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validator/visualization/test/instances/embedded-documents-with-newline-and-whitespace_ubl.xml
Tanapattara Wongkhamchan b6ff9d0b28 transformed
2024-08-15 16:43:40 +07:00

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<?xml version="1.0" encoding="UTF-8"?>
<ubl:Invoice xmlns:ubl="urn:oasis:names:specification:ubl:schema:xsd:Invoice-2"
xmlns:cac="urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2"
xmlns:cbc="urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2">
<cbc:CustomizationID>urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0</cbc:CustomizationID>
<cbc:ProfileID>urn:fdc:peppol.eu:2017:poacc:billing:01:1.0</cbc:ProfileID>
<cbc:ID>0000123456</cbc:ID>
<cbc:IssueDate>2017-12-11</cbc:IssueDate>
<cbc:DueDate>2018-01-10</cbc:DueDate>
<cbc:InvoiceTypeCode>380</cbc:InvoiceTypeCode>
<cbc:Note>#ADU#[Invoice note]</cbc:Note>
<cbc:DocumentCurrencyCode>EUR</cbc:DocumentCurrencyCode>
<cbc:BuyerReference>11002002-98765-14</cbc:BuyerReference>
<cac:OrderReference>
<cbc:ID>10520</cbc:ID>
</cac:OrderReference>
<cac:ContractDocumentReference>
<cbc:ID>0000000752</cbc:ID>
</cac:ContractDocumentReference>
<cac:AdditionalDocumentReference>
<cbc:ID>01_15_Anhang_01.pdf</cbc:ID>
<cbc:DocumentDescription>Aufschlüsselung der einzelnen
Leistungspositionen</cbc:DocumentDescription>
<cac:Attachment>
<cbc:EmbeddedDocumentBinaryObject mimeCode="application/pdf"
filename="01_15_Anhang_01.pdf"
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<cbc:ID>01_15_Anhang_02.pdf</cbc:ID>
<cbc:DocumentDescription>Aufschlüsselung der einzelnen
Leistungspositionen</cbc:DocumentDescription>
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</cac:Attachment>
</cac:AdditionalDocumentReference>
<cac:ProjectReference>
<cbc:ID>Entwicklung System</cbc:ID>
</cac:ProjectReference>
<cac:AccountingSupplierParty>
<cac:Party>
<cbc:EndpointID schemeID="EM">seller@seller.com</cbc:EndpointID>
<cac:PostalAddress>
<cbc:StreetName>[Seller street]</cbc:StreetName>
<cbc:CityName>[Seller city]</cbc:CityName>
<cbc:PostalZone>10623</cbc:PostalZone>
<cac:Country>
<cbc:IdentificationCode>DE</cbc:IdentificationCode>
</cac:Country>
</cac:PostalAddress>
<cac:PartyTaxScheme>
<cbc:CompanyID>DE123456789</cbc:CompanyID>
<cac:TaxScheme>
<cbc:ID>VAT</cbc:ID>
</cac:TaxScheme>
</cac:PartyTaxScheme>
<cac:PartyLegalEntity>
<cbc:RegistrationName>[Seller name]</cbc:RegistrationName>
</cac:PartyLegalEntity>
<cac:Contact>
<cbc:Name>[Seller contact person]</cbc:Name>
<cbc:Telephone>1234567890</cbc:Telephone>
<cbc:ElectronicMail>contact@seller.de</cbc:ElectronicMail>
</cac:Contact>
</cac:Party>
</cac:AccountingSupplierParty>
<cac:AccountingCustomerParty>
<cac:Party>
<cbc:EndpointID schemeID="EM">buyer@buyer.com</cbc:EndpointID>
<cac:PostalAddress>
<cbc:StreetName>[Buyer street]</cbc:StreetName>
<cbc:CityName>[Buyer city]</cbc:CityName>
<cbc:PostalZone>12345</cbc:PostalZone>
<cac:Country>
<cbc:IdentificationCode>DE</cbc:IdentificationCode>
</cac:Country>
</cac:PostalAddress>
<cac:PartyLegalEntity>
<cbc:RegistrationName>[Buyer name]</cbc:RegistrationName>
</cac:PartyLegalEntity>
<cac:Contact>
<cbc:Name>[Buyer contact person]</cbc:Name>
<cbc:ElectronicMail>buyer@contact.com</cbc:ElectronicMail>
</cac:Contact>
</cac:Party>
</cac:AccountingCustomerParty>
<cac:PaymentMeans>
<cbc:PaymentMeansCode>58</cbc:PaymentMeansCode>
<cbc:PaymentID>0000123456</cbc:PaymentID>
<cac:PayeeFinancialAccount>
<!-- dies ist eine nicht existerende aber valide IBAN als test dummy -->
<cbc:ID>DE75512108001245126199</cbc:ID>
<cbc:Name>[Payment account name]</cbc:Name>
