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 PIQUAGE DECALE OU IMPRESSION DECALEE ???

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COTE DE NACRE

COTE DE NACRE


Nombre de messages : 606
Localisation : ST AUBIN SUR MER 14
Date d'inscription : 15/05/2017

PIQUAGE DECALE OU IMPRESSION DECALEE ??? Empty
MessageSujet: PIQUAGE DECALE OU IMPRESSION DECALEE ???   PIQUAGE DECALE OU IMPRESSION DECALEE ??? EmptyMer 22 Nov 2023 - 11:21

[b]Bonjour,[/b]


[b]Une question [/b]:

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[/img]

             [b] Impression     Perforateur    Impression
               du timbre                              Bandes phospho[/b]


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[/img][/left]


[b]Pour le timbre ci-dessus et selon le schéma, il semblerait que nous n’ayons pas affaire à un piquage décalé mais plutôt à un décalage du cylindre d’impression du timbre. Qu’en pensez-vous ?[/b]


[b]Remerciements[/b]


[b]Cordialement.[/b]
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PIQUAGE DECALE OU IMPRESSION DECALEE ???
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