Community » Forum » Help » Best ways to earn money

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BritishPound142   VIP
Mogul
USD 225 357.65
What are some of the best ways to earn money as a beginner? I have multiple cement companies but honestly they don't generate a lot of profit, so what are some other effective ways of earning money?
rajesh2212   VIP
Millionaire
USD 2 182 218.41
you can invest in banks but for stable income (ex: #RBI )
you can invest public companies in exchange some pays regular dividnds(like #Home Depot)
BullGame   VIP
Millionaire
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Quoting BritishPound142:
What are some of the best ways to earn money as a beginner? I have multiple cement companies but honestly they don't generate a lot of profit, so what are some other effective ways of earning money?


you can invest in Quantum Ventures (in the fund) and your money comes back with highly expected growth
alestor   VIP
Mogul
USD 415 460.52
Work extra jobs with Boost Drinks
rajesh2212   VIP
Millionaire
USD 2 182 218.41
eat 67 vaccines
BritishPound142   VIP
Mogul
USD 225 357.65
I meant in terms of business or some sort of investment
lucius   VIP
Tycoon
USD 671 687.24
Quoting rajesh2212:
eat 67 vaccines

I did that an wasted 67k next vac need is in 3000
rajesh2212   VIP
Millionaire
USD 2 182 218.41
Quoting lucius:
I did that an wasted 67k next vac need is in 3000

now you live 67 more years
PikaDrew   VIP
Tycoon
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Quoting lucius:
I did that an wasted 67k next vac need is in 3000

hm
alestor   VIP
Mogul
USD 415 460.52
Quoting PikaDrew:
hm


He stole @Admin's 67 Super Vaccine™, chatGPT did the math so it must be true:

_______________________________________________________

67-Step Vaccine Stacking – How Much Per Shot?

In-game rules

Base duration (D): 365 days
Number of doses (n): 67
Target span (T): 975 years = 975 · 365.2425 days

Let

r = per-shot multiplier we need.

Total compounded protection for 67 shots
D · Σ_{k=0}^{66} r^{k} = D · (r^{67} – 1)/(r – 1)

Required immunity length
D · (r^{67} – 1)/(r – 1) = T

Isolate the (r^{67} – 1)/(r – 1) = T/D

Solve numerically for the 67-dose curve
r ≈ 1.1083

Convert to percentage gain per shot
r · 100 % ≈ 10.8 %

Thus each of the 67 vaccines must be roughly
10.8 % stronger than the previous one, giving exactly
enough immunity to carry you from 2025 into the year 3000.
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