data:image/png;base64,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this loop finds the space number of the piece that the user selected by testing the playfield to find the item # where that piece resides.14080THIS BLOCK SAYS:
for a red piece on space 1, it can only move diagonally down and to the right to space #4, so if space 4 is empty, then that is the sprite's only option. however, if space 4 is occupied by a positive number (a blue piece), and space 8 is empty, then the piece can also move to space 8 with space 4 designated as to-be-captured, should that move be selected.
ALL OTHER "IF SPOT = __" STATEMENTS IN THIS CUSTOM BLOCK WORK THE SAME WAY.
Spots 6, 12, and 18 are not accounted for because if a sprite makes it there, it will become a queen and will use the "getqueenoptions" custom block instead of this one.25090348080110590901207402010010014085030110110150912010805014014017011906015015018013100801601411090170151801614011017150120this loop finds the space number of the piece that the user selected by testing the playfield to find the item # where that piece resides.18015110These "if" blocks work the same way as the ones in the "getredoptions" custom block.
The only reason they count down from 18 to 1 instead of increasing from 1 to 18 like the red version is because I copied the structure of the "getredoptions" block into here, and since the board is basically the same from the opposite side (with different numbers), i switched the order so that i didn't have to do any shuffling of "if" blocks within the "if spot = __" blocks.1701410016151100118014100010701209501500151701108401400141601013090520110011140804101000101306091103050810020470305802047014080THIS BLOCKS SAYS:
a queen in spot 1 can only move diagonally down and to the right, since it's in the corner. if spot #4 is empty, then that is the queen's only option. however, if the next "if" block tests if the piece on space 4 is of the OPPOSITE SIGN as the queen, and if space 8 is empty. if so, it knows that the queen can capture there.
ALL OTHER "IF SPOT = __" BLOCKS IN THIS CUSTOM BLOCK WORK THE SAME WAY, albeit going up to 4 different options when the queen is near the center of the board.24070505090350508042070808011053080801009090120690901107402010010014084010505030100100130110110150960505020110110140107080805014014017011804090906014014016015015018012905015015017013100100801417010010070110110901517018011011080161401401101714010015015012018150110the input in this custom block asks for which move was selected, so in every instance where this block is used in the code, the input is always "option1," "option2," "option3," or "option4."
those variables are the SPACE NUMBERS of where the piece is designated to move.234567891011121314151617180AKA: wherever the piece moved FROM, replace that item of the playfield with 0 because the square is now empty.this block is activated when a red piece is being captured. depending on how many red pieces are already out, the sprite glides to a different height on the right side of the board.12345this block is activated when a blue piece is being captured. depending on how many blue pieces are already out, the sprite glides to a different height on the left side of the board.12345data:image/png;base64,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this loop changes the background appropriately when it becomes either red's turn or blue's turnshowoptions62636466showoptions32333433showoptions22232422showoptions42434444showoptions52535455showoptions-62-63-64-6-6showoptions-22-23-24-2-2showoptions12131411showoptions-42-43-44-4-4showoptions-52-53-54-5-5showoptions-32-33-34-3-3the piece's options for moving are different depending on whether or not it's a queen, hence this if/else blockshowoptionsAKA "if this piece (-1) is the once designated to move, move it using option 1-1AKA "if this piece (-1) is the one selected to be captured, move it off the board and edit the playfield and the red capture count to reflect its absence.2-1the rest of this big piece is the same as the above, just for the selected moves being 2, 3, or 43-14-1-1AKA "if this piece (-1) is the one that moved, then reset the move selected and make it blue's turn.234567891011121314151617180when a move is selected, the dot disappears.400400234567891011121314151617180400400234567891011121314151617180400400234567891011121314151617180400400-100-1,0,1,-2,0,2,-3,0,3,-4,0,4,-5,0,5,-6,0,600000000000redred