﻿<?xml version="1.0" standalone="yes"?>
<ReportDataSet name="Sales Invoice Jet Ex. Word MZ" id="63009" wordMergeDataItem="Documento">
  <DataItems>
    <DataItem name="Documento">
      <DataItems>
        <DataItem name="Etiquetas">
          <Columns>
            <Column name="Etiquetas_AppliesToDocNo">Liq. por nº documento</Column>
            <Column name="Etiquetas_Importe">Importe</Column>
            <Column name="Etiquetas_ImporteIVAIncl">Importe IVA incl.</Column>
            <Column name="Etiquetas_FacturaA">Bill To</Column>
            <Column name="Etiquetas_FacturaAClienteNo">Factura-a Nº cliente</Column>
            <Column name="Etiquetas_NoCuentaEmpresa">Cód. cuenta banco</Column>
            <Column name="Etiquetas_SucursalBancoEmpresa">Cód. sucursal banco</Column>
            <Column name="Etiquetas_NombreBancoEmpresa">Nombre banco</Column>
            <Column name="Etiquetas_NoGiroEmpresa">Nº giro postal</Column>
            <Column name="Etiquetas_IBANEmpresa">IBAN</Column>
            <Column name="Etiquetas_OficinaLegalEmpresa"></Column>
            <Column name="Etiquetas_NoTelefonoEmpresa">Nº teléfono</Column>
            <Column name="Etiquetas_SWIFTEmpresa">Código SWIFT</Column>
            <Column name="Etiquetas_CompanyRegNo">Nº reg. mercantil</Column>
            <Column name="Etiquetas_NoIVAEmpresa">CIF/NIF</Column>
            <Column name="Etiquetas_CustomerPostalBarCode"></Column>
            <Column name="Etiquetas_NoIVACliente">CIF/NIF</Column>
            <Column name="Etiquetas_Descripcion">Descripción</Column>
            <Column name="Etiquetas_ImptDescuento">Importe dto. línea</Column>
            <Column name="Etiquetas_PorcentajeDescuento">% Descuento línea</Column>
            <Column name="Etiquetas_NoDocumento">Nº documento</Column>
            <Column name="Etiquetas_FechaDocumento">Fecha emisión documento</Column>
            <Column name="Etiquetas_FechaVencimiento">Fecha vencimiento</Column>
            <Column name="Etiquetas_Email">Correo electrónico</Column>
            <Column name="Etiquetas_HomePage">Página Web</Column>
            <Column name="Etiquetas_DescuentoFactura">Importe dto. factura</Column>
            <Column name="Etiquetas_BaseDescuentoFactura">Base descuento factura</Column>
            <Column name="Etiquetas_LegalEntityType">Tipo socio</Column>
            <Column name="Etiquetas_DivisaLocal">Cód. divisa</Column>
            <Column name="Etiquetas_ImporteLinea">Importe línea excl. IVA</Column>
            <Column name="Etiquetas_NoOrden"></Column>
            <Column name="Etiquetas_No">Nº</Column>
            <Column name="Etiquetas_TerminosPago">Términos pago</Column>
            <Column name="Etiquetas_FormaPago">Forma pago</Column>
            <Column name="Etiquetas_FechaRegistro">Fecha registro</Column>
            <Column name="Etiquetas_Cantidad">Cantidad</Column>
            <Column name="Etiquetas_Vendedor">Salesperson</Column>
            <Column name="Etiquetas_VentaAClienteNo">Venta a-Nº cliente</Column>
            <Column name="Etiquetas_FechaEnvio">Fecha envío</Column>
            <Column name="Etiquetas_MetodoEnvio">Condiciones envío</Column>
            <Column name="Etiquetas_NoEnvio">Nº albarán</Column>
            <Column name="Etiquetas_CantidadEnvio"></Column>
            <Column name="Etiquetas_EnviarA">Dirección de envío</Column>
            <Column name="Etiquetas_Subtotal">Subtotal</Column>
            <Column name="Etiquetas_PrecioUnitario">Precio venta excl. IVA</Column>
            <Column name="Etiquetas_UnidadMedida">Cód. unidad medida</Column>
            <Column name="Etiquetas_Total">Total (EUR)</Column>
            <Column name="Etiquetas_TotalIncluidoIVA">Total Excl. Tax (EUR)</Column>
            <Column name="Etiquetas_TotalExcluidoIVA">Total Incl. Tax (EUR)</Column>
            <Column name="Etiquetas_ImporteIVA">Importe IVA</Column>
            <Column name="Etiquetas_ImporteIVASpec">Tax Amount Spec.</Column>
            <Column name="Etiquetas_BaseIVA">Base IVA</Column>
            <Column name="Etiquetas_ClausulaIVA">Código de cláusula de IVA</Column>
            <Column name="Etiquetas_IdentificadorIVA">Identific. IVA</Column>
            <Column name="Etiquetas_BaseDescuentoIVAFactura">Base descuento factura</Column>
            <Column name="Etiquetas_PorcentajeIVA">% IVA</Column>
            <Column name="Etiquetas_NoRegistroIVA">CIF/NIF</Column>
            <Column name="Etiquetas_SuReferencia">Su/Ntra. ref.</Column>
            <Column name="Etiquetas_SUNUMERO">Nº documento externo</Column>
