Appendix-12
Choosing the Appropriate Paper
This section describes guidelines for choosing paper.
Condition
Avoid using paper with bent corners or that is curled, dirty, or torn. Do not use paper that has a rough surface or paper
fiber lint, or that is especially delicate. Use of paper in any of these conditions will not only deliver poor copies but may
also cause jams and shorten the useful life of the machine. Choose paper with a smooth and even surface; however,
avoid coated paper or paper with a treated surface as it may damage the drum or fusing unit.
Ingredient
Do not use paper such as paper that has been coated or surface-treated or paper that contains plastic or carbon.
These paper may produce harmful fumes from the heat of printing and may damage the drum.
Be sure to use the standard paper that contains at least 80% pulp, i.e., not more than 20% of the total paper content
consists of cotton or other fibers.
Supported Paper Sizes
Paper of the following sizes is supported by the machine.
Measurements in the table take into account a ±0.7 mm dimensional accuracy for length and width. Corner angles
must be 90° ± 0.2°.
Smoothness
The paper surface should be smooth, but it must be uncoated. With paper that is too smooth and slippery, several
sheets may accidentally be supplied at once, causing jams.
Multi Purpose Tray
Cassette or Multi
Purpose Tray
B6 (128 × 182 mm) Letter (8.5 × 11")
ISO B5 (176 × 250 mm) Legal (8.5 × 14")
Envelope #10 (Commercial #10) (4 1/8 × 9 1/2") Statement (5.5 × 8.5") *
* Except for the optional cassettes.
Envelope #9 (Commercial #9) (3 7/8 × 8 7/8") Executive (7.25 × 10")
Envelope #6 (Commercial #6 3/4) (3 5/8 × 6 1/2") Oficio II (8.5 × 13")
Envelope Monarch (3 7/8 × 7 1/2") A4 (210 × 297 mm)
Envelope DL (110 × 220 mm) A5 (148 × 210 mm)
Envelope C5 (162 × 229mm) A6 (105 × 148 mm) *
Hagaki (100 × 148mm) B5 (182 × 257 mm)
Oufuku Hagaki (148 × 200 mm) Folio (210 × 330 mm)
Youkei 4 (105 × 235 mm) 16K (197 × 273 mm)
Youkei 2 (114 × 162 mm)
Size Entry (70 × 148 to 216 × 356 mm)
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General
Weight and Dimensions
