Staring at the circles had a very odd mental effect for me. After playing a few rounds other websites I look at seems very square, straight, and ridged.
This is the second time I've ever felt this effect. The first time was with the 2048 variant Hexagon 16384 [0]. I'm starting to suspect that it's something having to do with spending a long time staring at a set of regular circles.
I wish I knew a neuroscientist so I could ask them about this effect.
Wow, thanks for pointing this out to me. I thought my phone had updated or something because everything looked so blocky... I had my friend check out my phone and he didn't see anything different. I thought I was going insane :(
I imagine it's along the same lines as when everything looks blue after you take off pink ski goggles. I read a study where people wearing glasses that flipped everything upside down would eventually start to see normally, and then after taking the goggles off had upside down vision for a while.
This seems to suggest that your brain has an intrinsic expectation of what the world should look like, either built in by evolution or from year of experiencing the world a certain way. I wonder what sorts of things are filtered from our perception because they don't correspond with the brain's expectation of reality.
Recommended if you like this: Light Up from Simon Tatham's Portable Puzzle Collection[1]. The UI is not as polished, but the collection includes a great number of other puzzles, and has iOS[2] and Android[3] ports.
A big improvement over 0h h1. I never felt like I had to think when playing 0h h1. Every puzzle was solvable by searching for a series of patterns that had an obvious solution.
0h n0 seems to be just complex enough that sometimes you actually need to think about the problem. At least that is the case so far.
Actually, not being so complex that I actually need to think is what I really like about 0hh1.com.
It requires a non-zero but pretty low level of "executive function", but significantly less than most logic puzzles.
In particular, a few times per game, I have to apply a little bit of "frontal-lobe" or higher-level skill to prevent myself from losing my patience for constantly applying the lower-level or "perceptual" skills required by 0hh1. In particular, I have to apply frontal-lobe skills to resist the temptation to engage in the "wishful thinking" of falsely believing I have perceived a correct next move to make.
(I engage in 0hh1.com mostly to relax or unwind, not to hone any higher-level skill.)
For me it was somewhat (but not exactly) the opposite: I encountered 0h n0 first, and was quickly able to finish each level without the computer hints, while I currently still need the hints sometimes for 0h h1.
It seems 0h h1 has a slightly harder learning curve before the pattern recognition kicks in, while 0h n0 doesn't rely as much on pattern recognition, but is easier to learn.
Is every level solvable without guessing? Or are there multiple solutions for some levels? I feel like I had to guess sometimes, but maybe I haven't thought about it enough.
Using the solver, I calculated that an empty 2x2 puzzle can be solved in 10 different ways, an empty 3x3 puzzle can be solved in 250 different ways, and an empty 4x4 puzzle can be solved in in 22946 different ways.
I can't seem to figure out how to play. I'm trying to make each blue circle count the number of other blue circles it has vertical and horizontal line of sight to. However, when I do this, there's no indication that I won. And some levels are very clearly impossible to satisfy. The hints are rather opaque. ("Looking further in one direction would exceed this number." What?)
I was able to figure out the rules by installing the android version, which explains that you need to fill all the dots to win. There can be no empty white dots. They must all be red or blue, in case anyone else is wondering.
When playing this kind of game, you are not actually playing, but training your brain to be like a cpu which is dumber in logic but stronger in following a procedure.
And your fun is over when you figure out the procedure, coz all you have to left is to get the input from whatever on the screen, feed it to the procedure and output the result to the mouse until u win.
Yes. You don't seem to need any backtracking to play these games correctly. This is also why the computer seems to always be able to give clear hints. (Can it really always?)
One question is whether this holds for any possible board (starting position), or if they need to be constructed in a certain way for this to be true.
I think a game like 2048 will remain interesting longer, because you need to look further ahead and take the random factor into account.
Thanks a lot for this! I've been playing to Oh h1 like crazy (current score on my laptop is 23,376, and 10k on my phone).
I've never quite liked Threes and 2048, or other games like it, as they either feelt too high paced or too intellectual to me.
Your two games on the other hand hit right at home with me, and I actually feel like I'm getting smarted. I'm sure it's placebo, but hey it feels like it helps so it's helping.
