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conjunto \")]),_c('strong',[_c('span',[_vm._v(\"Inversionistas\")])]),_c('span',[_vm._v(\": Las personas físicas o morales, que, registradas en el Sitio, aportan recursos a los Solicitantes para financiar colectivamente los Proyectos.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"Inversión Automática\")])]),_c('span',[_vm._v(\": Instrucción que el Inversionista da a RedGirasol en el Sitio, para que invierta de manera automática su saldo disponible en el Mercado Primario y Mercado Secundario, de acuerdo con los Términos y Condiciones de la Inversión 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salidas.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"Mercado Primario: \")])]),_c('span',[_vm._v(\"Es el medio por el cual los Inversionistas, aportan los fondos a los Proyectos.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\" \")])])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"Mercado Secundario: \")])]),_c('span',[_vm._v(\"Es el medio por el cual los Inversionistas pueden permutar, vender o comprar los derechos o títulos intercambiados que documenten la Inversión Efectiva con otros Inversionistas, con el objetivo de diversificar sus portafolios y, consecuentemente, disminuir sus riesgos y obtener, eventualmente, liquidez de su Inversión Efectiva. \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"Proyectos\")])]),_c('span',[_vm._v(\": La operación de financiamiento colectivo que tiene por objeto que los Inversionistas otorguen un préstamo o crédito a los Solicitantes.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"RedGirasol\")])]),_c('span',[_vm._v(\": Red Girasol, S.A.P.I. de C.V., Institución de Financiamiento Colectivo\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"Sitio\")])]),_c('span',[_vm._v(\": significa el sitio de internet \")]),_c('a',{staticStyle:{\"text-decoration\":\"none\"},attrs:{\"href\":\"https://www.redgirasol.com/\"}},[_c('u',[_c('span',{staticStyle:{\"color\":\"#0000ff\"}},[_vm._v(\"https://www.redgirasol.com/\")])])])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"18pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"Solicitantes\")])]),_c('span',[_vm._v(\": aquellas personas, físicas o morales, que registradas en el Sitio como tal, hubiesen requerido y obtenido recursos de los Inversionistas para financiar los Proyectos.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\"}},[_c('strong',[_c('span',[_vm._v(\" \")])])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\"}},[_c('strong',[_c('span',[_vm._v(\"Objetivos del Mercado Secundario. \")])]),_c('span',[_vm._v(\"El Mercado Secundario tiene los siguientes objetivos:\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\"}},[_c('span',[_vm._v(\" \")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"48.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Que los Inversionistas puedan diversificar\"),_c('strong',[_vm._v(\" \")]),_vm._v(\"su Inversión Efectiva.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"36pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"start\":\"2\",\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"49.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" Que los Inversionistas puedan tener liquidez por medio de la venta total o parcial de su Inversión Efectiva.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"54pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"start\":\"3\",\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"48.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Que los Inversionistas puedan automatizar sus operaciones.\")])]),_c('h1',{staticStyle:{\"margin-top\":\"20pt\",\"margin-bottom\":\"6pt\",\"text-align\":\"justify\",\"page-break-inside\":\"avoid\",\"page-break-after\":\"avoid\",\"font-size\":\"11pt\"}},[_c('a',{attrs:{\"name\":\"_f1p4nhcivxry\"}}),_c('a',{attrs:{\"name\":\"_xdnidw4i82ef\"}}),_c('a',{attrs:{\"name\":\"_9pwhqt8bibcj\"}}),_c('a',{attrs:{\"name\":\"_q1fml3g21mu6\"}}),_c('span',[_vm._v(\"3. Reglas Generales\")])]),_c('h2',{staticStyle:{\"margin-top\":\"18pt\",\"margin-bottom\":\"6pt\",\"text-align\":\"justify\",\"page-break-inside\":\"avoid\",\"page-break-after\":\"avoid\",\"font-size\":\"11pt\"}},[_c('a',{attrs:{\"name\":\"_y1qsbc31nm8\"}}),_c('span',[_vm._v(\"3.1.