Introduction to Rope Bondage
lun. 08 avr.
|Probe Ottawa
Begin your rope journey or reignite your practice by learning the basics on tying, safety, and consent.
Heure et lieu
08 avr. 2024, 18 h 00 – 21 h 00
Probe Ottawa, 41 York St 4th floor, Ottawa, ON K1N 5S7, Canada
À propos de l'événement
Join us for an exclusive workshop on March 12th from 6:00pm-9:00pm as we dive into the world of rope with ToughCookie. "Intro to Rope" is a beginner-friendly workshop designed to introduce you to the art of rope bondage. Under ToughCookie's guidance, you'll learn essential rope techniques, safety considerations, and basic ties.Â
This workshop is open to members only. If you don’t have your membership yet, you can sign up online or come by to see the space on one of our social nights and sign up in person. We would love to see you!
Whether you're a complete novice or have some experience, this workshop will provide you with the foundational knowledge and skills to explore the exciting world of rope play. Discover the art of creating beautiful and functional knots, as well as the dynamics of power exchange and connection that rope bondage can offer. If you're looking to enhance your existing rope skills or are curious about trying it for the first time, this workshop is the perfect opportunity to expand your knowledge and connect with like-minded individuals.
No prior knowledge or experience in rope bondage is required to participate. Participants are encouraged to bring two 30-foot pieces of rope to the class if they have their own. We have lengths of jute at Probe to loan for class if needed.Â
Tying partners are not required, making this class accessible to solo attendees as well.Â
Wear whatever makes you feel comfortable and at ease. We recommend opting for clothing that allows freedom of movement and flexibility. Additionally, bring along any specific equipment you may require for your personal comfort during the class.
Billets
Intro to Rope Attendee
De 15,00 $ à 25,00 $Vente expirée- 15,00 $
- 20,00Â $
- 25,00Â $
Total
0,00Â $