Medium — logic-grid deduction puzzle
Two cousins and a neighbours' kid each worked one row of apple trees on the last cider day of the year, and you match each helper to a row, a number of buckets, a hat and a lunch.
On a cold, bright morning in late November 1978, the Ashford orchard in Vermont was pressing its last cider of the year. Nora and Eli were cousins who had grown up on the farm. Josie, the neighbours' kid, was helping for the first time and was the only helper from outside the family. Each of the three took one row of apple trees along the orchard road: the near row by the cider barn, the middle row, or the far row at the end. All day, in warm hats and with a packed lunch each, they carried bucket after bucket of fallen apples to the press. At supper Grandpa asked each helper for a next-door count: the buckets emptied in the rows right beside the helper's own row. For the middle row, that meant the near and far rows put together. The near and far rows had only the middle row beside them, so their count was just the middle row's buckets.
Read the clues, rule out what cannot be, and prove what must be. Every GRIDIGMA puzzle is verified by a solver that shows the reasoning behind each step, so a solution is never a guess.
Logic grid puzzles: how to solve them, with a worked example