{
    "id": 1,
    "nombre_evaluacion": "Hernias inguinocrurales",
    "nombre_materia": "Cirugía",
    "explicacion_video_final": "1JvxjVYdcUMrPrMWE1V4s-CZBdQs2hmN4",
    "explicacion_final_html": "Libro base: Principios de Cirugía de Schwartz<br>Capítulo 37 - Hernias Inginales<br>Pagina 1495<br>Enfocar en tratamiento: pagina 1504<br>Apuesta CONARUNNING: Complicaciones: pagina 1514<br>Ver cuadro 37-6 “Complicaciones de las reparaciones de hernia inguinal”",
    "pages": [
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question1",
                    "title": "14-2007. En la anatomía de la región inguinal, el triángulo anatómico de Hessellbach está compuesto por: ",
                    "choices": [
                        "Hacia fuera por el oblicuo menor y transverso, hacia adentro por la vaina del recto y hacia abajo  por la arcada inguinal",
                        "Hacia fuera por los vasos epigástricos, hacia adentro por el borde externo del recto y la hoz del  transverso y hacia abajo por el ligamento inguinal ",
                        "Hacia arriba por el oblicuo menor y transverso, hacia adentro por la vaina del recto y hacia abajo  por la cresta pectínea",
                        "Hacia fuera por el ligamento de Hessellbach, hacia arriba por el oblicuo menor y el transverso  y hacia adentro por el ligamento de Henle ",
                        "Hacia arriba por el músculo transverso, hacia adentro por el ligamento de Henle y hacia abajo  por la eminencia pectínea"
                    ],
                    "correctAnswer": "Hacia fuera por los vasos epigástricos, hacia adentro por el borde externo del recto y la hoz del  transverso y hacia abajo por el ligamento inguinal ",
                    "isRequired": true,
                    "explicacion_html": "&lt;p&gt;        &lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner! Vengo a contarte que cuando estudiamos hernias (enrealidad cuando estudiamos cirug&iacute;a) NO NOS SALVAMOS DE ANATOM&Iacute;A. A veces sepregunta en el examen, pero m&aacute;s all&aacute; de eso, entender la anatom&iacute;a nos ayuda aubicarnos y entender mejor el origen y tambi&eacute;n la reparaci&oacute;n quir&uacute;rgica de lashernias (cosa que s&iacute; se pregunta MUCH&Iacute;SIMO). Te dejo un resumen de lo que debesdominar de anatom&iacute;a inguinal: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*Capas de la pared en la regi&oacute;n inguinal (de profundo a superficial):&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Fascia transversalis&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-M&uacute;sculo transverso del abdomen &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-M&uacute;sculo oblicuo interno&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-M&uacute;sculo oblicuo externo &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Piel y tejido subcutaneo&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*El conducto inguinal es un conducto ubicado de lateral a medial, deprofundo a superficial, de arriba hacia abajo. Comienza en un anillo inguinalinterno (defecto en la fascia transversalis) y termina en un anillo inguinalexterno (defecto en la aponeurosis del oblicuo externo). Sus l&iacute;mites son: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Posterior: fascia transversalis y m&uacute;sculo transverso&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Superior: m&uacute;sculo oblicuo interno&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Inferior: ligamento inguinal&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Anterior: aponeurosis del m&uacute;sculo oblicuo externo&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;* El ORIFICIO MIOPECT&Iacute;NEO DE FRUCHAUD: es una zona de debilidad pordonde emergen las hernias (nuestro libro no describe sus l&iacute;mites, s&oacute;lo lomenciona y muestra una imagen, entonces creo que es poco probable que sepregunte), es importante mencionar que la v&iacute;a laparosc&oacute;pica da una visi&oacute;ncompleta de esta regi&oacute;n. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;* LIMITES DEL TRIANGULO DE HESSELBACH (por ac&aacute; emergen las herniasdirectas)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Medial: RECTO DEL ABD&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Superolateral: vasos EI&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Inferior: ligamento inguinal&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*TRI&Aacute;NGULO DEL PELIGRO&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Medial: conducto deferente&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lateral: vasos del cord&oacute;n esperm&aacute;tico&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Contenido: vasos il&iacute;acos externos, vena iliaca circunfleja profunda,nervio femoral, rama genital del nerviogenitofemoral&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*TRI&Aacute;NGULO DEL DOLOR&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;INFERIOR LATERAL: HAZ ILIOPUBICO&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;SUPERIOR MEDIAL: VASOS GONADALES&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Contenido: nerviocutaneo femoral lateral, rama femoral del nerviogenitofemoral, nervios femorales&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*C&Iacute;RCULO DE LA MUERTE, es una continuaci&oacute;n vascular formada por:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Vasos iliacos comunes,&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Iliaca interna &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Obturatriz&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Epig&aacute;strica inferior &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Iliacos externos&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*Anillo femoral (o crural): &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Anteriormente: ligamento inguinal&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Medialmente en el &aacute;ngulo interno: ligamento lacunar (de Gimbernat)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lateralmente en el &aacute;ngulo externo: vasos femorales (vena y m&aacute;slateralmente arteria)&lt;/span&gt;&lt;/p&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;Posteriormente: ligamento pect&iacute;neo y m&uacute;sculopect&iacute;neo&lt;/span&gt;&lt;p&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        },
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question2",
                    "title": "20-2012. En el anillo crural, los vasos femorales, vena y arteria, se encuentran ubicados:",
                    "choices": [
                        "En el ángulo interno ",
