Bug in Puzzle Club (Yun Sung) - Magic Bubble
Posted: Fri Dec 31, 2004 4:30 am
I submitted an inp with a score of 6,833,580 on the Magic Bubble game. I noted in the text that I received a 2 million point bonus on a board that I took more than 60 seconds to clear. It turns out that the last legitimate bonus I earned is the bonus I get on all subsequent boards that I get "nothing" for the time bonus.
Take a look at this inp. On this game I get the 2 million bonus on board A2. I play boards A3, A4, and A5 long enough to get no time bonus but I get 2 million on each when I finish, thus the score is over 8 million when I die on board C1.
I would change the rules so that we need to replay our inps and submit a score that reflects any bonus earned on the boards with "nothing" time bonus subtracted. Thus my 2nd place score would be 6,833,580 - 2,000,000(C3) - 305,100(C5) = 4,528,480.
Philippe's first place score would be 8,559,580 - 353,600 x2 (A5, C1) - 2,000,000 (C3) - 174,800 x2 (G2, G3) = 5,502,780
Frankie's 3rd place score would be 6,379,440 - 500,000 x4 (3,4,A5,C1) = 4,379,440
Blost's 4th place score would be 5,021,490 - 170,600 (A5) - 170,200 x2 (D2, D3) - 38,000 (G1) - 315,000 (G3) = 4,157,490
At least our positions don't change.
Take a look at this inp. On this game I get the 2 million bonus on board A2. I play boards A3, A4, and A5 long enough to get no time bonus but I get 2 million on each when I finish, thus the score is over 8 million when I die on board C1.
I would change the rules so that we need to replay our inps and submit a score that reflects any bonus earned on the boards with "nothing" time bonus subtracted. Thus my 2nd place score would be 6,833,580 - 2,000,000(C3) - 305,100(C5) = 4,528,480.
Philippe's first place score would be 8,559,580 - 353,600 x2 (A5, C1) - 2,000,000 (C3) - 174,800 x2 (G2, G3) = 5,502,780
Frankie's 3rd place score would be 6,379,440 - 500,000 x4 (3,4,A5,C1) = 4,379,440
Blost's 4th place score would be 5,021,490 - 170,600 (A5) - 170,200 x2 (D2, D3) - 38,000 (G1) - 315,000 (G3) = 4,157,490
At least our positions don't change.