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ID: 131796 Closed
DANZIG'S DILEMMA — late 1990's Lagoon Games Impossible Dovetail
DANZIG'S DILEMMA — late 1990's Lagoon Games Impossible Dovetail

DANZIG'S DILEMMA — late 1990's Lagoon Games Impossible Dovetail

EmpTy18 35
Item Location: United States

$54.00

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KinA 30 $54.00 19.02.2025 15:02:17
Description
Danzig's Dilemma is Lagoon Games implementation of a classic "impossible dovetail" puzzle.  The goal of the puzzle is to separate the two pieces, although it seems impossible that the two pieces could have ever been joined together with their dovetail configuration.  I acquired this puzzle in London in 1999.  Danzig's Dilemma measures 4 inches (10 cm) in length, and comes in its original packaging including its solution sheet.

I will ship within the US for between $9.00 and $11.00, depending on postal code.  I am happy to ship internationally at cost (which I estimate to be around $30), but I cannot always guarantee that overseas packages can be insured or tracked.  Please do not send payment until postage cost is determined.

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70+ YEAR OLD Antique Advertising puzzle from 1953! — TWO COPIES!
EmpTy18 35
70+ YEAR OLD Antique Advertising puzzle from 1953! — TWO COPIES!
The "New Departure Puzzle" is an extremely colorful puzzle used to advertise New Departure bicycle coaster brakes, a General Motors Corporation product.  This EDGE MATCHING PUZZLE is from 1953, OVER 70 YEARS OLD!  According the the instructions on the back of the puzzle card (second illustration), the card is to be separated along the perforations into nine squares, and the cards rearranged into a 3x3 square so that the color...
$18.00
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TetraCubed, IPP32 (2012) Exchange Puzzle made by WAYNE DANIEL
EmpTy18 35
TetraCubed, IPP32 (2012) Exchange Puzzle made by WAYNE DANIEL
TetraCubed was perennial IPP Puzzle Exchange participant Stan Isaac's exchange puzzle at IPP32, held in Washington D.C. in 2012.  It was manufactured by the prolific, highly talented, and highly respected Wayne Daniel (Interlocking Puzzles).  The objective of the puzzle is to pack all eight pieces into the cubic box, such that none of the four small cubes are touching each other, even at a point.  The solution yields a beautiful and mathematically interesting geometric configura...
$45.00
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