10M Platform (2D): Difference between revisions
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'''10M Platform''' is an event in ''[[Mario & Sonic at the Olympic Games Tokyo 2020]]'', exclusive to Tokyo 1964. Players must perform aerial tricks while diving off the 10M Platform, in an attempt to score as many points as possible. In Story Mode, the player is [[Sonic]], who must defeat [[Dr. Eggman]] in the event. | '''10M Platform''' is an event in ''[[Mario & Sonic at the Olympic Games Tokyo 2020]]'', exclusive to Tokyo 1964. Players must perform aerial tricks while diving off the 10M Platform, in an attempt to score as many points as possible. In Story Mode, the player is [[Sonic]], who must defeat [[Dr. Eggman]] in the event. | ||
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==Gameplay== | ==Gameplay== | ||
Revision as of 11:56, June 18, 2023
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| Appears in | Mario & Sonic at the Olympic Games Tokyo 2020 |
| Type | 1964 |
10M Platform is an event in Mario & Sonic at the Olympic Games Tokyo 2020, exclusive to Tokyo 1964. Players must perform aerial tricks while diving off the 10M Platform, in an attempt to score as many points as possible. In Story Mode, the player is Sonic, who must defeat Dr. Eggman in the event.
Gameplay
Before a dive, players have a choice for which one to attempt. After selecting one, players must press all of the buttons to successfully perform it. If a wrong button is pressed, the character will lose focus and receive low scores from the judges. If all inputs are correct, additional buttons will appear for a chance to increase the multiplier, allowing for even more points. If the player provides the correct inputs for the bonuses, they will receive 5 additional points as a Perfect Bonus. If a wrong bonus command is entered, then the character will not have any more chances, but will not lose focus. There are four dives to perform. At the start of the fourth dive, the player has an option to choose a random dive with the inputs hidden. After the fourth dive, the player with the best score overall win win.
Below is a list of all the possible inputs:
In addition to the above, there may also be clockwise or counterclockwise rotations of 
.
