Score Versus Arena Level Table

[kev]

Enter a level or score and press enter. Created by antiaverage.

Score Versus Arena Level Table

Bronze League Silver League Gold League Platinum League Level Score 0 0 1 10 2 40 3 100 4 170 5 260 6 370 7 510 8 660 9 840 10 1,030 11 1,250 12 1,490 13 1,740 14 2,020 15 2,330 16 2,650 17 2,990 18 3,360 19 3,750 Level Score 20 4,160 21 4,600 22 5,060 23 5,550 24 6,060 25 6,600 26 7,160 27 7,760 28 8,380 29 9,030 30 9,720 31 10,440 32 11,200 33 12,000 34 12,850 35 13,740 36 14,680 37 15,670 38 16,730 39 17,850 Level Score 40 19,050 41 20,330 42 21,700 43 23,180 44 24,770 45 26,500 46 28,370 47 30,410 48 32,640 49 35,090 50 37,790 51 40,760 52 44,060 53 47,730 54 51,830 55 56,410 56 61,540 57 67,320 58 73,830 59 81,180 Level Score 60 89,500 61 98,940 62 109,670 63 121,880 64 135,800 65 151,680 66 169,820 67 190,580 68 214,340 69 241,570 70 272,800 71 308,630 72 349,790 73 397,070 74 451,420 75 513,930 76 585,850 77 668,620 78 763,900 79 873,620 80 1,000,000

This table used to be on the development page, but Zanzarino took it down.


Projected levels past 80:

Level	Score
81	1,145,590
82	1,313,360
83	1,506,690
84	1,729,540
85	1,986,430
86	2,282,590
87	2,624,080
88	3,017,840
89	3,471,930
90	3,995,610
91	4,599,600
92	5,296,240
93	6,099,780
94	7,026,660
95	8,095,860
96	9,329,250
97	10,752,110
98	12,393,560
99	14,287,230
100	16,471,920

Determined by antiaverage.

[Rember]

Gogo 10men and essence, level 80 awaits. ;o

[wavedash]

Best be stickying this thread

[zombie0]

any suggestions how to gain score without farming weak decks on purpose?  beating the hardest decks seems less rewarded than facerolling without challenge

[ralouf]

Farming gold with a good speedbow, tweaked for the arena is I think the best way to do this. I play 2/3 H per days and I gained 40k score since arena is on.

[10 men]

In case anyone was wondering, the formula to calculate the score needed for a certain level is
10 * (lvl^2 + 1,15382779^lvl - 1). (and round to the nearest 10)

[dragonsdemesne]

In case anyone was wondering, the formula to calculate the score needed for a certain level is
10 * (lvl^2 + 1,15382779^lvl - 1). (and round to the nearest 10)

And he's level 81 now, too :p  It doesn't cap at 80.

[antiaverage]

In case anyone was wondering, the formula to calculate the score needed for a certain level is
10 * (lvl^2 + 1,15382779^lvl - 1). (and round to the nearest 10)

This should be in the first post.

Zanzarino removed this chart from the development page due to the 1.4 beta being tested there now.

[antiaverage]

So, I dug into the swf and found this function:

Code: [Select]

function mylevel() {
    scorelimit = 0;
    for (i = 0; _root.score >= scorelimit; i++) {
        scorelimit = Math.round(Math.pow(i, 2) - 1 + Math.pow(1.153828, i)) * 10;
    }
    currentlevel = Math.max(0, i - 2);
    return (currentlevel);
}

currentlevel = mylevel();
nextlimit = Math.round(Math.pow(currentlevel + 1, 2) - 1 + Math.pow(1.153828, currentlevel + 1)) * 10;
prevlimit = Math.round(Math.pow(currentlevel, 2) - 1 + Math.pow(1.153828, currentlevel)) * 10;

[10 men]

Interesting hehe. Ftr I arrived at my formula purely through guesswork and testing with MS Excel. I did have some troubles though with determining the base of the exponential. The most logical value for it would have been the 80th root of (10^5 - 80^2 + 1) ~= 1.15382782. However, this did not produce the same values as in the official table in Excel. So I tried around a bit and arrived at 1,15382779 which gave a perfect fit for all the provided numbers. Unfortunately, that number too fails for lvl 82 (which I discovered long after finding my formula). Now if it's true that Elements uses 1.153828 that is quite interesting as that means that ActionScript makes errors in calculating the exponentials, as for example for level 53, you should get 47740, while the table says 47730. Other levels that are wrongly calculated are 61, 71, 74, 75, 76, 79 and 80.

[antiaverage]

Now if it's true that Elements uses 1.153828 that is quite interesting as that means that ActionScript makes errors in calculating the exponentials, as for example for level 53, you should get 47740, while the table says 47730. Other levels that are wrongly calculated are 61, 71, 74, 75, 76, 79 and 80.

Well, the number is straight from the latest dev version of the game. So I tend to agree, it seems AS has some serious floating point math issues. I noticed this when I tried to plug in all the levels up to 80 as well. Unless the arena level scores are going to change in 1.4...

[bogtro]

Put the same thing into Java, same rounding issues (of course no surprise). But just because I don't know what ActionScript really is and I'm learning java

Code: [Select]

import java.io.*;
import static java.lang.System.*;
import java.lang.Math;
import java.util.Scanner;

class testing{
 
 
  public static void main (String str[]) throws IOException {
   
    Scanner scan = new Scanner (System.in);
     int scorelimit = 0;
     int currentlevel=-2;
     int a=scan.nextInt();
    for(int i = 0; a >= scorelimit; i++) {
        scorelimit = (int) Math.round(Math.pow(i, 2) - 1 + Math.pow(1.153828, i)) * 10;
   
        currentlevel++;}
    System.out.print(currentlevel);
  }
}