{"id":512,"date":"2021-01-09T03:12:27","date_gmt":"2021-01-09T03:12:27","guid":{"rendered":"http:\/\/consultoresinfinito.com\/?page_id=512"},"modified":"2023-09-07T00:08:48","modified_gmt":"2023-09-07T00:08:48","slug":"contabilidad","status":"publish","type":"page","link":"https:\/\/consultoresinfinito.com\/en\/contabilidad\/","title":{"rendered":"Accounting"},"content":{"rendered":"<div data-elementor-type=\"wp-page\" data-elementor-id=\"512\" class=\"elementor elementor-512\" data-elementor-post-type=\"page\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6714fa1 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"6714fa1\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;,&quot;animation_delay&quot;:400}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-f486f19 animated-slow elementor-invisible\" data-id=\"f486f19\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;,&quot;animation_delay&quot;:400}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-49641bb animated-slow elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"49641bb\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInLeft&quot;,&quot;_animation_delay&quot;:400}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Accounting<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2a7b3d2 animated-slow elementor-invisible elementor-widget elementor-widget-text-editor\" data-id=\"2a7b3d2\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInRight&quot;,&quot;_animation_delay&quot;:400}\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>We describe the different economic facts that reflect the financial and economic situation of your company with the objective that the decision-making of senior management is timely and truthful.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d2c3276 elementor-widget elementor-widget-html\" data-id=\"d2c3276\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t    <link rel=\"stylesheet\" href=\"https:\/\/site-assets.fontawesome.com\/releases\/v6.1.1\/css\/all.css\" \/>\n\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f1b09a5 elementor-align-left elementor-mobile-align-center animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"f1b09a5\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInLeft&quot;,&quot;_animation_delay&quot;:400}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-bob\" href=\"https:\/\/wa.link\/da3giq\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">contact us <i class=\"fa-duotone fa-comments-question-check fa-lg\" style=\"margin-left:4px;\"><\/i><\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-fcea73f animated-slow elementor-invisible\" data-id=\"fcea73f\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;,&quot;animation&quot;:&quot;fadeInRight&quot;,&quot;animation_delay&quot;:400}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-da7cebd levitating-image elementor-widget elementor-widget-image\" data-id=\"da7cebd\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"500\" height=\"500\" src=\"https:\/\/consultoresinfinito.com\/wp-content\/uploads\/2023\/07\/CONTOF01.svg\" class=\"attachment-full size-full wp-image-2690\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-679dee1 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"679dee1\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-fb80cdd\" data-id=\"fb80cdd\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7f60429 elementor-blockquote--skin-clean elementor-blockquote--align-center elementor-blockquote--button-color-official elementor-widget elementor-widget-blockquote\" data-id=\"7f60429\" data-element_type=\"widget\" data-widget_type=\"blockquote.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<blockquote class=\"elementor-blockquote\">\n\t\t\t<p class=\"elementor-blockquote__content\">\n\t\t\t\t&quot;The power of imagination makes us infinite&quot;\t\t\t<\/p>\n\t\t\t\t\t\t\t<div class=\"e-q-footer\">\n\t\t\t\t\t\t\t\t\t\t\t<cite class=\"elementor-blockquote__author\">JOHN MUIR<\/cite>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/blockquote>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-1dee3e8 animated-slow elementor-reverse-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"1dee3e8\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-1841a62\" data-id=\"1841a62\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-cb40959 levitating-image elementor-widget elementor-widget-image\" data-id=\"cb40959\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"500\" height=\"500\" src=\"https:\/\/consultoresinfinito.com\/wp-content\/uploads\/2023\/07\/CONTOF02.svg\" class=\"attachment-medium_large size-medium_large wp-image-2691\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-81e406a\" data-id=\"81e406a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e1ddb75 animated-slow elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"e1ddb75\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInRight&quot;}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b>Monthly Preparation of Financial Statements<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d3165f6 elementor-widget elementor-widget-text-editor\" data-id=\"d3165f6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div 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(\/figma)--><\/p><p>We develop the process of analysis, review and classification of the economic events of Companies, SMEs, independent professionals and Simplified Regime during a determined period and a given date, with the purpose of presenting in a rational and coherent way the aspects of the financial and economic situation. in accordance with International Financial Reporting Standards.