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	<title>iTimbre</title>
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	<description>Facturación 4.0, nómina, y más, infinitamente sencilla.</description>
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	<item>
		<title>Cancelación de CFDI 2026: Lo que cambió y cómo aplicarlo correctamente</title>
		<link>https://itimbre.com/cancelacion-de-cfdi-2026-lo-que-cambio-y-como-aplicarlo-correctamente/</link>
		
		<dc:creator><![CDATA[Marketing iTimbre]]></dc:creator>
		<pubDate>Thu, 28 May 2026 23:43:25 +0000</pubDate>
				<category><![CDATA[Noticias]]></category>
		<guid isPermaLink="false">https://itimbre.com/?p=244325</guid>

					<description><![CDATA[<p>La Resolución Miscelánea Fiscal (RMF) para 2026 trajo cambios importantes en el proceso de cancelación de CFDI, especialmente en los comprobantes emitidos con errores y en los Complementos para Recepción de Pagos (REP). Aunque muchos contribuyentes aún observan en los sistemas del SAT o PAC el estatus “Cancelable sin aceptación”, en la práctica varios comprobantes [&#8230;]</p>
<p>El cargo <a href="https://itimbre.com/cancelacion-de-cfdi-2026-lo-que-cambio-y-como-aplicarlo-correctamente/">Cancelación de CFDI 2026: Lo que cambió y cómo aplicarlo correctamente</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="has-text-align-center">La Resolución Miscelánea Fiscal (RMF) para 2026 trajo cambios importantes en el proceso de cancelación de CFDI, especialmente en los comprobantes emitidos con errores y en los Complementos para Recepción de Pagos (REP).</p>



<p class="has-text-align-center">Aunque muchos contribuyentes aún observan en los sistemas del SAT o PAC el estatus “Cancelable sin aceptación”, en la práctica varios comprobantes ahora deben pasar por un proceso de aceptación del receptor.</p>



<h2 class="wp-block-heading has-text-align-center">¿Qué cambió en 2026?</h2>



<p class="has-text-align-center">Con las nuevas disposiciones fiscales, cuando se solicita la cancelación de ciertos CFDI:</p>



<ul class="wp-block-list">
<li>El comprobante cambia a estatus <strong>“En proceso de cancelación”</strong>.</li>



<li>El SAT genera un acuse de solicitud.</li>



<li>El receptor recibe una notificación mediante el Buzón Tributario.</li>



<li>El receptor cuenta con 3 días hábiles para aceptar o rechazar la cancelación.</li>



<li>Si no existe respuesta, el CFDI se cancela automáticamente por plazo vencido.</li>
</ul>



<p class="has-text-align-center">Esto ha generado dudas porque algunos sistemas todavía muestran ciertos comprobantes como “cancelables sin aceptación”.</p>



<h2 class="wp-block-heading">¿Cómo cancelar un CFDI emitido con errores con relación?</h2>



<p>Cuando un CFDI contiene errores y necesita ser sustituido, el SAT establece un procedimiento específico que debe seguirse en orden correcto.</p>



<h3 class="wp-block-heading">Paso 1: Emitir el CFDI corregido</h3>



<p>Primero debe generarse el nuevo CFDI que corrige el error.</p>



<p>Durante la emisión se debe utilizar:</p>



<ul class="wp-block-list">
<li>Tipo de relación:
<ul class="wp-block-list">
<li><strong>04 – Sustitución de los CFDI previos</strong></li>
</ul>
</li>
</ul>



<p>En el nodo “CFDI Relacionado” se captura el UUID (folio fiscal) del CFDI incorrecto.</p>



<h2 class="wp-block-heading">Paso 2: Solicitar la cancelación del CFDI incorrecto</h2>



<p>Una vez emitido el CFDI correcto, se procede a cancelar el comprobante original.</p>



<p>En la solicitud de cancelación debe seleccionarse:</p>



<ul class="wp-block-list">
<li>Motivo:
<ul class="wp-block-list">
<li><strong>01 – Comprobante emitido con errores con relación</strong></li>
</ul>
</li>
</ul>



<p>Posteriormente se captura el UUID del nuevo CFDI como folio de sustitución.</p>



<h2 class="wp-block-heading">¿Por qué es importante seguir este orden?</h2>



<p>El SAT valida que el CFDI sustituto exista antes de permitir la cancelación correcta del comprobante anterior.</p>



<p>Por ello:</p>



<p>✅ Primero se emite el CFDI nuevo<br>✅ Después se solicita la cancelación del CFDI incorrecto</p>



<p>Si se intenta cancelar primero y timbrar después, pueden generarse inconsistencias fiscales o rechazos en el proceso.</p>



<figure class="wp-block-image size-large"><img fetchpriority="high" decoding="async" width="1024" height="683" src="https://itimbre.com/wp-content/uploads/2026/05/PROCESO_CANCEACION_ITIMBRE_2026-1-1024x683.png?x90888" alt="" class="wp-image-244342" srcset="https://itimbre.com/wp-content/uploads/2026/05/PROCESO_CANCEACION_ITIMBRE_2026-1-980x653.png 980w, https://itimbre.com/wp-content/uploads/2026/05/PROCESO_CANCEACION_ITIMBRE_2026-1-480x320.png 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1024px, 100vw" /></figure>



<p>Descubre como realizarlo en tu cuenta de iTimbre : <a href="https://itimbre.com/manual-anadir-relacion-04-sustitucion-de-los-cfdi-previos-en-ifactura/">https://itimbre.com/manual-anadir-relacion-04-sustitucion-de-los-cfdi-previos-en-ifactura/</a></p>



<h2 class="wp-block-heading"><strong>Más información</strong></h2>



<p>Para revisar la información completa sobre cancelaciones con aceptación, puedes consultar directamente la documentación oficial del RESOLUCIÓN Miscelánea Fiscal para 2026:</p>



<figure class="wp-block-embed"><div class="wp-block-embed__wrapper">
https://www.sat.gob.mx/minisitio/NormatividadRMFyRGCE/documentos2026/rmf/rmf/RMF_2026-DOF-28122025.pdf
</div></figure>



<h2 class="wp-block-heading"><strong>Contacto</strong></h2>



<p>Si tienes dudas o requieres apoyo, puedes contactarnos vía&nbsp;<a href="https://wa.me/5628328998?text=Hola%20vengo%20de%20la%20pagina%20web%20iTimbre">WhatsApp</a>&nbsp;o al correo electrónico: soporte@itimbre.com</p>
<p>El cargo <a href="https://itimbre.com/cancelacion-de-cfdi-2026-lo-que-cambio-y-como-aplicarlo-correctamente/">Cancelación de CFDI 2026: Lo que cambió y cómo aplicarlo correctamente</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>hidrocarburos-json</title>
		<link>https://itimbre.com/hidrocarburos-json/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 22 Apr 2026 23:31:32 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://itimbre.com/?p=244308</guid>

