#Ds grid constructor game maker generator
#Ds grid constructor game maker full
#Ds grid constructor game maker Offline

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#Ds grid constructor game maker generator

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#Ds grid constructor game maker full

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All you need to do is type in your letter tiles and hit the search button. You can now use these pseudocode assignments to create your rotated matrix in a single step, without any unnecessary iteration or recursion.Who doesnРІР‚в„ўt want to destroy their friends? All you need to crush their dreams and drive them weeping before you - or at least beat them at a word game - is the WordFinderРІвЂћСћ Words With FriendsР’В® cheat tool. flip, then transposition (270Р’В° CW - 90Р’В° CCW) We combine transposition and flipping to get 90 degrees rotations (mind I removed parentheses and changed signs accordingly): Transposition moves value in a given cell to the target cell by swapping starting coordinates.Р”Р‡lipping involves reversing the coordinates from the end of the row or column ( W is max width, H is max height).

#Ds grid constructor game maker Offline

We may create three separate functions and execute them as needed, but we can still do some work offline and create a single function that executes two of these transforms at once. The only operations involved are transposition, horizontal and vertical flip, and we just combine them to get our desired rotations. We may say we rotate 90 degrees twice, actually rotating by 180 degrees equals to flip both horizontally and vertically, irrespective of the order of transforms:

We can do another consideration: why rotate clockwise three times if we can do just one rotation clockwise? Math helps us, because if we flip horizontally before transposing, the result is we are rotating 90 degrees counter-clockwise, thus 270 degrees clockwise:Р”Р‡inally, 180 degrees rotations are the same be them CW or CCW. So, now we are at the point of considering only three different rotations: 90, 180, and 270 degrees clockwise. There's a formal explanation for that, but we are interested in the implementation.Р”Р„lso, every four rotations we get to the starting configuration (rotating 360 degrees equals not rotating at all), so we can consider the modulo of the variable turns and 4 instead of performing unnecessary rotations leading to the same result over and over, saving this way useful CPU time. You can try it with a squared paperboard, the result is the same. Let A be a 4x4 square matrix, and we want to rotate it 90 degrees clockwise it comes that such a rotation is the same as first transposing then horizontally flipping the matrix: Your function uses width as matrix size, so it's safe to suppose it's a square matrix. Since ds_grids are basically matrices, we can use maths to work with them. Taking a look at your code, I came up with a function that does exactly what you want, and that works linearly without the need of being (needlessly) recursive.

As commented, you must change the arguments of the ds_grid_copy() function, for it isn't saving your calculations.