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)

Annual Report 2024/25

![](data:image/jpeg;base64,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For 169 years, Burberry has pioneered clothing that

protects people from the elements. From outfitting polar

explorers to inspiring people to embrace the outdoors,

wecreate outerwear that affords the wearer freedom,

function and protection in style, whatever the weather.

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Strategic Report

Chair’s Letter 2

Chief Executive Officer’s Letter 4

FY 2024/25 Highlights 6

Our Heritage of Innovation 8

Our Strategy 13

Our Business Model 18

The Global Luxury Market in 2024 20

Business Update 22

Financial Measures 28

Financial Review 30

Capital Allocation Framework 36

Our People and Culture 37

Sustainability at Burberry 40

Section 172 (1) Statement and Stakeholder Engagement 43

Non-Financial and Sustainability Information Statement 89

Risk and Viability Report 90

Viability Statement 100

Corporate Governance Statement

Chair’s Introduction 103

Board of Directors 104

Executive Committee 109

Corporate Governance Report 110

Governance Structure and Division of Responsibilities 117

Composition, Succession and Evaluation 121

Report of the Nomination Committee 123

Report of the Audit Committee 128

Directors’ Remuneration Report 136

Directors’ Report 158

Financial Statements

Statement of Directors’ Responsibilities 162

Independent Auditor’s Report to the Members

ofBurberryGroup plc

163

Group Income Statement 173

Group Statement of Comprehensive Income 174

Group Balance Sheet 175

Group Statement of Changes in Equity  176

Group Statementof Cash Flows 177

Notes to the Financial Statements 178

Five-Year Summary 218

Company Balance Sheet 221

Company Statement of Changes in Equity 222

Notes to the Company Financial Statements 223

Shareholder Information 231

For further information,

visit Burberryplc.com

1Burberry Annual Report 2024/25

Dear Shareholder,

This has been a particularly difficult year for Burberry.

Our creative transition launched in 2023 struggled

togain traction with our customers against a backdrop

of macroeconomic uncertainty and in a luxury market

which proved more challenging than anticipated,

resulting in a first-half loss and the suspension

ofdividend payments from FY 2024/25.

As a Board, we took decisive action to change course and

stabilise the business for a return to sustainable, profitable

growth, aimed at delivering an improvement in our second half.

In July we appointed Joshua Schulman as Chief Executive

Officer (CEO), replacing Jonathan Akeroyd who stepped down

and left the Company by mutual agreement with the Board.

Joshis a proven leader with an outstanding record of building

global luxury brands and driving profitable growth. He already

had a strong understanding of our brand and his extensive

experience in luxury and fashion will be key to realising

Burberry’s full potential.

As you can read in his letter which follows, Josh sets out his

andthe Board’s analysis of Burberry’s recent underperformance

and his Burberry Forward transformation plan to reignite brand

desire, improve performance and drive long-term value creation,

placing the customer at the centre of everything we do.

Shareholder returns

In the context of the ongoing challenging macroeconomic

environment, the Board is focusing on strengthening our

competitive position and our balance sheet to underpin long-term

growth. As mentioned, in July 2024 we took the decision to

suspend dividend payments in respect of FY 2024/25. In line

with our Capital Allocation Framework, this prudent approach

will support the business as we execute our Burberry Forward

transformation. Whilst our priority is to reinvest in the business,

our intention is to return to our progressive dividend policy

assoon as possible.

The Board welcomes discussions with shareholders and Directors

have held several meetings during the financial year on a variety

of topics including strategy, dividends, Board composition,

executive remuneration and environmental and social matters;

see page 111 for more information.

Board changes

In addition to the appointment of a new CEO, the non-executive

composition of our Board has continued to evolve. In December

2024, we announced the appointment of Stella King as an

independent Non-Executive Director. Stella, who joined the

Board on 1 April 2025, has a wealth of luxury industry experience

and a profound understanding of Asian luxury consumers thanks

to more than 30 years’ experience working within the Asia Pacific

region. Further information on Board recruitment and the induction

processes for Josh and Stella is provided in the Nomination

Committee Report on pages 123 to 127.

Debra Lee stepped down from the Board at our 2024 AGM last

July and we have announced that Fabiola Arredondo, Antoine

deSaint-Affrique and Sam Fischer will retire as Non-Executive

Directors following the 2025 AGM. Each of Debra, Fabiola, Sam

and Antoine has played an important role in Burberry’s journey

and on behalf of the Board, I thank them for their contributions

and service to our Company.

Sustainable business

Sustainability continues to be an important area of focus and

theBoard has continued to monitor progress against our Burberry

Beyond commitments. Our heritage is deeply connected to the

outdoors, and we remain committed to delivering on our goals,

strengthening Burberry’s resilience, lowering our environmental

impacts and supporting our people and our communities.

Inthisspirit, we continued to expand our Burberry Inspire

flagship programme through The Burberry Foundation, working

in partnership with youth-focused organisations to support

young people and create a positive impact at both a global

andlocal level.

Looking ahead

We are in the early stages of a business transformation

andnavigating the current global uncertainty has been made

even more challenging by policy decisions thathave impacted

our sales and increased operating costs inthe UK. Burberry

Forward requires a step-change in our global cost base toensure

that Burberry is competitive and fit for the future. Regrettably,

this change could impact around 1,700 jobs across Burberry,

around half in the UK. The Board and I are confident that under

Josh’s leadership, Burberry Forward will set thebusiness

onthepath to sustainable, profitable growth. Wehaveseen

asignificant improvement in brand sentiment inthe second

halfand encouraging resilience in our core scarf and

outerwearcategories.

With a much clearer and shared vision for the future, we will

continue to write the next chapter of Burberry’s storied history,

one that is built on our strengths and celebrates our heritage.

Like Josh, the Board is convinced that Burberry’s best

dayslieahead.

Our transformation journey would not be possible without the

passion and commitment of our people, who have demonstrated

again their ability to evolve and adapt during the past 12

challenging months. I would like to take this opportunity to thank

them, as well as our Board, our customers and our shareholders

for their continued support.

Gerry Murphy

Chair

Strategic Report | Chair’s Letter

WE ARE SETTING BURBERRY ON THE PATH

TO SUSTAINABLE, PROFITABLE GROWTH

2 Burberry Annual Report 2024/25

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)

“With our shared vision, we will continue to

build the next chapter in Burberry’s storied

history, one that leverages our strengths

andcelebrates our heritage while looking

aheadto the future.”

3Burberry Annual Report 2024/25

Dear Shareholder,

I am deeply honoured to be writing to you as

Burberry’s Chief Executive Officer.

I joined Burberry at a very challenging time for our business.

Wehad moved too far, too fast, with disappointing results.

Ourbrand expression was too modern at the expense of

celebrating our heritage. We introduced unfamiliar brand codes

to our customers. We prioritised niche, seasonal fashion, obscuring

our timeless core collections. As we pursued brand elevation,

we took pricing too high. This resulted in significant financial

underperformance.

Yet my first months have reaffirmed my belief that Burberry

isanextraordinary luxury brand. Quintessentially British, equal

parts heritage and innovation. We are the only luxury brand

founded on the principle that clothing should protect people

from the weather. This has never been more relevant than today.

It is clear to me that Burberry has the most opportunity where

wehave the most authenticity. We are already rekindling the

unique creative and commercial alchemy that defined Burberry

at its best. While it is still early in our turnaround, I am more

optimistic than ever that Burberry’s best days are ahead.

FY 2024/25 performance

After a disappointing first half, we have moved with urgency

tocourse correct, stabilise the business and position Burberry

for a return to sustainable, profitable growth. For FY 2024/25:

•  Revenue was £2,461 million, a reduction of 15% at constant

exchange rates

•  Adjusted operating profit was £26 million, a reduction of 88%

at constant exchange rates

•  Reported operating loss was £3 million, a reduction of 101%

•  Adjusted diluted earnings per share (EPS) was a loss per share

of 14.8 pence, a reduction of 107% at constant exchange rates

•  Reported diluted EPS was a loss per share of 20.9 pence,

areduction of 128%

Burberry Forward

In November, we set out Burberry Forward, our strategic plan

toreignite brand desire, improve our performance and drive

long-term value creation.

We have made immediate interventions to reset brand

storytelling, enhance visual merchandising in stores and

onlineand to align our product focus to our core categories.

Theseactions have resulted in a significant improvement in

comparable retail sales in the second half of the year relative

tothe first half.

We shifted to a Timeless British Luxury brand expression

withcampaigns including ‘It’s Always Burberry Weather’ and

‘Wrapped in Burberry’, which delivered the strongest improvement

we have seen in brand desirability in three years.

We have taken decisive action to reassert our authority in

corecategories such as outerwear and scarves. Our iconic

products now take centre stage in our stores. We are seeing

early success with styles that carry our beloved brand codes,

including the Burberry Check. And, we have aligned our pricing

with our category authority. These changes have had a positive

response from our customers which gives us confidence

inthepath ahead.

At the heart of Burberry Forward is our commitment to restoring

a culture of creative and commercial alchemy rigorously focused

on our customer. To ensure our organisation is fit for purpose

ina demanding and dynamic global market, we have proposed

changes aimed at enhancing collaboration, increasing our

agilityand aligning our cost base to our size. This will drive

efficiency and profitability, while protecting our investment

inconsumer-facing areas. We expect the proposed changes

tounlock an additional £60 million of savings by FY 2026/27,

enabling us to continue to fund our biggest growth opportunities.

This is incremental to our previously announced £40 million

cost-savings programme, bringing the combined annualised

savings to £100 million by FY 2026/27.

Looking ahead

We are still in the early stages of our turnaround in a challenging

macroeconomic environment. Our focus is on accelerating

theearly progress we have made in reigniting brand desire,

asarequisite for topline growth.

We are confident we can get back to generating £3 billion in

annual revenue over time, while rebuilding margins and driving

strong cash generation.

For 169 years, Burberry has embraced innovation and

exploration. I would like to thank my colleagues around the

world for their efforts to reignite brand desire and deliver our

turnaround. Our brand has been resilient and enduring in all

kinds of weather. We are committed to seizing the opportunities

that lie ahead.

Joshua Schulman

Chief Executive Officer

Strategic Report | Chief Executive Officer’s Letter

WE HAVE THE MOST OPPORTUNITY WHERE

WEHAVE THE MOST AUTHENTICITY

4 Burberry Annual Report 2024/25

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QKdSYBRRRSAKKKKAAdadTR1p1ABRRRQAUUUUAFFFFABRRRTQBRRRVAK33z9aSlb75+tJUAFFFFABQTiikNABmjNJRQAuaM0lFABRRRQAUUUUAFFFFABSZx1GKWmgtgqo3D1oAN4/ClJB9x7Vkar4k0nRYGa9uljI/hH3j9K8q8R/Fq6ud0OloLeHp538Rp2A9S1vxRpOgJvvLlS6jiJTlv0rx3xh8Q73XmMFvmC0/u55b61xN1fz3lwZppmklPV2OTVQOVz6k5q7ASTzeY3OcVLobj/AISDTlx/y3T+Yqix3VZ0Y7Nbs2/uzp/MUdQPqi0OYxkcbQKwNSj+xahhv9VL90+hrbsn3Qxn1UfypNX09dT06RF/1qjKn3FRWgpI0py5WYQIJxj8aYUySDVTT7rzVMEn+tiOH+tX2BA561w26HbpuUZISGyDio3XIx/Or5UdTVeSPJ4oGooougK4qqLYqxJYHNXmjNRtGaQ7IrSICQR2qCQ8fLxVtkNV5Fo5mOyKTLULgYxirbLVaUYUmi7EtzPvZFjjP5D3rqfCmk/ZLQ3so/fSjKg/wisnSdFOr6oA/wDqIfmNd1IFSIBBgAYArelHqznr1OiM+Y5faO/WvEPHkhk8Tyc8AYr22U9W9K8D8VTmbxBcsezYre5yGZE3zBj0HbtWpYard6ddJdWs5jlQ5HPX2rK6Uu4EYIGKoD6N8G/E6w1q3ittRcW16AAS/Ab8a75JUkXdGwdfVTkfnXxxE/G3c2f4exrqvD/xB1zw+48q6aWPvFKcr+vSiwH0+SAM0cgZI4rzjw98X9J1ELHqSi0m4G4cp+degW15DfRie2nSSI9HQ9aLAWKKKKmwAOtOpo606gAooooAKKKKACiiigAooopoAoooqgFb75+tJSt98/WkqACignFJmgBaQ0ZpCc0AFFFFABRRRQAUU3cM8kD60oPrQAtFITtGSOKytS8S6VpUZe6u4wR/CpyaANU5Pt7mmyMsaEs4UdyxwDXmOs/FyODculW2/P8AHJXnWs+NtX1WQrLeSKh52IcD9KdgPatZ+IGiaICguBNMP+WcZz+vSvNvEHxW1LUEMNji0jPp1NedvOXJ3NnPrVN5SRg/nTQF691We5kLTSvI56ljVINvOahzmpEGBT0AlzTTyaSincAPSpbNtt9b/wDXVf51CSMU+A4uoWHZ1P60dQPqjSzmxtj/ANMl/kK01IBBrJ0Y7tMtD6wr/IVq+lNgcv4l0h4bkajaD5urgVVtbsXUat0bHSuzZBJGyMMhhg1w+r2EulXvmxg/ZmOSfSuKtBp3idlCopKzLbYPPeqsvWnw3STR5B47H1qGVz6Vj0OkiaSmF+KcSDTSKLgQPIearMCxzVtkyaUovQD60WAoOi4x0Y96ggtJb+4+zRKS2eWq+ltJdTeRCu5z39BXX6XpEem2wwMzH7zYrWnTbd3sY1Kiihmn6bHplksEfcZY+9RznJNaE/PtWdc/KM9c11WWyOC7buzI1F/KtZX9FNfPmqP5upXT+r17zr8uzSrg/wCya+f7g5nlPq5osAlFNzjilBzTAWgnmikxzTAnVsY5wK29F8T6voUoewvJVXPKk8VgA0oPOefzoA9y8P8AxkgcLDrFuysf+WqV6Vpet6brEQlsLmOUH+EMA1fJAb0ODWhp+p3VhOJLW5lhdefkYgUaAfW4yrEHB/pTq8P8O/F+9twsWrKtxGvG8cMB/WvT9G8aaJrka/ZbxFlP/LOQ4NJoDoaKQMD3B+lIX9j+NKwDqKP1PoKOe/FIAoooosAUUUU0gCiiiqAVj87fWkzQ/wB9vrTagBTSUUUAFFFFABR060UySVIovMldI0Xht54FAD6MZ4FcVrnxH0XTWkihdrqVTwF4Arz3WPihq96CkLrbRHgLHyfzNUkB7Xd6nZWETPeXMUYX1YZrhdZ+LGm2hZNPjaeQcbzwK8evtavdQYmeeR8/3mrOaTbxmiwHcav8SNZ1LK/aTDGf4UrkbjUJLmRnmkYsf4ic1QaXNRNJRYCeSfjkk575quze9NLZpgOTTACx9ajZqc1MoAVO9TLUS96lWgB2aYx54pWplAATkYqWM7ZYyP7w/nUQ606PqG9KaA+pvD779Hs2/wCmK/yFbQ6VzvhJvM8OWD/9Ml/lXQhvegB4461VvhbzQGKcKynjFVr7VFtz5S8se9U4maZ8sck1Ds9BxutUZGoaO+nkSwEvETkBecVkvebjzwR2r0BQhj2NgfUdaqyaPYTn5rcZPccVjOhd6HRSxFtJHGRyhucipxg1v3vh61S0drdGDDmuaR13FWOCpxWLi46M3hOM3dFpY8kcVZhsXu38lQFDdTTrW1lmcfLhMda0wRbJ5cQy/dqqELiqVOiJrO0tNOxGigyd2q2ckkqcg9azRluScnvUyu0Yzu49K6bW0ORtvRkkpyMis655NX5MSRmWP7vcVnSE4BPY00Z2scp4xl8nQrls44rwrO5iT3JNeyfEa48rQ2T++cV43jg+wqgGUq9aSlXrQA6iihqAFWlpqd6dQA4NTg2DkHmo6UUASo4Byc59qtQXUsUgkV/LYdGXrVEdaduoA9A0L4na5pOyOWYXMK9Ek549j2r03Q/itoup7Y7vfZzn+8dw/PtXzor1KJMDIOKAPr23u7a6iWS2nSdG/iRgcVOOe+a+UNI8SanpEomtLuaLH8DNlT+Fem+H/jISEj1i2yvAMycY/ClYD2KjvjvWVpXiLTNagD2N3HMCM7ScMK1cYXjIb+6aACiiimAUUUUAD/fb602nP99vrTagAooooAKTPOKWkOc4oA57xh4lj8NaM1yWUzScRD3rwvWPHeuapC9vPfMYXOSgzit/4u6sbrxD9jVv3dqo+XPc/wD668zY96pICy1w7HcW+b170wuWIJPPrUCtmlLcUwJS49qjLZqMsaTd60APPSmkZpN1GRQA00Dig9aDQA0k0wGlJFIBQApO3pUqvxUeA1LtxQA8kmkoooAB1pyHgim0Lxt+nNAH0x4Cl87wjYPkYCEH8DWtqt8LS3AU/vW6Vyvwzu1PgaKRmAERYfqauuZNRumkOSvagBYGMzFm5JrTtIyjA8/jTLWxKEHbxWqsIAGKVkWOUZAJ60HdnPWnqMVKqA0akPcacurDJwRjrXFQaW0utzKw/cK2TxzXbGHGCpOcdKrzwDOQApYckVLjfcqMnHYz3JVNicKvAxTFU9qvfZNvHWneUqrjvVJJbCcm9SgVZSTwBioYyZXJycLUt9KY4cL1JxSW6FIenzN1pdRokiBVjjoe1VbuLy2AH3WPFakaDy896rzp5iMhHP8ADVWBnkfxUkK29tCDwTk/pXlRJAI9a9E+KdwW1aG37xryK87agkbSjrSZpQKAFzTC5JwKRg3YU9Ex1oAcgIHNOpAetLQAUZoooAXNLTaXNAC05TzzTM0oNAEmec5NODnOc1DmlBoA0rPVrrTZRPbzPHIOjIcGvU/CPxZma4hsdbbzIWH/AB8nqv1rxzccjHX3qSJipPv1z0oA+ubDVbHU0DWN3DPkfdRwSKuD65/DFfK3hbX7rRdct7iGVlTeFkTJwRX1LbSCa2inUALLGrgfUZpAS0UUUwB/vt9abTn++31ptQAUUUUAFNeRYlLucKvzH8KdWV4kuDaeHdQnH8Fu5/SgD5s8UXrX/iK/uWfdvlOPpWJ/DT53Mk0hPViWz6c1Dk1S0ATOKN1Nb74pTxTAdTT1pMmigAooooAKQ9KWg0AQmngcUhApUJNADgMUtIOtLQAUUUUAFFFFAHsXwuuDP4emtA3CydPzr0yzsY40GPSvG/hLchb26t92Nwzj3r2yDgbaAJvKCrxQOBS5PrRQVcKmTpUIFSxdaBXJKhueI93pVjAqOZQYmBHFDZNiFTkBvaoLuVYoS3ehJQsRyelZWozmTCqeKVykivEWurgk/dFakcXftVayiCRdOSa0YxwB2oKFC4SoAAZCT+H1qy/C1Udtm9zyFGR7UxM8F+KcySeNJ40/5ZqFP15rg3re8VX/APafiS/vP+ekzEfTNYTUEjB1p4puKcp55oAWijIpcCgAFLSE4pqkljzxQA+iiigAooooAKUdaSigB1FNzTh0oAM4pytUbdqf0FAEiMY5FIPTB/HNfVPgzUU1PwtYzo+4iNUb2KjH9K+UQ33hn3r3P4Iap5+n3ems+ShDqD29f50AetUUgO7BHcmloAH++31ptOf77fWm1ABRRRQAm4VxXxP1uPTPCE8GSJroFFHt3/nXa4yNvfGK8J+Mep/avEcdkHxHbpyPf/IpoDzJwwLDj6+1NpASWYN36UtUAxuHBpTzSP1FL3P0oASiiigApM0HpSUALmjNJRQAhoTilpBQA7pRmg0lADqKKKACgc0HpQtAHX/Di48jxVEhOPNGB9a+hLVsrk+tfMnhm6Np4htJQejgV9K2bZAFAGh2zRSj7tJQACpIyAajpydaALVMn4gYmn9qqX8m2HYOrUmBlyPhSPWqZiMjrj9asv8AMQvepUhw61JSJI02qB6VYWmheakC1SGNkIC1ia9e/YtDv5wcFIif6Vr3DYWuC+JWoGz8KSxqcNcPsH0/yKYmeESSGRnY9S2fwqu3Wpm649qhPWgkMGkPFPpCM0AM3VLnio9tPoAbIeOOtPQbY8mo25dRUg6YoAWiiigAooooAKKKKAClBzSUL1oACcn6U7cMUz+I0tACMfTrXpXwZuTB4uMYbHmxFce+RXmh610PhDVW0bxHZ3gOFVxu+lAH1fkBtozxzS1FBMs8CSj+IBqloAH++31ptOf77fWm1ABRRRQAmQAxJ49a+X/Hd4L7xbfyhtwEhUH6GvpDXLxNO0K9uXP3IiR9elfKN1Obm4lmJyXcnNNAVu9OpvQ06qAbJ92k7ClflcfjSDlRQAUUUmaAA9KSlJpKACikzQDQAtIaWg80AHaiiigApRRigDFMBaKKKTAmtWMd5buCRtcGvpzRbgXFlFIDncgOa+X14wfQ19EeB7sXHh2ykwf9WFPNAI7JPu0tNQ/JmnUFCindKavWnUdBMmJ2jPasq6cyydav3MgS3HHJrLQ5l5qWIkih5yRzU7Lg9KniUFV96jmXE238aaARBxzTh1o7CimBBcCvHfi7ejzrSyDdi5FexTHI9/Svnr4k3n2vxZcKp4iAUc+wzQBxjHoPx/Om4pSOf0pKACiiigAppp1MY8ZoAWPnJNSUyMfLn1p9ABRRRQAUUUUAFFFFABRRQTigBRjNNJpeopjfWgBcinpIyuNtQZpVYhhigD628G339o+EdNuQcloF3H3rerzb4Oaqt14Ta03fPbyYx/snGK9JoAH++31ptOf77fWm1ABRRRSuBwPxW1RbHwt9nzhrltv4f5FfPH3Tt9K9T+MupNNrcFipysK8/wA/615Sxy5NUkAHrTqZRVAKe/0pqfcpwGc1Cpw5FFgJaaetOpp607AFFFFFgG0o60nelHWkAtFFFABRRRQA6iiimAUUUUALnIC17d8Lrky+HFjJ/wBW5X+VeI4+XPevVvhHeBoLuAn5g26lYD2CM/u6lXoKigO6Oph0oHcVetOpq9adQIq3b5fZ2FQRJ84OO1S8u/41ehj24NKwBEMKn0qKQZnJ9qsE5kqu/wDrDQtAGA8UE4FA+9SSfdOKYFS6l8mCWbsgL/pXy/rl013rF3MxyWlY/rX0H4yvzpvhW/mJwShRfxGK+bZCWYsep5oAhJy1LR3ooAKKKKACo2+/ipKhXl91AEycZFOoBzRQAUUUh60ALRTaKAHUUg6UtABSN0paY7fL+NADicKKjY05m4FRM1AC05eCG9DTBUgOAD70Aep/BXVFtfE0ti7fJcxnAz3UE19AV8meDb0af4r024JwPOVT+JAr6x3BsEfdYZFAA7fvG+ppu6lf/WN9TTagBd3FDOqIzMcBclvYUgGTWR4quzZeGr+5Bw3lMPoccUgPnbxlqR1PxJeT7s/OQPw4rmcHqamuJC0zMersSTUAyOCatALRSbh60uCKYADg1C3EoPvUvemS4wSKYEnbNNpsZ+XmnUAFFFFADe9KOtJ3oHWkA6ijNFACE4IFOxTD94U80ALRRmimAUUUUAL1x7c13nwsudniC4iH8cY4+ma4MdcV0XgW6+xeLrZt2BIdh/GgD6Stv9WMelWB0qlZt8gI5BPNXBwKQDhxQzYTNIKR/wDV4oAZEvzZq9CMA1ViHNW0wKAIh/rTUMn+sNTD/WmopP8AWGgCMfepJThTT1HWoZj1FAHmXxevTDoVvahvmlk3MPYYrxRxgnmvQfi5qJn8Spahvlgj2kZ6HmvPWoAZ3pcUg606gBMUEYpaQ0AMditIgwMUkpycDrTloAeBgUtJmlzQAhOKbuoY03NADgeaWmjrTqAFHSlFIOlOHWgBpOKhdjnbUrEVBwZKAJG6VD1NPkPzYpEUk9KAHKual2gDrSdKQtx1oAs2MnlXkD5+5Krfka+u9JuUvdEs54m3K0K8++BXx2hO4V9FfB7WmvvDzWMj5e3JIGecUAejP/rG+pptOf8A1jfU02oAOexrg/itqYs/CyWwf95OcEew/wD113h549a8I+L2qGfxEtmr/JAnI9+/8qEB5pL1qMjIpzHNMBNX0AYVoDMv3uakxTWoAPMDdBTWXINAAxSFjjFAApxxTwMVCD81TUIAooopgN70Ud6KQBTqbTqEAhpR0oxRTAKUUlKKAFooooAKu6RcfZdXtJv7sqn9apUqtsZW7g5FAH1RpkvmW0RHR0BrSrnPClz9o0aylyDmMA/lXRLjt0pFj160jUgOGqTaCKCWCdasL1qAcHipl+7mgQn/AC0qKX71Sd81FJyaAGHgZqtMwCMzHAAJzVluB7VgeKr0WHhe/uQ21hGQp96APnbxTetqfiK+u2bO5zisccinudz7mJ5amUAFFFFABQTgE0mTTXbCn3oAiUbpN1TVCmQKmoAKKKaSRQAjU2lJJpKAJBS0gpaaAUdKXOKTtTdx70AMkaok5bNOkIpEGB9aQDsbmzUinFMyFFNL0AOL5pQM01E9alwFFADQcHFelfCjWP7M8TQW7tiK4+Rq80OM1r6LefZdTtpVbDLICDQB9dv/AKxvqabTn/1jfU02oAOAQT2r5n+Isnm+ONTYNkbyo/M19JXkyW1lPO5wEjJ/SvlTWbr+0NRnumbLSOxNNIDLPSmiloqgCkIJpT0qPLU7ALgio2p5fHBpDhhSAYOtTCoulPU5WhAOooopgN70Ud6KQBTqbTqEAUUUUwClFJSigBaKKKACkb7tLSHpzQB7v8NL77T4bgQtlkJBFehxEFRivGvhHekwXdqTyrgivYYThQKQ7k3RqmH3ar5y1WV+7QIQg5qVThDTDTh900ANBqNyN2KeOtRN/raAI5XwCK83+LWo/ZvDcdoHw1w/T1HNeiz88Dr3rw74val9o1+3tFPyQR4I9zg0AebuO3YUlOam0AFFFFOwDcc1DM3zKo655qUtgE1D9991IB4wPpUmabt+WnZJ6cfWgAzTG4qaOKeVwscZY+gXrWpZeEdf1F8QabMQe+OKAMLIoBHXt616To/wa1m7YPfXEVtH3HU12um/CDQrNlNzLJdHuDwPyzQB4MOKU8DPavbvH/gnRrPwnNPZWyQSW43AjvXhjPhCBzigCQsMVGWFMMmTR2ouAx2yakBAQfSoD96pFBNAC53HAp4T1pwQCpFWgAwBTWanNUZoAaT3qeA4ljIPIYVDUkZyc9OaAPs9/wDWN9TSdge2eaV/9Y31NNwTgepxUAcx8Qb/APs7wheuH2tKuxMV8ySHgn1xXuPxpvvL0qztFJG992PYAivDOpx2qkA0EHtSnFIwwOKjDFT81MCSm0oIIpKYDGUE5xTDkVLmmsMg0gIi470+NwfpUbp6U2PKtQgLZopA2RS0wG96KXFJikAUZoopoBRS0gpe1ACCndKaDilzmgBc0tNpc0ALRjPFFIc44oA7f4X3nkeI5Ii2A6cD34r3u0bdEM8nFfM3hK6Ft4otJMkDfg/lX0jp8m+MfSkBeB5q2nK1TFXE+7QArdad/DTW60pPGKAEUVEw+c1MoqBj8x9qAK8jBcsegBzXzL4wvzqHia8m3Fl8wqPw4r6H8Q3i2OhX1wxICwsBj1IIFfL0zmSR3blmcsfxoAiYmkHSlPNIOlCAWignFHbNMCex0m81i5+y2ELySkfhXaad8HPEE67rlobcdssD/Wtz4MS2cDahPcmJWXbhpD9elek33jTw3ZEifU4N3op5pAee6f8ABRVYG/1PI9I1xXXWHwt8NadhngNy/wD01INZ1/8AF/w/bApbJNcN6hRj+dcvffGq9bIstPiT0LnJoA9dtNE0qxUfZrCGP/dXrT572zs8tNNbwAdfMdV/nXzxqHxK8T6hkG98pfSNQP1FczcajfXbl7q8nmJ/vyE/zoA+hNW+JfhvTSwN0Z5OyxKSPzFcNrPxpuZFePSbEREjG+U5/wAK8p/iJNN5Vsjn2NAGnqniTVtclL3l9LN6rnCj6Vkng1IST/8AWGKjbrQA3HelJwKTOKY7fLQA0kk1MmeKhQc1YDACgCUYp28LVcOScCnhSepoAdvzTWNP2gUxsZ4oAbmpFPao6etAH2k/+sb6mmHnpT3/ANY31NMXl8fjUAeG/Ge+M3iS3tAflhi5Huef615f3rqviFem+8aXz5PyMF/ICuTNUgBqjIzT6Q0wISGpQSOtSUYFADQQelIelPwPSkPSgCFqYPvVYIG3pVKZ9smBQBcSn1DG+cCpKAHUhpR0pDTASiiigBRS9qbRQAUopKUUALRRRQAo6UvXj1ptKDigCW1lMF9BKvWNwTX0xoNx59nFIP4lBr5hZthRvQ819BeBr37R4fs2/wCmYH6UgO2XtVxPu1QQ/u1q/H91aAFbrQe1DnBoByKAHCqzdXqwelU36tQBwfxWvmtPCXlIcNcSBfyxXgTkEkfSvYfjRdYtNPth/eLfpXjjcN+FACUUUUIAxmkfhaDTJDlwKYEkZZImCEjdy2DjpQ2QxG7PfGKBwMUhoATcOynP1ooooYBR2prUlIApD1paQ9aAEpjdaeelRNQAHpUTnAyakqA/foAUNnpUyAkDNJGB6VMOlADwoxQTikFLQAM1Rk5NPNRmgBaFamnpSoKAP//Z)

“While we are still early in our transformation,

I am more optimistic than ever that

Burberry’s best days are ahead.”

5Burberry Annual Report 2024/25

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)

1,043

842

510

Asia Pacific

237 stores

EMEIA

100 stores

Americas

85 stores

1,286

1,017

603

2023/24

£m

2024/25

£m

Retail

Wholesale

Licensing

2,076

319

66

2,400

506

62

2023/24

£m

2024/25

£m

Accessories

Womenswear

Menswear

Childrenswear

and other

841

718

732

104

1,055

860

842

149

2023/24

£m

2024/25

£m

Strategic Report | FY 2024/25 Highlights

FY 2024/25 HIGHLIGHTS

Total revenue

£2,461m

(FY 2023/24: £2,968m)

Revenue by

region (£m)

Revenue by

channel (£m)

Revenue by

product (£m)

6 Burberry Annual Report 2024/25

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)

Adjusted diluted EPS

(14.8)p

(2023/24: 73.9p)

Diluted EPS

(20.9)p

(2023/24: 73.9p)

Operating (loss)/profit

£(3)m

(2023/24: £418m)

Cash (net of overdrafts)\*

£708m

(2023/24: £362m)

Adjusted operating profit

£26m

(2023/24: £418m)

273,435

People positively impacted in

FY2024/25through community

programmes supported by Burberry

Groupplc and TheBurberryFoundation

51.2%

Reduction in Scope 3 emissions

fromaFY2018/19 base year

84%^

Key raw materials in our products certified

or responsibly sourced inFY2024/25

(asdefined in our SustainableRaw

MaterialsPortfolio)

\*  The Group also had borrowings at29 March 2025 of £738m (30 March2024: £299m).

^  This metric was subject to external independent limited assurance byErnst & Young LLP (EY). Fortheresultsof that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 onBurberryplc.com.

7Burberry Annual Report 2024/25

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1914–17

Acclaimed Anglo-Irish

explorer Sir Ernest

Shackleton wears Burberry

gabardine for three

expeditions in the early

20

th

century, including

themission tocross the

South Pole onboard

TheEndurance.

Strategic Report | Our Heritage of Innovation

OUR HERITAGE OFINNOVATION

Steeped in British culture, our heritage reflects our belief that clothing

should protect people from the weather. As a luxury brand, we are driven

to deliver innovation through products that are authentic toour roots

andinspiring for our customers.

1856

Aged just 21, Thomas

Burberry establishes

Burberry in Basingstoke,

England. The company

was founded on the

principle that clothing

should protect people

from the weather.

c. 1901

The Equestrian Knight

Design (EKD) is crowd-

sourced from a public

competition to create

anew logo for the brand.

Imbued with symbolism,

itrepresents protection,

innovation and Burberry’s

forward-looking spirit.

Thebanner reads

‘Prorsum’ which translates

from Latin to ‘Forwards’,

signalling the Company’s

direction of travel.

1911

Equipped with a Burberry

gabardine tent and

clothing, Norwegian

Explorer Roald Amundsen

and his team become the

first people to reach the

South Pole.

1879

Thomas invents gabardine,

a lightweight, breathable,

weatherproof and

tearproof cloth. Its genius

lies in small pockets of air

which allow for ventilation.

The textile innovation

marks a milestone in

Burberry’s creative legacy.

1912

Invented by Thomas

Burberry, the Tielocken

coat is patented.

Thepredecessor to

thetrench coat, it proves

popular among officers

during World War I.

Thecoat closes with a

strap and buckle fastening

and features a single

button atthe collar.

1914–1918

Thomas Burberry creates

the Burberry trench coat

with a design born from

function to protect military

personnel during World

War I. Each detail serves

apurpose, its epaulettes

originally displayed

anofficer’s rank, while

itsD-rings were used

toattach equipment.

Thesefeatures of a Burberry

trench remain today.

8

Burberry Annual Report 2024/25

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1919

HM King George V grants

Burberry its first Royal

Warrant as a Tailor.

1920s

The Burberry Check, now

registered as a trademark,

is introduced as a trench

coat lining.

Instantly recognisable

allover the world, the

Burberry Check is one

ofour iconic brand codes.

1937

Burberry sponsors a

record-breaking flight

from Croydon to Cape

Town in an aeroplane

called ‘The Burberry’.

Bothaviators, Flying

Officer Arthur Clouston

and Betty Kirby-Green,

wear Burberry.

Mid 1950s

‘It’s Always Burberry

Weather’ is used in the UK.

The slogan was often

accompanied with satirical

19

th

century images

depicting a range

ofweather conditions.

1955

HM Queen Elizabeth II

grants Burberry

aRoyalWarrant as

aWeatherproofer.

1964

Burberry becomes

theofficial outerwear

supplier for the British

women’s Olympic team

participating in the

TokyoOlympics.

1967

A buyer in Burberry’s

Parisstore has a flash of

inspiration while preparing

a fashion presentation

forthe British ambassador,

Sir Patrick Reilly.

Sheremoves the Burberry

Check lining from a

coatand uses it to wrap

luggage and create

anumbrella cover.

TheBurberry Check

accessoryis born.

9

Burberry Annual Report 2024/25

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2011

Burberry is the first luxury

brand to create an

Instagram account to

inspire customers with

engaging, beautiful and

creative digital content.

1972

Burberry acquires a

factory in Castleford,

Yorkshire, where

itcontinues to make

Heritage Trench

Coatstoday.

2000

Burberry opens its first

Bond Street, London, store.

Strategic Report | Our Heritage of Innovation

From being a proud holder of a Royal Warrant, to harnessing

virtual reality technology and transforming coffee cups into

high-end packaging, Burberry’s unique take on the luxury

fashion experience sets it apart from its peers.

2002

Following an initial public

offering, Burberry is listed

on the London Stock

Exchange in July.

1990

Burberry is granted

aRoyal Warrant as

anOutfitter by the

thenPrince of Wales.

2004

Burberry launches its

firsttransactional website,

serving customers

intheUSA.

1999

The Company changes

itsname from Burberrys

toBurberry.

2008

The Burberry Foundation

is established as

acharitable trust,

dedicated to helping

young people realise

theirpotential through

thepower of creativity.

Burberry donates a

percentage of annual

group profit before tax

tocharitable causes.

2010

Burberry is the first

luxurybrand to live stream

itsAutumn/Winter 2010

showonline, bringing its

collection into the homes

of millions of people

around the world.

Burberry launches

theexpansion of its

e-commerce website,

Burberry.com, to serve 44

countries, in 13 languages.

Burberry is the first

luxurybrand to enable

itscustomers around the

world to interact with and

shop its products online.

10

Burberry Annual Report 2024/25

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2023

Burberry evolves its

creative expression for the

brand, introducing a new

wordmark and a refreshed

version of the EKD.

Burberry celebrates its

heritage with the launch

ofanew book, ‘Burberry’.

The richly illustrated

volume is filled with

material from the Burberry

archive as well as

additional sources.

2020

During the COVID-19

pandemic, Burberry

retools its factory in

Castleford, England, to

make Personal Protective

Equipment (PPE) forthe

British National Health

Service (NHS). Burberry

leverages its global supply

chain to manufacture and

source more than 160,000

pieces of PPE, which are

donated to the NHS and

healthcare charities.

2024

Burberry is granted a

Royal Warrant as an

Outfitter by HM King

Charles III.

2025

Burberry announces

itspartnership with

theVictoria and Albert

Museum (V&A). The

multi-year collaboration

will see the Fashion

Gallery redeveloped. It will

be renamed The Burberry

Gallery upon reopening

inspring 2027.

2018

Burberry opens a centre

ofexcellence for leather

goods in Scandicci, Italy.

The Burberry Foundation

launches Burberry Inspire,

a youth engagement

programme designed

toempower young

peoplein Yorkshire

throughcreativity.

11

Burberry Annual Report 2024/25

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)

12 Burberry Annual Report 2024/25

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Place the

customer

at the

centre of

everything

we do

1

BRAND: TIMELESS BRITISH LUXURY

2

PRODUCT: LEAD WITH OUTERWEAR

3

DISTRIBUTION: ALIGN DISTRIBUTION WITH

PRODUCT AND CUSTOMER STRATEGY

4

PEOPLE: REIGNITE A

HIGH‑PERFORMANCECULTURE

BURBERRY FORWARD

In November 2024, we announced Burberry Forward,

ourstrategicplantoreignite brand desire, improve performance

and drive long-term value creation.

“We have the most opportunity where

wehavethe most authenticity.”

In this next phase, our focus is on reconnecting our brand with its

foundingprinciple, which is to designclothing to protect people from the

weather. We are leaning into our heritage andleveraging ourstrengths with

adisciplined approach, as we believe we have the most opportunity where

wehave the most authenticity. As part of this, we are evolving our brand

expression and product offer to appeal toabroad base of luxury customers.

Our refreshed strategy outlines a clear path forward, placing the

customeratthe centre ofeverything wedo. It focuses on four pillars

todriveour transformation.

13Burberry Annual Report 2024/25

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BRAND: TIMELESS BRITISH LUXURY

Since 1856, Burberry has created practical and stylish solutions

forour customers. Today, staying true to our British roots,

wearejuxtaposing heritage and innovation to reignite brand desire.

We are pivoting to Timeless British Luxury.

Wecelebrate Britishness in a way that our

customers easily understand, using culturally

relevant talent and storytelling that reflects

British wit and style. Ourimagery features iconic

Londonlandmarks and the British countryside,

making ourbrand instantly recognisable.

We balance our seasonal fashion messages with

campaigns focused on our category authority,

such as our ‘It’s Always Burberry Weather’

campaign, which celebrates our longstanding

heritage inouterwear.

We celebrate our iconic brand signifiers,

including our Burberry Check and Equestrian

Knight Design (EKD), with disciplined useof our

heritage brand codes allowing us to strengthen

our brand identity.

1

Strategic Report | Our Strategy

14 Burberry Annual Report 2024/25

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PRODUCT: LEAD WITH OUTERWEAR

As the only luxury brand founded on the principle that clothing shouldprotect

people from the weather, we are building on our outerwear authority

andheroing our iconic scarves.

2

Our Product strategy is anchored in the principle

that we have the most opportunity where we

have the most authenticity.

Today, we are leaning into our unique strengths,

by leading withour core category, outerwear,

and strengthening our softaccessories.

We aim to earn authority in complementary

categories. Ready-to-wear is a natural extension

of our core offering alongside leather goods

andshoes to complement the assortment.

Weare sharpening our childrenswear offer.

We align our pricing with our category authority,

restoring agood, better, best pricing architecture

in a luxury context.

We focus on clear and consistent branding,

celebrating our iconic Burberry Checkand other

brand signifiers in both subtle and overt ways

across our products. We balance our assortment

with our seasonal buy, focusing on key styles.

15Burberry Annual Report 2024/25

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DISTRIBUTION: ALIGN

DISTRIBUTION WITH PRODUCT

ANDCUSTOMER STRATEGY

We are embracing a customer-centred approach across

channels,whilestriking the right balance between

prominence,productivityandprofitability.

We align our distribution with our Product

andCustomer strategy, and are focused on

striking the right balance between prominence,

productivity and profitability across all channels.

We place the customer at the centre of

everything we do. Instores, we demonstrate

ourcategory authority by amplifying our iconic

outerwear and scarves and increasing product

density on the shop floor. We will roll out Scarf

Bars and TrenchDestinations across our store

network to build demand for these categories.

On Burberry.com we reflect our category

focusthrough acommercially relevant product

assortment and styling thatappeals to our luxury

customers. Weare also improving functionality

tocreate an inspiring and customer-friendly

onlineshopping experience.

