>
<p>Agreguemos un último dato antes de ir pasando a las conclusiones. En el gráfico (f) podemos ver el nivel de riesgo país entre diciembre de 2017 y agosto de 2024.</p>
<p>(f)</p>
<p><img alt="" 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" /></p>
<p>Si a este gráfico le superponemos el del tipo de cambio real, se observa que se mueven juntos de forma similar. Cuando el Riesgo País sube, sube el tipo de cambio real, y viceversa. Nótese que acá el tipo de cambio real está calculado en base al dólar libre (del mercado paralelo).</p>
<p>(g)</p>
<p><img alt="" 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" /></p>
<p>Esto tiene lógica. Un menor riesgo país es una mejora de la confianza sobre el futuro de Argentina y, por tanto, un mayor ingreso de capitales, lo que tiende a apreciar el peso. Por otro lado, una suba del riesgo país refleje mayor desconfianza y salida de capitales, por lo tanto, un tipo de cambio real más alto, o una moneda más depreciada.</p>
<p>Volviendo a los gráficos iniciales, no importa tanto el valor de una cosa en comparación con su prometido histórico, sino qué es lo que está detrás de esa cosa.</p>
<p>¿Y qué tenemos en Argentina hoy? Un gobierno que quiere mejorar las condiciones con un programa económico relativamente más liberal (que ajusta el déficit fiscal reduciendo el gasto público y busca desregular y privatizar la economía). Vemos que ese programa está generando cierta confianza. Vemos que cae el riesgo país… Y probablemente veamos en los próximos meses y años que podemos financiar un déficit de cuenta corriente con ingreso de capitales.</p>
<p>La diferencia con los ciclos anteriores es que, si ese déficit aparece, no va a ser el resultado del desequilibrio de las cuentas públicas (porque Milei dice que nunca va a tener déficit fiscal), sino que lo será producto de un sector privado que está invirtiendo por encima del ahorro. O sea, <b>más confianza y consecuentemente más inversión guiada por el sector privado de la economía.</b></p>
<p>En este contexto, <b>si baja el tipo de cambio real, será el resultado de una política fiscal sensata y creíble, y por decisiones privadas de inversión</b>. Permítanme creer que, en dicho caso, podemos tener un tipo de cambio real cayendo, luego manteniéndose bajo, pero esta vez de forma sostenible, porque<b> lo insostenible nunca fue el nivel de tipo de cambio, sino el nivel de gasto público y desequilibrio presupuestario</b>.</p>
<p>Ojalá suceda. No estaremos, en dicho caso, “matando a la industria nacional” –como argumentarán ad infinitum algunos- sino consiguiendo crecimiento económico agregado y sostenido por décadas.</p>
]]></content:encoded>
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		<item>
		<title>¿Con Cristina estábamos mejor?</title>
		<link>https://www.ivancarrino.com/con-cristina-estabamos-mejor/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=con-cristina-estabamos-mejor</link>
		<comments>https://www.ivancarrino.com/con-cristina-estabamos-mejor/#comments</comments>
		<pubDate>Tue, 08 Oct 2024 12:16:09 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Videos]]></category>
		<category><![CDATA[CFK]]></category>
		<category><![CDATA[cristina]]></category>
		<category><![CDATA[economía argentina]]></category>
		<category><![CDATA[inflación]]></category>
		<category><![CDATA[kirchnerismo]]></category>
		<category><![CDATA[populismo]]></category>

		<guid isPermaLink="false">https://www.ivancarrino.com/?p=4789</guid>