                        "Atraviesan al septum crural",
                        "Junto al ligamento de Gimbernat ",
                        "En el ángulo externo"
                    ],
                    "correctAnswer": "En el ángulo externo",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner! Vengo a contarte que cuando estudiamos hernias (enrealidad cuando estudiamos cirug&iacute;a) NO NOS SALVAMOS DE ANATOM&Iacute;A. A veces sepregunta en el examen, pero m&aacute;s all&aacute; de eso, entender la anatom&iacute;a nos ayuda aubicarnos y entender mejor el origen y tambi&eacute;n la reparaci&oacute;n quir&uacute;rgica de lashernias (cosa que s&iacute; se pregunta MUCH&Iacute;SIMO). Te dejo un resumen de lo que debesdominar de anatom&iacute;a inguinal: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*Capas de la pared en la regi&oacute;n inguinal (de profundo a superficial):&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Fascia transversalis&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-M&uacute;sculo transverso del abdomen &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-M&uacute;sculo oblicuo interno&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-M&uacute;sculo oblicuo externo &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Piel y tejido subcutaneo&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*El conducto inguinal es un conducto ubicado de lateral a medial, deprofundo a superficial, de arriba hacia abajo. Comienza en un anillo inguinalinterno (defecto en la fascia transversalis) y termina en un anillo inguinalexterno (defecto en la aponeurosis del oblicuo externo). Sus l&iacute;mites son: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Posterior: fascia transversalis y m&uacute;sculo transverso&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Superior: m&uacute;sculo oblicuo interno&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Inferior: ligamento inguinal&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Anterior: aponeurosis del m&uacute;sculo oblicuo externo&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;* El ORIFICIO MIOPECT&Iacute;NEO DE FRUCHAUD: es una zona de debilidad pordonde emergen las hernias (nuestro libro no describe sus l&iacute;mites, s&oacute;lo lomenciona y muestra una imagen, entonces creo que es poco probable que sepregunte), es importante mencionar que la v&iacute;a laparosc&oacute;pica da una visi&oacute;ncompleta de esta regi&oacute;n. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;* LIMITES DEL TRIANGULO DE HESSELBACH (por ac&aacute; emergen las herniasdirectas)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Medial: RECTO DEL ABD&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Superolateral: vasos EI&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Inferior: ligamento inguinal&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*TRI&Aacute;NGULO DEL PELIGRO&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Medial: conducto deferente&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lateral: vasos del cord&oacute;n esperm&aacute;tico&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Contenido: vasos il&iacute;acos externos, vena iliaca circunfleja profunda,nervio femoral, rama genital del nerviogenitofemoral&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*TRI&Aacute;NGULO DEL DOLOR&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;INFERIOR LATERAL: HAZ ILIOPUBICO&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;SUPERIOR MEDIAL: VASOS GONADALES&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Contenido: nerviocutaneo femoral lateral, rama femoral del nerviogenitofemoral, nervios femorales&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*C&Iacute;RCULO DE LA MUERTE, es una continuaci&oacute;n vascular formada por:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Vasos iliacos comunes,&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Iliaca interna &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Obturatriz&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Epig&aacute;strica inferior &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Iliacos externos&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;*Anillo femoral (o crural): &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Anteriormente: ligamento inguinal&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Medialmente en el &aacute;ngulo interno: ligamento lacunar (de Gimbernat)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lateralmente en el &aacute;ngulo externo: vasos femorales (vena y m&aacute;slateralmente arteria)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Posteriormente: ligamento pect&iacute;neo y m&uacute;sculo pect&iacute;neo&lt;span style=&quot;color:red&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        },
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question3",
                    "title": "04-2006. En la hernia inguinal indirecta congénita el factor determinante más importante es: ",
                    "choices": [
                        "La persistencia del conducto peritoneo vaginal permeable y aumento de tamaño del orificio inguinal profundo.",
                        "La debilidad del músculo recto anterior del abdomen.",
                        "Los esfuerzos físicos permanentes.",
                        "La obesidad.",
                        "Los partos numerosos."
                    ],
                    "correctAnswer": "La persistencia del conducto peritoneo vaginal permeable y aumento de tamaño del orificio inguinal profundo.",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Holarunner! Si bien la clasificaci&oacute;n de las hernias inguinales en directa eindirecta no se pregunta mucho (y tampoco tiene mucha importancia en lapr&aacute;ctica ya que es un dato que no tiene relevancia para elegir la conducta), esun cl&aacute;sico y no est&aacute; dem&aacute;s repasar. Directo y al grano: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;center&quot; bis_skin_checked=&quot;1&quot;&gt;&lt;table class=&quot;MsoNormalTable&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot; width=&quot;757&quot; style=&quot;border-collapse:collapse;mso-table-layout-alt:fixed;border:none; mso-border-alt:solid black 1.0pt;mso-yfti-tbllook:1536;mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-border-insideh:1.0pt solid black;mso-border-insidev:1.0pt solid black&quot;&gt; &lt;tbody&gt;&lt;tr style=&quot;mso-yfti-irow:0;mso-yfti-firstrow:yes&quot;&gt;  &lt;td width=&quot;378&quot; valign=&quot;top&quot; style=&quot;width:283.75pt;border:solid black 1.0pt;  padding:5.0pt 