Deja Wood AS, of Feiring, works in wood.
The company is registered at Bamrudvegen 118, a little north of Minnesund, and the work is timber: what it is, how it is cut, and where it goes next.
Wood is sold by talking — species, grade, length, moisture, when it can be delivered — and none of that is settled by a web page. So this one does the two things a page is actually good at. It states who the company is, and it gives you a way to reach the person who answers. Those are the next two slabs, and there is one more besides, because the company also publishes a small puzzle on the store.
A row of squares can be filled a great many ways, but it can only be described in a Fibonacci number of ways.
Measuring a board and describing a board are not the same operation, and the gap between them is where every picture-logic puzzle lives. Take one row. Fill any squares you like. Then describe what you did only by the lengths of the filled runs, in order — which is the whole of the information a nonogram clue carries.
Set a row length on the batten
Click anywhere along the batten to choose how many squares the row holds. Everything below is then exact arithmetic for a row of that length, not a sample or an estimate.
Row length
10 squares
A ten-square row has 1 024 possible fillings and only 144 possible clues, so a clue describes 7.1 fillings on average. Just 56 of those clues — 38.9 per cent — leave no choice at all.
The count of distinct clues for a row of n squares is the Fibonacci number F(n+2); the count of clues admitting exactly one filling is F(n) + 1, the extra one being the empty clue that says the row is blank. Both were checked by generating all 2n fillings for every n up to twenty and tallying the clues by hand of machine — 2, 3, 5, 8, 13 … and 2, 2, 3, 4, 6 … came out of the enumeration before they were recognised. The ratio between them falls towards 38.197 per cent, which is one divided by the golden ratio squared, and that is not a coincidence: it is what the ratio of Fibonacci numbers two apart converges to. Absent by design: there is no grid here, no picture hiding in it and nothing to solve. This counts descriptions, not pictures; solving is a separate activity and it happens elsewhere.
A puzzle, published under the same name.
It is called Billedgåte: rows and columns of numbers, a grid, and a small picture that appears once the numbers are satisfied. Nothing to do with timber. It runs without a connection, asks for no account and sells nothing inside itself.
Timber and company matters go to post@dejawood.pics. Anything about Billedgåte, or about these pages, goes to rute@dejawood.pics. Post arrives at Bamrudvegen 118 in Feiring.
A human opens both, so two plain sentences about what you are after will travel further here than a filled-in form ever would.