		<description><![CDATA[Hace poco di con un tuit viral que planteaba, palabras más, palabras menos, que con Cristina estábamos mejor. ¿Es esto verdaderamente así? Lo analizamos, a continuación. Hace unos días atrás fui a parar al tuit de una chica de nombre Paula que escribió lo siguiente: El mensaje hacía referencia, claramente, a cuando gobernaba Cristina Fernández de [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><iframe  id="_ytid_30894" width="480" height="270" src="https://www.youtube.com/embed/Uk1syVIABpk?enablejsapi=1&#038;autoplay=0&#038;cc_load_policy=0&#038;iv_load_policy=1&#038;loop=0&#038;modestbranding=0&#038;rel=1&#038;showinfo=1&#038;playsinline=0&#038;autohide=2&#038;theme=dark&#038;color=red&#038;wmode=opaque&#038;vq=&#038;controls=2&#038;" frameborder="0" class="__youtube_prefs__" allowfullscreen data-no-lazy="1"></iframe></p>
<p><em>Hace poco di con un tuit viral que planteaba, palabras más, palabras menos, que con Cristina estábamos mejor. ¿Es esto verdaderamente así? Lo analizamos, a continuación.</em></p>
<p><span id="more-4789"></span></p>
<p>Hace unos días atrás fui a parar al tuit de una chica de nombre Paula que escribió lo siguiente:</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/CFK1.png"><img class="aligncenter  wp-image-4790" alt="CFK1" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/CFK1.png" width="760" height="415" /></a></p>
<p>El mensaje hacía referencia, claramente, a cuando gobernaba Cristina Fernández de Kirchner. Es más, podríamos fecharlo exactamente en el año 2015, “menos de 10 años atrás”.</p>
<p>Paula no es la única que hace este tipo de argumentos, sino que la idea de que con Cristina las cosas iban mejor para el laburante y el ciudadano medio está muy extendida y es motivo de permanentes pedidos para regresar a un pasado mejor que el presente.</p>
<p>Ahora bien, ¿qué hay de cierto y qué hay de falso en esta mirada?</p>
<h3><strong>La familia que viajó a Europa</strong></h3>
<p>Dejame empezar con un ejemplo que escuché por primera vez del <a href="https://www.agrositio.com.ar/noticia/180276-estabamos-mejor-con-el-kirchnerismo-por-roberto-cachanosky.html">economista Roberto Cachanosky</a>, allá lejos y hace tiempo. Imaginemos que una familia decide hacer un viaje a Europa y, como no tiene suficiente dinero para hacerlo, decide vender su auto, vender su casa y, además, sacar un crédito para pagar los gastos.</p>
<p>Claro, en Europa van a los mejores hoteles, pasan dos meses de puro lujo, van a París, a Londres, a Mónaco, compran ropa en los shoppings más exclusivos… hasta que un día les toca volver.</p>
<p>¿Qué pasa cuando regresan? Encuentran que no tienen casa, no tienen auto, tienen una deuda que pagar, y su vida económica es verdaderamente miserable.</p>
<p>En ese contexto, la hija menor de la familia dice “esto es injusto, cuando estábamos en Europa, estábamos mejor”.</p>
<p>Y, claro, la hija tiene totalmente un punto. Pero una mirada más informada de la realidad tendría que decir: “es cierto, cuando estábamos en Europa estábamos mejor, pero producto de que nos fuimos a Europa cuando no podíamos pagarlo hoy estamos como estamos”.</p>
<p>Esto mismo aplica al razonamiento de la usuaria de Tuiter. Es que precisamente por eso que considera que eran beneficios de la época, pero que no dice que eran insostenibles en el tiempo, es que estamos como estamos hoy.</p>
<p>Es decir, gracias a lo que muchos festejan del tiempo del kirchnerismo es que Argentina, tras la salida de Cristina Kirchner del poder, ha atravesado tantas crisis, tanta inflación y tal aumento de sus niveles de pobreza.</p>
<h3><strong>Tarifas baratas y fútbol gratis</strong></h3>
<p>Analicemos los dos puntos centrales del mensaje. Dice el tuit que hace menos de 10 años: &#8220;<b>la factura de luz era bimestral y había fútbol gratis&#8221;.</b></p>
<p>Esto hace clara referencia a que muchos bienes de la economía tenían precios muy bajos, considerablemente más bajos, de los que tenemos que pagar hoy. Esto es indudablemente cierto, se lo mire por donde se lo mire.</p>
<p>Ahora bien, ¿Cómo se conseguía esto? Con una política deliberada de control de precios, en el medio de altos y crecientes niveles de inflación.</p>
