(credits go to Bram for helping me with this event idea (coming up with new things and testing))
Cannonball
Tags: [G50][NS][NG]
Map: Superflip (might make another map for it if it gets official, got some ideas)
Description: This event is basically a combination between basketball and circle of mines. The concept of being unable to control the outcome after a certain action in basketball (throwing the med) and goaling yourself into a circle/designated area like in COM is used here.
Players will be frozen in an area somewhere along the path circling the white square in this area in Superflip;
Spoiler!
Afterwards, they will be called 1 by 1, to perform an action, just like in basketball/circle of mines. The difference is, they will be touching a mine in order to propel themselves up in a selected angle, and will move in an arc depending on how high they look. The objective is to land in a designated area that the host creates that might look something like this;
Spoiler!
without ofcourse landing outside of it or hitting any of the mines.
As you may tell, the potential for diversity is massive here, you can make any shape you want, define any landing location or force other conditions on players.
One should note that its more than likely that some players are not aware of the function that allows for 'jumping' using mines by changing the angle in which you look, so demonstrating 2-3 times will be necessary in this event.
Additionally, the host may give players 2-3 attempts depending on the difficulty and to allow players to get more comfortable with how the physics behind the event and the G50 tag work. Detailed explanation should be naturally reduced as players understand the event more and more, and therefore would be easier to host (that is if it will be hosted semi-consistently).
A short video to show what an attempt looks like (unfortunately the mines dont show up in a recording, just imagine there is a square there just like the one you see in the second screenshot above)
Spoiler!
ofcourse points are distributed according to the circle of mines point distribution and rules are the same as described in the logical statements thread.
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