Difference between revisions of "Experience"

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(Formula)
(Effect on Earnings)
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[[Category:Game Mechanics]]
 
[[Category:Game Mechanics]]
Experience is earned linearly, about every $6.725 billion gains 1 more experience.
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Experience is earned linearly, about every $6.725 billion gains 1 more experience. Earnings increases take effect following [[Retirement]].
  
 
== Effect on Earnings ==
 
== Effect on Earnings ==
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|5||2
 
|5||2
 
|-
 
|-
|10||2.75
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|10||2.70
 
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|20||3.63
 
|20||3.63
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|15 625||64
 
|15 625||64
 
|-
 
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|75 125||128
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|78 125||128
 
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|1 000 000 (1M)||383.8
 
|1 000 000 (1M)||383.8
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== Formula ==
 
== Formula ==
The formula to determine Multiplier based on experience is 2^(log<sub>5</sub> Experience)
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The formula to determine Multiplier based on experience is 2^(log<sub>5</sub> Experience) OR, 2^(ln Experience/ln 5)
Iam kyyyy experience and like playing g this game
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This means that five times as much experience doubles your earned money.

Revision as of 14:37, 27 May 2018

Experience is earned linearly, about every $6.725 billion gains 1 more experience. Earnings increases take effect following Retirement.

Effect on Earnings

The effect on earnings is not linear however. The following table shows a small sampling of earnings multipliers:

Experience Chart
Experience Multiplier
5 2
10 2.70
20 3.63
25 4
100 7.27
125 8
625 16
1 000 (1K) 19.59
3125 32
15 625 64
78 125 128
1 000 000 (1M) 383.8
1 000 000 000 (1G) 7,518
1 000 000 000 000 (1T) 147,271
1 000 000 000 000 000 (1P) 2,885,016
1 000 000 000 000 000 000 (1E) 56,516,862
1 000 000 000 000 000 000 000 (1Z) 1,107,153,199

Formula

The formula to determine Multiplier based on experience is 2^(log5 Experience) OR, 2^(ln Experience/ln 5)

This means that five times as much experience doubles your earned money.