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<article xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink" article-type="research-article">
  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">Luz Elida Vera Hernández</journal-id>
      <journal-id journal-id-type="publisher-id">714</journal-id>
      <journal-title>Luz Elida Vera Hernández</journal-title><issn pub-type="ppub">0121-8670</issn><issn pub-type="epub">2256-1161</issn><publisher>
      	<publisher-name>Luz Elida Vera Hernández</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.31948/rc.v31i2.3984</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject>empresas por acciones simplificadas/ desventajas/ ventajas </subject><subject>simplified joint stock companies/ disadvantages/ advantages</subject><subject>sociedades anônimas simplificadas/ desvantagens/ vantagens</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Percepción de contadores públicos sobre las ventajas y desventajas de las empresas por acciones simplificadas en Paraguay</article-title><subtitle>No aplica</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Duarte Sánchez</surname>
		<given-names>Derlis Daniel</given-names>
	</name>
	<aff>Candidato a Doctor en Ciencias Contables. Profesor investigador, Facultad de Ciencias Económicas y Empresariales de la Universidad Nacional de Canindeyú</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Vargas Romero</surname>
		<given-names>Karen Aurora</given-names>
	</name>
	<aff>Estudiante de Contaduría Pública, Facultad de Ciencias Económicas y Empresariales de la Universidad Nacional de Canindeyú. </aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Martínez Villasanti</surname>
		<given-names>Araceli</given-names>
	</name>
	<aff>Estudiante de Contaduría Pública, Facultad de Ciencias Económicas y Empresariales de la Universidad Nacional de Canindeyú. </aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>07</month>
        <year>2024</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>02</day>
        <month>07</month>
        <year>2024</year>
      </pub-date>
      <volume>31</volume>
      <issue>2</issue>
      <permissions>
        <copyright-statement>© 2024 https://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2024</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>Percepción de contadores públicos sobre las ventajas y desventajas de las empresas por acciones simplificadas en Paraguay</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			Objetivo: conocer la percepción de contadores públicos sobre las ventajas y desventajas de las empresas por acciones simplificadas (EAS) en Paraguay. Metodología: enfoque cuantitativo, descriptivo, no experimental. La población estuvo compuesta por 20 contadores públicos colegiados, en ejercicio de la profesión, con experiencia en contabilización de empresas societarias. Resultados: existen ventajas como menores costos de constitución y operación, facilidad para la creación de acciones y participaciones, simplificación de trámites administrativos. En cuanto a las desventajas, existen limitaciones en la responsabilidad limitada de los accionistas, restricciones en la toma de decisiones; además, agregaron que muchas instituciones, como bancos e instituciones públicas, todavía ponen obstáculos a este tipo de sociedad. Asimismo, el sistema informático es inestable, existe desconocimiento y limitaciones del sistema financiero, y falta un adecuado canal de comunicación con el Sistema Unificado de Apertura y Cierra de Empresas (SUACE). Conclusión: es necesario abordar los obstáculos para el pleno aprovechamiento de las empresas por acciones simplificadas (EAS).Abstract Objective: To know the perception of public accountants on the advantages and disadvantages of the simplified joint stock company (JSC) in Paraguay. Methodology: Quantitative, descriptive, non-experimental approach. The population consisted of 20 practicing public accountants with experience in accounting for corporations. Results: There are advantages such as lower incorporation and operating costs, easier creation of shares and participations, simplification of administrative procedures. As for the disadvantages, there are limitations in the limited liability of the shareholders and restrictions in the decision-making process; in addition, many institutions, such as banks and public institutions, still pose obstacles to this type of company. Also, the computer system is unstable, there is a lack of knowledge and limitations of the financial system, and of adequate communication channel with the Unified System for Opening and Closing of Companies (SUACE). Conclusion: it is necessary to address the obstacles to the full use of simplified joint stock companies (SJSCs).Resumo Objetivo: Conhecer a percepção dos contadores públicos sobre as vantagens e desvantagens da sociedade anônima simplificada no Paraguai. Metodologia: Abordagem quantitativa, descritiva e não experimental. A população foi composta por 20 contadores públicos em exercício com experiência em contabilidade de empresas. Resultados: Há vantagens como custos operacionais e de incorporação mais baixos, criação mais fácil de ações e participações, simplificação dos procedimentos administrativos. Quanto às desvantagens, há limitações na responsabilidade limitada dos acionistas e restrições no processo de tomada de decisões; além disso, muitas instituições, como bancos e instituições públicas, ainda representam obstáculos para esse tipo de empresa. Ainda, o sistema de informática é instável, há falta de conhecimento e limitações do sistema financeiro e um canal de comunicação adequado com o Sistema Unificado de Abertura e Encerramento de Empresas (SUACE). Conclusão: é necessário abordar os obstáculos para o uso pleno das sociedades anônimas simplificadas.
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introducción</title>