\")]),_c('span',{staticStyle:{\"width\":\"19.5pt\",\"font-weight\":\"normal\",\"display\":\"inline-block\"}},[_vm._v(\" \")]),_c('span',[_vm._v(\"Participación\")]),_c('span',{staticStyle:{\"font-weight\":\"normal\"}},[_vm._v(\". \")])]),_c('h2',{staticStyle:{\"margin-top\":\"18pt\",\"margin-bottom\":\"6pt\",\"text-align\":\"justify\",\"page-break-inside\":\"avoid\",\"page-break-after\":\"avoid\",\"font-size\":\"11pt\"}},[_c('span',{staticStyle:{\"font-weight\":\"normal\"}},[_vm._v(\"El Inversionista podrá instruir a RedGirasol, por medio de consentimiento expreso, su deseo de participar en el Mercado Secundario, lo cual le permitirá: (i) diversificar su Inversión Efectiva; (ii) vender total o parcialmente su Inversión Efectiva; (iii) adquirir Inversión Efectiva de otros Inversionistas; y, (iv) automatizar sus operaciones. El Inversionista para ingresar en el Mercado Secundario deberá tener una inversión mínima de $5,000.00 (Cinco Mil Pesos 00/100 Moneda Nacional).\")])]),_c('h2',{staticStyle:{\"margin-top\":\"18pt\",\"margin-bottom\":\"6pt\",\"text-align\":\"justify\",\"page-break-inside\":\"avoid\",\"page-break-after\":\"avoid\",\"font-size\":\"11pt\"}},[_c('a',{attrs:{\"name\":\"_rjphpglvryxg\"}}),_c('span',[_vm._v(\"3.2\")]),_c('span',{staticStyle:{\"width\":\"22.25pt\",\"display\":\"inline-block\"}},[_vm._v(\" \")]),_c('span',[_vm._v(\"Diversificación.\")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Cada día natural, los Inversionistas que participen en el Mercado Secundario, permutarán simultáneamente y representados por RedGirasol, la totalidad de sus respectivas Inversiones Efectivas. Las operaciones se realizarán de manera automática de acuerdo con el Algoritmo de Permutas.\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" Todos los Inversionistas, participen o no en el Mercado Secundario, tendrán la posibilidad de invertir por medio del Mercado Primario. Sin embargo, al momento de que se formaliza un Proyecto, la nueva Inversión Efectiva de aquellos Inversionistas que participen en el Mercado Secundario, se diversificará con la Inversión Efectiva de aquellos otros Inversionistas que participen en el Mercado Secundario, de conformidad con el Algoritmo de Permutas.\")]),_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Algoritmo de Permutas:\"),_c('ol',{staticStyle:{\"margin-right\":\"0pt\",\"margin-left\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"1\"}},[_c('li',{staticStyle:{\"margin-left\":\"29.75pt\",\"line-height\":\"115%\",\"padding-left\":\"6.25pt\",\"font-size\":\"9pt\"}},[_vm._v(\" Se calculará la Participación del Inversionista en el Mercado Secundario en base a la siguiente fórmula:\")])])])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"72pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"font-size\":\"8pt\"}},[_c('img',{attrs:{\"src\":\"data:image/png;base64,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\",\"width\":\"411\",\"height\":\"29\",\"alt\":\"\"}})]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"72pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"font-size\":\"9pt\"}},[_c('span',[_vm._v(\" \")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"start\":\"2\",\"type\":\"1\"}},[_c('li',{staticStyle:{\"margin-left\":\"65.75pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"padding-left\":\"6.25pt\",\"font-size\":\"9pt\"}},[_vm._v(\" Se calculará el Saldo Insoluto por Proyecto en base a la siguiente fórmula: \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"54pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"font-size\":\"8pt\"}},[_c('img',{attrs:{\"src\":\"data:image/png;base64,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\",\"width\":\"496\",\"height\":\"24\",\"alt\":\"\"}})]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"72pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"font-size\":\"9pt\"}},[_c('span',[_vm._v(\" \")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"start\":\"3\",\"type\":\"1\"}},[_c('li',{staticStyle:{\"margin-left\":\"65.75pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"padding-left\":\"6.25pt\",\"font-size\":\"9pt\"}},[_vm._v(\" Se calculará la nueva Inversión Efectiva por Proyecto en base a la siguiente fórmula:\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"72pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"font-size\":\"8pt\"}},[_c('img',{attrs:{\"src\":\"data:image/png;base64,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\",\"width\":\"472\",\"height\":\"14\",\"alt\":\"\"}})]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"72pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\",\"line-height\":\"115%\",\"font-size\":\"9pt\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('a',{attrs:{\"name\":\"_egeywpu9k3f2\"}}),_c('strong',[_c('span',[_vm._v(\"3.3\")])]),_c('strong',[_c('span',{staticStyle:{\"width\":\"22.25pt\",\"display\":\"inline-block\"}},[_vm._v(\" \")])]),_c('strong',[_c('span',[_vm._v(\"Venta\")])])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Los Inversionistas solamente podrán ceder los derechos de cobro de su Inversión Efectiva a otro(s) Inversionista(s), por medio del Mercado Secundario. Por lo tanto, no existe opción de venta o cesión para Proyectos individuales.\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" Los Inversionistas no podrán definir el Proyecto que desean vender por medio del Mercado Secundario. Se levantarán órdenes de venta, las cuales se compondrán por una parte proporcional de la Inversión Efectiva de todos los Proyectos que forman parte del Mercado Secundario. Por lo tanto, lo único que el Inversionista podrá definir, es el monto o porcentaje de su Inversión Efectiva que desea poner a la venta.\")]),_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" El orden de prioridad para la cesión de derechos de cobro de Inversión Efectiva se establecerá por la Fila de Liquidez.\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" El monto máximo por orden que se ingresará a la Fila de Liquidez corresponderá al 1% (uno por ciento) de la sumatoria de las Inversiones Efectiva de los Inversionistas que participan en el Mercado Secundario o $10,000 MXN, lo que sea mayor. Esto con el objetivo de maximizar la cantidad de Inversionistas que se puedan beneficiar de la liquidez con relativa agilidad. Por ejemplo, si la Inversión Efectiva de un Inversionista representa el 5% (cinco por ciento) del Mercado Secundario y desea ceder el 100% de su Inversión Efectiva, primeramente se publicará 1% (uno por ciento) y cuando la postura se venda por completo, se dará una nueva orden que se agregará a la Fila de Liquidez, y así sucesivamente hasta que se ceda lo deseado por el Inversionista.\")]),_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" La liquidez del Mercado Secundario se encontrará sujeta a la dinámica de oferta y demanda de los Inversionistas. RedGirasol no asegura generar liquidez.\")]),_c('li',{staticStyle:{\"margin-left\":\"29.41pt\",\"text-align\":\"justify\",\"padding-left\":\"6.59pt\"}},[_vm._v(\" Las cesiones de derechos de cobro se realizarán en tiempo real, sin embargo serán formalizadas una vez por día natural, previo a las operaciones de Permutas.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('strong',[_c('span',[_vm._v(\"5.4\")])]),_c('strong',[_c('span',{staticStyle:{\"width\":\"22.25pt\",\"display\":\"inline-block\"}},[_vm._v(\" \")])]),_c('strong',[_c('span',[_vm._v(\"Adquisición\")])])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Los Inversionistas solamente podrán adquirir o ceder los derechos de cobro de la Inversión Efectiva de otro(s) Inversionista(s) por medio del Mercado Secundario. Por lo tanto, no existe opción de cesión para Proyectos individuales.