Judge: Difference between revisions
→Numbers and their effects
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In ''Super Smash Bros. 4'', this behavior is removed, allowing any number to always have a 1 in 9 chance of appearing and making it possible to get a number any number of times in a row. Getting a 1 in the All-Star Mode's Waiting Room does not cause recoil damage. In addition, in the [[Home-Run Contest]] and [[Target Blast]] modes, the move always comes up as 6, removing randomness but making it impossible for the player to use 9 to their advantage. | In ''Super Smash Bros. 4'', this behavior is removed, allowing any number to always have a 1 in 9 chance of appearing and making it possible to get a number any number of times in a row. Getting a 1 in the All-Star Mode's Waiting Room does not cause recoil damage. In addition, in the [[Home-Run Contest]] and [[Target Blast]] modes, the move always comes up as 6, removing randomness but making it impossible for the player to use 9 to their advantage. | ||
In ''Ultimate'', it is once again impossible to get the same number twice in a row, but it is still possible to get the same number every other roll. In addition, if the player is the lowest-ranked player in a match (has fewer stocks or points than any other player), there is a 50% chance of getting a 9 in the last 5 seconds of the match, though this will not bypass the inability to get the same number twice in a row. If this 50% check doesn't succeed, the standard roll will occur, which may result in a 9 regardless, making the effective | In ''Ultimate'', it is once again impossible to get the same number twice in a row, but it is still possible to get the same number every other roll. In addition, if the player is the lowest-ranked player in a match (has fewer stocks or points than any other player), there is a 50% chance of getting a 9 in the last 5 seconds of the match, though this will not bypass the inability to get the same number twice in a row. If this 50% check doesn't succeed, the standard roll will occur, which may result in a 9 regardless, making the effective likelihood of getting a 9 roughly 56%.<ref>https://twitter.com/Meshima_/status/1356748433034477570</ref> | ||
The effects associated with these numbers are as follows: | The effects associated with these numbers are as follows: | ||