5.0pt 5.0pt 5.0pt&quot;&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:  &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;HERNIAS INDIRECTAS&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Protruyen  a trav&eacute;s del anillo inguinal interno&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-CAUSA:  DEFECTO CONG&Eacute;NITO, intra&uacute;tero, falta de cierre del conducto peritoneo-vaginal  (36-40sem)&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Emergen  LATERAL a los vasos epig&aacute;stricos inferiores &lt;br&gt;  (por fuera del tri&aacute;ngulo de Hesselbach)&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-A  la exploraci&oacute;n digital el saco herniario se siente en &lt;br&gt;  LA PUNTA DEL DEDO&lt;/span&gt;&lt;/p&gt;  &lt;/td&gt;  &lt;td width=&quot;378&quot; valign=&quot;top&quot; style=&quot;width:283.75pt;border:solid black 1.0pt;  border-left:none;mso-border-left-alt:solid black 1.0pt;padding:5.0pt 5.0pt 5.0pt 5.0pt&quot;&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:  &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;HERNIAS DIRECTAS&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Protruyen  a trav&eacute;s de la zona d&eacute;bil de la pared posterior&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-CAUSA:  ADQUIRIDA&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Emergen  MEDIAL a los vasos epig&aacute;stricos inferiores &lt;br&gt;  (por el tri&aacute;ngulo de Hesselbach)&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-A  la exploraci&oacute;n digital el saco herniario se siente en &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;EL  DORSO DEL DEDO (pulpejo)&lt;/span&gt;&lt;/p&gt;  &lt;/td&gt; &lt;/tr&gt; &lt;tr style=&quot;mso-yfti-irow:1;mso-yfti-lastrow:yes;height:21.0pt&quot;&gt;  &lt;td width=&quot;757&quot; colspan=&quot;2&quot; valign=&quot;top&quot; style=&quot;width:567.5pt;border:solid black 1.0pt;  border-top:none;mso-border-top-alt:solid black 1.0pt;padding:5.0pt 5.0pt 5.0pt 5.0pt;  height:21.0pt&quot;&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:  &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;HERNIAS FEMORALES&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;-M&Aacute;S COM&Uacute;N EN MUJERES. &lt;br&gt;  Obs: es m&aacute;s com&uacute;n EN mujeres, pero no es LA M&Aacute;S com&uacute;n EN LAS mujeres &lt;br&gt;  (la m&aacute;s com&uacute;n en las mujeres es la inguinal indirecta)&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;-M&Aacute;S COM&Uacute;N A LA DERECHA&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;-MAYOR RIESGO DE&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp;  &lt;/span&gt;INCARCERACI&Oacute;N &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot; style=&quot;text-align:center;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:  Calibri&quot;&gt;(*ENTRE TODAS LAS HERNIAS)&lt;/span&gt;&lt;/p&gt;  &lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;OBS:las hernias INDIRECTAS son las m&aacute;s frecuentes en todos los grupos de pacientes(hombres, mujeres y ni&ntilde;os)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-HERNIASINDIRECTAS Y NI&Ntilde;OS: son cl&aacute;sicas de la infancia, atenci&oacute;n en que tambi&eacute;n sonlas m&aacute;s frecuentes en los adultos, pero cuando se encuentra una hernia inguinalen un ni&ntilde;o es casi seguro que es una hernia indirecta porque el defecto escong&eacute;nito. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-HERNIASINDIRECTAS Y MUJERES: son las m&aacute;s frecuentes en las mujeres. Ya s&eacute; que est&aacute;spensando en las hernias femorales. ATENCI&Oacute;N! Las hernias femorales son m&aacute;sfrecuentes en mujeres, pero las hernias m&aacute;s frecuentes en las mujeres son lashernias INDIRECTAS (as&iacute; como en los hombres, en los ni&ntilde;os y en losextraterrestres)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Lashernias indirectas tambi&eacute;n tienen mayor riesgo de incarcerar en comparaci&oacute;n alas hernias directas&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;u&gt;LAS 5 &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;IS&lt;/b&gt;DE LAS HERNIAS INDIRECTAS:&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-top:0cm&quot; start=&quot;1&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-list:l0 level1 lfo1&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:     &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;IN&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:     Calibri&quot;&gt;TRAUTERO (falla en el cierre del conducto peritoneo-vaginal)&lt;/span&gt;&lt;/li&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-list:l0 level1 lfo1&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:     Calibri&quot;&gt;Anillo inguinal &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;IN&lt;/b&gt;TERNO     (pero ojo que pasan lateral a los vasos EI)&lt;/span&gt;&lt;/li&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-list:l0 level1 lfo1&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:     &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;IN&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:     Calibri&quot;&gt;DISCUTIBLEMENTE + FCTE (hasta en extraterrestres)&lt;/span&gt;&lt;/li&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-list:l0 level1 lfo1&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:     &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;IN&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:     Calibri&quot;&gt;FANCIA (hernias inguinales en ni&ntilde;os son indirectas, cl&aacute;sico)&lt;/span&gt;&lt;/li&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-list:l0 level1 lfo1&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:     &amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;IN&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:     Calibri&quot;&gt;CARCERACI&Oacute;N (entre las inguinales es la que m&aacute;s incarcera)&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;",
                    "explicacion_video": ""
                }
            ]
        },
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question4",
                    "title": "10-2022. Las denominadas hernias inguinales “en pantalón” habitualmente son clasificadas según Nyhus en:",
                    "choices": [
                        "Tipo II",
                        "Tipo IIIa",
                        "Tipo IIIb",
                        "Tipo IIIc"
                    ],