				<p><bold>Antecedentes internacionales</bold></p><p>Francia creó la Sociedad por Acciones Simplificada (SAS) en 1994 para facilitar la creación de filiales comunes, en la cual se eliminaron las reglas restrictivas. Alemania implementó una SAS similar en el mismo año para beneficiar a las pequeñas sociedades, con menores requisitos. La Organización de Estados Americanos (OEA) desarrolló una Ley Modelo sobre la Sociedad de Acciones Simplificada, inspirada en los éxitos de Colombia, que incorporó este régimen en 2008 (Suasnabar, 2019).</p><p>Robalino y Armijos (2021), en su investigación, encontraron algunas ventajas como un incremento en la creación de nuevas empresas a partir de la implementación de este tipo societario; además, muestran que una página web eficiente esta positivamente correlacionada con el nivel de información que se entrega; la variable tiempo de constitución de SAS esta positivamente correlacionada con el acceso a información amigable, ya que esta incentiva a un mayor número de empresas constituidas.</p><p>En otro estudio similar en Ecuador, Martínez (2019) menciona que las EAS es un tipo de sociedad que viabiliza la formalidad de las actividades comerciales y que genera menores costos al constituirse y liquidarse. Así mismo, se caracteriza por la flexibilidad de administración, dotando de notorias ventajas para los actores que la utilizan, puesto que no crea únicamente ventajas para la compañía, sino que de su aplicación se beneficia los empleados y el Estado en general.</p><p>En este contexto, en Colombia, Betancourt et al. (2013) afirma que la SAS representa la evolución más significativa del sistema societario colombiano en las últimas 4 décadas. Desde su aparición, representa cerca del 90 % del total de sociedades matriculadas en el país. Los resultados han demostrado que existe desconocimiento de algunas ventajas y desventajas de la SAS, que implica el desaprovechamiento de sus bondades y, en casos puntuales, riesgos para las empresas familiares.</p><p>Por otra parte, en México:</p><p >Con la incorporación de las SAS a la [Ley General de Sociedades Mercantiles] (LGSM), se pretende combatir el comercio informal existente en el país; fenómeno debido, entre otros factores, a que los procedimientos de constitución de sociedades son complejos (tienen una reglamentación excesiva), así como costosos. (Maya y Ramírez, 2018).</p><p>En este mismo contexto, según García (2024), en El Salvador, se han creado las sociedades de acciones simplificadas (SAS) para facilitar la constitución de empresas, especialmente unipersonales. Esta figura jurídica, propuesta por la OEA, reduce costos y trámites, permitiendo una creación más rápida de empresas. El objetivo es disminuir la informalidad, atraer nuevos inversores y permitir que las empresas formalizadas accedan a productos y servicios financieros, como financiamiento, que de otra manera les serían inaccesibles.</p><p><bold>Antecedentes en Paraguay</bold></p><p>En Paraguay, las empresas por acciones simplificadas (EAS) fueron creadas por Ley 6480 de 2020; en su art. 1, se menciona:</p><p >Podrá constituirse por una o más personas físicas o jurídicas, quienes realizan aportes con el objeto de realizar una actividad lucrativa lícita en forma organizada, participando de los beneficios y soportando las pérdidas en la forma prevista en la presente ley. La EAS unipersonal no puede constituir ni participar en otra EAS unipersonal.</p><p >La EAS es una empresa de capital cuya naturaleza será siempre comercial, con independencia de las actividades previstas en su objeto social. Sin embargo, para efectos tributarios, la EAS se regirá por las reglas aplicables a la naturaleza de sus actividades, sin que la naturaleza comercial de su estructura societaria influya en la definición de los tributos que la afecten, salvo disposición expresa en contrario de las normas tributarias aplicables.</p><p>En este contexto,</p><p >EAS [en Paraguay] es un nuevo tipo de personería jurídica que incorpora las mejores prácticas internacionales para facilitar el registro de empresas, incluyendo el uso voluntario del servicio de escribano y la inscripción en línea ante el Sistema Único de Apertura y Cierre de Empresas (SUACE), de manera que la empresa puede ser creada en un plazo de 72 horas.</p><p>Los equipos globales de la Corporación Financiera internacional (CFI) han trabajado en estrecha colaboración con el Gobierno de Paraguay en su esfuerzos para crear su legislación de tipo de empresa simplificada (EAS). (Grupo Banco Mundial, 2022, párr. 1-2).</p><p>De acuerdo con el Ministerio de Industria y Comercio de Paraguay (2023):</p><p >Se registró una de las mayores aperturas de empresas bajo la modalidad de EAS, a través del Sistema Unificado de Apertura y Cierre de Empresas (SUACE), llegando a un total de 4.118 negocios nuevos. En comparación al 2022, este sector registró un aumento del 50%, unas 1.380 nuevas empresas más, ya que en el periodo pasado fue de 2.738 negocios.</p><p >Además, desde la aplicación de esta modalidad de Empresas por Acciones Simplificadas (EAS) en febrero del 2021, hasta noviembre del 2023, ascienden a más de 7.914 procesos para formalización y apertura de nuevas empresas. (párr. 1-2)</p><p>Según Ehreke (2022), las ventajas de las EAS son el precio y viabilidad, velocidad, casi todo se puede realizar online, cuenta bancaria casi automática, no se necesita de un socio (unipersonal), no requiere capital mínimo ni existe capital máximo. No obstante, existen algunas desventajas como rigidez del estatuto, limitación de actividades, no pueden operar en bolsa de valores, no son aptas para ser ONG ni fundación, limitaciones para el aporte de bienes registrables, limitaciones operativas a la transmisión de acciones.</p><p>Por otra parte, menciona Rivas (2022), con la implementación de las EAS, se busca incentivar la creación de empresas que trabajen de manera formal, ya sea de un solo propietario o una sociedad propiamente dicha.</p><p><bold>Tabla 1</bold> Diferencia entre sociedades en Paraguay</p><fig><label>Figure</label><graphic 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Z+VYLtuP/wz3+A/kk6//jCP+5/kau4KIzF+5aHvqX/BfqUfMZA2Y6VnfLUstBGcdP46q/+6v203/GOd/S/xM2DRZgr01/6pVdXp2jjyBpjqVWisXJnJYs+yniizbH65R8lbXKMnDTovzzQIb/ID7Kg4nw4qsGDlall5EGNcNpQaZYzyRd8wRfcYI1gQq2fzfqiL/qiYesad911V//LjQ0lgsmZY9xIkw4KCMow1rf6iawx8p+muNmvWnbm5l3LStj0kiY3Z5Ra0ubGy40ZdwqUiCmYQFl25iGhlhVlmmOf8Vc+o7e4U1/+A1bOs8TP+Xe968f6fFDO4r4Rf9Kxz6B9zmdf/c9QSYf+fNnLXtYvp0+1OUzVFSUQH1+Opxz0MWVLWU8Ln/u5n9fLMX2RcRGfW47//M//Qr+97thYRh4UW/9nfMLJ70UvelH/H9bSt2wjI8gX/QK0P/1Af8RNBKWI/qLfaryf7cYW6TLGkibW38jQGMgh4/eNb7zvurLwMExalDXuRihlpI2/MCtGaYcwV6YZQ+SJIo6sofTefvv/1L9D0IILDeXAAk+9SZM+4wGI43DYMXJaeMMbvnzYWr0KIjKL7klARLYEb793N8n+DffuxjocPV46RaPP/1XD1wNOM2eprrtK/UIGX6CQswFf8OCrM+l7tjP3MS4Dc2L3kLQfL3E7hXeIMQ6ylPjdg8Nw9Hp5a+dY4qUMBL48QvzKWByOpTx1Tqnl5ppWvkk78RMoE20TSDvnuoeo6+K35ec85cl58uT61KG2SQ2Us7ZnrQNp8st+W4datrH6h7FjUNuS3yoP65YZ5qS3abQ0i2wRrFX53/1YaMeWbUVOE1hUu5tbv/344xeO9cU+2Q708YMPPtiv6tD3ne4x+o+fiPe1b/rafvWgU576eJ1i1F/3zd/8TbP90ivVDejlL//0YevqC2xXLfp39fl0Sta+G0d8/FmNIg7W/k5h6+NRD/4pVeuTz+oVKzApMysurFLEJYS5nbRZlWBFIfGY90lzbBzwciirCqyyAHHjcsMvKxeUmbKTHqsqH3v+Y/t1xpWH4wmk0ymyffvSni3UgfcOcK8Yq8NhqK5NlPfZZ39nf6W1MrfMc9PbNCrNIluG5dsoEXxSa9kn6kROC9/xf3xHfyPkpvyd3/kdB1KG5OSAUkNfA30fWteTn/zJ/7N/LwKXF5QniO84x+O/PhcU0bgB4SKTNFFg4//+TYP/Ow9zXzb4iuN2A/EPh3ztCL98FP7Wp5e65P0Vyhx+9mev5kMbAHWL+1Di0Tb/6B/9w367wnseUN8FyH+Rre/BfOInfmL/ixEG1xvuKWOQTvzZac9WUZ+qw0EhH5ReeO1rX7vfduc/4RP631WMlfkw6R0WlWaRHYBJmKdqnpYzaR0X+cQY1oXTzlmq6y7DzT0vC+Ezzb6cXuZ+g/qDH/xg/4v1NL7Y+GpH4X7/+9/f/06BBTJ+3ChaKMO8xBbmfus6SjRpJF77ouoY1JG6wmG+/V7JA0Y+dTj3O9zs10/FRdmcoq3DYahfa6lff1nGVJnXTW+TqDSLiIjIkbHuN6hR1nigasPch11cCz78oQ/tK30ow60yGeJ20QZeIv3eR7+3T6uCQo3LwpTi3H71ZNNgTaZsqSPwcMEDQ75ghILPPl90IS71auuzik3VYZ3+n1Pmg3zTfFOoNIs0zP0w+2lgW3XFRy755ubDb47VGxxL9/nSBYEy17jH9RmptNWmv1oC1Df10a/96Fkma7tAHRv4bZ4G5n6Dun5XG+tshXmgfs5yCiylb33rW4e9q9bnuL7N/dY1aaCcRpHGFzmMfcM7UNZYx4/