This bingo card has 62 words: 1s1, 1s2, 2s1, 2s2, 2s2,2p1, 2s2,2p2, 2s2,2p3, 2s2,2p4, 2s2,2p5, 2s2,2p6, 3s1, 3s2, 3s2,3p1, 3s2,3p2, 3s2,3p3, 3s2,3p4, 3s2,3p5, 3s2,3p6, 4s1, 4s2, 4s2,3d1, 4s2,3d2, 4s2,3d3, 4s2,3d5, 4s2,3d6, 4s2,3d7, 4s2,3d8, 4s2,3d10,4p1, 4s2,3d10,4p2, 4s2,3d10,4p3, 4s2,3d10,4p4, 4s2,3d10,4p5, 4s2,3d10,4p6, 4s2,3d10, 5s1, 5s2, 5s2,4d1, 5s2,4d2, 5s2,4d5, 5s2,4d10, 5s2,4d10,5p1, 5s2,4d10,5p2, 5s2,4d10,5p3, 5s2,4d10,5p4, 5s2,4d10,5p5, 5s2,4d10,5p6, 6s1, 6s2, 6s2,4f14,5d10,6p1, 6s2,4f14,5d10,6p2, 6s2,4f14,5d10,6p3, 6s2,4f14,5d10,6p4, 6s2,4f14,5d10,6p5, 6s2,4f14,5d10,6p6, 7s1, 7s2, 7s2,5f14,6d10,7p1, 7s2,5f14,6d10,7p2, 7s2,5f14,6d10,7p3, 7s2,5f14,6d10,7p4, 7s2,5f14,6d10,7p5 and 7s2,5f14,6d10,7p6.
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With players vying for a you'll have to call about __ items before someone wins. There's a __% chance that a lucky player would win after calling __ items.
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