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5020e8e elementor-align-left elementor-mobile-align-center animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"5020e8e\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInRight&quot;,&quot;_animation_delay&quot;:400}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-bob\" href=\"https:\/\/wa.link\/da3giq\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">contact us <i class=\"fa-duotone fa-comments-question-check fa-lg\" style=\"margin-left:4px;\"><\/i><\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-075df94 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"075df94\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-0ce63f3\" data-id=\"0ce63f3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3666dc7 animated-slow elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"3666dc7\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInLeft&quot;}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/consultoresinfinito.com\/en\/contabilidad\/\"><b>Formal Tax Duties<\/b><\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-32ff901 elementor-widget elementor-widget-text-editor\" data-id=\"32ff901\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div 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(\/figma)--><\/p><p>We carry out tax and fiscal advisory processes, we resolve your obligations with regard to the preparation, presentation of declarations and procedures that are carried out in the portal of the Ministry of Finance known as ATV (Virtual Tax Administration).<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f7f734a elementor-align-left elementor-mobile-align-center animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"f7f734a\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInLeft&quot;,&quot;_animation_delay&quot;:400}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-bob\" href=\"https:\/\/wa.link\/da3giq\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">contact us <i class=\"fa-duotone fa-comments-question-check fa-lg\" style=\"margin-left:4px;\"><\/i><\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-128ad77\" data-id=\"128ad77\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-22f8975 levitating-imageO elementor-widget elementor-widget-image\" data-id=\"22f8975\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"500\" height=\"500\" 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class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-37a9998 levitating-image elementor-widget elementor-widget-image\" data-id=\"37a9998\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"500\" src=\"https:\/\/consultoresinfinito.com\/wp-content\/uploads\/2023\/07\/CONTOF04.svg\" class=\"attachment-medium_large size-medium_large wp-image-2693\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-4ef024d\" data-id=\"4ef024d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-284cbaa 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rule on the reasonableness of the information shown in the Financial Statements of your company from the financial and operational point of view with the purpose of determining the accuracy of the accounting records.<\/p><p>Through Internal Control we offer your company an identification of the areas that require more attention in order to correct possible control leaks.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1a2ebb8 elementor-align-left elementor-mobile-align-center animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"1a2ebb8\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInRight&quot;,&quot;_animation_delay&quot;:400}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-bob\" href=\"https:\/\/wa.link\/da3giq\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">contact us <i class=\"fa-duotone fa-comments-question-check fa-lg\" style=\"margin-left:4px;\"><\/i><\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Accounting We describe the different economic facts that reflect the financial and economic situation of your company with the objective that senior management decision-making is timely and truthful. Contact us \u201cThe power of imagination makes us infinite\u201d JOHN MUIR Monthly Preparation of Financial Statements We develop the process of analysis, review\u2026<\/p>","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"episode_type":"","audio_file":"","cover_image":"","cover_image_id":"","duration":"","filesize":"","date_recorded":"","explicit":"","block":"","filesize_raw":"","_joinchat":[],"footnotes":""},"class_list":["post-512","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v25.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Contabilidad - Consultores Infinito<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/consultoresinfinito.com\/en\/contabilidad\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Contabilidad - Consultores Infinito\" \/>\n<meta property=\"og:description\" content=\"Contabilidad Describimos los diferentes hechos econ\u00f3micos que reflejan la situaci\u00f3n financiera y econ\u00f3mica de su empresa con el objetivo de que la toma de decisiones de la alta gerencia sea oportuna y veraz. 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