y2++ULSs2KP9x4cASS/uh4AN+28tcNpbR1uEw1P9VsOp/Eswt89z0jgKVZjkxVMWC0E6qcj20V1WKCfl260nyIf3+H/j+3rcQX0BuDqfRtYKbQ/VrPw2yfZTjFTkmTZSbkyTLc8A/M5Y1lqVPw0PU3G9Q86JclMvv+77v3ZcZlF1eEMw/r5kLrm7VSvm2t72tl5c537om71WuGHwOcBnH8e33zOVj4AOMD3aU6Cjq1G/u/wRY91v9q6Af0t74mNO29Gm+BR/mlnluekdCdxMSORF0k+n+52QI3WQ4nJEKn2zKZ4j4ZR/4rFE30fTH20/3HDc//uPzPzvWTaI70d+RP9rwKNiFzw9ukqMar5FhPo11mkk9acfTAP0V+WZeqp82q2OKcYCsJG4CnxNbNVfUT5W1ssa1OUfegXiZK+t5jqccjMV6nrSYv0L6ifLWfDhePyUHXJf4CaRf52PyzLl6vG0r4tW4BMpe24j86jjkfK1P0q91qO3e1mGsbLm2yunYMdqztg+fkKvppU3nlnlueptGpVlOBAyADIaEOiDlGnXiGFMs2kl6G9T+XHUjpJyJR722SSby3LSOgtp33BROKkc1Xk9ym6xLbcPT/oBwkhlTEOX0onuGnAg65WnYuvqvqQFfsDF/VpasqlsCy20cyzIuv+znPIGlwix1EZ9jpFFhma51d6jpQr2WJbgav13mYzmp+uoSWh9G0uZYjcM1KesYv/8Hvz9sddsj/3mMt8jxsYOxui6rA7+0N0th9c3m6mdY/TE5nmV0AuXOcusY9Vrain3efg95I74NNU3Km/ITKDNtFV/G1KWGsSXYtm/YbpeSybemU+O2ckkZeLM9cbK02rbHF3/Jlwxbi8W/bP4d80li7nhNe2T8ZT+yVmGff4WdOLmutmFNo5WFZXKavq/HSIf42c+1dQ5oy1jjJ4x9zWDZuG9lEDeNThHrt+vXHkRkiwzKs8jOgnUpS0Ysx7BcxDYBq2mlPvXHmor1jiUe9gljFkPSIQ6MWQ5Y+uEY5Ui6iZfrIMeIl2WtsSWjWJFqvFxLHYF6j5UVq1PNs6Xml0A6HG8tVmN1HatDlsc4RjpQ+yHHqnUsfTPW5jVeLM1jx7g2x5IH1DqmP+qx2s601TJrdvqVUPOknhxLX0CO1b6o0F9pO0LKlSVE2iDHaDuOp5wVykt8ynYSWWe85jh1jhU57UUaOYbcJm7aLP1NvDEZSH9OyemY/FXZzTH6tu1T8l5GLXPSGysLsE2aLZHPVeNdtkvGfJ1D5fSipVl2nvf+9E/vv8XLyxe8BNDdRPp9PksTSy+Wmnxn8w1v+PJ9ayovWfEtWPa7G+P+28p/7+99S/8LWF+JMwaWrPoh9aT7JV/yv/a/vNjRWpPqR+Jf/T+/uv+F/KemH/3RH+1/SS/x7rvv6otgvISClezyU5f3y/qiF72o/wU+jL+srEB9u4l82LsK6WCp5T9IYX2r1vFl1DrkP2nRD5/xVz6j3845qNbtkGtor3ycnv6J1XeT0EfUDzoFZf9j9/zSVvmnBi1/64G/NWxdexseGYm8rfpHDC28aR+ZgLyVv84/SIBP+ZRP6X/XfelpV5g7Xit8OYD2g/xXL9L4rdInQDpps/qPIXK+suofQ0xRZbdThvptyNivZWxXCwLjNPXOd2U/8K8/0P+2MGbH/kPeJ5y/+s8aPvKRq+0pu4fffj9bqDTLzvPLv/yvhq3F4vWve13/+zmfffWGyE2LmzT83u/9x/4XcsNsqR/Zzw1wivpJovqpole+8pXD1rjSGD7pk24etq6C0pDP6qCMZ4k2b1fD00//m8Wdd9y5f7NH8Uq8seX/FiZyFIlv/7Zvu0GBRnF997vfPexthikFr7bbv//3vztsbY76sfv6r3JbaDcecLLEzj8saKkyEkVuGTyoVZcAHkpa0v48uMz5Bwnnz5/vf/NPDE4ac8frMup/9frjP/7jXinNw+OyfwxR+3+M9h9DbJL8O2XKiSxUl5CM85AHTqjuRrhnjCnfaQvaTUS2j0qz7DTcSGI9higdsSpCvUmfNLCKYqVoA5ZvlAL+nStxKijQKNjLLFwBixwWrFhCUKDDKiX/KDjub2mOgfWedkN2UL7e+96f6tulZe6H81F0+CcHpIff7oc/9KFRi+e6/yAh+dfVhZPCaR+vy6Deb3rTVdlCMX/729/ey1b7wMqY5Fx7nIfnb/7mq//OuZJxk4dnEdkuKs2y0/zcv/gXw9Zi8T3f8z37SiUhS5/cpLlpVWvmMstT/Xj+HBcFqFbras2OhQle8uKXDFvTTFnIcF+IuwdLyyjQqTPKWRj7KD9giR5zgXjJS186bK1X3k3wseevKc1fdNddw9bmqFb/2kcVrPeBb6JW95JKZGTqHzHkX/rSlz/4gz+01CrNcR5e0ocoTWHsHyTkX9a++MUv7n9PEuuM17lUF4n6jyEYv7FA1/7fBozFWIO/+Iu/pHfNWAbn8iBb24W6tO2ScfOyl6k0bxsecLMy0LrjHZT6YvJRglwdtOz1Bdn2RfWziEqz7DR8uDxkqTdkyRe4WeO3mhsQFr/cgFAgWQ5nH0tjrDa8iR+wQhJnDG7aUVbf97737ad78eJVX1XyRClahyzjc6Osb/VTjte//q/320zSy1wxqMMyFxQsXaRRl3xRMPLh94OU9zBQftoNaMdlyuVhqH2E1S5tRr1pQ9qyPijkYYX2bpn7jxii1HI87Xz58lUlLnB8lStG+w8SquvOp3/6/9j/niTWGa/rUP8xRPo2LkaMheratA3+0l+69sCehzbmndZtCTla5orBuGxdxj74wQ/2v4f9j2yymqNQiE8LrI5kpey0/LOdw6DSLDsLN8dYkt74xvtuULbq57lys+alrwxwPlfGJPiOd7yjv2HzEhY3pZ/9mZ/t42DxykSJFbLe1FuwJGI5wzcy6XI96ax6KW8ZTES4B6DovfOdP7JfDpRpjuH7yL8K5YUjlPOcZ9Li/Lve9WM33GDD537u5/XlIm7KGt/dg5b3INCmfHILhQYFlLxpx6OCtLP0TZ7Um/8iRhvSljwoxNWFdub82Cf5soSOMsZyO0ovym37IiAvkpIXdaOdqWte3ArIHHKFRTl9SN7IMw92rUWy+pofhUX+KDnIeJ0L7UR71b6lb+jPVWPhuEBmmB+AcUf53vOe99ywWoAcISO4YkQeeMlvbFzSnif5Aeq0gVEmqwObMjrkX2ATQv104a5AfeNSNOaCdqboOktEZCN0E2r/+SVCPuUl86ifauuUweGonFU6JaWXhVf5KbMjh7kq81b3ADMc3Q6M/ZRlU9RPJx60fnVuf/sZ/mc7WppFRHaA7/r739VbrXfB3UC2Cy4CeaFSWdgNsPzHAhx3q3qMPqtW4rjdEXfZP8Sp/0gKuIaVx5C0SBuXnuzXMObCF3fDxBmzDq+THrCakncLzvI/21FpFhHZMtwU8z3nb/zGb9q6u4FsDxSWfG0EV6xVLxXK7sAXiXhp+xeH/4aJ8otSzLsnuGHgsoT70nd8x7Vvv7dwff1a0l5xB2FOyD6Br/XgMtF+TQmFGRcwXHtw+yHu65r3C2BuepV8bz++9mcRlWYR2RhYIzIJL/uHInIj3BTTbipJZ5s6ho7yHQDZLJv4hzjrwDsDY/9MKVbl+sJ3+78CxliWXsV/tqPSLCIiInJs1M+VrgOuHqxKxZUiX2EK9TOM9R8BLWMqvRb/2Y5Ks4iIiMhOM+efKf2niW/LV+b+c6aK/2xHpVlERERkp5nzz5RwBYlCO/WfTef+c6aK/2xHpVlERERkJ4hvNNSvWMz5Z0rwVV/5Vf0vL/RxPS4b3/d939sfq8xNr+I/21FpFhEREenBXSE+vgn4/R4XvECNuwTkH/mQ/5x/pgS8/MdXM4Dr+ZRlfcEvzE0voID7z3YWi3N7vKIrIiIiIjICn8/j2+G4c/AJvbOKlmYRERERGQVLt/9s5ypamkVERETkBnDLiKKM28hZ/3a4SrOIiIiIyAS6Z4iIiIiITKDSLCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITKDSLCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITKDSLCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITKDSLCIiIiIygUqziIiIiMgEKs0iIiIiIhOc2+sYtpfycz/3c4uPfvSjw57I4fmz//yfFx/3F/7CsCcih+FP//RPFh//8S8a9kSODuduOa3cddddi5e85CXD3jizlOb3vPvdi9/9f3532BM5PP/lv7yw+PN//qZhT0QOw8f+348tPuEvfsKwJ3J0OHfLaeUrvuIrF5/6qZ867I0zS2kWERERETnL6NMsIiIiIjKBSrOIiIiIyAQqzSIiIiIiE6g0i4iIiIhMoNIsIiIiIjKBSvMWeOCBBxa33Xbb4qmnnhqOiMgyHn300cW5c+cWzz333HBEZDsgg7fccsvinnvuGY5cZY6MKseyLg8//HAvb0888cRw5Coc49wq5sSR9dm40pxOZnIgoBzuSscheJSJyeuoufPOO/t2aHnyySf7cOnSpcUdd9wxHJUxkJvIUStP3ni2C+1Pf9x3333DEdl1mJPa8ZRwlHNixvFpMBIg73fffXc/fx+W09QuLWNzd8JRzhmnaV5CT3j88cd7Wbv33nuHowfD+XpzbExpfvbZZ/etp3Qyn38m3H///X3HH3dnjT1lIXiU6aGHHur3j/LJ//Lly4srV64Me9dgwn3mmWcWt95663BEVnHzzTfvy1L6Dhk7q5Z6xhHKz7ZJv1y8eHE4IieBzIFtyJx4FDzyyCN9HjESnGSLK/e2Tcl82y6njXbuTjjKOWNsXjqpFld0BXSITciH8/Xm2JjSHKW4taAyGaNAqiTKJuAhLDLmU7OIiIgcFxtRmllGwOqHQjMGCjNP1SGWhoT2KTBPhvj+Jg4+ZFizA/lxrKaTJUaux4pR82Gba9jGTYP95Et8jvMLWPJahSyuHdW6ybFaBq7Dqg5jFsFaH/JKecOcestVkCfaJe0NbGOBTtvRB23b0eY1Du1Ln471L7SyQB+xT2jTqP02Zglv8163/8mTcpJuzqdsHKuyyDZxV5F0KEe9ttYXUi7iJQ5p5zhwDXVr4RrixapY241Q6xdyTeIwv7TUshBSDjkcrRwRaOtAX9U+pJ9ynuOZAyPnVW4yJ6ev0sf8wpx5N2khEyln5tk5stWSMpNuykPZ69iZU67QzkFpmzFquwTSre2f9gTisZ9zBOaKkwr1afuM/doetFFtT9qGNs/cRdvUNLiWfqwyxrG0NYHtZf1X+3pVHjU9AtdVmRkj6XFt7ePkB3PKFdr2m5L32i6B/VxPQJ7S/jVtwpzxdBbYiNKcDp6zjECnIDRYn1ku4BdBaQWCYyjbxGGJgo7MBME2HViXfy5cuLBfDuJzDit3zrfLj+xHkSd+8plLyswSSvJg6XOZUGWw45pBXMpLOxAqq+ot10DW6OP0ORMb7cSDW2072j3kBp5lUQLpjCllqyDP9Dv9SZ8zqUHSpQ+rTJMvZWR5jPOUj3zX6X+uRcYoc/LhGPm34yH5p31WQTnSJoxH9tvJNTfupN/62NHulKNtS64jLmXLuYwBfqlf204Exkfy4trK3DlEboR2qjfCBNpzal7lPHLO79h5YJuQPq7GEjjsvBuqjERmYZVsLSPlT3kYX8gY168LaUUuqSfjiDafQ2R42T2FsVTPMfa5ph2ruwLtNyZr6RNkjbql3Wk3SH3nzNeZX3K+nStIm2OrdIEpxvKgDJnLc2yuzHDt1Hw7B66LPFDPufIeGMuk0Y6ZOo8fZDyderoGOTSdAOyRVCcAw5Fxuobv4xG/0k1+113fCeBeJ9j9dmCf40C8sXQqY2nkuk7Y+/2UuxO4fj90A3OvGyTD3lW4ppaROJ3A9ttjcD1x4NKlS9flGzpFY79OMFXvs8ZU3TmXfuqUxBv6o8obfUz8ZTLT9m9oZWGsj2pfh1a2uA45r5Bnrd9Y2m0bjOXVylGgTWrZW9rxEObIJbTHKRfXhqTftmllrJ3avGqcuXOI3Egryy3pr2VjpJXFljHZhLaP2/0wVr52XC67dow5ccfK3MrYYcpV56U2TrtPPqvuKWMQf6zNt82UrADnl8kjbcL59EFLZLWdu6CdQ9p9aPsv1L5elUfLsnt8ZVl6db6dUy4Yq1PmQMoCq9oh+STuHJbJ+Fljo1/PmHrKyhM9VrBKJxD9b84vg/QJxCfwdMbTUp5IjwvKQFlT7ilSr26C638D7ZC0VpF6y410E0HfNjwdt/1B+3I+T87Ea2XvOEjeWCJaiwvH81S/DOIQloH8jNWL9piSrTEil6vyHKOb1K+rC1awjNXAOMXClDaoFpa006pxlfq09c01B6mvXCV9tWxepX+2MX7mskq21oE6Zl45LLTnnHSIg+yukn3ipG9Sx6m5Y5dhvmCOiNsAIW2VuWBX5Q3rc53PkbuDctD5tiWyMyedzJOr5G1T4+m0sRGlOQ1/nDes7kmsX55DESXfTCZyNqDPmRxWDfpdgxcYuwfVG0L7MHVSeeihh/o+yXI0v/eX9xyYgLkZ0mep+yPN8r1sl5M6r+6qbB1WEQqkQz9gAEDZTB3ZPqkgZ8gbcwT1Q0nDfznuGbsK5STwYIXbAv1APbbNpmQNnKuXsxGlmQmWxuXpaww6k8k3Ck47KPK0nPNzYbDRkSgjDEAm+U0o7rFOLoPzPB3OzSv1Sj0DeZDWuvWWq/5u9AEysKw/2Ef2OLdM9gJpwFFM2ORN+m3/bwrSHys39T+IbHEdbZY2WYdYm1PXKM30A8coz7LJlzxhVR8s68fkd5D6yvUsm1eXydmmQN4Okv4c2VqHOm/AQcsFXDdHJsljbA4L1I+0GF88