          </Columns>
        </DataItem>
        <DataItem name="Empresa">
          <Columns>
            <Column name="Empresa_Direccion1">Mizar Health, S.L.</Column>
            <Column name="Empresa_Direccion2">Polígono Industrial Júndiz</Column>
            <Column name="Empresa_Direccion3">C/ Arriurdina, n. 11</Column>
            <Column name="Empresa_Direccion4">01015 VITORIA-GASTEIZ</Column>
            <Column name="Empresa_Direccion5">Araba/Álava</Column>
            <Column name="Empresa_Direccion6"></Column>
            <Column name="Empresa_Direccion7"></Column>
            <Column name="Empresa_Direccion8"></Column>
            <Column name="Empresa_HomePage"></Column>
            <Column name="Empresa_Email"></Column>
            <Column name="Empresa_NoTelefono">945284035</Column>
            <Column name="Empresa_NoGiro"></Column>
            <Column name="Empresa_NombreBanco">CaixaBank</Column>
            <Column name="Empresa_NoSucursalBanco"></Column>
            <Column name="Empresa_NoCuentaBanco"></Column>
            <Column name="Empresa_IBAN"></Column>
            <Column name="Empresa_SWIFT"></Column>
            <Column name="Empresa_NoRegistro"></Column>
            <Column name="Empresa_NoRegistroIVA">B01575182</Column>
            <Column name="Empresa_OficinaLegal"></Column>
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            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio">24/06/22</Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="Lineas">
          <Columns>
            <Column name="Lineas_Tipo"> </Column>
            <Column name="Lineas_No"></Column>
            <Column name="Lineas_CodigoVariante"></Column>
            <Column name="Lineas_Descripcion">Nº albarán A2022-00065:</Column>
            <Column name="Lineas_Cantidad"></Column>
            <Column name="Lineas_UnidadMedida"></Column>
            <Column name="Lineas_PrecioUnitario"></Column>
            <Column name="Lineas_Importe"></Column>
            <Column name="Lineas_IdentificadorIVA"></Column>
            <Column name="Lineas_PorcentajeIVA" decimalformatter="#,##0.#####">0</Column>
            <Column name="Lineas_IVA"></Column>
            <Column name="Lineas_ImporteIVAIncl" decimalformatter="#,##0.00">0</Column>
            <Column name="Lineas_ImporteDescuento"></Column>
            <Column name="Lineas_PorcentajeDescuento"></Column>
            <Column name="Lineas_CantidadEnviada"></Column>
            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio"></Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="Lineas">
          <Columns>
            <Column name="Lineas_Tipo">Artículo</Column>
            <Column name="Lineas_No">C-ELEMENT. 21%</Column>
            <Column name="Lineas_CodigoVariante"></Column>
            <Column name="Lineas_Descripcion">placas de titanio sg planificación quirúrgica</Column>
            <Column name="Lineas_Cantidad">5</Column>
            <Column name="Lineas_UnidadMedida">Uds</Column>
            <Column name="Lineas_PrecioUnitario">302,20</Column>
            <Column name="Lineas_Importe"></Column>
            <Column name="Lineas_IdentificadorIVA">IVA21</Column>
            <Column name="Lineas_PorcentajeIVA" decimalformatter="#,##0.#####">0</Column>
            <Column name="Lineas_IVA"></Column>
            <Column name="Lineas_ImporteIVAIncl" decimalformatter="#,##0.00">1511</Column>
            <Column name="Lineas_ImporteDescuento"></Column>
            <Column name="Lineas_PorcentajeDescuento"></Column>
            <Column name="Lineas_CantidadEnviada"></Column>
            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio">19/09/22</Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="Lineas">
          <Columns>
            <Column name="Lineas_Tipo"> </Column>
            <Column name="Lineas_No"></Column>
            <Column name="Lineas_CodigoVariante"></Column>
            <Column name="Lineas_Descripcion">Nº albarán A2022-00069:</Column>
            <Column name="Lineas_Cantidad"></Column>
            <Column name="Lineas_UnidadMedida"></Column>
            <Column name="Lineas_PrecioUnitario"></Column>
            <Column name="Lineas_Importe"></Column>
            <Column name="Lineas_IdentificadorIVA"></Column>
            <Column name="Lineas_PorcentajeIVA" decimalformatter="#,##0.#####">0</Column>
            <Column name="Lineas_IVA"></Column>
            <Column name="Lineas_ImporteIVAIncl" decimalformatter="#,##0.00">0</Column>
            <Column name="Lineas_ImporteDescuento"></Column>
