From 0451f5dd88a63809a9a3a4c2ea2b8b91d0510ff9 Mon Sep 17 00:00:00 2001
From: dmolinari <dmolinari@eldia.com>
Date: Wed, 25 Feb 2026 20:02:09 -0300
Subject: [PATCH] Diagrama Ventas

---
 Pricing-Engine.-.md                          | 2 +-
 images/Venta Multi-Producto (POS).drawio.svg | 4 ++++
 2 files changed, 5 insertions(+), 1 deletion(-)
 create mode 100644 images/Venta Multi-Producto (POS).drawio.svg

diff --git a/Pricing-Engine.-.md b/Pricing-Engine.-.md
index c93b0c8..8ba4d1f 100644
--- a/Pricing-Engine.-.md
+++ b/Pricing-Engine.-.md
@@ -1,5 +1,5 @@
 # 🧠 Motor de Cotización y Tarifas (`PricingService`)
-
+![Arquitectura Global](images/Venta%20Multi-Producto%20(POS).drawio.svg)
 El cálculo del precio de un aviso clasificado no es lineal. El sistema utiliza un algoritmo progresivo que evalúa el texto y aplica reglas jerárquicas configuradas en el `Admin Panel`.
 
 ## 🧮 Fórmula Base
diff --git a/images/Venta Multi-Producto (POS).drawio.svg b/images/Venta Multi-Producto (POS).drawio.svg
new file mode 100644
index 0000000..2746d9d
--- /dev/null
+++ b/images/Venta Multi-Producto (POS).drawio.svg	
@@ -0,0 +1,4 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!-- Do not edit this file with editors other than draw.io -->
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
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estilos</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-92"><g transform="translate(0.5,0.5)"><ellipse cx="43.5" cy="306" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="43.5" y="311">2</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-93"><g transform="translate(0.5,0.5)"><path d="M 499.5 358 L 684 358 L 839.38 358" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 846.38 358 L 839.38 361.5 L 839.38 354.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="618" y="343" width="117" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="675.5" y="353">POST /pricing/calculate</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-94"><g transform="translate(0.5,0.5)"><ellipse cx="502.5" cy="358" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="502.5" y="363">3</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-95"><g transform="translate(0.5,0.5)"><path d="M 847.5 410 L 687 410 L 507.62 410" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="2 3" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 500.62 410 L 507.62 406.5 L 507.62 413.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="576" y="395" width="192" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="671.5" y="405">Retorna cotización por palabras/signos</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-96"><g transform="translate(0.5,0.5)"><ellipse cx="844.5" cy="410" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="844.5" y="415">4</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-97"><g transform="translate(0.5,0.5)"><path d="M 14 462 L 298 462 L 494.38 462" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 501.38 462 L 494.38 465.5 L 494.38 458.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="210" y="447" width="97" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="258" y="457">Confirma redacción</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-98"><g transform="translate(0.5,0.5)"><ellipse cx="43.5" cy="462" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="43.5" y="467">5</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-99"><g transform="translate(0.5,0.5)"><path d="M 499.5 514 L 684 514 L 839.38 514" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 846.38 514 L 839.38 517.5 L 839.38 510.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="593" y="499" width="167" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="675.5" y="509">POST /listings (Crea como 'Draft')</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-100"><g transform="translate(0.5,0.5)"><ellipse cx="502.5" cy="514" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="502.5" y="519">6</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-101"><g transform="translate(0.5,0.5)"><path d="M 847.5 566 L 687 566 L 507.62 566" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="2 3" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 500.62 566 L 507.62 562.5 L 507.62 569.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="630" y="551" width="85" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="671.5" y="561">Retorna ListingId</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-102"><g transform="translate(0.5,0.5)"><ellipse cx="844.5" cy="566" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="844.5" y="571">7</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-103"><g transform="translate(0.5,0.5)"><path d="M 499.5 618 Q 554 618 554 633 Q 554 648 507.62 648" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 500.62 648 L 507.62 644.5 L 507.62 651.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="467" y="626" width="175" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="554" y="636">Agrega al Carrito (Vincula ListingId)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-104"><g transform="translate(0.5,0.5)"><ellipse cx="504" cy="616.5" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="504" y="621.5">8</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-105"><g transform="translate(0.5,0.5)"><path d="M 499.5 746 L 684 746 L 839.38 746" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 846.38 746 L 839.38 749.5 L 839.38 742.