<p>Miremos este gráfico que muestra el valor de las tarifas de servicios públicos en términos reales, es decir, en su relación con el precio del resto de los bienes de la economía Argentina.</p>
<p><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/Tarifas.png"><img class="aligncenter size-full wp-image-4791" alt="Tarifas" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/Tarifas.png" width="597" height="481" /></a></p>
<p>Se observa claramente una fuerte tendencia a la baja a partir del año 2002 y hasta fines de 2015.</p>
<p>En este cuadro que ven acá se puede ver algo parecido. El cuadro muestra los precios nominales de diferentes tarifas para el consumo eléctrico y muestra la comparación entre el año 1993 y el mes de enero de 2016.</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva4.png"><img class="aligncenter  wp-image-4792" alt="Diapositiva4" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva4.png" width="760" height="415" /></a></p>
<p>Si bien estas tarifas aumentaron todas en términos NOMINALES (en verde) entre el 93 y el 2016, se derrumbaron en términos reales (en rojo), es decir, una vez se les descuenta la inflación. O sea que, así como el fútbol, la energía eléctrica era prácticamente gratis gracias a los precios máximos que impuso el kirchnerismo</p>
<p>Algo similar pasó con el boleto de subte o el boleto mínimo de colectivo en la zona del área metropolitana de Buenos Aires. Entre 2001 y diciembre de 2015 el colectivo cayó cerca de 70% en términos reales, y el subte lo hizo en un casi 60%.</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva51.png"><img class="aligncenter  wp-image-4793" alt="Diapositiva5" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva51.png" width="760" height="415" /></a> <a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva6.png"><img class="aligncenter  wp-image-4794" alt="Diapositiva6" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva6.png" width="760" height="415" /></a></p>
<p>La contracara de todo esto fue lo que se ve en este otro gráfico. Para evitar que las empresas proveedoras de los servicios de luz, gas, agua y transporte urbano se fueran miserablemente a la quiebra, el gobierno decidió subsidiarlas. Esto hizo que el gasto en subsidios económicos entre el año 2002 y el año 2014 se multiplicara nada menos que por 7 en términos del PBI.</p>
<p>Argentina gastaba 1,3% del PBI en subsidios económicos en 2002, y pasó a gastar 7,8% del PBI en 2014, y 6,6% en el año 2015.</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva7.png"><img class="aligncenter  wp-image-4795" alt="Diapositiva7" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva7.png" width="760" height="415" /></a></p>
<p>En el mismo período el gobierno pasó de tener superávit fiscal a déficit fiscal. Y finalmente, financió este déficit fiscal emitiendo billetes a ritmos espectaculares. Como consecuencia, la inflación pasó de aproximadamente el 3% en el año 2003 al 40% en el 2014 y 25% en 2015.</p>
<p>O sea, ya en tiempos de Cristina, <b>había un problema grave que era el de la alta inflación</b>.</p>
<p><i>Al que también ya se le sumaba el estancamiento económico y, no olvidemos, ya se había impuesto un cepo cambiario, para intentar fallidamente evitar una devaluación.</i></p>
<p><span style="font-size: 14px;">Cuando llegó Macri al poder, revirtió en gran parte esta política de subsidios energéticos. Pero en los primeros dos años de su mandato no mejoró nada el desequilibrio fiscal. Esto hizo que, a pesar de los esfuerzos por estabilizar la economía, el país enfrentara una crisis de deuda que llevó al país a la devaluación y a incrementar todavía más sus niveles de inflación.</span></p>
