![](data:image/png;base64,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)
Statsautoriserte revisorer
Dronning Eufemias gate 6a, 0191 Oslo
Postboks 1156 Sentrum, 0107 Oslo
Foretaksregisteret: NO 976 389 387 MVA
Revisorforening
A member firm of Ernst & Young Global Limited
INDEPENDENT AUDITOR'S REPORT
To the Annual Shareholders' Meeting of Visma AS
Opinion
We have audited the financial statements of Visma AS (the Company), which comprise the financial
statements of the Company and the consolidated financial statements of the Company and its
subsidiaries (the Group). The financial statements of the Company comprise the balance sheet as at
31 December 2022, the profit and loss statement and the cash flow statement for the year then ended
and notes to the financial statements, including a summary of significant accounting policies. The
consolidated financial statements of the Group comprise the statement of financial position as at 31
December 2022, the income statement, consolidated statement of comprehensive income, statement of
cash flows and statement of changes in equity for the year then ended, and notes to the financial
statements, including a summary of significant accounting policies.
In our opinion
- the financial statements comply with applicable legal requirements,
- the financial statements give a true and fair view of the financial position of the Company as at
31 December 2022 and its financial performance and cash flows for the year then ended in
accordance with the Norwegian Accounting Act and accounting standards and practices
generally accepted in Norway,
- the consolidated financial statements give a true and fair view of the financial position of the
Group as at 31 December 2022 and its financial performance and cash flows for the year the
n
ended in accordance with International Financial Reporting Standards as adopted by the EU.
Basis for opinion
We conducted our audit in accordance with International Standards on Auditing (ISAs). Our
responsibilities under those standards are further described in the Auditor’s responsibilities for the audit of
the financial statements section of our report. We are independent of the Company and the Group in
accordance with the requirements of the relevant laws and regulations in Norway and the International
Ethics Standards Board for Accountants’ International Code of Ethics for Professional Accountants
(including International Independence Standards) (IESBA Code), and we have fulfilled our other ethical
responsibilities in accordance with these requirements. We believe that the audit evidence we have
obtained is sufficient and appropriate to provide a basis for our opinion.
Other information
Other information consists of the information included in the annual report other than the financial
statements and our auditor’s report thereon. Management (the board of directors and the CEO) is
responsible for the other information. Our opinion on the financial statements does not cover the other
information, and we do not express any form of assurance conclusion thereon.
In connection with our audit of the financial statements, our responsibility is to read the other information,
and, in doing so, consider whether the board of directors’ report contains the information required by legal
requirements and whether the other information is materially inconsistent with the financial statements or
our knowledge obtained in the audit, or otherwise appears to be materially misstated. If, based on the
work we have performed, we conclude that there is a material misstatement of this other information or
that the information required by legal requirements is not included, we are required to report that fact.
We have nothing to report in this regard, and in our opinion, the board of directors’ report is consistent
with the financial statements and contains the information required by applicable legal requirements.
Independent auditor's report - Visma AS 2022
A member firm of Ernst & Young Global Limited
Responsibilities of management for the financial statements
Management is responsible for the preparation and fair presentation of the financial statements of the
Company in accordance with the Norwegian Accounting Act and accounting standards and practices
generally accepted in Norway and of the consolidated financial statements of the Group in accordance
with International Financial Reporting Standards as adopted by the EU, and for such internal control as
management determines is necessary to enable the preparation of financial statements that are free from
material misstatement, whether due to fraud or error.
In preparing the financial statements, management is responsible for assessing the Company’s and the
Group’s ability to continue as a going concern, disclosing, as applicable, matters related to going concern
and using the going concern basis of accounting unless management either intends to liquidate the
Company or the Group, or to cease operations, or has no realistic alternative but to do so.
Auditor’s responsibilities for the audit of the financial statements
Our objectives are to obtain reasonable assurance about whether the financial statements as a whole are
free from material misstatement, whether due to fraud or error, and to issue an auditor’s report that
includes our opinion. Reasonable assurance is a high level of assurance, but is not a guarantee that an
audit conducted in accordance with ISAs will always detect a material misstatement when it exists.
Misstatements can arise from fraud or error and are considered material if, individually or in the
aggregate, they could reasonably be expected to influence the economic decisions of users taken on the
basis of these financial statements.
As part of an audit in accordance with ISAs, we exercise professional judgment and maintain professional
scepticism throughout the audit. We also:
• Identify and assess the risks of material misstatement of the financial statements, whether due to
fraud or error, design and perform audit procedures responsive to those risks, and obtain audit
evidence that is sufficient and appropriate to provide a basis for our opinion. The risk of not
de
tecting a material misstatement resulting from fraud is higher than for one resulting from err
or,
as
fraud may involve collusion, forgery, intentional omissions, misrepresentations, or the overrid
e
of i
nternal control.
• Obtain an understanding of internal control relevant to the audit in order to design audi
t
proc
edures that are appropriate in the circumstances, but not for the purpose of expressing a
n
op
inion on the effectiveness of the Company’s and the Group’s internal control.
• Evaluate the appropriateness of accounting policies used and the reasonableness of accounting
estimates and related disclosures made by management.
• Conclude on the appropriateness of management’s use of the going concern basis of accountin
g
an
d, based on the audit evidence obtained, whether a material uncertainty exists related t
o
ev
ents or conditions that may cast significant doubt on the Company’s and the Group’s ability to
continue as a going concern. If we conclude that a material uncertainty exists, we are required to
draw attention in our auditor’s report to the related disclosures in the financial statements or, i
f
s
uch disclosures are inadequate, to modify our opinion. Our conclusions are based on the audit
evidence obtained up to the date of our auditor’s report. However, future events or conditions
may cause the Company and the Group to cease to continue as a going concern.
• Evaluate the overall presentation, structure and content of the financial statements, including the
disclosures, and whether the financial statements represent the underlying transactions and
events in a manner that achieves fair presentation.
• Obtain sufficient appropriate audit evidence regarding the financial information of the entities
or
bu
siness activities within the Group to express an opinion on the consolidated financial
statements. We are responsible for the direction, supervision and performance of the group audi
t.
W
e remain solely responsible for our audit opinion.
Independent auditor's report - Visma AS 2022
A member firm of Ernst & Young Global Limited
We communicate with the board of directors regarding, among other matters, the planned scope and
timing of the audit and significant audit findings, including any significant deficiencies in internal control
that we identify during our audit.
Oslo, 20. mars 2023
ERNST & YOUNG AS
Thomas Embretsen
State Authorised Public Accountant (Norway)
Chapters
102 Auditor's Report