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Meritous is one of my favorite open-source games. It is programmed in C using the SDL. Because the game is open-source, I could obtain much information from the code.
There are three skills:
The three skills can be upgraded for an increasing price, dependent on current skill level and mode. For this formula and prices, see below. Increasing shield level is more expensive then a circuit (re)charge upgrade. Circuit charge and circuit recharge upgrade cost as much. The maximum skill level is 24. The Agate knife takes all your skill levels to 24.
shield price = ((100 - 50*m) * s) + ((5*2^s) * (5 - 2*m)) |
Shield level |
Wuss mode |
Normal mode mode |
0 |
15 |
25 |
1 |
80 |
150 |
2 |
160 |
300 |
3 |
270 |
500 |
4 |
440 |
800 |
5 |
730 |
1,300 |
6 |
1,260 |
2,200 |
7 |
2,270 |
3,900 |
8 |
4,240 |
7,200 |
9 |
8,130 |
13,700 |
10 |
15,860 |
26,600 |
11 |
31,270 |
52,300 |
12 |
62,040 |
103,600 |
13 |
123,530 |
206,100 |
14 |
246,460 |
411,000 |
15 |
492,270 |
820,700 |
16 |
983,840 |
1,640,000 |
17 |
1,966,930 |
3,278,500 |
18 |
3,933,060 |
6,555,400 |
19 |
7,865,270 |
13,109,100 |
20 |
15,729,640 |
26,216,400 |
21 |
31,458,330 |
52,430,900 |
22 |
62,915,660 |
104,859,800 |
23 |
125,830,270 |
209,717,500 |
24 |
419,432,800 |
251,659,440 |
circuit (re)charge price = ((100 - 50*m) * c) + ((5*(2^c)) * (5 - (2*m))) |
Circuit (re)charge level |
Wuss mode |
Normal mode mode |
0 |
10 |
20 |
1 |
60 |
120 |
2 |
120 |
240 |
3 |
200 |
400 |
4 |
320 |
640 |
5 |
520 |
1,040 |
6 |
880 |
1,760 |
7 |
1,560 |
3,120 |
8 |
2,880 |
5,760 |
9 |
5,480 |
10,960 |
10 |
10,640 |
21,280 |
11 |
20,920 |
41,840 |
12 |
41,440 |
82,880 |
13 |
82,440 |
164,880 |
14 |
164,400 |
328,800 |
15 |
328,280 |
656,560 |
16 |
656,000 |
1,312,000 |
17 |
1,311,400 |
2,622,800 |
18 |
2,622,160 |
5,244,320 |
19 |
5,243,640 |
10,487,280 |
20 |
10,486,560 |
20,973,120 |
21 |
20,972,360 |
41,944,720 |
22 |
41,943,920 |
83,887,840 |
23 |
83,887,000 |
167,774,000 |
24 |
335,546,240 |
167,773,120 |
Go back to Richel Bilderbeek's games page.
Go back to Richel Bilderbeek's homepage.