                    "correctAnswer": "Tipo IIIb",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola Runner! Vengo a contarte que ac&aacute; no hay mucho secreto, hay quedominar la clasificaci&oacute;n de Nyhus que puede ser un punto regalado. Losconarunners no perdemos este tipo de temas. A DOMINAR. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;mso-no-proof:yes&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;es-419&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img style=&quot;width: 481px;&quot; 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&quot; data-filename=&quot;Imagen 1.png&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Tip: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;INDIRECTAS: 1, 2, 3B&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;line-height:normal;mso-pagination:none;border:none;mso-padding-alt:31.0pt 31.0pt 31.0pt 31.0pt;mso-border-shadow:yes&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;FEMORALES (&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;C&lt;/b&gt;rural): 3&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;C&lt;/b&gt;, 4&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;C&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        },
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question5",
                    "title": "09-2022. ¿Cuál de las siguientes condiciones clínicas contraindica la colocación de una malla protésica en la reparación de una hernia?:",
                    "choices": [
                        "En los casos de hernia incarcerada",
                        "Cuando ocurre contaminación del sitio quirúrgico o estrangulamiento",
                        "En los casos de hernias por deslizamiento",
                        "Cuando no se administró antibióticos profilácticos",
                        "En pacientes con comorbilidades"
                    ],
                    "correctAnswer": "Cuando ocurre contaminación del sitio quirúrgico o estrangulamiento",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner! &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Recuerda que la reparaci&oacute;n de las hernias inguinales y femorales puedehacerse tanto por v&iacute;a abierta (acceso anterior), como por v&iacute;a laparosc&oacute;pica(acceso posterior). Cuando se utiliza la v&iacute;a abierta, la reparaci&oacute;n puedehacerse con tejidos propios del paciente o con mallas prot&eacute;sicas. Las t&eacute;cnicascon pr&oacute;tesis tienen mejores resultados, menos recurrencias, menos estanciahospitalaria, porque presentan menor tensi&oacute;n. Las t&eacute;cnicas con tejidospresentan mayor tensi&oacute;n y solo est&aacute;n indicadas cuando las t&eacute;cnicas con pr&oacute;tesisest&aacute;n contraindicadas: CONTAMINACI&Oacute;N O ESTRANGULAMIENTO. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con tejidos: Basini, Shouldice, McVay &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con pr&oacute;tesis: Linchestein, Tap&oacute;n y parche, Sistema Prolene,reparaci&oacute;n de Stoppa&lt;/span&gt;&lt;span lang=&quot;es-419&quot;&gt;&lt;/span&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question6",
                    "title": "21-2019. La reparación de Bassini para las hernias inguinales consiste en:",
                    "choices": [
                        "Utilización de malla protésica para reforzar el piso inguinal",
                        "Afrontamiento del músculo oblicuo interno, transverso del abdomen y fascia transversalis al borde prominente del ligamento inguinal y el periostio del pubis",
                        "Afrontamiento del colgajo superior de la fascia transversalis al ligamento de Cooper, previa incisión de descarga en la vaina del recto anterior",
                        "Plicatura de las fascia transversalis y afrontamiento a la cintilla iliopubiana de Thompson"
                    ],
                    "correctAnswer": "Afrontamiento del músculo oblicuo interno, transverso del abdomen y fascia transversalis al borde prominente del ligamento inguinal y el periostio del pubis",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner, ten&eacute; en cuenta que las t&eacute;cnicas para reparaci&oacute;n dehernias inguinales y femorales son bastante preguntadas en la CONAREM. Lesdejamos un repaso de las mismas: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con tejidos:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; presentan mayor tensi&oacute;n y solo est&aacute;n indicadas cuando las t&eacute;cnicascon pr&oacute;tesis est&aacute;n contraindicadas &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;(contaminaci&oacute;n o estrangulamiento)&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Basini:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del m&uacute;sculo oblicuo interno, transverso del abdomen (tend&oacute;nconjunto) y fascia transversalis al borde prominente del ligamento inguinal yel periostio del pubis&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Shouldice:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Plicatura de las fascia transversalis y afrontamiento a la cintilla iliopubianade Thompson. Principal elemento de reparaci&oacute;n: Fascia transversalis. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y m&aacute;s eficaz entre lascorrecciones con tejido&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;McVay:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del colgajo superior de la fascia transversalis al ligamento deCooper, previa incisi&oacute;n de descarga en la vaina del recto anterior. Indicada en&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;hernias femorales &lt;/i&gt;y cuando est&eacute;contraindicado el uso de material prot&eacute;sico.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con pr&oacute;tesis:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;mejoresresultados, menos recurrencias, menos estancia hospitalaria&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Linchestein&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;:refuerza el piso inguinal (la pared posterior) con una malla prot&eacute;sica depolipropileno, disminuyendo la tensi&oacute;n de la reparaci&oacute;n. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y mejor entre las prot&eacute;sicas&lt;/i&gt;. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Tap&oacute;n y parche:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;variaci&oacute;n de Linchestein, antes de la colocaci&oacute;n del parche de malla prot&eacute;sicase coloca un tap&oacute;n tridimensional. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Sistema Prolene:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;permite reforzar la cara anterior y posterior de la pared abdominal. Es unapr&oacute;tesis con dos colgajos (uno superior y uno inferior) unidos por un tubocil&iacute;ndrico, de manera que el colgajo inferior se coloca a trav&eacute;s del defectoherniario en el espacio preperitoneal, y el colgajo superior refuerza el pisoinguinal de manera similar a Linchestein. Ventaja: el colgajo preperitonealincrementa la presi&oacute;n intraabdominal y deja a la pared abdominal en posici&oacute;nm&aacute;s estrecha con la malla prot&eacute;sica. &lt;/span&gt;&lt;/p&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;Reforzamiento prot&eacute;sico gigante de un sacovisceral (reparaci&oacute;n de Stoppa): &lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;se coloca una malla prot&eacute;sica amplia en el espacio preperitoneal atrav&eacute;s de un acceso anterior. &lt;/span&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question7",