            <Column name="Lineas_PorcentajeDescuento"></Column>
            <Column name="Lineas_CantidadEnviada"></Column>
            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio"></Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="Lineas">
          <Columns>
            <Column name="Lineas_Tipo">Artículo</Column>
            <Column name="Lineas_No">C-ELEMENT. 10%</Column>
            <Column name="Lineas_CodigoVariante"></Column>
            <Column name="Lineas_Descripcion">Kit reconstrucción mandibular (placa)</Column>
            <Column name="Lineas_Cantidad">1</Column>
            <Column name="Lineas_UnidadMedida">Uds</Column>
            <Column name="Lineas_PrecioUnitario">2.600,00</Column>
            <Column name="Lineas_Importe"></Column>
            <Column name="Lineas_IdentificadorIVA">IVA10</Column>
            <Column name="Lineas_PorcentajeIVA" decimalformatter="#,##0.#####">0</Column>
            <Column name="Lineas_IVA"></Column>
            <Column name="Lineas_ImporteIVAIncl" decimalformatter="#,##0.00">2600</Column>
            <Column name="Lineas_ImporteDescuento"></Column>
            <Column name="Lineas_PorcentajeDescuento"></Column>
            <Column name="Lineas_CantidadEnviada"></Column>
            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio">17/06/22</Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="Lineas">
          <Columns>
            <Column name="Lineas_Tipo"> </Column>
            <Column name="Lineas_No"></Column>
            <Column name="Lineas_CodigoVariante"></Column>
            <Column name="Lineas_Descripcion">Nº albarán A2022-00070:</Column>
            <Column name="Lineas_Cantidad"></Column>
            <Column name="Lineas_UnidadMedida"></Column>
            <Column name="Lineas_PrecioUnitario"></Column>
            <Column name="Lineas_Importe"></Column>
            <Column name="Lineas_IdentificadorIVA"></Column>
            <Column name="Lineas_PorcentajeIVA" decimalformatter="#,##0.#####">0</Column>
            <Column name="Lineas_IVA"></Column>
            <Column name="Lineas_ImporteIVAIncl" decimalformatter="#,##0.00">0</Column>
            <Column name="Lineas_ImporteDescuento"></Column>
            <Column name="Lineas_PorcentajeDescuento"></Column>
            <Column name="Lineas_CantidadEnviada"></Column>
            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio"></Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="Lineas">
          <Columns>
            <Column name="Lineas_Tipo">Artículo</Column>
            <Column name="Lineas_No">C-ELEMENT. 21%</Column>
            <Column name="Lineas_CodigoVariante"></Column>
            <Column name="Lineas_Descripcion">Kit Astrágalo parcial (Incluye guías y astrágalo)</Column>
            <Column name="Lineas_Cantidad">1</Column>
            <Column name="Lineas_UnidadMedida">Uds</Column>
            <Column name="Lineas_PrecioUnitario">2.000,00</Column>
            <Column name="Lineas_Importe"></Column>
            <Column name="Lineas_IdentificadorIVA">IVA21</Column>
            <Column name="Lineas_PorcentajeIVA" decimalformatter="#,##0.#####">0</Column>
            <Column name="Lineas_IVA"></Column>
            <Column name="Lineas_ImporteIVAIncl" decimalformatter="#,##0.00">2000</Column>
            <Column name="Lineas_ImporteDescuento"></Column>
            <Column name="Lineas_PorcentajeDescuento"></Column>
            <Column name="Lineas_CantidadEnviada"></Column>
            <Column name="Lineas_AcuseDeRecibo"></Column>
            <Column name="Lineas_CodigoDeRetorno"></Column>
            <Column name="Lineas_FechaEnvio">17/06/22</Column>
            <Column name="Lineas_NoEvnvio"></Column>
          </Columns>
        </DataItem>
        <DataItem name="TotalesInforme">
          <Columns>
            <Column name="TotalesInforme_Subtotal" decimalformatter="#,##0.00">8711</Column>
            <Column name="TotalesInforme_ImporteDescuento" decimalformatter="#,##0.00">0</Column>
            <Column name="TotalesInforme_SubtotalMenosDescuento" decimalformatter="#,##0.00">8711</Column>
            <Column name="TotalesInforme_TotalSinIVA" decimalformatter="#,##0.00">8711</Column>
            <Column name="TotalesInforme_IVA" decimalformatter="#,##0.00">0</Column>
            <Column name="TotalesInforme_ImporteDescuentoEnIVA" decimalformatter="#,##0.00">0</Column>
            <Column name="TotalesInforme_TotalConIVA" decimalformatter="#,##0.00">8711</Column>
          </Columns>
        </DataItem>
      </DataItems>
    </DataItem>
  </DataItems>
</ReportDataSet>