					<description><![CDATA[<p>El cargo <a href="https://itimbre.com/hidrocarburos-json/">hidrocarburos-json</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<pre class="wp-block-code"><code>{
  "method": "nueva_factura",
  "cuenta": "demo",
  "user": "administrador",
  "password": "Administr4dor",
  "getPDF": "true",
  "enviarFactura": "false",
  "datos_factura": {
    "FormaPago": "01",
    "SubTotal": "270.00",
    "Total": "313.20",
    "MetodoPago": "PUE",
    "RegimenFiscal": "601",
    "LugarExpedicion": "21090",
    "Moneda": "MXN",
    "TipoDeComprobante": "I",
    "tipoDeComprobante": "0",
    "Exportacion": "03",
    "Version": "4.0",
    "TipoCambio": "1",
    "condicionesDePago": "",
    "no_sucursal": "0",
    "comentarios": " ",
    "numero_de_pago": 0,
    "Impuestos": {
      "TotalImpuestosTrasladados": "43.20",
      "Traslados": &#91;
        {
          "Base": "270.00",
          "Impuesto": "002",
          "TipoFactor": "Tasa",
          "TasaOCuota": "0.160000",
          "Importe": "43.20"
        }
      ]
    },
    "cantidad_de_pagos": 1
  },
  "conceptos": &#91;
    {
      "Cantidad": "1",
      "ClaveUnidad": "LTR",
      "Descripcion": "Magna",
      "ClaveProdServ": "15101514",
      "ValorUnitario": "270",
      "Importe": "270.00",
      "ObjetoImp": "02",
      "Impuestos": {
        "Traslados": &#91;
          {
            "Base": "270.00",
            "Impuesto": "002",
            "TipoFactor": "Tasa",
            "TasaOCuota": "0.160000",
            "Importe": "43.20"
          }
        ]
      },
      "ComplementoConcepto": &#91;
        {
          "HidroYPetro": {
            "Version": "1.0",
            "TipoPermiso": "PER03",
            "NumeroPermiso": "PL/364/DIS/OM/2015",
            "ClaveHYP": "15101514",
            "SubProductoHYP": "SP18"
          }
        }
      ]
    }
  ],
  "cliente": {
    "UsoCFDI": "S01",
    "Nombre": "XENON INDUSTRIAL ARTICLES",
    "Rfc": "XIA190128J61",
    "RegimenFiscalReceptor": "610",
    "DomicilioFiscalReceptor": "88730"
  }
}</code></pre>
<p>El cargo <a href="https://itimbre.com/hidrocarburos-json/">hidrocarburos-json</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Complemento Hidrocarburos y Petrolíferos CFDI 4.0: qué es, requisitos y entrada en vigor 2026.</title>
		<link>https://itimbre.com/complemento-hidrocarburos-petroliferos-cfdi-2026/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 27 Mar 2026 20:52:04 +0000</pubDate>
				<category><![CDATA[Noticias]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://itimbre.com/?p=244300</guid>

					<description><![CDATA[<p>El cargo <a href="https://itimbre.com/complemento-hidrocarburos-petroliferos-cfdi-2026/">Complemento Hidrocarburos y Petrolíferos CFDI 4.0: qué es, requisitos y entrada en vigor 2026.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="et_pb_section et_pb_section_0 et_section_regular" >
				
				
				
				
				
				
				<div class="et_pb_row et_pb_row_0">
								<div class="et_pb_column et_pb_column_4_4 et_pb_column_0  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_0  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>El Servicio de Administración Tributaria publicó la versión 1.0 del complemento de hidrocarburos y petrolíferos para CFDI 4.0, el cual será obligatorio a partir del 24 de abril de 2026. Este cambio impacta directamente la facturación de combustibles, ya que introduce nuevas validaciones, requisitos de permisos y un mayor nivel de trazabilidad que las empresas deberán cumplir para evitar rechazos en sus CFDI.</p>



<h2 class="wp-block-heading"><strong>¿Qué cambia con este complemento?</strong></h2>



<p>Este complemento se incorpora directamente en el nodo de concepto del CFDI, lo que significa que:</p>



<p>Cada concepto (producto o servicio) relacionado con combustibles deberá incluir información regulatoria específica.</p>



<h2 class="wp-block-heading"><strong>Fundamento legal del complemento de hidrocarburos y petrolíferos</strong></h2>



<p>El uso de este complemento se sustenta en lo dispuesto por:</p>



<ul class="wp-block-list">
<li><strong>Regla 2.7.1.48 de la Resolución Miscelánea Fiscal para 2026</strong>, que establece la obligación de incorporar este complemento en los CFDI por la enajenación de gasolinas y diésel.</li>
</ul>



<p>Asimismo, se deberán utilizar las siguientes claves en el campo ClaveProdServ, según corresponda:</p>



<ul class="wp-block-list">
<li>15101505 → Combustible diésel</li>



<li>15101514 → Gasolina regular menor a 91 octanos</li>



<li>15101515 → Gasolina premium mayor o igual a 91 octanos</li>
</ul>



<p>También tiene fundamento en el <strong>artículo 29-A, fracción V, inciso f) del Código Fiscal de la Federación</strong>, que establece los requisitos del CFDI.</p>



<h2 class="wp-block-heading"><strong>Entrada en vigor</strong></h2>



<p>El complemento será de uso obligatorio a partir del: <strong>24 de abril de 2026</strong>A partir de esta fecha, cualquier CFDI que cumpla con los criterios establecidos deberá incluir este complemento para poder ser validado correctamente por el Servicio de Administración Tributaria.</p>



<h2 class="wp-block-heading"><strong>Información que integra el complemento</strong></h2>



<p>Este complemento incorpora información específica que permite identificar la legalidad de la operación.</p>



<ul class="wp-block-list">
<li>Los principales datos que deben incluirse son:</li>



<li>Tipo de permiso</li>



<li>Número de permiso</li>



<li>Clave del producto (hidrocarburos o petrolíferos)</li>



<li>Subtipo de producto</li>
</ul>



<p>Esta información permite a la autoridad fiscal verificar que la operación se encuentra respaldada por permisos válidos.</p>



<h2 class="wp-block-heading"><strong>Recomendaciones para cumplir correctamente</strong></h2>



<p>Para cumplir con este complemento, se recomienda:</p>



<ul class="wp-block-list">
<li>Verificar los permisos antes de facturar</li>



<li>Mantener actualizada la información</li>



<li>Actualizar los sistemas de facturación</li>
</ul>



<p>Estas prácticas ayudan a reducir errores y asegurar el cumplimiento ante el Servicio de Administración Tributaria.</p>



<p>Las empresas que operan con hidrocarburos y petrolíferos deberán prepararse para integrar este complemento en sus procesos de facturación, asegurando que la información registrada sea precisa, actualizada y cumpla con las validaciones establecidas por el Servicio de Administración Tributaria, a fin de evitar rechazos en la emisión de sus CFDI y posibles contingencias fiscales.</p>



<h2 class="wp-block-heading"><strong>Más información</strong></h2>



<p>Para revisar la información completa sobre el complemento, puedes consultar directamente la documentación oficial del SAT:</p>



<p><a href="https://sat.gob.mx/portal/public/tramites/complementos-de-factura">https://sat.gob.mx/portal/public/tramites/complementos-de-factura</a></p>



<h2 class="wp-block-heading"><strong>Contacto</strong></h2>



<p>Si tienes dudas o requieres apoyo, puedes contactarnos vía <a href="https://wa.me/5628328998?text=Hola%20vengo%20de%20la%20pagina%20web%20iTimbre">WhatsApp</a> o al correo electrónico: soporte@itimbre.com</p></div>
			</div>
			</div>			
				
				
				
				
			</div>		
				
				
			</div><p>El cargo <a href="https://itimbre.com/complemento-hidrocarburos-petroliferos-cfdi-2026/">Complemento Hidrocarburos y Petrolíferos CFDI 4.0: qué es, requisitos y entrada en vigor 2026.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Uso de CFDI 4.0: qué es, cómo elegirlo y catálogo actualizado</title>
		<link>https://itimbre.com/uso-de-cfdi/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 16 Jan 2026 20:26:27 +0000</pubDate>
				<category><![CDATA[faq]]></category>
		<guid isPermaLink="false">https://itimbre.com/?p=244258</guid>