                    "title": "21-2010. En la Técnica de Shouldice se utiliza como elemento principal de la reparación: ",
                    "choices": [
                        "Malla de polipropileno ",
                        "Saco de la Hernia ",
                        "Ligamento de Colles ",
                        "La fascia transversalis"
                    ],
                    "correctAnswer": "La fascia transversalis",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner, ten&eacute; en cuenta que las t&eacute;cnicas para reparaci&oacute;n dehernias inguinales y femorales son bastante preguntadas en la CONAREM. Lesdejamos un repaso de las mismas: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con tejidos:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; presentan mayor tensi&oacute;n y solo est&aacute;n indicadas cuando las t&eacute;cnicascon pr&oacute;tesis est&aacute;n contraindicadas &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;(contaminaci&oacute;n o estrangulamiento)&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Basini:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del m&uacute;sculo oblicuo interno, transverso del abdomen (tend&oacute;nconjunto) y fascia transversalis al borde prominente del ligamento inguinal yel periostio del pubis&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Shouldice:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Plicatura de las fascia transversalis y afrontamiento a la cintilla iliopubianade Thompson. Principal elemento de reparaci&oacute;n: Fascia transversalis. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y m&aacute;s eficaz entre lascorrecciones con tejido&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;McVay:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del colgajo superior de la fascia transversalis al ligamento deCooper, previa incisi&oacute;n de descarga en la vaina del recto anterior. Indicada en&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;hernias femorales &lt;/i&gt;y cuando est&eacute;contraindicado el uso de material prot&eacute;sico.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con pr&oacute;tesis:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;mejoresresultados, menos recurrencias, menos estancia hospitalaria&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Linchestein&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;:refuerza el piso inguinal (la pared posterior) con una malla prot&eacute;sica depolipropileno, disminuyendo la tensi&oacute;n de la reparaci&oacute;n. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y mejor entre las prot&eacute;sicas&lt;/i&gt;. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Tap&oacute;n y parche:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;variaci&oacute;n de Linchestein, antes de la colocaci&oacute;n del parche de malla prot&eacute;sicase coloca un tap&oacute;n tridimensional. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Sistema Prolene:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;permite reforzar la cara anterior y posterior de la pared abdominal. Es unapr&oacute;tesis con dos colgajos (uno superior y uno inferior) unidos por un tubocil&iacute;ndrico, de manera que el colgajo inferior se coloca a trav&eacute;s del defectoherniario en el espacio preperitoneal, y el colgajo superior refuerza el pisoinguinal de manera similar a Linchestein. Ventaja: el colgajo preperitonealincrementa la presi&oacute;n intraabdominal y deja a la pared abdominal en posici&oacute;nm&aacute;s estrecha con la malla prot&eacute;sica. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Reforzamiento prot&eacute;sico gigante de un sacovisceral (reparaci&oacute;n de Stoppa): &lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;se coloca una mallaprot&eacute;sica amplia en el espacio preperitoneal a trav&eacute;s de un acceso anterior. &lt;/span&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question8",
                    "title": "07-2023. ¿Cuál de las siguientes, es una técnica quirúrgica indicada en hernias femorales y cuando esté contraindicado el uso de material protésico?:",
                    "choices": [
                        "Reparación de Bassini",
                        "Reparación de Shouldice",
                        "Reparación de McVay",
                        "Reparación de Lichtenstein"
                    ],
                    "correctAnswer": "Reparación de McVay",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner, ten&eacute; en cuenta que las t&eacute;cnicas para reparaci&oacute;n dehernias inguinales y femorales son bastante preguntadas en la CONAREM. Lesdejamos un repaso de las mismas: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con tejidos:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; presentan mayor tensi&oacute;n y solo est&aacute;n indicadas cuando las t&eacute;cnicascon pr&oacute;tesis est&aacute;n contraindicadas &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;(contaminaci&oacute;n o estrangulamiento)&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Basini:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del m&uacute;sculo oblicuo interno, transverso del abdomen (tend&oacute;nconjunto) y fascia transversalis al borde prominente del ligamento inguinal yel periostio del pubis&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Shouldice:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Plicatura de las fascia transversalis y afrontamiento a la cintilla iliopubianade Thompson. Principal elemento de reparaci&oacute;n: Fascia transversalis. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y m&aacute;s eficaz entre lascorrecciones con tejido&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;McVay:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del colgajo superior de la fascia transversalis al ligamento deCooper, previa incisi&oacute;n de descarga en la vaina del recto anterior. Indicada en&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;hernias femorales &lt;/i&gt;y cuando est&eacute;contraindicado el uso de material prot&eacute;sico.