Ondabu & Co Advocates v Nyarangi & another (Environment and Land Miscellaneous Case E265 of 2024) [2026] KEELC 1853 (KLR)
The bottom line
#The High Court let a client challenge a Kshs 853,003 legal fee bill because the law firm could not prove she had actually hired them.
What this practically means
#Executive summary
#Key legal issues
#Existence of an advocate-client retainer
The court was not persuaded on the existence of a retainer based on the documentary evidence availed, and allowed the applicant leave to defend the bill of costs
The court accepted that a retainer may sometimes be inferred from conduct, but held that where a retainer is disputed, the burden of proving it lies on the advocate. The applicant-advocate never formally came on record, the transfer documents said to evidence instructions were not produced, and the advocates did not call evidentiary support. The averments in the supporting affidavit therefore stood uncontroverted, entitling the applicant to the orders sought.
Legal principles established
#- The onus of proof of a retainer lies on the Advocate where the retainer is disputed
- Where a retainer is inferred absent formal documentation, the advocate must demonstrate cogent reason for the lack of formalisation
Court orders
#- 1.The applicant is entitled to the orders sought in the notice of motion application dated 10th February 2026 and application is allowed
- 2.Each party to bear their own costs
- Jurisdiction invoked
- Advocates Act, Section 45 (advocate-client remuneration and taxation of bill of costs)
Key timeline
#Practical implications
#Frequently asked questions
#Cite this brief
#Cite this brief
Caselaw, "Ondabu & Co Advocates v Nyarangi & another (Environment and Land Miscellaneous Case E265 of 2024) [2026] KEELC 1853 (KLR)", Case Analysis (2026). Notice of Motion dated 10th February 2026. Source: https://new.kenyalaw.org/akn/ke/judgment/keelc/2026/1853/eng@2026-03-25
Suggested citation format for research notes or client memos. Always verify the original judgment before relying on any point.