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lpWLVqlelxWIDCwkItTkxMjOnxduzY4XsL001XjQJ0SgUsTqfT2SnPnE7aJxQgAH2iGTtvJQjAztt2PnHmBKBPNGPnrQQB2HnbzifOnAD0iWbsvJX4H1IZSZiPE3LAAAAAAElFTkSuQmCC

This is a game board which is expected to be square.

This creates a new empty board of n by n tiles

This is just like the ITEM OF block, but for our game board. You don't need to know how it works.

This is just like the REPLACE block, but for our game board. You don't need to know how it works.

For you to fill out!

This returns a new distinct copy of the input board which will help prevent you from accidentally reseting list items.

For you to fill out!

The block reports the score of an individual tile.

Returns a list of locations in board which are empty. The locations are length 2 lists as [row, col].

result

ran

1datamapmany

data lists

110i

cont

catchtag

cont

catchtag

Sprite

For you to fill out!

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2,4,8,216,8,2,48,2,64,162,16,2,44true-151282,4,8,216,8,2,48,2,64,162,16,2,44,2,4,44,9,2,22,2,2,24,2,2,4