nJ4W0mfIGQoo7Z4VKjgqecvcdpD0KR/XU+7IyGGo8+1hyhXZmSNvKfeYvG16PJ02NuaecfHixb6xeUKJpQl4IssTMh3FhMyxdBa/cbSf09lA+ixt1w6nkzPxAGnlRrqM5FfLCzwEUN4ILufbBwImLtKnLoHtsSUM0iNwvk3zNE2AxwHthozR98hcaPsDWYxizbkqe7W/icMx+gf5qTLDubFJZV1IlzKQT8oHtS5zQWarbEJkqL6kwdIhcebIV80fmaRcc64bgzbmetqxWsEyNmtexKt9wXmuoQx1nLRxNjGHyI3Qzqvm1cgEMhtyzTocZt4dY45srYK5Inlm3qCMyBmMlauO40qdP/Ji2NyxRLw6hwHbmceg1pFzNb+TRHSF2r/pL+pax3ntx8zX60Bftu10mPmeslWZ4Zdr51LzaOfbsXIhR2PlqsfYJi3aLLKyCuLRLpS71oOxzC9p1PQpY+2Hs8zGlGYamSdFOoKGjx8MDU0HRcHhiRIBiV8Wv9zsqgI0BXkgWEmDgBBjGeE4kA/k/NhAQ0B5kopvEr5VQPk4l0/dIIzsV6gTeVC/5MH2MoGlbJQ7aZInec+dUM8q9GvaN+1GO0bWQvqDviIefYks0O4hspf+JjAxpG85z2RVr695HAbypb+rvKQucya5QDpVjhhrXE89a1sx8TGm5pSfNsh1jBPagfY8CKlPJvBKHqyTF23Rjivy5vpVYy/9eJg55KxS5a8G+p2+WzWvRs4g5yPD60B/HnTeXcYc2VpF7llj88ZYueoDYeC62r6MQdKZO75X3VNoY85lfiNQ33XqeNzU/qiBts7citKW49SNOqZtM86XzddzIR1IGtEFOH6Q+Z7r6hxF+dYp09R825Yr/T9GysCYjfzMBdkk3aTBb8b5YcfTaebcHs4qInLmYPJmsmWCHFMCRE47saztgk+qnG6cb08HG/16hoiIiIjIaUSlWURERERkAt0zREREREQm0NIsIiIiIjKBSrOIiIiIyAQqzSIiIiIiE8zyaX7wwQcXTz/99LAncnhuuummxQsvvDDsichheP755xfnz58f9kSODuduOa089thji9tvv33YG8cXAUVEREREJtA9Q0RERERkApVmEREREZEJVJpFRERERCZQaRYRERERmUClWURERERkApXmDXHfffct7rzzzmFPRERERE4Th1aan3jiicW5c+cmw3PPPdf/olyKiIiIiJwkDq0033vvvQs+9ZzwyCOP9McvX7583fGbb765/7148WJ/XkRERETkpKB7hoiIiIjIBMeqNN9yyy2Lhx9+eNi7Cvtx4bjtttt6d4/w1FNP9ccfeOCBxT333LMfj33O1WNs4wISyIt4hBrn2WefHWIs+vi4i+Q8+T/66KPD2dXUdLmuphtW1U1ERERETg5btTSjxKL8XrlyZd91A0WTYxUUUtw+Eufxxx/vr7377rv7Y1xPnFYhf/LJJxd33HHHfpwoySFKdPJ/6KGH+jSmFOeU+5lnnumvwxWlZW7dRERERGT32ZrSjEJLuHDhQu/vDCi4+Ei3yu/999/fnwPOE59jKLnAPudbhZS4xINcQxzyRfFmG2U8+XOewLllpNzkfeutt/bHuD7bsE7dRERERGT32ZrSHAUXt4W4MBCw8h6VNTaKNxbnuFPkWED55VzOt6RsWLmXsY26iYiIiMjRsVX3DKywuC60AZeGo6D6PB81x103ERERETk6tqY0Y9FFiT3Ol+Ni5cW6HHeK1vLLPuequ0Ul7harLMbbqJtcg38yg0/5UTwk+U9sRFaz7THC3MzKnvPv6WcX+tp7wtlia0oz/r24OODjWwUeFwYUnk1QFVu28VXGZxmlll+UZ/KPcsV5ysK5ZeT6+rIg2/gwh+Oo21mA9qvuLQQmp1UTJG3Mg82lS5f2H3DmgAyQfn1RVOQ0wReFkPE6dwXmPs4TRA4L8+iy+RTXx8jiKuOTyC6yVfcMFBsUzPr5NhSiVf7C65LBibKFwsvLeYH8UYDrzYQXA/OC4TL4EkaULAKTQFvm46jbWaB1c2Gfibg+pFToO9p+XZKP/3xHTjPMP2MPnRxr3+8QOQzMqWPvBylrcpLZuNKM0oLyMTYo8OfNfwwM7OezbAQ+3xallTQ4hvJZGUsHZaf99BvX17RbZZhBzXU5zyfkphRmIN36Hw9RxMfyX1U3ORixII/d+EVkNYwdDAX1oROlBiOAioxsGu7d7VzNfntPFzkpbNXSLHJQqr8y26wkxKJPaJegWU2Y+mc3xGk/CTjnn9iQV+IQ2jREdgkUlvpZTbaXKTFzZHvuGKlfE6rjM36plCPL+gTGdZv/mHsW+3X8j5WRPBjvicO2D95HD6u7VdZocx7cCC1z+mhOXxOnptO6iLBPGpQrMkk6Y/cRZLtlSt5Jp8oxcaq8y8lGpVlOFGNWMSY/lp1j0cfqzyTYTlRY17J6wQpAJrdlMPEyka/6JzZMoOSTlQd+mbRXpSuyTVCQM44AeR1TmufI9pwxQhqM0azqMfYYi+34JA7lIA4BxYp4dTWQY5QrZec85anXtS5w1JVycm3iYG3nOsouRwdtXl2ClsnanD6a09djcUiTYxXSrHLLqvDYfYTyVsV8jrwTh/pklZnV5bH7kZxQuk4V2Um6yWavm/CGvb29bhLa6ya1vU7xHY4shzjdxDns7fXpkF7lwoULewyBS5cu9fs1Dsc4102c/X4gzeTfTZx9nG7C7fdD0u0m1OGIyPZBvjMmkFkC8s2Ygjre5sj2nDECpMl1Fa5JXqQ1ls4YbZ5j80Gb3v3337+fV6VTyq6bI2Rz0K5pc/qMfmL+zjH6JnIEc/poTl8Th7Qq5EuczPOtfK6i5jlH3tt7SqBM1EVOPlqaZafBopRlLtwnoJso+99AHJ7k69LaHAtSN9H1v7FaVXJ9N2n2v2MkDhaRStKdUwaRbdDdxHsr2jLL3xzZnjNGsPwxvuqSNgHLH8c5vwqsf/VarHgVyrAqfyBOWw+gLqmDHB30D32NpXVM1mBOH83ta2SmylruG1N9PXYfqfKZ61eVAQszZJwE6sa5nJeTi0qz7DQ3l+U6JlwmsSz1BSY5JiPOJ247aY0xpiyLnAUYV9zIGU/LFJlNcunSpf2xWcMqBQQli0BZVy2Hy+6DjNGXU0rvJsDVopUzAm4Sy+BeMHYfOY6xIScLleZjgsGYl9HkYFy8eLGfdLFSxQLAbya6VZPiGLEcjCnY3KhhlXUi17XWg5RtjuIusi1QLrA4R9Yrc2R77hghXq5bBx6OuZZyjlkhgfNTFkTK0NYDuM4xejwwNzNHL1NC5/TRnL5GTlqjyhzm3EfmyHvktI3DPueWybGcILqnqVNN/Jm6wTAcOTrwCSSv+GlVOmXvBp9aWQ3t1U1Uw941ukm0P047x/ey+rHhh8n52ufs0weBa7sJ7LrriFP7iPP1mqRL/oHrUxZIuschbyLr0I6Jlna8zZHtOWOEY4xRfgN+oVxHmgTOj/mKkj5jHPjlmho3aWd/LA7H2rpTN+KkbrJZaOsqSy30TW3/OX00p6/jd1zTIR5pRf44V+UTIoN1/id+K8tz5J1tAroHxM85+cvJ5lRZmrFAssRS6QS6X2bpBtVwZPzTYpugGxR9Xt2AGY5cg+VJzsvhoS27yWvfL5K+xboQPzTg/Bj0PXGQk24ive6f3bSQLuknXSwR3YQ5nL0K13cT7b4fHL/dpHydvImcRObI9pwxQhrMfXWMsuLGPLlsnAL5cz6fBeOasbQJzAXE4beNQxrMGW05KfvYXC3Hz5w+mtPX7Lcyifzk3DLIA3mr/tCk0V4zR95zf8q9BrcU5J+yy8nnHJrzsH3iYRAhxN1T43BkHIQZhUkl9uxgn4uIiMhh2KilGettnsAIWAZ4KgN8enjzOefYrr5HPI1xnCe9WDYIHK8kXkK+m4jCTHps5xzHoFqW2aZMNR22YwVpfZEoS9IJy+qZNFNnIN1an3zDMZA257k2T6Y8Gde2EREREZHtsjGlGcUPZ/pnhrec+UV5REEkoCzGVYLA8gUKY6ukkgZLIMTBKoiCmpdI2Ea5xJLM+StXrvTLKrmGpUP2kwfHWriGcrBUknjrLJusqmcL8agj5UpeQFtUxZo2YJ+yEYc6+MKgiIiIyO6wEaU5Fl6UXJRh4BelFQUQRReqEht/tZwLOQ4sp0MUaxRTFF7SBLaP01doqp4t1I3jtXzUj3pgUQ/EqW4DKNko0e0DhRwcHkhqG4uIiIisw0aU5ih3Y4ojcD5KZoX4cxTDWGVxuEfhjEsElufjVCyn6tlC/PYlAdoBZX9Ouces1yIiIiJy/Jyor2dgecZiiOUWxTP+z9VqKyIiIiKyaTaiNMeKvMx6imV2zGpK/LlW2xCXDAIKNHnH5/kwkC6ssu5O1bOFurVlI30s5+vWW0RERES2x0aUZizAKIG4S0Tp5Dcv+sWnt36FAvcK4qzjj8z11QeatFFAo8xGOU8ZljGmzOJGgeJcj7fuH1P1bKFuHK9lpt6UN/7aIiIiIrL7bMw9gw96o1DmQ/T8ooSiIBI28XF54ubTcARcM1BM84IX27UMVUmv8DIeJJ0otRxHaeYYn3+j/G35VtWzBUWcOtYyA2nEsi0iIiIiu8+p+ucmIiIiIiJHwYl6EVBEREREZBuoNIuIiIiITKDSLCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITDDrk3MPPvjg4umnnx72RA7PTTfdtHjhhReGPRE5DM8///zi/Pnzw57I0eHcLaeVxx57bHH77bcPe+P4nWYRERERkQl0zxARERERmUClWURERERkApVmEREREZEJVJpFRERERCZQaRYRERERmeDMK82PPvro4ty5c4vnnntuOHIyuO+++xZ33nnnsCciIiIiR8nGleaHH354ccstt/SKKOG2227rj20SFFzSRnE8DdA+1Oepp54ajoiIiIjILrExpfnZZ5/tFWQUv0uXLi34/DPh/vvvXzz++OMbVXBvvvnmPu2LFy8ORxa9or5p5fy4eOSRR/r63HHHHcMREREREdklNqY0RylGYa7K30MPPbS4fPny4tZbbx2OiIiIiIicLDaiND/55JO9hRmr8hgozFhTAdcKfHHjvkF44IEH+nMBqzHHCIlzzz339NbsUC3LbJNu/JMJbEM9RiDvJ554oj83F9LmoaCmw371g27zGbN6xw0jgfrVctf02vza+ouIiIjI8bERpTm+uHPcC3DVuPvuu/fdN3CxQIltlUwUcdIjzpUrV/YV1zE4j8sGVu2kyzaQDnnkOPGirM4lCiv5kAaWc4gSS3oovhzPeepUy4uyTlmeeeaZPg6/lGFMESYetHGX1V9EREREjpaNvgiIQjoFymysznDvvff2ynEUxcDxWK5Jl22U8zbeFLiLkFYgfxTQddJBscVanvpRXhRxfjnHgwDp5qGBX/ZRnClzfql33FT4TRotPFRwrsalDqSxjrIvIiIiIptho0rzHIWOOFiVq4vGHAU2yuW6SiMKbevmsS4orCi+cQkhpByxskfBDSkv5xNnTEFeBpZryppyt5Z4ERERETk+NqI0VwVxFSiaKMtYZ1FEcT0gVEvwMtZVlgHFk4CFOK4Oca1YhwsXLvTXYe2mHKTJl0LGXCs2AcoyDxK0a9qoWudFRERE5HjZiNKMOwEKHlbdMVA0sZSiCEZhjs/xXA5ircU6jMJc3SIOCvmSDgp0fIxJP+VpFehYzzmfvKceKoB0ozCrKMuug6yyEsKDpMhZAuNGjEAiR4nz7O6wMfcMfHBR+JhIUCYDnZyJZUx55HwUzEqNwzYKOZbeZcovSmabDnEpUyY1ftd1c0id6gNB6kf6BMpFPVLmlJeHA8rFeX7Ju5aFF/tqPQElnzTrcfKrbXpWyBdE8nWUCueQq9MA9aCOJxFkmoe7dR6CT3J9TzK0e9y9EpjbMicdN8xplOEkKgLM77Qb78wsuye1nOT6rgvzQpUzAvK3rfsY9w/KcFJfpnee3SH2NsiVK1f2uk7dI9mETlnc6zp7iLG3d+HChb1OMdw/T/xOuezjBc7ffffd18WraQDnuDY888wzfRo1PuUhnRxjm+Nsd0p+f132ibsM8qll6SbJvh6VpJNQywak3ynP18Vhn+NtGS5fvnxdXWiftGvitG12GqGOtHvb13AW6i+ySRgvjJuQOZP5bNX8J7IuuWdWci/uHjSGIyInj3P86QR5p+DpCOtsp0wOR+QsglWA1QNkAcsObjHdRLx/DkvPQXzURc4iWJ6wirIqGBhfWJtxO2OciWwCLKPM2d3D2HDkKtzbuwe3Xt5ETiIb/XqGyFHw0LAktWpZk+W3uHMQeFFzzjIokzgTPHFzbZYQOUY6Od6mh9KOwpHzbCc9yJJgex3n67LZmKvJqrxx3eEYN6Va57iwkH6OkcbUkmjS4ysztT7sc66tY/IZq1/q336xproAtPXNfltu8iZt0sxx6lzhfM4R0vYyjzyEpk+Bvqpy1fYfIFP0WeIkfmStlXFo5SVyV+VzKu/ICnKQ8ZE+J50qq8SdIumtK3tt/SKHxKntkrpCW9/srzvugO3aTpS55rXL1HoA5U5fEtp60P9tW2SegVauQttH9ZrQ9nuVxfTPaZlnuYZjtS5cQ941nch/hbxzntC241lCpVl2Hm7sKM5MXu3NO2TCwLLB4gnxGdjtRDpGboZcR8ASwnUcxyrHMdLFKpf0mMjIE3LdplZGpvIOxKGsyZ92yiSYdiAN2qGdBMeg/ahDriN90uNF35SDOFMTJjcPLJq5hrZiUl4F5aP8XEPgeiZ86s1qAscoG+lEBtimTXKeX/LmpiDziFzQxxC5rn2BjEXWgT6hjavs3XHH/Be0lzEnb6DMhHwRCbkYKxPpzJGFg8jeMrgm45ZrGCscW8VBxh3nOZZxvs58ty0oL31cZWVqrjvKeZZ06fu04bK58rTNs8mH8UM+Uaw5RiDNOm6cZxu6RhDZSbqJ6jq/uG4w7/tk8hufZvzLEeXWVw6fca5ZBenjf9fC8dZvvZvg9svTTXr9djdZ9fuhpsc5ykXcCueTDtS6wFTe3aTVp8uxCvXnOL6qFfLrJsph70aWpVfrEmpZx+o3ds1Ufdt9IE3Sru1by0kd27whskBcuR7amLYOtBHjg3ESaM+xMcO1aWtkqe2vVobaPodWXtpr5uQ9JitAmWo9IPmt8qE9iOxBW7+xa6bq2+6HqXF3mPnuuGjbh7YYkxviHNc8W6+ZM1cu65+TOs9O5ROqLDvP3oiWZjkx4HPJE277NM/TMnSDv/8N3Q2kP5fzc8HSkaf2uiTFkzXHOU8g/W4iGq7aDHPyXkbapS51ErASzLGAHCWUnbApUh/6oBIZ2HZ9dxXGT+QCC1N307zOvxT5YrxU+SHQnpE9tjvloN/eJHPyXgZxsNjV67I0v21Z2KTcw6bnu6OCerd90SlZ/S/Qp8TZxjwbmTjIXHmYa48a2m2T8pb6OM9eQ6VZTgzdU3I/eLN0d9RcunRpf8mqhqNQGFoOmjc3l7Hrrly5/oUcOZugJEceuPGhRLdKFjLWyg8BmTxqDpP3I8OSdxuYN+T4qXMRcocCjLy1bGuePcxc6Tx7dtm60sxTEU9s8VsSWUWszfVGn6fg9qmXfc61T8lToEwwKa6ybpHmlEWHNAjrPPnPyXsZlIm8xm5Mp41YOto+SLvlvIyDjEURZe6NjNJujJtVMsu1UxamyP26sj+V9zKQ/bMg95D5bFPz3XFw8eLFXgnGilzH6NRcR12OYp4lXeIfRGYOc+1Jw3n2RrauNOPsjhCuY8XgGpZDpiZuOX3E2lz7HkWawYtcZOJkqZZJjXPrwgRMPli0q1Wb9PICCOmSV31Zg2XGduKmXPWmQHqrJts5eS8Daw43JspU8yCd0/ZQigzQB9QtbcJvXto5i5P5uiBrzLvIbBRnZI/jKDf1RolMId9AuyPTkTHi1XEAaf8aJ9cvY07ey8DKTP9zbUiedRydBjY93x0XyBrlpo/oq23Os4eZK51nz/Y8u3WlGX+6dRRmyDLcWewwudr/LcgQAxzfufiXEY9J+SBwHdczKcZnjckamSMffpHdnCdfjnMjqBCHY0mDGzmTzSqm8l4F7UD6xM+1pHPUS53bgLalrfDNpZ7x0cWqJfNAnpAZ5DIKZ8ZS9dnkRpn5NvJJfM7x287FyBtxIofEmZJBxslU3ssgbfodZSrXkUbOnTY2Pd8dFyl3FOdtzrOU5aBz5WGuPWk4z17PTv5zE5GTCpM6T+bcCETOCihA3Ey5kU4pKyKHxXlWtsXGLM0IMU+PsT4QssRSn8Z4+udYYKLlmsA2x3hyzlM01/AUFzjH8SzRZJ/faqFgCYGQJyQCZalQFsqZ82zXvERERERENuqegQLK8gTG62dmfjh7DNJBIeZNVK5hiaZVdsfgOj5pwzUsJ3ANSjPbHGNJJYo0UD6UZJZ12vJVxV5EREREzjYbVZpZlsuLCPFHik9SQKlGWW0d+StcU5ddSJf4U4ps/JogS4QozNkmb86TP2CZhuqbQxqUPedE1oEHPZcM5azBnI3RQdcMOQ6cZ2VbbP1FwHWIsrspUMJRkFu4AWhpFhEREZFwopRmEREREZFtcKaVZizKY9ZrrMycExERERGBM6004+8M9cVEXh5Ekc45EREREZEzrTTjz8wXNeoH8VGYeTFQS7OIiIiIBP+5iYiIiIjIBL4IKCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITKDSLCIiIiIygUqziIiIiMgEsz459+CDDy6efvrpYU/k8Nx0002LF154YdgTkcPw/PPPL86fPz/siRwdzt1yWnnssccWt99++7A3jt9pFhERERGZQPcMEREREZEJVJpFRERERCZQaRYRERERmUClWURERERkApVmEREREZEJtq40P/HEE4tz584tHn300eHI6YD6UK/nnntuOCIiIiIiJ5WNKc233HJLryTeeeedw5FrcO7hhx8e9q6BQsnxRx55ZPHQQw8NR0VEREREdouNWppvvvnmxVNPPdVbj+dA/GeeeUaFWURERER2mo0qzXfffffijjvuOHWuFiIiIiJyttm4TzNW41XWZlwyxnyYcdPAjSPcd999vasHx4lPuO222/q0uTbuIITHH398uOoq5H3PPffsnyetStxF4ndMSHnrMcKYW8kYbZmefPLJ4cw1iEMdEod9EREREdl9Nq4033vvvX3YhEKIgowLB//pm3Drrbf2ijQK6eXLl/tj+EM/8MADi2effba/hnMoyZQh15FGqzhH0U4c4pMO5U7a/KJMt9e2cA3hwoUL1+VZ4Tx5Xrx4sT9/5cqVvqybaCcREREROVo2rjRDrM2HVQhx9aj+zrh/AIonCjTkGPkBed5///19CCjWKL/V+sv5mjZKN0otx8gXkj/XJv0xkieKd0gagTg1bZRqrlFpFhEREdl9jkRpRjFEgWzdJo4DlFvyjQsEIW4fqxTfnIsyHqLkLrsWRRyXk1ZJriQOluxaLizYHK/KvIiIiIjsHkeiNANWVay327CkYlmOm0QN1bK8DS5dujRarljLRURERGQ3OTKleZm1GbcEAhbWowBLcV7qW4dYiuMbHWIFXmZJjmW6va7CtdRZi/LRwwug+L2v6g8RmYY5mheXGVMiRw0GNlaFD3L/lmtkpX0bK/1ngSNTmiHW5lZBRomsCiSDZVMdjJUZV4r68h5lyEt+y0D5jY9xXDH4pVwo/6uU5jwcRFFj0NeBj8JMW5B2LQNxuCEtc/0469CHcWNpoa3ztZK0X/oAi37rZrMM+oA0VsnGccE4oSzeNOQoyHgZk3XGDufjygZ8OYhxxHiaS752tK05LXM9ZUhwjj1+1p27OYZc8r5SfTdoFbswd5M3RprIGvXaZnm4h6Qd0WfWgXrU8X/cRB9KWxIYy63+GNlpw5isHQVHqjSjaI65RPCVCRTJVJYBs24HLwNXBwQmCggBa0nOrYJyUd4MAn4ZwKS3Cq7j5pLPyXEDavMi3byQmHIhELTRXAXvLIKcIB+ECu3YPsggQ/yzHK6ZC/2Li8yYnB43xzXo5ezCvDT2UDY2npjX1lGYIa5xy4wMR02UMOYBysFXioCx1d585WhZZ+7mHkhfreOquAtzN3VLOQjIfz5nuw1oc2R/7oNHha+FZbxsA9oSuUhbUh6Mq2P3Rfo88RKm9LSN0WUmspN0A3+vmwT2uomoD5VucO11N/U9RLgbXMPRk0k3AfT1SOgG/3BGZHMwlhhThE4ZHo7u7XU32X48IYfEOW1QV8YV84UcD2dl7h6jU/z3uoeAYU8OA7KDnDBHBeSKuWpbHKmlWWQTYEHGeh+wVHQD5waLMk/4dXmJp/1Y/usSWrUCYJniWKxvuYbf+o9oSKNNh5WCCmnV5SW2x6x6Ld3EcLxPynKmwQpVxxPbHGtB1quVh22OMTayRMoYqTKe8ROr7mHGE+frNeTfWi3noIV5e8yduzlOH2elIPMyclPn1CqP7dydfeSoXsP+2Nxc5YJt0s555I68D8JB5e0wYyXXJlC/tCXl4VpChTSJm3pmfIfsx+WKQLlIl2uqm0TtY2jLQxoHYRfHrkqz7DxMsHVZmd+xm/wyWOJBIUUxRUFlAE+9lMnEwPIQ17AUxCTFxJBlIZatM5kBN3MmKsrKeQJLjkw8mbxEdgHGDvKaG9I64wlZ5jqWcZFxllPbG/gY644nfomD0sV58iNfxti6ZN5YZ+lfNsMm5u7IQJbro+QtA9muhghkCbmhHJEl4lRFjvMci1wjl5yfyqsFOSccRtbWHStQ73EEyFihDzhH/TJWU3/aiXSXQVnaexqKNPmljKRBuqQJbNNuOc8v/V4feObCdeRJqFSlnPLUtjhyukqJ7CTd5Lq/XMwSazcR7XWT2v6xbiK4bomvG/zXLS93g7k/zzWBbY5xDriWfdKCsWvaOIG8yBO6if26vAPLdNRjDqlPm4/IJkA+I4vIOQFZY1xBO35YRq+yyzbHKpHZjMF2/Bx0PDFuUq7AEi3XkeZc4gbA+JTjY925u91fJiNVJts4c+QqVFmOjFDOCjKDHK4DaZJfdSeYy0HHyhhte0LqyW87tqEd3+0+TJVx2Rg9iDsO7Z/yroJyJv/jQEuznAh4csfSxBNmN0iGowdn08s+PJG3T8PQTTr9OZFdAusdVpx1LX/LiJVpEzA2SY+xU2F8dcrC7LwYd1jTmDu6G+9wVI6bTc/dm5Q1SHpj8sa5ufllVRFZG7sXHCVYWrHwxvo6ZtVlzBNibe6UzP53k+Re19Y/bTv3XoisxLpOmVdBPZgXjsvarNIsJwYmXAYTk7CIHBxuMtzYWGbdhCKza3BzZnmamzXL2bJdTvvcjZIaF4njHk+0K4Ex/czw1ZgphZiHmE0bjjYFdYnrCGEO1P246qPSLCcGnjqZkHbxJs/Necwiwc27tWCI7ALckLDicMPZJaLQt1Yp9rkxTlnxsJ5jTbt8+bIK846wy3N35GlM3jg3JW95OLty5cpW6oeyzphhPK8qK5ZYQhTqg/gYT5F7XXsvpIwwdS9EWSYuij8yM4c8ABzXffZEKM00yLIlh8NwVOnK0XEUS0qbIAO8ylJejpg7+EWOE26wcy05xw1jhpsnVidgruaGSplXjSfiMwa3sUQuq9nVuZsHRxQu5As5A5RLHr5WuQYQl5fQUFin5ni+OsHXJpL+JkHOqxsJyn7rqsCxWG9R7BkfjC+ObRLKQpsxDvMQkvKQ7yrFlnFLm6960CXd3FeB9sw997jusydCaUYo5yw5rMu66dJhKNlHIfhysmGyYLAjG/ErY2AjW3OeruvDG7/sb3pCEzkpcOPlxs7NlrGAwsF8PWU5zo0aZSbjMIFjImMgV8zh+Ywa93oUzFWKGPM78oai18oageOJR8A1BRneNIwT7jH5TB33jeoGQ97cU4iT+nCe+lFPwiahPOSTMcgvCvOUnoUST1lrGybkXki5iZO60l/AqtJxPSSf65RG3jyUGSBcdB7LMEch/CIiInJ64MEP6yiK+Wn16T5LbMzSzBNX/dg12+0TTJ54lsXhyQz/oJznCSXLDMStlreY5ROXJ4+aFuXhOMdqmrHmhTZd8stTTNLlWBRmSD35BcrSWjbyhmpYlq6IiIicTtBFsPKqMJ8ONqY0owBiksdwTWAbJTNLFFEs+U0czPhZTiMeCi2ClfOY9FG0x0AR5hxW35pfq6hj8mepjziY8KufXAtlQNlNfALb5EP68f9LnvwCda/lZhmCtKJkr0pXRERETifoHNt4QVCOiE6BOzJuLh/g5pf9ZXRPYjd8zL5S0+qU7f5j1pdWfIy8fnC7Qj6dAA9716fbKcX9Ncs+wJ3znbI8HFkOdSEvmEpXRERERHabjbpnYFmN6wIBq3LgaWuZozbxsoQxh1ho2/ikz7kpC+6y8zwN4quMRRxLNvWZ40JB+YlbXTSobzhouiIiIiKyG2xEaUZBRCEEXC46ZbwPKIonCZRuXC5ww0Ahp164VbT+yZW4naCIoxyn7nU55iDpioiIiMjusDGlGfD7rcpiBWVxmYUX5RrFMv7NU8Ri3cZnn3M5f1CoBwouPtD4HscvewzqHoWZ61axTroiIiIisjtsRGmORTnKM2BFre4ZUShxTwgojfmaBee5vr6kV79YUUHhRAnnXPLA3YH0OHdQSK+myW8UcYg7SFV2xxR4yl3bYipdEREREdltNqI0o/AS8gk4PqeGQljdM9jPh+nj94tiHUUUZRfXDhTSnGd7mWJ5kI+RT0FZUGbrJ+VquflCBnlQ7pznGsqN0p5yoxQTN0ylKyIiIiK7jf/cRERERERkgo19PUNERERE5LSi0iwiIiIiMoFKs4iIiIjIBCrNIiIiIiITqDSLiIiIiEyg0iwiIiIiMsGsT849+OCDi6effnrYEzk8N9100+KFF14Y9kTkMDz//POL8+fPD3siR4dzt5xWHnvsscXtt98+7I3jd5pFRERERCbQPUNEREREZAKVZhERERGRCVSaRUREREQmUGkWEREREZlApVlEREREZIJjU5offfTRxblz5xbPPffccGTzPPXUU30eTzzxxHBkmoNcA7fccsvi4YcfHvYOxkHzFhEREZHjZWNK85133tkrgGMB5fAoQNkkfRTyuUxdc5A0RUREROR0s1FL87333rvgs89tuOOOO4YYmyX5PfTQQ8ORaaauOUiaIiIiInK60adZRERERGSCrSrNuELcc889+24c991333Dmmg/0448/Phy5Cm4gBHyjl/kEP/vss0vTnfIjHjvfpsd2S8qbQBnbPNivbiyH9YkWERERkeNho0ozSmFVHAnLfIOffPLJXpmtLh0333zzvoKLe8T999/fK5YorfDAAw/0yvKlS5f6uMsg7UceeaRP8/Lly/3+QRVU8ouSnHKSdgt5XLx48bq6pLw539b37rvv7s+JiIiIyG5z5D7Ny3yDUaZRigkBZRTFGwUTLly4sLj11lt7ZROLM+dQTFcpzECa8aPml3K1Fuu5cB2KL/mGMR9tFHnyCdSb61IX6st1tT1UmkVEREROBltzz8ANAoW0WqX5jFvOBZRVLM1YbVGqD/JSIYo3CmysvuuA0sv1U4o6daGMqUvrwkGdVJJFRERETiZb9WmOC8Vc6/RBlN7jACsyAcX6mWee6euAW4iIiIiInA62pjRjvW1flBsD1wysyyjY+CXH3WEdsPLOsRaPwXXxqV4G9SBtykj8MThfLeiyOTbxj2ZEZDMwZ/PC87ZgnmW1b879RURkHbamNKNgMrnlxT+IG0ZeHuRc/ImxPuPewPkpJbYqp/GFXma9ngL/aMpQlbL6gh+gKLOfcvHbKnGkg8KfiXwsjoxD26IYeyMUOTgZQ5lfK8yTnI+LnMhh4N4WV8Uack9fB+LnWpFtszWlGQUYZTgDgnDbbbftn2PQoSDxMmAsxHkZb2rg1TS5QZBGfeFwHbByc338r7mptFbrvLBI+YmDUt36L6O0Eyg7cfjVx3ketD3QxnOUZvrIBxKRG2HOGRtDHDvI+yIiy+AeWd0u8yUr7o/rkHTqy/gi2+JcJ4x7w7bITsJSLwozAQUav/H60IKSzEMRqxdj+yJydVzkQZ3xkW1WvfIQz/i6cuVKf/ygkBZpbuu9DlYamTNQsuoXjeT4wGgxJktx2/GdHzmpbPVFQJEpuAESuKFzA2QVYZW1GcWAOKww1NUGqMcITOBzLNcip4n2E5xsL1Mu2zEztoKD5TDnWW2Lm1qFdLISR8iYBMY3xyhHVuII7TgmjI1Z9jmeOGNldOxvH/qXvq6ukvRx7TtCtUTTlzle+5V0mOtzju0qUyJHhUqz7DQs52FVxjLG8vGUiwaWDeIzMWdZMJM0aWF9ynHitf7pIqcdFGQU28g942lMaWZsoIhgFWS88EtcFNvApzVRYFZ9NYg0UJgy9hijjMVWyYnyXsfn1JjlPOWp18WCXnHsHz+0bZRaAu3d9g19zrH0C32EjEVBZrUw/VXhunaO5xofhOTI6QROZGfplOS9TmEe9vb2ukkUd6K97iY9HNnb6ybUvW7SHPZu3F/GpUuX+rS6iXo4InJ6YVx0ymW/zTgiIPud0tIfY8wQBxhfjA3iVC5cuNAf75TjpeOHPLoH3GHvar5cV+Ga5EVac8dhmydlr3nBnPQc+0dLlaUKskG70/7LGOtT0pqa0+fEETksWpplZ8E6hEWsWiewKMFBLApYJ7B2xPLR/gMakbMCKzeMIULGVAXrMbCyU8nLgpxPnDo+WxjDWBzruCNgHeY451cxNWYpw6r8g2N/N+geUnqrceZvZAALcXXRmJIJoN+5rrpouGogx4FKs+wsmVirn2O+sLKu0sxSMIEJ239AI2cdxgEKMQrKmNK8aS5durS/lF7DKoV3U2PWsb97xD0IZZltZDAyMSWPyCzXAV+uynX0r8hRo9IsOwuTIxaxTIoJ+LlVS9ccULKZVLm2tZ6JnEUYC4yvMWUjFuX2pb5YATmf61aNw8SbYz1smTNmOT81Dzj2d4dYg/PAFoX5ofJy4BSRJa45jgc+kcqZV5oZxFgw68stsn240WVCbcmNfpm1mRt1e5NmkqavowTwW9/GFjlrMCZQJMfgHOMMC22UUn5xc2BMMsY4TzziBLbr2GOcotzE2hsYu3mJcBlzxixlIL/MBWNxHPu7AX2Q+ywyQb9AlYFWfsZApqDGw/WG9EWOmjOlNDMgW98nBiDWS3ytZHfgJsikOrZ8S59x016mNLNkB3HpoN/n/AMaEbkGYwblJv6m/KIw17mSbebTjDUU0nZckQbKOeM18Rh/jOEoTmPMGbOkTYgLF79tHMf+dqhyQcD/mLkb1xj6g/6nb3gQSxyumeqbts/pV9KLMi1ylJypf26C8oSFIZ8lExERkd0GhZtVhWUrIyLHxcYszTwh5skvT391OQ4QfJ7yCYnHEl2WzQKKbU2nWhRZyuE4T6c1P/KPJTkBy0iujcIMeeOW3+znHGmSZwvXE498oOZNGKuHiIiIHBzcMLjvrlqVEDkuNqY0R2nEiovxmuUTFNFWcWYAsCxDHOJG2Q7xc0s6LP+RTuv7Ft864hCwHJM28esxFHTyoDx5Sk3a/LbwNEs9Wr+q5Jd8IG9i89vWQ0RERA5G3ILQCbh/c28W2Tqd0ndoLgwfvG8/WN4Jef/PKUKncN7w8fF6bT443ymhw9mrcM3dwwf453y4PiS9xO2U5n6/U5b7/dCWq1Pqr/uHGsmT32UsS1tERERETj4bsTTHLQELcoXlFM6tclvINVhqY03OCxsJWKtbS/MYWINb14+DgEW5Wppx8aCctX6UifSTV9w7REREROT0sfWvZ6AsV3B/6JT5G8KYK0UFJZbA9Yf9gD1LQZQr/tD81qUhlOXqZkLwBQURERGR08tGlOY46LfWYPY5t8qBP9eggBKvKqvrwDUozCivq/KbS6zNsThHaaZ8UZhVlEVERETOBhtRmlEoUSJxUYjlGFeJ1kILVbFmm3jEQdFFUeUbjaRTFee4QqwiCndcQfhtXSbiXjFHKadMxENBplwBxZy8aj2INydNERERETmZbMw949KlS70ymc+5oehiicXVoSVxeDsW5ZQPnAfSQUmtvskopFMfPJ/zAXv2KVPSzifnxojlO0p9pf2g/5zyiYiIiMjJ5Vj/uQlKKgqobg0iIiIicpLY+ouAIiIiIiK7jkqziIiIiMgEx+qeISIiIiJyEtHSLCIiIiIygUqziIiIiMgEs9wznn766cUf/dEfDXsih+dP//RPFx//8R8/7InIYXj++ecX58+fH/ZEjg7nbjmt3H777YtP+qRPGvbGmaU0v+td71p85CMfGfZEDs+f/dmfLT7u4z5u2BORw4BRY2qyF9kEzt1yWnnTm960eNnLXjbsjeOLgCIiIiIiE+jTLCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITKDSLCIiIiIygUqziIiIiMgEKs0iIiIiIhOoNIuIiIiITKDSLCIiIiIygUqziIiIiMhKFov/H+qKQZhyvlnqAAAAAElFTkSuQmCC"/></fig><fig><label>Figure</label><graphic 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"/></fig><p>Nota. Con base en la Ley 1183, 1985; Ley 5895, 2017, y Ley 6480, 2020.</p><p>De acuerdo con lo anterior, se plantea la problemática de la investigación mediante las siguientes preguntas: ¿cuáles son los tipos de empresas que adoptan las EAS?, ¿cuáles son las contribuciones de las EAS en la formalización de las empresas?, ¿cuáles son las ventajas y desventajas de las empresas por acciones simplificadas (EAS) en Paraguay?</p>
			</sec><sec>
			<title>Metodología</title>
				<p>Se utilizó una metodología de enfoque cuantitativo, descriptivo no experimental. La población estuvo compuesta por 20 contadores públicos colegiados, en ejercicio de la profesión y con experiencia en aperturas de empresas por acciones simplificadas, quienes pertenecen al departamento de Canindeyú de Paraguay. El cuestionario se realizó a través de un formulario de Google, el cual se envió al grupo de WhatsApp del grupo de contadores de Canindeyú de Paraguay, con la respectiva explicación sobre el manejo de los datos, que fueron tratados de forma anónima. El periodo de recolección de datos correspondió a diciembre de 2023 e inicio de enero de 2024. El instrumento se elaboró a partir del modelo el trabajo de Betancourt et al. (2013); este instrumento se validó con la ayuda de profesionales contables que ejercen la profesión con experiencia en Paraguay (ver Tabla 2).</p><p>Los datos de la encuesta fueron ingresados en una hoja de cálculo de Excel; se organizaron en columnas según las variables de interés, como las respuestas a las preguntas. Luego, se utilizaron funciones como filtros y tablas dinámicas, a fin de analizar y resumir los resultados. Asimismo, se realizaron gráficas para visualizar la distribución de las respuestas e identificar patrones o tendencias. Finalmente, se interpretaron los hallazgos a partir del análisis de los datos procesados en Excel.</p><p><bold>Tabla 2</bold> Instrumento de recolección de datos</p><fig><label>Figure</label><graphic 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"/></fig><p>Nota. Con base en Betancourt et al. (2013).</p>
			</sec><sec>
			<title>Resultados</title>
				<p><bold>Figura 1</bold>Tipos de empresas que adoptan las EAS</p><fig><label>Figure</label><graphic 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"/></fig><p>Los resultados demuestran que el 55 % n: (11) no son empresas familiares. Por otro lado, el 35 % n: (7) de las empresas por acciones simplificadas son empresas familiares. Esto indica que, a pesar de la prevalencia de empresas no familiares, las empresas familiares aún tienen una presencia considerable en este ámbito. Esta cifra sugiere que las dinámicas familiares siguen desempeñando un papel importante en una proporción de empresas por acciones simplificadas. Por último, el 10 % n: (2) de la población afirmó que ambos por igual adoptan las EAS.</p><p><bold>Figura 2</bold> Contribución de las EAS en la formalización de las empresas</p><p><fig><label>Figure</label><graphic 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"/></fig></p><p>El 80 % de la población encuestada reconoce alguna forma de contribución de las EAS en la formalización de las empresas; de este porcentaje, el 50 % afirma que las EAS han contribuido completamente a la formalización. Esto sugiere que estas estructuras empresariales son vistas como un mecanismo efectivo para promover la formalidad en los negocios.</p><p>El 30 % menciona que las EAS han contribuido en cierta medida a la formalización. Aunque esta proporción es menor, aún representa un número significativo de personas que reconocen el papel de las EAS en este aspecto.</p><p><bold>Tabla 3</bold> Principales ventajas que encontró en la EAS en comparación con otras formas jurídicas</p><fig><label>Figure</label><graphic 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"/></fig><p>Los resultados demuestran que el 65 % de los participantes destacó la reducción de los costos tanto en la constitución como en la operación de estas empresas. Además, el 60 % identificó la simplificación de trámites administrativos como otro punto fuerte de las EAS, mientras que un 55 % subrayó la flexibilidad en la gestión. Por otro lado, aunque en menor medida, el 35 % mencionó la facilidad para la creación de acciones y participación como una ventaja importante.