ID: 113392
Closed
Listing ID: #113392 has been removed from your wishlist.
Reticulated Cubes
$360.00
- Closed
Seller Info
carlosxtorres (39 )
- Item Location
- United States
- Registered Since
- 27.03.2020 13:59:55
- Feedback
- 100%
- View Other Items
Bidder | Amount | Date |
---|---|---|
LokIKross (254 ) | $360.00 | 18.08.2022 09:25:28 |
jimbo (4 ) | $350.00 | 18.08.2022 09:25:01 |
LokIKross (254 ) | $350.00 | 18.08.2022 09:25:01 |
jimbo (4 ) | $330.00 | 16.08.2022 14:52:17 |
JDColin (24 ) | $320.00 | 16.08.2022 14:52:17 |
JDColin (24 ) | $310.00 | 16.08.2022 14:51:34 |
jimbo (4 ) | $300.00 | 16.08.2022 14:51:34 |
JDColin (24 ) | $280.00 | 12.08.2022 16:24:24 |
clej1 (35 ) | $270.00 | 12.08.2022 16:24:24 |
JDColin (24 ) | $260.00 | 12.08.2022 16:15:33 |
clej1 (35 ) | $250.00 | 12.08.2022 16:15:33 |
JDColin (24 ) | $230.00 | 12.08.2022 16:15:22 |
clej1 (35 ) | $220.00 | 12.08.2022 16:15:22 |
JDColin (24 ) | $210.00 | 12.08.2022 08:04:36 |
LokIKross (254 ) | $200.00 | 11.08.2022 22:21:32 |
User | Price | Quantity | Date |
---|---|---|---|
LokIKross (254 ) | $360.00 | 1 | 19.08.2022 09:26:20 |
Description
Reticulated Cubes, designed by Lee Sallows and produced by Eric Fuller and company. In like-new condition. PLEASE NOTE: Payment requested via PayPal Friends and Family.
From cubicdissection.com:
Reticulated Cubes is a fascinating exploration of 3x3 cube puzzles with a novel twist. Each box contains nine pieces, and there are eight possible cube solutions. The goal is to organize the pieces in the box such that any three pieces in a straight line will assemble into a cube (tic-tac-toe style). The solution is quite difficult to find!
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- Payment Methods
- PayPal
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