| |
In lugnet.loc.au, Ray Sanders writes:
(correction here)
I counted 20 unique colors in 4721 (assuming the two pinks are indeed
different):
> 1. Bright Orange (2 x 2 plate, 1 x 8 plate, 2 x 8 plate, etc)
> 2. Lighter Orange (stone door frame, 1 x 4 x 5 Window frame, small cabinet)
> 3. Dark Purple (wooden door, 8 x 8 plate)
> 4. Black (Fabuland kettle, window glass, hair, door latice)
> 5. DkGray (Scala Book)
> 6. Green (Scala Book, Frog)
> 7. White (1 x 2 x 2 panels, 1 x 2 log brick, 1 x 2 hinge, owl, etc)
> 8. Yellow (1 x 1 tile)
> 9. Trans Dark Purple (1x1 Bricks)
> 10. Light Violet (8 x 8 plate, 2 x 2 brick)
> 11. Trans Pink (wand, 2 x 2 bricks, 24 facet jewel)
> 12. Trans Orange (1 x 1 round plates, castle flames, 1 x 1 cone)
> 13. Gold (keys, 1 x 2 plate with ball)
> 14. Trans Neon Green (1 x 1 cone, spider)
> 15. Brown (wand)
> 16. Trans DkBlue (24 facet jewel, 1 x 2 tile decorated)
> 17. Gray (fig torso, legs and arms)
> 18. DkPink (brighter) town seats
> 19. DkPink (muted) scala 1 x 1 round plates
20. Clear (window glass)
(I knew I counted 20 last night)
Ray
|
|
Message is in Reply To:
 | | Re: How many pinks are there
|
| (...) One addition test I failed to mention: take the little 1x1 round 'scala-esq' plates, put on the top of something that has a "nominal" shade of DkPink (I used one of the big lattice-work room divider panels from Belville 5860 *or* take one of (...) (23 years ago, 5-Feb-02, to lugnet.loc.au, lugnet.general)
|
13 Messages in This Thread:
 
 
- Entire Thread on One Page:
- Nested:
All | Brief | Compact | Dots
Linear:
All | Brief | Compact
|
|
|
|