					<description><![CDATA[<p>En esta guía sobre el uso de CFDI 4.0 te explicamos cómo elegir la clave correcta y te compartimos el catálogo actualizado conforme al SAT.</p>
<p>El cargo <a href="https://itimbre.com/uso-de-cfdi/">Uso de CFDI 4.0: qué es, cómo elegirlo y catálogo actualizado</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>El <strong>uso de CFDI</strong> es uno de los datos obligatorios al emitir una factura electrónica bajo la versión <strong>CFDI 4.0</strong> del SAT. Esta clave indica el motivo por el cual se emite el comprobante fiscal y cómo será utilizado para efectos fiscales, como deducciones o acreditamientos.</p>



<p>Elegir correctamente el uso de CFDI 4.0 es fundamental para evitar errores, rechazos o problemas al momento de realizar declaraciones ante la autoridad fiscal. En esta guía te explicamos qué es el uso de CFDI, cómo elegir la clave correcta y te compartimos el catálogo de uso de CFDI actualizado conforme a las disposiciones vigentes.<br></p>



<h2 class="wp-block-heading"><strong>¿Qué es el uso de CFDI?</strong></h2>



<p>El uso de CFDI es una clave fiscal que indica el motivo por el cual se emite una factura electrónica y la forma en que será utilizada para efectos fiscales, como deducciones o acreditamientos ante el SAT.</p>



<p>Este dato es obligatorio en el CFDI 4.0 y debe seleccionarse de manera correcta, ya que debe corresponder tanto al tipo de operación realizada como al régimen fiscal del receptor. Un uso de CFDI incorrecto puede generar inconsistencias, problemas de deducción o incluso rechazos por parte de la autoridad fiscal.</p>



<p>Elegir adecuadamente el uso de CFDI es clave para cumplir con las disposiciones fiscales vigentes y evitar aclaraciones o correcciones posteriores.</p>



<h2 class="wp-block-heading"><strong>¿Por qué es importante elegir correctamente el uso de CFDI?</strong></h2>



<p>Seleccionar el uso de CFDI adecuado es importante porque:</p>



<ul class="wp-block-list">
<li>Define si una factura será <strong>deducible o no</strong></li>



<li>Evita <strong>errores en la contabilidad</strong></li>



<li>Reduce el riesgo de <strong>rechazos o aclaraciones ante el SAT</strong></li>



<li>Asegura el <strong>cumplimiento fiscal</strong> del emisor y del receptor</li>
</ul>



<h2 class="wp-block-heading"><strong>¿Cómo elegirlo?</strong></h2>



<p>La elección del uso de CFDI correcto depende principalmente de dos factores:</p>



<ul class="wp-block-list">
<li>El régimen fiscal del receptor de la factura</li>



<li>El tipo de gasto u operación que se está facturando</li>
</ul>



<p>Por ejemplo, no todos los usos de CFDI aplican para personas físicas y morales, ni todos son deducibles. Por ello, es importante validar que la clave seleccionada esté permitida según el catálogo oficial del SAT y coincida con la operación real..</p>



<h2 class="wp-block-heading"><strong>Ejemplos comunes de uso de CFDI</strong></h2>



<ul class="wp-block-list">
<li><strong>G03 – Gastos en general:</strong> se utiliza comúnmente para gastos operativos como servicios, insumos o mantenimiento.</li>



<li><strong>G02 – Devoluciones, descuentos o bonificaciones:</strong> aplica cuando se emite un CFDI relacionado con una devolución o ajuste.</li>



<li><strong>D01 – Honorarios médicos:</strong> se usa para gastos médicos deducibles de personas físicas.</li>



<li><strong>P01 – Por definir:</strong> solo debe utilizarse en casos específicos; no es recomendable como práctica general.</li>
</ul>



<h2 class="wp-block-heading"><strong>Catálogo de Uso de CFDI 4.0</strong></h2>



<p>El siguiente <strong>catálogo de uso de CFDI 4.0</strong> muestra todas las claves vigentes, el tipo de persona al que aplican y los regímenes fiscales autorizados, de acuerdo con la normativa del SAT.</p>



<style>
.tabla-uso-cfdi {
  width: 100%;
  border-collapse: collapse;
}
.tabla-uso-cfdi th,
.tabla-uso-cfdi td {
  border: 1px solid #ddd;
  padding: 8px;
}
.tabla-uso-cfdi th {
  background-color: #5a8f3c;
  color: #fff;
}
</style>
<table class="tabla-uso-cfdi">
  <thead>
    <tr>
      <th>Clave Uso CFDI</th>
      <th>Descripción</th>
      <th>Persona Física</th>
      <th>Persona Moral</th>
      <th>Inicio de vigencia</th>
      <th>Régimen Fiscal Receptor</th>
    </tr>
  </thead>
  <tbody>
    <tr><td>G01</td><td>Adquisición de mercancías.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>G02</td><td>Devoluciones, descuentos o bonificaciones.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 616, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>G03</td><td>Gastos en general.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>

    <tr><td>I01</td><td>Construcciones.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I02</td><td>Mobiliario y equipo de oficina por inversiones.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I03</td><td>Equipo de transporte.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I04</td><td>Equipo de cómputo y accesorios.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I05</td><td>Dados, troqueles, moldes, matrices y herramental.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I06</td><td>Comunicaciones telefónicas.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I07</td><td>Comunicaciones satelitales.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>
    <tr><td>I08</td><td>Otra maquinaria y equipo.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 606, 612, 620, 621, 622, 623, 624, 625, 626</td></tr>

    <tr><td>D01</td><td>Honorarios médicos, dentales y gastos hospitalarios.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D02</td><td>Gastos médicos por incapacidad o discapacidad.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D03</td><td>Gastos funerales.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D04</td><td>Donativos.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D05</td><td>Intereses reales efectivamente pagados por créditos hipotecarios (casa habitación).</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D06</td><td>Aportaciones voluntarias al SAR.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D07</td><td>Primas por seguros de gastos médicos.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D08</td><td>Gastos de transportación escolar obligatoria.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D09</td><td>Depósitos en cuentas para el ahorro, primas que tengan como base planes de pensiones.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>
    <tr><td>D10</td><td>Pagos por servicios educativos (colegiaturas).</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605, 606, 608, 611, 612, 614, 607, 615, 625</td></tr>

    <tr><td>S01</td><td>Sin efectos fiscales.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 605, 606, 608, 610, 611, 612, 614, 616, 620, 621, 622, 623, 624, 607, 615, 625, 626</td></tr>
    <tr><td>CP01</td><td>Pagos.</td><td>Sí</td><td>Sí</td><td>01/01/2022</td><td>601, 603, 605, 606, 608, 610, 611, 612, 614, 616, 620, 621, 622, 623, 624, 607, 615, 625, 626</td></tr>
    <tr><td>CN01</td><td>Nómina.</td><td>Sí</td><td>No</td><td>01/01/2022</td><td>605</td></tr>
  </tbody>
</table>



