TUNWASE V. ADENIYI
(2022) JELR 110823 (CA)
Court of Appeal
•
CA/L/986/2017(R)
•
12 May 2022
•
Nigeria
Coram
Onyekachi Aja Otisi JCA
Abdullahi Mahmud Bayero JCA
Peter Oyinkenimiemi Affen JCA
Appearances
W.A. Esan, Esq. for the Appellant;
Olumide Sofowora, SAN, with him, Muyiwa Esan, Esq. for the Respondent.
Judgement
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class="ql-align-center"><span style="background-color: transparent">Case Title: </span></p><p class="ql-align-center"><span style="background-color: transparent">TUNWASE </span></p><p class="ql-align-center"><span style="background-color: transparent">v. </span></p><p class="ql-align-center"><span style="background-color: transparent">ADENIYI </span></p><p class="ql-align-center"><br></p><p class="ql-align-center"><span style="background-color: transparent">(2022) LPELR-58010(CA)</span></p><p class="ql-align-center"><span style="background-color: transparent">TUNWASE v. ADENIYI </span></p><p class="ql-align-center"><br></p><p class="ql-align-center"><span style="background-color: transparent">(2022) LPELR-58010(CA) </span></p><p class="ql-align-center"><br></p><p class="ql-align-center"><span style="background-color: transparent"><img 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"></span></p><p class="ql-align-center"><span style="background-color: transparent">In The Court Of Appeal </span></p><p class="ql-align-center"><span style="background-color: transparent">(LAGOS JUDICIAL DIVISION) </span></p><p class="ql-align-center"><br></p><p class="ql-align-center"><span style="background-color: transparent">On Thursday, May 12, 2022 </span></p><p class="ql-align-center"><span style="background-color: transparent">CA/L/986/2017(R) </span></p><p class="ql-align-center"><br></p><p class="ql-align-center"><span style="background-color: transparent">Before Our Lordships </span></p><p> <span style="background-color: transparent">Onyekachi Aja Otisi Justice of the Court of Appeal Abdullahi Mahmud Bayero Justice of the Court of Appeal Peter Oyinkenimiemi Affen Justice of the Court of Appeal </span></p><p class="ql-align-center"><span style="background-color: transparent">Between </span></p><p class="ql-align-center"><span style="background-color: transparent">SEGUN TUNWASE APPELANT(S) And </span></p><p class="ql-align-center"><span style="background-color: transparent">OLUFEMI ADENIYI, ESQ. RESPONDENT(S)</span></p><p class="ql-align-center"><span style="background-color: transparent">RATIO DECIDENDI </span></p><p class="ql-align-center"><br></p><p><span style="background-color: transparent">APPEAL - ADDUCING FRESH/ADDITIONAL/FURTHER EVIDENCE ON APPEAL - Statutory power of the Court of Appeal to admit additional evidence on appeal; conditions for the admissibility of additional evidence on appeal </span></p><p> <span style="background-color: transparent">"The jurisdiction of the Court of Appeal, which enables the admission of additional or fresh evidence on appeal, is not at large. Order 4 Rule 2 of the Court of Appeal Rules, 2021 (formerly Order 4 Rule 2 of the Court of Appeal Rules, 2016) provides: The Court shall have power to receive further evidence on questions of fact, …</span></p>