Calculations

The "Calculations" tab contains the following parameter groups and options:
Area
Apply scrap calculation for real area — Increases ceiling area for customer according to specified settings. Detailed information about this setting.
Additional options
Display real area — Show exact ceiling area in print forms. Written in parentheses
Exclude canvases with width ≤ or ≥ ___ cm — Don't include narrow canvases in calculations.
This setting allows excluding canvases with width less than or equal to the specified value to avoid thin strips during cutting.
Important! Do not set too high a value as it may lead to loss of part of the ceiling!
When this setting is activated, canvases with width less than or equal to the specified value will be excluded from cutting. This allows excluding too thin strips of canvas.
Ceiling (with shrinkage) width 162 cm.
Selected texture width 160 cm.
A piece of ceiling 2 cm wide remains from the seam edge.If you set exclusions for canvases up to 3 cm wide, then this 2 cm piece will not be considered during cutting, and the final ceiling width will remain 160 cm, which equals the selected texture width.
Ceiling not printing\ not exporting to 1C
Check the film consumption on the print form - if consumption = 0 then check this setting, you may have set too high a value and this ceiling is not being considered.
Solution: disable the setting or set a value smaller than this segme
Harpoon increase percentage ___ % — Additional percentage for harpoon length accounting considering stretch.
Rotate drawing counterclockwise when changing seam —
Perimeter
Round perimeter to whole baguette length — Bring perimeter to the nearest whole baguette.
Baguette length ___ linear meters — Sets standard profile length for rounding.
Display real perimeter — Show exact perimeter value without adjustments.
Visual seam arrangement
Horizontal — Seams on drawing are displayed horizontally.
Vertical — Seams on drawing are displayed vertically.
Canvas stretch calculation method
N(1+P)* → example: 200 × 1.1 = 220
Multiplying nominal size by stretch coefficient.
H/(1-P) → example: 200 / 0.9 = 222
Dividing real size by one minus stretch coefficient. (recommended)