\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" Las operaciones de cesión se ejecutarán respetando la Fila de Liquidez. Por lo tanto, el Inversionista no podrá seleccionar el orden de cesión.\")])]),_c('h2',{staticStyle:{\"margin-top\":\"18pt\",\"margin-bottom\":\"6pt\",\"text-align\":\"justify\",\"page-break-inside\":\"avoid\",\"page-break-after\":\"avoid\",\"font-size\":\"11pt\"}},[_c('a',{attrs:{\"name\":\"_8tvylwkomcss\"}}),_c('span',{staticStyle:{\"font-weight\":\"normal\"}},[_vm._v(\"5.5.\")]),_c('span',{staticStyle:{\"width\":\"19.5pt\",\"font-weight\":\"normal\",\"display\":\"inline-block\"}},[_vm._v(\" \")]),_c('span',[_vm._v(\"Cortes y distribución de fondos\")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"30.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" Las permutas y cesiones de derechos de cobro, así como las distribuciones de pagos a los Inversionistas, se realizarán 1 (una) vez por día natural.\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" El orden de las operaciones se dará en la siguiente forma:\"),_c('ol',{staticStyle:{\"margin-right\":\"0pt\",\"margin-left\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"1\"}},[_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"padding-left\":\"4.75pt\"}},[_vm._v(\"Cesiones de derechos de cobro (con respecto a la Inversión Efectiva cedida).\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"padding-left\":\"4.75pt\"}},[_vm._v(\"Distribución de cobranza y quebrantos.\")]),_c('li',{staticStyle:{\"margin-left\":\"31.25pt\",\"padding-left\":\"4.75pt\"}},[_vm._v(\"Permuta (diversificación). \")])])])]),_c('h3',{staticStyle:{\"margin-top\":\"16pt\",\"margin-bottom\":\"4pt\",\"text-align\":\"justify\",\"page-break-inside\":\"avoid\",\"page-break-after\":\"avoid\",\"font-size\":\"11pt\"}},[_c('a',{attrs:{\"name\":\"_ky3o9frvm04g\"}}),_c('a',{attrs:{\"name\":\"_84urlwigath5\"}}),_c('span',{staticStyle:{\"font-weight\":\"normal\",\"color\":\"#434343\"}},[_vm._v(\"5.6\")]),_c('span',{staticStyle:{\"width\":\"22.25pt\",\"font-weight\":\"normal\",\"display\":\"inline-block\"}},[_vm._v(\" \")]),_c('span',{staticStyle:{\"color\":\"#434343\"}},[_vm._v(\"Inversión Automática (Algoritmo)\")])]),_c('ol',{staticStyle:{\"margin\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"a\"}},[_c('li',{staticStyle:{\"margin-left\":\"66.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" El 50% del saldo disponible para invertir, se destinará para el financiamiento del Mercado Primario, de acuerdo con lo establecido más adelante.\")]),_c('li',{staticStyle:{\"margin-left\":\"67.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" El saldo disponible restante se destinará para la adquirir la participación de Inversionistas que deseen ceder su Inversión Efectiva, siguiendo el orden de la Fila de Liquidez.\")]),_c('li',{staticStyle:{\"margin-left\":\"66.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" En caso de que no exista requerimiento de financiamiento en el Mercado Primario, el saldo disponible se destinará a la adquisición de Inversión Efectiva en el Mercado Secundario, y viceversa.\")]),_c('li',{staticStyle:{\"margin-left\":\"67.25pt\",\"text-align\":\"justify\",\"padding-left\":\"4.75pt\"}},[_vm._v(\" En caso de que no exista requerimiento de financiamiento en el Mercado Primario ni de venta de Inversión Efectiva en el Mercado Secundario, con el objetivo de maximizar la liquidez, automáticamente se generarán órdenes de venta, de manera proporcional a la participación de cada Inversionista, para que todos los Inversionistas que participan en el Mercado Secundario tengan la misma proporción de Inversión Efectiva y saldo disponible. \")]),_c('li',{staticStyle:{\"margin-left\":\"66.63pt\",\"text-align\":\"justify\",\"padding-left\":\"5.37pt\"}},[_vm._v(\" La Inversión Automática se activará cada que ocurra: (i) depósitos de los