</p><p>Sin embargo, la adaptabilidad a las necesidades del negocio fue señalada por solo el 15 % de los encuestados, sugiriendo que este aspecto podría no ser tan relevante en comparación con otros beneficios percibidos.</p><p>Por lo tanto, estos hallazgos destacan la aceptación y el reconocimiento de ciertos beneficios clave de las empresas por acciones simplificadas, lo que subraya su potencial para fomentar la actividad empresarial en el contexto paraguayo.</p><p><bold>Tabla 4</bold> Principales desventajas de la EAS para las empresas</p><fig><label>Figure</label><graphic 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"/></fig><p>Sobre las desventajas, en primer lugar, el 25 % de los encuestados identifica la complejidad en la gestión y administración. Por otro lado, otro 25 % menciona las restricciones en la toma de decisiones como una desventaja importante. El 40 % destaca las limitaciones en la responsabilidad de los accionistas como una preocupación. Por último, el 25 % restante menciona otras desventajas.</p>
			</sec><sec>
			<title>Discusión</title>
				<p>En la economía paraguaya, el 85 % de las empresas son familiares y el 65 % de los bienes y servicios del país provienen de estas (Dávalos y Ramírez, 2017). Por lo tanto, la EAS fue creada para ayudar a formalizar a las pequeñas y medianas empresas en Paraguay, sobre lo cual el 80 % de la población encuestada afirma esto. Tello (2014) menciona que las pequeñas y medianas empresas (PYMES) desempeñan un papel crucial en el desarrollo productivo de los países. Su importancia radica en su contribución a la generación de empleo, así como en su presencia en el número total de empresas en la región. Aunque su peso en el producto bruto interno es menor en comparación con otras economías más desarrolladas, su producción está estrechamente vinculada al mercado interno.</p><p>Además cita Torres y Márquez (2020) que el medio de la pirámide, se observa un gran segmento de las micro, pequeñas y medianas empresas (MiPymes) que presentan niveles limitados de avance tecnológico, cierto grado de capacitación laboral y estructura administrativa, sin embargo, también exhiben altos índices de operación informal. En el extremo superior de la pirámide se encuentran estas MiPymes con una gestión gerencial claramente definida, con diversos grados de tecnología que les permiten mantenerse en el mercado y satisfacer adecuadamente la demanda de sus productos y servicios. Una porción considerable de estas últimas empresas permanece formalizada y cuenta con cierta facilidad para acceder a créditos y contratos con entidades gubernamentales. (Duarte y Martínez, 2024, p. 28)</p><p>Para Rodríguez y Hernández (2014), el Estado debe alinearse no solo para legislar, sino para controlar y velar que todas las empresas tengan las condiciones óptimas de funcionamiento, con el fin de ingresar a nuevos mercados nacionales y extranjeros, siendo competitivos, y vigilar que las leyes y los beneficios tributarios que se ofrecen para favorecer al grupo de empresarios se reinviertan en formalización laboral y generación de empleo.</p><p>En este contexto, Maya y Ramírez (2018) refieren, en México, por ejemplo, que las EAS fueron adoptados para combatir el comercio informal existente en el país; fenómeno debido, entre otros factores, a que los procedimientos de constitución de sociedades son complejos (tienen una reglamentación excesiva) y costosos.</p><p>En otro estudio similar, Martínez (2019), en el Perú, observó que las EAS son un tipo de sociedad que viabiliza la formalidad de las actividades comerciales; además, genera menores costos al constituirse y liquidarse. Así mismo, se caracteriza por la flexibilidad de administración, dotando de notorias ventajas para los actores que la utilizan, puesto que no crea únicamente ventajas para la compañía, sino que de su aplicación se beneficia los empleados y el Estado en general.</p><p>Por último, en un estudio en Colombia, los autores Betancourt Ramírez et al., (2013), afirman la Sociedades por acciones simplificadas, desde su aparición representa cerca del 90 % del total de sociedades matriculadas en el país, por las ventajas que representan.</p><p>Además, en el estudio de Robalino y Armijos (2021), sobre la adopción de las empresas por acciones simplificadas en el Ecuador, los resultados demuestran que hubo un incremento en la creación de nuevas empresas desde la implementación de este tipo societario. Además, una página web eficiente está positivamente correlacionada con el nivel de información que se entrega; la variable tiempo de constitución de EAS está positivamente correlacionada con el acceso a información amigable, ya que esta incentiva a un mayor número de empresas constituidas.</p><p>Por lo anterior, como sucede en países como México, Ecuador y Colombia, en Paraguay también las EAS se han adoptado para combatir la informalidad, facilitar creación de empresas con menos burocracia y ofrecer facilidad a los empresarios en 72 horas en la constitución de las empresas; de esta manera, se busca mejorar los procesos y que haya más empresas, por ende, más empleos.</p><p>En este contexto, según Borda y Caballero (2020), el crecimiento económico se relaciona con la acumulación de factores y la innovación. La principal innovación que ha realizado Paraguay es la creación de la Ley 6480 de 2020.</p><p>Hasta mayo [del corriente año], un total de 10.437 compañías fueron establecidas en todo el país bajo esta modalidad, alcanzando un capital social superior a los USD 461 millones, lo que demuestra el vigoroso dinamismo de esta herramienta, según los datos del Sistema Unificado de Apertura y Cierre de Empresas (SUACE). Los departamentos con mayor cantidad de EAS fueron Asunción, Central y Alto Paraná. En cuanto a los sectores de las empresas que operan como EAS, se informó que el 87 % pertenece al ámbito comercial y de servicios, seguido por el sector industrial con el 8 %, mientras que el rubro agropecuario representa el 5 % restante. Dentro de las principales actividades del sector comercial y de servicios, la actividad de comercio al por mayor y menor destaca con 3.367 empresas comerciales (La Nación, 2024, párr. 2).</p>
			</sec><sec>
			<title>Conclusión</title>