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con pr&oacute;tesis:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;mejoresresultados, menos recurrencias, menos estancia hospitalaria&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Linchestein&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;:refuerza el piso inguinal (la pared posterior) con una malla prot&eacute;sica depolipropileno, disminuyendo la tensi&oacute;n de la reparaci&oacute;n. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y mejor entre las prot&eacute;sicas&lt;/i&gt;. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Tap&oacute;n y parche:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;variaci&oacute;n de Linchestein, antes de la colocaci&oacute;n del parche de malla prot&eacute;sicase coloca un tap&oacute;n tridimensional. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Sistema Prolene:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;permite reforzar la cara anterior y posterior de la pared abdominal. Es unapr&oacute;tesis con dos colgajos (uno superior y uno inferior) unidos por un tubocil&iacute;ndrico, de manera que el colgajo inferior se coloca a trav&eacute;s del defectoherniario en el espacio preperitoneal, y el colgajo superior refuerza el pisoinguinal de manera similar a Linchestein. Ventaja: el colgajo preperitonealincrementa la presi&oacute;n intraabdominal y deja a la pared abdominal en posici&oacute;nm&aacute;s estrecha con la malla prot&eacute;sica. &lt;/span&gt;&lt;/p&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;Reforzamiento prot&eacute;sico gigante de un sacovisceral (reparaci&oacute;n de Stoppa): &lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;se coloca una malla prot&eacute;sica amplia en el espacio preperitoneal atrav&eacute;s de un acceso anterior. &lt;/span&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question9",
                    "title": "08-2005. La herniorrafia con la técnica de Lichtenstein consiste en: ",
                    "choices": [
                        "Reparación de la pared posterior utilizando la arcada crural y el tendón conjunto ",
                        "Reparación de la pared posterior utilizando un malla de polipropileno",
                        "Reparación de la pared posterior uniendo el tendón conjunto al ligamento de Cooper ",
                        "Reparación de la pared posterior plicando la fascia transversalis a la cintilla iliopubiana"
                    ],
                    "correctAnswer": "Reparación de la pared posterior utilizando un malla de polipropileno",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner, ten&eacute; en cuenta que las t&eacute;cnicas para reparaci&oacute;n dehernias inguinales y femorales son bastante preguntadas en la CONAREM. Lesdejamos un repaso de las mismas: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con tejidos:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; presentan mayor tensi&oacute;n y solo est&aacute;n indicadas cuando las t&eacute;cnicascon pr&oacute;tesis est&aacute;n contraindicadas &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;(contaminaci&oacute;n o estrangulamiento)&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Basini:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del m&uacute;sculo oblicuo interno, transverso del abdomen (tend&oacute;nconjunto) y fascia transversalis al borde prominente del ligamento inguinal yel periostio del pubis&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Shouldice:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Plicatura de las fascia transversalis y afrontamiento a la cintilla iliopubianade Thompson. Principal elemento de reparaci&oacute;n: Fascia transversalis. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y m&aacute;s eficaz entre lascorrecciones con tejido&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;McVay:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Afrontamiento del colgajo superior de la fascia transversalis al ligamento deCooper, previa incisi&oacute;n de descarga en la vaina del recto anterior. Indicada en&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;hernias femorales &lt;/i&gt;y cuando est&eacute;contraindicado el uso de material prot&eacute;sico.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;T&eacute;cnicas con pr&oacute;tesis:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;mejoresresultados, menos recurrencias, menos estancia hospitalaria&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Linchestein&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;:refuerza el piso inguinal (la pared posterior) con una malla prot&eacute;sica depolipropileno, disminuyendo la tensi&oacute;n de la reparaci&oacute;n. &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;M&aacute;s realizada y mejor entre las prot&eacute;sicas&lt;/i&gt;. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Tap&oacute;n y parche:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;variaci&oacute;n de Linchestein, antes de la colocaci&oacute;n del parche de malla prot&eacute;sicase coloca un tap&oacute;n tridimensional. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Sistema Prolene:&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;permite reforzar la cara anterior y posterior de la pared abdominal. Es unapr&oacute;tesis con dos colgajos (uno superior y uno inferior) unidos por un tubocil&iacute;ndrico, de manera que el colgajo inferior se coloca a trav&eacute;s del defectoherniario en el espacio preperitoneal, y el colgajo superior refuerza el pisoinguinal de manera similar a Linchestein. Ventaja: el colgajo preperitonealincrementa la presi&oacute;n intraabdominal y deja a la pared abdominal en posici&oacute;nm&aacute;s estrecha con la malla prot&eacute;sica. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Reforzamiento prot&eacute;sico gigante de un sacovisceral (reparaci&oacute;n de Stoppa): &lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;se coloca una mallaprot&eacute;sica amplia en el espacio preperitoneal a trav&eacute;s de un acceso anterior. &lt;/span&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question10",
                    "title": "14-2018. La reparación laparoscópica de una hernia se realiza más frecuentemente por vía:",
                    "choices": [
                        "Preperitoneal",
                        "Intraperitoneal (TAPP)",
