Sweetwater Forum
Epochen => Absolutismus und Revolution => Thema gestartet von: ALF am 14. Juli 2014 - 17:49:00
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Hallo alle zusammen,
bin gerade dabei meine Armee zu bemalen. ( Französische Armee von den Perrys )
Bin mir aber etwas unschlüssig welche Farbe meine Kanonen bekommen sollen.
Ein Freund sagte mir, die Kanone wären blau lackiert gewesen.
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Die Lafetten der Franzosen waren in einer Art Olivgrün bemalt.
http://www.miniatures.de/colour-napoleonic-artillery.html
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(http://data:image/jpeg;base64,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)
Es ist ein grün, wenn die Dinger gestrichen waren, ansonsten holzfarbig.
Blau waren die preussischen und bayrischen Kanonen.
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Habt tausend Dank !
für die schnelle Antwort. :thumbsup:
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Ist vielleicht etwas spät, aber die französischen Lafetten sollen aus einer Mischung 2.500 Gramm Gelbocker zu 30 Gramm Schwarz bemalt worden sein (Quelle: L.&F. Funcken, Historische Uniformen, Band 3, S. 76).