A Product of Determination
(Published today, 07:28 by PersonWhoExists50306)
Fill each cell with digits 1-9 such that there are no repeats within a row, column, box, or cage.
Digits in purple cages must multiply to the indicated product. For colorblind solvers, these cages have been denoted with a (Π)
Digits in orange cages form matrices. The determinant of each matrix is given. Denoted with a (det)
Adjacent digits along the salmon-colored line are coprime. That is, their greatest common divisor is 1.
Feel free to use a calculator. Or Wolfram Alpha.
Click on the puzzle to get to the solver.
Solution code: The bottom left box's digits, in normal reading order.
Comments
today, 12:47 by flutchman
Very nice, but I figure this puzzle has somewhat of a niche audience :)
reply from PersonWhoExists50306:
Haha, yeah, I figured. Glad you enjoyed.
today, 07:53 by Silentdodo
The idea of determination is so great! Remind me of my algebra homework...
Reply from PersonWhoExists50306:
Thanks! I made and tested this instead of sleeping. It is almost 2 AM and I have class tomorrow. I should probably sleep now.