                        "Retroperitoneal",
                        "Retroaponeurótico"
                    ],
                    "correctAnswer": "Intraperitoneal (TAPP)",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner! &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Recuerda que la reparaci&oacute;n de las hernias inguinales y femorales puedehacerse tanto por v&iacute;a abierta (acceso anterior), como por v&iacute;a laparosc&oacute;pica(acceso posterior). Cual v&iacute;a es la mejor todav&iacute;a es un tema controversial y seha visto que tienen resultados similares en cuestiones de complicaciones yrecidiva. La v&iacute;a abierta es la v&iacute;a cl&aacute;sica entonces en muchos servicios es m&aacute;sutilizada porque los cirujanos tienen mayor habilidad y pr&aacute;ctica con estast&eacute;cnicas. Sin embargo la v&iacute;a laparosc&oacute;pica viene siendo cada vez m&aacute;s utilizaday en muchos servicios ya es la de elecci&oacute;n por ser menos invasiva y tenerventajas est&eacute;ticas y en cuestiones de estancia hospitalaria. Es tambi&eacute;n deelecci&oacute;n en las hernias bilaterales puesto que se puede corregir ambas herniasde una vez. Sobre las hernias recurrentes: tienen indicaci&oacute;n de reoperaci&oacute;n poruna v&iacute;a diferente a la primera cirug&iacute;a, y como la primera cirug&iacute;a generalmentees por v&iacute;a abierta la operaci&oacute;n debe hacerse por v&iacute;a laparosc&oacute;pica. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;V&iacute;a Abierta (acceso anterior): pueden hacerse con tejido o pr&oacute;tesis.Se usa anestesia locorregional.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;V&iacute;alaparosc&oacute;pica (acceso posterior): es mejor que la abierta para herniasRECURRENTES y BILATERALES. Se usa anestesia general. Se deben protegerprincipalmente los nervios cut&aacute;neo femoral lateral y genitofemoral.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Reparaci&oacute;n preperitoneal transabdominal (TAPP): ventaja de unaperspectiva intraperitoneal (se entra a la cavidad peritoneal como en unalaparoscop&iacute;a convencional). HERNIAS BILATERALES, DEFECTOS GRANDES, YCICATRIZACI&Oacute;N POR CX ABDOMINAL BAJA PREVIA. Mayor riesgo de lesi&oacute;n de &oacute;rganosintraabdominales. A&uacute;n as&iacute; es la m&aacute;s utilizada entre las t&eacute;cnicas laparosc&oacute;picaspor la familiaridad de los cirujanos con el proceso (similar a la laparoscopiaconvencional). &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Reparaci&oacute;n totalmente extraperitoneal (TEP): la ventaja es el accesoal espacio preperitoneal sin entrar al abdomen. HERNIAS INGUINALES BILATERALESO UNILATERALES CUANDO LA CICATRIZACI&Oacute;N HACE DIF&Iacute;CIL EL ACCESO ANTERIOR. Menorriesgo de lesi&oacute;n de &oacute;rganos y herniaci&oacute;n en los sitios de colocaci&oacute;n detr&oacute;cares. En teor&iacute;a es mejor pero materiales y t&eacute;cnica menos difundidos, por loque en muchos centros es poco realizada.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;-Reparaci&oacute;n con malla intraperitonealsuperpuesta (IPOM): permite el acceso posterior sin disecci&oacute;n preperitoneal.CASOS EN LOS QUE ES POCO FACTIBLE EL ACCESO ANTERIOR, HERNIAS RECURRENTES,CUANDO LA CICATRIZACI&Oacute;N PREPERITONEAL HACE DIF&Iacute;CIL EL ACCESO PARA TAPP O TEP(es la &uacute;ltima opci&oacute;n). Hay mayor riesgo de lesi&oacute;n del nervio cut&aacute;neo lateraldel muslo y del genitofemoral.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question11",
                    "title": "24-2020. El método de hernioplastia utilizado, que puede producir mayor riesgo de lesión intraabdominal es:",
                    "choices": [
                        "Reparación preperitoneal transabdominal (TAPP)",
                        "Reparación totalmente extra peritoneal (TEP)",
                        "Reparación con malla intraperitoneal (IPOM)",
                        "Reparación de Shouldice"
                    ],
                    "correctAnswer": "Reparación preperitoneal transabdominal (TAPP)",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Hola runner! &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Recuerda que la reparaci&oacute;n de las hernias inguinales y femorales puedehacerse tanto por v&iacute;a abierta (acceso anterior), como por v&iacute;a laparosc&oacute;pica(acceso posterior). Cual v&iacute;a es la mejor todav&iacute;a es un tema controversial y seha visto que tienen resultados similares en cuestiones de complicaciones yrecidiva. La v&iacute;a abierta es la v&iacute;a cl&aacute;sica entonces en muchos servicios es m&aacute;sutilizada porque los cirujanos tienen mayor habilidad y pr&aacute;ctica con estast&eacute;cnicas. Sin embargo la v&iacute;a laparosc&oacute;pica viene siendo cada vez m&aacute;s utilizaday en muchos servicios ya es la de elecci&oacute;n por ser menos invasiva y tenerventajas est&eacute;ticas y en cuestiones de estancia hospitalaria. Es tambi&eacute;n deelecci&oacute;n en las hernias bilaterales puesto que se puede corregir ambas herniasde una vez. Sobre las hernias recurrentes: tienen indicaci&oacute;n de reoperaci&oacute;n poruna v&iacute;a diferente a la primera cirug&iacute;a, y como la primera cirug&iacute;a generalmentees por v&iacute;a abierta la operaci&oacute;n debe hacerse por v&iacute;a laparosc&oacute;pica. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:8.0pt;text-align:justify;line-height:107%&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;V&iacute;a Abierta (acceso anterior): pueden hacerse con tejido o pr&oacute;tesis.Se usa anestesia locorregional.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;V&iacute;alaparosc&oacute;pica (acceso posterior): es mejor que la abierta para herniasRECURRENTES y BILATERALES. Se usa anestesia general. Se deben protegerprincipalmente los nervios cut&aacute;neo femoral lateral y genitofemoral.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Reparaci&oacute;n preperitoneal transabdominal (TAPP): ventaja de unaperspectiva intraperitoneal (se entra a la cavidad peritoneal como en unalaparoscop&iacute;a convencional). HERNIAS BILATERALES, DEFECTOS GRANDES, YCICATRIZACI&Oacute;N POR CX ABDOMINAL BAJA PREVIA. Mayor riesgo de lesi&oacute;n de &oacute;rganosintraabdominales. Solo debe ser realizada por cirujanos con experiencia. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Reparaci&oacute;n totalmente extraperitoneal (TEP): la ventaja es el accesoal espacio preperitoneal sin entrar al abdomen. HERNIAS INGUINALES BILATERALESO UNILATERALES CUANDO LA CICATRIZACI&Oacute;N HACE DIF&Iacute;CIL EL ACCESO ANTERIOR. Menorriesgo de lesi&oacute;n de &oacute;rganos y herniaci&oacute;n en los sitios de colocaci&oacute;n detr&oacute;cares. En teor&iacute;a es mejor pero materiales y t&eacute;cnica menos difundidos, por loque en muchos centros es poco realizada.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Reparaci&oacute;n con malla intraperitoneal superpuesta (IPOM): permite elacceso posterior sin disecci&oacute;n preperitoneal. CASOS EN LOS QUE ES POCO FACTIBLEEL ACCESO ANTERIOR, HERNIAS RECURRENTES, CUANDO LA CICATRIZACI&Oacute;N PREPERITONEALHACE DIF&Iacute;CIL EL ACCESO PARA TAPP O TEP (es la &uacute;ltima opci&oacute;n). Hay mayor riesgode lesi&oacute;n del nervio cut&aacute;neo lateral del muslo y del genitofemoral.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;es-419&quot;&gt;&lt;/span&gt;&lt;/p&gt;",
