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| Bidder | Amount | Date |
|---|---|---|
| R****e 54 | USD 548.00 | 09/20/2022 08:23:31 |
| f****s 78 | USD 523.00 | 09/20/2022 08:23:31 |
| R****e 54 | USD 470.00 | 09/20/2022 02:58:14 |
| C****n 146 | USD 455.00 | 09/19/2022 20:51:06 |
| R****e 54 | USD 450.00 | 09/19/2022 20:51:06 |
| R****e 54 | USD 440.00 | 09/19/2022 05:36:27 |
| f****s 78 | USD 425.00 | 09/19/2022 05:36:27 |
| R****e 54 | USD 400.00 | 09/19/2022 03:06:22 |
| f****s 78 | USD 385.00 | 09/19/2022 03:06:22 |
| f****s 78 | USD 351.00 | 09/18/2022 20:10:46 |
| C****n 146 | USD 336.00 | 09/18/2022 18:59:44 |
| f****s 78 | USD 325.00 | 09/18/2022 18:59:44 |
| f****s 78 | USD 321.00 | 09/18/2022 00:07:01 |
| T****k 39 | USD 306.00 | 09/17/2022 11:47:34 |
| f****s 78 | USD 295.00 | 09/17/2022 11:47:34 |
| f****s 78 | USD 275.00 | 09/17/2022 08:51:15 |
| T****k 39 | USD 266.00 | 09/17/2022 08:51:15 |
| T****k 39 | USD 245.00 | 09/15/2022 12:37:25 |
| f****s 78 | USD 235.00 | 09/15/2022 12:37:25 |
| T****k 39 | USD 225.00 | 09/15/2022 10:59:28 |
| f****s 78 | USD 215.00 | 09/15/2022 10:59:28 |
| f****s 78 | USD 203.00 | 09/15/2022 08:54:06 |
| T****k 39 | USD 193.00 | 09/14/2022 12:48:18 |
| f****s 78 | USD 185.00 | 09/14/2022 12:48:18 |
| T****k 39 | USD 165.00 | 09/13/2022 03:13:11 |
| f****s 78 | USD 155.00 | 09/13/2022 03:13:11 |
| f****s 78 | USD 132.00 | 09/13/2022 02:12:12 |
| T****k 39 | USD 126.00 | 09/13/2022 02:12:12 |
| T****k 39 | USD 115.00 | 09/12/2022 15:43:12 |
| f****s 78 | USD 105.00 | 09/12/2022 15:43:12 |
| f****s 78 | USD 99.00 | 09/11/2022 12:02:45 |
Oloid
in puzzle format : Removable rings and an Anniversary 32 : 42 (32.3.2.2.3)
designed by Logan Kleinwaks as the core holding all together. Oak for the
puzzle and Maple and Iroko for the disks.
Added bolts to hold the puzzle together so the
Oloid can function properly when rolling.
One unique copy from my personal collection.
Shipping will be partly disassembled. The Anniversary 32 will stay assembled.
Buyer responsible for shipping costs.
The Geometry of Beauty.
An oloid is absolutely harmonious in its shape and
style - simply because it has no corners. This particular geometry was
developed in 1929 by the sculptor and mechanical engineer Paul Schatz. Made up
of two circles, this body convincingly proves that dynamic surfaces may achieve
perfect harmony in shape and design.