We optimise our presence in key wholesale

doors, continuing to focus on strategic accounts

that align with our long-term vision. At the same

time, we see opportunities to strengthen our

position with key luxury retail and e-commerce

partners, as well as inglobal travel retail.

3

Strategic Report | Our Strategy

16 Burberry Annual Report 2024/25

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AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==)

To reignite a high-performance culture across

the business, weare focused on organising for

growth, improving executional discipline and

fostering greater team accountability.

To ensure we are effectively tracking our

progress, we are reviewing our reporting

mechanisms and metrics to leverage

data-drivendecision-making.

We continue to uphold our commitment to

sustainability, whichis a fundamental part of

whowe are andisa key consideration for our

colleagues, customers and stakeholders.

PEOPLE: REIGNITE A

HIGH‑PERFORMANCE CULTURE

We are enabling our colleagues to deliver Burberry Forward

byenhancing cross-functional collaboration and rekindling

creativeandcommercial alchemy.

4

Creative

and

commercial

alchemy

Product and

Merchandising

Marketing

Design

17Burberry Annual Report 2024/25

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Strategic Report | Business Model

OUR BUSINESS MODEL

The respect we hold for our unique heritage is equalled by our desire to innovate

andcreate beautiful products relevant to today’s luxury customer.

Our founding principle isinspired

by the weather

Burberry was founded on the principle that clothing should

protect people from the weather. The original performance

material, gabardine was invented by Thomas Burberry in1879.

The breathable weatherproof fabric revolutionised outerwear

and opened spaces for wearers to explore the outdoors

byproviding warmth and protection from theelements.

For 169 years, Burberry has championed British craft and production.

Weproudlyuphold that legacy today by preserving traditional

craftsmanshipwhile driving innovation in all areas of our business.

Source

We seek to use responsibly sourced materials of

thehighest quality to make long-lasting products.

Whenmaking business decisions, we consider

environmental impacts and the wellbeing

ofpeoplein our supply chain.

Design

We create beautiful products inspired byourbrand

heritage and elevated by our instantly recognisable

brand signifiers. Based in our London headquarters,

ourDesign, Product and Merchandising teams

worktogether to ensure our products

delightandinspireourcustomers.

Make

We weave gabardine and craft our iconic Heritage

Trench Coats at our mill and factory in Yorkshire,

UK. Our classic Burberry Check cashmere scarves

are made in Scotland by our long-term partner

Johnstons of Elgin. We operate wholly owned

leather goods and technical outerwear centres

ofexcellence in Italy and work with a network

ofglobal suppliers.

Sell

We sell products through directly operated stores,

concessions and wholesale partners globally,

aswellas via Burberry.com. We provide exceptional

customer service and ensure a seamless experience

across in-store and online channels. Forsome

products, including eyewear and beauty, we work

with licensing partners to benefit from their product

and distribution expertise.

Our business model is rooted in innovation and our British heritage

18 Burberry Annual Report 2024/25

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Purposeandvalues

Inspired by the principles of our founder,

ourpurpose and values guide how we operate

as a business. Our purpose, Creativity Opens

Spaces, is supported by four values, which

weuphold every day. We are creatively

driven,forward thinking, open andcaring,

andproudof our heritage.

We nurture creativity within

ourbusiness and our people

We foster talent and creativity in a

purpose-driven environment. Our people’s

diversity ofskills, backgrounds and life

experiences help drive innovation within

ourbusiness. Weare proud that our

colleaguesrepresent 129nationalities

across32 countries andterritories.

Customers

Our customers are at the heart of everything we do.

Webuild and reinforce connections with our customers

through desirable products and our iconic brand

signifiers. We create unique experiences to provide

exciting opportunities for customers to engage

withourbrand.

Shareholders

We aim to create sustainable long-term value for our

shareholders. We allocate capital by reinvesting for

organic growth and, subject to there being further

capital available, we allocate it to dividends, strategic

inorganic investments and additional returns to

shareholders. For more information see our Capital

Allocation Framework on page 36.

People

Our people are our greatest asset, and we endeavour

toprovide a rich and rewarding colleague experience.

Weaim to create workplaces where our people can

grow, express their creativity and foster a sense

ofbelonging. We also seek to protect and enhance

thelivelihoods of people in our supply chain, while

respecting and upholding human rights.

Communities

We support local communities where we operate,

withaparticular focus on driving positive change in the

lives of young people through the workofThe Burberry

Foundation. Our global youth empowerment programme,

Burberry Inspire, works inpartnership with local

organisations tocreate opportunities for young people.

Environment

We are dedicated to being a responsible business

andworking to reduce our impact on the environment.

This includes managing climate and nature-related

risksto ensure the long-term success and resilience

ofour business.

Governments

We engage with governments on a range of topics,

including environmental, social, economic and

governance issues. We work with governments to

seeksolutions to mutual concerns and to be a positive

force wherever we do business.

Partners

We work collaboratively with our partners, which

include suppliers, retail third parties, non-governmental

organisations (NGOs) and civil society groups, to explore

shared opportunities for development and innovation,

and to drive social and environmental improvements

forour communities.

We strive to deliver long-term sustainable value forallstakeholders

19Burberry Annual Report 2024/25

In 2024

2

, the global personal luxury goods market experienced

its first slowdown in nearly 15 years (excluding 2020’s

COVID-19-related decline)

3

. Withan estimated total volume

of€363 billion, the market declined by 1%

at current exchange

rates

4

. Thisperformance fell short ofindustry forecasts, which

were reviseddownward through the year.

Overall, the market was driven by strong tourism, with varying

regional dynamics. However, key trends such as value for money

purchases, shifting consumer preferences and continued price

increases impacted the sector’s overall performance, leading

toprofitability challenges for brands and suppliers.

Key trends

Strong tourism

Tourist spending increased by 8% and accounted for around

35% ofthe market. MiddleEastern and American tourists gained

share, travelling particularly to Europe, where tourism surpassed

pre-pandemic levels. In Europe, sales generated by American

tourists achieved three times their pre-COVID-19 levels, while

Chinese tourist turnover grew by double digits, recovering to

two-thirds of pre-COVID-19 levels. The UK was a less attractive

destination for luxury shoppers due to the withdrawal of tax-free

shopping and a strong British pound. Japan benefited from strong

tourism, particularly in the first half of 2024, before prices

werealigned to a weakening yen. Compared to Europe, Japan

attracted more aspirational customers, with fewer transactions

and a smaller average spend and was largely driven by Chinese

visitors. Chinese tourism is expected to grow further as

pressures inthelocal market drive consumers abroad.

Value for money

Customers increasingly shifted their spending from luxury

itemsto value-oriented purchases, often down-trading to

non-luxury brands. This trend led to declines in the full-price

channel, both in stores and online. Conversely, value-focused

channels, such as outlets, performed strongly, solidifying their

role as key entry points into the luxury market. Demand for

second-hand items surged, almost doubling in sizecompared

to2019, particularly for hard luxury categories, including watches

and jewellery. As customers continue to focus on value, the

market has become increasingly competitive, with growing

pressure from non-luxury brands and second-hand platforms.

Shrinking yet elevated customer base

In 2024, the luxury customer base contracted for the first time,

losing approximately 50 million customers compared to 2022.

This decline was driven by aspirational customers and Gen Z

customers shifting toward value-oriented purchases due

tosustained high prices, particularly in Western markets and

Japan. As a result, older generations such as Baby Boomers and

Gen X, gained share alongside top customers, who accounted

for approximately 45% of the market value. In response, brands

are seeking to re-engage lost customers, particularly among

younger demographics, by adding intrinsic value to products

across all price ranges, strengthening the connection to their

brands’ DNA and offering personalisation.

Profitability challenges

Continued price increases in the luxury market, averaging 2%

and following significant price elevation in the previous year,

have discouraged traffic and led to a decline in demand,

particularly in soft luxury categories, such as shoes and leather

goods, as well as watches. This decline in volumes has resulted

in margin and cost pressures for both brands and suppliers,

necessitating effective supply chain management.

Product categories

In 2024, all soft luxury product categories declined. Shoes

experienced the sharpest decrease, declining by 6%. Demand

within the category was hampered by continued price elevation

and increasing competition from sports and outdoor brands.

Leather goods declined by 3%. While top customers and timeless

pieces sustained the category, customers were more selective

in their purchases. Small leather goods performed well among

Gen Z shoppers, with sales bolstered by rising demand for

hyper-personalisation. Sales of apparel, the most resilient

category (aside from beauty, eyewear and jewellery), came

inflat. This performance was supported by top-price items

andashift toward minimalist, understated designs.

Strategic Report | The Global Luxury Market in 2024

THE GLOBAL LUXURY MARKET IN 2024

Burberry operates in the global personal luxury market, withapresence

across more than 140 countries and territories

1

worldwide. The following

isan analysis of recent global market trends andperformance for the

calendar year ending 31 December 2024.

1.  Refers to the number of countries and territories in which Burberry has a store presence or ships to directly and via partners.

2.  Since the end of 2024, the luxury market has faced even greater uncertainty, drivenby evolving geopolitical dynamics and ongoing economic headwinds.

3.  Refers to the COVID-19-related market decline in 2020, when volume decreased from an estimated €284 billion to €223 billion. Excluding this downturn, 2024 marked the first

slowdown since 2009.

4.  All growth rates are at current exchange and refer to 2024 compared to 2023, unlessstated otherwise.

20 Burberry Annual Report 2024/25

Source: Bain-Altagamma Luxury Goods Worldwide Market Study (23

rd

Edition).

Channels

Across the luxury market, monobrand stores reported a decline

of between 1% and 4%, with a notable drop in traffic and volumes,

which was partially offset by improved store conversion rates.

Outlet channel sales grew by between 1% and 5% due to

consumers’ growing preference for purchases which they

perceive as delivering value for money. Online channels

sawadecline of between 1% and 4%, however, this reflected

arebalancing trend following swings caused by the COVID-19

pandemic. Wholesale also declined by between 2% and 4%,

while travel retail recorded solid growth of 1% to 5% thanks

toan acceleration in tourism and the strong performance

ofbeautyand eyewear.

Regions

Asia

Mainland China’s luxury market contracted by 20% in 2024,

driven by macroeconomic challenges which dampened domestic

spending, and a lag in the impact of stimulus measures. Japan

was the best-performing country in the region, growing by11%

inthe year. This can be attributed to a strong increase intourism

and a favourable yen exchange rate, particularly inthefirst half

of 2024. Growth in the rest of Asia was modest: South Korea

benefited from increased tourism, while local consumption

remained weak. Hong Kong S.A.R., China, Macau S.A.R., China,

and other Southeast Asian markets suffered from alack

ofChinese customers and limited intra-regional tourism.

Americas

The luxury market in the Americas was flat following adecline

in2023. The USA delivered sequential improvement through

2024, with green shoots emerging despite fluctuating consumer

confidence. The market’s performance was supported by

top-tier luxury shoppers, as aspirational customers focused their

spending on value-oriented purchases. Foot traffic in key cities

slowed down, while travel, especially to Europe, increased.

Outside ofthe USA, Canada was negatively impacted by an

ongoing slowdown in tourism from Mainland China, while Latin

America reported growth, driven by increased tourism to Mexico.

Europe (including the UK) and the Middle East

Europe’s luxury market grew by 3% compared to 2023, driven

by international tourism, which surpassed pre-pandemic levels.

This was largely supported by Middle Eastern, American, and

Mainland Chinese visitors, although the latter have yettofully

return to pre-COVID-19 spending levels. Holiday destinations

such as Italy and Spain benefited most, while Central Europe

and the UK faced challenges due to limited numbers of

luxury-oriented tourists. Thepicture varied across the Middle

East, with more mature markets, including the United Arab

Emirates, maintaining robust growth and other areas

experiencing demand normalisation.

21

Burberry Annual Report 2024/25

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Brand: Timeless British Luxury

Strategic Report | Business Update

BUSINESS UPDATE

The first half of FY 2024/25 was very challenging for our business. We had moved too quickly away from

ourcore offer in a difficult luxury market. After a period of significant underperformance, in November,

weintroduced Burberry Forward, our strategic plan to reignite brand desire, improve our performance

anddrivelong-term value. The following pages highlight the actions we have taken in the year across

ourkeystrategicpillars.

During FY 2024/25, we launched several campaigns and

activations that brought our brand identity to life.

We unveiled a dedicated campaign for the Rocking Horse Bag

inMay 2024 featuring our brand ambassadors Bright, Jun Ji-Hyun

and Tang Wei. We furthered our connection to the outdoors with

our Winter 2024 campaign shot in the Lake District, England,

which evoked a feeling of warmth and protection.

We also offered a glimpse into the craftsmanship and artisanal

excellence behind our enduring house codes, our Heritage

Trench, Car Coats and Burberry Check cashmere scarf through

our ‘Made in the UK’ series.

In November, we introduced the Burberry Forward strategy

bypivoting to Timeless British Luxury. Highlighting our British

heritage and history of innovation alongside our beloved brand

codes, our Timeless British Luxury brand expression allows us

tocapitalise on our strengths and communicate with customers

in a consistent and meaningful way.

Given the lead times in our business, we were able to impact

marketing first in advance of product and store experience.

Among the first changes was to highlight our heritage as well as

Britishness in our storytelling. As part of this, we placed greater

emphasis on our iconic product and brand signifiers, including

the Burberry Check, rather than less familiar brand codes which

had been introduced in recent years.

Our ‘It’s Always Burberry Weather’ campaign was the first

activation that brought Timeless British Luxury to life. The

campaign reintroduced a warmer spirit and uniquely British wit

while celebrating our most iconic outerwear shapes, including

the trench, the quilt, the aviator, the down puffer and the duffle

on an all-star cast.

For the festive season, we released our ‘Wrapped in Burberry’

content series, featuring couples, friends and families from

around the globe joyfully celebrating the holidays in Burberry.

We also shared stories that captured Burberry’s unique spirit

with ‘Burberry Portraits’, a series showcasing customers and

cultural icons, including Dame Joanna Lumley and Richard E.

Grant, and their personal connections to our brand.

We followed this with ‘London in Love’, our Summer 2025

campaign and the second chapter of ‘It’s Always Burberry

Weather’, in February. The campaign highlighted our trench

coatand the serendipity of getting caught in the London rain

andfalling in love.

Our Winter 2025 show represented the first fashion show

fullyconceived as part of the Timeless British Luxury brand

expression. In contrast to the more modern venues of recent

shows, we presented our Winter 2025 runway show at Tate

Britain, continuing our longstanding commitment to British arts

and culture. Inspired by the weekend exodus from London to the

splendour of a British country house, the show featured a parade

of iconic British outerwear silhouettes in luxurious fabrications

and was met with a positive response by pressand consumers.

The collection will land in September 2025 and will be

accompanied by a dedicated campaign.

FY 2025/26 priorities

•  Deliver consistent brand storytelling with uniquely

Burberry, uniquely British campaigns

•  Leverage brand codes to deepen immersion

inpopularculture

•  Strengthen cultural relevance through partnerships

withHighgrove, the V&A and TateBritain

•  Reinforce category authority across campaigns

andactivations

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22 Burberry Annual Report 2024/25

