# MATHS WITH CHALANA (@mwchalana) > A MATH TUTOR ## Overview - **Name**: MATHS WITH CHALANA - **Username / Handle**: @mwchalana - **Verified**: No - **Official Ceynk URL**: https://ceynk.lk/mwchalana - **Profile Picture**: data:image/png;base64,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 ## Social Media & Connected Accounts - **WhatsApp**: [WhatsApp](https://wa.me/94725967843) ## Links & Resources - [WhatsApp](https://wa.me/94725967843) ## Interactive & AI Capabilities - **AI Chatbot**: Disabled on this page. - **Page Link**: [Visit MATHS WITH CHALANA on Ceynk](https://ceynk.lk/mwchalana) --- *Generated by Ceynk (https://ceynk.lk) for LLMs & AI Agents. To view this profile interactively, visit https://ceynk.lk/mwchalana*