Not sure if I 'cornered' - but a nice result!

Have no idea what you mean by 'cornering'.
Symmetrical would be a better clue.

Thanks. Fully logical ? can be solved without assuming symmetry.

Not sure what "cornering" means but didn't find it too hard. Very nice result! Thank you!

Thanks.

Pretty good.

Thanks.

What is cornering? Can you explain or post link to explanation? Can't find anything online.

I think I know what you mean by cornering; in this case, trying the 4 along the bottom row starting from each corner, to enable you to narrow it down sufficiently to make progress. And I did it! But I would consider it a fairly standard tool for solving hanjie puzzles.

Velma's explanation is what many people on this site call "2-D logic". That's how I did it too. No idea what "cornering" is, but would be very interested in knowing!

Yes, the puzzle is symmetrical, but entirely possible without assuming this (I always first try to see if puzzles are possible without making any assumptions whatsoever).

Stuggled to complete logically.

Thanks :)