Brückentag-Rechner
Optimale Brückentage berechnen, um gesetzliche Feiertage in maximale Freizeit zu verwandeln. Unterstützt mehr als 180 Länder.
Möglichkeiten
Vollständige Analyse →
Brückentage verstehen
A bridge day (known as "Brückentag" in German or "pont" in French) is a working day wedged between a public holiday and a weekend. By taking that single day as annual leave, you effectively double or triple your time off.
Der Effizienzwert zeigt das Verhältnis der gesamten aufeinanderfolgenden freien Tage zu den verwendeten Urlaubstagen. Ein 4:1-Wert — vier freie Tage für einen Urlaubstag — stellt einen außergewöhnlichen Wert dar. Dieser Rechner identifiziert jede solche Möglichkeit für Ihr gewähltes Land und Jahr.
Daten sind für alle 180+ Länder für den Zeitraum 2020–2030 vorberechnet, einschließlich variabel datierter Feiertage wie Ostern, Eid und Chinesisches Neujahr.
How to Use
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1
Select your country and working year
Choose the country and year. The calculator loads the public holiday calendar and your default work week (Monday to Friday, or the locally correct alternative).
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2
Review scored bridge day opportunities
The calculator lists all bridge day opportunities ranked by rest-to-leave ratio. Each entry shows: holiday date, bridge date(s), total rest days, and leave days required.
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3
Build and export your leave plan
Select bridge days to add to your personal plan. The calculator tallies total leave days used and total rest days gained. Export your plan as an iCal file to sync with your calendar.
About
The bridge day calculator sits at the intersection of personal productivity and calendar mathematics. Annual leave is a finite resource, and the goal of maximizing rest from a limited allocation drives many workers to think strategically about which days to take off. The core insight is that not all leave days are equal: a leave day adjacent to a public holiday adjacent to a weekend produces more total rest than the same leave day taken on a random Tuesday in February.
The mathematics of leave optimization are relatively simple once the public holiday calendar is loaded — it is essentially a search for local maxima in a rest-days-per-leave-day function over the calendar year. But the search space is large enough (52 potential bridge opportunities in a year, with two-day combinations multiplying this significantly) that manual calculation is tedious. A calculator that scores and ranks all opportunities in a fraction of a second removes the cognitive burden and makes strategic leave planning accessible to anyone, not just those who enjoy calendar puzzles.
From an organizational perspective, bridge day planning has collective dimensions. When many employees in a country independently realize that a particular bridge day produces an optimal long weekend, the aggregate effect is visible in travel booking data — airports and hotels see demand spikes on those specific dates. Organizations that anticipate these patterns can plan maintenance windows, system upgrades, and training programs during the high-leave periods, accepting lower productivity in exchange for a natural window of reduced operational demand. The bridge day calculator, used organizationally rather than individually, becomes an input to workforce planning.