<p>El gobierno de Alberto Fernández (al igual que el de Cristina) volvió a incrementar los subsidios energéticos, no se preocupó por el déficit fiscal y, encima, nos encerró a todos frenando la economía por un año al ritmo que emitía descabelladamente papelitos de colores. La película terminó con 211% de inflación anual en 2023, y con una caída de los salarios, en términos reales, del 30% entre diciembre de 2015 y diciembre de 2023.</p>
<h3><strong>&#8220;El salario mínimo más alto de América Latina&#8221;</strong></h3>
<p>Pasemos ahora el segundo tema que comenta nuestra usuaria de la red “X”. Dice Paula que con Cristina &#8220;<b><i>podías comprar libros en su idioma original y teníamos el salario más alto de América Latina&#8221;</i></b></p>
<p>Estos dos puntos son parte de la misma cosa. La capacidad de compra en dólares que tenía el argentino en el año 2015 contra la que tiene hoy.</p>
<p>Miremos el caso del salario mínimo, según la Universidad de Avellaneda, el salario mínimo en diciembre de 2015 era de USD 589, mientras que los de América Latina estaban muy lejos de ese valor, en USD 354 y para abajo.</p>
<p>Según mis cálculos, y en base a <a href="https://estudiodelamo.com/evolucion-salario-minimo-vital-movil-argentina/">datos oficiales</a>, el salario mínimo en diciembre de 2015 era de $AR 5.588 lo que dividido al dólar en el mercado oficial resultaba en un salario de USD 482,5, una cifra inferior a la indicada por la Universidad de Avellaneda, pero igualmente superior al resto de la región. Sin embargo, el dato relevante no es ese, sino la medición al dólar paralelo, que es el único dólar que el trabajador con ingresos mínimos podía comprar. Si dividimos el Salario Mínimo por el dólar paralelo llegamos a que el salario mínimo, en dólares, no era de USD 482,5, sino de USD 386.</p>
<p>Cierto. Sigue siendo el más alto de la región, pero ya con una ventaja mucho más pequeña de la calculada originalmente.</p>
<p>Usar este dato como indicador tiene otros problemas. El salario mínimo es una decisión del gobierno y puede estar ubicado en niveles completamente incompatibles con la realidad económica. Por otro lado, si la economía tiene –como tiene Argentina- cerca de 35% de trabajadores informales, esto puede indicar que hay un buen número de personas que trabajan, pero lo hacen por mucha menos plata que los USD 386 dólares que informaba el gobierno.</p>
<p>Pero lo más fundamental es volver al punto mencionado anteriormente. ¿Se pueden mantener los salarios en niveles altos si la economía está en un camino insostenible?</p>
<p>Y éste es el problema CENTRAL. Las políticas del kirchnerismo, al estar basadas en el alto déficit fiscal, la elevada emisión monetaria y los controles de precios por todos lados, pueden dar una sensación de bienestar de corto plazo, pero no tienen ninguna posibilidad de éxito (o siquiera) de duración en el mediano o largo plazo.</p>
<p>Es por eso que, incluso cuando por algunos indicadores objetivos podemos decir que a fines de 2015 se estaba mejor, es necesario aclarar que –pasara lo que pasara y gobernara quien gobernara- ese bienestar no iba a poder sostenerse.</p>
<p>Es como en caso de la familia que se fue a Europa vendiendo su casa. Se compraron un presente hermoso, pero a costa de un futuro miserable. A eso en política económica, se lo llama populismo. Y el populismo nuca termina bien.</p>
<p>¿Tenés alguna pregunta, duda o comentario? No dudes en dejarla acá abajo y se abrirá el tema al debate. Y si te gustó este video, no dejes de darle me gusta, suscribirte a mi canal y compartirlo en tus redes sociales.</p>
<p>Muchas gracias y nos vemos en la próxima.</p>
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		<title>¿Por qué baja el dólar paralelo?</title>
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		<pubDate>Mon, 07 Oct 2024 16:15:34 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Videos]]></category>
		<category><![CDATA[blue]]></category>
		<category><![CDATA[devaluación]]></category>
		<category><![CDATA[dólar]]></category>
