Rights Managed:
Royalty Free:

Quality: JPG File
Dimensions: 6200(px) x 4138(px)
Print Size:
@72DPI = 218.72cm x 145.98cm
@150DPI = 104.99cm x 70.07cm
@300DPI = 52.49cm x 35.04cm
File Size: 9.05(mb)
Price: €29.00

Quality: Print L 4000px
Dimensions: 4000x2670(px)
Megapixels: 10.68
Print Size:
@72DPI = 141.11cm x 94.19cm
@150DPI = 67.73cm x 45.21cm
@300DPI = 33.87cm x 22.61cm
Price: €14.00


Quality: Print M 3000px
Dimensions: 3000x2002(px)
Megapixels: 6.01
Print Size:
@72DPI = 105.83cm x 70.63cm
@150DPI = 50.8cm x 33.9cm
@300DPI = 25.4cm x 16.95cm
Price: €10.00


Quality: Print S 2000px
Dimensions: 2000x1335(px)
Megapixels: 2.67
Print Size:
@72DPI = 70.56cm x 47.1cm
@150DPI = 33.87cm x 22.61cm
@300DPI = 16.93cm x 11.3cm
Price: €8.00


Quality: WEB XL 1024px
Dimensions: 1024x683(px)
Megapixels: 0.7
Print Size:
@72DPI = 36.12cm x 24.09cm
@150DPI = 17.34cm x 11.57cm
@300DPI = 8.67cm x 5.78cm
Price: €1.00

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A coffer or coffering in architecture, is a sunken panel in the shape of a square, rectangle, or octagon in a ceiling, soffit or vault. A series of these sunken panels were used as decoration for a ceiling or a vault, also called caissons 'boxes, or lacunaria spaces, openings, so that a coffered ceiling can be called a lacunar ceiling the strength of the structure is in the framework of the coffers. The stone coffers of the ancient Greeks and Romans are the earliest surviving examples, but a seventh-century BC Etruscan chamber tomb in the necropolis of San Giuliano, which is cut in soft tufa-like stone reproduces a ceiling with beams and cross-beams lying on them, with flat panels fillings the lacunae. For centuries, it was thought that wooden coffers were first made by crossing the wooden beams of a ceiling in the Loire Valley châteaux of the early Renaissance. In 2012, however, archaeologists working under Andrew Wallace-Hadrill at the House of the Telephus in Herculaneum discovered that wooden coffered ceilings were constructed in Roman times. Experimentation with the possible shapes of the pole is coffering, which solve problems of mathematical tiling, or tessellation, were a feature of Islamic as well as Renaissance architecture. The more complicated problems of diminishing the scale of the individual coffers were presented by the requirements of curved surfaces of vaults and domes.

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