Bookmark Nomada — the one-tab toolkit every digital nomad needs·⌘D / Ctrl+D
Bookmark Nomada — the one-tab toolkit every digital nomad needs·⌘D / Ctrl+D
FIRE number
$444,000
$1,480/mo × 12 ÷ 4%
Best for: Bohemian spa town — colonnade hot-springs, Becherovka liqueur capital, large Russian-expat presence (now contracting).
FIRE number in Karlovy Vary
$444,000
$1,480/mo × 25
FIRE number at $5K/mo (US)
$1,500,000
US-typical baseline
Years saved
~15.3 years sooner
Same saver, different city
Representative saver: $50,000 invested, $2,000/mo contribution, 5% real return, 4% safe withdrawal rate.
Assuming your monthly burn matches Karlovy Vary’s mid-tier nomad budget ($1,480/mo) at 5% real return.
Just starting
$0 saved, $1,500/mo invested
16y 1mo
Mid-career
$200K saved, $2,500/mo invested
5y 4mo
Late starter
$500K saved, $1,500/mo invested
Already there
Karlovy Vary (Karlsbad in German) is the Czech Republic's most-famous spa town. The colonnade buildings around the hot springs anchor the historic core. Russian-expat presence was huge pre-2022 and has thinned significantly. Same Czech Schengen/Živnostenský story.
Pathway
Schengen 90/180
Program
Živnostenský Trade License
Typical max stay
12 months
Same Czech Živnostenský route as Prague/Brno — 1-year initial residency, renewable. Schengen via Czechia's membership.
Editorial summary, not legal advice. Verify with the relevant consulate before applying — visa programs change with little notice.
Same representative saver, four reference nomad cities.
| City | Monthly | FIRE number | Years to FI |
|---|---|---|---|
| Karlovy Vary | $1,480 | $444,000 | 11y 2mo |
| Lisbon | $1,980 | $594,000 | 14y 2mo |
| Berlin | $2,540 | $762,000 | 17y 1mo |
| Bangkok | $1,430 | $429,000 | 10y 10mo |
| Mexico City | $1,970 | $591,000 | 14y 1mo |
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Editorial estimates. Not financial advice. The 4% rule is a planning anchor, not a guarantee — sequence-of-returns risk and tax-jurisdiction friction (US-LLC / FEIE / state residency) can move the real number meaningfully. See our expat tax directory for the cross-border side of the math.
