EXQUISITE WALK

tango teacher hugging student

EXQUISITE WALK

£30.00 2 hours

Time: 13:00-15:00 £30 - £57

A 2-week course to create a beautiful, smooth tango walk (plus some exciting combos)

Dates: Saturdays 20th & 27th January 2024

Time: 13:00 – 15:00

Price: £57 (2 weeks); £30 (1 week)

Location: Marshall Street Leisure Centre, 15 Marshall Street, London W1F 7EL (5 mins from Oxford Circus tube)

More details below.

 

Number of classes:
No. of participants:

Cancellation Policy

 

When you book a class we hold a place especially for you. Whilst we understand that plans can change, if you cancel we will need time to offer your place to someone else. For this reason, no refunds can be offered for cancellations made within 24 hours of your class or if you don’t attend. We hope you understand!

There is nothing more elegant than the “caminata”, the smooth walk of an Argentine tango dancer.

We’ll learn the mechanics of the caminata so you too can stretch, glide and move as one. All with with silky precision. We’ll also learn some enticing, inter-weaving walking combinations. You’ll be hooked (no pun intended!)

No partner needed. Attend both or just one of the 2 sessions. Suitable for those of an Improver level upwards.

 

Location

This class takes place in a spacious dance studio in the heart of Soho, with smooth wooden floors, wall-to-ceiling mirrors and ballet barres.

You’ll be spoilt for choice with bars, shops and restaurants either before or after class.

Address: Marshall Street Leisure Centre, 15 Marshall Street, London W1F 7EL

Nearest Tubes: Tottenham Court Road, Oxford Circus, Piccadilly Circus

Level Guide

  • Beginners: 0 – 6 months
  • Improvers: 6 – 18 months
  • Intermediate: 12 months – 2 years
  • Advanced: 2 years +
  • Technique: suitable for all levels from Improver upwards
  • Basic Technique: suitable for all levels

This is a rough guide only as we are all so different! We hope it helps you choose your first class. Once we’ve met, we will personally be able to to guide you on your own unique path.