                    "explicacion_video": ""
                }
            ]
        }
        ,
        {
            "questions": [
                {
                    "type": "radiogroup",
                    "name": "question12",
                    "title": "22-2019. ¿Cuál es la complicación posoperatoria más común de una hernioplastia laparoscópica con anestesia general?",
                    "choices": [
                        "Íleo paralítico",
                        "Retención urinaria",
                        "Hemorragia",
                        "Serosas"
                    ],
                    "correctAnswer": "Retención urinaria",
                    "isRequired": true,
                    "explicacion_html": "&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Holarunner! sobre las complicaciones en las hernioplastias:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Pueden tener complicaciones comunes con otras cirug&iacute;as limpias(hemorragia, seroma, infecci&oacute;n, retenci&oacute;n urinaria, &iacute;leo y lesi&oacute;n deestructuras adyacentes) o complicaciones espec&iacute;ficas (recurrencia de la hernia,dolor inguinal cr&oacute;nico y p&uacute;bico, lesi&oacute;n del cord&oacute;n esperm&aacute;tico o del test&iacute;culo)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Sobre las complicaciones espec&iacute;ficas:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Recidiva de la hernia:&lt;span style=&quot;mso-spacerun:yes&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;m&aacute;s frecuente&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Se relaciona con inmunodepresi&oacute;n, desnutrici&oacute;n, diabetes, tabaquismo,esteroides&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Causas t&eacute;cnicas: tama&ntilde;o inapropiado de la malla, isquemia h&iacute;stica,infecci&oacute;n, tensi&oacute;n. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Tiene indicaci&oacute;n de &lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;reoperaci&oacute;npor una v&iacute;a diferente a la primera cirug&iacute;a&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Dolor (63%):&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Nociceptivo (som&aacute;tico): m&aacute;s com&uacute;n, se debe a trauma de ligamentos om&uacute;sculos e inflamaci&oacute;n, aparece con la contracci&oacute;n del abdomen. Tto: reposo,AINES.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Dolor neurop&aacute;tico: se debe a lesi&oacute;n o atrapamiento de nervios, dolorlocalizado, urente, agudo, sensaci&oacute;n de desgarro. Tto: inyecci&oacute;n local deesteroides o anest&eacute;sicos. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;-Dolor visceral: se debe a lesi&oacute;n del plexo simp&aacute;tico (fibrasaferentes del SNA), dolor mal ubicado y que ocurre durante la eyaculaci&oacute;n. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lesi&oacute;n del cord&oacute;n testicular y del test&iacute;culo:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lesi&oacute;n del plexo pampiniforme: causa orquitis isqu&eacute;mica, aparece en lasemana siguiente a la cx, casi siempre cede de forma espont&aacute;nea, menos de 1% delas reparaciones. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lesi&oacute;n de la arteria testicular: causa atrofia del test&iacute;culo&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:72.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lesi&oacute;n del conducto deferente: causa infertilidad&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align:justify;line-height:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;La cirug&iacute;a correcci&oacute;n de la hernia por v&iacute;a laparosc&oacute;pica tienecomplicaciones particulares: &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Retenci&oacute;nurinaria: &lt;/span&gt;&lt;/b&gt;&lt;u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;m&aacute;s frecuente&lt;/span&gt;&lt;/u&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;, acausa de la anestesia general, se trata con descompresi&oacute;n de la vejiga con uncateterismo de corta duraci&oacute;n.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;&Iacute;leo yobstrucci&oacute;n intestinal:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; asociado a acceso transabdominal, cede deforma espont&aacute;nea, observaci&oacute;n hospitalaria, soluciones IV, descompresi&oacute;nnasog&aacute;strica.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lesionesviscerales:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; delgado, colon y, menos frecuentemente,vejiga. Se favorece por adherencias por cirug&iacute;as previas, si se sospecha debeexplorarse el intestino y puede ser necesaria una conversi&oacute;n a procedimientoabierto. Lesiones vesicales: las cistostom&iacute;as deben repararse en varias capascon descompresi&oacute;n por cat&eacute;ter una o dos semanas&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left:36.0pt;text-align:justify;line-height:normal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt;Lesionesvasculares:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri&quot;&gt; las m&aacute;s graves son en los vasos femorales eiliacos. Puede ser necesario convertir a procedimiento abierto para hemostasia.Los vasos m&aacute;s lesionados en la laparoscop&iacute;a son los epig&aacute;stricos inferiores ylos iliacos externos. &lt;/span&gt;&lt;/p&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span lang=&quot;es-419&quot; style=&quot;font-size:11.0pt;line-height:115%;font-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-fareast-font-family:Calibri;mso-ansi-language:#580A;mso-fareast-language:ES-MX;mso-bidi-language:AR-SA&quot;&gt;Hematomasy seromas. &lt;/span&gt;&lt;/b&gt;",
                    "explicacion_video": ""
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}