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	<title>Conozca &#187; Boram Jonathan Woo</title>
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	<description>Revista Cristiana</description>
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		<title>Los salmos acrósticos</title>
		<link>https://conozca.org/?p=6480</link>
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		<pubDate>Thu, 01 May 2025 14:57:54 +0000</pubDate>
		<dc:creator>Boram Jonathan Woo</dc:creator>
				<category><![CDATA[2025.1]]></category>

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		<description><![CDATA[Por Boram Jonathan Woo Introducción Los Salmos son un maravilloso libro que ha inspirado la adoración y la fe del pueblo de Dios a lo largo de la historia. En sus páginas, encontramos diversas expresiones del corazón humano: vívidos cantos de alabanza, clamores agónicos por ayuda y desgarradoras confesiones de pecado. Son poemas que “ponen</p><p class="more-link"><a href="https://conozca.org/?p=6480">Mas…</a></p>]]></description>
			<content:encoded><![CDATA[<p>Por Boram Jonathan Woo</p>
<p><strong>Introducción</strong></p>
<p>Los Salmos son un maravilloso libro que ha inspirado la adoración y la fe del pueblo de Dios a lo largo de la historia. En sus páginas, encontramos diversas expresiones del corazón humano: vívidos cantos de alabanza, clamores agónicos por ayuda y desgarradoras confesiones de pecado. Son poemas que “<em>ponen en evidencia clara el extraordinario y fundamental diálogo entre el ser humano y Dios</em>”.<a title="" href="#_edn1">[i]</a> Entre estas manifestaciones, un grupo especial está formado por los salmos acrósticos, composiciones poéticas que se caracterizan por tener una estructura literaria particular.</p>
<p><strong>¿Qué es un acróstico?</strong></p>
<p>Del griego ακρον, <em>akron</em>, “extremidad”, y στιχος, <em>stijos</em>, “verso”, el término “acróstico” significa “al extremo del verso”. Es una composición poética cuyos versos empiezan o terminan con letras (o sílabas o palabras) con las que se pueden componer determinados vocablos u oraciones.<a title="" href="#_edn2">[ii]</a></p>
<p>Un breve poema del escritor panameño Jorge Javier Roque, titulado “Luna”, sirve para ilustrar esta idea. Las primeras letras de cada verso forman, verticalmente, el título de la obra.</p>
<p style="padding-left: 60px;"><strong><em>L</em></strong><em>una llena de luz,</em></p>
<p style="padding-left: 60px;"><strong><em>U</em></strong><em>na noche comienza,</em></p>
<p style="padding-left: 60px;"><strong><em>N</em></strong><em>o te amargues la existencia,</em></p>
<p style="padding-left: 60px;"><strong><em>A</em></strong><em>manecerá otra vez.</em></p>
<p>Dentro del cristianismo, el acróstico más famoso es posiblemente el símbolo <em>IXTUS</em> (“pez” en griego). La iglesia primitiva utilizó este código para identificar secretamente a otros cristianos durante la persecución. El acróstico está formado por las letras iniciales de: <em>Iesús Xristós Theú Uiós Soter</em> (en griego, <strong>“Jesús Cristo, de Dios Hijo, Salvador”</strong>).</p>
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alt="" /></p>
<p>En la Biblia, los acrósticos más comunes son los alfabéticos, es decir, aquellos que siguen el orden de las letras del <em>alefato</em>.</p>
<p><strong>El alefato</strong></p>
<p>“Alefato” es el nombre del alfabeto hebreo. Así como el término “alfabeto” deriva de las dos primeras letras griegas <em>(alfa-beta)</em> y la palabra “abecedario”, de las primeras cuatro latinas <em>(a-be-ce-de)</em>, el alefato debe su nombre a la primera letra del sistema hebreo: <em>alef</em>. El alefato contiene 22 letras, todas consonantes, en el siguiente orden:</p>
<p><img class="aligncenter" 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" alt="" /></p>
<p>Un acróstico alfabético comenzará su primer verso con la letra <em>alef</em>, su segundo verso con <em>bet</em>, el tercero con <em>guimel</em>, y continuará así hasta llegar a la última letra, <em>tav</em>.</p>
<p>Un ejemplo destacado de acróstico alfabético es el <strong>“Elogio de la mujer virtuosa”</strong> (Pr.31:10-31). Los 22 versículos de este bello poema comienzan, en hebreo, cada uno con una letra diferente del alefato, en orden desde <em>alef</em> hasta <em>tav</em>.</p>
<p>Es necesario señalar que, debido a su naturaleza lingüística, un acróstico es imposible de traducir a otros idiomas, por lo que nuestras Biblias en español no manifestarán tales composiciones.</p>
<p><strong>Usos de la escritura en acróstico</strong></p>
<p><strong></strong>1. Herramienta mnemotécnica: el acróstico ayuda a una buena memorización. En el acróstico alfabético, las letras del alefato eran la clave para recordar los sucesivos versos del poema. Este recurso resultaba útil en una época donde la transmisión era esencialmente oral.</p>
