When | User | Flag Type | Description |
2015-05-11 03:41:02 | InExtremis | Needs Fixing | Conceptual problems with the problem |
2015-08-31 10:16:11 | komu | Needs Fixing | bad instructions |
2016-03-02 18:03:54 | dischord | Needs Fixing | Missing a correct solution (and has an impossible goal) |
2017-05-29 01:44:42 | Onishi T | Needs Fixing | |
2018-06-18 07:55:48 | DrApple | Needs Fixing | Either ladder allows black to capture both white stones. |
2018-11-01 15:47:39 | dreadlord | Needs Fixing | This problem should not exist in its current form, there should only ever be one viable route |
2019-01-21 02:37:14 | btball | Needs Fixing | Try to eat all of them is wrong. Clearly groups such as K18 cannot be captured. If this means to win the ladder, then it should say so - or else another way to fix it is to mark the stones to be captured. |
2020-02-22 03:12:02 | sf_jeff | Needs Fixing | You cannot take all the white stones unless white chooses to sacrifice everything and you hardly need a ladder in that case. |
2021-09-22 02:59:02 | yank | Well Constructed | |
2022-03-08 22:06:11 | Isildur | Invalid | The basic premise is faulty. Black cannot "eat them all" except by relying on White's self-detrimental cooperation. |
2022-03-25 02:37:50 | freudgogo | Invalid | The problem states "eat them all". Well, if the other side defends well, they can save some. |