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

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! The following is simply starter code.

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 following is simply starter code.

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].

For you to fill out! The following is simply starter code.

i133i14

1datamapmany

data lists

110i

cont

catchtag

cont

catchtag

Sprite

For you to fill out! The following is simply starter code.

0,0,0,04,0,0,00,0,0,00,2,0,04false-1200,0,2,22,4,0,02,2,0,00,2,4,4