Virtual Electric Car Racing

Renault Megane E-TECH EV60 optimum charge vs smart #1 Pro: Munich to Nice

Which EV is faster on the 803km route? <strong>smart #1 Pro</strong> wins by 5 minutes with 3 charging stops.

In our Munich to Nice EV duel, the smart #1 Pro beats the Renault Megane E-TECH EV60 optimum charge by 5 minutes, completing the 803km route in 8h 49min. The key advantage? 1 fewer charging stop. Route calculated on July 19, 2026 using real-time charging station data.

The Renault Megane E-TECH EV60 optimum charge's 363km range doesn't beat the smart #1 Pro's 240km here - charging speed and efficiency matter more.

The smart #1 Pro needs only 3 charging stops compared to 4 for the slowest vehicle, saving valuable time.

⚠️ Route direction matters! Charging stops may differ. See reverse direction: Nice → Munich
Winner

smart #1 Pro

Quick Comparison

Metric Renault Megane E-TECH EV60 optimum charge smart #1 Pro
Travel time 8h 54min 8h 49min
Charging time: 46min 41min
Charging stops: 4 3
Energy used ~145 kWh ~144 kWh

Charging Strategy Breakdown

Renault Megane E-TECH EV60 optimum charge Route

smart #1 Pro Route

Why the smart #1 Pro Won

The smart #1 Pro achieved a 5-minute advantage over Renault Megane E-TECH EV60 optimum charge on this 803km route. Key factors:

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Calculation Assumptions

Frequently Asked Questions

How accurate is the EV range calculation?

Our calculations use real-world consumption data and actual charging curves from GoingElectric database. Results account for highway speeds, temperature assumptions, and real charger locations along your route.

Can I compare more than 2 EVs at once?

Yes! EV Duel lets you race up to 4 electric vehicles simultaneously on any route. Watch them compete in real-time and see which one arrives first with the fewest charging stops.

What charging networks are supported?

We support major charging networks including Tesla Supercharger, Ionity, Fastned, and all CCS-compatible chargers across Europe. You can also compare different networks to see which gets you there fastest.

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