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Reduce number of guesses based on "autocomplete" mechanic #13
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Or you could just leave it to be an unbounded number of guesses and have a leaderboard for the fewest guesses for example. It would be pretty annoying to be near the end and for the game to end because you failed to solve it in the minimum number of guesses. The game isn't really replayable enough for someone to retry it if they fail. |
Oh, I like this idea! It also helps build towards an empirical difficulty target, instead of trying yet another model that's possibly flawed like the n+5 model is. |
You could also remove guesses based on auto-completed words, so if you complete 5 words 5 guesses are removed |
I can guarantee a full solution with 37 words (almost certainly only a handful of them are actual words in the grid), solving less than that right now seems unlikely but might be doable. A leaderboard would simply consist of the people who've done the math/written a program with the game in it's current format. However I can see potential solutions to this if the autocomplete mechanism is limited, if the autocomplete solutions are counted to the solution it actually makes the game more challenging in line with the n+5 model after all the autocomplete is just following the instructions it's fun probably why it exists in the first place. You could then have a couple of different game 'modes' or potential ways to score: With the green and yellows auto-completes: There could in effect 7 play modes, no auto completes, green auto completes, and 5 levels of yellow autocompletes, (Doesn't solve the double letter answers by default but for everything else that's just about paying attention to the clues on screen it could) each with 3 different scores to master certainly makes the game replayable |
Per #11 it appears the autocomplete mechanic is intentional to avoid having to skim columns of letters that are effectively solved when all positions have been guessed for a given word. However, this results in the game being winnable in significantly fewer (10-15%) of the 1005 available guesses.
I'm not sure exactly what the best way to determine this is, but either a fixed number of guesses based on statistically how many are needed for the average game, or even "5 guesses more than the minimum" (which appears what the 1005 was intended to be) for the SPECIFIC puzzle generated in a session, might be useful.
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