25638 phone. I'm slightly saddened that 0hh1 only includes some of the possible deductions. I generally play 8x8 and I've not found a case where a RBR----R type of row requires a deduction about where the R can not be because it would match an existing row. These come up where you have three unknowns in a row, but I think never for four.
Another feature request... if a tile is already illegal (too many committed blue in line of sight, or no way to commit more blue to satisfy requirement), flag it already. I think the biggest pain is the counting. Otherwise, a nice game!
Yes. Any deduction that you could reach from that fact could also be reached from other constraints on the board.
Here's an example illustration, from the top-left corner of a board:
y B R
x R _
_ _ _
If x is red, then y is indeterminate, either red or blue is valid there, no other constraint can "see" y to determine it. But if we know the puzzle has a single solution, then we can correctly say x must be blue, so that some other constraint south of x can see through to y. This could be worked out later from that other constraint. But the rules yield this emergent property of a shortcut, and any such emergent property is fair game for logical deduction.
If there's anything unfair about this approach, it's that the existence of a single solution is merely implied by puzzle conventions and not explicitly stated as a rule for 0h n0 here.
Took me a bit to understand it too, it means: Of all the possible permutations that the surrounding dots (of that dot) could be, there is at least one dot that is the same (so that while you can't 'solve' that dot, you can still start to fill out the surrounding).
The location to the right of the 2 must be blue. If it's red, then there's no way for the 2 to see two blues. That's what it means, that that dot is included in every possible solution for the 2.
Playing this game requires using the mouse all the time, whereas playing 2048 only required the four arrow keys on the keyboard. I use the mouse only when I have to. Unfortunately, requiring the mouse makes the web interface of this game klunky.
Edit: 20 minutes later, and this is a big deal. I'm sure it's possible to enable the four arrow keys and enter key so we can use the arrow keys to navigate around the grid, and the enter key in lieu of the mouse left click. Other keys on the numeric pad could also be utilized, such as + for the "eye" hints.
Even if this is a different game it somewhat reminds me of countless games of minesweeper 20+ years ago. Luckily (or unluckily?) I'm no more as addicted to these kind of games as I used to be or I would spend all the night playing this one :-)
[+] [-] driverdan|11 years ago|reply
[+] [-] Kronopath|11 years ago|reply
I wish I knew a neuroscientist so I could ask them about this effect.
[0] http://rudradevbasak.github.io/16384_hex/ with HN discussion at https://news.ycombinator.com/item?id=7437009 and my comment at https://news.ycombinator.com/item?id=7443465
[+] [-] EpicDavi|11 years ago|reply
[+] [-] L_Rahman|11 years ago|reply
[+] [-] ZeroFries|11 years ago|reply
This seems to suggest that your brain has an intrinsic expectation of what the world should look like, either built in by evolution or from year of experiencing the world a certain way. I wonder what sorts of things are filtered from our perception because they don't correspond with the brain's expectation of reality.
[+] [-] d4n3|11 years ago|reply
[+] [-] soperj|11 years ago|reply
[+] [-] mrkickling|11 years ago|reply
[+] [-] falsedan|11 years ago|reply
[1] http://www.chiark.greenend.org.uk/~sgtatham/puzzles/js/light...
[2] http://hewgill.com/puzzles/
[3] https://chris.boyle.name/projects/android-puzzles/
[+] [-] apitheia|11 years ago|reply
[1] http://www.chiark.greenend.org.uk/~sgtatham/puzzles/js/range...
[+] [-] themodelplumber|11 years ago|reply
[+] [-] oftenwrong|11 years ago|reply
I appreciate a game like this: simple, but challenging and entertaining.
[+] [-] phkahler|11 years ago|reply
[+] [-] c3RlcGhlbnI_|11 years ago|reply
0h n0 seems to be just complex enough that sometimes you actually need to think about the problem. At least that is the case so far.
[+] [-] hollerith|11 years ago|reply
It requires a non-zero but pretty low level of "executive function", but significantly less than most logic puzzles.
In particular, a few times per game, I have to apply a little bit of "frontal-lobe" or higher-level skill to prevent myself from losing my patience for constantly applying the lower-level or "perceptual" skills required by 0hh1. In particular, I have to apply frontal-lobe skills to resist the temptation to engage in the "wishful thinking" of falsely believing I have perceived a correct next move to make.
