Table of Contents
OptionsPrice.Dat
Description
The “OptionsPrice.Dat” file contains the various prices of extras defined in the Options.Dat file.
Table structure
| No | Field name | Pos | Length | Format | Comments |
|---|---|---|---|---|---|
| 1* | Man. code coating | 1 | 6 | T6 | |
| 2* | Man. code base lens | 7 | 6 | T6 | Specify a lens IT code if the price of the coating for a certain lens deviates from the standard price. Otherwise empty. |
| 3* | Spherical / toric | 13 | 1 | 9 | 0=unimportant 1=spherical 2=toric |
| 4* | Single vision / multifocals | 14 | 1 | 9 | 0=unimportant 1=single vision base lens 2=multifocal base lens |
| 5* | For glass | 15 | 1 | B | |
| 6* | For plastic | 16 | 1 | B | |
| 7* | For polycarbonate | 17 | 1 | B | |
| 8* | For Trivex | 18 | 1 | B | |
| 9 | Price 1 | 19 | 7 | 9999999 | For definition, see Head.Dat |
| 10 | Price 2 | 26 | 7 | 9999999 | For definition, see Head.Dat |
| 11 | Price 3 | 33 | 7 | 9999999 | For definition, see Head.Dat |
| 12 | Price 4 | 40 | 7 | 9999999 | For definition, see Head.Dat |
| 13 | Price 5 | 47 | 7 | 9999999 | For definition, see Head.Dat |
Notes
The man. code “coating” must either be defined in Options.Dat or belong to one of the following, predefined groups.
Higher cylinder powers
For higher cylinder powers, the IT codes Z1, Z2, and Z3 are pre-defined. The price allocated to these IT codes must be added to the lens price if the cylinder exceeds the value in the cylindergroup-base in the Head.Dat file. (See note on the Head.Dat file).
„Z1“ = (cylinder > cylindergroup-base) and (cylinder ⇐ cylindergroup-1)
„Z2“ = (cylinder > cylindergroup-1) and (cylinder ⇐ cylindergroup-2)
„Z3“ = (cylinder > cylindergroup-2) and (cylinder ⇐ cylindergroup-3)
Prismatic powers
For prismatic powers, the IT codes P1, P2, P3, P4, P5 and P6 are pre-defined. The price allocated to these IT codes must be added to the lens price if the lens has a prismatic power.
„P1“ = (prism > 0) and (prism ⇐prismgroup-1)
„P2“ = (prism > prismgroup-1) and (prism ⇐prismgroup-2)
„P3“ = (prism > prismgroup-2) and (prism ⇐prismgroup-3)
„P4“ = (prism > prismgroup-3) and (prism ⇐prismgroup-4)
„P5“ = (prism > prismgroup-4) and (prism ⇐prismgroup-5)
„P6“ = (prism > prismgroup-5)