<p><strong>Fuente:</strong></p>



<a href="http://omawww.sat.gob.mx/tramitesyservicios/Paginas/anexo_20.htm" target="_blank">http://omawww.sat.gob.mx/tramitesyservicios/Paginas/anexo_20.htm</a>
<p>El cargo <a href="https://itimbre.com/uso-de-cfdi/">Uso de CFDI 4.0: qué es, cómo elegirlo y catálogo actualizado</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Actualización Complemento de Nómina Versión 1.2. Revisión E 2026.</title>
		<link>https://itimbre.com/nomina-version-1-2-revision-e-2026/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 30 Dec 2025 00:36:24 +0000</pubDate>
				<category><![CDATA[Nómina]]></category>
		<category><![CDATA[Noticias]]></category>
		<guid isPermaLink="false">https://itimbre.com/?p=244239</guid>

					<description><![CDATA[<p>El cargo <a href="https://itimbre.com/nomina-version-1-2-revision-e-2026/">Actualización Complemento de Nómina Versión 1.2. Revisión E 2026.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="et_pb_section et_pb_section_1 et_section_regular" >
				
				
				
				
				
				
				<div class="et_pb_row et_pb_row_1">
								<div class="et_pb_column et_pb_column_4_4 et_pb_column_1  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_1  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>El pasado 2 de diciembre se realizó la publicación de una actualización en el complemento de nómina versión 1.2. <strong>Revisión E</strong> 2026, misma que será vigente a partir del 1 de enero de 2026.</p>



<p>Esta revisión incluye:</p>



<ol class="wp-block-list">
<li>Cambios en validaciones técnicas</li>



<li>Actualización de catálogos: se agregan nuevas claves de percepciones y deducciones y se modifican otras existentes.&nbsp;</li>



<li>&nbsp;Actualización de matriz de errores: varias reglas de validación se ajustan o se agregan nuevos errores que pueden provocar rechazos de timbrado si no se cumplen.</li>
</ol>



<p>A continuación detallamos cada uno de los puntos mencionados anteriormente.</p>



<ol class="wp-block-list">
<li><strong>Cambios en validaciones técnicas, detallados en el Estándar del complemento de Nómina (PDF):</strong></li>
</ol>



<ul class="wp-block-list">
<li>&nbsp;Los atributos <strong>ImporteGravado</strong> e <strong>ImporteExento</strong> ya no pueden ser ambos cero en un mismo concepto; debe reflejarse un monto real.<br><img loading="lazy" decoding="async" width="602" height="93" 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"><br></li>



<li>La percepción <strong>038 “Otros ingresos por salarios”</strong> solo podrá reportarse como <strong>100% gravada</strong> (su importe exento debe ser cero).<br><img loading="lazy" decoding="async" width="602" height="105" src="data:image/png;base64,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"><br></li>



<li>El límite del Subsidio al Empleo se actualiza de 475.00 a 628.00<br><img loading="lazy" decoding="async" width="602" height="113" src="data:image/png;base64,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"></li>
</ul>



<p><strong>2. Actualización de catálogos</strong></p>



<p>Se agregan nuevas claves de percepción y de deducciones para identificar mejor pagos como días de descanso laborados o descansos obligatorios trabajados, así como ajustes derivados de estos pagos.</p>



<ul class="wp-block-list">
<li>Se agregan las siguientes claves al catálogo de TipoPercepción:</li>
</ul>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="72" src="https://itimbre.com/wp-content/uploads/2025/12/image-1-1024x72.png?x90888" alt="" class="wp-image-244243" srcset="https://itimbre.com/wp-content/uploads/2025/12/image-1-980x69.png 980w, https://itimbre.com/wp-content/uploads/2025/12/image-1-480x34.png 480w" sizes="auto, (min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1024px, 100vw" /></figure>



<ul class="wp-block-list">
<li>Se agregan las siguientes claves al catálogo de TipoDeducción</li>
</ul>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="118" src="https://itimbre.com/wp-content/uploads/2025/12/image-1024x118.png?x90888" alt="" class="wp-image-244242" srcset="https://itimbre.com/wp-content/uploads/2025/12/image-1024x118.png 1024w, https://itimbre.com/wp-content/uploads/2025/12/image-980x113.png 980w, https://itimbre.com/wp-content/uploads/2025/12/image-480x55.png 480w" sizes="auto, (min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1024px, 100vw" /></figure>



<p><strong>3. Matriz de errores</strong></p>



<p>Se agregan y modifican reglas de validación en la matriz de errores de acuerdo a lo señalado en el estándar del complemento.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="943" height="454" src="https://itimbre.com/wp-content/uploads/2025/12/image-2.png?x90888" alt="" class="wp-image-244244" srcset="https://itimbre.com/wp-content/uploads/2025/12/image-2.png 943w, https://itimbre.com/wp-content/uploads/2025/12/image-2-480x231.png 480w" sizes="auto, (min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 943px, 100vw" /></figure>



<p>Para revisar la información completa sobre Complemento de Nómina Versión 1.2. Revisión E 2026 visita la documentación del SAT: <a href="https://www.sat.gob.mx/portal/public/tramites/complemento-de-nomina">https://www.sat.gob.mx/portal/public/tramites/complemento-de-nomina<br><br></a>Cualquier duda o aclaración contáctanos vía <a href="https://wa.me/5628328998?text=Hola%20vengo%20de%20la%20pagina%20web%20iTimbre">WhatsApp</a> o al correo electrónico: soporte@itimbre.com</p></div>
			</div>
			</div>			
				
				
				
				
			</div>		
				
				
			</div><p>El cargo <a href="https://itimbre.com/nomina-version-1-2-revision-e-2026/">Actualización Complemento de Nómina Versión 1.2. Revisión E 2026.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
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			</item>
		<item>
		<title>Complemento Carta Porte 3.0: Tu Guía Esencial</title>
		<link>https://itimbre.com/complemento-carta-porte-3-0-tu-guia-esencial/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 09 Apr 2024 00:13:19 +0000</pubDate>
				<category><![CDATA[Complemento Carta Porte 3.0]]></category>
		<guid isPermaLink="false">https://www.itimbre.com/?p=5606</guid>

