CA ANZ Provisional Member. Aspiring Chartered Accountant. Building clean, reliable books from the ground up.
I help small businesses and accounting firms achieve accurate, full-cycle books and financially informed reporting, delivered by someone who understands the numbers behind the numbers. As a CA ANZ Provisional Member currently enrolled in Australian Tax and Business Law, I am on a mission to bring a finance-trained perspective into bookkeeping support, so that the teams I work with get more than data entry and closer to a junior finance partner who catches the details before they become problems.
I am a Bachelor of Business graduate from the University of Waikato Management School. My finance and supply chain specialisations are where I pull ahead. I come in with cross-functional awareness which better positions how I analyse and interpret a set of books and how I report back to a supervisor, with the confidence, confidentiality, honesty, and attention to detail a finance team needs to do the job effectively.
Beyond the technical accounting work, I have self-taught myself McKinsey consulting frameworks (the Pyramid Principle, Situation-Complication-Resolution, and MECE structuring) so I can break down complex financial topics and deliver them in plain language to non-finance stakeholders. Whether it is presenting variance analysis to a committee or translating BAS positions for a small business owner, the goal is the same: lead with the answer, support it cleanly, and respect the reader's time.
Outside of work I'm into personal investing and keeping up with capital markets. When I'm not staring at charts I'm usually camping or fishing on the weekends.















The goal has always been straightforward: build the technical foundation first, then earn the credential that makes it official. Right now that means getting into a bookkeeping or graduate accounting role, completing a Cert IV traineeship on the job, and working through CA Foundations alongside real-world practice. Chartered Accountant is the destination. Everything between here and there is the proof.