From Level 59 to 60
2,840, 700

5,670,900 for lvl 62

giving a bj in the name of science, cata your sacrifice has not been in vain....

Up until level 53-54, it's a pretty steady 5% (or 5.25%) increase per level, rounded to a near 100-ish.

58 to 59 is 1,957,900 points

There should be a formula to calculate it.

takes 60,000 even to make 44th and 63,100 to make 45th

Using left X, right Y, found that this best fits the best fits the line (99.98% match; no negatives; coefficient of X to highest power is positive):

f(x) = 9.2484191398614465e+004 * x^0
+ -7.6113357572154666e+004 * x^1
+ 2.2569643920320410e+004 * x^2
+ -3.2086038473218132e+003 * x^3
+ 2.5681022891266252e+002 * x^4
+ -1.2549132923787177e+001 * x^5
+ 3.9141381083919097e-001 * x^6
+ -7.9318054252190406e-003 * x^7
+ 1.0297168362708230e-004 * x^8
+ -7.9365734961790650e-007 * x^9
+ 2.8018410271728565e-009 * x^10

Actual:

2 7000
5 8100
6 8600
7 9100
8 9500
9 10000
11 11100
12 11700
13 12300
15 13600
16 14300
17 15100
18 15900
19 16700
20 17600
21 18500
22 19400
23 20500
24 21600
25 22700
27 25100
28 26400
29 27900
30 29300
32 32500
33 34200
34 35900
35 37900
37 41900
38 44200
39 46400
40 48900
42 54100
43 57000
46 66400
47 69900
48 73600
49 77400
50 81500
51 85800
52 90300
53 95000
54 100000
55 220400
56 479000
57 830600
58 1308500
59 1957900
60 2840700
61 4040300
62 5670900
64 10898900

Using the polynomial regression calculator at http://www.arachnoid.com/polysolve/.

According to my model: 11 676 125 100 points to get from level 99 to level 100.

Edited 10/20/2015 05:00:38

a) That'll be way off, as the latter levels have little to do with the early levels, and you're projecting much too far into the future there, esp. with a polynomial model, b) it's unlikely Fizzer will ever update it to 100 levels.

Edited 10/20/2015 01:01:34

^ The levels never stop, it's just exponetionally growing, so there must be a formula. You can get to any level you want (infinite) as long as you can get the points.

My statistic analysis using Stata generates following results:

1) Before level 53, there is a near-perfect log-linear relationship between the points needed to cross each level and the level number.

The formula is: ln(exp)=8.751503 + 0.0511403*level

The standard error for the slope coefficient is only 0.0000229.

2) At level 53, there is a remarkable breaking in trend.



Edited 10/22/2015 09:25:24

It's not a simple exponential. There are at least two distinct changes starting around the mid 50s. I get the sense that Fizzer has been hand-coding recent levels.

You are right it's not simple exponential. My charts shows there is only one distinct change in the trend at lv53. After level 53 the data follows another smooth function.

lvl 53 'cap' is no secret. It will follow the highest level where there are unlockable stuff. Above that formula is way stricter to avoid people having crazy high levels. Makes leveling much harder. So I figure that your formulas are probably very close to the true formula. Adding some rule of making numbers smooth (like ending on 100), may provide a 100% fit

45 to 46 is 66,400 points.

Homo Warlightus, my reply was to Diplomatic Immunity, not your post, just FYI. You are probably right that there's only one distinct change. I didn't take into account cumulative points in my simple check, so it looked a bit more crazy to my eye. Nice avatar, BTW :-)

Polynomial Regression L1 to L54 (99.99986% match)

f(x) = 6.6877542574697436e+003 * x^0
+ -2.6305275586079830e+001 * x^1
+ 1.1975338169845374e+002 * x^2
+ -1.7472584103773709e+001 * x^3
+ 1.6102866608727264e+000 * x^4
+ -9.1181426104992636e-002 * x^5
+ 3.3074683611878874e-003 * x^6
+ -7.6669819014589405e-005 * x^7
+ 1.0977163037026564e-006 * x^8
+ -8.8324317693638982e-009 * x^9
+ 3.0526785400277916e-011 * x^10

Predictions of missing numbers rounded to hundreds:

3: 7 300
4: 7 700
10: 10 600
14: 12 900
26: 23 900
31: 30 800
36: 39 900
41: 51 400
44: 60 000
45: 63 100

Polynomial Regression for L55+ (99.9998% fit):

f(x) = 1.0946656362735899e+010 * x^0
+ -7.7711901370231152e+008 * x^1
+ 2.0725744406630360e+007 * x^2
+ -2.4620562406319287e+005 * x^3
+ 1.0996184668626749e+003 * x^4

Predicted L63: 7 907 200
Predicted L65: 14 848 000

Edited 10/20/2015 05:09:11

If you plot it on a log scale. levels 2-54 almost exactly match 6515*exp(.05Lvl), and levels 55 and above asymptotically approach about 362217*exp(.35Lvl).

When I make it to level 62, I'll say.

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This link is related to this topic. Anyone want to vote for it?

40 to 41 is 51,400. I just got to 40 yesterday.