> job detail
G
⚙️Data Engineer
Supervisor/a de Contabilidad
Glencore International AG · Sierra Gorda, II de Antofagasta, CL
// classified as
Data Engineer (Pipelines, infra, ingestion, ETL.)
posted
1d ago
location
Sierra Gorda, II de Antofagasta, CL
languages
—
tools
excel
> stack
excel
> description
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif"><br><img src="data:image/png;base64,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" width="279" height="162"></p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif"><strong>Compañía Minera Lomas Bayas</strong> es una empresa <strong>Glencore</strong>, por lo que nuestro propósito es apoyar la vida cotidiana mediante el suministro de los productos necesarios para desarrollar, mantener y mejorar el mundo que nos rodea. Ese es nuestro compromiso.</p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif">Somos una empresa que produce cátodos de cobre de alta calidad a partir de yacimientos de baja ley. Lo logramos orientándonos a obtener el máximo valor de nuestros activos, de la mano de nuestros trabajadores y trabajadoras, nuestras familias y comunidad de manera eficiente con los recursos naturales y teniendo el desarrollo sostenible como modelo, y con ello asegurar la rentabilidad para nuestros accionistas y la satisfacción de nuestros clientes.</p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif"> </p><div>
<p><strong>Descripción del puesto </strong></p>
</div>
<div>
<p>Coordinar y ejecutar los procesos contables de la compañía, asegurando el correcto registro de las transacciones financieras y la generación de información oportuna, confiable y alineada con las políticas corporativas, normativas contables vigentes y requerimientos regulatorios. Asimismo, deberá contribuir al cumplimiento de los procesos de cierre financiero, elaboración de reportes, control interno y estados financieros, promoviendo la mejora continua y el control de la información para apoyar la toma de decisiones de la organización </p>
</div>
<div>
<p> </p>
</div>
<div>
<p><strong>Principales funciones </strong></p>
</div>
<div>
<ul style="list-style-type:disc">
<li>Cumplir con las políticas, estándares, reglamentos, normas y procedimientos de seguridad de la compañía, promoviendo una cultura de trabajo seguro y cumplimiento.</li>
<li>Coordinar los procesos de cierre contable con las distintas áreas de la compañía, asegurando el cumplimiento de la reportabilidad corporativa en los plazos establecidos.</li>
<li>Apoyar en los procesos de control interno de la compañía, asegurando el cumplimiento de la normativa corporativa y reportabilidad en los plazos establecidos.</li>
<li>Analizar y supervisar el registro de las transacciones financieras de los distintos centros de costos, velando por la calidad y confiabilidad de la información contable.</li>
<li>Ejecutar y controlar los procesos contables recurrentes, incluyendo activos fijos, capitalizaciones, amortizaciones, provisiones, inventarios, reclasificaciones y distribuciones contables.</li>
<li>Revisar y analizar saldos de cuentas de balance y resultados, elaborando análisis contables y reportes requeridos por la compañía.</li>
<li>Preparar los Estados Financieros para organismos reguladores y entidades corporativas, asegurando el cumplimiento de las normativas y plazos establecidos.</li>
<li>Elaborar reportes financieros internos que contribuyan al análisis, control y toma de decisiones de las distintas áreas de la organización.</li>
<li>Identificar oportunidades de mejora en los procesos contables y de reportabilidad, promoviendo la eficiencia y el fortalecimiento de los controles internos. </li>
</ul>
</div>
<div>
<p> </p>
</div>
<div>
<p><strong>Requisitos</strong> </p>
</div>
<div>
<ul style="list-style-type:disc">
<li>Título profesional de Contador Auditor o Contador Público (excluyente)</li>
<li>Al menos 5 años de experiencia laboral</li>
<li>Al menos 3 años de experiencia en cargos similares (excluyente)</li>
<li>Experiencia en elaboración, análisis e interpretación de estados financieros.</li>
<li>Dominio de Normas Internacionales de Información Financiera (NIIF).</li>
<li>Conocimiento en planificación financiera y contable, análisis de indicadores financieros y sistemas contables.</li>
<li>Conocimiento en normativas de control interno: SOX, ICFR, COSO.</li>
<li>Conocimiento de procesos productivos de la industria minera.</li>
<li>Manejo de control de costos operacionales y financieros, incluyendo OPEX y CAPEX.</li>
<li>Microsoft Excel nivel avanzado.</li>
<li>Manejo de sistemas financieros y contables, idealmente SAP y Hyperion (deseable)</li>
<li>Inglés intermedio (deseable)</li>
<li>Salud compatible con el cargo. </li>
</ul>
</div>
<div>
<div>
<p> </p>
</div>
<div>
<p><strong>Beneficios y condiciones </strong></p>
</div>
<div>
<ul style="list-style-type:disc">
<li>Acceso a programas de desarrollo, liderazgo y formación interna.</li>
<li>Oportunidad de participar en iniciativas y proyectos corporativos.</li>
<li>Integrarse a una compañía líder de la industria minera con altos estándares de seguridad, cumplimiento y desarrollo profesional.</li>
<li>Sistema de turno 4x3 modalidad hibrida: 2 semana en Antofagasta y 2 semanas en Faena.</li>
<li>Contrato indefinido.</li>
</ul>
<p> </p>
</div>
</div><p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif"> </p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif">Ser parte de<strong> Compañía Minera Lomas Bayas</strong> significa estar en una empresa global y de excelencia mundial, donde nos distinguimos por un buen clima laboral y el respeto a las personas, por el valor de la diversidad y la fuerza de la inclusión, no sólo para alcanzar nuestras metas productivas; sino personas íntegras para los desafíos técnicos, ambientales y sociales que implica la nueva minería.</p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif">Por ello, buscamos profesionales con capacidad de formar relaciones humanas productivas, que trabajen en equipo y que muestren creatividad en la forma en que realizan su trabajo, demostrando adaptabilidad y versatilidad a los cambios.</p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif">Queremos contar con personas que se esfuerzan por ser líderes y lideresas en su campo profesional y que quieran ser representantes de nuestros valores fundamentales que nos caracterizan como compañía.</p>
<p style="margin:0.0cm 0.0cm 8.0pt;line-height:107%;font-size:11.0pt;font-family:Aptos, sans-serif">Nuestras ofertas están bajo el marco de la ley 21.015, que incentiva la inclusión de Personas con Discapacidad al mundo laboral.</p>