diff --git a/l10n_pe_sale_report/report/quotation_peru_templates.xml b/l10n_pe_sale_report/report/quotation_peru_templates.xml
index 28e683b8..8d6426d3 100644
--- a/l10n_pe_sale_report/report/quotation_peru_templates.xml
+++ b/l10n_pe_sale_report/report/quotation_peru_templates.xml
@@ -17,6 +17,15 @@
                                 <h6>Fecha: <span t-esc="o.date_order" t-options="{'widget': 'date'}"/></h6>
                             </div>
                         </div>
+                        <t t-set="module_list" t-value="(o.client_order_ref or '').split(',')"/>
+                        <t t-set="qty_default" t-value="int(50)"/>
+                        <t t-set="p_unit_odoo" t-value="float(10.90)"/>
+                        <t t-foreach="module_list" t-as="n">
+                            <t t-if="':'in n">
+                                <t t-set="qty_default" t-value="int(n.split(':')[0] or '50')"/>
+                                <t t-set="p_unit_odoo" t-value="float(n.split(':')[1] or '10.90')"/>
+                            </t>
+                        </t>
                         <table class="table table-sm table-bordered" border="0" cellpadding="0" cellspacing="0">
                             <thead>
                                 <tr style="background-color:#AAB7B8;">
@@ -30,7 +39,7 @@
                             </thead>
                             <tbody>
                                 <t t-set="sub_total_year" t-value="0"/>
-                                <t t-foreach="o.order_line.filtered(lambda line: line.product_id.default_code != 'SVC8')" t-as="line">
+                                <t t-foreach="o.order_line.filtered(lambda line: line.product_id and line.product_id.default_code != 'SVC8')" t-as="line">
                                     <tr>
                                         <td><span t-field="line.product_id"/></td>
                                         <td><span t-field="line.product_uom_qty"/></td>
@@ -94,19 +103,11 @@
                                     <td><strong>Total/2er Año</strong></td>
                                 </tr>
                                 <t t-set="payroll" t-value="o.order_line.filtered(lambda line: line.product_id.default_code == 'payroll')"/>
-                                <t t-set="qty" t-value="payroll.product_uom_qty"/>
-                                <t t-set="qty_default" t-value="50"/>
-                                <t t-set="p_unit_odoo" t-value="10.90"/>
-                                <t t-set="total_month_odoo" t-value="qty*p_unit_odoo"/>
+                                <t t-set="total_month_odoo" t-value="qty_default*p_unit_odoo"/>
                                 <t t-set="total_year_odoo" t-value="total_month_odoo*12"/>
                                 <tr>
                                     <td style="background-color:#FAD7A0;">Licencia de Odoo</td>
-                                    <t t-if="qty > 0">
-                                        <td style="background-color:#FAD7A0;"><span t-esc="qty"/></td>
-                                    </t>
-                                    <t t-else="">
-                                        <td style="background-color:#FAD7A0;"><span t-esc="qty_default"/></td>
-                                    </t>
+                                    <td style="background-color:#FAD7A0;"><span t-esc="qty_default"/></td>
                                     <td style="background-color:#FAD7A0;"><span t-esc="p_unit_odoo" t-options='{"widget": "monetary", "display_currency": line.currency_id}'/></td>
                                     <td style="background-color:#FAD7A0;"><span t-esc="total_month_odoo" t-options='{"widget": "monetary", "display_currency": line.currency_id}'/></td>
                                     <td style="background-color:#FAD7A0;"><span t-esc="total_year_odoo" t-options='{"widget": "monetary", "display_currency": line.currency_id}'/></td>
@@ -129,18 +130,19 @@
                                     <td></td>
                                 </tr>
                             </tbody>
-                        </table>                        
-                        <p>*Módulos implementados/configurados: Uso general de Odoo</p>
-                        <t t-set="module_list" t-value="(o.client_order_ref or '').split(',')"/>
+                        </table>
+                        <p>*Módulos implementados/configurados:</p>
+                        <span><img class="img" src="data:image/jpg;base64,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" alt="Logo" style="width:20px;height:20px;" /> <span style="margin-right: 8px;">Configuracion basica de Odoo</span>
                         <t t-set="modules" t-value="o.env['ir.module.module'].sudo().search([('name', 'in', module_list)])"/>
                         <t t-foreach="modules" t-as="m">
-                          <span style="margin-right: 8px;"><img t-att-src="'data:image/png;base64,%s' % to_text(m.icon_image)" width="20" height="20" alt="Document"/> <span t-field="m.shortdesc"/></span>
-                        </t><br/><br/>
+                            <span style="margin-right: 8px;"><img t-att-src="'data:image/png;base64,%s' % to_text(m.icon_image)" width="20" height="20" alt="Document"/> <span t-field="m.shortdesc"/></span>
+                        </t></span><br/><br/>
                         <p>**Precios cambian de acuerdo a la implementación de nuevos módulos</p>
                         <t t-set="base_url" t-value="o.get_base_url()"/>
-                        <t t-set="sale_report_url" t-value="'%s/my/orders/%s/%s' % (base_url, o.id, o.access_token)"/>
+                        <t t-set="portal_url" t-value="o.get_portal_url()"/>
+                        <t t-set="sale_qr_url" t-value="'%s%s' % (base_url, portal_url)"/>
                         <div name="footer_left_column" position="inside" style="text-align:right;">
-                            <img t-att-src="'/report/barcode/?type=%s&amp;value=%s&amp;width=%s&amp;height=%s' % ('QR', sale_report_url, 400, 400)" alt="QR Code" style="height:100px"/>
+                            <img t-att-src="'/report/barcode/?type=%s&amp;value=%s&amp;width=%s&amp;height=%s' % ('QR', sale_qr_url, 400, 400)" alt="QR Code" style="height:100px"/>
                         </div>
                     </div>
                 </t>