escan.nv

POST {{host}}/escan.nv

Import eScan document

Documentation: https://support.netvisor.fi/en/support/solutions/articles/77000554138-import-escan-document-escan-nv

HEADERS

KeyDatatypeRequiredDescription
Content-Typestring
User-Agentstring
X-Netvisor-Authentication-PartnerIdstringEnvironmentin takaa
X-Netvisor-Authentication-CustomerIdstringEnvironmentin takaa
X-Netvisor-Interface-Languagestring
X-Netvisor-Authentication-TimestampstringMuodostetaan Pre-request Scriptissä, nousee sieltä Environment muuttujaksi
X-Netvisor-Organisation-IDstringY-tunnus annetaan Pre-request Scriptissä, nousee sieltä Environment muuttujaksi
X-Netvisor-Authentication-SenderstringCollectionin muuttuja
X-Netvisor-Authentication-TransactionIdstringMuodostetaan Pre-request Scriptissä, nousee sieltä Environment muuttujaksi
X-Netvisor-Authentication-MACHashCalculationAlgorithmstring
X-Netvisor-Authentication-MACstringMuodostetaan Pre-request Scriptissä, nousee sieltä Environment muuttujaksi

RESPONSES

status: OK

"\u003croot\u003e\r\n    \u003cescandocument\u003e\r\n        \u003cdocumenttype\u003eTosite\u003c/documenttype\u003e\r\n        \u003cdescription\u003eTesti tosite\u003c/description\u003e\r\n        \u003cdocumentmimetype\u003eapplication/pdf\u003c/documentmimetype\u003e\r\n        \u003c!--\u003ccompression\u003e\u003c/compression\u003e--\u003e\r\n        \u003cdocumentdata\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\u003c/documentdata\u003e\r\n        \u003c!-- \u003ctargets\u003e\r\n            \u003ctargetline\u003e\r\n                \u003ctarget\u003etripexpensemoneytransfer\u003c/target\u003e\r\n                \u003ctargetidentifier\u003e20\u003c/targetidentifier\u003e\r\n            \u003c/targetline\u003e\r\n        \u003c/targets\u003e --\u003e\r\n    \u003c/escandocument\u003e\r\n\u003c/root\u003e"