		<category><![CDATA[precio]]></category>
		<category><![CDATA[riesgo país]]></category>

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		<description><![CDATA[El dólar paralelo alcanza hoy mínimos de 4 meses. Según los principales sitios de análisis económico el precio del dólar en el mercado paralelo rompió el piso de $1200 y está en su mínimo valor desde mayo. ¿Qué explica este descenso? ¿Y qué puede pasar a futuro? En dólar en el mercado paralelo rompió el piso [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><iframe  id="_ytid_80570" width="480" height="270" src="https://www.youtube.com/embed/cV5vkdRtgqE?enablejsapi=1&#038;autoplay=0&#038;cc_load_policy=0&#038;iv_load_policy=1&#038;loop=0&#038;modestbranding=0&#038;rel=1&#038;showinfo=1&#038;playsinline=0&#038;autohide=2&#038;theme=dark&#038;color=red&#038;wmode=opaque&#038;vq=&#038;controls=2&#038;" frameborder="0" class="__youtube_prefs__" allowfullscreen data-no-lazy="1"></iframe></p>
<p><em>El dólar paralelo alcanza hoy mínimos de 4 meses. Según los principales sitios de análisis económico el precio del dólar en el mercado paralelo rompió el piso de $1200 y está en su mínimo valor desde mayo. ¿Qué explica este descenso? ¿Y qué puede pasar a futuro?</em></p>
<p><span id="more-4782"></span></p>
<p>En dólar en el mercado paralelo rompió el piso de los $AR 1200 esta semana y acumuló una caída de nada menos que $AR 305 desde el valor máximo de $AR 1500 que había alcanzado a mediados de julio.</p>
<p>Esta caída es muy notable, especialmente en un contexto de altos (aunque decrecientes) niveles de inflación.</p>
<p>Si miramos la película en lo que va del año, el precio del dólar subió 16,6%, mientras que el nivel general de precios subió un 102%. Es decir, la divisa en el mercado paralelo viene cayendo un 42,2% en lo que va del año, en términos reales.</p>
<p>En cuanto a la brecha entre el mercado paralelo y precio del dólar en el mercado oficial, esta se desplomó desde 56,3% a mediados de julio, hasta 18,5% el día de hoy.</p>
<p>Si pensamos que la brecha cambiaria ha sido, tradicionalmente, una señal de incertidumbre financiera, no podemos dejar de ver estos acontecimientos como una buena noticia al menos desde el plano financiero para Argentina.</p>
<h3><strong>Riesgo país y tipo de cambio real</strong></h3>
<p>Ahora bien: ¿Qué explica lo que está pasando?</p>
<p>Como todo, existe una serie de causas que pueden explicar el fenómeno, pero pasemos PRIMERO a la que creo que es la que explica el tema de forma más general, antes de ir a lo más particular.</p>
<p>Esta es la relación que existe o viene existiendo últimamente entre el Riesgo País de Argentina y el nivel de tipo de cambio real.</p>
<p>¿Qué quiero decir cuando digo tipo de cambio real? En una lectura rápida y muy resumida, es una medida del valor del dólar, pero restándole la inflación. O sea, si el dólar sube, pero la inflación no lo hace, entonces aumenta el tipo de cambio real. Pero si el dólar sube y los precios suben más que el dólar, entonces cayó el tipo de cambio real.</p>
<p>El tipo de cambio real también puede entenderse como el poder de compra que un dólar tiene en el país. Así, si el precio del dólar sube más que la inflación, entonces un dólar gana poder de compra y el tipo de cambio real aumenta. Pero si el precio del dólar sube menos que la inflación, o incluso baja de precio, decimos que el tipo de cambio real cayó y, por tanto, un dólar pierde poder de compra en Argentina.</p>
<p>Yendo al punto: viene ocurriendo en el último tiempo que cuando aumenta el riesgo país, sube el tipo de cambio real, pero cuando éste cae, el tipo de cambio real acompaña también la baja.</p>
<p><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva5.png"><img alt="Diapositiva5" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/Diapositiva5.png" width="768" height="432" /></a></p>
