this square isin the samecolumn as "fillany entirerow"thissquare isin the ?columnthe squaredirectly abovethis one XORthe squaredirectly below ithave this bethe onlysquare inthis row filledinif you numberthe squaresin readingorder thisone's primefill in at least1 of theothersquares inthis rowhave at most2 of the othersquares inthis columnfilled inthis squareis part of a2x2 block offilledsquaresthe number offilled in squaresthat comebefore this onein reading orderis a multiple of 3have exactly1 of the othersquares inthis columnfilledthis square ispart of anorthogonallyconnectedregion of exactly5 filled squaresif you fill this inyou get toleave a squarethat should befilled in blankfill in exactly2 of theothersquares inthis rowhave moresquares inthe A columnfilled in thanthe W columnhave exactly 4other squaresin either thesame row orcolumn as thisone filledhave an evennumber ofsquares in thisone's columnfilled (includingthis one)fill thisoneleave anyentirecolumnblankhave an oddnumber ofsquares in the3x3neighborhoodof this one filleddon't fillthisonethismatchesthe centersquarefill anyentirerowyou can fillor not fillthis one it'sup to youthis squaresatisfies thecondition of anorthogonallyadjacent squarebut that squareisn't filled infill in anentirediagonalthis square isin the samecolumn as "fillany entirerow"thissquare isin the ?columnthe squaredirectly abovethis one XORthe squaredirectly below ithave this bethe onlysquare inthis row filledinif you numberthe squaresin readingorder thisone's primefill in at least1 of theothersquares inthis rowhave at most2 of the othersquares inthis columnfilled inthis squareis part of a2x2 block offilledsquaresthe number offilled in squaresthat comebefore this onein reading orderis a multiple of 3have exactly1 of the othersquares inthis columnfilledthis square ispart of anorthogonallyconnectedregion of exactly5 filled squaresif you fill this inyou get toleave a squarethat should befilled in blankfill in exactly2 of theothersquares inthis rowhave moresquares inthe A columnfilled in thanthe W columnhave exactly 4other squaresin either thesame row orcolumn as thisone filledhave an evennumber ofsquares in thisone's columnfilled (includingthis one)fill thisoneleave anyentirecolumnblankhave an oddnumber ofsquares in the3x3neighborhoodof this one filleddon't fillthisonethismatchesthe centersquarefill anyentirerowyou can fillor not fillthis one it'sup to youthis squaresatisfies thecondition of anorthogonallyadjacent squarebut that squareisn't filled infill in anentirediagonal

Huh? - Call List

(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


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  1. this square is in the same column as "fill any entire row"
  2. this square is in the ? column
  3. the square directly above this one XOR the square directly below it
  4. have this be the only square in this row filled in
  5. if you number the squares in reading order this one's prime
  6. fill in at least 1 of the other squares in this row
  7. have at most 2 of the other squares in this column filled in
  8. this square is part of a 2x2 block of filled squares
  9. the number of filled in squares that come before this one in reading order is a multiple of 3
  10. have exactly 1 of the other squares in this column filled
  11. this square is part of an orthogonally connected region of exactly 5 filled squares
  12. if you fill this in you get to leave a square that should be filled in blank
  13. fill in exactly 2 of the other squares in this row
  14. have more squares in the A column filled in than the W column
  15. have exactly 4 other squares in either the same row or column as this one filled
  16. have an even number of squares in this one's column filled (including this one)
  17. fill this one
  18. leave any entire column blank
  19. have an odd number of squares in the 3x3 neighborhood of this one filled
  20. don't fill this one
  21. this matches the center square
  22. fill any entire row
  23. you can fill or not fill this one it's up to you
  24. this square satisfies the condition of an orthogonally adjacent square but that square isn't filled in
  25. fill in an entire diagonal