Logic Masters Deutschland e.V.

This is more of a test puzzle trying this ruleset, I'll try to make a bigger one at some point

I put the full rules in penpa

The grid consists of two areas - a fillomino grid (L shape grid) and a latin square grid (5x5 grid).The L shape grid has normal filomino rules. (filomino's don't go out of the grid)

The numbers above and to the left of the filomino grid are normal japanese sum clues only for the filomino grid. Region borders separate two different sequences.

"?" stands for any digit 0-9. However an outside clue cannot be 0. Outside the grid, "..." denotes an arbitrary number of Japanese sum clues. This could be zero, one, or multiple.

Normal killer cage rules. A cage with no value can have any value but can not be 0.

For the 5*5 grid, place digits from 1-9, so that they don't repeat in any row column and region. Regions can be any size from 1-9 and 2 regions of the same size aren't (allowed to touch eachother orthogonally. In regions you don't need to have the digits 1-x, where x is the size of the region. A one cell cage with 7 is possible for example)

The numbers in the inner part of the filomino grid will be clues for the 5*5 grid (R2c4->r2c8 and r4c2->r8c2).I left an empty zone between the grids to help with visualisation. If you want you can rewrite the values from the filomino grid in them. All the cells (not diagonal) around the 5*5 grid will the sum of the digits until the first edge seen in that respective row/ column. For example, if you have a 7 in r2c5 of the filomino grid, that means that in c2 of the 5*5 grid, digits until the first edge will sum to 7.

Grey dots indicate either digits that have a 1:2 ratio, 1:3 ratio (black diamond) or that are consecutive(white). when in the grid, they separate 2 regions.

Here is a link to solve on penpa