Inversionistas o (ii) distribuciones de cobranza. \")]),_c('li',{staticStyle:{\"margin-left\":\"65.41pt\",\"text-align\":\"justify\",\"padding-left\":\"6.59pt\"}},[_vm._v(\" El algoritmo que distribuye el saldo disponible para el financiamiento del Mercado Primario tiene por objetivo maximizar la diversificación y liquidez. El algoritmo colocará el saldo disponible de acuerdo con los siguientes principios:\"),_c('ol',{staticStyle:{\"margin-right\":\"0pt\",\"margin-left\":\"0pt\",\"padding-left\":\"0pt\"},attrs:{\"type\":\"i\"}},[_c('li',{staticStyle:{\"margin-left\":\"23pt\",\"padding-left\":\"13pt\"}},[_vm._v(\"Distribuir el saldo disponible en la mayor cantidad de Proyectos, los cuales para ser publicados fueron filtrados, verificados y calificados por el equipo de riesgo crediticio de RedGirasol.\")]),_c('li',{staticStyle:{\"margin-left\":\"23pt\",\"padding-left\":\"13pt\"}},[_vm._v(\"Cumplir con los niveles de concentración establecidos en el Artículo 49 de la CUITF.\")]),_c('li',{staticStyle:{\"margin-left\":\"23pt\",\"padding-left\":\"13pt\"}},[_vm._v(\"Diversificar de acuerdo con el capital del inversionista, no del tamaño de los créditos.\")])])])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"108pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\"5.7 Terminación\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\"En caso de que el Inversionista no deseé continuar con la participación en el Mercado Secundario, el Inversionista deberá seguir las reglas para terminar el Contrato de Comisión que tiene celebrado con RedGirasol. \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-bottom\":\"0pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\"En caso de que el Inversionista tenga una inversión menor a $2,500.00 (Dos Mil Quinientos Pesos 00/100 Moneda Nacional), se colocará una orden de venta por la totalidad de su inversión en el Mercado Secundario.\")])]),_c('p',{staticStyle:{\"margin-top\":\"0pt\",\"margin-left\":\"36pt\",\"margin-bottom\":\"0pt\",\"text-indent\":\"-36pt\",\"text-align\":\"justify\"}},[_c('span',[_vm._v(\" \")])])])])])])\n}]\n\nexport { render, staticRenderFns }","\n\n\n\n\n","import mod from \"-!../../../../node_modules/cache-loader/dist/cjs.js??ref--13-0!../../../../node_modules/thread-loader/dist/cjs.js!../../../../node_modules/babel-loader/lib/index.js!../../../../node_modules/cache-loader/dist/cjs.js??ref--1-0!../../../../node_modules/vue-loader/lib/index.js??vue-loader-options!./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../../../node_modules/cache-loader/dist/cjs.js??ref--13-0!../../../../node_modules/thread-loader/dist/cjs.js!../../../../node_modules/babel-loader/lib/index.js!../../../../node_modules/cache-loader/dist/cjs.js??ref--1-0!../../../../node_modules/vue-loader/lib/index.js??vue-loader-options!./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=template&id=0bb263f4&scoped=true&\"\nimport script from \"./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=script&lang=js&\"\nexport * from \"./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=script&lang=js&\"\nimport style0 from \"./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=style&index=0&id=0bb263f4&prod&scoped=true&lang=css&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../../../node_modules/vue-loader/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"0bb263f4\",\n null\n \n)\n\nexport default component.exports","export * from \"-!../../../../node_modules/mini-css-extract-plugin/dist/loader.js??ref--7-oneOf-1-0!../../../../node_modules/css-loader/dist/cjs.js??ref--7-oneOf-1-1!../../../../node_modules/vue-loader/lib/loaders/stylePostLoader.js!../../../../node_modules/postcss-loader/src/index.js??ref--7-oneOf-1-2!../../../../node_modules/cache-loader/dist/cjs.js??ref--1-0!../../../../node_modules/vue-loader/lib/index.js??vue-loader-options!./LatestSecondaryMarketTermsConditionsContract.vue?vue&type=style&index=0&id=0bb263f4&prod&scoped=true&lang=css&\""],"sourceRoot":""}