ReactNative Software Developer

Engineering and/or Technology
Finland
Helsinki
Period: 
1 May, 2024 to 31 Oct, 2024
Deadline: 
27 Apr, 2024


General information

Duration: 
6 months
Commitment: 
3-4 days per week
Description: 

Description: 

Are you a seasoned developer with a passion for crafting robust and seamless mobile applications? Bravori, the innovative music practice app, is seeking Frontend and Backend Developers proficient in React Native to join our dynamic and international team.

Role Overview:

As a Frontend and Backend Developer at Bravori, you'll be instrumental in architecting and implementing innovative features for our mobile application. Your expertise in React Native will be crucial in ensuring a smooth and engaging user experience. You'll collaborate closely with our cross-functional team to push the boundaries of mobile app development in the music education sector.

Key Responsibilities:

- Utilize React Native to develop and maintain mobile applications for Bravori, ensuring good quality codes that provide high performance and responsiveness.
- Collaborate with designers and product managers to translate UI/UX designs into functional front-end components.
- Design and implement scalable backend solutions to support the mobile application's functionality.
- Optimize application performance and user experience through continuous iteration and improvement.
- Be a responsive and responsible team member in the developer team

Compensation: 
No financial compensation
Years of Experience required: 
Yes

Additional Information

https://www.linkedin.com/company/bravori Bravori Oy is a registered Finnish EdTech company based in Helsinki. The company was incorporated in 2023 as an initiative from University of the Arts Helsinki and receives business support from the Business Helsinki Finland, Kiuas Accelerator and UCL EdTech Labs. After the internship, there is opportunity for extension or employment.
Requirements
Languages: 
English: Proficient User C1
Level of Studies: 
Master
Skills: 
ReactNative
Linear