					<description><![CDATA[<p>El cargo <a href="https://itimbre.com/complemento-carta-porte-3-0-tu-guia-esencial/">Complemento Carta Porte 3.0: Tu Guía Esencial</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[
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				<div class="et_pb_text_inner"><p>Desde el pasado 1 de abril, la implementación del complemento carta porte 3.0 se volvió obligatoria. Sin embargo, entendemos que aún existen muchas dudas entre nuestros clientes acerca de la información que este complemento debe contener. Por ello, en iTimbre, hemos preparado una guía rápida para ayudarte a completarlo de manera correcta y eficiente.<br /><a href="http://www.itimbre.com/wp-content/uploads/2024/04/Hombre-feliz-emitiendo-carta-porte-3.png?x90888"><img loading="lazy" decoding="async" src="http://www.itimbre.com/wp-content/uploads/2024/04/Hombre-feliz-emitiendo-carta-porte-3-1024x524.png?x90888" alt="usando complemento carta porte 3.0" width="640" height="328" /></a></p><h4><strong>¿Qué es el Complemento Carta Porte 3.0?</strong></h4><p>Para comprenderlo en su totalidad, es esencial entender que el Complemento Carta Porte es un anexo a la facturación. Esto significa que siempre debe contener la información de un CFDI versión 4.0, con todos los elementos tradicionales como emisor, receptor, concepto, impuestos, entre otros.</p><p>Ahora, veamos los elementos principales que conforman el Complemento Carta Porte 3.0:</p><ol><li><strong> Transporte Internacional:</strong> Este atributo debe ser llenado como &#8220;SI&#8221; o &#8220;NO&#8221;, dependiendo si la mercancía será transportada dentro o fuera del territorio nacional. En caso de transporte internacional, se agregan elementos adicionales como la fracción arancelaria.</li><li><strong> Idccp:</strong> Un identificador específico generado automáticamente por el sistema. Por ejemplo: CCCeafcc-de9d-46bd-a2fc-1b2e4727d1e5.</li><li><strong> Total de Distancia Recorrida:</strong> Debes incluir la distancia total entre el origen y el destino (o destinos), expresada en número, por ejemplo: &#8220;500&#8221;.</li><li><strong> Versión:</strong> La nueva versión del complemento es la 3.0 y se especifica automáticamente.</li></ol><h4><strong>Ubicaciones: Origen y Destino:</strong></h4><ul><li><strong>Origen:</strong></li></ul><ul><li>Fecha y hora de salida.</li><li>Nombre y RFC del remitente.</li><li>Domicilio completo con código postal, clave de colonia, localidad, municipio, estado y país.</li></ul><ul><li><strong>Destino:</strong></li></ul><ul><li>Distancia recorrida.</li><li>Fecha y hora de llegada.</li><li>Nombre y RFC del destinatario.</li><li>Domicilio completo con código postal, clave de colonia, localidad, municipio, estado y país.</li></ul><h4><strong>Mercancías:</strong></h4><ul><li><h5><strong>Principales:</strong></h5></li></ul><ul><li>Número total de mercancías.</li><li>Peso bruto total.</li><li>Unidad de medida de peso.</li></ul><ul><li><h5><strong>Elementos por Mercancía:</strong></h5></li></ul><ul><li>Clave de bienes de transporte.</li><li>Clave de unidad de medida.</li><li>Descripción.</li><li>Peso en KGM.</li><li>Valor de la mercancía.</li></ul><p><a href="http://www.itimbre.com/wp-content/uploads/2024/04/Trailero-feliz-carta-porte-3.png?x90888"><img loading="lazy" decoding="async" src="http://www.itimbre.com/wp-content/uploads/2024/04/Trailero-feliz-carta-porte-3-1024x683.png?x90888" alt="Carta porte 3.0" width="640" height="427" /></a></p><h4><strong>Identificación Vehicular:</strong></h4><p>Incluye información sobre la unidad de transporte y, si aplica, el remolque.</p><h4><strong>Figura:</strong></h4><p>Información sobre los diferentes operadores del transporte.</p><h4><strong>¿Necesitas Ayuda?</strong></h4><p>En iTimbre, comprendemos las dudas y preocupaciones que surgen al completar el Complemento Carta Porte 3.0. Por eso, ofrecemos asesoría y un sistema de carta porte sin instalación, fácil de usar y que cumple con los requerimientos del SAT.</p><p>Si deseas asesoramiento o una solución para el timbrado del complemento, ¡contáctanos! Un asesor especializado se pondrá en contacto contigo en menos de 24 horas. Además, suscríbete a nuestro newsletter para recibir información relevante sobre el complemento carta porte 3.0 de tipo traslado.</p><p>¡En iTimbre estamos aquí para ayudarte en cada paso del camino!</p><h6>Referencias de utilidad:</h6><ol><li><strong>Página Oficial del SAT:</strong> El Servicio de Administración Tributaria (SAT) ofrece información detallada sobre el complemento carta porte 3.0 en su sitio web oficial. Puedes acceder a él a través del siguiente enlace: <a href="http://omawww.sat.gob.mx/tramitesyservicios/Paginas/complemento_carta_porte.htm">SAT &#8211; Complemento Carta Porte 3.0.</a></li><li><strong>Documentación Oficial del SAT:</strong> El SAT proporciona documentos detallados, como guías de llenado y especificaciones técnicas, que explican cómo completar el complemento carta porte 3.0. Puedes encontrar esta documentación en la sección de <a href="http://omawww.sat.gob.mx/tramitesyservicios/Paginas/documentos/Instructivo_ComplementoCartaPorte_Autotransporte_3.0.pdf">&#8220;guia de llenado&#8221;</a> en la página oficial del SAT.</li><li><strong>Catálogo de Claves del SAT:</strong> Para obtener las claves necesarias para algunos campos del complemento carta porte 3.0, como la clave de bienes de transporte y la clave de unidad de medida, puedes consultar el Catálogo de Claves del SAT. Este catálogo se encuentra disponible en línea en el siguiente enlace: <a href="http://pys.sat.gob.mx/PyS/catPyS.aspx">Catálogo de Claves del SAT.</a></li></ol><p>Si quieres saber más de las diferencias entre carta porte 3.0, y la versión 2.0, consulta este <a href="https://www.itimbre.com/sat-lanza-la-nueva-version-3-0-del-complemento-carta-porte/">enlace.</a></p></div>
			</div>
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			</div>
<p>El cargo <a href="https://itimbre.com/complemento-carta-porte-3-0-tu-guia-esencial/">Complemento Carta Porte 3.0: Tu Guía Esencial</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
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		<item>
		<title>SAT lanza la nueva versión 3.0 del complemento Carta Porte.</title>
		<link>https://itimbre.com/sat-lanza-la-nueva-version-3-0-del-complemento-carta-porte/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 15 Mar 2024 20:56:26 +0000</pubDate>
				<category><![CDATA[Complemento Carta Porte 3.0]]></category>
		<category><![CDATA[facturación 4.0]]></category>
		<guid isPermaLink="false">https://www.itimbre.com/?p=5544</guid>