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KzIVOe1cvo3iSK/UjcBt9e9bH22KRTtZQfQmtFsNGTqlwsZZD3rgNR0qWfVQ+4sCa7PWp4pmyrAbetZMU8BnTMqkg9qxkk3qWnYsWmgIIV3IFOKZf8AhxZ4yqrziuiikjCK7OoGOKtxvDjdlTnpTUUQ2c74e8Om1jIcV08emIvbtU9rgDgde1XTJGvy7lDHsTWtNWRJxXirQRc2jGMfMBxivnTxCl1Frs8crAxJ93mvqrxBL5GkXUqD5ljJB96+Q57m4nvJLi5ViXckmqvqFiBpN8RC5U+pqaCcWwVzguO5qrOeT6GoGkGzGc0+gXsjfHiC+jjwhTHWpV8SXD7TIoOK5jzHyDuOB2pySEDFKxO+57H4Q8a2kk0drOoiY8K3vXr2nXyNEq7xJno4NfI0F15TBlOGHQ5r0bwZ4ynhnjs5pGZT3J6VUXYTppao+i0YbOKtxN8ozWTpc32m2R+xXIxWopwoyMEVpe5F7j5DVOddwxUzyZNMwWPSgCkkBXmoZ91a/l5WoJLdSppMVjnrlD5THvWHJcXESttbArqLmHkr2qn/AGWJBjHBqAsbvh12k0C0d/vFTn8zWnVTTIRb6bDEOijH61bpFhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHgXi12j8WaoccG4b+dYbkyY7VqePJGg8T6k+7g3DcfjXJLfSvKqg8VQHQIUQhXGRVK6hieYHZxSQzsx2sQanMm1P3i4HrQA4C2it8bQGxUEEkJyH/CqM8vmTYVjiljgZiCuTzQBrPcAxbFHFVrRnEpyKfCrFgpWp53htAN2ATQBYjVml+fgVDqW1QCpqxBi4jDq3SkubNJkxu5oAo+Y81uAp5pYoHZQH9etS29pJCankV8ZAxQBKsZiVQvNPly0W0jrUUMr42kUrSOM5BoAiWyiRNxADGqc0IDllNS3guJYv3WdwrMha7EirIMjPIoAubZFUM3Q07yt4AAzVnUr+2S2SPZh8elZ9rcOZx1xQBuWNpAFw5G6nzWsMcmcAismWeSK5Vhnmr0UpmcFicUALKFi+bbxiuauHb/hIolYfeYEZ+ldPKwY7cZFZerWO6W1uI1JkRxnHpQB2dnp0NxAoliVx9K6Ox0mzgt/3caIfYVk6K3mwArhSccVuBWC8MKAIHK255OfevPvGtxHIBApAbORXcag5UDJBxXnHiTStRvb4SxxHyycZoA5e6eazthKTjPSqh8QMirgcjrW74j0l9M063W9OHkG4A+grjCqYKjBJNAHYw6pHeW6jChsd6rlJHYsik49K0PC/hy2u7QPPLgkcc1pT2K6ZN5MGXB70AcfJqdz5nlyMeOgNTTafdzWRuivHUEVFrGlXr3DSKh9RTINZ1CCwNk6H05oAz4pZZ5Nq53rxVlIJkmBnBA96m0SJReM8i8k5xW74h2GyQxphz6CgCSw0/TZ4g0hAJ45qrqOhS25MltJ+56nFZUVpqMsBeJWUAVr2t/dNpb28gzKBgUAfVUP+oj/AN0fyp9Mh/1Mf+6P5U+pAKKKKAKc5/fMPpTMYrF1nVJLfVJIl6JjP5A1mX3ipoowqgbvUU+dIDrGIAJPQVh3uvx28hUHkVzl54vuZYAkSYPcisF7yW5ZmcHdUSqDsdtH4uhBZZF/GsbUfErTMVjyFPeuZ3HcSxoZsjHas3NsLGu+qSxRKY5Dk1NFr121sVdyTWAH7ZpVdwe9S5NDNJdSm3EszZ7Vp2Ov3MBALce9Ym4tGeBmo1bAwTzTU3Ydjs7rxIJLVkT7x71VtrnEZmabB9M1zCzVKZcrnPAo52NI7BPEMUNuSeWHSpbjXInsz5BzI46VwhlLnG7j0pYbpoS2CM0c8h2Os8NTTpPIJpMZJODXWDt3J6V5xpmsLAd8y5fPWr0/iidDNMjDy1jYgH6VpCpYTjdmN8RtXu7rVYdPs7tkiRD50cR71z+l+HJdRgBFqY2brJI2f60yzSS5vJLyViZJSWJJ6812NpdiCw2ZwfasZzuzspwsjHXwk8bKDdRoV/iUEmrMfhVw++O8AY9QV+/9eKtvqYDA5qaPVV6k81HMjVQuYknh2+tI2kESOjHhkzurT8J63NpPm2l4WZZG+UN1FbNpqaMQS+B6CqviTT7eSzTUof8AWxMCcd6cfJmFTs0Sar4ikul+zwIURjt3UzSdBube4jljveM5YGucuNXZJY1SNdoIbOK67S/EVjNbf6ThH/2a1U29zhtZnXKSV+Ygn1FOrF0/XbS6lMUTEgHrmtcSI7YB57c10QaAfRSbuccUEN0FWAHpSUfNjGKDnpigAoprsI0yxA9zUDX9or7WuEBx61N11As0VjN4l05XdWnX5PSn2GvWd/OYYmJcUrroBrilqPPvzT1poDVT/Vr9BTqan+rX6CnVABRRRQB83fG9A3xAJ/6c4v5tXmDJlq9U+Ni58eE/9Okf82rzEL+8rO+rE2V2iwKs6dL5EwyOKfLFkUkUPPXmqUrhfQ6i0uYZCApPmdsV6H4WlvpQIThj79hXl2j/ALm7TcAR617l4QWFrVZVVTKeDQiYos3fh86hb7XOGzzXiHjjwtN4Y153YqYpl3Lj8a+lHVYrd5WOAiFj718veLvFE2v+ILiSXPkqSsYPYU0rG0UYSSEow5wfWqTDaSR1qQuYhtJyDUbNzmqGxwNWbeTYSwPPp61VpQ23kdaBXLNxKPMDJwe4qE3BZGGetL5Pmrv3c1B5ZBxSC4gDBdwB60hbc5OcGpypWI81AuM9OaYF+1uHjkEhO4Yxg1YS4haYt5XzdcAVnoSBTlcqdw60uUbdzYOtX8WEgYovpVmHxPqsGRHMAD1zWCJHY5NAZt1LkQJnSQ+MdZhuEkWYDb0Aq/J488RyXCyrcqR025rjTvJ4q9YgiUeYDj6UmrAmzrrrxfqxsibhgGf3qhF4p1OPDwyLx61kX1xKcjkgdMiqMcjnhsipjHUps65/iJraptdhx0yKcPixr0SBEWI47kVx89wpj2OuT2NVS4RO3NaJIg9Gn+MmuPYmKFEhnPWRawI/iP4lS5Wd9SlldTuAYnGa5JiaYSwoUQueoa/8XNU1rRY7IYhlIxK6nqK42C+hz5cqlge5HU1jQAs4LDitSONIlG/nPIpctikyDUYghOBgdqowQrI3zMMVb1GYuQDVa2I5qhWHXFsI0yKqAZq/dSYiwRxVIcgUXExdmOlX7SUIAyylJB0NUAcGn84+Wk9QR7v8OviVafZEsdVlKOrYVycA17BHdx3MayxSK8TjKsDnNfFsfnKcKSuOcivYvhR41uBqUej3cu+OQfKWPQ+lNOxLjc94SHcfcVMIx6U6MYXnr61JVJktWGbOKjdODU9IRkYouMyZbcs+dpNTQ2pwOOKveUKcBgYpLQCJV2KF9KWlb7xpKkAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD558bpHJ4r1VZCf+PhuK5Caz2HMZ4Fdn4uiSXxbqwJ+b7S/wDOube1lSTH8NUBkRPNHJvLdD0rrLQJfWgVhzjmseWzyKuaVObbMbUASvYQwu2SB6U+1g2t8q5HrTLxWkkLE4GalgvRAgXFAErMEmC7cH1rP1C3acjccmtQKtyd9SvbDGTQBn6eskKhc5WtIwGQblYZxVR2VflBxT7dmB++TQAqSyJLsdSferMjZXAGKp3tw0I3sKorqbTuFXpQBqqCnzEcUSsHA2kVHO8b2ufNwwHSqKMqHcZDigDZtpIthRhhjTRaW8ZacnJBqG2aCUAg/NirVq8TymFuQaAOQv8AUIrrUCCMIhxirlqRK29OAOgNTXmgrDeOzJ8rGmTQG0AaLoKALfkGaRWyMDtWgFiVQo+961Vsf3sYcfjVi4hKoGQ80AJgA4PJ9arXLuRtQ/MeB7VZALrmnNalbd5v4lG4UAT6TrV3ZxLGYGkdeGAFdNd6rc2dtFM1o7pIMkqc7frWTa65YT2sKQwqtzOu1mI6e9dgVW1gjMiqflA2nkNQBzyXr6oqCJMZ65HSpC6vqVvbhlCLy7NwOKuNqOkW+9InEM3UoRzWJqOlf24vkRyPH5rDLocHANAHDfFSe5u9bWby2NkihI2XoTjn+VcdaaNcXFsZ48cevevoy48M2N1oSaVOgaGNceYwy2fWvL/EOkz+Gj5KwMIjwGHcUAc5pV5cWfySMRjoK6aPUsQiRwHauFnui1znJwDW/YXCyxgk8UASajrLRzB5EITuKkFtDqVp9qiAHHStWTSrTUtOxJw/asOeObRYDBGcoaAKmmqbS9dpU3L2xWnLcpczKxT5B2NR2WoWckBEoG+m+ZBk7elAHRRS25tsbQFI7VgSJHFdM0TDr3rUjjSa1Cxms+60xoUYliCe9AH1DF/qk/3RT6ZF/qU/3RT6kAooooA8y8X3Ui+ILyFWx9z/ANAWufZy4HOcDvV/xtMR4vvVHby//Ra1jx73XiuWV7stIsRZRmLYOfSnoSSQy8H0qIRSL87dBQb1UG3vU3ZSRHcRsHO1DjPFRqjYORUwvC5xjihrqNRzRcdirho2y/AqM3iDPPSorq9807e1U9iv91sfWhO4WL/9qruwAcDrVuGeGVgScZrAmVgh+YHHpRbThZVBJp20uNI6Z0XbkMBUMbHBHXmkt283ljxVotBH0qefWyCxC8DHHOAaqvAVfG4getPmvmkfCdqhmvQy4PUU7yAlB8tQck59qyfEWorHbW9qCfNlkVTt9CRmrcN6zMEUErnn2qhcOl1r5dfIaCPq0nY00y6auzetbHykiUDjjn2xUk9zFaofNlVQB60/ULtorVGixkqOR0riNSvMPI1xEznvg8Vm9Wda0R06atYSnAuFz1xmni5jf7ki49c15jcESOskKumeODWmUvbbSvP+fGPWrlCyHTndnoiMEdWSXj0zW2t089m0LcqwrxCLWb0upe6dMdia77w14g8xlt7mRWLD5WHahwcSHJSJLtG+1spOFFWIFJwg6etF/Cr3B2yb+e1EO6M47U011OGUfeZqqFtow0Uu1u+KWLWryFsrMTj1qt+7ZMZ5qBkxnBq1NImx0ml69cyz/vZOK6Ua9ApAZufrXndsjAFlNTCRyp3ZJqvaBY7fUvEEcEQ8ptzEjpS2/iezEG6Zip964dnZQMnn1NVJ1d2wSCDQ6tgsb3iLxMb0eXaFlUd81zjTuSHMrM54PNKyRhdhO01WkiNuu5uV9azdTnCwsxBcKvV+pNbfh2/j0+6LTnEj8A1gSzxMYyn3qerSTzhANrEfLmqi2gsev2F1HcwBlkDN3xV4HAriPDN/Bp1nJHdsRKCM571f/wCEz03zynmdK6Iz01JZ30f+rX6CnVFbSLLawyKcq6KwPsRUtAgooooA+d/jUQPHBz/z6R/zavLlJM/HSvS/jc3/ABX23/p0j/m1eeWcGZ1J6ZrLZsTNOz0t7tNxO1ap3mk3FpIXUllrr7aAR26EcCpLiCKa0fzSAAOKcTPqcOl3KFVsFdpr07wT4ikhuEUndu4x6V5XdIUuGVGygPA9a09Hury21COWEN1HBFUa6H05DKLuyKHOHyCetfK3jDTpdK8U6hauuF80lWxjI9q+jNG1ARaZ9ouHCCOPe65x2rwXx74gh8SeIZLiGIJEowrevWqGrnJHLjB6Ck68GpOhweOKjIOeKaKDcacvzKc9qZQGx0oYD45Ch5JqdZoyMkc1UIpdw9KQE0kolPsOKZkKDimA+lHWqAlWXIwalDKMEVW205EBJ5/CgC55qkgKOaUuMjFQxrgndxxSopILfw0AWVLdQR+VdLpdg8tq0wKkAZPFY2k2i3MihslWrpLyZLDT/KhbZngn1rGT1NopW1MHVJlMgCkjFU/MiADHnNDyNIxBTceuapSRuHC44zWiWhk9x08W9yY84NRgBBhwDViVxGoC81QkkLtzQIkZlppYEYFRNRH97PaqA0Y2ijh5+9Ur5kUOrcCs4KZDtz16VJ+9hQr2+tJjRLKqyQu3UjpVOBzGQe561JC+F2k/LTJAB8y9AaQFozLMfLkxj2qGaDZgx/dqBTmXOauxHKYJ+lAiqo3NtqcAxEHGRQNofninq8aRvzuPagC1bTouRIoINXbFm0zUbe/t3KmNwwrIEin5e3rVhZAsbZbIpPYaPsTw9qqa3oVpfRn5ZUDf/WrXrxr4MeJnktH0m4YeWPnhJP5j9K9e+0IP4hQmJxJ6KqPfIh5Zce5pqX6SfdYEexqromzLuKKhjnVjjPNS7gadwsxjfeNJSnqaSpEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfPvi6JovFurS+ty/86xI5jK+3tWv4ynP/AAlurJ1xcuMfjWDaZUkngVQF92jBAIzVRniN2oC4qOe9S2Ys3zCsttUEl0HUEYoA6W7ZcIuynLbwTRgfdasqLWFkcKy5NaUbiZgSNuOaAJ08yzXG4Yq7DKJUK56iq5jFwwVCGqlIsyExpkNQBFd2sqXYIbEZPNXYvLUq8bg461ILOWWwPmt82OtY9pLFZytE7Fue9AG9cWwvLc7etYRsJYywVctW1DqEcaHbyPeqU+oMCWjC5oApWun3Mkw8wEc1oXNituoB6mqEWp3nmEsgA9q0Yb6O9hZXwJB0oAjgtwjKxYBfrWlGsQuUlVhwK4vWL+7tplhCkLngitHRLxp18qRwGPTmgDsNTK3dqGiI3KKwMOoKS96ddpd2qEocr65qn9vEyBW+8O9AGxZ2/kRfMflPSl+0LkxA8Gq5Ms9sqKfyqtFG8c4RiTJ2HrQBt200cPysOaXUJD5QRAP3vyg/3fera6MyWS3M7hCeinrVqy0Y3aSFwdojJoA5Cya5vdJvtJlwmpWhMkMo43gen5V2WgRarc2aTapeoWiTaq5+YVz0VjLqIW804J9vtWIWHPMgHaugsfGemQQqt9Yyw3n3WiMYyW9qALTaPGi/aZ182YniZuoB7Vq6LaGNXkk2mbOCB2Wq9jcXl1ftqGoW32SwhQ+XE/Vj2JrW0x7We2BtJ45VJ3MVPegC0oqK4jVztMPnZ/hxx+NXFj59vWmykpgKfrigDz3xJ8OLTVC1zaKlredQF+4frXld9peo6FfNFdRNGwPLY+VvpX0mUXALDPNZet6Ja61YyW9xGDu6Pt5X6UAeLW19i1z5mG9M1XnmN5Gc/My9BUc+kSWmr3Fk7FfJbBz+n6Yq3HafZW35GQeRQBBpGjRz7zOfL+tZGuAaddlYWytdbPE8lkZEXtnivPdUkmNyWlDGgDd0LUibgFmwtdRqc8V7ZhVkAbHFcdoFkLuQNyq98Vras8dsESJjx1NAH1ZF/qU/3RT6ZD/qY/8AdH8qfUgFFFFAHj/jKLd401AnofL/APRa1iiLy2yH61veOJkXxVepnDfJ/wCgLXOKNzjnJrlluzZbFxQTGcvmqEqFWPvV1ioT0IqF9p+bNIZUWR4garNIZZvm6UX9xtYhfWoIX+Uu3pQBM/lIG55qhI6BuDUclyu9jmhYjIm/j6U7AWBMPlxUk8mxFYDrUAX910GaCS6bGGAO9HQDbtpW+zrtprzyKGLE5z0qvZSERhew71YSGaebGMLUXsy7XIPNIO7bnNRTHcM45rUFrFC+JTknpS/ZoXJ5qucXIZNsxwcHbzzWfb241LV7mCPLeSVbA74Oa6VbOHeMnjuK5FtSutB8Vy3Fgiq2CDuG4EHg9afxDp+6ztL2dQibVHyoARjms29sIdTQKQFA/Cn3l6Lq3jujt3uuW28YNc5daxcAbI/vE+tY8up2Rkupop4fsklVEbe+egrqH0FZ9Be12fOw4xXCPdXtjD51u2JWHzFvSktvGmqQgCOXdJ3zT5WPnh3FuPCM/JhkVipwwPUVs6f4aisI0uQ379BnFYN34jvY9Q85iqiQAso7VoyeJXu9PUcKSwQHp1quZslqKWhdGUYbc5B+atE3Ci25PNQvDti83HzEDj1qF7aWWIMvAq9Gjks76jPtTbsCpVuGTk0R2TAbm7CgMkhKHg1lKViWXLa6d+OgNTglOprLkk8tMIcEVHFeyMvz9aXOxGlJdhWIHWkWWTymLdDVWEpI25jinTrK4KR8ile47FOeaQvhegqyk7NDtkUkVWSKRG+Yc+9Ti5SMYkABq0FiuzEOSqGpVuGUgr1FQzXqZ+WkAYA+9JsLFia+uHPX5T1phTcgYHnvUOyUqFHSpxG6oApBPehVLCcLn0JpPGjWP/XvH/6CKuVT0n/kDWP/AF7x/wDoIq5XetjAKKKKAPm343H/AIuLj/pzi/m1cRbYGCOoNdj8cpNvxHx/05xfzauEtLkbgCe9RONwsdbBqwW3EZXJxUqxTXy4TKg9qy7JRLcpg8Zr0PQND85A8jE56ZqIuxLRzul+CZLq6Bnj3JnINbeuw6R4UtlkmjWSYL8iY716PpemRWwGwjPcYrnfG3w+PiNGaA7JgMqSeK1SBLU8Q1LxbqWoLJGbhooyMBVPaufdsk+1a2s+FNc0W5eG5spmUHAdEJBH4VmPZXsduZHtZEi7uVIxTNSDcGOTRxUZ4wB0pM00BI2Kj4zxSAk08KCR2pgNo21O0a44qPvQA0LSheaeR8wxQRgigBNtJna1P5pNu40XsIkBDLzU9uVcrHsO3PJqOFCGAxWpaxlXGFz7VLZajc6DTbRbZIZN3ydvlrM1qXzpCVm+UHpjFa7SCKwVQMMR09K5y5tWil3sSd/as0aS2K8UieYQ0mOKbIys/FI8IeThaRYvfmtDEgZgS2agKAk4q28BVSTg59aiZAFyBz7UAQCI96XZjgVZUDgHnuaY4DfMowDQBGineMdaSZiODUsY/epj15qG6/1+O1AEMZUSDOcd6uSRxGPcg4qnnA4q3bNvHlE8GgCmww3FWoEcrmoJo2hnZGOcVYtZ2DAYyDQBXkLCQg03canuhh92MZqJcNTQAhbNTFpduF6d6VIlH8VP2hASWoaBHUeBNVaz1uyJkK/OFPPvX0fLdBo08tjkrnINfJVjO0dzE65yjg8fWvpfSNSgbRLeYEL+6GST0rN6FcxW1W7uQG3zNgDIwaqaH4mKS+VI5HOBk9aoatrEdxORGy+UB1zWXZIt9qCSRY2o3JrPm1KPYLK7aba4PBFbEcmUBrntMO22j2rwBWxDJnGTx6VakJq5dByM0tNT7gp1aGLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPm/xaCvjjWmYHb9qeuZvNUEb7U6V0fjaV08a6wvY3L1yF1bh26VQE8jLPGGZsjHas4uiyEKT9atLGYwFJ4qte2/lEFTwaALVrLGrbyx4rbTUFlh43D8K5WOSKLBZ+R2qy2tIkexEzQB1NlerafvN26r0l8k8LNGR5mM5rh7bVPmwAST2ro9Ni81Tg4z2oAs2OssZTbTNz2rL1WTyLskL1ps9rNDqaMi5GeTWtqWlLqMKbXxJjkUAc1cazKiAIR+dRyXN46o65OfQVC+jTW995D5YZrejAtYQroMgUAWbe6VLDEiHew64qg7tbS+crYBqvPqLTSLAicZqxdx5sh/exQBdWe31GD95hpMcVjbZrK+HyMBn72Kq2yXUMyyRngHkV1oB1SzCCMCQjrQBZg1eB4AkzA8etY8+ya+Ag+VSaxb60udPufLkJHPBqW3vCFK/xDnNAHVzXB0uFHZxg8da6/wAN6QlxbjUbhcluVGK4bRNMu/EtxEsqnyEYFj617NbW0cFutvD8qIgUflQBy/iLWLPT2D3TFox/q4UGXb8Kk8J6pquqNPPPpgs9MVePNQiR/oP/AK1bWmeHbC1ma7mAubhzkzSjcPooPSuO8Zanq/hPxDBrUEpuNNnOyW0xwgH/AOqgDfudPtvNt9Z06MQlZlVwRt3jNdlfWAudPaSKOMy7coSvKmuf07UdP8SaK1xp7qySjIhHVTWzeX06aTBa2g33Eo2Z9B3NAHNIL3VrmDSpG82FObyQdPZc/nWhoHhDTPD+p3dzZFz54/1O8FYvpWpY2iadbCKNgZN253x94981mf2Jc2NzJf6fcusty37yGViVI9R1xQBqSalYJfpZGdRNjOwsBTot0jEsu32qlBo9us4kkRXueplIyfwq+GYt5a53989qAHBN/ToKGAAwOacxAKqM5zzioLiZbcMzkEeg60AeVfELSza6qNZXi1lG2XHdv8gVzUdzZzxqpY9PXvXVfEnU2l05NP8AMQyu27aP4B7+9ebwW8gcEZA9KAO1ivLeK2EQZcHjk0y50nTbiyZ2VN31rAs7Ke5k2k8dqtX9re2docMcDtQBc06xhsAzDATFYutLHcS7YyMscCpbO/kubVo5AQRxWfOkm/HfPBoA+uof9RH/ALo/lT6ZD/qY/wDdH8qfUgFFFFAHinjuQDxvqIwSR5f/AKLWsKzlJdmbj611njPRLi78X39xHna/l4/CNR/SufGh3qEqEJ965JSXMzdLRFd5927mo45CY2ycVYbw9qG7lSAajk0m8tInkkUsAKlSjsOzvYyJCXuSOvNRXcmz5OlIlxukY42moS+9iX5wa0SFe24wFWQ+YKfHKgG0E4qJcvIxC8Uu0YyGAqkF+xZjlTOAenrUjyA47VXjCgButPkIcdOlJq+wrmhaMCQpOK0nuhHFgAj3FYlrOmeRzV6V98ZIz0rOSa3Li7rQkadW+YEk+ppkd0UJJNVFjkeIupI284pgjmkISJGlkY/dAp6Bqi612ScgnJrnpra6urq5uvLYxRggvtOPzr0jw58Pru+2XWpN5EY5Efc13d14Zsj4eudPtrdF82MjOOSccVpGNib3Z8+6ZfGS1e3dslOgqldbhKjRruYngVXvY5tH1aWF1KyQuUYHuM1eZxcRiVGAI5wKTj1OmGu5O322JUilsgyuPvtyKplHs5S7WcTegQZqU6/e2vG3egGMMAakh8UXRdWS2QH1aMVLZqlHuZmpSLd3A2wtG3GQRjFNUGXUbSxjPCMCfen3kzhpLqUgySdB6VJ4dtpDqC3cikgdDV6ct2c8nbY9AK5ijyR8owRTlbK4XCj3qo92uwjbWbLfPu6nFYWb2IbNuWUiMgEVlk7H3nIpkV4rthmNPeaJm+Y8ChRvuSIuXYk5xUixjbjBzVCbURAhXGcnipoHd4hNLJhamSsBchtmU7icCpxIUY4YfnWPNqRVxsbKjrVsXsNzCGQbSOtKw00i5LKHtm3fe7EVgbZGdhI2QOalm1DGVB4qmszM5PY1S1Q3JIuo8UYywyPWp2Zmwc4FZgcs3ljpSmWQRHmiUdBKaZomdxgKc/SpISmdzscntWZZ3IVju5PatSMRmLfuAJqLaamkbs+idJ/5A9j/ANe8f/oIq5VPSf8AkDWP/XvH/wCgirleitjje4UUUUxHzN8dIXf4illUkfY4v5tXmqExnJGMGvZfi8obx2flzm1j/wDZq8x1WyCoJEH1qWykP0zUBHdIWbjI4r3Dw/eJLaQbB1HNfPsFpcTOvlwsSemK7fw3ruqaHIgu7WQQZxuYGs2rMdrn0FaycKEA/Kr5lRUz8rHvz0rk/D2twakqtE/DdT6V5r8TvH+r2GtPptlM9vGo+9tPzVopBynseo6hp1vayPfGHysdZMcV5F468X+HLnw1cabpyxyTMcBkUfzrya817VLwn7VdyyBv9qrGh+G9T1+YrYxZQdWYYFUtgMduMDBzig5GOK9Gt/hPdJGXvruNF64BFcTrGnpp2oyQQyCSNO4oTAzVPNTpHu/CokXmp87RTATAXrmmDk04nIpqdadxEwXJFKyHNOjGRVqO0eTletJyRSiymEJOMVJHbuGLHGBWilk2eR81SG0lU4I61PMiuQprE25SoHPrWxpyFZAxFV4E2y4ZeBxWjap5c65OQe1ZSkbQiaFxEjR7sgHrWVLGJmz6V0M8SPAF2YJ5FUGtiWOEwqikpFShcw2tSjbyMCmvZHG4VuNbPLHuZflFRXEDou7HGKr2hl7Iw3hUxkHGfesx0YEgEYFa0iF5SG4U1A1suwgn5c8GqUiXAzUY4Ibgk4H0qQ7VPl9cDrUvlZO3OTmpJbKRJASuFNUmZ2KUbqrHNMuRltwqa4tdk3ydBzUTfd57UxlXBA5p8LlZVI60hOeaYOvFBPUvXaGVfMGN2Oar27Mkg24q3ZoXjZG6kVU2mO4I9KCrFm6dZIg2DkVnqSDkdDWmEElq/tWaRhgKaeomPy2etOZiy4GTUW6pIsscKDmm2kC2JbeQpJleCPWui/4SDVEt0gW4fy2GCBWHaWspnXeB14Fet+DvA0WpBJ7lcr1xWUtRGVoNpPfxRoFd2KgH0r0fRvDps7UEwhWPX1rs9H8O2OnxBYLdVx3IrUa0jK/d+bsalU+paZy1nePafuZBitOO8DP8pJzWfr9uIAsnXJ7VPo0W/axHFJb2KOlgJMCE9cVJTY/uDFOrZGL3CiiigQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzj4wTzfGmsHI4un/nXO3QWMbiBWn44keHx5rBDcG6f+dZMzC4gwT2qgMq4vInfAJqvLI0owW4pzaWzynBx71YhsY7U7pnDCgBkNlFdRqF+9jmlbTIo2AkOB9anlv7W3Qm3XLH0rDuL+WWQsxP0oA2CLK35B5+tSWmuCK6AAOyuaaUv1BNPjdkwc0AehtfiRBKqcdqh0+9mi1XdOP3TcDisiy1fFptZQcVr6ZqNvfP5ThQy0ATa3cR2sonIBz90isQXT6jJtBwa6zVNHjv7AIv3iOPauWtoRpl15M6EEfxGgBIbNLS43ysSfrViZxIpKkEdhT5WtpbhQWBz6VXvbF0w0JODQBUjmb7YFYYUntXQWazJcpJAx2jtWG0ZjTMoww70WGszWshwpb0FAG9qVpJqM+wgbvU1Rm0B7Sxdzy44wKlt9Va71GNT8h7+1d3p1hFf3UIfmJeXPY0AbXhbTl07QLOEJtlK7yT3J7V0anaoBGG9KpLA5hEKnBxlD6e1Pt7wTRNDJ8tzGcDPegC6hwExwSQTiqVzZQ6hE0dxGsqMxDBuc1ZjbMqj+7gmktwJHkXkYYnNAHM2/huPRL2S50NjbSg/PFn5HHpiuttFIXzHXy5OnXp9KpzFBKCy5yecd6z9E8TtqV9PbvaeUI5Nq5PLDFAHUJGqlDjkUNg3HBIGOgpwwWwoP0NV1fdI2OTQASOqqcgF+1MjU5JJO49T3pxVZJ8k8CpcDtQBE5YL8vXt6msfUFnkVo7cDzj1Yj5U+tb0mwQsScYFZMivLGSPlT17tQB5n4s0NUlglQ72cnzHbncea4meK7hn8vq2euK9g8VQxCyhJXHlvyfwrh9bMCxeZCoL47etAFbTIpolUsy561oXqyXUB6e4rl476YvhWO70rYsriccyfMD2oAqmCLHlp8r96VrJAgBkUtU93LE0w2ptYis/UbZktmljlO4DIFAH1RF/qU/3RT6ZD/qI/90fyp9SAUUUUAcfrV1FHq9yrEbl25/75FYs+sWsWTkYAzWH45vZYPGeoIrYQeXxn/pmtcJqesytuETFmPGBXm8jlUl6no0aanFM9KXxXYvuLfw+9T2euabqtnOFAO0dCa8kt9Nv5Y/OZ2VW7E1saXYS2U26O4yp+8M1r7DqdKoKWjINYhEt+/wBnQoC3FTwaJ5kALyAN1rTlgimkHzjNPciIBetP2ihozD2Uab97Uz4tNSFSCwapItFt5EPmHH0qx5hV+gAqK7eZWHlkbT3rCde+xX7vohw0y1SIqnOKyJbCdZzhfkPTitu3U7CWcc025vY0AjyuT0NYxryTInGFjNGlspUj73cV1Vhpdo0aBmyxHIzUGk6TdaywWNGAHWXHFehaZ4Ys7FEZwZJR/F2rT95UZN4x2Obj8KCbHkphT1J6Vs6F4Yg0uYyMkbMe5FdKVXhRgD/ZqN0CMCM4rojRcXdszk7kxO4808evNMxg1IucV0EWPF/jJ4ZEZXW7aPqNswX+deQRTzWxYDnJ5r6017TYtV06a1lTcskZXnsfWvlfW9Jm0XVrjT5mIaFiBnuPWqSuGvQgfUXdcHjFSQ37sApxsHqKprHk5bpTnlUYiUYz3qXAtS7kjTme4Jbp0A7Yr0/wVoJuvDyTuvDuQp+leVw/PKiAck4HvX0p4F09R4QtrQ4DKM/nUV17uhMVc57/AIRxN2GU/WoJfCyYxiuo1GSSxn8lkOM/exTY7u3lyqsC47Vw88loUoXOMm8LJAC5OB1rIvbJRhYxznGa7TVNRRYHQpzXJzO2zzMYHWolOp0L9izEa38l9kwBLdKtCHyoRHIcg1ZiSO6bJYMahvo/K2ZbgnGap87D2L3M67tY4l3hsJnkUgCeQSjYB6Vfn0Z7lUYS4U+vSon0G6jXCuDGnOa6oRbQfVpPWxTFk8kIbOGxk1XjL5ZNuWHUir8ReHPmNlT0p9rbgz5UjLdqVROOxrUwuisZsUp8xlx8wp00hEBLAirixrFqTbo8qOpqHUruCY+WMKKIybdmZLD2M+CVQ4PIz61bllcJiM7vpVKSVAoiTHPemRTfZTksXNdLgjX2cYo+sNDJPh/TSev2WLP/AHwKv1Q0Nt3h/TW9bWI/+OCr9anmPcKKKKBHhvxWtZG8aGdfu/Zox/OvNruJ727hto+SzYOK9o+IkEUuttv6+Qv9a8vSOK01eKRByDWTepqloeh+H/C9jptnEHjDy7QeRmte/wBKtrq1aP7OvI44qTSpvtUCfMN23rWnPiKPJPOKWpSOS8LaR/ZFxPy4DnhT0rV1jwtpHiVFOoWo8xP4h1NWoSsyjkg5NbtlbqIwxwSO+KlXuPQ8j1f4ZaZBKiwQMFz1LGuk0XSoNEszHAixqgyzn0rsNXihNs00roqKucscV8/eN/GLXV21hptw4g+6+D96tNbkXRe8feOBPIthpUmAv33B615rIXlf5yWc9TmlCZYluTn15pZAFUsc5PTFaJCZGx2HFPBG3PrUX3iAacFO8KDTSEmNOQalt1LOOKc0DbgPWtPT7Es4/wAKznKxdODbJbWx34cj2xW7b2CxhW9ansrMKACM1rR2wxyK53M7lSM9LJGGcc1FLZkE459K3FhGMAU42u5RxU8zKdPQ5Q2bo+7BqxDbGWVWJK49q3pLMnoMVELCQNkMcUcwuRj1LLFjbuwOCabFaz3BOXUDsKvW8BVcHJz61ZjtEU7sEn2qblqJBBpzCPbJjFQ3GmBuNpxW3FGSeTx6VKQSO1F2OUUcfdaEJVG0Bce1Zl5ocwiCqBXevGH+8OnpVSW2BzitE2ZOKOBi0cxnLIatNbKqDKsQeOmcV072O4HKniq81mUjO1c+3pVKRnKkjh7+2EblQc+3c1izKEYgKR+NegNpsM6Nvc7/AEzXKahpf2aVy569B1rWEkc8qbWxhlcDFRGpmR1JDDFRkD1rQxasyzZS7X5NOvRvl3Lx9KqI2x6uKQ6E0FXEs5fLzk5HTFRXkJhlEi8hqaG2nHvVwYktyj8nsaB3VijBA9zcRwxIXmY7do7mvdfB3gSz0vQVn1CBJLqUZcOM7a8Z0W7bS9Siu0AEkTZGeeK9k0/xK/iK1jhgY+c/BHpWc2xpaGDqWh2k+phbGMYWQdPrXrnhKx+yWCI/WqGh+GIoJArIGfqzY6muztdPWFRt6CiMWw0NSEL5Yx+tPYcGolJC+lG/FaLszN7mRqdkbkAYzzV2ytBEijaBgelWgoc5qQLgVPLrcpsbjHFFB60VRmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfMnjNkm8d60h6rduP1rCnTaNoOF9aueNnkX4h69tyB9sf+dZzt51sRjkVQFeVnjiLIcmseSeWWXbJuxWxaXFuoaK49epq95elBd4Zc0AYUUaqvClqgltizEhCK6KG906KXG38T3rWjsLbV0C28bbiOw70AedyoYzSx/MMndj3rvX+G+qXkwRDHG3YOcZq9ZfDizgieW+1EyzxHJtoR1/MUAchp8SXG2K3iZpT2Tkn8O9dDpvgjVLu5WVybYZH3Rl8fSu60xdOt4UGmWEcDkYYgbnyPXritSPTdQlk814MKeiytjP8A3yaAKFpoWnwbIjeSm5Xr5x2n8jUHiDwT/bEJMMpjkA+8eM//AFq0bmC4ssteRskI5ZzgoB9R81YEt9PeM08U0kOnIfl+ztzMfT5+aAOJufCer6bcfIyS4P8AyxbJP1ArVt7O8Mao8O3+8ZOK6XzbseWnlxPNL0t8N+7X+8xH9D3rYi05ljWS5WOYH+FcgA/jQBwl54Xu7+PNtJAGHTfIMVQ/4R2SF8JcW0csaFncyDbkV67DbSJDufS0igYgFgwIA/Or03hTTwhdY1IBDDjigDyPS/DU39pW5mu4VaQ7pI0kGQvq1euafZWFmFjtJYeRjkiuZ1LQtU0Em5sIBNEZAZHXG7Bx61ImsQYHm22bjzlQJPlcA56EYHagDtGjaNd56+3esfUInmkFwg8m5X7voRVB9Zv7dfLjkWGRiAIrkZX8GX/GnzamsEiWd6WFzJGZQ5xsA9j+PegDZ02ZrhgWXY20Zp9tM0d3cIectx+VZnhq6e4id5pAZQgJx0q096FuMbfn9aALmzMoYtt56+lSw6XZW9y17BbxJcycSMccj1rGfUJnLgp90ZHvWvb3oliiI5Ljg/3aALxbEZCtg44qkco0W3O4k5qOeN0nWUSEHIq1GGeY5XAHSgCeNOMnqanCgL701QfSpNpIzQBUdPMY5P3ecetVLiUJF5jcInKj+8fSr0pVATwD/ePasq2T+0bvzMH7Fb8oT/y0b1/lQBzvi8yG0t7dhzIN7H064rz1rdlmIJLL3r0zxXCZI4bjopODXKy6XiEspByM5oA5W9hgeRVgwJKrGS9srhRKMJ61Yl010vDJ5uWB6Uy9llnHlvGRjvQBLLdxtHuX5mJ60kbCVR5oO3vVW2jjT5WOeauSPHs2x/Me1AH0/F/qk/3RT6ZF/qU/3RT6kAooooA8B8eyh/iVq0G7BHk/+iUrEjtooJCZtpPWr3xGk8n4oaw2e0P/AKJSuJl1SVp3U5yTgVzpLmZ6eGnGMdTp7jVoZh5MPBWrOnTblO5q5CMyRzIScButasM7xdG4xUVHbY0q4nqjq0khCl9wyKhkuYvMGW7Vzw1IBCpHXrUbXccg64IHrXM4OWrOCVdydzoRdwmbBYYouNRhbChlrlI5zJNhWJqlcmVbgruYH1pKinuxe1Z1N5qgihAVucHpW74M8Jy69Kl7e7ksgc4PeuP8J6Rc6/rcVmctHuBcn0FfRNpaxWlkltCgSOIBQBWsaUUi07q5LbQw2cAgtkWKFfbk1aEnyjIx6VVwOPamlir9eK1Wg7FzIxmmSH93moxID3p0p/dlehAzx3qrhYmR1CjgljUqgrGzO20AZ64wK4zVPGVzpULmDSJrhk43HG3+ea4PWNS8XeK4jukNpaPyYY+P160vaRBU2d1r/wATvDeiy+U12bmQHDC3Xdj64rzb4jRaf4hs7XxXpQ+U4jlXGD7E/nWU3gicWcsrKSynJJ61a0K2l+wXGly5+z3CkBT0DY60Kqk9C/ZtI4ESYGwAYI9cH8K09E0uxupWudQvfs1nGR5m4Zc/Ss66tmt7qS3kyrIxB9h2qS2HnyCN8qR98HsB3rovzIySszZ13RIdM8SWcVjme2uMSweoXvn8jXv3hUxpaW20HdtB29MV4T4fnn1zxvDJM4bbgLn0AxXV/ETxJcaaItP0yVo5T8ztH2x2rlmpOSNVH3T22+WNiDNGHB4w9cfrfg2V5De6U/zdTFmuc+FPja61xJtD1aUyzKMxvJ1+lel2MzLI1u3VDwTTnCPUiLaPF9Qnu47k297C6Opx0rNlMrKWUnYTjHpXuOu6DZa5bOGRVuQDskx0Pavn/wAQ313oepy6bcxmNgTliOvpVKGmh2U6ykrSFfU4rEoOSc9qmXU4r1djJhezGuftjLeSmTYCE6571cV1S48uaMGNhwV7GrUFaxcJa67F+/1028f2cZZVBxjuarjXLoRRAKQGHzZqjKVnn8vaAiDgnvTYbgOTGwBx0NJzUVoZvENPfQtzzs2wE8mnee9rMjsTiqZ/14aQsAOgHeprmWO4iZRwwHArLllJ3JVRu8rmjNqC3EJRV5b+IVmG3DIXYrUVsJ49qoqgd+amnk2wkAc1MoyTuibylFMzGjPmFxIBt7DvTZXA5YtVm0RHkMko+Ve3rU91eQMNixBQK6le2opJuN2z6r8P8+G9L/69Iv8A0AVo1n6Dg+HdMI6fZIv/AEAVoVoecwooooA8d+J+oLbeJvKPX7Oh/nXAWQF/qKqp71p/Gu6lj+IPlq2F+yRH9WrnPDUwS58zd8+aykaJ6Hq+nF7FFyTW7DJ9pXIO72rmLXU45rbG4BxWvpM4WYYOc1Cl0DmNq2syzg4xWtM8Wn2MlxO22OJS5P05qW1hUxAisL4iy/Z/BF+d+z93jP1rVKwXPn3xz46v/EWtzPBcvDZglY0Q4BAriz8x3dP507ODnOeOtOjAHOapCCJQDgZJ65okO457U+3UHcaikOGqwY+3g86VvYUscbNJtAOc1c01QIJHxyOlbVlp4EUbAcnk1lKdjWnTuR6dpDyOrSDiuittMSMjirNnBiMCtARgVzTnc6oQ5SCOAIQMVbCgYqMjB4qQPxiszoWxIoFPGegHFMRqnB4oGN2nGcUmD6U/OaKABQBVhGA6iolxipBigCdWHapEGRVdcVKHoEyUIMEetRtFtNPD5qVRkVojJkEduW3cfnU32BSucDOO1XIYsLuHU1M0DbcrV2IbOYvdGidi0YPuBXN6ppaRoxhiLuOu7tXo0sOE+X71Zl7byks+A3FC0J3PENRidZXZlwfTFZRI/Gu28V2jqXcrtJNcUcjryQetbxdzmqqzHLFvXdU0J2kLnrURyF3etMU9KozJbiHyyHHen28meDSeZvAU9qhP7uXNPoBYu4BE6yR52kV1vw91tNP123WYjy3baT6VzCH7RC0Un3V+5VSCR4LgcYcHANQ1c0TPtbTIkMIK4I6hvWtQIAOleefCnxQuv+FohJIGuoPkcZr0NTkdapO2hnLyGPwOKrFjuxVzHGKiZMnIoEhENOeXAqCVjGM5rD1fW49PtJZpJAigc89aTdhnRI25A3rTqyvDeoLqnh6zvUOVlUkH/gRH9K1aZAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8w+OUA8c61tX5jdPn86yLWMOHXHOK6Xx28Q8YasABv+0tn865lNyP7noKoDnruF2vHVFyc4xXVeGvANzqoE14zQRHt3x64rR0HRLcXBvb5wMdEIzmukvvElvb2zWlrBK7kAOwGNi/5xQBUsfBvh63d2eKScBvLjL8FnHXj05FbmmWoiVotMg7/ADNCN2D6ZrnhrgmkEf2S5jd12YVSfLj98dzyPwro4fFmk2scdvAZYNoww8ls59elAEuoaXql1D5w27o+rM+CPrQNJhSSC9kuGk8z5ZUjHNNn8c6SriFJftEx6ggqv45xWNH4jnmllsoZ40ik5Xy+oP40AdRHFb6NqBjREgtZsMJGOD+Jq5/bGm7WZtRi+XtuAH5VwLLeahayQbZJ7m1+YdQ5Htniq8iX1yIH1OCUof8AV2uAd59W28j9KAOuvL2bUovPnLR6SGwiAbWuG9Mdx1pTYW4mikvLBGujxa2ipxCOzH/Paudgd7e6RoZi98M7YYmAS3X6N1PT1rrNF1GDTVjuL7Uo7l5/+W6oWbPpwKANLTfCtvas84uLlryXmQiQkL7Y9KlutJlijEu8yorfNHKmRUlz4ls4hm3inmI5yBs3fniql54jvLq3kSKKG3Vl4MjBz+SmgC61nt+1RLhYpEDqiDGOlXIAstlGUk3fLg5OTXnc97eXEVvcy3t1cmBjHNFEBGm0567gD39ahiNvaXUlqI4EiY74gsjsSD7g4oA9Imjmms5lYqcrxxjntXI6gFuLZlvIlYtHjkdCnFZ8d3dQSnZd3sY7KHQL/wCPc1TbV72zlkWR1uEY+aFYZb3GRxzmgDoptKnS1hazlE0JHFvcncv4E9K5bWGmsr1o5o5bYPAUEdwPMhzkHgnGPyrpdF1q3v8ATxDv8q6jIyjH7w+tW9ZyqWt08ccgRsMoGRgigDj9JlIv5JbcSKskSsotZi8eOf4RxXbm0N5GjocPtHtXO/2TpgntzLFiSNzESpI442/rmr66rLpOoGxCF4kH7tiex5oA0pYJ4odxXlOfrVfT7zLMIgSueMjpWra34uYuSOf4SOtaENrBEhURoM8kigCCSIXFsBu2uCME1LayTxsFmUH0Yc1cWNGj2so6cVUaKSGTG47PSgDQV2xnFOaQBeT1FQI37uoZOASDyaAIJke7YxqflJ5HrVqSMRoLeAbVHJA7e1IrLbR5HMhp0JYDeRktQBk+ILZLjQ5gQQY1yv5153b3ximEFw2FbpXpGv7zotyFbBVMn868a1GVnuI5EOSPSgA1aCWDUd6HMZORVeW5ZmxsyTXQl0ktYzNFzjqami0u2n/eACgDkpYXBAWP71PjRrcjcnPrXTXdvDAQwxgVQ+0w3bNGseTjGaAPouL/AFSf7op9Nj/1Sf7op1SAUUUUAfNnxPWUfFHVmX7v7n/0Slcg9oZZg4IHPSu1+KNzHH8RNVU/e/c/+iUrlGwqeaD1rjnzczsav4R0MA8wGRgcdAaj1B2BDR5C1k3d24csrEEdqU6i81qEI59aag92K7aB7x1OwnPvTUnZycNUBjJbmmR5DnJ6VpaLWhmlc0La6NvPgnmrdxcqfmGGbOeawLiZnfjjFT2KS3uoWtsCf3kgWj2cbDW57x8MNISz0X+0GX97c/Mp9BXoO/btxVPSrGPTNIt7UADy0C/lVlOSc1lypbHTFWRKOaimyo3VItR3J/dN9KHoUiJG3gA9DxVpZPMXKcFeKxRcEW8jA8rWhZbhECf4qSd2VJWFuIVnUqyjB6jtVYWESLhUAx05rQxmgjFOyEpMzJNOjKMm0bGHNcj/AGStvcyLtACtwR7V6HsBWsTULVVuQ+OGzms5rsXCV9GeJ+PNMWz16K9CDy58bh7j/wDVXPX01uI3eFSJHJDnHY16b8S7FW0SKcD5kf8ATmvI2BcMPxrro6xMp6M6D4eYHiyNiCSEOBXoeveDjqU32nGHYZOPUdK88+HzkeMbVSPvivo+S3XYuQBWVWL5ioySR4LZaFqOg+ILa7hVg8cgOV7ivc/PaT7Nd8qzr84qR9Kt5GV2jU/hU9zAPs5RRjA4rOzvqVdNFpXDKMKMEZPvXn3xT8Ip4g0v+0oEDXdqMkjqyf5xXa21wEtgQclAcinafcRXgfgFHBUqa1i7GdrO58u3cx0y3imguAznh48VbF79usUEcQSUnPHpWz468JvpPiWeIBVs5D5iMe/+cVhvqNjbCOG3i+bpuz1rV+R0wb3b0GXLqigNGSR1JGKzS5DAqNob0rVv9oh87ILYzjNUN1vLDC0ZKysSCD0rNROSas9zW0+e3eyZHffIRgEjpVE6dfB5GCl0AySvYUy3DWyPGdrMehWqUmoXYWSMyug6Eeoq2lYuUoygaFtI1u2+VHZPUjimyXDKdsilSegNVLXVLiGIRghoz1DDmrEpEpDTrvbswPSpFCbUeUnWSIxMrkoCp7d6qpaC+idxcBZBgAE4qQNHIvlDAz3zVUpsnLBgMDGM0czB69T6/wBAXZ4c0tCQdtpEOP8AcFaNZ3h//kW9L/69Iv8A0AVo1ucgUUUUAfN3xtwPiHkgH/Q4v5tXGabN5Um5BXbfGuMyfEMKBnNpF/NqwLDS1ijQsv3uaxm9R6lmDU7kyokaDr7816d4dt5AiPJkkjODXLaPo8bSI7J0ORxXpVhbLHEuBgYqVG40bdrIVjXFZfjHSW8R+GrrTgwQyLwfcc1oQZGPSrigH0PH5VqkxnxjqWnT6ZqMtlOhV0cx/XHFVWyh29wK+hPi3ofh+00t9RnTGoSriJRxuPqK+f7eCS7uUgQHzJXC/rVrTcZLFA8cCux+/wA4qB+Grote0g6NNDbs+7EY5rAcDdQndB1N7SLcNbpletdHbQAIAO1U9JgUWcRHpWxCAq1yTbO6nFItW42rU7uAPeqYlK9KcW3cmsjaxMrE5zTs81WEnvSh+etBSLsZFTBqpI+OpqUPnoaBlkPzS76ql8Ck8w0AWfM5qQSGqQY5qQMaALgkNSLJnpVJWNWFcHpQJlyNueauRHgVmR5LYzk1didlwMVaZm0akGc1bQFTnqDVGGT1q6smRWqZg7htXDZGc9qzruLCnH5Vp8j5h1FV7iMMpbBL0SQouzOC1/TBeRScnKjODXll9aGCfHb0r3W8j85GXYA2OSe9ea+ItLHncR4xk8URk0VOCkrnIOCYkXGB61H5RSQgKWHtV65VkgwR8oqxZR74U243ehrXmORxMq4QRMhGeeeaYx3cmpb8t9qZWHKmoc8Vp0JLVsVByWOR2NWNRtU+zJcoSCeCP61RiZVYhlLN2xVsSvLEUk4VRwDUFM7X4S63LpXiNIVOI7hdu3PevpOC4coM5BNfJXg24S08VWE8rBYklTJJ4AzX1lp2oWOqRhrSeOXHXYc4oKexcE5Rcv0qJ9QhAP7xQPrT7iDfEwzxXmviu1v44pjbTspxxg0SdkZnVaz4jtbO3d3mXCjsa8H8a+M5tauTBA22EHBAPWsPWNR1FJniuLmRjnGMmscFeTj5vWkndE3Pqv4Z/wDJOdF/64n/ANDausrk/hn/AMk40T/rif8A0Jq6yrQgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5l8cRn/hOdYbn/j6f+dULO0aedXIY44GB93/ABrs9f0SbUfGmqFIiQbpufXmrs3h/wCwm2ja5WGKQ4d1HK+1UBys0V1G+I4gXAxuLldpP9arRadqlzcPClo8lwB84+0Nx6F+PyFdedDci6jhdvOhOY1PA2nqQOvTNdJpWmWNtpqupQgcvJIduT3yTQB53Bpuo2Wd1pqSTsP3skU7PuP6VBdTyWh2m4v2uW5VJLcN+eT6V31x4h0nT5ZEhja7uA3SEEg/VulcnquqXEmpi5Oy2SdfLaOAeY+D6sMqKAOUa7gSJme5ilEpD/NbL++k/uj/AGa6C20u60eBdWkOm73wy78KPoox1qvJbxafbzA+XbzW53K4xLMF9QVyB09K2tK1XS7fTTeG0drqY7bf7V/rGfpkdBj8KAK0Wu61ql7LHFYiGfysiVDj6cYrQ0S9nWZ4lkt31BxtkaeYrIPYcGr9vpun2uizu93C1+HE1xIHGQTk7ce1O1bWdKmsre5TTDdhxtLbCgB+poAztUitdFuIZrhHF3I2EC2qvvz1y2aSztpL65ntbNoFtYh5huFOzyn/ALpx34FUIrk2d05gu5ra8lXOyUebDCnqSo4PTvVuCCK+aONrJvsEbbjcWDgmZv7zDk+lAHW6doct5YxyXdw+ScMN5ZT71aXw3AZPLF2ioO8cIDfnWfBrN4F8mwvYLkDjypxsdR6c4q/N4tttNhL6jaTQHorBSyu3tgUAVrvRdH04+bcS3UwnPltFJITvPspOKsQafp9ruiisoUe3XzEYxD5V9Cf6UxL1L2XzllilvJF/dqWH7hfUj1/xqSz05riTyYJW+zq2ZpX6zN/h1oAupaW2pWgmext8t3aMc/SsjVfDNndWpMUcttMvI2E7ffIrqo5EjiCBcbThR0FOeGWWN2UqrnqOxoA8iXSLm2n8yMGaDGNyDJUf0qza3t3HbzW8cshU/wADjzB+LHpWzqF55fiGPSEsWF42ZC6fdAx/9atKCLTtTiLNbI8sbbGYghiaAONttbu5GZJ7eOWYYUrC258rypxjuTXRrd6bqwiuI8Lcouxo5OCD34qvqnhVUkElpNw44ilHG4cryMd6h063nsrs28ySxZ+ZHI3L7gY6c560AdFbWzhVXgc9QavRyywNhsMKz43Dn5ZC6jrtPSrcdzbxr87fmeaANOK9QsORViSaKReTk1jLewH/AFETyN7KalL3fl+Y4SGPqSx6CgDRDADg4HvVaS5VWKqPMkz8qjsfesG48TWKB18/zdvG5Oh+hqfT5p9UANvG0ELDl3GCw9vSgDQQXd1cKItrKp/eSdgf7ta527sD7w9KjigSCNYk+XA6A9fc+9L5agNlsE9xQBzni65Nvot2g4aRdoP4ivJ2khitEJP7wV6H8QpWitbfB+Vnwffg150bZJG+b6igC8bia8skVQR71Zj+1W1vtRsn60tmwa3MaJggdazL6a6tPmJJHpQBDe3N43yyKcetVLS5awn8wkkGrEN+ZgTL096ZcPbPEBkZoA+oozmJD/sinUyL/Up/uin1IBRRRQB83/FS0DfEbVJeu7yf/RKVyF3E4t1UE5r0L4kRlvHeqHYSP3XP/bJK4uSJiSSMj0rlbfMza146HKXisOOfrUlo2wAFQfrW1NaxOckY/Cq7WqoMp/KtHNNWJtZDVCzA/KAfasy4BWbaKu5ZSwXgiqzRs7FiKmCSIjuU3yZMV2nww0f+0vF9uGXclsPObPPt/WuPKfPu/Svafgvpwi0u+1N1+aRvKX1xwf6VcpKxpFXZ6kx3Hg5xT1wBUcWM4H0qVl2isDYQNg1W1OXy7OVs9FzUh5bNVdW+fTZwOvlN/I1MnoXFamBHeCbTFweXbr610lk+LeME9q4HR5i+nW4IOQ2D+FdxCdkSfSs4PU0mjRLcUA5FRFsqKVGra5jYnWq1/HuiBwOKsK1Eg8yJl9OaGroFozh/GliLvwxeDaMrHuFeABP3SNuOcc819Naxbebo93GRndE1fMz7VZlPGzAIrWhdbjqWN7wC+3xvYZ7vj9DX0065YAjIr5b8HziLxlprYOPNx+hr6m3AjdTqvUjlutB/AAFMmPy4oLZANMkOaz3COhVWPazY4z1qrpjfZ3kTod7EfnVwt8+OnFYss7LqTImSc1DdjRanN/GiyE/hKDUE4e2k+YjqQ2BivAUnG5GkUkA19HfFOF5fhteYUlvMQke24V81RRlycEkiuqHw6nPUepvTXkdzArLGFUcVRcYGVBXHQnpU8NsFtNzkr7GqkpKE4bPsalEJj3+0QbZFkBZhuBB6CovtUrnDASA9SRyK3PDaaff3saXUcaMnzbnztPtUmqWoub0ym0jjj37VMI4YUmFuxiRw+a+I5Nvuau28LXZS1UkuOpB4pNTsvst2beEfMAOOmaq2bzW0xVdyq3Gcc0ikOuU8i88kZyvXBp8JQ58zGfetKfTLSO3RsytMQSXxkVQFvJ5RCqG5ouir9z6+0D/kXNLx0+yRf+gCtGs7w+CPDelg9RaRf+gCtGtzAKKKKAPnz4uoG+I4J/59Iv5tVW0VGgQd6u/F5GPj/cD/AMusf82rBtLqWKMDg/hXLU1loWtjtdLmjRACRkdq6/Tr5GjAYcfWvIG1G4Vvl4NaFr4gu0AUseKOflA9mjuY8nJAHao9Q1mDSrN7mRhhVLAeuK83g8R3rIAwyKr63qlzqdk0LjAxgGmqy2HY818a+MrzxTr0t1csVhUlIYh0A/yK3vhx4TSXdr1+2IIQRGrd+OtcDf2cltfzQFSdr5BNdifHAXQINMg/d7I9jY71tN+7oBR8ZXK3OquUIKqSAQa5lv4aszyiQFy2Saqk5K04aR1Dqdxoh/0JN1aBmC/nWdppAsY/pUpfPfvXLJ7noQ6F1Zc0rSGq9vubrU7DPSszS4glxSiXmomU5pmcMKZaLqy+tS+b6VQ3mnpIcdaALgkJOKlVqpq/PWpw3FICzkYpMsehqEPTjJgUXHYmDEdTUiS81SPzd6cjHNTJgkakc2DkdaurPuUetY8bYPNWonOcimmS4m5HN8oq9HJkCsuBd0YOeauxhlAzzWqMGi/5nyUjNg89xUakFM0kpJXcT0rRPuZtamdeLnJWuG1/7zMetdje3JjLba4rXHMgc9+tZSlrodNOOmpxV7zFt9WrSsrYBoy3Hy5rMnO+ZUH96ujto1hZDIMjZWzdrHLJbs47UW3XkhHTOKgjwetSXX/H1MR3fioiu3HvXQlocad2aEMKNGVH3vWoVdkdkPSpYWUW5IY5FETpLGw4L9uKhmjCCPMmV611HgXWNVtPE9tDYSyMGkxIucjFc5plrJcaglvyPMIXI96968EeEtP8NRrcsiyXEgyGI6VPMinseotKTaKZMbiOa5LXXiKPuxjFT6n4kjhhPQEcVwWreJGunKKw59qick9DM4DxParLfSPGveuVMTgkkV3t3sZmJ5J61zmoRwoW2jmlCV9CGrH0j8Mv+ScaJ/1xP/obV1lcn8M/+Sc6L/1xP/obV1ldCEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcDq+ItXnNvgSeYdx/GqOqTadb6VI+o3ARGH3iOd3bFVfE3iS3stWu7eGPz7wzPH5YPypz95j0H41wr3c8kz3VxKs08bFfPYbgntEnUn3GRVAar+K714