<cac:FinancialInstitutionBranch>
<cbc:ID>[BIC]</cbc:ID>
</cac:FinancialInstitutionBranch>
</cac:PayeeFinancialAccount>
</cac:PaymentMeans>
<cac:PaymentTerms>
<cbc:Note>Bei Zahlungen binnen 14 Tagen, 2% Skonto</cbc:Note>
</cac:PaymentTerms>
<cac:TaxTotal>
<cbc:TaxAmount currencyID="EUR">1706.2</cbc:TaxAmount>
<cac:TaxSubtotal>
<cbc:TaxableAmount currencyID="EUR">8980</cbc:TaxableAmount>
<cbc:TaxAmount currencyID="EUR">1706.2</cbc:TaxAmount>
<cac:TaxCategory>
<cbc:ID>S</cbc:ID>
<cbc:Percent>19</cbc:Percent>
<cac:TaxScheme>
<cbc:ID>VAT</cbc:ID>
</cac:TaxScheme>
</cac:TaxCategory>
</cac:TaxSubtotal>
</cac:TaxTotal>
<cac:LegalMonetaryTotal>
<cbc:LineExtensionAmount currencyID="EUR">8980</cbc:LineExtensionAmount>
<cbc:TaxExclusiveAmount currencyID="EUR">8980</cbc:TaxExclusiveAmount>
<cbc:TaxInclusiveAmount currencyID="EUR">10686.2</cbc:TaxInclusiveAmount>
<cbc:PayableAmount currencyID="EUR">10686.2</cbc:PayableAmount>
</cac:LegalMonetaryTotal>
<cac:InvoiceLine>
<cbc:ID>0</cbc:ID>
<cbc:InvoicedQuantity unitCode="XPP">1</cbc:InvoicedQuantity>
<cbc:LineExtensionAmount currencyID="EUR">850</cbc:LineExtensionAmount>
<cac:Item>
<cbc:Description>Anforderungmanagament</cbc:Description>
<cbc:Name>Anforderungsaufnahme</cbc:Name>
<cac:SellersItemIdentification>
<cbc:ID>1034</cbc:ID>
</cac:SellersItemIdentification>
<cac:ClassifiedTaxCategory>
<cbc:ID>S</cbc:ID>
<cbc:Percent>19</cbc:Percent>
<cac:TaxScheme>
<cbc:ID>VAT</cbc:ID>
</cac:TaxScheme>
</cac:ClassifiedTaxCategory>
</cac:Item>
<cac:Price>
<cbc:PriceAmount currencyID="EUR">850</cbc:PriceAmount>
</cac:Price>
</cac:InvoiceLine>
<cac:InvoiceLine>
<cbc:ID>1</cbc:ID>
<cbc:InvoicedQuantity unitCode="XPP">1</cbc:InvoicedQuantity>
<cbc:LineExtensionAmount currencyID="EUR">2986</cbc:LineExtensionAmount>
<cac:Item>
<cbc:Description>Erstellung Lastenheft bis Abnahme</cbc:Description>
<cbc:Name>Lastenheft</cbc:Name>
<cac:SellersItemIdentification>
<cbc:ID>1035</cbc:ID>
</cac:SellersItemIdentification>
<cac:ClassifiedTaxCategory>
<cbc:ID>S</cbc:ID>
<cbc:Percent>19</cbc:Percent>
<cac:TaxScheme>
<cbc:ID>VAT</cbc:ID>
</cac:TaxScheme>
</cac:ClassifiedTaxCategory>
</cac:Item>
<cac:Price>
<cbc:PriceAmount currencyID="EUR">2986</cbc:PriceAmount>
</cac:Price>
</cac:InvoiceLine>
<cac:InvoiceLine>
<cbc:ID>2</cbc:ID>
<cbc:InvoicedQuantity unitCode="XPP">1</cbc:InvoicedQuantity>
<cbc:LineExtensionAmount currencyID="EUR">2344</cbc:LineExtensionAmount>
<cac:Item>
<cbc:Description>Erstellung Pflichtenheft bis Abnahme</cbc:Description>
<cbc:Name>Pflichtenheft</cbc:Name>
<cac:SellersItemIdentification>
<cbc:ID>1036</cbc:ID>
</cac:SellersItemIdentification>
<cac:ClassifiedTaxCategory>
<cbc:ID>S</cbc:ID>
<cbc:Percent>19</cbc:Percent>
<cac:TaxScheme>
<cbc:ID>VAT</cbc:ID>
</cac:TaxScheme>
</cac:ClassifiedTaxCategory>
</cac:Item>
<cac:Price>
<cbc:PriceAmount currencyID="EUR">2344</cbc:PriceAmount>
</cac:Price>
</cac:InvoiceLine>
<cac:InvoiceLine>
<cbc:ID>3</cbc:ID>
<cbc:InvoicedQuantity unitCode="XPP">1</cbc:InvoicedQuantity>
<cbc:LineExtensionAmount currencyID="EUR">2800</cbc:LineExtensionAmount>
<cac:Item>
<cbc:Description>Entwicklung System bis Implementierung</cbc:Description>
<cbc:Name>Entwicklung</cbc:Name>
<cac:SellersItemIdentification>
<cbc:ID>1037</cbc:ID>
</cac:SellersItemIdentification>
<cac:ClassifiedTaxCategory>
<cbc:ID>S</cbc:ID>
<cbc:Percent>19</cbc:Percent>
<cac:TaxScheme>
<cbc:ID>VAT</cbc:ID>
</cac:TaxScheme>
</cac:ClassifiedTaxCategory>
</cac:Item>
<cac:Price>
<cbc:PriceAmount currencyID="EUR">2800</cbc:PriceAmount>
</cac:Price>
</cac:InvoiceLine>
</ubl:Invoice>
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