5 ms·
Assuming an infinite series of random tetris blocks, any finite pattern occurs, including one of alternating z- and s- blocks. I don't see how the holding mecha
by okamiueru 14y ago
Assuming an infinite series of random tetris blocks, any finite pattern occurs, including one of alternating z- and s- blocks. I don't see how the holding mechanic saves you from this. Anyone care to share some insight on this?
- Kitaru 14y agoThe other crucial factor is the 7 Bag randomizer. Pieces are dealt in shuffled sets (or "bags") or seven pieces. The maximum length of alternating S/Z in that case would be four -- xxxxSZ SZxxxx, at the head and tail of adjacent bags.