(I engage in 0hh1.com mostly to relax or unwind, not to hone any higher-level skill.)
[+] [-] gpvos|11 years ago|reply
It seems 0h h1 has a slightly harder learning curve before the pattern recognition kicks in, while 0h n0 doesn't rely as much on pattern recognition, but is easier to learn.
[+] [-] rplnt|11 years ago|reply
[+] [-] bumbledraven|11 years ago|reply
Using the solver, I calculated that an empty 2x2 puzzle can be solved in 10 different ways, an empty 3x3 puzzle can be solved in 250 different ways, and an empty 4x4 puzzle can be solved in in 22946 different ways.
[+] [-] recursive|11 years ago|reply
[+] [-] recursive|11 years ago|reply
[+] [-] ledzep2|11 years ago|reply
And your fun is over when you figure out the procedure, coz all you have to left is to get the input from whatever on the screen, feed it to the procedure and output the result to the mouse until u win.
[+] [-] gpvos|11 years ago|reply
One question is whether this holds for any possible board (starting position), or if they need to be constructed in a certain way for this to be true.
I think a game like 2048 will remain interesting longer, because you need to look further ahead and take the random factor into account.
[+] [-] mrtnkl|11 years ago|reply
[+] [-] detaro|11 years ago|reply
Any reason why the Android App needs access to local storage? (0h h1 doesn't)
[+] [-] jvzr|11 years ago|reply
I've never quite liked Threes and 2048, or other games like it, as they either feelt too high paced or too intellectual to me.
Your two games on the other hand hit right at home with me, and I actually feel like I'm getting smarted. I'm sure it's placebo, but hey it feels like it helps so it's helping.
Anyway, thank you so much for the games!
[+] [-] jws|11 years ago|reply
25638 phone. I'm slightly saddened that 0hh1 only includes some of the possible deductions. I generally play 8x8 and I've not found a case where a RBR----R type of row requires a deduction about where the R can not be because it would match an existing row. These come up where you have three unknowns in a row, but I think never for four.
[+] [-] BillinghamJ|11 years ago|reply
[+] [-] clarkmoody|11 years ago|reply
(This is like the Minesweeper flag option)
[+] [-] HardyLeung|11 years ago|reply
[+] [-] ddlatham|11 years ago|reply
[+] [-] T-hawk|11 years ago|reply
Here's an example illustration, from the top-left corner of a board:
If x is red, then y is indeterminate, either red or blue is valid there, no other constraint can "see" y to determine it. But if we know the puzzle has a single solution, then we can correctly say x must be blue, so that some other constraint south of x can see through to y. This could be worked out later from that other constraint. But the rules yield this emergent property of a shortcut, and any such emergent property is fair game for logical deduction.If there's anything unfair about this approach, it's that the existence of a single solution is merely implied by puzzle conventions and not explicitly stated as a rule for 0h n0 here.
[+] [-] unknown|11 years ago|reply
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[+] [-] desdiv|11 years ago|reply
[+] [-] doodpants|11 years ago|reply
[+] [-] TruthSHIFT|11 years ago|reply
[+] [-] mmanfrin|11 years ago|reply
[+] [-] T-hawk|11 years ago|reply
[+] [-] yellowapple|11 years ago|reply
[+] [-] scscsc|11 years ago|reply
Is the solution unique to each puzzle?
The style is similar to my game NoThree for Android (https://play.google.com/store/apps/details?id=com.ovaludi.no...).
[+] [-] HardyLeung|11 years ago|reply
[+] [-] vorg|11 years ago|reply
Edit: 20 minutes later, and this is a big deal. I'm sure it's possible to enable the four arrow keys and enter key so we can use the arrow keys to navigate around the grid, and the enter key in lieu of the mouse left click. Other keys on the numeric pad could also be utilized, such as + for the "eye" hints.
[+] [-] primigenus|11 years ago|reply
[+] [-] ixtli|11 years ago|reply
[+] [-] vikramhaer|11 years ago|reply
[+] [-] Zitrax|11 years ago|reply
[+] [-] canvia|11 years ago|reply
[+] [-] unknown|11 years ago|reply
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[+] [-] pmontra|11 years ago|reply