					<description><![CDATA[<p>El Servicio de Administración Tributaria (SAT), ha anunciado la actualización del CFDI con el complemento de Carta Porte a la versión 3.0 el 28 de septiembre de 2023, la cual entró en vigor el 25 de noviembre de 2023. Sin embargo, con el objetivo de que puedan adaptarse a la nueva versión, pueden seguir emitiendo [&#8230;]</p>
<p>El cargo <a href="https://itimbre.com/sat-lanza-la-nueva-version-3-0-del-complemento-carta-porte/">SAT lanza la nueva versión 3.0 del complemento Carta Porte.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="http://www.itimbre.com/wp-content/uploads/2024/03/unnamed.png?x90888"><img loading="lazy" decoding="async" src="http://www.itimbre.com/wp-content/uploads/2024/03/unnamed-1024x578.png?x90888" alt="" width="640" height="361"></a></p>
<p>El Servicio de Administración Tributaria (SAT), ha anunciado la actualización del CFDI con el complemento de Carta Porte a la versión 3.0 el 28 de septiembre de 2023, la cual entró en vigor el 25 de noviembre de 2023. Sin embargo, con el objetivo de que puedan adaptarse a la nueva versión, pueden seguir emitiendo sus facturas en la versión 2.0 hasta el 31 de marzo de 2024.</p>
<h3>&nbsp;¿Qué es la Carta Porte?</h3>
<p>Es un Comprobante Fiscal Digital por Internet (CFDI) para las operaciones de servicios de transporte de mercancías o bienes.&nbsp;</p>
<p>El objetivo de la Carta Porte es relacionar la pertenencia de los bienes o mercancías, ubicación de origen, puntos intermedios y destinos, así como lo referente al medio a través del cual se transportan con el fin de mejorar el control aduanal y fiscal, además de aumentar la seguridad en el transporte de mercancías y disminuir el contrabando.</p>
<h4>El complemento carta porte versión 3.0 presenta cambios entre los que destacan:</h4>
<ul>
<li style="font-weight: 400;" aria-level="1">IdCCP: Es un identificador único y propio del complemento, es una combinación de 36 caracteres, pero no te preocupes en iTimbre nos encargamos de generarlo por ti.</li>
<li style="font-weight: 400;" aria-level="1">RegimenAduanero: Se expresa el tipo de régimen que se encuentra asociado con el traslado de los bienes y/o mercancías de procedencia extranjera.</li>
<li style="font-weight: 400;" aria-level="1">Registro ISTMO: indica si el traslado de bienes y/o mercancías se lleva a cabo al interior de&nbsp;<strong>los polos de desarrollo para el Bienestar del istmo de Tehuantepec.<br /></strong></li>
<li><strong><strong>UbicacionPoloOrigen:&nbsp;</strong></strong>Para registrar la región en donde inicia el traslado de los bienes o mercancías. (solo cuando RegistroISTMO esté activo).</li>
<li><strong>UbicacionPoloDestino:&nbsp;</strong>Para registrar la región en donde termina el traslado de los bienes o mercancías. (solo cuando RegistroISTMO esté activo).<strong><br /></strong></li>
<li style="font-weight: 400;" aria-level="1">Logistica Inversa Recoleccion Devolución: Este campo permite especificar si se realizará la devolución o recolección de mercancía durante el transporte.</li>
<li style="font-weight: 400;" aria-level="1">Sector COFEPRIS: Se añaden 20 atributos para detallar mercancías relacionadas a medicamentos, sustancias tóxicas, etc</li>
<li style="font-weight: 400;" aria-level="1">Documentación Aduanera: Sustituye la sección Pedimento cuando el traslado de la mercancía está relacionado al comercio exterior. En esta nueva sección se debe de llenar:
<ul>
<li style="font-weight: 400;" aria-level="2">Tipo de documento y número de pedimento</li>
<li style="font-weight: 400;" aria-level="2">Identificación del documento aduanero</li>
<li style="font-weight: 400;" aria-level="2">RFC de importación</li>
</ul>
</li>
<li style="font-weight: 400;" aria-level="1">Autotransporte: Se integra el atributo peso bruto vehícular. Se ajustaron las descripciones en:
<ul>
<li style="font-weight: 400;" aria-level="2">PermSC</li>
<li style="font-weight: 400;" aria-level="2">NumPermSCT&nbsp;</li>
<li style="font-weight: 400;" aria-level="2">AseguraMedAmbiente</li>
<li style="font-weight: 400;" aria-level="2">PolizaMedAmbiente</li>
</ul>
</li>
</ul>
<p>Para mayor información, pueden consultar la siguiente página que contiene la documentación publicada por el SAT.</p>
<p><a href="http://omawww.sat.gob.mx/tramitesyservicios/Paginas/complemento_carta_porte.htm">http://omawww.sat.gob.mx/tramitesyservicios/Paginas/complemento_carta_porte.htm</a></p>
<p><b>En iTimbre puedes emitir la versión 3.0 en nuestra versión Beta, pide más información al correo soporte@itimbre.com</b></p>
<p>A continuación te mostramos como realizar el complemento Carta Porte 3.0 de traslado:</p>
<p>https://www.youtube.com/watch?v=OgT5Wnwpb9w</p>
<p>El cargo <a href="https://itimbre.com/sat-lanza-la-nueva-version-3-0-del-complemento-carta-porte/">SAT lanza la nueva versión 3.0 del complemento Carta Porte.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
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		<title>¿Cómo saber la clave de régimen fiscal al que pertenezco?</title>
		<link>https://itimbre.com/como-saber-la-clave-de-regimen-fiscal-al-que-pertenezco/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 25 May 2023 19:53:37 +0000</pubDate>
				<category><![CDATA[facturación 4.0]]></category>
		<category><![CDATA[facturacion electronica]]></category>
		<guid isPermaLink="false">https://www.itimbre.com/?p=5403</guid>

