![](data:image/png;base64,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)
169
Specifications
A4, B5, A5
Size Printable Area (width x height)
A4 203.2
× 287.0 mm / 8.0 × 11.3 in
B5 175.2
× 247.0 mm / 6.9 × 9.7 in
A5 141.2
× 200.0 mm / 5.6 × 7.9 in
25.4 mm / 1.0 in
23.5 mm / 0.9 in
3.4 mm / 0.13 in
3.4 mm / 0.13 in
7.0 mm / 0.3 in
3.0 mm / 0.12 in
Recommended printing area
Printable area