Given an m×n crossword grid of letters, blanks, and blocks, determine whether a target word can fit into any horizontal or vertical slot (in any direction) where the contiguous non-block cells either match the word's letters or are blank, and the slot is properly bounded by blocks or edges so it doesn't have extra letters/spaces adjacent to the placed word. Return true if any such placement exists.
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Implement a function to count and locate word placements in a crossword puzzle. Given a 2D matrix representing an empty crossword puzzle with 'B' for unavailable squares and 'W' for available squares, determine the number of places words can be placed horizontally or vertically of any length (including 1). Return the total count and coordinates for each possible word placement.
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