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neXt Curve

@next-curve.com

Inspiring Our Digital Future Leap forward into a new frontier of possibility and opportunity Nov, 22 Nov, 21 Nov, 19 What we do 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(/figma)-->Digital technologies are accelerating the transformation of industries and creating opportunities for forward-thinking enterprises to create new value for consumers, industries, and society.

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Description

They specialize in addressing the unique challenges and priorities of businesses with a personalized approach. They firmly believe that there are no one-size-fits-all solutions, which is why they offer experience-based services tailored to each client's needs. neXt Curve's goal is to provide insights and deliver business outcomes that truly make a difference in the rapidly evolving digital economy.


With their expertise in areas such as business transformation, market analysis, organizational change, innovation, and operational improvement, they strive to guide their clients towards success. Led by Leonard Lee, the Managing Director, neXt Curve values real experience and aims to inspire the digital future of companies. They encourage open conversations and engagement through platforms like Twitter and LinkedIn, offering a vibrant and independent hub for discussions on our digital future.


To stay up to date with the latest insights and research articles, subscribers can join the neXt Curve community, benefiting from a wealth of knowledge and the opportunity to shape the digital landscape

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Company Type

Privately Held

Company Size

2-10

Year Founded

2018

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