Virtual Electric Car Racing

Renault Master Z.E. vs Renault Scenic E-Tech 170: Rome to Vienna

Which EV is faster on the 1076km route? <strong>Renault Scenic E-Tech 170</strong> wins by 4727 minutes with 6 charging stops.

In our Rome to Vienna EV duel, the Renault Scenic E-Tech 170 beats the Renault Master Z.E. by 4727 minutes, completing the 1076km route in 11h 34min. The key advantage? 12 fewer charging stops. Route calculated on September 3, 2026 using real-time charging station data.

The Renault Scenic E-Tech 170 needs only 6 charging stops compared to 18 for the slowest vehicle, saving valuable time.

⚠️ Route direction matters! Charging stops may differ. See reverse direction: Vienna → Rome
Winner

Renault Scenic E-Tech 170

Quick Comparison

Metric Renault Master Z.E. Renault Scenic E-Tech 170
Travel time 90h 21min 11h 34min
Charging time: 78h 21min 1h 6min
Charging stops: 18 6
Energy used ~194 kWh ~197 kWh

Charging Strategy Breakdown

Renault Master Z.E. Route

Renault Scenic E-Tech 170 Route

Why the Renault Scenic E-Tech 170 Won

The Renault Scenic E-Tech 170 achieved a 4727-minute advantage over Renault Master Z.E. on this 1076km route. Key factors:

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Race these cars on other routes

See how Renault Master Z.E. vs Renault Scenic E-Tech 170 compares elsewhere

Rome → London
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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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