				<p>El 55 % de las EAS no son empresas familiares, lo que indica una presencia de estructuras empresariales independientes de relaciones familiares. Sin embargo, el 35 % de las EAS son empresas familiares, lo que subraya la continuidad de dinámicas familiares en un porcentaje considerable de estas empresas. Este hallazgo contrasta con la literatura revisada, donde se observa una tendencia predominante hacia la adopción de las EAS por parte de empresas familiares en otros países como Ecuador y Colombia.</p><p>Por otro lado, el 80 % de la población encuestada reconoce alguna forma de contribución de las EAS en la formalización de las empresas, lo que sugiere que estas estructuras son vistas como un mecanismo efectivo para promover la formalidad en los negocios en el país. Asimismo, las EAS son percibidas como un mecanismo efectivo para promover la formalidad en los negocios en Paraguay. Esto está en concordancia con los hallazgos de estudios realizados en otros países como Ecuador y México.</p><p>Las ventajas más destacadas de las EAS incluyen la reducción de costos en su constitución y operación, la facilidad para la creación de acciones y participaciones, así como la simplificación de los trámites administrativos. Sin embargo, también se identificaron desventajas importantes, como limitaciones en la responsabilidad de los accionistas, restricciones en la toma de decisiones y obstáculos por parte de instituciones financieras y públicas, así como problemas relacionados con la estabilidad del sistema informático y el conocimiento limitado del sistema financiero. Estos resultados se asemejan con los hallazgos de los estudios realizados en Ecuador, con relación a las ventajas en los costos y simplificación de trámites. Si bien existen similitudes entre los hallazgos del estudio y la revisión de literatura en algunos aspectos, como la contribución de las EAS a la formalización empresarial, también se observan diferencias significativas en la composición de las empresas que adoptan las EAS y en la percepción de ciertas ventajas y desventajas asociadas a estas entidades.</p><p>Por lo tanto, el camino hacia una mayor aceptación y utilidad de las EAS requiere abordar las preocupaciones y desafíos identificados: mejorar la comunicación con las autoridades reguladoras y fortalecer la infraestructura tecnológica para fomentar un entorno más propicio para este tipo de sociedades y su contribución al panorama empresarial.</p>
			</sec><sec>
			<title>Conflicto de interés</title>
				<p>Los autores de este artículo declaran no tener ningún tipo de conflicto de intereses sobre el trabajo presentado.</p>
			</sec><sec>
			<title>Referencias</title>
				<p>Betancourt, J. B., Gómez, G., López, M. P., Pamplona, F. y Beltrán, C. (2013). Ventajas y desventajas de la Sociedad por Acciones Simplificada para la empresa familiar en Colombia. Estudio exploratorio. Estudios Gerenciales, 29(127), 213-221. https://doi.org/10.1016/j.estger.2013.05.009</p><p>Borda, D. C. y Caballero, M. V. (2020). Crecimiento y desarrollo económico en Paraguay: Balance y propuestas para una economía sostenible e inclusiva (pp. 1-268). Centro de Análisis y Difusión de la Economía Paraguaya -CADEP- http://repositorio.conacyt.gov.py/handle/20.500.14066/2462</p><p>Dávalos, M. P. y Ramírez, O. J. R. (2017). La planificación estratégica como base para el éxito de empresas familiares en Paraguay. ScientiAmericana, 4(1). https://doi.org/10.30545/scientiamericana.2017.marzo.8</p><p>Duarte, D. D. y Martínez, K. A. (2024). Cultura tributaria en los puestos de ventas del mercado municipal de Saltos del Guairá. UCOM Scientia, 2(1), 17-32. https://doi.org/10.62544/ucomscientia.v2i1.12</p><p>Ehreke, G. (2022, 9 de diciembre). Empresa por Acciones Simplificada (EAS): ventajas y desventajas. Infonegocios. https://infonegocios.com.py/infolegal/empresa-por-acciones-simplificada-eas-ventajas-y-desventajas</p><p>García, O. L. (2024). Sociedades de acciones simplificadas en El Salvador. Realidad Empresarial, 1(17), 56-60. https://doi.org/10.51378/reuca.v1i17.8010</p><p>Grupo Banco Mundial. (2022, 14 de marzo). Empresas por Acciones Simplificadas (EAS). https://www.bancomundial.org/es/country/paraguay/brief/empresas-por-acciones-simplificadas-eas</p><p>La Nación. (2024). EAS: capital social supera los USD 460 millones. https://www.lanacion.com.py/negocios_edicion_impresa/2024/05/27/eas-capital-social-supera-los-usd-460-millones/</p><p>Ley 1183 de 1985. (1985, 23 de diciembre). Congreso de la Nación Paraguaya. https://www.bacn.gov.py/archivos/524/20170807090656.pdf</p><p>Ley 5895 de 2017. (2017, 5 de octubre). Congreso de la Nación Paraguaya. https://www.bacn.gov.py/archivos/9118/Ley+5895.pdf</p><p>Ley 6480 de 2020. (2020, 8 de enero). Congreso de la Nación Paraguaya. https://www.bacn.gov.py/archivos/9100/LEY6480.pdf</p><p>Martínez, J. E. (2019). Las sociedades por acciones simplificadas: un nuevo paradigma empresarial [Tesis de pregrado, Universidad de Especialidades Espíritu Santo]. Repositorio Institucional. http://repositorio.uees.edu.ec/handle/123456789/3247</p><p>Maya, I. y Ramírez, E. A. (2018). Sociedades por acciones simplificadas: Una estrategia para combatir la pobreza, el desempleo y la migración en la región mixteca. RICEA Revista Iberoamericana de Contaduría, Economía y Administración, 7(14). https://doi.org/10.23913/ricea.v7i14.116</p><p>Ministerio de Industria y Comercio de Paraguay. (2023). Unas 4.118 nuevas empresas fueron abiertas bajo la modalidad de EAS, en el 2023. https://www.mic.gov.py/unas-4-118-nuevas-empresas-fueron-abiertas-bajo-la-modalidad-del-eas-en-el-2023/</p><p>Rivas, C. D. (2022). Las empresas por acciones simplificadas como alternativa para el emprendedor individual en Paraguay. Ciencia Latina Revista Científica Multidisciplinar, 6(6), 10525-10539. https://doi.org/10.37811/cl_rcm.v6i6.4146</p><p>Robalino, A. y Armijos, M. (2021). Implementación de sociedades por acciones simplificadas (S.A.S.): un enfoque cualitativo. X-pedientes Económicos, 5(11), 6-16 https://ojs.supercias.gob.ec/index.php/X-pedientes_Economicos/article/view/64</p><p>Rodríguez, J. R. y Hernández, J. (2014). Las sociedades por acciones simplificadas entre la flexibilidad societaria y la formalización del emprendimiento empresarial. Revista Virtual Universidad Católica del Norte, 1(41), 123-136. http://34.231.144.216/index.php/RevistaUCN/article/view/470</p><p>Suasnabar, J. L. (2019). La sociedad por acciones cerrada simplificada. Un nuevo régimen societario para la formalización empresarial [Tesis de pregrado, Pontificia Universidad Católica del Perú]. PUCP. https://tesis.pucp.edu.pe/repositorio/handle/20.500.12404/15621</p><p>Tello, S. Y. (2014). Importancia de la micro, pequeñas y medianas empresas en el desarrollo del país. LEX Revista de la Facultad de Derecho y Ciencias Políticas, 12(14), 203-218. https://doi.org/10.21503/lex.v12i14.623</p>
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			<title>Contribución</title>
				<p>Derlis Daniel Duarte Sánchez: realizó el marco teórico y ajustes generales.</p><p>Karen Aurora Vargas Romero: colaboró con la idea general del trabajo, en la recolección de datos y análisis de datos.</p><p>Araceli Martínez Villasanti: colaboró con la idea general del trabajo y en la recolección de los datos y discusión.</p><p>Todos los autores participaron en la elaboración del manuscrito, lo leyeron y aprobaron.</p>
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