92B, 25 Jahre Regentschaft, 5 Pf, Bayern
€0,60 – €1,80
1 in stock (can be backordered)
Linienzähnung:
Die Linienzähnung ist die älteste Art Briefmarken zu zähnen. Der Bogen wird zunächst in einer Richtung gezähnt (z. B. waagrecht). Danach wird er um 90 Grad gedreht und die anderen Briefmarkenzwischenräume (in diesem Fall die senkrechten) gezähnt. Da diese Art sehr ungenau ist, variiert der Abstand zwischen den einzelnen Zeilen oft, wodurch Briefmarken leicht voneinander abweichender Formate entstehen. Die Ecken der einzelnen Briefmarken sind naturgemäß unregelmäßig. Dies ist das charakteristische Erkennungsmerkmal der Linienzähnung.
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
Additional information
Weight | 0,01 kg |
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