obu3gSAw/u2nuTwynjpz61SaSSWYieWW4t2PmAzSmGEZ9Nud3XuKuad4avLq/k3KLUTxFvOn+aV+D6dD+FdBZ6RpOnfY7+6Hn7SY5JJvmII9MdOlAGJa6Xd6h5f2SCSaPp+5TyYh9WXk/iK2pPAks1o0c9wqN1WK2GxSfQuME11cepWdzCgguI8H7u1wD+VZGtXl0JE07T5S13PwZAciMdyTQBxd7p8dxeGGLTGhs7Qf6XcwuSWA7Z4z3qJroRKL24KCeT91p9vcwgYXpu7+9dN5SQoLXch0qxO+5cdbiTuB69P1rR0a2bUJDqt/b4MnywRMn+rWgDirG1i0bV4kufswluh+9ZWMxYn0VhitG20a9njvNNFtM20+ZG9xK0S+vCDIrq9Ss7aK1kks7VUmQ7gQO/ekuJpmax1TcEUgJIev8vrQBmaVok99pflXbQKoG1oool5x6t1P41cm8L6fGc2Ms9jIOF+zsQuf90ECka4tNJ1lxLfp5NwNwQSDP5dakk8RWiIBbwTzHOB8hUfmRQBm3+l6lZWzyXMFpqEYGWcAQyY+qjJP41zq6g8cyzfaJ4Z5OLWxv13xJ/t5JPHTt2rpr3VZ7ibzJo4/syDKwRuJGdvfHSoot2oTSWkqA3cozcSFeI0/ug/nQBzxgjld1lhmt953T6nZOWUn2HGB0FdbY63caPYRNOI73S1GI7qPhh/vAVHL4U/s+MTaDObN1HzxMcpJ9aybPzV1MiIf2dqZyfs0n+puPoemfx70Aeh2dxFqMCXKMJInGVK/wANMurx4pVt4v3kzen8A9TXCjULm3vHj0RFg1UnMthJ90juVNdDo2o2+piS2tH/ANKXH215OPLPcD8aALGoaVFqtpLZwTNFIfme9T74xzgH0/GsjTzPdz/2Z5JtjZsDHOeGueK37VPM2W9uNtgvfux9av3+nJcQKyKEmQfuyO9AHP8A2vO63uIm2pyueu7tU1pKrYaF1ljDfMrdh3H51Mlub0m5mTbfw/LJb/wuB3H61SvtPhLC90ydUlz+8hRvmBxQBjaj5Nj4x+wRTyQwXKeYY17fjW3/AMSTToPPuZlYD+J3JrH1fWXh0hZn057q9iYRkQ8uVPTPWl0Pw9c6mq3evjEb8xWi9AP9qgCWTx1aSnydAsJb6YfxRrhR9TUcWk6vrM4fxJfC2hkOUtIGI3fU8V2K2MNpALe0gjiQ9VQdKSe0huJ9k6blA+UUAUrXRdIsuY7SE+WvAcAr9cGpLaMsrM5BXO5RGxAx9KsS6PYuygxFvlxkHpVXTlW1eSxkbbtP7r3X0oAurKgPIOT0FP8AOX1x9aYuDJgJhQOnpUpwRigDgfiTKDptsyg5En9DXn1vMTIu/v0r3m8s7e+tpILiLcjrg8d68m1PS4tO1lrHhNvIz6UARWb7AStR6hGZfmYcGoLtHtZPv8dsVXXVdg8uVQ59aAILrTCsO9eAag/sgtZmTd8wrTa7WZNpXAqsGJJVXGzuKAPpqL/Up/uin02L/VJ/uinVIBRRRQB4j8QkH/CY6ic8ny+P+2a1xaIwLEjNdr8QIZZPGl+VPH7v/wBFrXJSwzRsMrn3rBrVnVTasU4kaWQ5hBFMlgBRspjFWP3oYkLj3pH37eW5rFqxE3cwZFjCsDGc+tVvKRVJXOTwc1vSBsE7QTVUwvKCdgBoU7GKMV7YGMletfQ3gbThpfhGwhIwXUu34k14xY2E17qNvbqg/fSgH86+hreJYbaGPgbEVfyFVe5rTLcMShSw69KJOlORlK4zTJPlpM1RBn5c1Ru332ky/wCyRVgtgkVRL4lYeoNZs1RyelRhZkhHQSH+ddug4A9BXB+HP3mt3C/3J3P/AI8a7yOogupUycn5RSbyFzTWPQUkhxgVsZliJyasDoPfiqsQ4zU2crn0poRWvo828yj+438q+W9RiA1S5HQBzX1ZMd1uxHof5V8va3Ft12+U/wDPVh+tbUyZlfQZPs/iPT3/AOmo/nX1QHOz618nwOsd9auP4JVP619TabN9o062mJ4eNWH5VNUI7GgpzGKSTpSrjbRu+WoQmVXPJqjbrD9vlY8sDxWgy7mH1rIslC3c2efnP86znuaw2LeuwR6h4d1SKYAobdsD3AJr5llt1sk+RATnFfU5tRfWN1avwskTJx7g180XtvFb63PY5J8qQrhvY1qm7aHPUWpVlkL26q8fBHb1qpFZ20zL50vl7T830rQngcTGKLBHUjtiqk1oxXzCoCe1VGRHKRyWJ+0PJaK0lup4ZfShr24hO0SMNhG1Ce9LAt5bRO8MwWMnGwmrp3EiN4kaY87ww6elO66jsVzqAvLgy3CDz8cHdU8cTRoxcrICcsB3HtS/2dbSNgOFb+L5hViKNrWRTtMkXvWUpLZFaWJ5Lua8sxbQRrFEgwFI+aq8mmSwQCYCQA8Gr63VuN6bFjSTGdtSO80duI1uFni6hCelRzNFRgnufS+gjHh7TB/06Rf+gCtCqOi5Og6dkYP2aPj/AICKvV3rY52FFFFAjwr4rwGTxwSP+fWP+tchHEyjGcV33xLVT4yOf+faP+tck8SggiuGpL3maxWhQMb71571o21qWOT1qNUBYVp2sfIrGUxJE8EBUDcOPWkuSqRtgZq6qYWqV1HuVhWfNqaW0OO1ywjuYXaIASHqa4OSJoZijggg46V6Rdo0TsDyDWXNp0EyM7ICcZ4rspVHHToZnHM5CbduD60kYLMo74zUlwczOoGFU4pbRd9wB/s12C6nW2D7bBCeAKUXUSybS/NZUt4ywRWynj+IimW8UjZ65B61zuB1qdjqYbiFFyXFWBNDt3F1x9a5SRZEX5nIFVUuWjfaXYj61PIV7WR2rPG4yrA1VkIDVzH9oSK2VY4qZNXfHPNN0tLlxrdzf8wetODY71iRX5kbrirySZXO6snGxsp8xoI/PWrAfjGaylfB+9Uqy/7VSUaIkx1NSBgR1rNE+eKkW4xwTSKLwf0qWPk1mLcjPWpk1FB3pctw5rGxGhJArQggzgcfnXMHXYYwVY/MelSR+JoogMctWipszlUR3MUARVAPWtCKALhjyK4iDxXJKygxAVox+LNq7WUA5rVIwbOueBuGC/hVK4BCF+cD2qjD4m3Q/MvXpUzatBfrg5jAHY05KxKepjalOBkkda43WLjhgOpFdVqww3BJHvXHa0flOOtYfaOlO0TnLWPzdQUd810N1IIbeZm6hcLWNo8Je+3e9X9cZvsFwU6qcVvvJHLL4Wck/wC8kLDqTyKdKPuAdelT2VjPJINyHFSX+my2WxpTnedwFbc3Q5ORrUSEfuX5HSqMUjRyls59Ks224xyA+lSLYebas4bDKelO4KPU1tBv0iv4pmAypB5r1CPxXshDMwORxjtXh8UnlOFbOQa6O21hfLSLZ+dRKPVC5uh22oeIGuchTwaynvRjJPNYr3HfOKqyXmAcNWfKJs1Lm+H96sO8ufMZsGoZ7pj3qm0jMc1cIWE2fWXwvOfhrof/AFxP/obV11ch8Lf+SaaH/wBcD/6G1dfWogooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD558QxO3xA1m0iikZ7i5Z1jXrIc8lj2UY/Suj0nRItNmWe42TXLrjhconso7fXrTdVjjs/Ft/exAmf7e6SNnnaw4/DmulsbRbmXiTcydfQVQEbaffXIju4dpkQEBXYgEVl/2fe7ybm3mhi3Zwih0J9ea7BhJDGEx3wNpqZSsKEsHXaM5xQB57qc0FlEozayzucRRtmJi3p8orOisrqxzbWxul1C75mnVvMWBOpHJ9q6WeW21K/u9ZukjmhtspbBu8nr/KsybQDEI7O0eWDUdTbzLmVG+4np+goAqWE8uoXMdvaTwz6VaNyH+VpXHUnA9q659dSH/X2kyNjHHQ/TmgeHpLGwWCJoZ0jGFEqZz9eapSaVfiIxQ2cglfniYBF/DFABca7cspCW8dsjg4a5PJHsBmuVU3V/De6fcy3MgHzx4xHH+BBz29K62z8N3md811HHKeGMS4Y/U5qnqvh+w07VrLUZY5LgswSUzOCMHj096AOPkuUbSo5oTEZ7VtjpAnnPj3Liuj07Tr3UYlngtn2yDhppCmP+AjitKGGy0zW7vS4kSKC9j3Rqgwc8f41L4UvJDbz2BiPmW0hHzDHFACReHW8wfa7tQCP9XBGF5/3hg1p29pbafbmOFCFzlyx3Mx9STzUtyLjarI6IqnJAHUVGUDEgyE5H4UARB3MwkUlrb071BrkVjeaaYpV3XEn+oZPvBu2D1rn38TxaLq1zY6i21OsLZ6+351PBJPFImoyDdfXB/wBGgHPlqf4sflQBmi2urGZNHv5Mas/MGogcxj+6T+f51LH591dmDTwbe8syPtmBj7WB1Off+tbctlFqtpLo6t5jy/NcT90PsfyqlHayWLw6XNNtv7UbrO6PAlUdFY9z0oA7fTb23u7FJYQqqBt8sDkH0q9Crq+ZO/3c9q4zTriT7S2pwxsky8Xdrjof7wFdQNTt72BfssnmSSdQDnYfQ+lAFbXYbuRDJpG0amgGwt0x3zXOwYjuJrvS445Lt2C6nuc4j+XllHT0rq4t8X7iJ+g3PcH09Ky9R0maeZLjTH+zxoczIox9o9c0Ac/FAbTUIH0kG70iUs8l07HO7jjPXiurR33L3Haq9rFatDJBpyokJyJbfvEx9BToJHgZYpAc7sA0AaQkXewLAEDmjbkqQQ3uD0rgtS13Rh4qvrXVLm6iKBBGIATzg5zgVO15pTQymw1XUo5FUsPlJU4HGeKAO5JwpVPTNZ8tql40qg7ZI2+SQdRSaDdS3eiW1xO5adlwW24yPerEYKXku1V+ZOBn60AUYNSW2nNlqBEc3VJD0k/+vVxLu2+0iAzxiU9EzyaS7srbUIBHcxRyIP76559qp2miaPpjma1sYVm/vgfN+dAGsdwbaOg6+9cR490eKaOHVOQ8Z2uR6V2Mcxdjwag1O0W/0m5tWGfMQgD39aAPF76ZXgZN33f5VgwopmIBNajabNa3TwTEkqxUk1KtlHEQQMmgCkkcqhiCdtVAksUpfLdehrrhYK1r9ojGdvUCqUcMN9MA+EKnHNAH0bF/qU/3RT6bHxGn0FOqQCiiigDy7xdtXxPeM0Ib7nPr8i1y92sUrgtEV+ldr4hNrceKLyJZVM8ezemeR8ikcfQisaW3RGBcBuamxSdjmVtodzfKxFV5bO3YkqW+mK6bYnmMBGAPpVOWz2hiijn0rKcAucy9kuS38NUpI08zaDgd8V0RtjkgqKqnTiZxiMDPXNYuArpEvgvTxP4ihlBykKlz+HNepfaSzfKQc1yvg7QrgT3V1GFWJl2A9uc11S6PLGdzXUYA9DUScovY6aPLbUsQl+vNWnbKZxzVBtTsrQeW1yrMOvNVU161aUrvqnNF8rvdFmYkNkYqhO2yRSSKdcalbucKaxtU1GCC3aV24QZ61lKSexpFa6lHwjCx1nVZ/wCFZSB+JNdwg+XNcn4WaJ7OSaPgyvvP611KNhOaIsJjx8z02Y/vVAp8Azkmoid8/HOKu5KRbRsR08PhMetREgR1EJOcZppg0W0cGN0Poa+avFCAeJdTUHlbh/519GhsAn2r5v8AE77vFOqtn/l4f+ddFIma0MGQ85HGCOa+mfC1wJ/C2mODn/R0B/IV8yTHOABjPJr6D+Gt+t54KtF/ihJRqK22hMDtkY4p3cjtTEIGM1JLwm4VinoOxCTtcGsy0TM8sj8LvOcVovxHurEuLa887zbZ+AclaznuXTOssdpfKggBec181fEa3Sw8e6gikgsQ4AGOoBr6H0/UZL+2MeVjmAwQTivHPi7otxFrFtqvlEvKu1zjjjgfyrohNWsZVU0zziKeQqw3EKcfN3rSyotlCgtjnB6VkIsknySL0/Cri2s/l5UOV/Si3Yyvcteb9pOZFVQo6KBUO9eW2jrxQtpcJAXS3c561TeC589VEEinr0p2GmW4/J84PtI9atFp4hgKSnpmq1ukzpIJUwF9qnuZJYx5oaRnHYjiosky0kRyJK8pWNDuxkDvSwQs0w3ErLjlQaiTU5EufN2hW4BIHSn3d2jZmAIc8bh1NNq7G7I+s9EBGgacD1FrF/6CKv1naAc+HNLPraRf+gCtGupHKwooooA8W+Jsir4zIPX7NH/WuQabI61t/FyUx+PcZwPssf8ANq5FJ92Oc1w1Y+82aq9jSSYKetalndJxmuaeXAzmlgvNr4zWDi3sVGyep3McqyDg0yZAQawrTUApGW4q898rrlWrGUJRZq3EzdQizuqvZ2Z/s+8umGVWNgPrim3t6u4rnJJxitjyjF4cWLHzTnBFa83LFeYqcOdtHj0rEzMT3JzTrOXZMSf7pqbU7Zra/mibClWPFVI2RCS3HGK9ZJON0YS0lY2dKtTdz7mcYz0rr47KFI8BBkd65PRHVVyeD7V08c7FFJJx71yVZPmsj0KUVy6lPULQMvygVhz2zA524rpGkDOeRioJViZSDj8KcZMJQRzflFuC1MMLKwAatea1j6rwfWqLxsjdQfpWlzJ0yuhaN+ScVqW8+5RVEFWOGHNWY1Cng8VLLhGzLvmA9KmB4qovUGpwflrNm6JBLg8UGUnuajpr9OKktitOV6E1SW5k5zmrW0HrURCjsKuJlJXKbszvuJII6UqudwJGTmp32H+E59qVIWfgDA96u5k4E8V7MHAVfxrUhLvHvIJbPSqVtZsrAZBFbENuyfcOR6VLmWqRqRJNNEgKqq45okf7KQqk49XGBS27nILBhgVoq6Nb7ZdjqemRyKzc7jdOxQe+FzEVYfMK5vWFPls2OldJcWuyUFSD64rE1lcxsFHX1ojJXLStEydCQLI7EZOK04LJb2KeOTALtkA9DVfRolRXc+lLdXBRoofMWPe/3vSjn97QhwVhuoXdpo6CFQpmxhvSuf1u8e88gjoi5yteiW+heH9S06WOScSXhQ7Wz3rzCayntLu4ifcVhJViOQK1pyvuZVoWWhBFMFBB79atQyF1O0fKKoIm58VpxRNDF0BUnJxXRLY4ktSlcR4bIPPWovNYMpBINXryNS4eM5GORVPADUkLZmoHDWwbvVUnIPrTFc7NoqWNeOetS9xN6kDAmm44qyye1RstNCZ9W/C3/kmmh/8AXA/+htXX1yPwv4+Guh/9cT/6G1ddViCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPFPGlytvruqwwPGLi4O5XY8IwfGT+AFb/hOLVtN0SI3McVzNLl3dG+9noayfGGlMNYa2GkRXv269aWViRu2Z47e1dPElraQoi2s9okagAxHIGOnQVQFxNXRrrbNbyRFB3HGah1/V7WDSnVZ1864ISNc80ltNIyl4tTVw5+7MOf51zWsW41DxZbQXGlQzQWaGdp4GGf5e9AF5rKH7TY6NwYLVPPuWU9/f8AKrvhyB7y8u9XblWPlxBuyjj+lcU91CNI1DU4Lu4srnVLjyIxODtA9un96u90aO70vSbeDMV2kceWeI8knn3oA1pGk8xVZcjqcUvmHdhQR9aow6zCSxuElt5GOAHHH51AnibTJbu4txco8sGAwU5P5fjQBdzIJWUkYbnNZviDTkvdLnUl2KjeMHuOaW41SeTa1np8spzgsw2jH5VUuZLuTet3qMFojqQUTlgPzoAx9QvYl0nS9Xd40a2YRuzHn/PFV5/EdhpPi8PHI0kd5ECBGM5JzWJYWdpcWes6MLO91B0JmjaUkKefp71Xvbi6Tw3p2oq1hpptpdjBcFwOO2RQB3c2tajOuLLTSFxw8xAH86ybi6vJYiNQ1q3tlHBigXLfyqv9tsr2ONpb3UNRLqCFjBVT/OnWlpOJ3GnaDBBzkTTjLfyFAHJa3aaadXs7mKC/1AM2x2k4GexHP0rYtNQvtE1RrHU0K3d2dllISCIk9PryK0/EWh61e6HJLcaowMLBxHCCAP1rN1XRrR9N0rVJTJJ5ieXJIW5U8fMPegD0PTbBNNtgUyXbmZz/ABGnalpcGuWgWQ7HQ/uZF6qfU1zvh3W50uIdH1GUOcE29x/DKuP59a6e4uo9Nt3nPzRdCB1P0oA5e6vbu2uBaZSPxBGMQg/cul9/frTdOmmsLiS40yJftUrj+1YWYkQccla07+wGo26XBH/Eykz9lfH+p9DWHB9qe9Om27rBrUZDXUuz5btcdB79PXpQB3thPa6vbq9lL5tiOrLxvPrWJ438bWvhDTvKVhJeyLiJB29zWLqnifT/AAXpRurHERk4NgRgh/X/ACK8Q1TVL3XdXlvL12lnmbjnIUdhQB6B8OfFd03i6WO+n3fbzl/97t/OvaLqFPKEoOVDCvPfhn4DTTbJdZ1OFTdyj9ypH+rH0r0eaPdDtxweooA4t/hyLrXbu/luZA1yxOcAgDtVqy+Hdnp5kWPUblw33w/Q12owUXdzgCkfZjJA4oAqw20drbJFGdscaBVHrUbf8fgf/ZxU0h8xhnBA6CmbQZMHsM0AMY/Lj3oWAHk01jzUjOQvFACqir0pyHqe+cVGppQdr8dCDQB5P40tHs9ekwPkf5xXHm7lWTGScV6p8QrZPJtbtlOFOxjXDQWEcxMihT7UAR6Jq7GV4JOEb1p2o2/kkvE/vxVG6WNJDtXYV9KqLqbtKBIcqvpQB9Txf6lP90U+mRf6pP8AdFPqQCiiigDyPx54Za58T3WraVcvbakoTec5WTCKACPpiuasPFxM/wBg8QW5tLnOBIfut7ivT9dR01e4kV12tt3KR/siuY1nRtL1uzMN6iPGOh7qfamSVlgLLujbcp5DKcg0xbc4OZip9CK5p4tc8GNutna/0rrhTkoK3tN1u11qITWciyKR80Z4ZTUysMaYAkxLyqQTSyQxl12TAFuKbd21w3KQfN7is0QXf2hVlBGSOFrKQ1e52G/VbeGGGwI8oDBGOpoj0bWpWLvdmEnnBOc1swXKwrCseZJdoDKONn1retk86L95HsPrXKouT1Z2qXKtjy3WPD2sOS7oZlGfmi4b8uK5Rbq9sLpre6EvXjeMMP6V75LCiriONWf1zisbVdEsNYgMWpWYPo55I/Gm6SLVbpY8zs9at5XWIzfvB3J61W1GdtU1SDS4jw/zufb/ACKXxl4Dn0e2/tLTHLpCwIGcnb71X8Dxf2jqE2pSBhgbF5rKVNR1NVNM9C0qxWzt0WMYUDBrYJyAKrQt8irjgirCYLDNJMzmWB+7h+tR24+Ymlnb5cClg+5mtExdCWX7tV1+9U78rVYna1VsLcmc4jJ9AT+lfNGtS+f4gv5P707fzr6Tmb/RpG9EY/oa+YZ2Z7+d/WUn9a6KOupM2RzIGQNjmvWPgze79Ov7Jj8yuGUfnXlkxzFj0Fdj8IL3yPFUlux4mQ8VdSPukQZ7k8jCLPcVLaz/AGi3ZT1FROMq2Bxjmq+lybbjYeh61xvSxpysuB90bIeo5rFivpPJkkgG/wDeEcfWtW8dbe2uZXIVEjYk/hXHeCdYdLWc3aZgeVihI55JonZbjgna5qJc3TXHmLGUI61Y1zTo/GGgtp87NHMDuR/cDpW5Df2Eq7vL49hmnz6xpViiSzwusbHhhHxV049RTd1qj5k1HRb3RNTktLuHEsZBOT1FS2mrTRSeUYgEHJGM12/xZudPk1+2vYsSrLEBuT29fzribTU7FLgyXMDKAMAgcVvePQ5mrEt94h8xRHCpRc9lqjb6xdLcbnXcoPpWzNe6Jc2WI3w+cnIxis4W9k7Zivzk9Ux0pNoDZt9Qsbp1ZYggP393erczWzQqII1YtxzVHStIsbpsXsxjVuEz/Wr8FgtrOfs1xHdwR88ny8f8COaz2ZauZxtbi3aQ/YAynBzgGqE0trMdptwuOvatK81ub7QX2SIPuKu7cp/HvUl5bac9rBEZvJun+aUsMge1VdvUHFM+kdDx/wAI/puOn2WLH/fAq/VHRVCaDpyg5AtowCO/yir1dKOcKKKKAPJPiXoS3/iD7TtywgVfyzXms+ntbybcYr2/xcqm/JP/ADzH9a881HT1mYGvLqVLVGehCmnBHCzhkqOC3eeQba6ibQPPYgZ6VY07Qvs7HIpe2stAVDXUyYdFnkj4fn0qleNcWBKPke9dk8LQNgZps+jJqCfvRwaz9rrqaOgmtDzuB572/TYDjd1r0W4ti5skbIVQN3uaSDw1b27LKq/dNaV1Cs0QAfBH3axr105LTYujS5DhviF4VEJhvbSFnLD58CvMyDuPGCOxr3cautpi2vV8xCcfMM1g654AtdYWTUNKkVZG52dq9DD4lWszGvRu7o88sGCR7ycYq2l9NPKE80RxDqSKjutHvtJDR3cLK2eG7VkNJIzbecdyK6lFSd0YyqSStY6Zb3So5Nly0k4+uKsLq+gRhl+x7veq9h4KmudPa9lk/d7SwxzWDHJbQht9sZJEPzAnFNRTIlUmjpmk0i7A+ykwtjpniqM8MkBJJEi+orEleGaQGCMxsxwFBPWth1u9M8qO+Q+VIuQ1JxsXCq2VJDk5WlilI4NJOnlkyx8oariTI4FK10aqdjXjcnFWQ3y1mWzEgA1oooK9TWUkdEXdEgprnAqRFOOlRTqQKhM1toQtIRTVBY1GT81KshDYTlu1XFXMHJFkRonzSHFTxM0nFvbPN9KLeG3iPn3z4bHQngfhSTeJ3jZxp9r8mMb8YFUo62MpVElcvxW+q9UsiPbdU63epWhxcadLsHJKgn+lc6da12RA6BxjtkVcsfGWpWN2r3cbMhXaVIB/GrlRZn9ZSZ1On67YXh8sFopBxsfvV+T5GAyuDyKx7nXvC+sWyRvGUuMZMqjaUP4VTsdXNtceTPKZrbokxHNc9Sk1qdNKvFuzOhZ885zWTqgV1IrUHlSRFkbr0qlcW5YDisI3udLs9jNtY/KiPvXNa/I63SoDyORXYvHtTGKyPEdlCdNiucfvFNbUnaWphWi7aGJouoS21wkjNyG4ArqdTuLWz1hnlhElrf2uCf8AbwOf51xunQ+ZdpF1csMAV2viu1WLSo16tDD19M4rSbUamhPL+6uzzw4WU46ZrWs5A4Kt0xWNnL4PWrtlLsmAf7tdW6scCetx9yhwXHK5/hqifvVoTL5l2fKUhT27VQlRkkYN1oSsZyWo4HBqxG2CKpgEdakU470uUzaLbOKiY55qPdSFuKLAkfWXww/5Jtof/XE/+htXXVyHwt5+Gmh/9cD/AOhtXX1QwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDhzKLrxpeNtIFr+7BPQk8n+dbUhXYUwp3VUtBbrqOpP5iGSS5bI3c8cf0q2YlaRflG0Z6GqAimtLbYWeFdqqTnp9elednSvI0vV9VtbmaKa9l8mL5s4Ht+Vdr4hn+xaJO6OVeQeWg/3uP61gG1mF1o+lpho4Y/tE/wBev9aAKC6dqa6zpOjt9nvLexgWSUSLj5z34HtXRXM0EUeya1mtGPy5iORUPhyVr3UtS1aaMjzXKRn2H/666Fn82TaW4AyQBQBimd4bN3S6hu4o13bJRhh+lcJ4Ok1CLxBPcNpltbLfZYTzNkcHHAz7V0/juztRoMsUcey5uW8tDGeTmquo+GrRNK0iWSeSX7Cyo21u555/OgDZvfKZWS51KaZtpPl267QT+QqO0DSwqLXSQFH/AC0nOT/OujighCpIkMaBlHOKYJEQsmdxXsBQBwOoaXqNt4ztprjUdkF2nl7IVAA6e3tWXaeGbSMa9pUymZ03SxlySTx/9aux8XRzPYRXcK4kgcMPpWddIU8V2N9I2IL6II+O55/xoAm8ItC+gwYWNWjzG3AyMGteSVVmjwMgnGRmsXwxZrYanqWnspK+YZEHsf8A9ddJcvb28IaWREC84PBoArzQy3NvLbhMLIpBLVxUVpcXfg+/sGK+ZZzFl55wM12b63p0YzG7Stjoi5rlYbi+/wCEvu7S30iU2l7EfnfKgn8vegDKbTTaWEE08rNp90d0cw620g6fgSB+daui65JfTN/ahTzrT5IIx0uMcbh9cfrVfShqc+ganpepQ20cMb4YO4ykeRz/ADrIEUW+ALOGW0/5BVwDxKw/gNAHex+dbTKisZL26OX9IU9P50nip9M0fw+15dS+VJDzFIv32aq3hjVEksZ59RAi1BebmNu3pivM/itrb6ncWyRv+6ByFB4NAHG61r154j1SS+vHG5vuoP4RXf8Awt8D/wBq3o1W+jK2cJ+RW/5aGuN8EeF38T+IEgAIhiIadu230/nX03ZW8Gn2kVrbIqRRqAMDrQBcCgYAGAOw6Y7CnH7hDVGGyKdI3H4UAPDHYKiZj36U8HKD6UxhmgBFGDntUZyZmPbFS9FqDdy9AEfOaM00tSbqAJAcdafnp9aiZqUHoKAM/wARWSaho8sL9ANw/A15fHp0kkzi2m4HYV65eqZbOdB1Mbfyrw1by8sLiZEJ4kI/WgCnfxzJdMsjZ7UlvaZRiy1Gs9xc3pUKSxOeavzGaFtr4BxQB9Oxf6lP90U+mRf6lP8AdFPqQCiiigDkNcjdtVnPzFTt6Y/uiueuYJYyXjyCfvK44P5V12qFf7QlyB2/kKoyLGy/db6iqJOYhkjfKyxIgPBUg4Ncp4j8JCNZNW0FxbXUR5RCdr/hXpBtoW6lvoaxtQ0uUy+bbT4XOStJoaPPtH8Ts0gstWEtldgYzJ0Y+1dJEspmj8ycsjEEMMdPWr2reHtM15DFfqDIvKsBgqfauVmtda8IuRMp1HTOonAy0C+/tWbRSdnc9ktYLVLeKRSrhlBV/wC99adJPd3JKW5CQjhmNYeg6tZXHhaG7t7kTRhQM5/mKmb7XqkkdrBJ5MXViO9c02k7I60rq5fe4ktAVjUTSf7w5+nNRNrN0Uw9g6sOoPNaFhoFpbrvkXzJR/E3NXLuKdIs2wR8DlaXs57j5o7GJKItRs2DKAko2mM9q838LwRWQmgQ4UStXobzQ+RcyRAoUBeSI9j7V5PpF2zzyurfekJI9KyqN2sa09WelwSgqR2A61Kr/Nwaw9OlckZbityMArms0VNEu/J5q3EMJntVFDmSr6nEeK0RHQaT81V5SAxqQt81I6hhVvYmJUvpvL0i9kz92FjmvmdZMnee7GvozxNL9n8K6nIO0P8AUV83RsAgB9c104fYiZYc7lNaHg7UhpXi2ynJwpfaT+NZo6N9KqJIYpRIDgodwrV6qxEdz63Vg6KVxhwD+FUSog1UKp69KreGLsX3hixuN252jAarF/mKaCXvnFcEzdbk2uJ5unzxIAWkG0A1n6J4VW3jh+2SAqMfuweB9aXWLkyXcESkjb8xxT7XStTuAZROUB7E9KlNSexdmo7nTQ21vaALHbjb69amk+zFdsiJg8bSoOfzrnYG1awfb58V3H/EufmFaast3DlDlxzsfqtbxmktjncH3PMvi1a6dbz2bxQKXbccL07V5zNK1zAqrZjaO+K7r4q3TvLYKArOi8t6V55DcyyrIBKwAHGKoyasRSRLBOAkCbiPunvV6CxFwoaGNxeAgiMAYFV41aG3FzI4eQDv1qKK+u5XyhZGPQ0EnTSaZLdukhXyTt2yK7Dk+2Ki+wT2R+e/jijfjIBI/lWGbq6WRFa5bdnkZqaPVWIcMyvngfL0osVGRovbvJIyCVblEQkOi4x/KsYhGUqJHeVj8pPb60r6ne28AAlMIPylugwfWs155kZlikiYA581RnNPlY2z7A0IEeHtMB6i0i/9AFaFZ3h8k+G9LJ6m0iz/AN8CtGuhGAUUUUAeY+P9XjtNcNuT83lKcZ+tc7bzpdKCKrfFlZn8eYiBINtH/M07w7YzIqmbPNeRiY++2enh5e4jdsbTc+StWmswjEha0oI1RRgVZKKyZxWfJoW5anKXduN44xU0MW1QBV28gD3AxTlhEZzWbgWmVbgFYgo4qm5UDJxkDirF5LmQKKqSAAnPpXHWd3Y0Rz/iFoPs4aUDdnORWbpmoXlnbm5t5HeIfwYqPxXeBHVACa2NDC/2TGzAKxH3cV1RapU05C1lKyOa1XxF/wAJG32fZh87dhql/wAInf2G4T2ZeCQA5HOK6258PWVzOs6qIZgc5Wta0v7mwj2XCfaIjx0zgCumGNWiiYewfNeRwumaxd6RIYI5BLB0MT8YFc/rtnb3d69zar5Rc5MdetXHh7R/EQ3QMttN3HTmuQ1vwHq1gxlgjNyg7rXVDEK5M6CkjldGsYbK9judQibyVOQqpnNdH4i1+w1OzEP2KQKBhGxXLXDXds5SeKVCP4XFVPPeRvvNx29K6b8xz8nKW4ii3AhVi8beoxitCXRfLg81SCp7CsyFbgJjqSeCRXTaXHO9mPNOUpN2NIRuYccGyVcjg1uWtmHQHFJLbo8yhR3rqLGwVYk4rnmzqSsjHTTWZOBj8Kz7mxk3Ff6V38Wn5UkAVnT2KpMxYCkh891Y8/OmzvLtVT+VFxEunsC4zI3CL71195PFYJv2Z/CuL1CWK9n+0SFy2eF9K2huc8rq5d0fw/NrGpKNTYqhOdue1dh4r8KJD4URdPtwjRHcdvUgVwtpepEygF8j+Lca14vEd9BlBdyMhH3TgjFX1M3TckcS0kqHP2hhjr83Suu8CeHZPEWpPNdiR7OJTlhVOSO0u7kytDEXY5OQR/KuktdQuxZraLOLe3H8MQA3fXvTnURlHDyb2MbxJ4Pgtb4W+nSrPcs2REnJA9zUGn+H9Wj1BYZkZAO4GV/KuutpobBitvEPOccyDkn25rpNKtUWKSWRi8jjv2rF1Vax1Kgou7Mqy0qS3jHmsWbHORS3UKgZHQdq3nVQuBkj3rHvxhGrBnVHsYU5G0t6Vh6lP9psJYsgkfdrYvG227HNcVNLJcamIUJVc81VLqypyWx1fg7w0YydQu0xgZUGrHidDF4cvp5my0r7Y/Yc112ly26aLEh5wvNec+PNbW9vItPh4iiO5sd6KcueZjV92DRzGm2yzvI0hwFGc+tVtzJKzg/KG4rX0u3MULvJ90qax3IWZxg7cnAruW551rI1p7tJbVWiwGUcmslpC7Fn5JpXlDKFHy0yqM2H1pd3tSUDrQKw4Aml2O2fl6VZt4g1X44F2EEUnKwWPpr4Wf8AJM9C/wCuB/8AQ2rsK5T4ars+HWiqO0J/9DaurpkBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHH6iFW9nWTTSU8xm82JuTznnmsyCWEyPLFd3NueRtlXgY/CtbVdPP2ueSG8mheRicBiRn6VS8jU4IlVpYJxj/AJbKAWFUBhazPqV9run6fBcW13DF++mw2GIHOO3pWa/iSWG31nWLuylgJcW1vgZ46dvpWc19BHJrWuXmlSW7qPs8U1uxxzxkcD1oLFToejWmr72b/SJku15YHkDkn1oA9A8OPawaFaW6TKZNgZhnHJ69avbUmaR88n5cisO8QpG0t3pYCgYEtqevvwKjs5xGNljqIVuphuOtAFbXA1x4v021EpaGzX7RKrdDjBH9ah0C7uNY0rWY3URmRjLH+BA4/KsK51e5tk17U9RtWi3n7PDOhyD1H+FbVlqNppOraZZQK8z3dt0QZHOetAHW+H2+1aPbszGSRRgk9sVfkMcExZiig9cmuQ0C41e3utRtb429jAkpMeTliuTz2xWjMltIFZBc37ZByuQtAE+tX9pNps8K5mlKHCxgmuJbUNW1DwfZzW2nLDLY3G1nuGxgDHPWu4C3US52WthG3GcDcBXGWkVjc3+taJPd3uqO8ZlEQyq9D0OT6UAO1KR7fxHp2pXeuRwrdxBGht1Lbjj1wfSuk+yWshPl2E943d5jtU/qK5mO21C88IxGx0i3tJ7KXCmdQzAAnkEiu3s7O7v7SGW5vpMSICyxDA/nQBUtUu4YsE2dmB1UfMR/OuV8VCCzvbDVpdQvZzDINywrgH9K7gaZp9k7Sy7QWH3pef51la74g8Ox2MlvJd27Nt+VUweaAOdhtrW38VOkWj3UsOqQbjJK/B68dfasW3tLn+0J9M1LS/sejxOwhKHPlPnhupPrWpe/EHTjZ2ohWVri3PDHpikXxva6pNJcTQEIygOnUMR0NAGfrEM9w6LdN5VxGvlNKn/LVexPvzXnniGyL3dtbQytLI5Khfx616Dc+JLK5Yh4iAe2M4pfD2l6df8AiaO/VdwhQ4DD+LigDq/A/hqLwxokMRRftUozK46sa6uM8c1Qhck5JyR0q4hPfrQBZVuKkLgx571XzgUm4hcGgC5nEQpiklqazfICOmKdFzzQAshwtVweGNSz5I4qsAVVs0AQGQ7jzSeZ71E5+Y0wtigC2Gz1qQHkVVRwamVhmgCwcbT7jFeS6zoxGr3BXgFy3616uzfLXD62pTVG9GXigDkBpjo+9eH9aqXdhdyMTuJNdWoUGnFUJ6UAe2Rf6lP90U+mp/q1+gp1SAUUUUAcrrMKvqcxKMfu8g/7IrONvHjGJR9DWtqs23UpUIbHHQewqmbgL8u18fSqJM97UY+WSVfrVaS2lHC3MgH0H+FazXCAZIb8RVdtQtg2GIB9xSAyZI5nwPPyy9yKPNuSpgfyijfe3jg/WtMXto7EZjpHksyMOIth6570rAcrf+Fri2uFvfDzCKYgb7TJ8qQ1veFfGNneS/2dqEf9naih2tFJxvI9D0xW9p1rHDbiUEMrEmLvtFUvEHhTTPEsCieMR3C8pcpw6n1zXPJK52Rfu2OlmvIbG3a4uZVjiXkufSuF1X4maiJCNH0M3EOcebKcD8ORXJya/qOh3baV4iD32mWzlFuh90/71dDJcWepWojs7lRbkBjKh+VB6VM6nJqaQpczMq8+Ij3O631vRWsjKhT7RF0B9+TxXLaKjRXBhHzLuOHHQ/Su31b7FFbD7X5c9s427c5yPY+tc1aWsVjqdxaW+TCh3oD1VT2rGpOMlobQpShuddp8aqFycmthWATArD09k3DLEmtfdwKxKkWbXmTmrsrYXAqraL0btUk8i5xmtE9DG2oZpQfmH0quJlJxmpFf5h+VO42rHO+PbjyPBuoYON6Bf1FfPacpz1r2/wCKU/leFJEyctIF/rXhynkr69K66PwmE9yxu4wOtVpFBDL0z3qRAxk46UyUAMwY4zWwke8fC/U1m8ORwM2Cg6mus1GdZbV5VOREc15N8Obz/iX+SrYIGOK7a41SKwsZhcSYDLtx3J9q82o3zNHVCKauW9JvTqupyukfmbRxnpXW21jfTfPc3BUEZEajqPSvONBv9X0exZbK3geaV8gSnGR9cVpw/FW+0q9Fv4i0doEztE0fzL+HArSnT7szqXWyO7bS7SQYlQxSdnUnmqOJdKv0jkYvG/Cyn+Va+matY63Zpc2UqzKw7dV+tV9bh8yyI3bih3KaucLK5mpNs8d+LkksfiGKOMKI2iHB7da8/OnZiBhlJI5eu5+IBOpeI1JY5WNVYHpkZrFhsUicNIm9D1Ve9XHVGM9Gc3iMlot5A7VJGGtm3Jc7XA4yM5/Styewgluv3EKoD0UnpU1xpcUUStJGu4jAxVWJMu1jhu3FxJcRK6/eUg81oxy6Z5TeaYN5PBUHiqSaajBlMBOe4NUv7NddwMZwaQ4mhqc2nrE0cUG4HGHHT9axYhDFG6k7RnsOtW0hV9lrKHx2ye9Pu7KSOBFgtjgfebrRcbPqrQcf8I7pmOn2SL/0AVoVn6CCPDumA9fskWf++BWhW5kFFFFAHmfjLTI7nxcZ2HIgQfzpsECwhQvStDxVIF8RFT/zyX+tZ73KpH1FePWa9pI9aiv3aNKIqQM1OzoF4Nc2upjdtGKuJdBk5NZqelinEuPtaQtUM8iqhwaqS3qxIWJGKoLfNcSYGNtZynZFKI+XmXNV526j2qZuTVO6kEUbyN0ANcHxO3c0hocRqsoutRaLr2rqrRDHaxoOMLiuWsbcXWteaCSCSSPxrryBnaDjb0rpxDtFRHS+K4CnKxVsr97sKZk0AFh94j6VyddDZ6kse3zN7IEl/vLWlb6ndW4G6QSqeuetZCEqepz605cq27r9a0VSUTOUEzfm07RtfgK3Num88ZI5rkdT+FSozS6Y49Qjd6147hxWtZam0YALcV2UsW0tTCVHqeZp4cutPdmvLZlZeM44qZiiRADp6V6+k1tfptlRGHoRWVqHgyyvQxgbymPRR0rrVZS2IXus8xt4g86sF/Guvs1xEoqpL4U1HTLjLxl4h/EtaNujKAAOR61rG8jW/NsXrZCcis7ULZt5OK3LFMntz1pb2y3jIHBrZxvEx5uVnD3lmbuMqRXJXujlAf3eK9MNiysQy8VRvrFSpyuVqVdLQLpvU8kntZImyuTUIuJ14xXoN1oyS/cUAVmP4eZWyFBFUqltw9m+hysd7MDjitG2nuHI2DLe1bMWhR7wWixW7YaPbKAApBzSlOL2LjGS3KWlWt3KULg57V2tjBIIwH7VDZWioRtPStaLEY5NZW1KmyGRcDB6Vg6m/wAxUdK3rmQGM1zF+5Lt78VM2XT01Ma7RW2RHoxzTZLLS4JkaJd8h+8D61HqThZYQCclgtaWj2FufEYieXz8r9zHKmpvyxL0ua1i8UoS2GM8ZA9K858eaWumeIX8sYWQbga9KstM+ya7Jy20gYBPSud+LECJ9jk2/NgjNc+FrNYixzYrWNzktOu1/s50f5jjrXPyEmV8njPFWLefyo2XPUVWb7xI717cVq2ebJ3SEoopMnNUQOAzQFyaeg5xSspVulDsxpFy2wi1ZaYBMVnLJgYzSmTjFRyW1Hc+sPhod3w60U+sJ/8AQ2rq65H4X/8AJNdD/wCuJ/8AQ2rrqtGb3CiiigQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzb4t8Wa1pXjrWIrS8dYku3AjOCOtSW/wAWNYjgeO4t4ZSylQwzx+tY3j0KfHmt+v2t/wCdc7tHc1QHc23i3T7nStP0lhJEq3IluZW5DDI/wrrNEOka74nvr0m3eOONYrclsHAA6flXjq7B1AqaGQwsGhdo2HQocUAfQU+hmHy/sF5JDk9G+YGs7XWuLPSrm4v7KO5ijT/WR/KwPTPWvL9K8ba7pZHl3RuFHRZvmx+ddFefERtW0drS5s/LkcjdIp4AyO1AC6VZtJZaLp9jchzcS/apra567eDW7rl1eNplhfme20qC2n2ybAGYrnpxms5bnS9Q1ma8gkXFvYbIp1+UhsdsVa0vS9LsfDmoQandCV2YSKbp888HgHNAEiyWVt45gntNNuLwX8QYTyN8nOMccetdi9nfTxFZblbcDI2RCuHvfHekRwWAtVkeW3wpAXCnHpWbqXxQ1WditpBHbrn7xGT/ACoA9Lj02wggDztvZcfNI2KwNX8S6Lo+sRXkM8bNGNkyxjJwfevIrzV9XvpHluNRmc53bdxxXKz63PLdOrqFLsAcd/egD2K5+JVpbS3iWdmXhn5G81lL431X7J5EVx5UWMBV7VxAiZ8ewBq+sbCLpwBQBcmv7u/vJDLPIwx3eoWQOo3/ADD3NUbYtl2FTbyuCaACVEVCpwB7UWzMqlUPFVriZcdKIJhxyRQBfEZYcnmus8EER3km41yG/gYNdL4Pf/TJOaAPToG5q/Gc4rNgO5ARWhF0FAFhulRyHANOfoahn/1R/D+dAFlG3Ko9qsoNqVWiAyKsHpQBHI1Qv92pWqCY4jNAFGQ4c1Ezc07dkHNQu3NAD/MwRVpGyAaz8nNW4idtAE7y4Fcv4k+S5jkYYyK6NmGDmuO8ZzlLeOTJ4PrQBUWVcZFL5grmBqmDwxx9anj1UZGWoA+kU/1a/QU6mx8xJ/uinVIBRRRQBhahs+3ybiM8fyFVWeIHGfyFWdSgSS+kJJBOP5CqgtE243t+dWkSKJI88MR+FNKQscsQfwoNkD0lcfjTDagf8tj+VNIBHht85wn5VGbK2cHIQD09al+zMR/rAR7ik+zMpBDIceooYFa5vbXQbeKR8+UW25Bztqrr+trpts95HIfISLzFZRkODxj8zVu5077XbyW8nlGOTue1cVqVvc2WlXui3IaSAAvGxPAHpXLVi0zqotM5t/FC3GnS2l7ah47kneevJ71g+HNVfRtRlsEZ57aYkMnXg+lc8dSuQ/yMpaPgrjr+FWY5wxW4tJvKvO6E8fhWUqbaszrjUjGR30vh6WY2zabdMd0nEEx6Z71qz+H/AOxGEpnM08w/fN2De34Yrk9P8e3OmxGG8tBLcpgKzqFK/j1NKPHElxqsaTSgwythhjO04rnjSktGdFWrFrQ7axliWRU3dsj61tRvuKiuUtGWS+DRNlV9q6qyXOGPNZ3MpbXNdCI4B61QndiTg1LNchFxVeNt4LGrMyusxV+TV2O5UoB3qjNGS3yimwEiQqx6U0Enc5L4u3GNAtYh1ebJ/I15BwcY69K9U+LSSTQ6ZCkZOMscfjXmZsLgMMRP+Vd9JWic0/iIkcKM0ybawDdasfYJv7hH1pDYy9Mgcd6sWyOl8D3QilkUv5ewg4rsLgR3us/bbiZBbQJmOEnlm9a5nw2dC0e1Fzdbp9QbgJu+X8RVHXtWWa7EqOFDHHy9q4Jxbnod9FLluzsbbVpdS1YsDi3tlIB6BjVWPUF1W9mstQmzpzEiTI5X6Gs37faQabDb2sqsWxux13HioL+0urBRZPD++mAkJU/ez0H60k3c3ai0bHh/U7/wJ4jhCzmfSrptqyg/K49D6GvdpbmO7swy/dlQEfjXzle6g0XhuTSp4gyKwlQ91Oe35V7T4bumm8PWXmbt/kr/ACrpjLmjqcFaHLLQ5HVtGN3qtxKR0Yiqceipn5y2B6V6C9lauzM+4MTzSLp9j71rGFkcTldnnN1o6eapiDmoZtNlLqDHkD1Br0ptHtWORIBUkejW458zf9apwFc82/suWRAIYAp9cGoPsNzbqRNaFx6gV6sunRr90D8ql+xLtwUQ/UVPsxqVjwrVIBEgkjgkWTdx8tVjI9xaiOZJN2f4a9svdChmUh40IPoKw7nwskfzQxAk+1JxKvc9N0QY0HTh6WsX/oIq9VewQx6daoRgrEgx+AqxWhmFFFFAHnnjCNj4iLgH/Ur/AFrmpVkkbHIFd54ithJqZcjP7sD+dc5NbKD0xXiYiD9pJnrUZe4jIW28obiCac10Ik9Kt3bIkJHtXOEyXFyVB+WsGranRGzHXNxLeTiJMkegrRhVYNqA5OOfaokWK1+Y/e9aqWsrz3rNn5a55zb2LS0NZjWXrchi0yVvyrT/AIaw/Ecu3TCp/iOBWdFXmkQ9DJ8LRZkmlI56AV0zqOueTWN4bi2WbOepNbDNzWmIleZdPRBtoxgUu6kJzXPYoYBzTjx1oppOTTCw8H5eKVWIHWkAwKWk0BYgvZIj8pIrZstYZNu98g9j2rnqTcwPBq4zlHYXImegw38MgGSr59TxUc+k2l3koNhPda4yG8kjH3q17LXGiOHPFdVLFtaMwlCz0NOHSWsZeCXT1qSZfn4GRVq21O3nRdzDkVO8Ecq5jIJr1aWIjNWRzTi73MWWFJRwKwtQtyIz/d9a6S4DW6P5iHHtXHa/fvaHzVBaI9vSrcktggnJ6FEIoYqTnFSKsROOtYP9tI0w5xmr0N+jnKmldPc3akkaBhRj0FSxwqr8EVRW8X1qZLsE9aT5UNczNS3iYNndxVsuVXnmsuK8wQc8VObwFD84pXBwuyC9usKcHisKSQyPzVq7n3E85qkuD16VlPU3grIzlRLrxdplq5AUPvYHv1r0XTtHgg1/UNU8oKoY7AB1rzfQbCfXPGnmw7ljtjjdXq2qTJaaebcN+9b071FdqMDFO8mZFkpm1OeY8jdwc1x/xakVvsaZGcE49q7zTLcxRjcODzXlPxRvvO16OFTxEmPzxXHgffxFycTK0bHC9e9KOabUkYzmvpHoeSGD6UIvzDNTBeKGAUg0rgaVlYiQB2GKkurNQPl5p1ncr5QXdS3EygH5qwvLmNbR5TDlXbIRTdxz7U6Y7pGIqMfdFdCvYyaPrb4Xc/DTQ/8Argf/AENq6+uQ+Fn/ACTPQv8Argf/AENq6+ggKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+XPHQX/hO9byP+Xt/wCdYG1D2rf8c/8AI963/wBfb/zrDVsfw5qgGrCm7Jp/lL2NP34H3BR5p/uUAQ7Np+VhTxI6YIkz7VIChGTHzQRGf+WZFACRTzIMBse4PNTtdy3DFp5GY9MZ4qNVj/umnbU7UAPVVblm/AdKd5ajhTj8aiKL/exRsUfxmgCQJhRyeuOa4vUgYtRmCjG1sgV1zLgbt59apT6ZbXLmRm+dutAFjTJRdWUbrywGDV+V2itpSeij86z7LT/sS7YHJB6irMkV5PGYI03E80ATWG1bUbwSx56VOY437VTR7qNApVQRxig3Fz0wKAHy2sT8dKFs41xg02OeTPzJV1HiYD1oAg+zH+E10PhSJor5lPO6ssID3xWx4dAGoj56APRrI/Jg1pRNn8KyLZ8HFaKNjFAFp2GKhnYeV9SBTXc1XlkJVR/tCgDUibnpUxf2qvH2qU9aAFIyM1VuDiM1bP3ap3P+rNAFADqM+9RSKd4GetSk4P4U0jMi0ACICatKhAwBTY0+arQCD7zKB7mgCjKrbSa47xjbySaXwvTnPpXV3uuaVYowmuUB9q4/XfE+nXljJBAskm/o1AHAKAe/T2p3mCPtmpFgRjkOR7GnG1TIJlFAH1NF/qU/3RT6ZF/qU/3RT6kAooooAw9QlC30gzzx29hVbzsjgip9RkjW/lDEA8fyFVN8J5ytaLYkd5hz94Uvmev86ZmE8DGfal2x+hpgP8we9OV175/KoggzwGFSbSB9786AF3LgqT8vbiqt/YWup2v2e4UbCCBjtVna394UhMqniJCvrQ7NWGrx1Pmfxr4Yu/DuuTKInNszExyhScj0rJ0bTbjVdTgto1Kl25LDGAOc19VTok8eLqzt50TkiRARj8RXhx1uG21vV9VXTiIQTFBLGgEadAf61lO6RvGaaMDUFtLHUzau7XMKtg7jyPoauaNDY6trTCNh5caZRGHII9TXNXebyWRlfauM7zXS+BdPEl+5Rtx2YJH1rGa9xs0pu7O+0yzdLdpn4LH5cV0luRFB83HFZ0ZNtCkYH7tDjmpri8Rtq+tefbQ65PoOMn2iT5ematAYwijJqjDLFD8q/eq9b3kMLBpevrVEMsoqxkFxmnPFA2WwBz6VNJLbXCArIBVV5UXcisHxTQmeUfGCUtqWnxK3ypET19zXm2TnOT+ddr8UJRJ4nVeRsiAxXFV6EPhRzz3FDe7fnS7sH72KYOtO6sFJAB6mq6klnT/JF2ftLFU2nBHripEEcthcKpDyq2RmqG7/AGtwHSrEEN0SXjiyD941LhbUtTurXE0zUBZzGZoxI5GNp6Cuh07XY2aSWZ3kn24i3dVqj/wjpl2vFLuLDJjQZbNXtM8I6xfTCGw09o9xwZJT09/aolGMi6daUdCgk0+tatBESwQyKCB9e9fRGhx3IhjVUARECg49BisPw18PLXRILVLqITyr+8aZed5Pb9K7tSsa7UGwYwBjGKqMLu/YyqVdLdyEiQqd6qfoKQAD+D9KspyOG5PrTtrf3lrY50UmER6qQfpSpsHTNWdhz/DSFD/dB+lAFcsexpd2Byf1p5T/AKZUhhT+6aAIZCWGN360IuVxv/WnNDFg7twqMQRZ4LUrDudbBxbx/wC4P5VJUcAxbxDr8g/lUlIQUUUUAc9rZxdnp9wVzN6479fWt3xFL5d/j/YFcjqFxuGxT8xryMTK02epRXuIyb+5aQmJDknio4IVto9x+/3qeC2EeXk+9VW6m+8O1eZUq30R1043Kd/dYVjnjHFS6PzCXI61kXcpZxEvO48VuWZ8m2VMYOKmVoxRu9FYuwzb3aJj8w6VjeJYhJZKc8qc0lxctBcowzuJ5xU+qPHc6fIOAwHenBOMlJGckR6QyizRQvGOTV8lTWJ4cZpLRwWyFbvWxkVNXSTCOw+ikyKM1mULTcU48U7bQAzcaNxp+yjYKAGZNJgk5qTbRjBpPyEJjinjpik7YFKOKVkKyZLGzoQQ5wPetW01uaA4JyB7VjgH1pwYg1UZODvEUopnaWutWl3HsnAGeuay9Z8Npe20htHDBhwM5rALA+o+lWrXUJ7ZgY3IA6AnrXdSxj2kc7pOOsTyvWNNvNJvnSZGUAn5iKjs9TZDy2F9fWvZLu407WbYw6lbKXYY346V59q3w/eCV5tMnSeM8+XuGRXoU60Jji31KEeohv4qtR3oyOa5h0mtJTFKjq4OCpHNTxzMec1o432NEzro70FMZFSi5O3giuaiuMAfNV+GYsvBqGmi1Zl523UEN5RCjLHgfWoFb7ue/pXQ6Fpz3V1HIUBjQ7j+FYylYb0N/wAJ6LHo2ltIUCySjezGoGzf6iZWycMcfStPUroiIW8R69cdqZbwpBFvPU15+KrXdjGK3ElbyI2PTAzXz94rvv7Q8QXUhORu2r+Fe4axcFNLupc42xn+VfO8hMl1K55JYn9a7Mogm5M5MXLoJinI2049aOM471KtuW5Ir25NHCx3mKFqJ3D9KkkhIFRBQKm4D45CnOeaeZGkPJzURGelXLC2aY5AyB1odkCu2RJAx5ApkkRQnIro1sSifdFZV+qoDnrRGd3YuUbK59RfC3/kmeh/9cD/AOhtXX1yHwt/5Jnof/XE/wDobV19WYhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzJ44Cf8JxrOev2p/51hokZWt7xvGD431k5/5en/nWGsJI4xVAIY0PTrR5Ip4gfNL5D+tADRAuOtHkAfdNO8mT1oMUo6UAKsJpvktR++XtRvk9KAEMT0eU9OWSQdVpfNb0oATyKcse0EBAW9ab9p5+6amWQABjkZOBQAlvIY2IaMA+tbeiQBYry4bpHGQPxBrMFuT1zk1qwP5GkyJtbEmAWFAGMyhifUmmGBuoro9F8Otq8VztlAkiXcoH8QrEeF45djHBBwaAK3kNTRC2fvGrLLIAcetRlpVPagBBHIgyrGrVnNNa3KyrKQTVfzZcY45rb0qw8xRLcL9BQBqrcXiy71uZM/71WxquoRjct04b35qPAEuQBj0phYAtkAigC6PEWpQgFzHMT74NS2vjCxnv4rKaGWCdmwhKEgn64rFdVYNt54qtdQTNGJLciK4UhkdhnBoA9aj3ZwRz3FTMOO4NeJSeJ/HMV3HE99AUY/fWNen5V08Os6ubcefqBdz1+QCgD0F3Y/wkgehqCaRQp5AH+1xj8a4KfUL14ebyQE+nFYF5ZPdkmbULts9QJWA/Q0AegX2u6VYIZLm9gXH8KOGbP0Fc/L46+05/suxllx/y1lUx/oa5q20exgff5fmN6yMW/nWsmABtAUD0oAP+Ej1550luLqC3gP8AyzRSCf1p8uqvcbgbglT0yazNRsZL9FCEqV71l/2Pdq3Exz7mgDdIhI+YhjQIIcZKVjJZX0bZ8wH2q/BLcKMOtAE7QW7dEqCSyt2BG2pmJK5ziqUsjhuHoA+k4/8AVJ/uinU2L/VJ/uinVIBRRRQBz+qRu19KQExx1+gql9nJHKITWlfg/bZPw/kKrbtvFaLYkotasOVjXPsackUg/wCWX/j1XN+eOKXn2pgVDleqOD7Um8k4DSL9RVwD3pT07H8KAK6Mw/jJ+tNdrjPyyR/lVjap/hFRmNCfu/rQBn6zcXlvoF/JuVisDEbeO1eE/wBqJF4OhticvNO7vz06/wCFfQVzYx31lPayFlSVChIPTNeQ33whvrFLl4JTdwkkxqp+ZT9KzqJs1hY8nuCZC8hywJ4Fez/Dvw3c6fof2q5IRpzuRfbFch4Z8Aaxda2q39o0FvbyZk398GvX3l8pFQQny4+FC9AK5atS/unTThYp3sUwQFfmx6VRVm2EGNt3+6auS34KsNrL9e1UxdpnG78cmuVo6EmSJFcFw2xsfStKIuqjchH1qCC6yo/eD86tiTeuAc0WJY8KMZFAhYuGCKCehxzT40wfmarUA37Rz14ppAeGfEGS0fxbOs4l8xQBlT7D2rlv+Jd/03/z+FanjmRpPGd+xbOGA/QVz+feu6K0RzPctr/Z7c7ZvoTj+lDTWK/ctHJH95wQf0qsRuxTSPetCSz9vZeIoIYvQqMmopp7mcfvJnaosUc7skn6UxM0dJ1aTT7uNudqtkZ9a998M31rq1hFdRLg4AYjsa+cSMKSP/1V6n8NNSktDHBu3xy9QexrnqxNqb0PZvtps7CWRm3COIvz7D/61ZvhnxKviOxluFh2eWxU+/NYfi/VYI7FNMW8jimmb94SfurVPw5q2kaMRDFqlv5bcMme9VSehlUiehkYYlhlT0o3R/3DUFnd297HutrhJV7BTVkpJjpz3BrZGBHuh9SKazxDo7CpSh/uZphA/ij4pgM3x/8APQ0u/wD6ainfu/8AnnTP3H9w0ABY9nBpNzf7NBEPZSKTEXofzoA6aH/UR/7o/lT6ZD/qI8f3R/Kn1IBRRRQBwfjC6aLV/LHeJf61zGRyW5NXfiJPeR+IiLdcqIE5/OuAm1m/gYu+7aOMGvAxUXOrJJnr4f4EdTNPg4FY91Py1VrPVWu4tzHmql7dBQ3NcsKL5rHbFpalcXAfVIkPY103mAKK88a8YagJFY5FdZYanHNbqJ8hx+tb18PaKZKqqTZrRWyyuZpPujpWHrUrKW2tgenrVq81K8MBitIDtxwcVxWp6lqKPsuEOemTVYehKUlqY1KqSOo8MXMTeYrttPpXT4UDHavItP1KaG4BVjkmu3svEIYrFc5A9arGYSSfMhYetzKx0lPTHOarRXEc4HlOGH1qwmBkZya82S5XY6VrsPyGp1R9+KfmkAtA60ClHWpYC7aQrzTqUCgTI8YoqTaDRsoEM5pRmn4xSGgBKA3NGKAgUA5zQAkkmwbiCQOfauI1XxHM2pn7NIyBD/B610WvXTWtm7K4ViMCvOHckuzFic5OK9bAUbrmkcmIlbRHVzavaarEsF/GomGCZYxhunesq401V+e2uPNTHA71kxMJWOzKnuTU8M80NxhWwqjqK9C1nZGEKrRMpkQ4dSv1q9bXHaug8MaGfEzb7gYjj6n1rYv/AIbTROsthKrxZ+YHqKylUjszrp1jn9Pilu7gRQrkk8n0rvoGXTLVLWIbnYfMw7VRs9MXTD5cURSQDDOw61oRoqIS3Lk8kV5teuk7IuT5ncWGJoyWc7t3rUkkhOFHSmNNuXaKcqcZ9K8+T5ndiMHxndx2Xhq4LHDONorwcsSSMda9V+KZmexgCE+Xu5A6V5SGJ5PpX0WWxSo8yPOxbfOOH3xWgnQVncg1OsrAdTXfKJz6Fib7p+lVKVpmPBJpmaEhD165rX02RIl5rGDcVYiuQowaJRBaHTtep09q53Upw8pA6Zoe7G3jrVN23ncamELO5UpXR9afC3/kmehf9cD/AOhtXX1yHws/5JnoX/XA/wDobV19amQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8y+NpYx441kNnP2p/51irNGDgE4rV8cKD461r/r7f+dYPlY71QF8Sx4709ZY+5xWcAV6GjDnvQBqiZB0IxQZFbgEVlhZMdaUCQd6AL5+oo2gc4qj+99TTwzjruoAt7h/dP5Um4f3D+VQq7ZwD+dWPOEQ+bDGgBYj5kgVYsn0ArUg0ySR988DxxKM7iuK0/CPkzahE8kY2ZySQKseJri2u9ZdorphGo2CFehNAEuj+FpL9kuIp0lticNtYZAre1XwxD/ZiW8KwQMpySR8xqj4bSawtpr2GJ44xHgRk989aq6hPqFzE0sl3snzlVx6UAdj4e0SKztFIjUXDrhmHcVzniDwraWklzfzsqRbSQucfNWPpnxB1KxuZVv4VkgQqAAMFug4rv/EWj2/inQY2jmaJim8ID69jQB4oXEjEI42g8DNV5mYd6n1S0/sy4aJwyspwMd6znlaQ80AW7VHubiOIHgmuyiPkRKjYIUVyejttvF4ro5WZwuDQBKs7TyhhwDT55Pl2jrUNsdrMT91RgU7G85oAjikMZ+YZ9jWfe+ZcT/LcSxY7KatzhhID2zVS6mWA+YR97igCHEjXUStIXx3Y1uW24rtI/GsOBxcXSsowK3Ld8Ej0oAnkQ+TWdMNpJzWsTmOsi+B3bV7nJoAj8zAxmrCvi3JzzWeQQ49AKmd9tufegBHuZIzhJRz2JphuZsj7hP1qudOM0ofzsUS2K7v9YTj3oAsfbpBwY1P4006gP+eGfxqvcaTiESJKd3purLkguYzwHP40AbZ1BSMGFh+FQ+fDK4Uqwz7VkeZcr13im/bLhe/P0oA+sov9Un+6KdTIv9Sn+6KfUgFFFFAGJfqTeyHPp/IVUK88mrWoHF9J+H8hVXOa0WxIhU9jzSbX9acTt5pPNHpTAcNwFAPrQGJGaM+ooAXI9aXApNy+lGF9DQA4DGGBwQaZqDGLT7qZflZI2behxggU4ID3IxUd7Ztd6bdQRSbWlQgZ+lJjW5883HxB8Sxs4e8VwzbgSpz+PNPj+JGvxxqXaB888of8areK/BOq+H7iGG4KSiZS3mJnAxj/ABrlpd6KE9OKxcIvc6VNndx/E65K4urJHz3XipY/iJYu377T3H+6f/rV54QxA4peQv3al0YlKpJHqMHxA0LIzbOvuRn+la9t430C5ZYheeSSerLgCvE85HSm4yemaj2CK9qz6VttZ0ebb5WrWrcd5VX+tacN9ZI6E6jZ7PXzl/xr5VDFW4LD6GnG5k6CaUf8DNP2C7h7Vmr4lmE/iXUJAwYGY4IPBFZdIz7lHGT/AHqbk1qlYzuTCmtTcmjk0xC0mRSYNOWPmlcBMFm46Dk11Pga7MWpSQyE7XUsv+ya5hoxg9Rn0rT0uaexuPNhUMCuCaUtQWg3VnuL7Wrl5Z2dt+FOc8VdsfD5uCrBto9T60gtzvMrLhicmtGCR1CbGIB60rFHV+HFuPDrLO16VUdAT1r1vR9Zt9YtBLGx8wDkGvItJube8AiuCCy9N1dpptzDZsu2NkYenQ04uxMoJq53PzbR8xpvzZ+9n61BbXguoRIowSMkVJuyMmtEzAfk+q03b7Coi1J5poAkZAeopNi+lRmUik840AdPD/qI/wDdH8qfUcBzBGf9kfyqSpAKKKKAPOfHAB1z/tkv9a8+1u2iltyzcbR2rvfHTY14j/piv9a4DWZ0js5PMPy4r5qpzfWpW7nuUUvYp+RydhdlbllQkIDjBpNQvBtc5IrOspVWWSQn5c/LWfqV2zsVB6mvUVC80zKVVRhqOt5jJc7+SAa9D8M6et5IbiQDCjgGuE0uzIiGernivXdDtVttPjAHOOayx00lZCpRaV2WpY0VdqooGOwrndX0mG7Vt6fjiundc1UuIWZSMV5EKkozumbpJ7nm0egRQ3JJ6DkVaubZWwFHSt+9tSpJx3qisYLYNd/tpS1bNI00loYsL3llKGgkyvcGuksddjkASbKyevrVaS2XHyCqT2CseB83aifJU+ISi47HXxTRyDKsDUgbPTmuNtru602UgqXWtq01mGcgSHY3pXJUoSWsSlfqba9KcOtV0lDLlTkU8P8AMK5mn1L5b7E5bFKrAioxzS5xxRYlkmc9KOaYhy1SUhAAcUoFKOlIRmgBcVERhzlgFHrUmDWZrl0LPTJWJwzdKunHmkokydlc5LxNei5vjCX+WM9u9c/KSHkkQgR9MHrU01wkjZLDceTmo/KRyF5ORnivoqMeRJHnVJczIUYsMr+NT28D3NxHHGrEEjgd6iMW1fkOM9q77wJoDXcy3UgwiHqfWrqT5FciC1O68L6WLDTY1AKMygmuljwqABsGqUUezA3ZOefpU5ZR3ryb3k2daSRNPFBcH96oP0rKvtMjSPzoZAqAZIJ6VfXoz57cVwHj3xI1nEllauQJP9YR2Hel7P2rsxykom1EUc/IwP0qaWQKhGeoxXlVj4hu7PaUmJG7auT2rpk8TmVV80hx/s1jWwU4/CONVM1vEumx6joEy8NIi5FeFyQiOdkYbSpxg179a6laXUXlGRcOuNtedeM/DaWd0bqJco3PFdmXTlC8JIwxMVLVHAyLg0injmny9ajFe5daHnN2YHFGaD0pKLhcM/NntQcZzRRQMXNLkYptB6UAfW/ws/5JloX/AFwP/obV2Fcf8K/+SZaF/wBcD/6G1dhQSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfLPjq6VPHutrg5F2/8AOsD7SG56Vo/EGcJ8QddAXJF4/wDOubFwSORiqA1FmQHJao31BUbA5rPDAn79Ku0HnBoAvjU27Yx9KeNRbtj8qo4UnIHFOwDQBd/tGT1X8qRr2Rhw1U9g9aeEA70APaad+j4pF87/AJ6E/U0Yz0pwU460Aei/DnTIr95FnkyVGQobFZ/iW1uItfuLbTEERU5JbngVg+HdYuNG1GJ4jkM2G56V6kLe1lvX1O7UNEIPNcr7ZNAFuy1CO08L2/2p8zun48Vx9hrlzqd7PDdafIkXIjuDwP5Vq6H4h8O+ONUk01LW4glQEwkHg44raOiM08dvgkxnrjjFAHn2iaJf6v4mbTJpW8q3k3ndz8vXr+Nen654WuEs459Jv5Yioy+H4NbUGl2mnBXjhVZnTa8lWYLpBZ+TImU6E+ooA+etRmujdyR3ErSMjffZs1TyM8c+9dJ8Q7axTWj9hDRDPzg9M1ySoueXP50Abeic33TjFbrvzjHPaua0qZba6yrZLDFdHBKsx34+VR8x9KAJyNsCx/xZyanjGAT3qrv3uz/lUsMm5sHrQBJMgYCsbV022ak87TW4xHOT2rF1bJhYDlaAItLXcglA6mtmJSDn161S09VjtI1xzjOK0FPy+9AFjeqxH1qqsQcmRutSAbmA7VIyFUIA4oAy5UXDYqvcnbHGtaDQsV4GSTVeaHfcRoeo6igCjKHIG1x+BqJopGGCjH6Gt1LGFOdgzUscaAnKAfSgDmHjugvCSYFUpbm6Tk+Z+NdnMpx+7kQfUVUeORhyI2/CgDkP7UuBwQSPcUv9oM3VVJ9MV07xED/URH8Kpy7UOGs48e1AH0xF/qU/3RT6ZF/qk/3RT6kAooooAwNSVzfSFSMcfyFVfnHBxVrUWI1CUZ9P5Cq28etaLYkT5s9qd83oKQOM0/d9KYCB8DGKcGyelAYY6UFge1AC0gHuaUc0CgBwGPf61Mozjio1GTT5ZBFaySg/dUkfWkxrc8k+Lev77qLR4GG9AWYjqM9RXkrx+bLgKSK9E1Pw3capqtzfzufMmck5/hHpTYvDlpp0RluHUMvODWZujjV0orD5sgwoGcGsyd1VyoAxWvruqefM0UBwg4471gOrOcgfWgZHKeTio8ZHvU2MtimOdpoAZtA5IpDjPSnYLDNKEFADSxIxk05Fyfmp6R88VIybBQBATg4qRdneoX6470nPQ0AXVijYdakS2Un/AFgrOCsf4qmAcfdyfxpMDRW0XI+bNalpaRKo5x+Nc6sk8Z5BAqxHeTBhgnFIDsIIYG+9zmrg0+CRBsZR7Vxi30w6MasxajPgfMc0FHWJpZU5U49CDW7plzcRgRzuWA6E1wUWqXm4fOSPSt6z1WSTarjBqW9QR6fo2qCKQRuQQ1dPhWAI6GvLbC+KkbuvrXc6LqiyIIZWA4+U+pqosznHsa/lKfWmmICp+PWoyxNaGRC0efWm+X9fyqYZ9/wpef8AaoA6GH/UR/7o/lT6ZD/qY/8AdFPqQCiiigDy34gSeX4iP/XBf615V4jvs2zIO5r0n4mTLH4kwxx+4T+teMa3die52I3yr1rx1SviZPzPYjJRoK/YpPMsFrtz8xqpaRNdXQJHANRTMZZcfgK3NNtvLVTjk16UpckTmhH2krdDf0aySe4hUjGw16JbqFTA6AVyuhW6hw+OTXWxL8uK+exNRykd7StZEu3K01o/lqZOBilxXKQrmNdW28EGsSe2EchrrpYgRWVd2oJPy1pGo1oaxlYwwKQx5q09uU5zUQBOa15luaxkUZLfJ9azrmyLkhQU966ARbu9Nltice1aRq2G43MK31K5sAFOZIx1NbllrNtebcPsb0NZ9zZqufl61ly23k/Mny+4Fa2hVWpm7w2O6jmJHDBhT/MBOcV5/DrF1aSgbi6V0Vlr1vcKodtrmuaphpx22BVE3qdAHGKerVUSTIB456c1J5oFcrTWhZY3c1ICMc9qrKwPNSDkGk1YglzuXPauE8R6k17f/ZFX9zH1Oa6+/uBbWbtu27RnNeZuzTXsjcgMc5zXo4ClduTObEStoVJYwpO0dTSK5AYelW5Fj3AIc+tQvHtkOOc9favZSvqcDTTLVnpz393BCj/fIyK9y0PTV0vTool6gc1598PtC868N5KC0acgmvUl2ocg5U9BXBiqivynTSjbckjUHJ9aXPbFRrwS2eKeZFBUdzXGmavcrajdraWcryMAiLXhes6o9zq8833o2Py5ruPH2vAEWcTkY4cDvXm2N+csNqnNd+Gp9WYTldgsweQsBye3pUgeSIjacYPNRRKEdnI4PSnyOXyuB07Gupy7Gdy9Z3EkkyoJiGY8YNes6B4cju9LEeq5m3jnPYVwvgrw9HfXcd1JGwRPUcE17PDEqqqA/LjHHHFcVaolL3TaEbrU8x1f4MLdStLY3oTP8H+RXner+BNb0aWQNatJEh++BX00p2MSPwpzBJ4zHMiup65Gc1VPFyiyJYdM+PXSVWKsCpHUMMU1gxHQAV9JeJPh9oWqxNK8a27DncorxXXPCiWN68djKZ0U9RXdTxCnuc06Ljsctx2oqaW1mhcq0TD6ioDkdq6Lozs0LRRzjOKTI7daaVwPrr4V/wDJMtC/64H/ANDauwrj/hX/AMky0L/rgf8A0Nq7CkQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfJHxBUH4h69/1+P8Azrndore+IXmD4ia9gcfbH/nXN72BwRVATbFPBo8lPU01JMHO2n+d/s0AHlkdDxShJFPymnCdMYIwaekkbHhvzoAZ+/qTdPjoKXcv95acHJ6YoAaHlH3kzTvMf/nnTxnuRRu5xigB9s4EikoysTxmu3h1+8gaOIqrxvHskRv7vr/OuX0iJbnUIQRghsAHvXX+PLaIWtnb2zbb1gF2Rjlh70AJ4a1DRPCl5c3linmTTgh2P/LIE9q9F0LWhfbJFRmjC539jXkWg6KbKVZbgM94BiGNvuyA9Q30/pXt3h7RksdJt92C7Lkjsp9qALDO12dpDAN3HSmXKJFHHCoYv0Ga1mCqhGOQtYrziXVokAPyrmgDz74nCBIIIUgHmv8AM7DrXmQt+eBxXrvxItbZbA3bA7yNoPpXi4mmU7QzccZoA0EjkQgoMN2rrbVDDYojfecZNcjpTSy38QZiRnoa7mWLIXA5AoAbEvy1G8nlODU8cbCory3eRfkHIFAD5ZwsQcnANc3c6oszmNTnLYzV1ZzOr2dzlMjaGNZf2aO1ZlVQAp4PrQB08AwsYP8AdFXRVCxYMiE8/KKuBucUAWIly1WjHlCKrW5O6r4OVoArpAduR2NYWqvdJdZtFy1dM2BHgVg3Mjec20cigDI/tDWEPMGakTWNRBw9tVppLgD7oNRm4k/jjA+lAFqG7aVcyIFNSK288JxWRJKucmL+dOTU4o+gYUAatzH8oK8e1UpiFT5hUf8Aa0TdQ1IdRtnI3frQB9KRf6pP90U6mx/6pP8AdFOqQCiiigDB1EA38n4fyFUyvPFW9SbF/KMen8hVXdmtFsSJtJ4pfKPrRuo3UwFCkClAIPNOVvlFLnNACrQOtHSgUASpSXCF7KVB1KnFKtSrT6AeK6r4kNhPLA+A8fyt9a4zUPEs1+WBfHbFR+PJTH4u1KPJC/aG49smuetovMkJ7AVznSWSu59x7004ANN3ndjPQ0P92gCAdSaYRlsmlPA9qZuz2qkApOeBUsMRanW9uXOcVZYCEEdCKBoaAIs4UHIqpJPtb+gps8xY9eB1r2f4U/DzTrzQm1TW7RLn7Qf3KSZG0Dvx65oE5WPEiQ53Y+buPSge2dvYk5r67tvCHhyCNki0a2QMMNgE5H4mvG/iR8LpdJaTV9FiMtmSS8CDlPpQQpXPLB0pyy4NRbmBIIIz+lFBZeinQrhh3q5AsEmORk1iZI4FPDMAcEigDpY7SI/3atxWUeAAFrkUlm/hkYVOlzeqcJK1SB2Ueng8gCpVsrhW3RqTiuTh1TVImG2Xn3rTtPE+s23VEkHuKVho6m1lkjYeYrA966PTtSZJFGcCuHh8dzLxeaPG6/3lPP8AOr1v4y0Sd9rLNat/tDKijlGe1aXfR3sSqX+df1q9t/3a810jVlV0ltbhJY/76n+leiWV1HeW4kRj05zWsX0MJx6k2Men4HFGf87qcBkcFSOxpyr6mP8AGrMzbi/1Kf7op9Nj/wBUn+6KdWRQUUUUAeC/Ga98jxSUzz9lQ/zrxxmLl3J5Jr0z45y/8V4I/wDp0jP6tXl5yTWMKaUnI65VG4RSJbKLfLuI6GumsVDuigVhWh24HrXWeHbV5ptxHyiuXEz5UdVBWOs06ARqv0ragNUreLCitCMYFeFKV3c6epOtSAcU2On96zEIV9qjkgVh0qwKWl1E3qY1xYjaSBWXLbeWeh5rqmh3Cqs9nvWqUjSMjnY056VOYwe1TzWrxtwKUKehp8xfOUJrVXHSqk1gpXla2vK280wx7mqo1GhuSZy9xozYJCjBrJn0eWD5kyD2xXetBUEsCEYIrdYtojlizi7e+urLHmuxI6Ct6y1uKdArYDe9N1DSo5MkcGuUu7K4tGZlc7a3UaVZe7uJ88d9j0COYMAVOR7VOrscgcV53Y6/cW5VWkyBxiuis/EMcpxKdmRwc9axq4KcNUCrRloyXxTdFLFYs8txXFNKSCVNb3iaczxRyJggL1rkY3YOxNelg6dqZwYl+8aIYLGrDqetLb200t8gGTvIGKrxSK8J9RXX+BrIahqizN/yyroqvkjczj7x6doNgllpsEaDaSo31r7C7DjAHApqKFjGKmB+XPevIl7z1Ou1gChSAw4rK1/U4tM0+ac43bcLWqzYQse1eU+Pdba6uxZxH5I+taU4c0iZysrnFalqE13qDySsW3NmmNGmQqgkt3FROf3vbFSwud/yk16ajZWRy3vqOSMs/lE8LV3StO+3apHAiklj1HpVGIF3YA8sa9U8EaFFBaC8cfvayqz5IlRV2dVo2nRafZx2yqBgZzjvWyBsGM1WxhRj61IrAjBrzm76nUlYkViTipGJAznjvUIkVST/ABGsPxHrq6XYsQw8wg4ppNvQGZPjLxIIM20TgcYPNeYvdyGV3BB3elN1S+e9kaSQ5YnNUoFYIWzzXoQp+6cspXdjREcZH75Q2ecmqk2h2l0+UOw1HJM/DZ6VNbTSO454NVeUVcSSehmSeFJxuaNt47Cs+fRr60XLwMB/u161oNisgWV1ygrpJ9OtLtQk8QIxXJPMeR2ZbwqlsdX8LQR8NNDBGD5B/wDQ2rr6yfDFtFZ+G7K3hGI0QhR/wI1rV69OXPBS7nDJWk0FFFFUSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8mfEGBm+IGukHreP/OuZ8ll44NdX4/b/AIr/AFz/AK+3/nXOAjvVARBD6CkIx2qcEE9KeEBoArbQRygo8lD2q35VIYvSgCt9nT/JpRAR0Y1Y8o0mH9KAIvLk7OR+FLtnHST9KlAf0pwD5HFAG94WhdtXt3k2lV5znvXq/h3S47zUZNRmRJGRsJld1eXeEpNmpJuxsY8k9q9ksIpLCz861IIbkAdDQBBcaJb3niIBUAjB3y4GAD6CuxijVlG3Hlrwq+1cvZ6hG8jlnG8n5setbWk3qTqyKcmgC/LGBG+Gz7msm0t1N1NN0YDjNaV7OlrZvJKdqjvWHpl61wt6SOj7UPtzQBzvxBBm0vyhggc815IbOPZuOM98V33jDWRcA2oPzIcGuGnjiRCXlWMn3oANNWOK8RscZruEh3YOMgjrXlYvp479Y4yWQnG7HSvSND1EXtqbab91PCMKD/Gvr/KgDQ8kA44qKU7BgYp3mMsuGpJzGwyDQBi6lax3S7j8rryMVg3Db1dSeY8D61uXlwsQZs9BmubiPmyOjH53fP4UAdNp2RChP90VdjbL1Xt12xgY6DFWIVySaALkJwauK2OT0qpAuG5qxn5sUASk5U+mK5W71NYZnIBYZx8ozXSXsnk6dM/fbxXntqZlkLEbstnmgDbS+B52t+VS/bEPVT+VQLG7AZXFTxw+1AB58BHKN+VV3FuehFX1jXGCtI1mh6IKAMpoIm/jA+lRNp6N0lGfStQ2CE8jH0pf7PTb3FAH0dF/qU/3RT6bH/qk/wB0U6pAKKKKAOd1NiNRlH0/kKqjLc1b1Nc6hL+H8hVUDArRbEiYNLtNKOtOpgABxTl60DpSr1oAdQKKBQBKtSLUa08kKjEnAA5pXGtz5d+I7IPG+qbWGBIf5msqzG23J71N4vZZ/FmpsDvT7S53e241lxyyRpyeDyKye+hui2y/MMDnPNNJ3KcA8VB9qc8EUfasptxx3pDE+/8AKOTV22sWYAsuPrT7a4sIQCyln7mrD6nbkfu8g+lFwAqluvNZl1MWZiM4NNu7wynCmqm4sCOd4wB70XGja8K6FJ4j8Q2tlGrOm7dLt5wtfV2nW0NnYQWtvGyQ26iNAwxkCvEvgQo/tnUQYcMsPD4/2hXu5wAxJ+6cD3NUjGe4EnO5RgnqKC2QVaNXQjBU9D9aUdKAATgnnHAq7IlaHjfxH+FfnLLrWgwEEZM1uowD7ivE3R45WidGWReqkcivs9h90lfYqD1rzvx18K7PxEj3ulhLbUQMlB92U+/vUtGkZdz5yPrSgir2p6NeaPfSWl7E0cynlWH8qp+WaRaTYqnHSpkmdOgBquQRUifdpWAvQ3EZI3x4PqKu28sTvjOB9Kxg/lndjNSxzjOdpFMDokSJyRxj6U99KtbmPBQZ9RWVBcjHWtK1u9o4b60DuRx2OoaJILqwlJA/gPT8q9K8HeMhc7VxtuOkkTVxUV+oYZIYVMkMLXAubR/JuFOWP96gT1PfYpVljWWNhtb+HHSpJI2GMBDn3rifDPiEFYknPUYNdiLhD905zzVp3OeatsdDF/qU/wB0U+mRcwof9kU+oGFFFFAHzT8cQf8AhY2f+nOL+bV50sTMScV6R8cVcfEHeFJH2OL+bV5y1ywQYXnNQ2+h0QslqWLeItKiD7xOK9O0Cz+z2qbsAkV59oKNLfLLIh2Kc5r0S11CP5VK7VHevKx0pPRHfRVkbsUe0Y6jNWlUYrLivVY8HitGGVXHDA15Ci+pvcsIMU8jAzTVNPPIAqWhCjpRR0AzS4qbNg0hQaUimrSiSMnG8Z9KFEkRoRIORVCayK8irUuo28CkvMgA681mXPifTYR8rbz6A1pGlOWwc6QrRsBgioghAJ4qn/wl9hMSvlNkU+HV9OuPuyYb3NW6FRbopTiydjUMgBqRpEYfKwP0qNgQvNZONtzSyKswG3kVkXlssin5c1syKWBAqu8QxjFaQk47GiOG1HSyrEpkVjMk0L/TpmvQrmzEmSelYl5pIJJAr1aOLTVpHNVw6lqjmZbu4a32M2RjGDVNJsE7+9bM2msqng1jzwKucnBr0acotaHn1ISXxE8LhmABwK9L+HMHlJM7Hqa8lWUxnAPevQfAGvLBLJDOwVT0JrPFQbp6BRmr2Z7PC4ZME1Kj5YAYrEtbxHj3K4I9c1cilLIWDe9ePzNrU73Zjtbv1sdPlkOM44FeH6zeyX107lAofkkV3Xj/AFcQ6elvv+Z+DjqK8w8/92oJbp3ruw1PS5zVX0HyKrooUjNKsTouN45qMBcZHJPpTkQkjcxU5712XtqYW7GhodlLqOoRwRA/e+Y17tplotlZpDz8qgfWuO+HugxxW7Xrj5m+6TXfunzCvPxEuZnTCNkOQ+vSkZccg05VPTtSSHbXOtEaXIpp1t4mkk+6B1ryPxZqhvr1gHO0ZAArsfGeu/Y7BrdOXPYV5SZjISzcs3OK6cPDXmZjUl0RWMMrOWB4pitIh25GDVlpHGQBxUTRMwzXZcxt1Ek3NwD1rd8PaW91MnmA+Wp5xWPbW0ksqqoLEnGBXpWi2QtLNARhiPmHpXNiq6hCxvRhd6mvbQLbwqiLgCrAdl56n3qDzOgFSnkZrwJtvVnbGKTPRNAOdDtT6qf5mtKs3w//AMgK0/3D/M1pV9dh/wCDD0X5Hh1f4kvVhRRRWxmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8l+Pw5+IOu4HH2x/51z6qR1610/j4H/hP9cwf+Xt/51ze1ic1QDlUDmpVIqPYwGTTlzQBMKcGFR54oXOaAJcincegqMDPenZoAdgGjbTQfelz70AWbWYx3EcSkruI5Fe+ABfAykHaVgYhh1zivntCGlUqfmBBFe73c/wBn+GIlfO42/wDMUAeWWniyWCNlbdlZCMg8mvRvh7qcl3I5lU4c5XmvPfB+iJ4gkuodmXCFlPvmu2+HlvNb67PaXGVa3O3b6+9AHV/EO4Nl4auJA2cYwPxFeceGvF8lvp85lJIY8d+a6/4vvv8ADfkliu9sZFYPw/0W3HgS8uZIlkddxUsPSgDhNTvrnULh5IwF3k5JrKlsGjTe7eYffmrsrM07OhAyxyKjnSd4CARz70AUUTdglcDPGK6+2jgv7KK4VylzCMfKcEj3rjAbqH5Sm/6Gtvw/qXlTPHdKYy3RieKAOpV7hov9IwG9qqTSuqkA1dUqoySWB7gZrPusjeVXj60AY2q3B8o+uKZolk0zeYw5PQms68uhPqKwK4IJ5I7H0rstMtxFDHgdqALAhIAFW4IDjgVIkRPHU1dhjCDLUARCLCdOaRYuvPOKtEA9Kktocu3AyRwM0AYusNJ9lWJMZPUGsWO3YKMqgI9qk168kGohUbhOCM1lvPMxJ3EZoA2MSD+DNBeReqYrDF7dp1LEU7+1bgEfKx+tAG6svqtSeeO6YrDTWWUfPGab/wAJFGTgxmgDe8+P6UnmqeN1ZK6xG3RPzqT+10HWIfnQB9LR/wCqT6CnU2LmJP8AdFOqQCiiigDm9Uz/AGlLye38hVTn1NXdT/5CMv4fyFU81otiRBnPU07n1NJux2pQwPamA4KSOpowR3NKDxRmgBVz6mpQDTFPtUoIoAemdwA+9nvXnPxU168077PY2twYkmQyMynB6kYz+FekoV/i6V5R8WNY0Z4o7XKzaihwpQ52r6Gs53Kirs8ZuSHaRnYlmOST3qsOVHtVthHOTxg1EyBPlrNGyIDmm4FSMKZimMZt5p23ijac9aUfLyeaAGsnGaQAjDE9MVYOGXpULAnIoGj1b4GXax6/qMbvtLw/Lz1ORXvG45JILHPQjAr5b8A63pug+IRd6pA0kO3Ax/CfWvZ4vi94TkG17iWMFvlHlt/hVJmUk2zui/rn8Keroxxvwx6DvXlN78YtLtpcW1y0y56CFhUB+OGnIvyWc8rdxnaP1FFxcrPVrvULSxXdeXUNu4/56HHFcL42+JtpoljG2iXltdXjHjacgV5F428YweLmV4NPNtIpzv39a5FF+bqcHrRccY9zV1zxFf8AiLU3vtRYNN935RgAegrN8zHam4Pc59KTODx1ouap2LCSxbfmWngwN0OKrbiRgkVGQM0XEXTFEw4ekaIYwrVTAIPDUqtIp4egC0iNGctnFW47kgYBAFUUvGQgONwrQhOnTrmQmJvXOaAA3Xl85/KrNtqbxsCSfzqhcQQLzHOrCqzTKBwwoA6yLxNJC8YTPUdDXt+lTmfT4JycEoK+ZIJwbiNepLDAr6Q0LL6ZBGDyEA4qkZVD0i35tov9wfyqSorYYtYh6IP5VLUkhRRRQB4D8YYlfxxkjP8Aosf8zXArZQuOUxXo/wAWUDeNc4/5do/61xSQF2AUV5tao1J2Z7NCknTTaG2kSW+Aq8VrWwJbcx47Co4bJlX5lzVhYGwOCBXK6nMW48pehuMr04qzbShSWVzuFUF3RJntTo5iAQcAHvWLjzaISZtw6uc7NuT61p28wdcvgZ9TXCXniG0sUO0hpBXO3PjG9mbMchQfSqWBlLYiVeMdz1u41G1tF3SyqDnjmsu48Sxk4i5HrXmh1Y3IVp5mZs+tW4ZVuiETdj2NaLAKKvIzdZS2OnvNbnlB8qXb+NZqateK5JkLfjVL7M27G4gCrMOmySAMqux9RVxp04k3k9iB0nldnklYhjnbmomV0HPBrdtvDuoTOGSN+fUVt2/gG7mO6Z8GnzRQ+V9Tixg4VSAx6mrNtZTXbCOBGLD0HWu7tvh2qyBpJs4PTFddpegWmmrhI1LHvip9qNRPLIfC2tiMyrG/sKjI8RWx8uS0bYPavajF27UPbxuPmVT+FS5J7oq7R42l3d7MSWkm72U0x74R8yQSL/wE17A1jarz5KZ/3RUMuj2cwy8CH/gIrKUab6FKbR4le+ILeMHED4B5JBrFuvFAckQxY49K94m8LaVMjJJZJg+1Yd58M9CuVwITFzkFSa6KXsVuiZ1Kr2PBbvUru4Ul/lX2rNd3frXtd58JbfJ8i4O30NczffC6/gm2xMGSvQhVpI5akKj3Z5sD83Iqe0vJLScPGehzXcH4Z3q5zIoJ9arn4c3kf35V/Cqdam1a5n7KS2L2k+KBNtZCRKo5Ung12dj4jEkCB1ZSxwfSvP08JtY/vdz717iravcRxBNx2iuOapt2R0w50tRPH9ysupR7ZVKAZxmuOMwLgdq09dje5/eDkqOtc/5hRsFSSK7KVNctkc85NvU3YXiCn58MO1X9HgfUNQiiYgqzVz0U+SMjHrXY+A1iuNZBY42fdqKsXGDLp6tHsOnwpa2MNvCNoUDNa6kZwxrLQhYyAck1OJTwCa8aUrs7dkXmfHTpVa9mjggMjuBQXJj69K4XxtrDxlYY5cL/ABAVpBczsS9Fc4zxPq8uoai5XO2sGNJGO7PSrjv5shHY0zHkNgcjrXoxSUbI5W/euOQFF/eDrTDMADgZA6USzPcDavA+lXNJ05ruYRgfKDzSl7quy0ruxteGNPMr+dKuB/DXaoAigfnVS0tEt4ERVxtq2eQSeteDiavtJM7oU7IUt6U5ZGAFRZxThIcdK5WzY9P8PHOgWZ/2D/M1p1l+Gznw9Zn/AGD/ADNalfY4f+DD0X5Hz9X+JL1YUUUVsZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfKHj8/8V/rn/X2/8655XYdK6Tx8o/4T7XP+vt/51zuMVQDt5xzTlYVH0o3UATZpR1qDdShuaAJS2Kbvpu6jdQA9WzS1HnNPWgB8Q/0iIr3YCvoDULT7b8OGgPAFsDn6DNeAoC7rsYhsivetNtpZvBywTzPhrc9PpQBxXwdYprt5AvI8snd6YIr0TRIlHjHUZQg3Mev51y/w203+y7m+u52jUSv5cYB5P+cV3ukxwrf30qQjcX+dvWgDzn4yakWubOxXpncf1Fdn4I0xV8Aw22ObhCT/AMCFebfEpnvPFcqMW2Rp8p9K6rwL4+05fCn2e7lWG5tF2orcb/8AOKAPKdShNjql1bn/AJZymofOVhwy1b1E/wBo6jcXDKQJXLADvVEWIBz09qAImbDbmcD0xWbqV2snyqxBHcVsS2gMTE/wjNctK+5392oA1NO1+/tGEYuC0X+0c0l7rd7PNsSYqHOBmsYHFWbBDc6jDEOhPWgDqNB0WEN5jEyPnLE/3q7m1VVCr6CsmzgitLeNSdxqylwS/wAvSgDbWVV4H3qlWQMPm61nR/ORWjDFgDOaAJkGfuio7u7GnW7zFlMrDCjNQ3t/cW8bCJQgx96uPV3mvJZpJGlZjyG6UAQzPcPO8jRqxds1G8k4H+oP4VeC5G3CrjsKUoCMUAZxuWA+aFqQXkX8URH1FW3iI+7UeJF+9QAxZbRvvL+lL5NjIcqR+VKZFHDCnZT+6lAET2MLNlXxxUD6c24bJKuYB6Ip+lO8vv5Y/OgD6ci/1Kf7op9Mi/1Sf7op9SAUUUUAc3qh/wCJlL+H8hVQc1b1TA1KbP8As/yFVM/lWi2JEPSlWjcnejzFHQUwJB0pah84elKJcngUATrTgear+Y1SJnNAFlGAbJwO2TXk/wAQvh/YQw3OuwzyJKx5QnOfpXq655PAAHJJwBXnnj7xzpEWjXNhDcLNdk7SgXIFRPY0geKS232dN2az5JdzVbluIpf4aqvtz8owKzWxr1GZyKSkPWloAKQ9KWigB4+7S7gO1IjYoOGNAEkUbXUqwxDMj8KPWtu08C67erxboFPBbPSsBAUYMBk1eXXL63TbFMVHsaAJtZ0F9Euvs08i+bjtWMAFyD17mpp7mW5m33EjSH3qMr8xPQdqAGBVB71IvWk2j1p9AA1R96cc03ac5oANppdmaXDU4A7aAGeXR5dPCHNO2Gi9gIxE3fpS+SRyKmVeKlRCx4o5gKTQM/XP4VEI8dc1qyICMGo4oQW3M1HMAzSIQ+r22VLLvAIr3/Q5GCI8L7F2dDXiumP9mujLEQWxjpXpGg6w1tAiS+melCkZzR7vakmzgJ6+Wv8AKpqr2D+Zp1s46NEh/QVYqiAooooA8R+KabvGfT/l2T+tcxYW58zcRxXYfEuJpPGQ2jj7On9aybW12gEivBxdW1Ro96h/Bj6Etvbbjkrx2qaS1jKkYANSblTGDgetZWpaxb2yNhwzegrjgpydkOVt2U9TlXT4zIzAqOgri7/xHcXW6NDsT1FS6lqUuoStkkKeMVkT24Tkcn0r28PQSXvHnVakr+6RlywLSHJPfNQlsDrmnGN24CGtXSdCnv5kAhcj6V2PlgjkalJmdBFLI42IfwFdjoPh2/nYOuVHuMV2ug+E4LZFaaFc47iutt7SKBAu1QvsK5Z1b6G0IW3MfRPCVui5ulDsa6mz0eztUwkC1UF0VYBBxWlbTmQc1w1I66HXF6WLaRRoMIqj8Kd07ZppO0CnbhWLutyhpAznAFLkkjDfhTHkCt1A471j6l4lstP3ebIhI9DQkmO2hvbwBzVSTUYIc7mA+teb658QnRCtoOD3rkpvE99eqGklYZ9K0VKbM7nqeo+OdOs5jG7bmHZaor8RrItgI2K8p3G4dnOS3qTQqsG7VoqXcLnrB8fWnJ2tjtVZ/iJCp4gbHrXm20jlmwKd8zLgcj1oVEfMz0CX4iWyru8hj+NI3j23ljLx22cda89ezcxZXJp8cBSFgofNP2a6CcmzrpvHkG4lrRgfas2T4gWTyYNu/H+fSsF7e5XgRlgw9Kqy6RMf3hQgn2rSMKfUV2dBL420ufcrwMuayLzxFpjIREhz7isd9GuZHJETAfSqE+mXUchURMfwraNOm2Z+1mkWrrWLdlIjjyT61g3MvmybgFX8avf2VdsceS5z/s1G2kXm7H2Z/wDvmupOEVozBuUtbFDeQOua3/C2rNpmrJIoyp6g1nto98Fz9lkx9Kri3uoZQRC4K89KJKM4tXCMpJ7Hvtlr0N0iDdtY1sR3Uch+Vs4rxLTdYmKq0gZWTtXUWPiJ4Y/M3Ek815VXD66HZCt3PSbi48u2ZwegJNeH67qst1qk7MxMYYgV3c/iQS6RMS2GKmvJ5Lvc8hPJZzW2GotPUmrUXQui6O7JNSQSM8vzcqaoKVJ+9VuMqmDmutx1MIu5eVWE+xF+8cV3mhaalpAsrD5mrkdEUXV6BjIFeg22IwqnpXj46pJe6jvoQurl5VG3ikKE8UwNg4qVea8hs6hhjApCCOgGKkZTUZRqi4z03w3z4es/9w/zNalZfhz/AJF6z/3D/M1qV9ph/wCDD0X5Hz9X+JL1YUUUVsZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfKXj7P/Cfa5/19v/Ouc3YrofH7keP9cH/T2/8AOuaLEmqAeW4pNwpvWjFADgc07pTRTxzxQAoGaXYadgKOePrT1JbqKAGBeaeF4qQIKeqigCJN6kMp24Oa7qH4jzR+Hjp/2cfaguwSZ42nj/GuOjiDSqCwwTW7dWunx6cG+Xf3INAFawh8S3NwJrK7IjL8DPQ1714PhuLTQ4E1CQNet80nPWvCdM16e0jW3s+EDbiSOtddYeM9Ykly0ETcDDbqAOe8SXdze+J70y5H7wqFqZfDE72f2zy+gz0xxVK8uTca7LPKoQs+Sua7Mawv9k+UjrjZ0zQB588h+6SSUP0xQHJ5606YK07kDGTUeMcUANuJCLeTA52kfpXHpE8rbV+9k118jKq/P93BzWDJFYtOGhkdGzzQBlSqYshw270Faeh2rrdxzyHYueAalitrYTGV5t8vueK0AheMbACR6UAdUsZGChLLipY2yp+6pHqa5q58RRWOniMFvPAwPY1yUmq3k0zSG4fJPQNQB7DZzKqqd2455FbMN0jdAQB7V4hb69qdkw8qcg/3Wrq/DnjgvcrBqIC7j/rAelAHT+JtQW0i2k7pG6KKwrWSL7OpL4LcnJ5qn4juje6u80bb41GFIrKMTDnf+PegDq0eJycSZqQRjG7dxXIpK8bcXEgJ44anrfXxcwxSuwHqaAOpaEgZ3cHpUTQyHg1n2Vxd3KBZXyFPWtJgGO7B/OgCBrOQn7oo+yyDqg/CnmNs8MR+NPCS/wAMpoAgEDg8KRU0cT5Gadi5/wCe+PbFMdbwqQsoye5FAH0xH/qk/wB0U6mRf6pP90U+pAKKKKAOW1gn+1JgP9n/ANBFUgGI61f1b/kJzf8AAf8A0EVS3AVotiQVfm5qZVX0qHeKerj1pgSbE9KVVUHpTN/vShuetAEuFpVZQxXjcOnpUW73p+OccDPfvQBwnxG8Vy6bAbBI5EV+GkWvCrkiWUuocvuJZic5r6j1Gw0/Ubdl1GCKWFepcdK8R8a3HhYH7Po0apNE2HAHB+lZS3NInCbSB1NNUNg5qwJY25OBTJZFYjbjGKi5qQkAd6TNKwzzTaYDhyKXpTAaXNAC0oXvmkzTgRigBc496buHoKCabkUAOJI6H9Kbkt1NAOetKcDvQAoX3pw5oBGOtAI9aAHhaeCB2pm7sKFGWFICZSD1UU1oiXyOlKOKepPrSAaImAoKMPSph0+Y8U07D61LYEaqx7Cp0Qj7x2j2qFQwbI6VLuOBuouBLmNBzz9aLW3ju7pIPMWMsfvMeKhdhjpVZxuxlRgdMcU0S2e16B8L7D7IlzcztKWAI8s8VrjwJYNIRHPMmPWvK/DnjjXNJjNul0xt+MBgWC1tr8TdUE52zI/rlP8A69Wml0JtJn0XZRCCwt4gchIlXPrgAVPVTSpmudHsp2+9JbxufqVBq3VEBRRRQB5d48jB8T7sc+Sn9a58uI05IH1rd+IdzFbeIC8jgHyFwPzry3U9bluSyIxVOnua+fq0JVcRLtc9mnNRoxv2NDXPEUUKvDbtlyMEjtXINcy3M2WBx61EY5ZJtxVmXPpzW3YaFqN+ALe3bHqRXfTpU6SsckqkpszJ0RFyMs1SWWk3l9IpjiYntxXb6P8ADS5uWWS8k288qK9F0vw9baVCESIEjuRTde2wlTuee6L4BkkCyXaBV78V3On+HoLGMLCigKMA4rfEYOAFwKa7hHwBXLOtJs1VNLYzPJdGwf1pspVR8xxTtQvI4smRwoHPWuH1Txzp9vMYg5Zh6VrScp7EyVndnZQygN0BFWjfx267i6Ad+a8b1L4hXRQpbJtB71y82vajOxd7uX5uwNbKhLqZuqfRU/ibToIt0lwM+mawLv4gQqStom73avJdO1HzVxPIz/U1e+0qmSorB0LPU3VS6Onv/GWpXJfLFBtwAprk5Lq6vnJmcsc9SaYbh5CV7miBGRySfwpxgohzXGyRNnBJIpyqdmDwtTcsN2Kds3DBGB61onZWIaI41xCwXuetSGHbGDuGT6060hkmYxRKWP0rqtH8F3N8VkuPkjHODUSmluUonP2thPfukUcJb3xXU2Xgi7kAEh2DGa7zTNItNOhRUiXKjAbFailSOgzXPKsa2OQs/A1vEo85ia1I/CmnoPmjBHuK3cnvijqeprJTbGkZUfh+wXO2JcfSpf7EsXGDAhx/s1pH5R8v45pQ3HC0XYGYdDsx0gj/ACqB/D+nZy1tFn/drWdgByefSmGRV+8Rj1Jppi5UZB0KwXlLeMMOny1FJo1vnPkp+VX59VsoTtaeMH61l3nifTbcfNcKx9BV872CyRBc6TAw2+WorJvPDNm6kmFcn2pb7xxaQMNsO8djWFe/EaLeVjtstVxjN7MnmiivdeD413NGAK5640m4tXYKflz0NW7zxtdzghIQtczqGvX10cM2APSumFKp1Mak4lm7uGijaJmwDxgGuYlBWUtnjNSyySudxLHPrVZt5PIrtpxtuc0n1Q9JcGrlvOC2G5+tZx4pY3IbitHBMlT11PQfCI/eM2B9a7ZZBxz0ry7QNVa0+Unj2rsbTWIZer49jXgYyhL2jaPYw8ouJ08cm49asq+0g5rDgvEblW4q4s+4gZryqkO508qNdZAaDzVOKQdzU6zLnGDWLiktAZ6Z4eGNAs/9w/zNadZnh450G0P+wf5mtOvtMP8AwYei/I+eq/xJerCiiitjMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5M+IDf8AFwNd/wCvx/51ze6uh+IJ/wCLg69/1+P/ADrm6oB4bmnbqipw5oAmzwMU8Oqj/aqAyhPlA5p6IB8zHk0ATpknL8ipt1VgwFP30AT78UeZUO7PWjcKANfTVaa8jXC4966HXLFbexDEKQfSsHQED3qFs4FbfiabNusak4oAyrCAMoYIMZrvdP8AD9vJpolKkNtzwa4LTHwqqGyey+teq6W2NJAwASnT8KAPKr1R/abQq5HzY5q/c6bPbQCQXBPHSqd2hHiEgtgb84ra16Zm05FjYZxQByskjHo3zA0nmS/3hVQ70796eswxyKAHzu5TDEEVmmFAxPercswIwBiqTYBJGaAFNoC2VwPxq5AWgQgNyenNZqqwHNTWp/ejk9aAI9Rs5Jcyckms0QzIcqpBHqK6icZj+Xr2rOKTFs5z9aAMh3nkbc4G7p0qW3gneVDjjNagtnJ5QH8K17K1+XlFHHpQBZtoUkhUn72MUps3Vc7ciqn2r7PPtzxWlHeblU4Jz6UAVBHFuxPBlfUdqjjhSS82W0REX8Tk1cuXNyvlq4QdTlamt4vLjVECtj9aALEUYSLYq496nihAX72arK0oPEf61ILl0bBjJz6CgCz5QpAuKiW6BwHDJ9RTvtcTdXFAEwAxzTSy9KaJomHDVGdpOQaAPpSP/VJ/uinU2P8A1Sf7op1SAUUUUAcvq/8AyFJv+A/+giqJGTV7Vz/xNJv+A/8AoIqmDxWi2JG7aNtOzRmmADpSN0pc0E0ACk1KrkAE8k1HuxTXJwccEDik9AMLxvrsGj6JKJSPMkGFUHrXg2rTWtwFkigCu3JNdf48ttWvdQeS7hZraMkqa4e8EHlhl4PTFc7kmzVKxn7aMYNSgIVyGFMwHOR2p3LTDtTDTypH8XH0pu3Pfii4XGjpS0u30o2mgLiUZpCGFJTC48HNNNIDiiiwXHUmMmm7jTlJosFx6rS7aQORUiurUDuCggU4ZyKepAFOBGam4EeTuow27IFPx81SKe3alcBiluAashV2ZHWosgtinAYpMBaAATzQPenbQaQrjZAMV678PPA+mXFjHqt4Dc7+ApxgV5CwzXrXw10LxELI3h1F4LE/6uJskN9OatImTsd1L4T0JAyjTox/ujrWf/wh3h92OLPb+FW7iDxNGQsN1buo/vpj+tVzJ4oQ4MVo/wCOKu5F/M9Fs41hsoIkGESNVUewFTVDaFzZQGQAP5a7gOmcc1NTEFFFFAHAeMfCltreufaLhyMRKuB7ZrHg+H+joPnh3nsTXaa3Lsvsf7ArJN0C20k149abjUlY9KmuaCuU4PC2jWo+W1iJHqBWlBFa2w2xQqg9AKga4jj5L/nWZd+JLGzLeZKufTNYc7bNLJHQmcIvy8VXmvljXlsmvPNT8foJdtquQO9cre+Mr24kYh9prSNKchNpHquo+LLKxQ7pvn9M1x2pfEbLsLcdD1rz6W8luizSOXY+9VouHO4V0RwqW5m6nY39Q8RXmplneUhT2Jrj7hitwXzz69a1WQNxms68t/Lyw5rqpRjB6GFSTZULNnLGnxFSSG/CmHGKZnBrpTuYrYvWR/0jANdCir5ZJrk0cqcg1r2V2XXaTuNY1ad9TalPpY1YCh3BfvZqWPAYiSl0vT7y7lxBE5Un7xFdlpngl2kV7s5yeRXFOaN4o5W3jkn+S3iLHNdLp3hC5u1jNyDGp7V2un6HaWIASMD6itRkWJflrlqVW9jZQMXTPDdppn3YwxH8VbyHao2sAo7VGjhh81Oz/drG7e5aViZpQ6gLT4iTxUHYGnrMBwe1KwFjn1pwNVppkVN5+X8a5jWPGdnY5jRg7+xq4xb2E2ludfLOkS5ZsVhXviuysiVaTmvN9W8W3N5EVWQqM8YNc7cag8rKxZmNbRot7mbqWO9vviE6zssSZ9DWDeeLNQnbLSsoPYGuXxIcyN1qyAXhBA+at/ZQSuZc7NC4lnmxKZXJ69apyOSo3DnPU1HEzhgrsfpS3IQgYPzU1CJSlcdcSFUBbByOKxwm+RmYDGa1AoZQGbBpPscsh2xruz3Aq+aMdyXBsoPDhcrVJrVpGOOtdnZ+GZinzA/NW7aeGbeEKWXJ71nPGQhsNYdyPLV064ZiAhb6VOnh27mGRC1eux6ZapwIxn6UrWkS9Ernlmj2SNFg49TyU+FJ/SoZPC86DOK9XktQR0FU5bIdxWazKbKWEgeW/wBk3NqQ+Ccc4qdLllPzLtNd5NYocggVkXmiI4JXrXRHF8+4/Y8uxl2mqTQkDcSua6Sz1iORArNgnvXKXOny26/KDioRcNGACCDSnRp1FoUnKO56Rb3qn7p3VfSYtg4xntXnNlqMkOGBNdFY64HVd55PWvPq4Rx2NlVT0PfPDJz4csj/ALB/ma1qxPCMgl8Kae46NGT/AOPGtuvpKCtSivJfkeHV+OXqwooorUzCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+RviEf+Lha9/1+P/OucDDHWui+If8AyUPXv+vx/wCdcz3qgJcg09aiHSnq1AD9qscnqKeBnnNRbuakU0AO207NNzRmgB3J6UYemhj2pdxoAv2dzeQOpiwauXN9eygCWLd+NULZyDWgH3LzQA+xumjkDG2Y49K7K18UJHZrE9nKpxjOK53TMedGdveuv8xDbBfL5x1xQByF1JbNqP2g7hk55Bqxf3sFxbKiNyBWhdQhpTuC4+lY96kUbcKB70AYkgI6DNRk4BytWJWG7ioHkAHSgCpIcnpimbM1JKwbHFItADWX5eaZCu2TipT70KQGFAFzkrSopJ6UxSeKnjoAmjQZHFX4zsXgdqppUxk2pQBk6gn74tRbyPswjsCKfdjdk1BBJ5bcPigCfz5skMTn6VJFcyqeGanoZJOQ61MiTNwqKxoAYmoTo3DD8anN7csAEdCTTZIFVQbi3ZfcUXEVpaW6Swlmmb7qmgCC5uLq/uI4flUR/eIrQWHP8Jp+n2KxxtJ/y2fk5rRSAUAUBCR0yKeI26ZNaYgWjyF9KAPomL/VJ/uin02P/VJ/uinVIBRRRQBymsZ/tWb/AID/AOgiqQJxVzWT/wATaf8A4D/6CKpDkVotiRwPNLkU2imAuaMmkpR1oAOajnmjt4XnlPyouTU1UtVtzdaZcwgFz5ZxUvRaD3ep5f4l8YjVZmtrdAIRkFvWuRaK2YlWjzTbmxubO5kWVHQ56EU1LeU/MvzV58+a52xSsL/Z1jIMhClMGl2hOAW/CrGCOKcEYLkdahyl3KUUQDQ7V+kjZrK1Cy+xybQc10cET4weM1gawCLvBbOKulKTdmwqRSVzPDHFODEHmmbqM5rrOUcWzTD1paKaAbRg0ppRTATbRwvWn0hAPWgBm4U5TuyRxSgDIpfkMmGGAT2pMNQyV6HIqeI7iK3rPw9Z3EAl3kcdKsSeGo2YeXNt4rN1IrQ0UG0YHy496WPBrQk0C5iJ8qQPVQ6ZfIMso/CpvEnkYzYu7IPNLTPstypz5RJqaOzujx5J5pNxDkZGT+tNLMp6V1vh3wFqWvShFXy4iMl/Suyj+DcRXbNfkMOvGf61STZHOkzxxpGxntXY+F/iPfaHafY3cyQj/Vg/wV3lv8HNGV/9IuZmX/ZOP61O/wAIvDx+4861cYMHNMz7P4swsg81hnvkHitAfEawuRkXUAPuDVS4+D2lMMJezL+Gf61Qb4Mwgkx3xx7j/wCvV8s+gly9T3awlE+nWsoIIeFGBHQ5ANWKqaXb/ZNJs7YHPkwJHn1woFW6CQooooA4PxjqKWmr7GcL+6U8n61w2oeNLayJCyBmxWb8ab6SDx35YkYL9kjO0fVq80ll3KWZuTXBLC803JnbGraCSOu1Lx1e3TkQkqO2DXMXN7c3M5knmYk+9UY5mBwDTyxJ5raNGMFsQ5yZdhnO7rketEjKrFjzmqnmbTgU4tu5PSr5V0FzdyTzEzkZFPWTd/jUGEpCxHSnyjuWckH71MuANmSc0wPkVZgt2ueApP0FT7q3Ba6GHI2CcGmoC7ALkk106+Ery5wdm0Zro9M8JWtoiPc/M30qvbxS0IdN3ORsPDl9eYIQhTXoOgeBLW3C3Fz8zelbVqlrFGEiAGKtCbACqxxXLVqza0NqUeVnR2VnawW6iGJFA9BU2QrggVRtJ8xAA5q2Dke9eXLmvqdiSJmkLdcUz6nimZPvQDSTGSDHSgllGcAfjTAaz7/U7a0haSeQDHbNOzC5opN6/jWNqniOysMgyjf6CuQ1nxqzwstr8q9Aa4W6uJrwmZpW3ZzzXTTw7lqzOVRI63UvGt1dSSBHYRr0A71yvntcTGR3J56GqazOEK7uTVmIoq4OMmuyMFHRGEpOZK7hjhDk+lTRI8SZbBz7VTxtJKnrUPmzklS+RVcrBaFwXQ84pnINTsehViKz7Uor/OMn1rQS3eYBkyeegqJKMdxx94jdnweefWp4rSafbsBYmtrTtBa4+aTj610lnYQ2oC7Mkd6462LhDRbm8KJhaf4daQq1wCfbFdPbaXa24AWMZFWASDkYpwbvmvMqYic9zeMbDuFGABxSb/emsaj69653Luaasl3c5FIW+lR9O9GahvXQpLuMJz2qOSMN2qSjGaSbuOxQkgHJxVOWAHoMVtNGCDVaSEVtGbRDRgXForrgj9KxL3SVfJUYI9q7CSEVUliUqRjmuunXcRNJo4Se2ltx0OKjiusYGcEV2FxaJIu1l/SsK80hUy6Dk16FOvGaszJwtqfRPw8Yv4B0hickwn/0I109cv8ADlCnw/0dT1ER/wDQmrqK9eHwo8ap8b9QoooqiAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPkX4h/8AJQ9e/wCvx/51zQFfQXiL4Hf294hv9W/4SLyPtczS+V9i3bM9s+YM/lWaP2ef+po/8p//ANsp3A8Qpy17b/wzz/1NH/lP/wDtlKP2esf8zR/5T/8A7ZTuB4kOtPzivav+Ge+f+Ro/8p//ANspT+z5n/maP/JD/wC2UXA8WBp2BXtA/Z8x/wAzR/5If/bKd/wz/wD9TN/5If8A2yi4Hiwp4Fez/wDCgP8AqZv/ACQ/+2Uo+AOP+Zm/8kP/ALZRcDx6MkHirKO2R3r1tfgLt/5mX/yR/wDtlSr8DNo/5GP/AMkf/tlFwPNrO4ZVGK3INT3RBCMe9dtF8FjHj/ioM/8Abl/9nVj/AIVB8uBruP8At0/+zouB5vc3OWxuzWRePuevW2+DZb/mP/8Akn/9nUMnwT3tn/hIMf8Abl/9souB409VnJyea9ob4GZ/5mP/AMkv/tlRn4D5/wCZk/8AJH/7ZRcDxYjJoxivZ/8AhQv/AFMn/kj/APbKP+FC/wDUyf8Akj/9souB4ywpiqN2cV7UfgNn/mZP/JH/AO2Ug+AuP+Zk/wDJH/7ZRcDyKPGKmU4r1ofAnH/Myf8Akj/9sp4+BmP+Zj/8kf8A7ZRcDypGO3gUpYkYIGK9V/4UcR/zMf8A5Jf/AGylHwPIP/Ixk/8Abl/9souB5FNt29KpHy88mvaX+Bu8f8jFj/ty/wDtlQH4Chjz4k/8kf8A7ZRcDyaLywPkfnvVmKYRHIbBr1JPgOqdPEf/AJI//bKf/wAKLH/Qx/8Akl/9souB5abzzRtZ+KE+zhgxJJHT2r1T/hRqjp4gA/7cv/tlKPgee/iL/wAkv/tlFwPOY72P/no1WlvQvVxXe/8ACkCP+Zi/8kv/ALZTz8FHP/Mxj/wB/wDtlFwOA/tNA/JUgDmnDUFZQQAdx4AruW+Bxc5PiP8A8kv/ALZU0PwVEMit/wAJASF6D7H/APZ0XA9Vj/1Sf7op1Io2oF64GKWpAKKKKAOT1kf8Taf/AID/AOgiqPSukvNF+13bz/aNm7Hy7M4wMetQf8I5/wBPf/kP/wCvVpoVjCzRmt3/AIRz/p7/APIf/wBej/hHP+nv/wAh/wD16d0FjCzSgnNbn/COf9Pf/kP/AOvQPDn/AE9f+Q//AK9K6FZmOvNNPcflW4PD+P8Al6/8h/8A16T/AIR3nP2r/wAh/wD16aauCXc8n+JU9lYWCsY089j1715KNajYnbGy89q+gvFPwjPii6EsuumFB0T7Lux/4+K5z/hnaIAAeJSBn/nx/wDtlc0qabubxqWVjx9tWD8gEU6PV1I+ZiD6V69/wztF28Skf9uP/wBspv8AwzpH28Tf+SH/ANso9nFdC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Our ‘It’s Always Burberry Weather’ campaign celebrates outerwear,

