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Brainrot ROI Calculator

How long does it take a brainrot to pay for itself? Pick one, layer a mutation, and see income per second, per hour, and the exact break-even time.

Cost
$450,000,000,000
Income / sec
$450,000,000
Income / hour
$1,620,000,000,000
Break-even time
16m 40s

Calculations use base income × mutation multiplier. Mutation rolls vary; values shown assume the mutation is already applied. (None)

Steal a Brainrot is, at its core, an idle-economy game. Every brainrot has two numbers that decide whether it is worth buying or trading for: a one-time cost and a steady income per second. The ROI — return on investment — is the moment those two values cross, after which everything the brainrot generates is profit. Mutations make this calculation interesting. A Gold roll only adds a 25% boost (×1.25), but a Diamond doubles income (×2), Rainbow and Divine push it to ×10, and the new Cyber and Bloodrot rolls top out at ×11. Because mutations are random, two players holding the same brainrot can have wildly different break-even windows: the one with a Cyber roll recovers their investment 11× faster than the un-mutated owner. This calculator pulls live brainrot data from the database — base income and current cost — and lets you stack any mutation on top to see exactly how long until the brainrot is in the green. It is the same math experienced traders run in their head before accepting a Win/Fair/Loss; here it is one click away. Use it to decide which brainrot to upgrade next, whether a Diamond-rolled mid-tier is worth more than a clean high-tier, or which mutation goal to chase on your next Lucky Block opening.