Aktuellstes Foto

Beschreibung

Beinhaltet das aktuellste Foto aus Reisepass, Personalausweis oder eCard aus dem IDR.

Zusätzliche Informationen

Attribut wird immer nur im Fall von ID Austria Full ausgeliefert.

"urn:pvpgvat:oidc.eid_ida_level" "urn:eidgvat:eid.status.full"

Bildtyp ist jpeg, Auflösung ist entweder 413x531px, 473x608px oder 481x606px.
Die Pixeldichte beträgt 300 dpi.
Fotos können in Farbe und Schwarz-Weiss ausgeliefert werden.

SAMLorg.iso.18013.5.1:portrait
OIDCorg.iso.18013.5.1:portrait
Format des AttributwertsString der die base64 UTF-8 encoded Binärdatei enthält

Beispiel:

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
(jpeg, 413×531)

Testdaten

Q-Testumgebung Testidentitäten:  (siehe https://eid.egiz.gv.at/anbindung/testidentitaeten/)

XXXĤáčęk XXXMûstérfřăuAktuellstes Foto vorhanden
XXXMaria-Theresia Kunigunde XXXHabsburg-LothringenAktuellstes Foto vorhanden
XXXOtto XXXOttakringerAktuellstes Foto vorhanden
XXXÉliás XXXTörőcsikAktuellstes Foto vorhanden*
XXXLudmilla XXXŁódźAktuellstes Foto vorhanden
XXXŐzgjar XXXTjazekçiAktuellstes Foto vorhanden
XXXHildegard XXXÖhlingerAktuellstes Foto vorhanden*
XXXRúùd XXXVàn NisteĺrooyAktuellstes Foto vorhanden
XXXClaus – Maria XXXvon BrandenburgAktuellstes Foto vorhanden*
*nur bei der zugehörigen IDA Level Full Identität