Bidder | Amount | Date |
---|---|---|
e****e 11 | USD 190.00 | 03/22/2020 15:25:22 |
c****s 25 | USD 180.00 | 03/22/2020 15:25:22 |
c****s 25 | USD 176.00 | 03/22/2020 15:20:46 |
e****e 11 | USD 166.00 | 03/22/2020 15:20:46 |
e****e 11 | USD 165.00 | 03/22/2020 15:08:06 |
c****s 25 | USD 155.00 | 03/22/2020 15:08:06 |
c****s 25 | USD 145.00 | 03/22/2020 08:52:04 |
e****e 11 | USD 135.00 | 03/22/2020 08:52:04 |
e****e 11 | USD 130.00 | 03/21/2020 14:28:20 |
m****r 10 | USD 120.00 | 03/21/2020 14:28:20 |
m****r 10 | USD 113.00 | 03/19/2020 17:40:45 |
A****l 41 | USD 103.00 | 03/19/2020 17:40:45 |
A****l 41 | USD 96.90 | 03/19/2020 10:04:36 |
Y****y 58 | USD 91.90 | 03/19/2020 03:13:02 |
A****l 41 | USD 88.00 | 03/19/2020 03:13:02 |
A****l 41 | USD 85.00 | 03/18/2020 15:41:29 |
P****h 4 | USD 80.00 | 03/18/2020 14:45:11 |
A****l 41 | USD 77.00 | 03/18/2020 14:45:11 |
A****l 41 | USD 74.00 | 03/17/2020 05:16:23 |
f****n 86 | USD 69.00 | 03/16/2020 16:26:17 |
C****s 0 | USD 65.00 | 03/16/2020 16:26:17 |
C****s 0 | USD 64.00 | 03/15/2020 17:21:42 |
Y****y 58 | USD 59.00 | 03/15/2020 17:21:42 |
Y****y 58 | USD 55.00 | 03/15/2020 12:05:25 |
c****s 25 | USD 50.00 | 03/15/2020 12:05:25 |
c****s 25 | USD 0.01 | 03/15/2020 12:05:12 |
Chain Store is a very unusual puzzle. The goal is simple; to fit the chain with its five interconnected links completely into the box. The solution is not so simple and very satisfying. I've been excited to make this puzzle for a while, and am very happy with the results.
This puzzle is shipped unsolved.
For multiple items, combined shipping is available. Simply message me once you are finished bidding and I will send an invoice.
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These puzzles are listed as part of the Reserve Puzzle Program: for each newly released puzzle on Cubicdissection, four copies are reserved. After that puzzle is sold out, they are listed one at a time in the next four Marketplace events with a one penny opening bid and no reserve. This is done to discourage profiteering and flipping by making more than one copy available as a competing identical listing.