Another roundup of the Genuinely Approachable puzzle series! Join the CTC fan discord to solve these as theyre posted daily, from the whole wonderful team consisting of myself, Jovi_al, Tyrgannus, Freddie Hand and Eric Fox! Puzzle 1 - Roma Place an arrow into each empty cell of the grid, each pointing in one of the four cardinal directions. No two arrows within the same region may point in the same direction. After all arrows have been placed, starting from any cell and stepping one cell in the direction of the arrow must always eventually lead to a cell with a black circle Solve on Puzz.Link https://tinyurl.com/2p8fhpk3
Puzzle 2 - Chocona
Shade some cells so that each orthogonally connected area of shaded cells is in the shape of a rectangle. Regions with numbers must contain the indicated amount of shaded cells
Solve on Puzz.Link https://tinyurl.com/2n7b2yh2
Puzzle 3 - SUPERSIZED Kin-Kon-Kan
Place a diagonal line into some cells, connecting two opposite corners. Each region must contain exactly one diagonal line. A beam of light enters the grid from each letter outside the grid and travels straight in a cardinal direction, reflecting 90° off of any diagonals it runs into, until it exits the grid. Each beam must exit the grid at a position marked with the same letter as its entrance, and if that letter is accompanied by a number, the number indicates how many times the beam reflected off diagonal lines. Every diagonal line must be used by at least one beam Solve on Puzz.Link https://tinyurl.com/mryd6nk9
Puzzle 4 - Nemo Place a number from the range given outside the grid into some cells so that each row and column contains every number from that range with no repeats, and shade all of the remaining cells. Cells with arrows must contain a number that represents the distance to the first shaded cell appearing in the indicated direction
Solve on Penpa+ https://tinyurl.com/2d334unx
