bakpao's puzzles

    Another one of these hybrids between Disconnection and Tapa. I've been made aware this was also known as Tapa (Double Back) in previous TVCs, but honestly I think the association with Disco nnectionworks better since those are both shading genres. In any case, the puzzle shouldn't be too hard, hopefully it's fun! Difficulty: 2.5/5  (rewritten version of base rules for Tapa and Disconnection, both of which are taken from  Puzzle Rules ) Shade some cells so that all shaded cells form one orthogonally connected area. Each region must contain exactly two separate orthogonally connected groups of shaded cells. No 2x2 area may be entirely shaded. Clues cannot be shaded, and represent the lengths of the blocks of consecutive shaded cells in the (up to) eight cells surrounding the clue.  Play on penpa https://tinyurl.com/y896jl96

Two classic Equality puzzles, one a fair bit more difficult than the other. I started playing around with this genre following a speedset we had in the discord themed around genres containing the letter Q on grids shaped like a Q (bonus points if you can guess who hosted it). I chose to set Equality for it, despite never having solved or set one before. I really liked the genre from the little experience it gave me, so I was very eager to take another look, resulting in these two puzzles. They're not the prettiest grids (mostly a result of, in my experience, symmetrical grids leading to very repetitive logic) but I'm quite happy with the logic they have hidden inside them. Difficulty: 2.5/5 for the first, 3.5/5 for the second (rules from Puzzle Rules ) Draw a non-intersecting loop through the centers of some cells which passes through each region at least twice. Every visit to a particular region must occupy an equal number of cells. A clue in a region indicates the number of c

   Here are some variant Fillomino. I think the Quadruple constraint combines well with the genre; it requires a slightly different approach but still maintains that standard Fillomino feel. The 6x6 was more a proof of concept for myself to see if it works well, but it solves nicely and serves as a nice introductory puzzle to the 10x10. Difficulty: 2/5 for the 6x6, 3/5 for the 10x10 Rules: Normal Fillomino rules apply. Digits appearing in clues on intersections must appear in the four surrounding cells.  (If less than four clues are given on an intersection, no information is known about the remaining cells. For example, a single 5 on an intersection means there must be at least one 5 in the four surrounding cells. It does not mean all four cells have to be 5, nor that there is exactly one 5.) Play on penpa (6x6) - https://tinyurl.com/ybraa3h8 Play on penpa (10x10) -  https://tinyurl.com/yazhzb84

  Another Rassi Silai variant, and probably the last one for now, since the contest is coming to a close soon. The past few have all been hybrids, so for this one I wanted to do just a standalone variant. It was hard to come up with a variant that fit well, but I think I landed on something pretty neat in the end. The ambiguity aspect makes for some tricky, thinky deductions, so careful notation is crucial for this one! Difficulty: 3/5 (Classic rules from Puzzle Rules ) Normal Rassi Silai rules apply, except exactly one cell within each region remains empty. (Normal rules:  Within each region, draw a non-intersecting path through the centers of all cells. No two cells in the grid containing endpoints of paths may be touching one another, not even diagonally.) Play on penpa https://tinyurl.com/ybhdsw2f

Something experimental today. I quite like the big clues variation and decided to have a go at setting a TLL with it. The logic doesn't get too complex for this, but I think it's a smooth and fun solve. Difficulty: 2.5/5 Rules Draw a non-intersecting loop through the center of some empty cells. Clues represent the numbers of consecutive cells occupied by the loop each time it enters the cells surrounding the clue. Play on penpa https://tinyurl.com/y8rocheg

   Still having fun with the Rassi Silai variants and hybrids. Here's what's probably my favorite of the bunch (perhaps even over last year's Star Battle one). A symmetrical grid (finally managed one!) with plenty of logical variety. Difficulty: 3/5 (classic rules from Puzzle Rules ) Within each region, draw a non-intersecting path through the centers of all cells. No two cells in the grid containing endpoints of paths may be touching one another, not even diagonally. Clues indicate how many of the edges the clue covers are crossed by the path.  Play on penpa https://tinyurl.com/yc8kywdx