1.15 The Joint Share Ownership Scheme closing weighted average exercise price of [amount] cannot be reached from the [amount] opening price and the [amount] exercises

UK Company B · a UK-listed technology and logistics group · Presentation point

PresentationLowEstablishedFinancial statements: IFRS, FRS 101 and the Companies Act accounts
Area of the report
Group notes: share options, Joint Share Ownership Scheme movement table (Note 4.7(b))
Year
Both years
Status
Established: Established from the company’s own documents; the requirement is clear.
Who acts
Group Financial Controller
When
Annual Report 2026

In brief

In 2024, [n] Joint Share Ownership Scheme interests at a weighted average exercise price of [amount] were outstanding at the start of the year and [n] were exercised at [amount]. The [n] remaining interests should then carry a weighted average price of about [amount], but the table prints [amount]. The same [amount] was printed in the 2024 report and is carried through every 2025 line, as nothing moved in 2025.

The evidence, as filed

Masked extract from the Annual Report 2025, page 248
Annual Report 2025, page 248 · Opening interests: 2025 [n] at [amount]; 2024 [n] at [amount]

Further pages withheld to protect the company’s identity (one): Annual Report 2024, page 221. Their wording or layout could lead back to the company even with names and figures masked; the evidence list below records what each page shows.

Names, figures, dates, logos and any wording that could be searched back to the company are boxed out in grey; the point is highlighted in yellow.

What the report shows, and what the rule requires

What the annual report showsWhat the rule requires
What the annual report shows

2024: opening [n] at [amount]; exercised [n] at [amount]; closing and exercisable [n] at [amount]. 2025: opening, closing and exercisable [n] at [amount].

What the rule requires

A closing weighted average exercise price that follows from the opening price and the exercises (about [amount], or a corrected opening or exercise price if one of those is the figure in error.

The rule

IFRS 2 Share-based Payment, paragraph 45(b)

Version relied on: UK-adopted international accounting standards (UK Endorsement Board), as in force for financial years beginning in or after January 2025

Summary; IFRS text is copyrighted

The accounts must give the number and weighted average exercise price of options outstanding at the start of the year, exercised during it and outstanding at the end, among other movements.

Why it applies here: one of the printed 2024 prices is not right; because nothing moved in 2025, the 2025 opening, closing and exercisable prices inherit the same figure.

Why it matters

The table IFRS 2 requires does not add up on its own figures; a reader cannot tell the true exercise price of the [n] interests still outstanding. The monetary effect is about [amount] of aggregate exercise price.

Exposure

A disclosure correction in the next Annual Report; no penalty attaches.

Our workings

Fact

the movement table on p.248 shows the 2024 and 2025 figures quoted in the evidence rows, and the 2024 report printed the same 2024 figures on its p.221.

Our computation

removing [n] interests at [amount] from [n] interests at [amount] leaves [n] interests whose weighted average price is [amount], as the workings show. The same method reproduces the 2023 closing price printed in the 2024 report, so the method is the company's own.

Our inference

The monetary effect is small; the point is the arithmetic integrity of a table that IFRS 2 requires.

StepComputationResult
Opening value of interests[n] x [n] = [n][n]
Closing weighted average price([n] - [n] x [n]) / [n] = [n][n]
Difference in aggregate exercise price([n] - 2.12) x [n] = [n][n]

Management’s best defence, and our reply

Management could say that the exercise price of a Joint Share Ownership Scheme interest is a threshold amount that can differ by tranche, and that the interests exercised in 2024 may have been recorded at a rounded average. They would add that the amounts are trivial and no reader would decide differently. The answer: a weighted average follows mechanically from the tranche prices, so whatever the tranches, removing interests at [amount] from a [amount] pool cannot lower the average of the remainder to [amount]; materiality explains the low severity, not the arithmetic.

The fix

  1. Recompute the weighted average exercise price of the outstanding interests and correct the 2025 and comparative figures (with a footnote that the comparative has been corrected).

Evidence relied on

#What it showsTypeWhere
1Opening interests: 2025 [n] at [amount]; 2024 [n] at [amount]DocumentAnnual Report 2025, page 248
22024 exercises: [n] interests at [amount]DocumentAnnual Report 2025, page 248
3Closing interests: [n] at [amount] in both yearsDocumentAnnual Report 2025, page 248
4The 2024 report as published: 2024 opening [n] at [amount]DocumentAnnual Report 2024, page 221
5The 2024 report as published: 2024 exercises [n] at [amount]DocumentAnnual Report 2024, page 221
6The 2024 report as published: 2024 closing [n] at [amount]DocumentAnnual Report 2024, page 221

Prepared by Pramanex from the company’s published annual reports, without the company’s involvement, to show how an annual report review reads. The company is not named, and nothing on this page is a statement about any identifiable company. Observations are not an audit, review or other assurance engagement, and not legal advice. A regulator-style question is a question, not a conclusion.

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