showcasing a timeless narrative that is both recognisably Burberry

and quintessentially British.

The campaign title draws from a slogan from our archives, which highlights the

purpose and functionality of our clothes as protection against the unpredictable

British weather. Set against a backdrop oftheBritish countryside and iconic

landmarks, the first phase ofthecampaign featured talent including Olivia

Colman, Brand Ambassador Barry Keoghan and England footballer Eberechi Eze.

It launched in October 2024 with an all-encompassing celebration, including

cinematic vignettes, global pop-ups, window displays and in-store activations.

A second phase of the campaign, ‘It’s Always Burberry Weather: London in Love’,

launched in February 2025 and showcased ourSummer 2025 collection, which

was designed for the transition of the seasons and heroed our outerwear offer.

Thecampaign was inspired by late 1990s and early 2000s British romantic

comedies. Celebrating the everyday romances of ordinary Londoners, it featured

talent including Richard E.Grant,KateWinslet and Naomi Campbell.

IT’S ALWAYS BURBERRY WEATHER

23Burberry Annual Report 2024/25

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Product: Lead with outerwear

FY 2025/26 priorities

•  Introduce next generation of quilts, downs and rainwear

•  Refresh replenishment styles with newness

•  Support new handbag lines to fuel momentum

2

We began the year with product weighted to seasonal fashion,

with insufficient emphasis on our core outerwear categories

andcore customer segments. Since then, we have evolved

ourassortments from a niche modern look to a more timeless

aesthetic, with broader universal appeal among luxury customers.

In the second half of the year, we introduced greater discipline

to our branding across product categories, placing stronger

emphasis on instantly identifiable Burberry branding and designs,

including our iconic Heritage Trench, Burberry Check and EKD.

In outerwear, we expanded our product families beyond

rainwear, including in quilts, down and cashmere coats, and

highlighted the breadth of our offer in our ‘It’s Always Burberry

Weather’ campaign.

Softs, particularly scarves, continue to be a hero category for

Burberry. During the year, we increased storytelling and boosted

visibility of scarves across all customer touchpoints. We launched

an online virtual scarf try-on feature on Burberry.com, allowing

us to showcase the breadth of our offer, from lightweight

silkscarves to wool and cashmere options in various

coloursandstyles.

Building on our heritage of innovation, we were the first luxury

brand to develop new products with biotech start up Spiber Inc.

and introduced a blended scarf using an innovative new material

called Brewed Protein™, a lab-grown fibre produced through

thefermentation of plant-based renewable ingredients.

We extended our offer in capes, a natural adjacency to our

heritage and core offer of outerwear and scarves, which have

been well received by our customers. We also introduced more

elevated, luxury fabrics and treatments in outerwear and capes.

Across categories, we realigned our pricing to reflect our

category authority. We introduced good, better, best pricing

positions within a luxury context across categories, including

ready-to-wear, leather goods and shoes.

We also evolved our approach to branding, expressed in subtle

and overt ways, to connect with a broader range of luxury

customers. In the first half of the year, we launched our Burberry

Classics collection, which featured bold all-over Check jackets

with matching trousers and shoes. In contrast, we introduced

more subtle Check trims in jersey ready-to-wear, knitwear,

handbags and shoes later in the year that have been embraced

by a broad array of luxury consumers.

The Autumn and Winter 2025 collections, shown on the runway

and in the showroom in February, were the first to be designed

with our Timeless British Luxury brand expression and new

approach to price balance and branding. These collections

willarrive in stores in September.

Strategic Report | Business Update

24 Burberry Annual Report 2024/25

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Distribution: Align distribution with Product and Customer strategy

FY 2025/26 priorities

•  Roll out Scarf Bars and pilot Trench Destinations

•  Amplify key wholesale activations, while continuing

tooptimise network

•  Elevate outlet with higher Average Unit Retail

•  Continue to update e-commerce styling for broader

appeal and improve functionality to drive conversion

3

We have taken swift action to reflect our evolved Product

andCustomer strategy across our distribution network.

Byreasserting our authority in our core categories and adapting

our approach to styling across all channels, we aim to broaden

Burberry’s appeal to reach a wider luxury audience.

In stores, we increased product density, re-introduced

mannequins to support cross-selling between categories and

gave more prominence to our core category outerwear at the

front of stores. Our window displays now reflect our Timeless

British Luxury campaigns, highlighting our core products

alongside seasonal fashion.

Looking ahead, we are introducing designated Trench

Destinations to elevate storytelling and showcase our heritage

and most iconic pieces. We will also roll Scarf Bars in200 stores.

Our presence in prominent locations in key luxury markets

remains a strength, and we continue to enhance our retail network.

Our newly refurbished New York City store onEast57

th

Street

reopened in November 2024, with the launchofa prototype

ofour Scarf Bar in store and an exclusive made-to-order service

for the Castleford Trench Coat, available in leather or suede.

Thestore’s opening event was attended by guests, including

Cher, Tyra Banks and Cara Delevingne. Other key new and

refurbished store openings in FY 2024/25 included Sanlitun

inBeijing, Marina Bay Sands in Singapore andPost Street

inSanFrancisco.

At the same time, we reviewed our network of outlets and

closedtwo outlet locations during FY 2024/25.

On Burberry.com, we refined our storytelling to embody

Timeless British Luxury while rebalancing our offer with more

commercial options. We also updated our product styling to

have more universal appeal, evolved our language and introduced

visual filters to make it easier for customers to find products.

25Burberry Annual Report 2024/25

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)

People: Reignite a high-performance culture

During FY 2024/25, we enhanced cross-functional collaboration

to support our strategic priorities.

We worked at pace to rekindle our creative and commercial

alchemy and to strengthen the link between our Product and

Merchandising, Design, and Marketing teams. As a result, we

are beginning to see more agile and effective decision-making

on both product planning and marketing initiatives.

Maintaining an open dialogue with our people is essential

tofostering an open and inclusive culture. In August 2024,

welaunched our B:Heard Listening Strategy which comprised

anannual Engagement Survey, a Pulse Survey and an increased

number of employee listening forums. Based on feedback,

leaders take actions in their teams and across their functions.

Following the Engagement Survey, our Executive Committee

agreed to introduce new decision-making principles and

processes tostrengthen accountability and ensure we have

theright capabilities for data-driven decision-making to create

valueatscale.

To strengthen our leadership team, we welcomed a number

ofnew senior appointments, including Jonathan Kiman as Chief

Marketing Officer, Laura Dubin-Wander as regional President

forthe Americas, Paul Price as Chief Product, Merchandising

and Planning Officer and announced the appointment ofCharlotte

Baldwin as Chief InformationOfficer.

To ensure our leaders are more visible, engaged and accountable,

we increased the frequency of interactions between our people

and the leadership team, including a more regular cadence

ofglobal town hall meetings.

FY 2025/26 priorities

•  Implement customer-focused organisational structures

and agile ways of working

•  Roll out new clienteling capability

•  Organise for growth

4

Strategic Report | Business Update

26 Burberry Annual Report 2024/25

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)

27Burberry Annual Report 2024/25

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Strategic Report | Key Performance Indicators

FINANCIAL MEASURES

Revenue growth\*

This measures the appeal of

theBurberry brand to customers

through all of our saleschannels.

Performance

FY 2024/25 revenue at constant

exchange rates declined by 15%

inthe year.

Comparable sales growth\*

This measures the growth in

productivity of existing stores.

Itiscalculated as the annual

percentage increase in sales from

retail stores thathave been open for

more than12 months. Itis adjusted

forpermanent closures and

refurbishments, and includes

alldigital revenue.

Performance

FY 2024/25 comparable store sales

declined by 12% in the year.

CER Adjusted operating

profitgrowth\*

This measure tracks our ongoing

operating profitability and reflects

the combination of revenue growth

and cost management.

Performance

Adjusted operating profit was £26m

in the year, a reduction of 88%

atconstant exchange rates.

Measured by

CER Revenue growth %

-15%

Measured by

CER Comparable store

sales growth %

-12%

Measured by

CER Adjusted operating profit

growth %

-88%

\*  At constant exchange rates and adjusted for the 53

rd

week in FY 2021/22.

Details of alternative performance measures are shown on pages 34 and 35 and on page 220 for Adjusted Group ROIC.

2025

2024

2023

2022

2021

+5%

+23%

-10%

flat

-15%

£3,094m

£2,968m

£2,461m

£2,826m

£2,344m

2025

2024

2023

2022

2021

+7%

+18%

-9%

-1%

-12%

2025

2024

2023

2022

2021

+8%

+38%

-8%

-25%

-88%

£634m

£418m

£26m

£523m

£396m

28 Burberry Annual Report 2024/25

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Adjusted operating

profitmargin

This measures how we drive

operational leverage and disciplined

cost control, with thoughtful

investment for future growth, building

the long-term value ofthebrand.

Performance

Adjusted operating margin was

1.0%in the year.

Adjusted diluted

EPSgrowth

Growth in adjusted diluted EPS

reflects increase in profitability of

the business, movement in the tax

rate andshare repurchase accretion.

Performance

Adjusted diluted EPS was a loss

pershare of 14.8p in the year,

adecrease of 120%.

Adjusted Group ROIC

Adjusted Group ROIC measures

theefficient use of capital on

investments. It is calculated as the

post-tax adjusted Group operating

profit divided by average adjusted

operating assets over the period.

Performance

Adjusted Group ROIC decreased to

1.0% in the year due to the decrease

in net operating profit after tax.

Measured by

Adjusted operating profit

margin %

1.0%

Measured by

Adjusted diluted EPS

growth %

-120%

Measured by

Adjusted Group ROIC %

1.0%

2025

2024

2023

2022

2021

20.5%

14.1%

1.0%

18.5%

16.9%

2025

2024

2023

2022

2021

+30%

+40%

-14%

-40%

-120%

122.5p

73.9p

(14.8)p

94.0p

67.3p

2025

2024

2023

2022

2021

28.6%

15.3%

1.0%

24.6%

17.0%

29Burberry Annual Report 2024/25

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Strategic Report | Financial Review

FINANCIAL REVIEW

Summary income statement

Period ended

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

YoY % change

Reported FX

YoY % change

CER

Revenue  2,461 2,968 (17) (15)

Cost of sales (923) (959)

Gross profit 1,538 2,009 (23) (21)

Gross margin 62.5% 67.7% (520bps) (470bps)

Adjusted net operating expenses\* (1,512) (1,591) (5) (3)

Net opex as a % of sales\* 61.5% 53.6% 780bps 740bps

Adjusted operating profit\* 26 418 (94) (88)

Adjusted operating margin\* 1.0% 14.1% (1300bps) (1210bps)

Adjusting operating items (29) –

Operating (loss)/profit (3) 418 (101)

Operating margin (0.1%) 14.1% (1420bps)

Net finance expense (63) (35) 82

(Loss)/profit before taxation (66) 383 (117)

Taxation  (9) (112) (92)

Non-controlling interest – (1) n/a

Attributable (loss)/profit (75) 270 (128)

Adjusted profit beforetaxation\* (37) 383 (110) (103)

Adjusted diluted EPS (pence)\* (14.8) 73.9 (120) (107)

Diluted EPS (pence) (20.9) 73.9 (128)

Weighted average number

ofdiluted ordinary shares

(millions)\*\* 358.4 366.2 (2)

\*  Excludes adjusting items. All items below adjusting operating items on a reported basis unless otherwise stated.

\*\* As the Group incurred an attributable loss for the 52 weeks to 29 March 2025, the effect of 0.9m dilutive shares was

antidilutive and therefore not included in the calculation of diluted loss per share for the period. For detail see note 10

oftheFinancial Statements.

Our financial performance in the year included a challenging first half with revenue down 20% at constant

exchange rates. In the second half the Group has moved at pace to implement the Burberry Forward strategic

plan to reignite brand desire, improve our performance and drive long-term value creation. An improved second

half meant revenue performance declined 15% for the full year at constant exchange rates and offset the adjusted

operating loss made inthe first half ofthe year with £26m adjusted operating profit for the full year.

All metrics and commentary in the Financial Review exclude adjusting items unless stated otherwise. The alternative performance

measures presented in this section include: CER, adjusted (loss)/profit measures, comparable sales, free cash flow, cash conversion,

adjusted EBITDA and net debt. The definitions of these alternative performance measures are on pages 34 and 35.

Revenue

•  Revenue of £2,461 million

was down 15% at constant

exchange rates and

down17% at reported

exchangerates. Retail

store comparable sales

down 12%

Gross margin

•  Gross margin was 62.5%,

areduction of 470bps

atconstant exchange rates

and 520bps at reported

exchange rates. The

reduction was primarily

dueto the action taken

inthe year to reverse the

inventory overhang, both

indiscounting product and

in recognising a charge

forinventory provisions

Adjusted

operatingprofit

•  Adjusted operating profit

was £26 million a reduction

of 88% at constant

exchange rate and 94%

atreported exchange rates.

Adjusted net operating

expenses were down 3%

atconstant exchange rates

compared with the prior

year and 5% at reported

exchange rates

•  Reported operating loss

forthe year was £3 million

after £29 million adjusting

items charge relating to

restructuring expenses

from the Burberry Forward

transformation programme

30

Burberry Annual Report 2024/25

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Financial performance

Revenue

Revenue by channel

Period ended

£ million

52 weeks

ended

29 March

2025

52 weeks

ended

30 March

2024

YoY %

change

Reported

FX

YoY %

change

CER

Retail 2,076 2,400 (13) (11)

Comparable store

sales growth (12%) (1%)

Wholesale 319 506 (37) (35)

Licensing 66 62 6 9

Revenue 2,461 2,968 (17) (15)

In FY 2024/25, comparable store sales fell 12%. The contribution

from space was 1%, leading to 11% decline in retail sales at

constant exchange rates and 13% decline at reported rates.

In Asia Pacific, comparable store sales declined 16% inFY2024/25.

•  Mainland China declined 15% in the year

•  South Korea fell 18% in the year

•  Japan remained in growth, up 1% in the year boosted

bytourist spend mainly from Chinese customers

•  South Asia Pacific declined 28% in the year.

EMEIA comparable store sales declined 8% in FY 2024/25.

Growth from local customers partially offset a decline in tourist

spending. Business in our UK home market continues to be

seriously impacted by the withdrawal of VAT refunds for overseas

visitors in 2021 which made the UK the least competitive

destination in Europe for tourist shopping.

Americas comparable store sales fell 9% in the year. Globally,

the Americas customer was in line with the regional performance.

Comparable store analysis by product

•  Outerwear and scarves continued to perform better than

theGroup average in the year

•  Ready-to-wear performed broadly in line with the Group

average in the year

•  Leather goods lagged the Group average in the year.

Store footprint

We opened 26 stores in the year and closed 26, with 422 directly

operated stores as at 29 March 2025.

Store portfolio

Directly operated stores

Franchise

stores Stores

Con-

cessions  Outlets  Total

At 30 March 2024  227 139 56 422 33

Additions  16 10 – 26 1

Closures  (14) (10) (2) (26) (1)

At 29 March 2025  229 139 54 422 33

Store portfolio byregion\*

At 29 March 2025

Directly operated stores

Franchise

stores Stores

Con-

cessions  Outlets  Total

Asia Pacific  126 89 22 237 10

EMEIA  45 38 17 100 23

Americas  58 12 15 85 –

Total  229 139 54 422 33

\*  Excludes the impact of pop up stores.

Wholesale

Wholesale revenue declined 35% at constant exchange rates

and 37% at reported exchange rates in FY 2024/25 as a result

ofa strategic review of our partners, as well as the challenging

consumer demand environment.

31

Burberry Annual Report 2024/25

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Strategic Report | Financial Review

Licensing

Licensing revenue grew 9% at constant exchange rates and

6%at reported exchange rates, driven by continued strength

infragrance.

Operating (loss)/profit analysis

Adjusted operating profit

Adjusted operating profit was £26 million with an adjusted

operating margin of 1%.

•  Gross margin declined by 470bps at constant exchange

ratesand 520bps at reported exchange rates, driven mostly

by inventory exitto address our overhang. These actions

delivered gross inventory down 7% at constant exchange rates

and down 9% at reported exchange rates as at 29 March 2025.

•  Adjusted net operating expenses reduced by 3% at constant

exchange rates and 5% at reported exchange rates. This was

driven by tight cost control alongside a reduction in our variable

costs. We delivered £24 million in structural savings from our

organisational efficiency programme initiated during the year.

•  Foreign exchange was a headwind, impacting adjusted

operating profit by £25 million.

Adjusting items

Period ended

£ million

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Restructuring costs (29)  –

Total adjusting items  (29)  –

Restructuring costs of £29 million (FY 2023/24: £nil) were

incurred, arising primarily as a result of the Burberry Forward

transformation programme initiated during the period. The costs

principally related to redundancies and consulting costs and

were recorded in operating expenses.

Net finance charge

The net finance charge for the year was £63 million (FY2023/24:

£35 million). This includes interest on lease liabilities of £49 million

and a net financing charge of £14 million. Theincrease in the

year was primarily due to the additional £450 million borrowings

inthe year.

Adjusted (loss)/profit before tax

After an adjusted net finance expense of £63 million (FY 2023/24:

£35 million), adjusted loss before tax was £37 million (FY 2023/24:

adjusted profit before tax £383 million).

Taxation

The Group’s adjusted effective tax rate was -43% (FY 2023/24:

29%) and the reported effective tax rate was -13% (FY2023/24:

29%). The reduction in the FY 2024/25 reported tax rate versus

FY 2023/24 was driven by reduced profitability causing routine

disallowed expenses and prior year adjustments to have

agreater impact.

Cash flow and leverage

Summary statement of cash flows

The following table is a representation of the cash flows, excluding

financing cash flows to align with our definition of free cash flow.

Period ended

£ million

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Adjusted operating profit 26 418

Depreciation and amortisation 413 379

Working capital 75 (166)

Other including adjusting items 12 34

Cash generated from

operatingactivities 526 665

Payment of lease principal

andrelated cash flows (225) (235)

Capital expenditure (151) (208)

Proceeds from disposal

ofnon-current assets 12 –

Interest (54) (20)

Tax (43) (139)

Free cash flow 65 63

Free cash flow was £65 million in the year (FY 2023/24:

£63 million). The major components were:

•  Cash generated from operating activities decreased by

£139 million to £526 million due primarily to a £392 million

reduction in adjusted operating profit partially offset by a

working capital inflow of £75 million (FY 2023/24: £166 million

outflow) driven by lower inventory levels

•  Capital expenditure of £151 million (FY 2023/24: £208 million)

with £80 million on the store network which reduced

compared with the prior year

•  Net Interest paid increased by £34 million to £54 million

(FY2023/24: £20 million) due to the additional borrowings in

the year and lower average cash balances throughout the year

•  Tax paid reduced by £96 million to £43 million (FY 2023/24:

£139 million) reflecting lower profitability

32

Burberry Annual Report 2024/25

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The FY 2023/24 final dividend of £152 million was paid in the

year, however dividend payments were suspended in July in

order to maintain a strong balance sheet and enable investment

in Burberry’s long term growth.

