Nox AT10 Luxury GENIUS 18K Alum 2025
Nox · 2025

AT10 Luxury GENIUS 18K Alum 2025

Shape
Teardrop
Weight
360 to 375 g
Balance
-
Core
MLD Black Eva
Does it suit your game?Seven quick questions, with this racket as the starting point.
Question 1 of 7

What is your level?

The short answer

A power racket: strong on smashes and volleys. Firm, can be tough on the arm. Made for advanced players.

Worked out from the published specs. No editorial review yet.

Strong at

  • Strong on smashes and volleys

Less strong at

  • Firm, can be tough on the arm
  • Slower to swing

How it plays

Control6.5around average
Power8.5above average
Comfort2.0below average
Handling4.0around average
Forgiveness5.0around average

Line = the average of all rackets above below

A power racket: strong on smashes and volleys. Firm, can be tough on the arm.

Specifications

ShapeDrop / TearBetween control and power
Weight360 to 375 gHeavy: stable and powerful, tiring over long matches
FaceCarbon Alum 18KStiff: precise and powerful at speed, less damping
CoreMLD Black EvaHard: control and power at speed, more vibration
Thickness38 mmThe maximum the rules allow
SurfaceExclusive SPIN 3D and rough sand patternRough: helps with spin
Handle30 mm grip extension
Frame100% carbon

Not published by the brand: balance, head size

Specs from the brand's own site · checked 23 September 2026 · Spotted a wrong spec? Tell us →

We started tracking this racket on 23 Sept. The chart appears after a week of prices.

Similar rackets

Questions before you buy

Is the AT10 Luxury GENIUS 18K Alum 2025 worth the money right now?

What is the closest alternative?

The Nox AT10 Genius 18K Alum By Agustín Tapia 2025 plays most alike. On paper the differences are under one point. Today: € 149.95.

Compare side by side →
Who should not buy it?

Skip it if your elbow or shoulder complains (comfort 2.0/10), or if you are still learning: it is not very forgiving (5.0/10).

How heavy is it really?

The brand gives 360 to 375 g. That counts as medium on our scale. Each racket can differ within that range.

Why a range? →