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| Bidder | Amount | Date |
|---|---|---|
| s****7 46 | USD 151.38 | 06/18/2017 01:06:02 |
| k****a 18 | USD 141.38 | 06/18/2017 01:01:55 |
| s****7 46 | USD 140.00 | 06/18/2017 01:01:55 |
| k****a 18 | USD 128.88 | 06/17/2017 20:07:57 |
| s****7 46 | USD 126.00 | 06/17/2017 20:07:56 |
| k****a 18 | USD 115.33 | 06/17/2017 14:59:13 |
| m****l 958 | USD 113.00 | 06/17/2017 14:59:13 |
| k****a 18 | USD 102.77 | 06/17/2017 13:08:41 |
| s****7 46 | USD 100.00 | 06/17/2017 13:08:41 |
| k****a 18 | USD 95.00 | 06/17/2017 12:51:02 |
| s****7 46 | USD 90.00 | 06/17/2017 12:51:02 |
| s****7 46 | USD 85.11 | 06/17/2017 11:52:31 |
| k****a 18 | USD 80.11 | 06/17/2017 11:39:07 |
| m****l 958 | USD 78.00 | 06/17/2017 11:39:07 |
| k****a 18 | USD 72.33 | 06/17/2017 01:25:29 |
| m****l 958 | USD 70.00 | 06/17/2017 01:25:29 |
| k****a 18 | USD 65.00 | 06/16/2017 22:42:06 |
| m****l 958 | USD 60.00 | 06/11/2017 13:27:35 |
Four convoluted shapes of which ANY two can be interlaced to fit into one half of the box, leaving the other two pieces to do the same and fit into the other compartment, making six different combinatorial puzzles. But wait! One of these pairs has two ways of combining so there are SEVEN puzzles in total.