<p>2. Belleza literaria: la composición acróstica añade valor estético al poema. El autor expresa su sentir no sólo mediante el significado de sus palabras, sino también a través de la forma literaria escogida, elevando su obra a la categoría de arte.</p>
<p>3. Simbolismo teológico: el acróstico alfabético contiene la idea de lo “completo”. Al usar todas las letras del alfabeto, <em>“de la A a la Z”</em>, el autor comunica la excelencia y perfección del tema tratado, dirige silenciosamente la atención del oyente hacia Jehová, quien es <em>“el Alfa y la Omega”</em>, <em>“el Alef y la Tav”</em>.</p>
<p><strong>¿Cuáles son los salmos acrósticos?</strong></p>
<p>Dentro de los salmos, encontramos los siguientes acrósticos hebreos:<strong></strong></p>
<p><em>Salmos 9 y 10: </em>estos dos salmos forman juntos un solo acróstico. El salmo 9 contiene las letras desde <em>alef</em> hasta <em>kaf</em>, mientras que el Salmo 10, las restantes desde <em>lamed</em> hasta <em>tav</em>. David confiesa que, aunque abundan los malvados, Jehová es el verdadero Rey de Israel.</p>
<p><em>Salmo 25:</em> es un acróstico irregular. Cada versículo comienza con una letra del alefato, pero faltan la <em>vav</em> y la <em>qof</em>, y se repite la <em>resh</em>. El salmo es una petición de ayuda a Jehová, de parte de un corazón angustiado.</p>
<p><em>Salmo 34:</em> falta el versículo <em>vav. </em>El salmista David, tras huir de Abimelec alaba a Jehová por su protección y liberación.</p>
<p><em>Salmo 37:</em> en este acróstico, cada letra ocupa dos versículos (1-2 <em>alef</em>, 3-4 <em>bet</em>, 5-6 <em>guimel</em>, etc.), aunque presenta irregularidades: las letras <em>dalet</em>, <em>kaf</em> y <em>qof</em> sólo ocupan un versículo, y la letra <em>ayin</em> está ausente. Con un estilo que recuerda a los Proverbios, David aconseja a sus oyentes a confiar en Jehová, sin desesperarse por los malvados.</p>
<p><em>Salmo 96</em><strong> </strong>(sólo una porción del versículo 11): Este es un caso especial, ya que no es un acróstico alfabético, sino nominal. El salmo es un cántico de alabanza a Jehová, donde el autor expresa: <em>“Alégrense los cielos, y gócese la tierra”.</em> Este fragmento, correspondiente al versículo 11, en hebreo es: <em>“Alégrense (yishmeju) los cielos (hashamayim), y gócese (vetagel) la tierra (ha’arets)”.</em> ¿Cuál es la palabra que se forma con las cuatro letras iniciales? <em>YHVH</em>, ¡el nombre sagrado de Dios! El autor expresa así que Jehová está presente en medio de su Creación.</p>
<p><em>Salmo 111:</em> Es un acróstico completo. Cada versículo contiene dos letras del alefato, y los últimos dos versículos tienen tres letras cada uno (en español se puede ver cómo los versículos 9 y 10 están divididos en tres versos). El salmo es una alabanza a Jehová por las maravillas realizadas.</p>
<p><em>Salmo 112:</em> Idéntico en estructura al Salmo 111, con el que forma una unidad temática. Este salmo pone el enfoque en el adorador que teme a Jehová.</p>
<p><em>Salmo 119:</em> Es el acróstico más brillante. Contiene 176 versículos, divididos en 22 secciones (una por cada letra) de 8 versículos. Así, los primeros 8 versículos (1-8) comienzan todos con <em>alef</em>; los siguientes 8 versículos (9-16) con <em>bet</em>, los siguientes (17-24) con <em>guimel</em>, etc. Este salmo expresa así la excelencia de la Ley de Jehová. El autor menciona en cada versículo una palabra sinónima de “ley”: testimonio, decreto, mandamiento, ordenanza, estatuto, etc.</p>
<p><em>Salmo 145:</em><strong> </strong>Es un acróstico que contiene una letra por versículo, aunque falta la <em>nun</em>. El salmo es una alabanza a Jehová por el poder y la bondad hacia su pueblo.</p>
<p><strong>Conclusión</strong></p>
<p>Los salmos acrósticos expresan de una manera excelente la devoción a Jehová. Lamentablemente, estas composiciones no pueden ser traducidas a otros idiomas de manera eficaz sin dañar su estructura literaria. Sin embargo, aunque no podemos reproducir su forma externa, sí podemos adoptar el corazón profundo del salmista que desea, mediante su obra, exaltar la belleza y la hermosura de Jehová.</p>
<p align="center"><em>“La alabanza de Jehová proclamará mi boca;<br />
y todos bendigan su santo nombre eternamente y para siempre.”</em><br />
Salmo 145:21</p>
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<p>Bibliografía</p>
<p>[i] Pagán, Samuel (2007). Comentario de los Salmos, Miami: Editorial Patmos, 10.</p>
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<p>[ii] Ropero, Alfonso. (2013). Gran Diccionario Enciclopédico de la Biblia, Barcelona: Editorial Clie, 95.</p>
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				<span class="spnAutor">Boram Jonathan Woo</span>
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