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="599" y="731" width="155" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="675.5" y="741">GET /products/{id}/components</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-106"><g transform="translate(0.5,0.5)"><ellipse cx="502.5" cy="746" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="502.5" y="751">9</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-107"><g transform="translate(0.5,0.5)"><path d="M 847.5 798 L 687 798 L 507.62 798" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="2 3" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 500.62 798 L 507.62 794.5 L 507.62 801.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="582" y="783" width="181" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="671.5" y="793">Retorna lista de componentes (hijos)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-108"><g transform="translate(0.5,0.5)"><ellipse cx="844.5" cy="798" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="844.5" y="803">10</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-109"><g transform="translate(0.5,0.5)"><path d="M 14 850 L 298 850 L 494.38 850" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 501.38 850 L 494.38 853.5 L 494.38 846.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="140" y="835" width="237" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="258" y="845">Configura sub-productos (Ej: texto de aviso hijo)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-110"><g transform="translate(0.5,0.5)"><ellipse cx="43.5" cy="850" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="43.5" y="855">11</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-111"><g transform="translate(0.5,0.5)"><path d="M 499.5 902 Q 554 902 554 917 Q 554 932 507.62 932" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 500.62 932 L 507.62 928.5 L 507.62 935.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="464" y="910" width="182" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="554" y="920">Agrega al Carrito (Agrupa sub-ítems)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-112"><g transform="translate(0.5,0.5)"><ellipse cx="504" cy="900.5" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="504" y="905.5">12</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-113"><g transform="translate(0.5,0.5)"><path d="M 499.5 1030 Q 554 1030 554 1045 Q 554 1060 507.62 1060" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 500.62 1060 L 507.62 1056.5 L 507.62 1063.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="453" y="1038" width="204" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="554" y="1048">Agrega directo al Carrito (Usa BasePrice)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-114"><g transform="translate(0.5,0.5)"><ellipse cx="504" cy="1028.5" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="504" y="1033.5">13</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-115"><g transform="translate(0.5,0.5)"><path d="M 14 1231 L 298 1231 L 494.38 1231" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 501.38 1231 L 494.38 1234.5 L 494.38 1227.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="133" y="1216" width="251" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="258" y="1226">Asigna Cliente y Medio de Pago (Contado/Cta Cte)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-116"><g transform="translate(0.5,0.5)"><ellipse cx="43.5" cy="1231" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="43.5" y="1236">14</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-117"><g transform="translate(0.5,0.5)"><path d="M 499.5 1283 L 684 1283 L 839.38 1283" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 846.38 1283 L 839.38 1286.5 L 839.38 1279.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="584" y="1268" width="184" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="675.5" y="1278">POST /orders (Items, Pagos, Cliente)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-118"><g transform="translate(0.5,0.5)"><ellipse cx="502.5" cy="1283" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="502.5" y="1288">15</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-119"><g transform="translate(0.5,0.5)"><path d="M 844.5 1335 L 1057 1335 L 1239.38 1335" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 1246.38 1335 L 1239.38 1338.5 L 1239.38 1331.5 Z" fill="#000000" stroke="#000000" 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y="1340">16</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-121"><g transform="translate(0.5,0.5)"><path d="M 1244.5 1387 L 1476 1387 L 1678.38 1387" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 1685.38 1387 L 1678.38 1390.5 L 1678.38 1383.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="11px" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"><rect fill="#ffffff" stroke="none" x="1346" y="1372" width="238" height="14" stroke-width="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><text x="1464.5" y="1382">Valida Fechas Bloqueadas (PublicationBlackout)</text></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-122"><g transform="translate(0.5,0.5)"><ellipse cx="1244.5" cy="1387" rx="7" ry="7" fill="#000000" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(237, 237, 237)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#FFFFFF" font-family="Helvetica" text-anchor="middle" font-size="12px" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));"><text x="1244.5" y="1392">17</text></g></g></g></g><g data-cell-id="el4GhPp5yPxJmuKXH-mP-123"><g transform="translate(0.5,0.5)"><path d="M 1244.5 1485 L 1476 1485 L 1678.38 1485" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/><path d="M 1685.38 1485 L 1678.38 1488.5 L 1678.38 1481.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g fill="#000000" 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