<p>Acá pueden ver un gráfico del índice de Riesgo País desde 2017 hasta septiembre de 2023.</p>
<p>Se ve muy claro el efecto de las elecciones PASO de 2019 cuando triunfó Alberto Fernández, que el RP se fue al demonio para arriba. Luego encima vino el impacto de la pandemia y éste subió todavía más. Finalmente, también vemos que hacia fines del año pasado, el índice comenzó a caer, producto de las expectativas generadas por el nuevo gobierno de Javier Milei.</p>
<p>Si a este gráfico le ponemos encima la evolución del tipo de cambio real (aplicado al dólar paralelo), vemos que siguen trayectorias muy similares. Tras las PASO, el dólar saltó y también lo hizo el tipo de cambio real, porque el dólar subió mucho más que los precios. Por otro lado, se ve cómo desde el inicio del año, el dólar paralelo cae en términos reales, en la misma forma que lo hace el riesgo país.</p>
<p>Desde fines de julio, el riesgo país cayó más de 200 puntos, con lo cual ahí tenemos un buen motivo para explicar por qué el dólar “real” también cayó.</p>
<h3><strong>Intervención cambiaria</strong></h3>
<p>Algunos sugieren que en realidad lo que está pasando es que el gobierno, a través del Banco Central, está vendiendo dólares en el paralelo para bajar la brecha. Y esto tiene sentido porque el propio Banco Central anunció en julio (lo explicamos en este video), que por cada USD 100 que comprara en el mercado, vendería una parte para esterilizar completamente los pesos que se habían emitido para comprar esos dólares, en el mercado paralelo.</p>
<p>Así, si la brecha era del 67%, por cada USD 100 que comprara el gobierno, tenía que vender USD 60 para reabsorber los pesos emitidos.</p>
<p>Ahora bien, teniendo en cuenta la brecha y lo que el Banco Central informa que compró en el mercado –neto- entre agosto y septiembre, llegamos a<a href="https://x.com/ivancarrino/status/1842271795652460690"> un valor estimado de venta de dólares en el mercado paralelo de USD 1.472 millones</a>. Es decir, el gobierno habría comprado un total de USD 2.025 millones y habría vendido por USD 1.472 para cumplir con su regla.</p>
<p>¿Es este monto significativo para que el dólar no suba? Bueno, sin duda puede tener algún impacto, pero si recordamos otros eventos de la historia reciente, por ejemplo, observamos que, en el año 2018, el Banco Central vendió USD 16.000 millones de dólares en el mercado de cambios, y no pudo evitar que el dólar saltara de $20 a $40. O sea, las ventas del Banco Central no son suficientes para explicar por qué el dólar cae.</p>
<h3><strong>El Blanqueo y la política de emisión de pesos</strong></h3>
<p>¿Qué más tenemos entonces? Otro factor importante puede ser el blanqueo de capitales. Producto del blanqueo, los depósitos en dólares en los bancos crecieron nada menos que USD 12.000 millones. Para darse una idea de magnitud, en agosto y julio habían subido solo USD 700 millones. Si bien estos dólares no están en el mercado paralelo de cambios, se trata de un importante monto de dólares que ahora está en los bancos y podría canalizarse a las cotizaciones paralelas si los ahorristas quisieran hacer transacciones en pesos.</p>
<p>Por último, podemos mirar la cuestión monetaria.</p>
<p>Es que, si miramos la evolución mensual de la base monetaria y del circulante en poder del público, vemos que en en mayo, junio y julio crecían mensualmente a ritmos de dos dígitos, superar el 20%, cuando la brecha saltó al 50%. Tras los anuncios monetarios, el ritmo de creación de dinero cayó fuertemente, y la base monetaria solo creció 1,1% mensual en septiembre… ¿Acaso será por esto que Caputo dijo que el peso iba a ser escaso contra el dólar? Los depósitos en dólares crecen a ritmos muy acelerados, mientras que la creación de nuevos pesos en poder del público crece cada vez más lento, eventualmente volviéndose 0%.</p>
