{"package_name":"org.piepmeyer.gauguin","name":"Gauguin","summary":"A Sudoku-like logic game","category":"Puzzle Game","icon_url":"/api/icon/org.piepmeyer.gauguin","latest_version_code":75,"latest_version_name":"0.51.0","apk_url":"/api/apk/org.piepmeyer.gauguin","apk_size":12688793,"apk_sha256":"5df8d5346383bc151225dafcb46360122a6fe19a47c0ac2ae4a66645f845b2d4","source_kind":"fdroid-repo","repo_slug":"fdroid-main","last_updated":1781395227,"release_timestamp":1781340622,"description":"Gauguin is a Sudoku-like game where you solve grids via calculation and logic.\n\nYou can use it to relax or to solve difficult grids to your opinion.\n\nIn classic mode, you solve a 9x9 grid by typing a value from 1 to 9 in each cell such as\n- Each row and column contains each digit exactly once.\n- Each cage meets its given mathematical problem. E.g. a group of cells labeled with '5+' must be filled such that the sum of all digits is 5.\n\nVia game options, you may alter the game to solve other digits, smaller or greater grids, hiding the operators.\n\n\n<b>Slick and modern UI</b>\n\n- No switching of 'pencil mode' or such thing is  needed: To set a value of a cell, just use short-tap to alter a possible value and long-tap for a known value.\n- 'Fast Finishing Mode' enables to fill cell with exactly one pencil mark rapidly. To be activated in the preferences.\n- Uses colors from the painting 'The Siesta' from Paul Gauguin (guess where the app's name comes from…)\n\n\n<b>Game options</b>\n\n- grid sizes: 3x3 to 11x11 with classic 9x9\n- includes rectangular grids, e.g. 7x9\n- operations (add, subtract, multiply, divide)\n- digits (1 to n, prime numbers, Fibonacci sequence etc.)\n- difficulty (covering a increasing number of game variants)\n- usage of single cells\n- show or hide operators\n\n\n<b>Things still to be done</b>\n\n- not all grid variants get calculated in a reasonable time\n- on-boarding is missing a tutorial\n- not all game variants have been supplied with difficulty ratings yet\n- calculation of next grid is not bullet proof in some rare circumstances\n","categories":["Puzzle Game"]}