Cash net of overdrafts on 29 March 2025 was £708 million

(30 March 2024: £362 million). On 29 March 2025 borrowings

were £738 million with a £450 million bond raised in the year,

inaddition to the existing £300 million sustainability bond

maturing in September 2025. This resulted in net debt of

£30 million before lease liabilities of £1,081 million (30 March

2024: net cash £63 million). After lease liabilities, net debt

intheperiod was £1,111 million (30 March 2024: £1,125 million).

NetDebt/Adjusted EBITDA was 2.3x. The increase in leverage

from 1.4x at 30 March 2024 was driven by lower profitability.

While leverage is temporarily elevated, the Group is focusing

onreturning to a more normalised level organically, through

theactions being taken to rebuild profitability.

The Group’s existing £300 million Revolving Credit Facility

(RCF), as well as the £75 million RCF entered into in the year

both remain undrawn.

Period ended

£ million

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Adjusted EBITDA 483  811

Cash net of overdrafts (708)  (362)

Bond  738  299

Lease debt  1,081  1,188

Net Debt 1,111  1,125

Net Debt/Adjusted EBITDA  2.3x  1.4x

Organising for growth

At the heart of Burberry Forward is our commitment to

restoringa culture of creative and commercial alchemy rigorously

focused on our customer. Our plan is underpinned bya step

change inproductivity, simplification, and financial discipline.

Weare proposing to implement organisational changes aimed

atenhancing collaboration across our business, increasing our

agility, driving efficiency and profitability while protecting our

investment in consumer-facing areas. Reimagining Burberry

inthis way will ensure that the organisation is fit for the future

ina demanding and dynamic global market.

We expect the proposed changes to unlock an additional

£60 million of savings by FY 2026/27, enabling us to continue

tofund our biggest growth opportunities. This is incremental to

our previously announced £40 million cost-savings programme,

bringing the expected combined annualised savings to £100

million by FY2026/27. We expect these proposed incremental

savings tocome from operating expenses, with increased

efficiency ofspend in procurement and real estate, and

areduction inpeople-related costs.

The associated one-off costs across both programmes, which

are largely cash, are expected to total around £80 million

(£29 million exceptional cost in FY 2024/25 with the balance

inFY 2025/26).

Outlook

We are positioning the brand for a return to sustainable,

profitable growth. We remain confident that our strategic plan

will improve our performance and drive long-term valuecreation.

Our focus in the year ahead will be to build on the early progress

wehave made in reigniting brand desire. We will alsodeliver

margin improvement alongside a continued focus on simplification,

productivity and cash flow.

In the context of a still uncertain external environment, we

expect retail space to be broadly stable with capital expenditure

of around £130 million in FY 2025/26. We expect wholesale

revenue to decline by a mid-teens percentage in the first half

ofFY 2025/26.

As we progress Burberry Forward, we expect the restructuring

charge to be around £50 million in FY 2025/26 and to deliver

around £80 million of annualised cost savings, of which

£24 million were delivered in FY 2024/25.

Based on foreign exchange rates effective as at 2 May 2025, the

impact of year-on-year exchange rate movements is expected

tobe a c.£55 million headwind on revenue and c.£10 million

headwind on adjusted operating profit.

33

Burberry Annual Report 2024/25

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Strategic Report | Financial Review

Alternative performance measures

Alternative performance measures (APMs) are non-GAAP measures. The Board uses the following APMs to describe the Group’s

financial performance and for internal budgeting, performance monitoring, management remuneration target setting and external

reporting purposes.

APM Description and purpose GAAP measure reconciled to

Constant

Exchange

Rates (CER)

This measure removes the effect of

changesin exchange rates compared

totheprior period. The constant exchange

rateincorporates both the impact of

themovement in exchange rates on the

translation of overseas subsidiaries’ results

and also on foreign currency procurement

and sales through the Group’s UK

supplychain.

Results at reported rates

Comparable

Sales

The year-on-year change in sales from

storestrading over equivalent time

periodsand measured at constant foreign

exchangerates. It also includes online sales.

Thismeasure is used to strip out the impact

ofpermanent store openings and closings,

or those closures relating to refurbishments,

allowing a comparison of equivalent store

performance against the prior period.

Retail Revenue:

Period ended YoY%

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Comparable sales  (12%)  (1%)

Change in space  1%  2%

CER retail  (11%)  1%

FX  (2%)  (5%)

Retail revenue  (13%)  (4%)

Adjusted

Profit

Adjusted profit measures are presented

toprovide additional consideration of the

underlying performance of the Group’s

ongoing business. These measures remove

the impact of those items which should

beexcluded to provide a consistent and

comparable view of performance.

Reported Profit:

A reconciliation of reported profit before tax to adjusted profit

before tax and the Group’s accounting policy for adjusted profit

before tax are set out in the financial statements.

Free Cash

Flow

Free cash flow is defined as net cash

generated from operating activities less

capital expenditure plus cash inflows from

disposal of fixed assets and including cash

outflows for lease principal payments

andother lease related items.

Net cash generated from operating activities:

Period ended

£m

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Net cash generated from

operatingactivities  429  506

Capex  (151)  (208)

Lease principal and related cash flows  (225)  (235)

Proceeds from disposal

ofnon-currentassets  12  –

Free cash flow  65  63

Cash

Conversion

Cash conversion is defined as free cash

flowpre-tax/adjusted (loss)/profit before

tax.It provides a measure of the Group’s

effectiveness in converting its profit

intocash.

Net cash generated from operating activities:

Period ended

£m

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Free cash flow  65  63

Tax paid  43  139

Free cash flow before tax  108  202

Adjusted (loss)/profit before tax  (37)  383

Cash conversion  n/a  53%

34 Burberry Annual Report 2024/25

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APM Description and purpose GAAP measure reconciled to

Net Debt  Net debt is defined as the lease liability

recognised on the balance sheet plus

borrowings less cash net of overdrafts.

Cash net of overdrafts:

Period ended

£m

As at

29 March 2025

As at

30 March 2024

Cash net of overdrafts  708 362

Lease liability  (1,081)  (1,188)

Borrowings  (738)  (299)

Net debt  (1,111)  (1,125)

Adjusted

EBITDA

Adjusted EBITDA\* is defined as operating

(loss)/profit, excluding adjusting operating

items, depreciation and impairment of

property, plant and equipment, depreciation

and impairment of right of use assets and

amortisation and impairment of intangible

assets. Any depreciation, amortisation or

impairment included in adjusting operating

items are not double counted. Adjusted

EBITDA is shown for the calculation of

NetDebt/EBITDA for our leverage ratios.

Period ended

£m

52 weeks ended

29 March 2025

52 weeks ended

30 March 2024

Operating (loss)/profit  (3) 418

Adjusting operating items  29 –

Amortisation and impairment

ofintangible assets  58 42

Depreciation and impairment

ofproperty, plant and equipment  122 108

Depreciation and impairment

ofright-of-use assets  277 243

Adjusted EBITDA  483 811

\*  Our definition of adjusted EBITDA has been updated to reflect the exclusion of the impairment of right-of-use and other non-current assets where this income statement impact

isincluded within adjusted operating (loss)/profit. Prior to this change, adjusted EBITDA was £797 million for the 52 weeks ended 30 March 2024.

35Burberry Annual Report 2024/25

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Strategic Report | Capital Allocation Framework

CAPITAL ALLOCATION FRAMEWORK

Our strategy and targets are governed by our Capital

AllocationFramework, which we use to prioritise the use ofcash.

This framework addresses the investment needs of the business,

dividend payments and additional returns toshareholders.

Theframework also seeks to maintain an appropriate capital

structure for the business and a strong balance sheet with

aninvestment grade credit rating.

While our capital allocation principles remain unchanged,

giventhe current trading environment, in the short term we

aretaking a prudent approach to conserve cash and secure

liquidity to support the business through the Burberry Forward

transformation. This has temporary implications for the application

of the framework, including not declaring a dividend in respect

of FY 2024/25 and keeping future capital returns under review.

We intend to return to paying a dividend as soon as possible.

Net Debt/Adjusted Earnings Before Interest, Taxes, Depreciation

and Amortisation (Adjusted EBITDA) was 2.3x at FY 2024/25

(FY2023/24: 1.4x) on a rolling 12-month period, above our

targetrange of 0.5x to 1.0x. We continue to be a cash generative

business and are comfortable with this current leverage position

which is consistent with our policy to maintain an investment

grade credit rating. We will deliver sustainable profitable growth

and drive cash flow under our strategic plan, which we are

confident will organically de-lever the business to our target

range over time. The diagram below summarises the key

priorities of our framework.

Reinvest for

organicgrowth

Capital spend across store

portfolio, including new

spaces and refurbishments;

IT infrastructure, including

digital; and the supply chain.

Spend includes investment

inEnvironmental, Social and

Governance initiatives.

Progressive

dividendpolicy

Subject to there being

capitalavailable after we

have reinvested for organic

growth, our second priority

isthe payment of a dividend.

The absolute amount

ofdividend per share will

remainstable or increase

ona full-year basis, broadly

targeting apay-out of around

50% ofadjusted earnings

pershare at reported rates

ofexchange. The interim

dividend pay-out would

typically be 30% ofthe

absolute value of the prior

year full-year dividend.

Inorganic strategic

investment

Our third priority for capital

allocation is investment in

acquisitions tocomplement

our business activities, which

are expected to beinfrequent.

Return excess cash

to shareholders

After allocation of

capitalto the first

threepriorities of our

framework, any excess

cash would be returned

to shareholders. The

determination of excess

cash is based on a

leverage range of 0.5x

to1.0x after considering

future cash generation

and the external

environment.

Maintain a strong balance sheet with an investment grade credit rating

Review the principal risks of the Group and relevant financial parameters, both historical and projected, including liquidity,

netdebtand measures covering balance sheet strength.

These risks and financial parameters are considered by the Board when assessing the viability of the Group, as set out onpages90to101.

Capital structure metrics FY 2024/25 FY 2023/24

Cash net of overdrafts £708m £362m

Lease liability (£1,081m) (£1,188m)

Borrowings  (£738m) (£299m)

Net debt  (£1,111m) (£1,125m)

Net debt/EBITDA 2.3x 1.4x

1 2 3 4

36 Burberry Annual Report 2024/25

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Strategic Report | Our People and Culture

OUR PEOPLE

AND CULTURE

Introduction

As a global organisation operating in more than 30 countries and

territories, we are well positioned to leverage the diverse talents

and perspectives of our people to create exceptional luxury

products and experiences for our customers aroundtheworld.

Our brand’s rich heritage of innovation inspires our colleagues

to continue to push boundaries and endeavour to lead

theluxurymarket.

This section outlines how we are supporting our people to drive

Burberry Forward. It also details the actions we are taking to

cultivate colleague growth and belonging, and ensure that our

people can realise their full potential.

Our people are our greatest asset. We strive to foster an environment

where ideas andcreativity flourish andour colleagues thrive. Building

onour purpose, Creativity Opens Spaces, and our values of being open

andcaring, creatively driven, forward thinking and proud of our heritage,

we encourage creative minds from different backgrounds tocome

togetherto collaborate, innovate and excel.

REIGNITING A HIGH‑PERFORMANCE CULTURE

Key to the success of Burberry Forward is creating a culture that allows us to fully mobilise

the creativity and talent ofour people. Our roadmap for achieving this has fourpillars:

1 2 3 4

Organising for

Growth

Authentic

Leadership

Talent at

the Centre

Purpose and

Belonging

37Burberry Annual Report 2024/25

Strategic Report | Our People and Culture

To reignite a high-performance culture, we are focused on

organising for growth by streamlining our operating model

andbringing clarity to roles, demonstrating authentic leadership,

enhancing decision-making capabilities and supporting our

colleagues’ professional development. Through our purpose

andvalues, we also aim to build greater connections between

our brand and our people so that colleagues feel fulfilled

intheirwork and inspired to perform at their best.

1. Organising for Growth

As we focus on organising for growth, clear organisational

structures and defined roles and responsibilities will provide

thefoundation for a high-performance culture. In FY 2024/25,

we reviewed the structure of our business to implement a more

agile organisation where colleagues have clarity on their roles

and the expectations of what they need to deliver.

Throughout Burberry, we are modelling customer centricity and

bringing our decision-making processes closer to the customer.

In FY 2024/25 we modelled this when our CEO, Joshua Schulman,

chose not to replace the Chief Commercial Officer and instead

realigned our regional Presidents to report directly to him.

Torekindle creative and commercial alchemy, we have also

actively strengthened the cross-collaboration between the

Product and Merchandising, and Design and Marketing teams,

whichhas been further enabled byreuniting our London-based

colleagues under one roof in ournewly renovated London

headquarters, Horseferry House.

During this period of organisational change and the rollout

ofBurberry Forward, we have ensured our colleagues are

regularly updated by increasing the cadence of our global,

regional and functional town halls, and by further amplifying

leadership communications. Supported by the Executive

Committee, Joshua used these events to bring colleagues

onthe journey of our refreshed strategy, sharing his optimism

for the future of Burberry and providing clarity on what Burberry

Forward means for both our business and our colleagues.

2. Authentic Leadership

Cultivating authentic leadership is crucial to both inspiring

colleagues and enabling them to deliver our Burberry Forward

strategy with focus, urgency and optimism. To support this,

weintroduced Leading Forward, which in FY 2024/25 comprised

two initiatives, B:Leaders and B:Managers.

The B:Leaders Framework was launched in March 2025. It has

three aims: Bring Clarity, Create Connection and Strive Forward,

and is designed to equip colleagues with the knowledge,

skillsand tools to lead with clarity, inspire confidence and drive

impactful change. The framework is being delivered collaboratively

through learning events, regular meetings, online resources,

aseries of interviews with senior leaders, and peer coaching

circles. To launch the B:Leaders Framework, we hosted an

internal keynote speaker and panel discussion focusing on the

power of optimism and resilience in creating a high-performance

culture. Leaders then received practical guidance on how

toactivate the key themes within their teams.

B:Managers, our new development training for line managers,

was announced to colleagues in FY 2024/25, and is due to roll

out in FY 2025/26. Comprising virtual skills-based learning

sessions and supported by a Line Manager Playbook, the

development training is designed to set a consistent experience

of management for both colleagues and line managers, further

enabling our high-performance culture.

3. Talent at the Centre

We believe that continuous growth and development is key to

unlocking the potential of our people. By putting talent at the

centre of our strategy and prioritising opportunities for growth,

we are building an adaptable and resilient workforce where all

are enabled to thrive.

During FY 2024/25, we refreshed our talent review and

performance processes to ensure we create clear plans for

colleagues to progress within Burberry. We highlighted this

focus on career development within our Leadership Development

Programmes, which are designed to guide Burberry leaders

atpivotal milestones in their careers, including at manager,

senior manager and executive level. The programmes were

attended by more than 300 colleagues throughout the year,

withparticipants reporting improvements in key leadership

skills, including communication, delegation, and accountability.

These programmes have since been superseded by the

B:Leaders and B:Managers initiatives.

We also evolved our suite of independent learning materials for

colleagues with the launch of Go1, our digital learning platform,

in November 2024. Go1 provides on-demand access to a broad

range of upskilling resources and empowers colleagues at

everylevel to take ownership of their learning and growth.

Theplatform allows users to create bespoke playlists which can

be shared with other colleagues on topics including leadership,

transformation and goal-setting. By the end of FY 2024/25,

60%of non-retail colleagues had accessed the resources

availableon Go1.

Our Internal UK Apprenticeship Programme continues to be

akey development tool for colleagues, with the number of

participants growing by 308% over the past two financial years.

Created in collaboration with our people and delivered with

external training providers, the programme offers Burberry

colleagues in the UK the opportunity to diversify their skill

setbychoosing to complete an apprenticeship in one of more

than 30 disciplines. Across the business, colleagues can gain

qualifications up to degree level while working full-time, allowing

them to maintain momentum in their careers and at the same time

craft their own path. In FY 2024/25, we continued to support our

apprentices during their learning journeys and maintained a10%

dropout rate,which is well below the national average of46%.

In January 2025, we unveiled our redesigned Burberry Careers

website which offers an enhanced user experience. With a

simplified application process and further details on benefits

and opportunities for development, the site illustrates our values,

heritage and life at Burberry for existing and prospective

colleagues alike.

38

Burberry Annual Report 2024/25

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4. Purpose and Belonging

To generate a greater sense of belonging among our colleagues,

we are creating more moments for everyone to come together.

This includes an increased drumbeat of global, regional and

functional town halls which focus on our strategic progress,

aswell as internal events that celebrate key moments, such as

our brand campaigns and runway shows.

We value our colleagues’ voices and recognise the need to provide

varied ways in which they can share their views. In FY2024/25,

we launched our B:Heard Listening strategy to offer multiple

avenues for our leaders and colleagues to engage in open

andhonest dialogue.

As part of the strategy, we conducted a Pulse Survey in August

2024 and expanded our annual Engagement Survey in October

2024. By enlisting the support of our leaders to encourage

participation in the Engagement Survey, we achieved a 79%

completion rate with more than 8,000 comments, which were

reviewed andconsidered by members of the Executive Committee.

Alongside our Workforce Advisory Forum, which brings together

colleagues and Board members to discuss keytopics, we also

created employee listening forums to offer further opportunities

for direct dialogue. The employee listening forums were attended

by senior leaders and designed to identify root causes of key

issues, propose solutions and implement sustainable change.

Recognising and celebrating the diversity of our colleagues is

fundamental to maintaining a culture of inclusion and belonging.

To read more about our commitment to diversity, equity and

inclusion, and how we build awareness and allyship, see page73.

Equestrian Knight Club

FY 2024/25 marked the third year of our internal retail reward and recognition

programme, the Equestrian KnightClub (EKC). Established in 2023, the EKC

honours the outstanding achievements of Client Advisors who exemplifyThomas

Burberry’s entrepreneurial spirit and forward-thinking mindset while setting new

standards in sales excellence. Recognising exceptional performance in stores

and customer service, it reflects our ongoing commitment to placing talent

atthecentre of Burberry andfostering a high-performance culture across all

ourcustomer touchpoints.

“It definitely made me more confident

and efficient, helping me to develop

strategic thinking and make more

informed decisions. It also prepared

meto take on new challenges internally

and encouraged me to put myself

forward for promotions when they

wereavailable.”

MBA Apprenticeship Graduate

39Burberry Annual Report 2024/25

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SUSTAINABILITY INFORMATION

Burberry Beyond Strategy 41

Basis for Preparation 41

Governance and Management 41

Section 172 (1) Statement and Stakeholder Engagement 43

Value Chain 46

As an open and caring company, we endeavour to act responsibly

withrespect to the environment, the communities in which we operate

andthose employed within our business and wider supply chain.

Strategic Report | Sustainability at Burberry

SUSTAINABILITY AT BURBERRY

SOCIAL DISCLOSURES

Our Workforce 72

Occupational Health and Safety 76

People in our Supply Chain 78

Communities 82

GOVERNANCE – BUSINESS

CONDUCT DISCLOSURES

Anti-Bribery and Corruption 87

Animal Welfare 88

Tax Transparency 88

ENVIRONMENTAL DISCLOSURES

Climate Change 47

Chemical Management 60

Water Conservation 62

Biodiversity and Ecosystems 64

Resource Use and Circular Economy 66

40

Burberry Annual Report 2024/25

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1. Burberry Beyond strategy

Social and environmental responsibility is a key aspect of how

Burberry operates as a business, and is of great importance

toour colleagues and customers.

Our Burberry Beyond strategy encompasses our work

withrespect to the sustainability-related impacts, risks and

opportunities that exist within our value chain. With its Product,

Planet, People and Communities pillars, the strategy aims to

strengthen Burberry’s resilience by reducing our environmental

footprint and ensuring the Company behaves responsibly

towards our planet, our people and the communities we impact.

On the following pages, we provide detailed information regarding

each strategic priority, including policies, actions and targets,

and the steps taken during FY 2024/25 to deliver our strategy.

2. Basis for preparation

Scope of data

The data in this section is based on the period 1 April 2024

to31 March 2025, unless otherwise stated. For the avoidance

ofdoubt, the Company’s financial accounting period is from

31 March 2024 to29 March 2025. However, references to

FY2024/25 for the indicators included in the Sustainability

atBurberry section (pages 41 to 88) refer to the period

1 April2024 to 31 March 2025.

Our sustainability data for FY 2024/25 covers our global

operations. In the financial year, no material changes in the

Company’s operations, value chain or business activities

triggered a rebaselining ofsustainability data.

We publish a separate Sustainability Basis of Reporting FY

2024/25 document on Burberryplc.com which provides further

details of the scope of our assured data and targets, as well as

any assumptions or exclusions that apply. We have also added

footnotes to the data tables on subsequent pages to explain

anysignificant estimates or assumptions we have made.

Frameworks and legislation

This section contains our climate-related financial disclosure

consistent with the Task Force on Climate-related Financial

Disclosures (TCFD) (pages 47 to 71) to comply with TheCompanies

(Strategic Report) (Climate-related Financial Disclosure)

Regulations 2022 and UK Listing Rule 6.6.6R(8). Ourenergy

andcarbon data is reported on page 58 to comply with the

UK’sStreamlined Energy and Carbon Reporting requirements.

We also publish a Transparency in the Supply Chain and Modern

Slavery Statement on Burberryplc.com on an annual basis.

Thisis in accordance with the UK Modern Slavery Act 2015, the

California Transparency in Supply Chains Act of 2010, Canada’s

Fighting Against Forced Labour and Child Labour in Supply

Chains Act and Australia’s Modern Slavery Act 2018.

Non-financial key performance indicators (KPIs)

We have developed non-financial measures to assess our

performance against Burberry Beyond targets, with progress

regularly monitored by our Board.

For further details on environmental and social sustainability

activities and FY 2024/25 progress against our Burberry Beyond

targets, see pages 55 to 85. The Group has considered the

non-financial reporting requirements under sections 414CA

and414CB of the Companies Act 2006 and has included details

in the Annual Report.

SUSTAINABILITY INFORMATION

Thresholds for restatements

Any restatements to sustainability data are clearly indicated with

thereason provided. More information on our sustainability data

methodologies, including our Greenhouse Gas Emissions (GHG)

Restatement Policy, can be found in our Sustainability Basis

ofReporting FY2024/25 on Burberryplc.com.

External assurance

We have engaged Ernst & Young LLP (EY) to provide an external

independent limited assurance statement in accordance with

ISAE 3000 on our FY 2024/25 TCFD disclosures and specific

sustainability data denoted with a ^. For the outcomes of this

assurance, see the practitioner’s Limited Assurance Report

onBurberryplc.com.

3. Governance and management

Board oversight

The Board is responsible for ensuring our approach to

sustainability is integrated into and implemented across the

business. Our Governance Framework of committees and

advisory forums provides updates and key information to the

Board to ensure it can make informed decisions. This is outlined

in the Corporate Governance Statement on pages 102 to 161.

More detail on the roles of the Board and the terms of reference

for each committee is set out in the Matters Reserved for Board

Decision and the Committees’ terms of reference, which are

available in the Corporate Governance section of Burberryplc.com.

When reviewing annual budgets, the Board considers

sustainability-related issues, including spend associated with

our Burberry Beyond strategy, capital expenditure relating to

improving energy efficiency in our own operations, and colleague

bonuses aligned to our sustainability targets. TheBoard is also

responsible for overseeing and monitoring the management of

risks and opportunities, including those related to climate change.

Further information on the risk management approach is

included in the Risk and Viability Report on pages 90 to 101.

Management oversight

The CEO has accountability for sustainability performance

atexecutive level and delegates managerial oversight of

environmental and social responsibility matters to our Corporate

Responsibility team. Led by the Vice President of Corporate

Responsibility, the team’s expertise ranges from carbon accounting

through to sustainable raw material sourcing and ethical trading.

The Corporate Responsibility team acts as a centre of excellence,

guiding the execution of our Burberry Beyond strategy

bycollaborating with teams across the business, including

Sustainable Finance, Sustainable Information Technology (IT),

Legal, Product, Supply Chain and Human Resources.

The Company’s strategy on environment-related issues,

Burberry Beyond, is governed by the Sustainability Committee,

which convened three times in FY 2024/25 and is chaired by the

CEO. The Committee plays an important decision-making role

insupporting Burberry’s environmental agenda, with membership

including senior leaders from across the organisation who

areresponsible for the execution of the strategy within their

respective business areas. In FY 2024/25, topics discussed

bythe Sustainability Committee included future climate-related

disclosure requirements, product sustainability and our ReBurberry

services. During FY 2024/25, the Board received two updates

from the Sustainability Committee, which included progress

against the Company’s sustainability-related goals and targets.

The Board also received an update on Burberry’s decarbonisation

plans and disclosures.

41

Burberry Annual Report 2024/25

The Ethics Committee oversees the Company’s governance and

strategy relating to our social agenda, including the governance

ofhuman rights risks and due diligence in our supply chain.

Where risks are identified, they are reported by management

tothe Ethics Committee, which reports directly to the Audit

Committee. The Ethics Committee also has oversight of our

community investment work as it reviews the Company’s

charitable donations twice a year. The Board also receives

anannual update on the Company’s community agenda and

approves the budget for charitable donations.

The Risk Committee, which is chaired by the CFO, is responsible

for managing and monitoring sustainability-related impacts,

risks and opportunities and has oversight of the Company’s

climate-related financial risk disclosures and preparations

forupcoming reporting regulations. The Audit Committee also

receives updates on the Company’s preparation for upcoming

regulatory requirements and recommends the annual sustainability

and risk-related disclosures for approval by the Board.

TheBoard reviews our sustainability reporting as part of its

overall assessment of the fair, balanced and understandable

nature of the Annual Report.

Knowledge and skills

Burberry seeks to ensure that our Board and senior leadership

have the relevant knowledge and skills to help us build a business

that is both successful and responsible. Details regarding Board

members’ sustainability skills and experience are included

inthebiographies section on pages 104 to 108.

We aim to educate colleagues on various sustainability-related

topics through frequent engagement and communications,

focused events and volunteering opportunities. Internal

communications include a weekly fast-fact series and a monthly

sustainability newsletter consisting of product launches,

industry news and updates, and learning resources.

In FY 2024/25, we launched Choose Our Future: The Climate

Game. Designed by Burberry colleagues, for Burberry colleagues,

the digital tool is a tailored, colleague-owned learning experience

designed to equip teams with the knowledge they need to enable

sustainability-related decision-making. The game was introduced

across our Marketing and Retail functions in March 2025, with

first versions available in English, Simplified Chinese, Traditional

Chinese, Korean and Japanese. In FY 2024/25, we also launched

an online modern slavery training programme, which is mandatory

for colleagues in Supply Chain, Corporate Responsibility,

Procurement and relevant Human Resources roles. In addition,

we provided training for around 700 Supply Chain and Product

Development colleagues on sustainability topics, including

product sustainability, responsible sourcing and our Burberry

Beyond strategy.

Beyond digital engagement, we also connect with colleagues

through in-person events, such as our Sustainable Product

andReBurberry Showcase. This event invited colleagues to

learnmore about various Burberry sustainability initiatives and

experience our circular services firsthand, including our Cashmere

and Leather Refresh services and fragrance refills. Attendees

could also meet with teams working on sustainability, including

colleagues from our Internal Manufacturing team.

We are building capabilities across the business to ensure

teams havethe relevant sustainability-related knowledge and

skills tosupport decision-making. Team members involved in the

execution of the Burberry Beyond strategy participate in external

training courses and educational events, including the Accounting

for Sustainability (A4S) Academy, to keep abreast of relevant

climate- and nature-related topics. We will continue to expand

our sustainability training, with a particular focus on developing

therelevant skills, knowledge and competencies required for

colleagues to contribute to the delivery of our strategy.

Remuneration

The remuneration of the Executive Directors is partly linked

toour progress in building a more sustainable future, including

progress towards the Group’s longer-term climate goals, via the

annual bonus plan and a sustainability underpin in the Burberry

Share Plan (BSP).

For FY 2025/26, 25% of the annual bonus for Executive Directors

will be linked to performance against strategic objectives linked

to our strategy and brand, as well as our sustainability targets.

There will be a sustainability underpin inthe 2025 BSP award

forthe Executive Directors.

Since FY 2023/24 we have linked a proportion of our

discretionary annual corporate bonus plan for the wider

workforce to the achievement of sustainability metrics.

Statement on sustainability due diligence

During FY 2024/25, we continued to meet and prepare for current

and future due diligence legislation in line with the expectations

of our external stakeholders, such as international regulators,

consumers, investors and governments. A cross-functional team

of experts has been set up to focus on developing an aligned

approach to human rights and environmental due diligence.

Thisbuilds on our well-established due diligence practices, by

identifying opportunities to strengthen and integrate processes

across social and environmental risks and impacts, and enhancing

the effectiveness of our overall Due Diligence Framework.

Ourapproach prioritises improving labour conditions, creating

positive impacts and driving efforts toaddress endemic human

rights issues, while advocating forsustainable change across

the industry with our key stakeholders. Full details of our

approach are available in ourTransparency in the Supply

Chainand Modern Slavery Statement FY 2024/25 available

onBurberryplc.com.

Risk management and internal controls

The overarching approach to identifying sustainability-related

risks is the same as for all principal risks, which is detailed on

pages 92 to 93. For each risk, including climate change and

supply chain impacts, we have a Risk Management Framework

detailing the controls in place and those responsible for managing

the overall risk and the relevant mitigating controls. We monitor

risks throughout the year to identify changes in principal risk

profiles. Management of sustainability-related risks is distributed

throughout the organisation, depending on where the risk resides.

For example, climate-related risks in relation to raw materials

inthe supply chain are managed by our Raw Material

Procurement team responsible for buying materials.

When sustainability-related risks are assessed, existing

mitigating activities and controls are highlighted and, where

relevant and appropriate, additional activities and controls

areimplemented if risks fall outside of risk tolerance. Progress

against these mitigating activities is assessed by the appropriate

committee responsible for monitoring the associated risk (as

described in the Management oversight section on page 41).

Sustainability-related risks and opportunities are continually

monitored as part of our Enterprise Risk Management Framework.

This allows us to evaluate the relative significance of our risks

based on their likelihood and impact, and to prioritise accordingly.

The business has also developed a risk platform, which enables

us to track our business objectives, including those which create

or protect financial, social, environmental and reputational value.

We also scan for new and emerging risks and keep abreast

ofevolving regulatory requirements.

Strategic Report | Sustainability at Burberry

42 Burberry Annual Report 2024/25

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4. Section 172 (1) statement and stakeholder engagement

Burberry is committed to listening to our stakeholders and doing right by them to ensure our long-term success.

Section 172 (1) statement

In accordance with the Companies Act 2006 (the Act), the Directors provide this statement to describe how they have engaged with

and had regard to the interests of our key stakeholders when performing their duty to promote the success of the Company, under

section 172 (1) of the Act.

The Board is aware of its obligations, both collectively and individually, to promote the success of the Company for the benefit

ofitsstakeholders. When making decisions, each Director ensures that they act in the way they consider, in good faith, would most

likely promote Burberry’s success for the benefit of its members as a whole, and in doing so has regard (among other matters)

totheissuesset out below.

Section 172 (1) factor

(a) The likely

consequences of any

decision in the long term

The decisions taken by the Directors are aimed at ensuring Burberry has a stable and viable future.

The Directors consider macroeconomic and geopolitical factors and how they might impact Burberry

in the long term, monitor trends in the global personal luxury goods market and identify principal

andemerging risks and how these might impact the business. The key decisions taken during

FY2024/25 to pursue the Burberry Forward transformation programme and stabilise Burberry’s

financial position demonstrate how the Directors considered the consequences and how these

decisions support Burberry in the long term.

Further information on the global luxury market can be found on page 20.

Further information on Principal Risks can be found on page 92.

Further information on Key Decisions can be found on page 115.

(b) Interests

ofemployees

Burberry’s people, whether direct colleagues or people in the supply chain, are fundamental

tothesuccess of our business. The Board’s decisions are aimed at fostering a positive culture

withBurberry’s values at the core. The Board’s decision to support the Burberry Forward strategy

supports the long-term future of our people.

Further information on our people can be found on page 37.

Further information on the Burberry Forward pillar to Reignite a High-Performance Culture

canbefound on page 37.

Further information on how the Board engages with employees can be found on page 115.

(c) Fostering the

company’s business

relationships with

suppliers, customers

andothers

Customers are at the heart of Burberry and the Board monitors brand sentiment and customer

engagement as well as assessing trading performance. As a luxury goods business, our supply

chainis core to our success. Burberry seeks to promote and apply ethical conduct and principles

ofbusiness engagement in our relationships with suppliers. Through reports from executive

management, the Board monitors these relationships.

Further information on our customers and brand can be found in the Burberry Forward section

onpages 13 to 17 and the Business Update section on pages 22 to 26.

Further information on supplier relationships can be found on page 45.

(d) Impact of operations

on the community and

environment

Acting responsibly with respect to the environment and the communities in which we operate

isakeyfocus for Burberry.

Further information on environment and the communities in which we operate can be found

intheSustainability at Burberry section from pages 41 to 88.

(e) Maintaining

areputation for

highstandards of

businessconduct

The Board periodically reviews and approves Burberry’s Code of Conduct and other key policies

aimed at upholding the highest standards of business conduct.

Further information on business conduct at Burberry can be found on pages 86 to 88.

(f) Acting fairly between

members of the

Company

When making decisions, the Board considers which outcomes will support Burberry’s long-term

future and promote the interests of the Company’s members as a whole. In this way, Burberry acts

fairly between members.

Further information on the Board’s engagement with shareholders can be found on page 115.

43

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Ensuring regular, comprehensive engagement with our stakeholders across the business helps us to understand their perspectives

and values. We are mindful of maintaining balance between the competing priorities of different stakeholder groups. This knowledge

influences decision-making and planning both at management and Board level, allowing us to deliver our strategy, conscious

ofthepotential impact of our actions.

Matters submitted to the Board for approval from various areas of the business are required to identify which stakeholder groups

would be impacted and how. This enables the Board to engage in informed discussions before reaching key strategic decisions.

The Board’s focus areas during FY 2024/25 and key decisions made during the year are set out on pages 114 to 115. Howstakeholder

views were taken into account and engagement outcomes are set out on pages 44 to 45.

We engage with our stakeholders and work with our partners to drive change and deliver sustainable value.

Stakeholder Why we engage How we engage

Example outcomes

oftheengagement

Customers

We sell to and connect

with our customers

through directly

operated stores,

concessions and

wholesale partners,

aswell as via

Burberry.com.

Ourcustomers ensure

Burberry’s viability as a

business. Weaimtoinspire

and excite them with desirable

products ofexceptional quality.

We provideexemplary

customer service through

aseamless omnichannel

experience and invite them

toexplore Burberry in

innovative ways.

We engage with our

customersthrough messaging

on products, marketing

campaigns, social media,

Company websites, global

consumer research and

in-store events.

The Board receives customer

insights through presentations

from the CEO and senior

managers as well as regional

Presidents. Board members

regularly visit store locations

globally and attend special

events such as store openings

and fashion shows.

During FY 2024/25, Board

members attended the

reopening of the East 57

th

Street store in New York and

the Summer 2025 and Winter

2025 fashion shows in London.

During FY 2024/25,

werenewed our focus on

outerwear and scarves, which

are core product categories

forBurberry, through the

‘It’sAlways Burberry Weather’

campaign. Although in the early

stages of the transformation,

there is some evidence of

apositive response from

ourcustomers.

Shareholders

Through our Group’s

strategy, we are

creating long-term

sustainable value for

our shareholders.

By investing in Burberry,

ourshareholders ensure our

Company’s ability to trade

andplan for the future.

Weareopen and transparent

with our shareholders about

our business and its strategy,

which allows them to make

informed decisions.

We engage directly with

shareholders through quarterly

trading updates, results

presentations, investor

meetings and the Annual

General Meeting (AGM).

Board members attend

investormeetings and results

presentations and shareholders

have the opportunity to engage

directly with the Board at

theAGM. The Board reviews

allmajor shareholder

communications and receives

regular updates on matters

ofinterest to investors.

During FY 2024/25

Non-Executive Directors held

47 meetings with investors in

addition to investor meetings

with Executive Directors

andother members of the

seniormanagement team.

Investor concerns have been

considered by the Board when

approving the key decisions

set out on page 115. Further

details on shareholder

engagement can be found

onpage 111 of the Corporate

Governance Statement.

44

Burberry Annual Report 2024/25

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Stakeholder Why we engage How we engage

Example outcomes

oftheengagement

People

We want our people

tothrive at Burberry

andare committed to

attracting and retaining

the best talent for

ourbusiness.

Our people are creative and

highly skilled in their respective

fields. As Burberry’s greatest

asset, we are committed to

their development. Ensuring

our workforce is engaged and

motivated is an important

driver for our business.

Supporting their wellbeing,

enhancing their skills and

training, and representing their

voices through our diversity,

equity and inclusion agenda

are key priorities.

In addition to all colleague

surveys, in FY 2024/25 the

CEO led seven global town

halls for colleagues. TheGlobal

Workforce Advisory Forum

(WAF) also provides an

opportunity for Non-Executive

Directors to hear directly from

employees; more detail can be

found on page 111.

The results of colleague

engagement have led to the

development of the Reigniting

a High-Performance Culture

pillar of Burberry Forward.

Colleagues have shown

appreciation for the increased

communication and

transparency. Feedback from

colleagues led to a greater

focus on learning and

development through our

newdigital learning platform.

Partners

We collaborate with

awide range of

partners, including

suppliers, companies

and retail third parties.

Working collaboratively with

our partners allows us to share

knowledge and expertise while

exploring opportunities for

innovation. We nurture close

relationships with members

ofour supply chain to drive

social and environmental

improvements for

ourcommunities.

The Board receives briefings

and updates on how we are

engaging with our partners

toachieve our sustainability

targets and updates on ethical

audits across our supply chain.

Our long-term partners support

our focus on core categories,

driving operational efficiency

and lowering our environmental

and social impact. We continue

to explore opportunities

todevelop products using

innovative and responsibly

sourced raw materials, and

expanding our circular

business models.

Governments

Governments have

wide-ranging influence

on matters which

impact Burberry,

including the

long-term retail

environment,

employment laws,

trade, environmental

and social priorities,

tax and other business

matters.

Engaging with governments

inthe countries and territories

where we operate supports

Burberry’s ability to perform

asa business. We endeavour

tounderstand their concerns

and raise our own so we can

seek solutions to shared

environmental, social,

economic and

governanceissues.

The Board is briefed

onengagements with

governments throughout the

year as well as key matters,

including economic, trade,

investment outlook, VAT,

workplace regulations and

theevolving environmental

andclimate change regulatory

landscape to ensure readiness

for implementation.

We continue to communicate

with governments on key

issues and solutions, for

instance, participating in

roundtables, providing

evidence for consultations

andindustrypartners.

Communities

Burberry is committed

to being a responsible

business and

supporting our

communities.

Our Company is open and

caring, and we strive to support

our communities. Through

TheBurberry Foundation

(UKregistered charity number

1154468) and its flagship

Burberry Inspire programme,

we are driving positive change

in our communities and helping

to build a more sustainable

future for young people.

The Board approves

thebudgetfor charitable

donations, including to the

Burberry Foundation. The

Board also receives updates

onhow Burberry is supporting

communities as well as

opportunities to support local

projects and organisations.

Through our expanded

Burberry Inspire programme,

we supported the launch of

theYoung Leaders programme,

which positively impacts

thelives of young people.

Wealso provided employee

volunteering opportunities

connected to our communities.

Burberry is supporting the

transformation of the Fashion

Gallery at the V&A as part of

amulti-year partnership uniting

two icons of British culture.

45

Burberry Annual Report 2024/25

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5. Value chain

Our Burberry Beyond strategy addresses sustainability-related impacts, risksand opportunities across our value chain. Thevisual

below breaks down our value chain in more detail.

Strategic Report | Sustainability at Burberry

Upstream

value chain

Own

operations

Downstream

valuechain

Tier Tier name Tier scope Example facility or process

TIER 4

Raw material

producers

Extraction and

production of raw

orsemi-raw

materials

•  Raw material extraction

•  Agriculture/farming

•  Mechanical fibre processing

(for example, ginning, which is the process

ofseparating cotton fibres from cotton seeds)

TIER 3

Raw material

processors

Treatment of fibre

oryarn

•  Spinner (yarn supplier)

•  Fibre dyer or scourer

•  Unfinished leather supplier

TIER 2

Raw material

suppliers

Raw material

processes

•  Trim supplier

•  Fabric supplier

•  Finished leather supplier

•  Weaver

•  Converter

TIER 1

Finished

goods

suppliers

Manufacturing of

finished products

•  Factory where the cutting, sewing and

finishingof a garment occurs, including

internalmanufacturing

TIER 0

Company-

managed

assets

Physical sites

operated by

Burberry

•  Offices

•  Retail stores

•  Distribution centres/hubs/local

fulfilmentcentres (LFCs)

Retailing and

distribution

Distribution,

marketing and

purchasing

ofproducts

•  Customers

•  Sales channels (licensees,

franchises,wholesalers)

Use-phase

Consumer use

ofproducts

•  Customer care

End of life

Product end-of-life

phase

•  Prevent, reduce, reuse, recycle, disposal

46

Burberry Annual Report 2024/25

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CLIMATE CHANGE

Introduction

Burberry has a longstanding commitment to addressing

theimpacts of climate change and is taking significant steps

toadvance our decarbonisation agenda. Our Scope 1, 2 and 3

emission reduction targets are aligned to a 1.5°C pathway and

have been validated by the Science Based Targets initiative (SBTi).

Our targets support our climate-related risk mitigation and

underpin our Company’s approach to adapting to climate

change, providing a framework for our decarbonisation efforts

across the value chain.