					<description><![CDATA[<p>Con los cambios al CFDI versión 4.0, los cuales impactaron directamente en los nombres o razones sociales, domicilio fiscal del emisor y receptor, así como con el régimen fiscal de emisor y receptor, han surgido algunas dudas. Específicamente en el apartado del régimen fiscal tanto de emisor como receptor, ha surgido la duda de la [&#8230;]</p>
<p>El cargo <a href="https://itimbre.com/como-saber-la-clave-de-regimen-fiscal-al-que-pertenezco/">¿Cómo saber la clave de régimen fiscal al que pertenezco?</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" width="640" height="346" src="http://www.itimbre.com/wp-content/uploads/2023/05/Como-saber-mi-regimen-fiscal.jpg?x90888" alt="" loading="lazy" srcset="https://www.itimbre.com/wp-content/uploads/2023/05/Como-saber-mi-regimen-fiscal.jpg 1000w, https://www.itimbre.com/wp-content/uploads/2023/05/Como-saber-mi-regimen-fiscal-300x162.jpg 300w, https://www.itimbre.com/wp-content/uploads/2023/05/Como-saber-mi-regimen-fiscal-300x162@2x.jpg 600w" sizes="auto, (max-width: 640px) 100vw, 640px" />														</p>
<p style="text-align: center;">Con los cambios al CFDI versión 4.0, los cuales impactaron directamente en los nombres o razones sociales, domicilio fiscal del emisor y receptor, así como con el régimen fiscal de emisor y receptor, han surgido algunas dudas.</p>
<p>Específicamente en el apartado del régimen fiscal tanto de emisor como receptor, ha surgido la duda de la clave, especialmente para aquellos clientes que realizan timbrado directo, y en cuya estructura de timbrado debe ir únicamente con la clave de régimen fiscal.</p>
<p>Infortunadamente, esta clave no viene en la constancia de situación fiscal de los contribuyentes, por lo que ha surgido la duda de la clave de régimen fiscal.</p>
<p><a href="http://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT.jpg?x90888"><img loading="lazy" decoding="async" src="http://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-1024x768.jpg?x90888" alt="" width="640" height="480" /></a></p>
<p>Por ello, en iTimbre te compartimos esta información importante para ti.</p>
<p>A continuación, te compartimos la tabla vigente de los regímenes fiscales, con su respectiva clave:</p>
<table style="width: 564.5pt; border-width: initial; border-style: none; border-bottom-color: initial; margin-left: 4.8pt; margin-right: 4.8pt;" border="1" width="753" cellspacing="0" cellpadding="0" align="left">
<tbody>
<tr style="mso-yfti-irow: -1; mso-yfti-firstrow: yes; mso-yfti-lastfirstrow: yes; height: 27.6pt;">
<td style="width: 88.95pt; border-top-width: 1pt; border-bottom: 1pt solid #5b9bd5; border-left: 1pt solid #5b9bd5; border-top-color: #5b9bd5; border-right-width: initial; border-right-style: none; background: #5b9bd5; padding: 0cm 5.4pt; height: 27.6pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; line-height: normal; text-align: center;" align="center"> </p>
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 5; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>c_RegimenFiscal</b></p>
</td>
<td style="width: 475.55pt; border-top-width: 1pt; border-right: 1pt solid #5b9bd5; border-bottom: 1pt solid #5b9bd5; border-top-color: #5b9bd5; border-left-width: initial; border-left-style: none; background: #5b9bd5; padding: 0cm 5.4pt; height: 27.6pt;" valign="top" width="634">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 1; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"> </p>
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 1; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>Descripción</b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 0; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>601</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">General de Ley Personas Morales</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>603</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Personas Morales con Fines no Lucrativos</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>605</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Sueldos y Salarios e Ingresos Asimilados a Salarios</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>606</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Arrendamiento</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>607</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Régimen de Enajenación o Adquisición de Bienes</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>608</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Demás ingresos</p>
</td>
</tr>
<tr style="mso-yfti-irow: 6; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>610</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Residentes en el Extranjero sin Establecimiento Permanente en México</p>
</td>
</tr>
<tr style="mso-yfti-irow: 7; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>611</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Ingresos por Dividendos (socios y accionistas)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>612</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Personas Físicas con Actividades Empresariales y Profesionales</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>614</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Ingresos por intereses</p>
</td>
</tr>
<tr style="mso-yfti-irow: 10; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>615</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Régimen de los ingresos por obtención de premios</p>
</td>
</tr>
<tr style="mso-yfti-irow: 11; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>616</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Sin obligaciones fiscales</p>
</td>
</tr>
<tr style="mso-yfti-irow: 12; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>620</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Sociedades Cooperativas de Producción que optan por diferir sus ingresos</p>
</td>
</tr>
<tr style="mso-yfti-irow: 13; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>621</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Incorporación Fiscal</p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>622</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Actividades Agrícolas, Ganaderas, Silvícolas y Pesqueras</p>
</td>
</tr>
<tr style="mso-yfti-irow: 15; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>623</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Opcional para Grupos de Sociedades</p>
</td>
</tr>
<tr style="mso-yfti-irow: 16; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>624</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Coordinados</p>
</td>
</tr>
<tr style="mso-yfti-irow: 17; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 4; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>625</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Régimen de las Actividades Empresariales con ingresos a través de Plataformas Tecnológicas</p>
</td>
</tr>
<tr style="mso-yfti-irow: 18; mso-yfti-lastrow: yes; height: 14.05pt;">
<td style="width: 88.95pt; border-right: 1pt solid #9cc2e5; border-bottom: 1pt solid #9cc2e5; border-left: 1pt solid #9cc2e5; border-top: none; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" width="119">
<p style="margin-bottom: 0cm; text-align: center; line-height: normal; mso-yfti-cnfc: 68; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;" align="center"><b>626</b></p>
</td>
<td style="width: 475.55pt; border-top: none; border-left-width: initial; border-left-style: none; border-bottom: 1pt solid #9cc2e5; border-right: 1pt solid #9cc2e5; background: #deeaf6; padding: 0cm 5.4pt; height: 14.05pt;" valign="top" nowrap="nowrap" width="634">
<p style="margin-bottom: 0cm; line-height: normal; mso-yfti-cnfc: 64; mso-element: frame; mso-element-frame-hspace: 7.05pt; mso-element-wrap: around; mso-element-anchor-vertical: page; mso-element-anchor-horizontal: margin; mso-element-left: center; mso-element-top: 118.55pt; mso-height-rule: exactly;">Régimen Simplificado de Confianza</p>
</td>
</tr>
</tbody>
</table>
<p><strong>Importante:</strong> Estas claves se actualizan cada cierto tiempo y de acuerdo a los requerimientos del SAT; última actualización: 25 de mayo del 2023.</p>
<p>¿ya sabes como validar el RFC de los contribuyentes con nombre o razón social, y domicilio fiscal? <a href="https://www.itimbre.com/como-validar-rfc-nombre-o-razon-social-y-domicilio-fiscal/">Conoce aquí como hacerlo.</a></p>
<p>El cargo <a href="https://itimbre.com/como-saber-la-clave-de-regimen-fiscal-al-que-pertenezco/">¿Cómo saber la clave de régimen fiscal al que pertenezco?</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Comunicado: Prorroga para la emisión del CFDI 4.0.</title>
		<link>https://itimbre.com/comunicado-prorroga-para-la-emision-del-cfdi-4-0/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 29 Nov 2022 18:23:56 +0000</pubDate>
				<category><![CDATA[facturación 4.0]]></category>
		<category><![CDATA[facturacion electronica]]></category>
		<category><![CDATA[prorroga CFDI 4.0]]></category>
		<guid isPermaLink="false">https://www.itimbre.com/?p=5195</guid>

					<description><![CDATA[<p>Estimado cliente: Por medio del presente comunicado le enviamos un cordial saludo, y le hacemos llegar la siguiente información del Servicio de Administración Tributaria (SAT): “…Con la finalidad de que las personas contribuyentes, físicas y morales, puedan contar con los datos relativos al nombre, razón o denominación social, el código postal del domicilio fiscal y [&#8230;]</p>
<p>El cargo <a href="https://itimbre.com/comunicado-prorroga-para-la-emision-del-cfdi-4-0/">Comunicado: Prorroga para la emisión del CFDI 4.0.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></description>
										<content:encoded><![CDATA[<img decoding="async" width="640" height="427" src="http://www.itimbre.com/wp-content/uploads/2022/11/act-1024x683.jpg?x90888" alt="" loading="lazy" srcset="https://www.itimbre.com/wp-content/uploads/2022/11/act-1024x683.jpg 1024w, https://www.itimbre.com/wp-content/uploads/2022/11/act-300x200.jpg 300w, https://www.itimbre.com/wp-content/uploads/2022/11/act-1536x1024.jpg 1536w, https://www.itimbre.com/wp-content/uploads/2022/11/act-2048x1365.jpg 2048w, https://www.itimbre.com/wp-content/uploads/2022/11/act-750x500.jpg 750w, https://www.itimbre.com/wp-content/uploads/2022/11/act-300x200@2x.jpg 600w" sizes="auto, (max-width: 640px) 100vw, 640px" />														
		
<p>Estimado cliente:</p>


<p>Por medio del presente comunicado le enviamos un cordial saludo, y le hacemos llegar la siguiente información del Servicio de Administración Tributaria (SAT):</p>


<p>“…Con la finalidad de que las personas contribuyentes, físicas y morales, puedan contar con los datos relativos al nombre, razón o denominación social, el código postal del domicilio fiscal y el uso del comprobante que exigen las disposiciones fiscales para la <strong>emisión de los CFDI en su versión 4.0,</strong> se extiende la facilidad para emitirlos en su versión 3.3 <strong>hasta el 31 de marzo de 2023.</strong></p>


<p>Por otro lado, <strong>el Servicio de Administración Tributaria ha</strong> realizado varias mesas de trabajo con las distintas cámaras y asociaciones relacionadas con la industria del transporte con la finalidad de analizar sus necesidades específicas. Derivado de este diálogo y atendiendo las peticiones de dicho sector, el SAT anuncia que en aras de facilitar la emisión del <strong>CFDI al que se le incorpora el complemento Carta Porte</strong>, se prorrogará hasta el <strong>31 de julio de 2023</strong> la aplicación de las sanciones derivadas de los requisitos en el llenado del referido complemento. Esta extensión se brindará, igualmente, a la exigibilidad a partir del <strong>1 de agosto de 2023</strong> de la transmisión del folio fiscal del <strong>CFDI al que se le incorpora dicho complemento en materia de Comercio Exterior…”</strong></p>


<p><strong>En resumen:</strong></p>


<p><strong>Le informamos que hay nueva prorroga para el CFDI 4.0, la cual se extiende al día 31 de Marzo del 2023; a su vez, se concede un periodo de prorroga para los CFDI con complemento carta porte, así como el complemento de comercio exterior, hasta al día 31 de Julio del 2023.</strong></p>


<p><strong>Cualquier duda o comentario, se puede poner en contacto por las siguientes vias:</strong></p>