<p style="text-align: center;"><a href="https://www.ivancarrino.com/wp-content/uploads/2024/10/bm.png"><img class="aligncenter  wp-image-4786" alt="bm" src="https://www.ivancarrino.com/wp-content/uploads/2024/10/bm.png" width="768" height="432" /></a></p>
<p>Bueno, entre todas estas causas es posible que encontremos alguna buena explicación de lo que está pasando. Y en cuanto a qué puede pasar en el futuro podríamos decir lo siguiente: en la medida que el gobierno siga avanzando en un programa ortodoxo para bajar la inflación, controlando el déficit fiscal y la emisión monetaria, eso se va a traducir en una caída del riesgo país, y dado que el riesgo país está correlacionado con el Tipo de Cambio Real, si éste sigue cayendo, no será raro seguir viendo a un dólar paralelo que –o bien caiga- o bien cuando suba, lo haga menos que la inflación.</p>
<p>Dicho todo esto, ¿será que ya se puede salir del cepo? Esa respuesta te la dejo para la próxima. Pero, vos qué pensás? Dejame tu comentario y si te gustó este video no dejes de darle me gusta suscribirte y compartirlo en tus redes sociales. Gracias y nos vemos en la próxima.</p>
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		<title>¿Liberalismo libertario o nacionalismo conservador?</title>
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		<pubDate>Mon, 30 Sep 2024 14:00:35 +0000</pubDate>
		<dc:creator><![CDATA[ivancarrino]]></dc:creator>
				<category><![CDATA[Infobae]]></category>
		<category><![CDATA[Liberalismo]]></category>
		<category><![CDATA[conservadurismo]]></category>
		<category><![CDATA[dios]]></category>
		<category><![CDATA[fascismo]]></category>
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		<description><![CDATA[En el año 1960, uno de los referentes más importantes del liberalismo, el premio Nobel de economía, Friedrich Hayek, publicó su libro “Los Fundamentos de la Libertad”, que traía un epílogo titulado “Por qué no soy conservador”. En dicha sección, Hayek se preocupaba por que el uso del término liberalismo ya no significaba gobierno limitado, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>En el año 1960, uno de los referentes más importantes del liberalismo, el premio Nobel de economía, Friedrich Hayek, publicó su libro “Los Fundamentos de la Libertad”, que traía un epílogo titulado “<a href="https://www.clublibertaddigital.com/ilustracion-liberal/48/por-que-no-soy-conservador-friedrich-a-hayek.html">Por qué no soy conservador</a>”. En dicha sección, Hayek se preocupaba por que el uso del término liberalismo ya no significaba gobierno limitado, libertad individual y economía de mercado, sino que quienes se <i>autopercibían</i> liberales hacían todo lo contrario a “permitir el libre desenvolvimiento de los individuos”.</p>
<p>Párrafos más adelante, Hayek dice que una solución que empezaba a encontrarse a este problema era la de crear un nuevo término, y que en dicha búsqueda ya aparecía el mote “<b>libertario</b>”, como reemplazo de lo que alguna vez quiso significar ser “liberal”.</p>
<p><b>El liberalismo libertario</b></p>
<p>Años más tarde, en 1973 llegaría Murray Rothbard, miembro –al igual que Hayek- de la Escuela Austriaca de Economía, y publicaría <a href="https://www.unioneditorial.net/libro/n-o-48-hacia-una-nueva-libertad/">su obra</a> “Hacia Una Nueva Libertad: El manifiesto <b><span style="text-decoration: underline;">libertario</span></b>”. Quedaba más claro que ahora la tradición liberal (de John Locke a Ludwig von Mises) podía, al menos en Estados Unidos, ser reconocida bajo el mote de “<i>libertarian</i>”, puesto que el de “<i>liberal</i>” había sido apropiado por movimientos progresistas.</p>
<p>Seguir leyendo en <a href="https://www.infobae.com/opinion/2024/09/30/liberalismo-libertario-o-nacionalismo-conservador/">INFOBAE</a>.</p>
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