Pace Calculator Singapore (2026)
Work out your running pace and projected finish times — including the IPPT 2.4 km run.
What is running pace?
Pace is how long it takes you to cover one kilometre, written as minutes:seconds per km (e.g. 5:00 /km). It is the number runners use to plan races and judge effort. Enter any distance and finish time below to get your pace, your speed in km/h, and projected times for the IPPT 2.4 km and common race distances.
Quick Answer
Result updates as you type
Your pace
5:00 /km
12 km/h
Per km
5:00
Per mile
8:03
Finish times at this pace
Finish times assume you hold the same pace for the whole distance. Real race times drift slower over longer distances as fatigue sets in — treat these as best-case targets.
Disclaimer
This calculator provides estimates based on published MINDEF and SAF tables. Actual scoring, awards, allowances, and pay determinations are made by your unit and the SAF — not by this tool.
Rates last verified: 29 Jun 2026.
Verify with NS Portal (https://www.ns.sg). Full disclaimer at smartcalculator.sg/disclaimer.
Quick Reference
- • Pace = finish time ÷ distance (min/km)
- • IPPT run distance: 2.4 km
- • 5:00 /km → 2.4 km in 12:00, 5 km in 25:00, 10 km in 50:00
- • 1 mile = 1.609 km, so pace per mile is always slower than per km
- • Even or negative splits beat starting too fast
Pacing the IPPT 2.4 km
The 2.4 km run is the toughest IPPT station to improve quickly. Knowing your target pace turns an abstract finish time into a number you can hold lap by lap — the standard SAFRA / stadium track is 400 m, so 2.4 km is six laps.
Work out the points your time is worth with the IPPT Calculator and IPPT Score Calculator, or track your training streak with the RT Tracker.
Target max points
~9:45–10:00
Roughly 4:05 /km — verify your age band on NS Portal
Comfortable pass
~12:00–13:00
About 5:00–5:25 /km for many age bands
Lap target (400 m)
2:00 / lap
At 5:00 /km pace, six laps for 2.4 km
Frequently Asked Questions
How do I calculate running pace?expand_more
Pace is your finish time divided by the distance. For example, running 2.4 km in 12 minutes is 12 ÷ 2.4 = 5 minutes per kilometre (5:00 /km). This calculator does it for you and also converts to speed in km/h and pace per mile.
What pace do I need for IPPT 2.4km?expand_more
It depends on your age and the points you are chasing. As a rough guide for many NSmen, finishing the 2.4 km run in around 9:45–10:00 (about 4:05 /km) targets the maximum run points, while finishing under roughly 12:00–13:00 (5:00–5:25 /km) is enough to pass the run component. Always check the official age-banded scoring on the NS Portal, and use our IPPT calculators for exact points.
How should I pace the 2.4km run?expand_more
Run even or slightly negative splits rather than sprinting the first lap. If your goal is 12:00 (5:00 /km), that is roughly 3:00 per 600 m lap. Start controlled at goal pace, settle into rhythm, and push the final 400–600 m. Going out too fast is the most common reason runners fade in the second half.
What is the difference between pace and speed?expand_more
Pace is time per distance (e.g. 5:00 per km) and is the standard for runners. Speed is distance per time (e.g. 12 km/h) and is what treadmills display. They describe the same effort from opposite directions — this calculator shows both, plus pace per mile.
Will I really finish a marathon at my 2.4km pace?expand_more
No — the projections assume a constant pace, but in reality pace drifts slower over longer distances as fatigue accumulates. The projected times are best-case targets if you could hold the pace the whole way. They are most realistic over distances close to the one you entered.
How do I convert pace to a 2.4km, 5km or 10km finish time?expand_more
Multiply your pace per km by the distance. At 5:00 /km, the IPPT 2.4 km takes 12:00, 5 km takes 25:00, and 10 km takes 50:00. The calculator above projects all of these automatically when you enter any distance and time.
Sources
- • NS Portal (ns.sg) — official IPPT stations, age bands and scoring
- • Pace, speed and distance projections are standard arithmetic (time ÷ distance)
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