<p><strong>Teléfono/WhatsApp: </strong>(562) 832- 8998</p>


<p><strong>Correo Electrónico:</strong> <a href="mailto:info@itimbre.com">info@itimbre.com</a>, o <a href="mailto:soporte@itimbre.com">soporte@itimbre.com</a></p>


<p>Estamos para servirle.</p>


<p>El equipo de iTimbre.</p>


<p><a href="https://www.gob.mx/sat/prensa/el-sat-informa-sobre-la-prorroga-para-la-emision-del-cfdi-en-su-version-4-0-y-de-la-aplicacion-de-sanciones-y-exigibilidad-del-folio-fiscal-del-cfdi-en-materia-de-carta-porte">Leer el comunicado del SAT.</a></p>
<p>El cargo <a href="https://itimbre.com/comunicado-prorroga-para-la-emision-del-cfdi-4-0/">Comunicado: Prorroga para la emisión del CFDI 4.0.</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>¿Cómo validar RFC, Nombre o Razón social, y Domicilio fiscal?</title>
		<link>https://itimbre.com/como-validar-rfc-nombre-o-razon-social-y-domicilio-fiscal/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 03 Oct 2022 17:00:45 +0000</pubDate>
				<category><![CDATA[Como validar RFC, Nombre y código postal]]></category>
		<category><![CDATA[facturación 4.0]]></category>
		<category><![CDATA[facturacion electronica]]></category>
		<category><![CDATA[Proveedor Autorizado de Certificación]]></category>
		<guid isPermaLink="false">https://www.itimbre.com/?p=4798</guid>

					<description><![CDATA[<p>Como sabrás, el CFDI 4.0 ya está en vigor, y con él, existen ciertos cambios en el proceso de la emisión del CFDI; además, el día 1 de enero del 2023, el Servicio de Administración Tributaria tiene previsto terminar con la validez del CFDI versión 3.3, por lo que es importante familiarizarse con los cambios [&#8230;]</p>
<p>El cargo <a href="https://itimbre.com/como-validar-rfc-nombre-o-razon-social-y-domicilio-fiscal/">¿Cómo validar RFC, Nombre o Razón social, y Domicilio fiscal?</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
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										<content:encoded><![CDATA[<img decoding="async" width="640" height="480" src="http://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-1024x768.jpg?x90888" alt="" loading="lazy" srcset="https://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-1024x768.jpg 1024w, https://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-300x225.jpg 300w, https://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-1536x1152.jpg 1536w, https://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-285x214.jpg 285w, https://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT.jpg 2000w, https://www.itimbre.com/wp-content/uploads/2023/05/Clave-no-viene-en-CIF-SAT-300x225@2x.jpg 600w" sizes="auto, (max-width: 640px) 100vw, 640px" />														
		
<figure><a href="http://www.itimbre.com/wp-content/uploads/2022/10/validar-RFC-scaled.jpg?x90888"><img decoding="async" src="https://www.itimbre.com/wp-content/uploads/2022/10/validar-RFC-1024x731.jpg?x90888" alt="" width="650"/></a></figure>


<p>Como sabrás, el CFDI 4.0 ya está en vigor, y con él, existen ciertos cambios en el proceso de la emisión del CFDI; además, el día 1 de enero del 2023, el Servicio de Administración Tributaria tiene previsto terminar con la validez del CFDI versión 3.3, por lo que es importante familiarizarse con los cambios entre ambas versiones.</p>


<p>Entre los cambios más notorios para la nueva versión 4.0, se encuentran los siguientes:</p>


<ul class="wp-block-list">
<li>La nueva versión será la 4.0.</li>


<li>Se deberá Incluir de manera obligatoria el&nbsp;<strong>nombre</strong>&nbsp;y&nbsp;<strong>código postal&nbsp;</strong>del domicilio fiscal del&nbsp;<strong>emisor</strong>&nbsp;y del&nbsp;<strong>receptor</strong>.</li>


<li>Se incluirán campos para identificar las operaciones donde exista una exportación de mercancías.</li>


<li>Se deberá Identificar si las operaciones que ampara el comprobante son objeto de impuestos indirectos.</li>


<li>Además, se agregan nuevos apartados para reportar información respecto de las operaciones con el público en general; así como, aquellas que se realicen a cuenta de terceras personas.</li>
</ul>


<h4 class="wp-block-heading"><strong>Información del nombre o razón social, así como la validación del código postal del receptor, se convierte en la mayor problemática de este cambio.</strong></h4>


<p>Conforme han pasado los meses, hemos detectado que la mayor problemática de los clientes, es detectar que el nombre o Razón social, así como el código postal, estén correctos; el Servicio de Administración Tributaria implementó una herramienta para resolver dicha problemática.</p>


<p>Esta herramienta, permite ingresar el Registro Federal de Contribuyentes, el nombre o Razón Social, así como el código postal, con el fin de determinar si este es válido o no. Si aún no la conoces, te la compartimos, así como los pasos a seguir para validar el RFC.</p>


<h4 class="wp-block-heading"><strong>Herramienta de validación de RFC, Nombre o Razón Social, y código postal.</strong></h4>


<p>Proceso de validación:</p>


<p>1: Ingresa a la siguiente <a href="https://www.sat.gob.mx/aplicacion/operacion/79615/valida-en-linea-rfc%C2%B4s-uno-a-uno-o-de-manera-masiva-hasta-5-mil-registros">liga</a>.</p>


<p>2: en el recuadró ingresa tu RFC:</p>


<figure><a href="https://www.itimbre.com/wp-content/uploads/2023/01/Screen-Shot-09-30-22-at-03.29-PM.png?x90888"><img decoding="async" src="https://www.itimbre.com/wp-content/uploads/2023/01/Screen-Shot-09-30-22-at-03.29-PM-1024x450.png?x90888" alt=""/></a></figure>


<p>3: selecciona la opción: “Validar RFC, nombre, denominación o razón social y CP”. Te abrirá las opciones para ingresar Nombre o Razón social, y Código Postal.</p>


<figure><a href="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.30-PM.png?x90888"><img decoding="async" src="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.30-PM-1024x450.png?x90888" alt=""/></a></figure>


<p>4: llena los campos solicitados. Y presiona el botón “Consultar RFC”.</p>


<figure><a href="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.33-PM.png?x90888"><img decoding="async" src="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.33-PM-1024x450.png?x90888" alt=""/></a></figure>


<p>Si todos los campos son correctos, te saldrá el siguiente mensaje:</p>


<figure><a href="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.33-PM-001.png?x90888"><img decoding="async" src="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.33-PM-001-1024x450.png?x90888" alt=""/></a></figure>


<p>Si algún dato es incorrecto, te indicará que campo es incorrecto:</p>


<figure><a href="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.34-PM.png?x90888"><img decoding="async" src="http://www.itimbre.com/wp-content/uploads/2022/10/Screen-Shot-09-30-22-at-03.34-PM-1024x450.png?x90888" alt=""/></a></figure>


<p>También podrás Validar de forma masiva hasta 5000 RFC, creando un archivo TXT y subiéndolo a la misma plataforma.</p>


<p>Si tienes alguna duda, escríbenos al formulario, y nos pondremos en contacto contigo.</p>


<p>El equipo de iTimbre.</p>
<p>El cargo <a href="https://itimbre.com/como-validar-rfc-nombre-o-razon-social-y-domicilio-fiscal/">¿Cómo validar RFC, Nombre o Razón social, y Domicilio fiscal?</a> apareció primero en <a href="https://itimbre.com">iTimbre</a>.</p>
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