{"localization":"Multiple solutions: impossible to finish without being guided by the wing of luck. \n Of all the figures and sub-figures that make hanjies illogical, after several observations on the subject and going through the comments, there are a rule that I venture to conjecture: \n Any figure having a center of symmetry, but no vertical or horizontal axis of symmetry gives a hanjie (or sub-hanjie) with multiple solutions. \n For example: the dice at the bottom right should probably have a value of 3, which you represented by 3 diagonal 2x2 blocks. It is a figure which has a center of symmetry but no horizontal or vertical axis of symmetry (it has two axes of symmetry, but they are diagonal): it is a figure where one can satisfy in several ways the indications given by the labels: it is an illogical hanjie (therefore not really a hanjie). \n In any case, you must always test your hanjie before saving it definitively: this is the only way to ensure that \u0026#39;it makes sense and therefore to have the pleasure of seeing players having fun solving it.","ok":true}