The formulas that follow extract how many parts there are in layout drawings.
NOTE: If a formula is applied to a drawing that has no parts, the result is 0.
| How many OneUp parts there are in all layouts. | PartsCount() |
| How many OneUpN parts there are in all layouts. | "OneUpN".PartsCount() |
| How many OneUp parts there are in LayoutN. | LayoutN.PartsCount() |
| How many OneUpN parts there are in LayoutN. | "OneUpN".PartsCount(LayoutN) |
| How many OneUpN parts there are in LayoutN. | LayoutN.PartsCount(OneUpN) |
| How many OneUpN parts there are in a layout drawing named "Layout Drawing N". | "Layout Drawing N".PartsCount(OneUpN) |
The n0 rounding identifier displays the result without a fractional part.
| TO print how many | USE | Example |
|---|---|---|
| OneUp parts there are in all layouts. | $PartsCount(); n0$ | 17 |
| OneUp1 parts there are in all layouts | $"OneUp1".PartsCount(); n0$ | 13 |
| OneUp parts there are in Layout1. | $Layout1.PartsCount(); n0$ | 5 |
| OneUp1 parts there are in Layout1. | $"OneUp1".PartsCount(Layout1); n0$ | 14 |
| $Layout1.PartsCount(OneUp1); n0$ | ||
| OneUp3 parts there are in the "Layout Drawing 2" drawing. | $"Layout Drawing 2".PartsCount(OneUp3); n0$ | 12 |
See the general rules for how to write formulas and format formula results.