This section contains our climate-related financial disclosures

consistent with the Task Force for Climate-related Financial

Disclosures (TCFD) recommendations and recommended

disclosures, in compliance with the Companies (Strategic Report)

(Climate-related Financial Disclosure) Regulations 2022 and UK

Listing Rule 6.6.6R(8). Since FY 2019/20 we have reported on

itsfour thematic areas: governance, strategy, risk management,

and metrics and targets. This year, we updated our reporting

toalign with upcoming reporting regulatory standards and

stakeholder expectations. This builds on our previous reports

and describes our approach to scenario analysis, the results

ofthe scenario analysis and the actions taken in response

tothese results.

The Burberry TCFD Basis of Reporting outlines how we have

prepared the Financial Statements and disclosures, considering

relevant TCFD guidance publications and the principles for

effective disclosure. We have engaged EY as independent

practitioners to provide a limited assurance statement in

accordance with ISAE 3000 on our FY 2024/25 TCFD

disclosures and specific sustainability data denoted with a ^.

Forthe results of that assurance, see EY’s Independent Limited

Assurance Report and Burberry’s TCFD and Sustainability Basis

of Reporting FY 2024/25 on Burberryplc.com.

ENVIRONMENTAL

DISCLOSURES

Burberry’s heritage is deeply connected to the outdoors and delivering

onour environmental commitments is a key area of focus for our Company.

The climate crisis, water security and biodiversity loss are significant

challenges faced by businesses and society at large. Our ability to address

these challenges will play an important role in Burberry’s long-term success.

This section highlights how our Burberry Beyond strategy mitigates risks,

realises opportunities and supports the management of our most significant

environmental impacts and dependencies.

47Burberry Annual Report 2024/25

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Below is a TCFD index outlining where we have reported on all key disclosure requirements.

TCFD recommendations and recommended disclosures

Disclosure location within

Annual Report 2024/25

Governance

Disclose the organisation’s

governance around climate-related

risks and opportunities.

a. Describe the board’s oversight of

climate-related risks and opportunities.

Governance and management,

pages 41 to 42

b. Describe management’s role in assessing and

managing climate-related risks and opportunities.

Strategy

Disclose the actual and potential

impacts of climate-related

risksand opportunities on the

organisation’s businesses,

strategyand financial planning

where such information is material.

a. Describe the climate-related risks and

opportunities the organisation has identified

overthe short, medium and long term.

Climate change, pages 47 to 59

Action sections in:

Climate change, pages 56 to 57

Chemical management, page 61

Water conservation, pages62

and 63

Biodiversity and ecosystems,

page 65

Resource use and circular

economy, pages 67 to 68

b. Describe the impact of climate-related

risksandopportunities on the organisation’s

businesses, strategy and financial planning.

c. Describe the resilience of the organisation’s

strategy, taking into consideration different

climate-related scenarios, including a 2°C

orlower scenario.

Risk management

Disclose how the organisation

identifies, assesses and manages

climate-related risks.

a. Describe the organisation’s processes for

identifying and assessing climate-related risks.

Risk Management and Internal

Controls, page 42

b. Describe the organisation’s processes for

managing climate-related risks.

Risk and Viability Report,

pages90 to 99

c. Describe how processes for identifying,

assessing and managing climate-related risks

areintegrated into the organisation’s overall

riskmanagement.

Metrics and targets

Disclose the metrics and targets

used to assess and manage

relevant climate-related risks

andopportunities where such

information is material.

a. Disclose the metrics used by the

organisationtoassess climate-related risks and

opportunities in line with its strategy and risk

managementprocess.

Targets sections and Metrics

sections in:

Climate change, pages 55 and 56

and 58 and 59

Chemical management, page 61

Water conservation,

pages62to63

Biodiversity and ecosystems,

pages 64 to 66

Resource use and circular

economy, pages 66 to 71

b. Disclose Scope 1, Scope 2 and, if appropriate,

Scope 3 GHG emissions and the related risks.

c. Describe the targets used by the organisation

tomanage climate-related risks and opportunities

and performance against targets.

Strategic Report | Sustainability at Burberry

48 Burberry Annual Report 2024/25

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Approach

Strategy

Climate change has been identified as a principal risk

toBurberry and has the potential to impact our business

intheshort, medium and long term. Our strategy to address

climate-related risks is integrated into our business strategy and

decision-making in areas such as capital allocation, investment

appraisal, supply chain planning and raw material sourcing.

Background to scenario analysis

Scenario analysis is a process for identifying and assessing the

potential implications of a range of plausible future states under

conditions of uncertainty. Scenarios are hypothetical constructs

and not designed to deliver precise outcomes or forecasts.

Instead, scenarios provide a way for the business to consider

how the future may look if certain trends continue, or certain

conditions are met, and to assess Burberry’s strategic resilience.

Climate-related risk scenario analysis is led by Sustainable

Finance, with input from Supply Chain, Corporate Responsibility,

Commercial and Finance teams across the business.

Our approach to scenario analysis

Our scenario analysis incorporates the Company’s financial

forecasts, operational footprint, supply chain information

andenvironmental data to create a digital twin representation

ofthebusiness. The product portfolio is modelled based on

ourstrategy, with the Company’s value chain being modelled

using historical data. This information is combined with industry

reference scenarios on climate emission pathways, including

assessments by the Intergovernmental Panel on Climate Change

and International Energy Agency, to consider the potential

impact of physical and transition risks on the business.

Each physical and transition risk was modelled independently

due to the complexity and uncertainty associated with measuring

the interconnectivity of risks and how they influence each other.

Planned future mitigating actions, including those to deliver our

ambition to be net zero by 2040, have not been taken into

consideration in the scenario analysis.

In addition, we have considered the risk that a market shock

caused by transition to a low-carbon economy would impact the

Company’s cost of debt and how low-carbon innovations would

devalue the Company’s technology. We have concluded that

these risks are not significant at this time due to the Company’s

cash position, focus on renewable energy consumption and

absence of carbon-intensive machinery. We will continue

tomonitor and report on these risks.

Scenarios evaluated

The impact of physical and transition risks has been considered

over a range of emission trajectories and global average

temperatures. This is in line with the recommendations of

theTCFD to select a set of scenarios that cover a reasonable

variety of future outcomes, both favourable and unfavourable.

Wehavealso included a low-emissions scenario aligned to the

Paris Agreement aspiration to limit global warming to 1.5°C, as

per the TCFD recommendation that organisations use a 2°C or

lower scenario. These are defined below, alongside a summary

of the potential global impact of physical and transition risks

under these scenarios.

Our scenario analysis considers the impacts of both physical and transition risks:

Physical risks Transition risks

Definition These are risks related to the physical

impacts of climate change. They include

both acute weather events, such as

heatwaves and chronic long-term climate

shifts, such as rising sea levels.

These are risks that may occur while transitioning

toalower-carbon economy, such as policy, market,

reputation and liability risks. The level of risk depends

onthe nature and speed of the transition.

Timing of

impacts

Acute physical risks are already occurring,

and these are expected to happen

moreoften and with greater severity.

Chronicphysical risks are more likely

inthelong term.

The timing of transition risks is uncertain, but they

aremore likely to occur in the short to medium term.

Physical risk Policy risk Market risk Reputation risk Liability risk

49Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Average global temperature rise compared to pre-industrial levels by 2100

Scenario description Global impact of climate-related risks over time Average global

temperature rise

The world takes immediate

and substantial action in line

with the Paris Agreement

tolower emissions.

To limit global warming to 1.5°C compared to pre-industrial levels,

collective global action will be needed. The nature and speed of

thetransition to a low-carbon economy are uncertain, but transition

risks are more likely to occur in the short to medium term. By taking

such collective action, the impact of physical risks occurring inthe

long term may be reduced.

1.5°C

The world partially

implements policies tolower

emissions with no further

actionstaken.

If limited global action is taken to tackle climate change and reduce

GHG emissions, transition risks would reduce in the short term.

However, inaction would increase the severity and frequency

ofphysical risks in the long term.

2°C – 3°C

The world takes limited or

noactions tolimitemissions.

Without any global action at all, transition risks would be limited

andthe impact of physical risks would become even greater

inthelong term.

> 4°C

Time horizons considered

We have defined our time horizons as:

•  short-term (five years)

•  medium-term (five to 20 years)

•  long-term (more than 20 years)

The time horizon used for our detailed scenario analysis is a

short-term outlook of five years, during which we can influence

decisions through strategy, capital allocation, costs and revenues.

Typically, three years is used for our financial andoperational

planning, as this is sufficient to cover the majority ofapproved

capital expenditure projects, and most current business

development projects will be completed inthisperiod.

Our viability assessment is also aligned to this time period,

withgoing concern typically considered over 18 months. For the

purposes of scenario analysis, wehave extended the period to

five years using a growth assumption, which more closely aligns

with our expected asset lifetimes andstrategic plans.

Furthermore, we have used our detailed five-year analysis

toconsider how climate-related risks may evolve over 10 years,

to further guide the development of our climate strategy.

Results of our scenario analysis

The output of our scenario analysis considers the financial

impact of climate-related risks on Burberry. This entails

estimating the loss of value to the Company’s discounted

cashflows over the next five years assuming no mitigating

actions are taken.

Overall, the results of our scenario analysis indicate that the

physical and transition risks associated with climate change

could impact the business in the short, medium and long term.

The size of the impact will depend on the nature and speed

ofthe global transition towards a lower-carbon economy and

thelevel of uncertainty increases beyond a five-year horizon.

Inthe short to medium term, the 1.5°C scenario would have most

impact on Burberry before considering any mitigating actions,

with Market risk being a key driver of the impact.

Transition risks are expected to be the most impactful in

theshort to medium term, continuing the trends our five-year

scenario analysis identified, as they relate to events such

aspolicies and market behaviour that are either current or

anticipated to come into effect in the near future. Physical risks

are expected to become most impactful in the long term, with

the size of the impact dependent on the success of global

initiatives to limit the repercussions of climate change.

These long-term physical risks may disrupt our supply chain

andcreate operational challenges. Our commitment to procure

certified or responsibly sourced raw materials and our continued

focus oninnovation are key to limiting this impact. We will

remain agileand continue to monitor this risk, informed by the

latest scientific understanding of climate change. We will also

continue to consider and identify how the results of our scenario

analysis may be utilised to inform future strategic planning

where appropriate.

50

Burberry Annual Report 2024/25

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Physical risk

Global emissions environment

Average global temperature rise compared

topre-industriallevels by 2100

1.5°C 2°C – 3°C > 4°C

Financial impact:

Medium Medium Medium

Timeframe for most significant impact: longterm

How we modelled the risk

We quantified how extreme weather events and chronic

changes in the climate might disrupt manufacturing and

distribution of goods, damage assets and impact retail

activities, leading to changes in consumption patterns.

Wealso considered how chronic changes in climate may

impact yields of key raw materials we use.

Potential areas of impact

An increase in the frequency and severity of acute weather

events may impact raw material sourcing, disrupt operations

and damage facilities. Facility disruption may result from

anincreased risk of tropical windstorms and floods in Asia

aswell as increased risk of droughts and heatwaves in Asia,

Europe and the Americas.

The impact of physical risks will become more significant in

the medium and longer term, particularly in the > 4°C and 2°C

– 3°C scenarios. The impact of chronic physical risks, such as

increasing global temperatures, will be particularly impactful

over this time period.

Key assumptions

•  Scenario analysis is based on our current asset base

andvalue chain. Planned changes to our asset base and

sourcing locations have not been taken into consideration

in quantifying the five-year earnings at risk

•  We have considered the extent to which financial impacts

may be passed on to consumers. This has been assessed

inline with expectations of market capacity for price

increases and impact on net cash

•  The model was updated in FY 2024/25 to capture abroader

range of uncertainty in climate data

Our strategic response to the identified climate-related risks can be found within the Actions sections on pages 56 to 71

asindicated by the risk type icons.

Financial impact

Potential impact on Burberry’s cumulative discounted cash flows over five years, assuming no mitigating actions are taken:

Low: (< £1 million – £20 million) Medium: (£20 million – £100 million) High: (£100 million – £200 million)

Detailed risk analysis

This section details the approach and results of our scenario analysis for each modelled risk. The financial impact reflects the

estimated loss in the Company’s discounted cash flows over the next five years, assuming no mitigating actions are taken. This impact

has been categorised as ‘High’, ‘Medium’ or ‘Low’, reflecting materiality to the Company’s Financial Statements. In FY 2024/25 we

adjusted our financial impact thresholds to ensure the severity of risk impacts is appropriately reflected in the disclosure below.

51

Burberry Annual Report 2024/25

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Market risk

Global emissions environment

Average global temperature rise compared

topre-industriallevels by 2100

1.5°C 2°C – 3°C > 4°C

Financial impact:

High Medium Low

Timeframe for most significant impact: shortto medium term

How we modelled the risk

We quantified how shifts in consumer preferences towards

more sustainable and less carbon intensive goods may

impactdemand for our products.

Consumer preference shifts have been considered

atacountry level.

Potential areas of impact

A shift away from products constructed using less sustainable

raw materials, including animal-based products, towards

organic, regenerative or recycled fabrics. This shift is expected

to happen in the short to medium term, and more quickly in

geographical regions where public attention on sustainable

materials used to produce clothing is greater, such as Europe

and North America. The shift will be more apparent in a

lower-temperature scenario, which assumes that a higher

proportion of consumers will adopt more sustainable choices.

Key assumptions

•  Consumer perception of Burberry products is assumed

tobe linked to the carbon footprint of sourcing raw

materials, production and distribution

•  The model was updated in FY 2024/25 to align consumer

perception across all scenarios in year one of the analysis

•  Scenario analysis is based on Burberry’s product strategy

and revenues, aligned with its updated strategic vision

andprojected raw material usage

•  We have considered how shifts in consumer preferences

may impact operating margin and net cash. This has been

assessed in line with our current cost structure

Strategic Report | Sustainability at Burberry

Policy risk

Global emissions environment

Average global temperature rise compared

topre-industriallevels by 2100

1.5°C 2°C – 3°C > 4°C

Financial impact:

Low Low Low\*

Timeframe for most significant impact: shortto medium term

How we modelled the risk

We quantified how the implementation of carbon pricing

mayresult in increased costs associated with production,

distribution and raw materials.

Carbon prices and projected changes in these have been

considered at a country level.

Potential areas of impact

An increase in costs of production, distribution and raw

materials in the short to medium term, with a higher carbon

price required to achieve a lower temperature scenario.

\*  Under a > 4°C scenario there is potential for a minimal positive impact due

toreversal of current carbon pricing policies.

Key assumptions

•  Scenario analysis and quantification of the five-year

earnings at risk does not take into consideration our actions

to be net zero by 2040 and therefore assumes a growth

inGHG emissions aligned to an average growth rate used

inour product forecast

•  GHG emissions are based on our assured

FY2023/24footprint

•  We have considered the extent to which financial impacts

incurred may be passed on to consumers. This has been

assessed in line with expectations of market capacity

forprice increases and impact on net cash. Global carbon

prices used in the modelling are shadow prices, which

areameasure of overall policy intensity and expected to

increase on a straight-line basis over the period. The annual

carbon price has been interpolated based on the final

carbon price reached at the end of the scenario modelling

period. The global average carbon prices reached

bytheend of our scenario modelling period are:

•  1.5°C = USD 75 per tonne

•  2°C – 3°C = USD 5 to USD 45 per tonne

•  > 4°C = USD 0 per tonne

52 Burberry Annual Report 2024/25

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0/VqX8p/9k=)

Reputation risk

Global emissions environment

Average global temperature rise compared

topre-industriallevels by 2100

1.5°C 2°C – 3°C > 4°C

Financial impact:

Low Low Low

Timeframe for most significant impact: shortto medium term

How we modelled the risk

We quantified how climate activism due to negative perception

of our climate impact and strategy may result in reputational

damage, disruption to spending patterns and loss of revenue.

Society’s opinion with respect to the threat of climate change

has been considered at a country level.

Potential areas of impact

Society may engage in climate activism in the short to

medium term with companies perceived as less sustainable

being targeted, resulting in decreased revenue and reduced

market share. Despite minimal shifts in consumer preferences

in the short term under a > 4°C scenario, a section of society

may engage in general activism against organisations due

totheir inaction in relation to climate change, resulting

indisruption and lost revenue.

Key assumptions

•  Scenario analysis is based on Burberry’s product strategy,

aligned with its updated strategic vision

•  We have considered the extent to which financial impacts

may be passed on to consumers. This has been assessed in

line with expectations of market capacity for price

increases and impact on net cash

•  Scenario analysis uses a performance percentile to

benchmark Burberry against its wider industry in terms

ofGHG emissions

Liability risk

Global emissions environment

Average global temperature rise compared

topre-industriallevels by 2100

1.5°C 2°C – 3°C > 4°C

Financial impact:

Low Low Low

Timeframe for most significant impact: shortto medium term

How we modelled the risk

We quantified how perceptions regarding involvement in

climate-change-driving activities, sustainability claims and

failure to transition the business towards a low-carbon future

could lead to increased operating expenses through litigation.

Potential areas of impact

Potential operating expenses may arise from fines,

settlements and legal costs in the short to medium term.

Key assumptions

•  Historical precedents and recent climate-related litigation

trends were utilised in modelling the potential impacts of

climate change litigation on Burberry

53Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Opportunities

In addition to climate-related risks quantified through scenario analysis, Burberry continues to identify and act upon climate-related

opportunities aimed at supporting the Company’s overarching net zero ambition. The Sustainability Committee plays a pivotal

roleinidentifying, prioritising and realising climate-related opportunities. The Committee receives pertinent opportunities from

internalteams working on the environmental agenda, which are then evaluated for feasibility and potential impact, as well as their

alignmentwith key priorities.

Examples of such climate-related opportunities are summarised below.

TCFD

opportunity area Opportunity description Actions taken to realise opportunities

Time horizon

ofimpact

Resource

efficiency

Use of more efficient

production and

distribution processes

Work is ongoing to replace gas boilers at our UK internal

manufacturing sites with more efficient electric boilers.

Short/medium

term

We work closely with other brands as part of the Corporate Water

Leaders group, a global network of working groups dedicated to

solving industrial water challenges and furthering water stewardship.

Short/medium

term

Move to more

efficientbuildings

Improved building efficiency through obtaining LEED Gold certification

in 28 additional stores and BREEAM Excellent certification at one

additional location, making a total of 134 certified sites since

FY2018/19.

Short/medium

term

Energy

source

Use of lower-emission

sources of energy

100% of the electricity we consume is matched by an equivalent

amount of renewable generation, sourced from renewable tariffs or

Energy Attribute Certificates, or generated through on-site renewables.

Short term

We continue to monitor our real-time electricity consumption to identify

and act on anomalous consumption patterns before they have a

significant impact, and to drive energy efficiency across our retail sites.

Short term

Products

and

services

Development and/or

expansion of low

emission goods and

services

In November 2024, we released an exclusive childrenswear capsule

made from surplus fabric and yarns from our previous collections.

Outerwear pieces featured a label with room for multiple owners to write

their names, further reinforcing the circular theme of the collection.

Short/medium

term

We offer Trench, Cashmere and Leather Refresh services globally

andcontinue to expand these initiatives.

Short/medium

term

The Corporate Responsibility team works closely with the Buying

andProduct Development teams to embed sustainability opportunities

into seasonal merchandise plans.

Short/medium

term

Development of new

products or services

through research and

development and

innovation

Our Material Innovation team leads on identifying and developing

innovative materials that will help decarbonise our business.

InOctober 2024, we launched a scarf made with a blend containing

Brewed Protein

TM

. Developed by biotech start-up Spiber Inc. and

fermented from plant-based ingredients, Brewed Protein

TM

has lower

GHG emissions, as well as reduced water and land use, compared

totraditional animal-derived materials, such as cashmere.

Short/medium

term

Resilience

Participation in

renewable energy

programmes and

adoption of energy

efficiency measures

As a member of The Fashion Pact, we collaborate with peers tosupport

our European suppliers to transform energy use at theirfacilities

through the European Accelerator Programme. Theprogramme

focuses on improving data collection, guidance on best practice

andfinancing decarbonisation.

Short/medium

term

Resource substitutes/

diversification

We continue to expand our traceability programme to enable us to

better identify risks and opportunities associated with our raw material

supply chains.

Short/medium

term

54

Burberry Annual Report 2024/25

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Policies

Our Global Environmental Policy establishes Burberry’s

commitment to reducing climate-related risks and preventing

orminimising any potential negative impacts on the environment

along Burberry’s value chain. The policy applies to all Burberry

operations, and compliance is mandatory for all Business

Associates. Business Associates include any individual, entity,

business or company associated with Burberry, including supply

chain partners who carry out any processing or provide any

goods directly or indirectly supplied to Burberry.

Burberry engages key stakeholders, including industry partners,

government bodies and NGOs, in setting and implementing the

policy effectively. Regular training and communication are key

aspects of our environmental programmes. Business Associates

must appoint senior management responsible for compliance

and ensure their subcontractors adhere to the policy.

The policy is made publicly available on Burberryplc.com

andshared with employees, contractors and new Business

Associates during their onboarding as part of their contractual

compliance obligations.

The CEO, as an Executive Director on the Board, is accountable

for policy implementation, with oversight from Burberry’s

EthicsCommittee.

Targets

Our emissions reduction targets are aligned to a 1.5°C pathway

and have been validated by the SBTi against their Corporate

Net-Zero Standard.

Our methodology for measuring progress towards our emissions

targets is aligned with the Greenhouse Gas Protocol Corporate

Accounting and Reporting Standard. Further details on our GHG

accounting methodology can be found in our Sustainability Basis

of Reporting FY 2024/25 on Burberryplc.com.

We actively monitor changes to external guidance and standards

for corporate emissions targets, from bodies such as the SBTi

and ISO, and we will continue to evolve our targets as required.

Net zero

Reach net zero GHG emissions across our value chain

byFY2039/40.

FY 2024/25 performance

In FY 2024/25, we continued to make meaningful progress

towards our net zero by 2040 target, with sustained reductions

across Scope 1, 2 and 3 GHG emissions. Our approach to

decarbonisation is to maximise absolute reductions through

effective energy efficiency and carbon reduction projects,

before compensating for any residual emissions through

high-integrity and certified carbon credits in line with the SBTi’s

Corporate Net-Zero Standard.

Scope 1 and 2

Across our own operations, we commit to reducing

absolute Scope 1 and 2 GHG emissions by 95% by

FY2026/27 from a FY2016/17 base year, and to maintain

this year on year from FY2026/27 through to FY 2039/40.

FY 2024/25 performance

In FY 2024/25 we achieved a 93.7% reduction from our

FY2016/17 baseline. Our continued progress towards our target

reflects a year-on-year decrease in Scope 1 and 2 emissions of

6%. This was achieved through reductions in gas consumption

across several Burberry sites, because of warmer winter

temperatures, energy efficiency measures and the replacement

of gas boilers at our UK internal manufacturing sites.

Scope 3

Across our extended supply chain, we aim for a 46%

reduction in Scope 3 GHG emissions by FY 2029/30 and

a90% reduction in Scope 3 GHG emissions by FY 2039/40

(from FY 2018/19).

Summary of response to scenario analysis

At Burberry, we believe our long-term success depends on actively addressing the potential impact of climate-related risks and

adapting to potential opportunities. As such, we have adopted strategies and actions to mitigate these risks and ensure our strategy

adapts to the potential opportunities. Where such actions have quantifiable investments associated with them, these are embedded

within our Board-approved financial plans, which are translated into annual budgets.

We have also considered the impact of climate change in the preparation of our Financial Statements, which can be found on page 166.

As the scientific understanding of climate change and availability of data evolves, we expect greater rigour and sophistication inthe

approach to scenario analysis. We aim to continue developing and updating our scenario analysis to support our assessment ofthe

resilience of our business strategy to climate-related risks and ensure relevant mitigating strategies are in place.

Details on targets and metrics aligned to the identified climate-related risks can be found within the Targets and Metrics sections

on pages 55 to 71 as indicated by the risk type icons.

55

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Actions

In FY 2024/25, we continued to focus on five key impact areas

to drive action and progress against our net zero by 2040 target:

1) operational decarbonisation, 2) raw materials, 3) circularity

and reducing product-related waste, 4) supply chain

decarbonisation and 5) sustainable transportation.

1. Operational decarbonisation

Scope 1 and 2 emissions reductions

Our approach to operational decarbonisation is to maximise

absolute reductions through effective energy efficiency and

carbon reduction projects. While we previously compensated

forresidual Scope 1 and 2 emissions through high-integrity and

certified carbon credits, we ceased this practice in FY 2024/25,

focusing instead on investments which drive absolute reductions.

In FY 2024/25, we maintained the progress made in previous

financial years, with 100% of the electricity we consumed

matched with an equivalent amount sourced from renewable

tariffs and Energy Attribute Certificates, or generated through

on-site renewables, including solar panels installed at select

sites in the UK, Italy and the USA.

In conjunction with our use of renewable electricity, we are

focused on delivering emissions reductions through energy

efficiency and have targets in place for our hubs, LFCs and

internal manufacturing sites. In FY 2024/25, our total energy

consumption decreased by 39.4% from a FY 2016/17 baseline

and by 6% from FY 2023/24. Energy-related investments

continued at our manufacturing site in Keighley, including the

partial removal of gas heating, alongside window and lighting

upgrades to improve energy efficiency and reduce heat loss.

Inaddition, an energy audit was undertaken at our manufacturing

site in Italy, Burberry Tecnica, to identify improvements in

managing the heating and cooling systems using temperature

boundaries to align more closely with operational timings.

Delivery of our Scope 1 and 2 emissions reduction target

continues to be supported by ensuring our buildings meet high

energy efficiency standards. In FY 2024/25, we obtained the

LEED Gold certification in 28 additional stores and the BREEAM

Excellent certification at one more location, making a total

of134certified sites since FY 2018/19.

2. Raw materials

Raw materials targets

We continue to progress our target of 100% of key raw

materialsin our products being certified or responsibly sourced

by FY2029/30 (as defined in our Sustainable Raw Materials

Portfolio). Among other benefits across our strategy, this drives

down the carbon intensity of products using these materials.

See page 66 for more details on progress to date. While we

work toreduce the relative intensity of our existing materials,

weare also investing in expanding our portfolio by exploring

innovative alternatives.

Textile innovation

Through textile innovation, Thomas Burberry elevated outerwear

performance and enhanced its ability to protect explorers from

the elements. Today, we continue to create innovative products

that inspire and protect our customers.

In FY 2024/25, we introduced a scarf made with a blend

containing Brewed Protein™. Developed by biotech start-up

Spiber Inc. and fermented from plant-based ingredients, Brewed

Protein™ has lower GHG emissions, as well as reduced water

and land use, compared to traditional animal-derived materials.

Comprising 62% wool, 8% cashmere and 30% Brewed

Protein™, the resulting scarf maintained the attributes

associated with Burberry products, namely luxury, quality,

warmth, protection and durability.

Targets and progress

93.7% reduction in Scope 1 and 2 emissions since 2016/17

51.2% reduction in Scope 3 emissions since 2018/19

2017 2027

95%

93.7%

2019 2040

90%

51.2%

FY 2024/25 performance Target

FY 2024/25 performance

In FY 2024/25, our Scope 3 GHG emissions decreased by 9.8%

from FY 2023/24 and by 51.2% from our FY 2018/19 base year,

against which we are measured for our 2030 and 2040

science-based targets. While we are making progress in

reducing our emissions, our Scope 3 performance continues

tobe largely determined by the volume and mix of products

weproduce. Asour product strategy evolves as part of Burberry

Forward, wecontinue to undertake targeted interventions to

address emissions hotspots across our value chain, ensuring

that the level of our emissions reductions are maintained

through to our FY 2029/30 target year.

56 Burberry Annual Report 2024/25

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Innovation is required across each stage of a material’s life

cycle, and the need for increased circularity is recognised

throughout the fashion industry. For example, we are working

closely with our Innovation and Sustainable Manufacturing

teams to identify suitable textile-to-textile recycling solutions.

Participation in industry-wide Life Cycle Assessment

(LCA)studies

Known for its warmth, performance and high quality, cashmere

is used in the creation of our iconic scarves. To better understand

the impact ofcashmere on our Scope 3 emissions, we are

participating inacross-industry LCA coordinated by the Textile

Exchange. Through the collaboration, we aim to establish

ascientifically rigorous method of assessing the environmental

impact of cashmere production. Developing a practical

methodology will be key to ensuring both feasibility and

industry-wide applicability. For more details on our GHG emissions

methodology, see our Sustainability Basis of Reporting

FY2024/25 on Burberryplc.com.

3. Circularity and reducing

product-related waste

Minimising excess materials and increasing

materialdonations

We recognise the fashion industry’s shared challenge with

respect to the environmental impacts and carbon footprint

ofgenerating excess fabric and textile waste. In FY 2024/25,

weengaged colleagues across Burberry to identify key levers

toreduce the generation of excess fabrics. The exploration

involved stakeholders from our Design, Merchandising, Product

Development, Supply Chain, IT and Finance teams with the aim

of improving inventory optimisation and identifying efficiencies

across the value chain. As a result, a task force has been

established to oversee the reduction and re-use of excess fabrics,

co-sponsored by the Chief Product Merchandising and Planning

Officer and Chief Supply Chain and Industrialisation Officer.

We continue to donate excess materials, including textiles,

leather, yarns, trims and mannequins, to charities and design

schools globally. In FY 2024/25, we donated over 120,000 metres

of fabric. More information on our non-stock donations can be

found onpage70.

Promoting circular business models

We also continue to trial new circular business models and

evolve ReBurberry, which is a range of services, including our

aftercare offer, which help extend the life of Burberry products.

Part of our commitment to circularity, these efforts are a critical

lever for the longer term decarbonisation of the business.

Seepages 66 to 68 for more information about circular

businessmodels.

In addition, details regarding efforts to reduce the environmental

impact of packaging can be found on pages 68 and 69.

4. Supply chain decarbonisation

Engaging with supply chain partners

In FY 2024/25, we worked with our Tier 1 and Tier 2 supply chain

partners to identify decarbonisation opportunities, including

ways to increase energy efficiency, transition to renewable

energy and phase out fossil fuels. Through this engagement

wewere able to reinforce awareness about our carbon reduction

targets and emphasise the critical role our partners play

inachieving them.

As a member of The Fashion Pact, we collaborate with peers

through its European Accelerator Programme. The programme’s

aim is to enable more informed decision-making, with a focus

ondeveloping harmonised environmental data points covering

energy, water and waste to ease the increasing reporting burden

on suppliers while also improving access to quality primary

datafor brands.

5. Sustainable transportation

Reducing transportation and logistics emissions

In FY 2024/25, we focused on improving internal tracking

measures for air freight. As a result of targeted interventions,

wereduced the proportion of goods being transported by air

freight compared to FY 2023/24. We will continue to focus on

driving down both costs and emissions when utilising air freight.

Business travel reductions

We identified opportunities to strengthen our Travel Policy to

maximise the efficiency of necessary travel, and increase the

visibility of sustainability-related communications to employees

at the point of booking. We saw a 61% reduction in emissions

associated with business travel during FY 2024/25, and will

continue working closely with our new travel partner to ensure

that colleagues recognise the carbon impact of their journeys

and can make informed decisions reflective of our Travel Policy.

57

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Metrics

Total Scope 1, 2 and 3 GHG emissions

FY 2024/25 FY 2023/24 FY 2022/23

Total Scope 1, 2 and 3 emissions (market-based) (tonnes CO

2

e) 371,399 411,661  415,007

Scope 1, 2 and 3 emissions intensity (tonnes CO

2

e per £1m sales revenue) 150.9 139  134

Scope 1 and 2

FY 2024/25 FY 2023/24 FY 2022/23

Global

UK and

offshoreonly Global

UK and

offshoreonly Global

UK and

offshoreonly

Total energy including: purchase of

electricity, the operation of any facility,

combustion of fuel for facilities and

vehicles/kWh 51,647,269^ 13,686,450 54,735,836  15,402,415 56,262,614  15,518,973

Scope 1 – Combustion of fuel and

operation of facilities (tonnes CO

2

e) 1,470^ 845 1,545  1,056 1,585  1,082

Scope 1 – Combustion of fuel from owned

or leased transport (tonnes CO

2

e) 68^ 2 122  3 82 2

Scope 2 – Electricity purchased and

usedfor operations (location based)

(tonnes CO

2

e) 16,347^ 1,782 17,308  1,998 17,692 1,872

Scope 1 and 2 – Total emissions

(locationbased) (tonnes CO

2

e) 17,885^ 2,629 18,975  3,057 19,359 2,956

Scope 2 – Electricity purchased and

usedfor operations (market based)

(tonnesCO

2

e) 0^ 0 0 0 0 0

Scope 1 and 2 – Total emissions

(marketbased) (tonnes CO

2

e)

1

1,538^ 847 1,667  1,059 1,667 1,084

Total emissions offset by Verified

Emissions Reduction Certificates

(tonnesCO

2

e) 0 0 1,667  1,059 1,667 1,084

Scope 1 and 2 intensity (location-based)

(tonnes CO

2

e per £1,000,000

salesrevenue) 7.27 N/A 6.4  N/A 6.3 N/A

% of energy and electricity consumption

(kWh) sourced from renewable sources (%) 84%^ 66% 84%  63% 84% 62%

Burberry applies an operational control approach to defining its organisational boundaries. Data is reported for sites where it is

considered that Burberry has the ability to influence energy management. Data is not reported for sites where Burberry has a physical

presence but does not influence the energy management for those sites, such as a concession within a department store. Overall,

theemissions inventory reported equates to 98% of our net selling space square footage. Burberry uses the Greenhouse Gas Protocol

(using a location- and market-based approach to reporting Scope 2 emissions) to estimate emissions and applies conversion factors

from UK DESNZ (2024), and the International Energy Agency (IEA) (2024), according to geography. All material sources of emissions

are reported. Refrigerant gases were deemed not material and arenot reported. Market-based emissions globally and for the

UKrelating to purchased electricity within our operations (Scope 2) arestated as zero due to us procuring an amount of renewable

electricity equivalent to 100% of our annual consumption. GHG emissions data reported is based on the period from 1 April 2024

to31 March 2025. For the avoidance of doubt, the Company’s financial accounting period is from 30 March 2024 to 28 March 2025.

However, references to FY 2024/25 for the selected metrics included in the Sustainability section of Burberry’s Annual Report

2024/25 refer to the period 1 April 2024 to 31 March 2025.

More information on our methodology can be found in our Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

1.  Figure used to calculate progress against our Scope 1 and 2 science-based target.

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

58 Burberry Annual Report 2024/25

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Energy – Own operations FY 2024/25 FY 2023/24 FY 2022/23

Total electricity (kWh) 43,369,097 45,977,503  47,332,576

Percentage of electricity from renewable sources

1

100% 100% 100%

Total gas (kWh) 8,035,291 8,246,431  8,681,523

Total fuel from owned or leased transport (kWh) 242,882 369,636  248,515

Total energy

2

(kWh) 51,647,269 54,735,836  56,262,614

Percentage of energy from renewable sources 84% 84% 84%

Energy efficiency (energy relative to net selling space) (kWh) 16.55 16.32  16.26

Energy by facility type

Internal manufacturing 6,564,238 7,009,228  6,540,272

Distribution centres 5,628,024 5,214,419  5,591,380

Stores 33,387,491  34,309,998  36,180,195

Offices 5,824,635 7,832,555  7,702,252

Total energy (facilities only – excluding energy from vehicles) 51,404,388 54,366,200  56,014,099

Number of stores with LEED or BREEAM certification

3

134 105  72

1.  Renewable sources includes on-site generation, green tariffs and energy attribute certificates.

2.  Includes purchase of electricity, the operation of any facility and combustion of fuel for facilities and vehicles.

3.  Accepted certifications: LEED (Platinum or Gold level), BREEAM (Outstanding or Excellent Level).

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

Scope 3 FY 2024/25 FY 2023/24 FY 2022/23

FY 2018/19

baseline

Cat 1: Purchased goods and services 280,338 314,688  314,750 621,110

Cat 2: Capital goods 27,470 26,440  29,834 34,074

Cat 3: Fuel – and energy-related activities (not included in Scope 1 and 2) 4,233 5,138  4,456 4,625

Cat 4: Upstream transportation and distribution 42,044 43,103  41,128 64,624

Cat 5: Waste generated in operations 1,869 3,574  3,337 11,443

Cat 6: Business travel 2,937 7,526  4,187 6,907

Cat 7: Employee commuting 2,542 1,490  1,427 4,784

Cat 9: Downstream transportation and distribution 940 901  3,117 N/A

Cat 12: End-of-life treatment of sold products 317 796  1,445 2,059

Cat 14: Franchises 7,171 6,338  9,659 8,917

Scope 3 total 369,861^ 409,994  413,340  758,542

Scope 3 total (upstream) 361,433 401,959  399,118 747,567

Scope 3 total (downstream) 8,428 8,035  14,221 10,976

Note: Scope 3 categories not included are deemed not relevant to footprint and are excluded from target and reporting boundary.

More information on our methodology can be found in our Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

Energy – Supply chain FY 2024/25 FY 2023/24 FY 2022/23

Percentage of Tier 1 supply chain partners using renewable electricity – Global 72% 70%  84.8%

Percentage of Tier 1 supply chain partners using renewable electricity – EMEIA 86% 93%  96.2%

Percentage of Tier 1 supply chain partners using renewable electricity – Asia Pacific 38% 33%  28.6%

59Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

CHEMICAL MANAGEMENT

Introduction

We are committed to eliminating the use of hazardous chemicals

across our supply chain and supporting the fashion industry

toshift to zero discharge of hazardous chemicals. We aim to

ensure the safety of our people and the products we create, while

at the same time protecting the environment, by implementing

best practices for pollution management acrossour supply chain.

This section covers our response to potential pollution impacts

arising from supply chain activities. It also addresses the work

we are doing to prevent and mitigate potential pollution risks,

including the management of harmful chemical substances.

Approach

Our Chemical Management Programme ensures safer products,

reduced exposure for supply chain workers and communities

adjacent to our supply chain and cleaner water, air and soil

inthe environs of our production sites. To achieve this goal,

wearecommitted to implementing, monitoring and continuously

improving our Chemical Management Programme with the use

of the latest guidelines from the Zero Discharge of Hazardous

Chemicals (ZDHC) Roadmap to Zero, the Burberry Chemical

Management Manual and the Burberry Product Restricted

Substances List (PRSL).

Policies

Our Global Environmental Policy outlines our commitment to

eliminate harmful chemicals and prevent environmental pollution

across our supply chain. The chemical management requirements

within our Global Environmental Policy are regularly reviewed

toensure latest guidelines are adopted by our supply chain

partners. More details of our Global Environmental Policy can

befound on page 55.

We believe promoting the safe use of chemicals in our supply

chain will ensure safer products and reduce production-related

air, water and soil pollution. Our policy requires partners to

adhere to our Manufacturing Restricted Substances List (MRSL).

This is aligned with the ZDHC MRSL with an addendum prohibiting

all Perfluoroalkyl and Polyfluoroalkyl Substances (PFAS).

Additionally, we are committed to the implementation of the

ZDHC Supplier to Zero (S2Z) programme across our supply chain,

to ensure best practices in chemical management are adopted.

To monitor their effectiveness and to drive continuous

improvement, we are also committed to adopting, monitoring

and disclosing wastewater quality against the ZDHC Wastewater

Guidelines (WWG); the results are published annually on

Burberryplc.com. In addition, all of our supply chain partners

must comply with our PRSL, which ensures the safety of our

products through robust testing standards.

Targets

Eliminate hazardous chemicals

Our goal is to eliminate the use of hazardous chemicals

across our supply chain.

We define annual targets for the implementation of our Chemical

Management Programme requirements. These are in line with

the three key pillars of the ZDHC Roadmap to Zero: Input,

Process and Output. ‘Input’ targets relate to the MRSL conformity

of chemicals used in our supply chain, ‘Process’ targets relate

tothe adoption of S2Z assessment requirements and ‘Output’

targets relate to the conformity of effluents against the ZDHC

WWG. These targets apply tothe timings of the financial year

(1 April 2024 to 31 March 2025) and we seek to increase target

levels each year based on the progress achieved in the

previousfinancialyear.

Targets are defined in terms of percentage of product units

delivered by partners. Progress against set targets is reviewed

monthly internally and quarterly with supply chain partners.

Anydeviations from the performance compared to the defined

targetis escalated to both business units and supply

chainpartners.

On a monthly basis, to report chemical management performance

in our supply chain, we collect data related toMRSL conformance,

S2Z achievement and wastewater test results from a dedicated

ZDHC platform.

FY 2024/25 performance

In FY 2024/25, 91.5% of products were delivered by Tier 1

andTier 2 supply chain partners who reported their chemical

inventory conformance against the MRSL. Additionally, 93%

ofour Tier 1 and Tier 2 supply chain partners obtained S2Z

certification. This is a 4.5% increase compared to the previous

financial year, reflecting continuous improvements in the

supplychain chemical management system. For a full detailed

breakdown of our S2Z achievements in FY 2024/25, refer

totheMetrics section on page 61.

During the financial year, our use of compliant chemicals and

good chemical management practices on site resulted in a high

level of conformity. In effluent, we achieved 98.8% compliance

with the ZDHC WWG MRSL parameters, 96% with conventional

parameters and 99.7% conformity with heavy metal requirements

in the ZDHC WWG. These results represent 76% of our mapped

wet processing partners across Tier 1 to Tier 3 who performed

wastewater testing during FY 2024/25 in line with the ZDHC

WWG, a 6% increase compared to the previous financial year.

60

Burberry Annual Report 2024/25

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Metrics

Chemical management of supply chain partners

FY 2024/25 FY 2023/24 FY 2022/23

Tier 1 Tier 2 Tier 1 Tier 2 Tier 1 Tier 2

Percentage of products delivered

bypartners who reported MRSL

conformance

1,2

94% 89%  80%  74% – –

Average MRSL conformance

(bycountofchemicals)

1,2,3

62% 73% 54% 69% – –

Percentage of products delivered by

partners assessed against the ZDHC

Supplier to Zero programme requirements

1

96% 90% 89% 88% 91% 82%

Percentage of products delivered by

suppliers rated Level 2 (previously named

Progressive Level) by the ZDHC Supplier

toZero programme requirements

1

86% 79% 68% 57% 58% 46%

Percentage of product delivered by supply

chain partners who have disclosed their

wastewater testing as per the ZDHC WWG

4

– 76% – 70% – 69%

Conformance to the ZDHC WWG

MRSLparameters

4

– 99% – 99% – 99%

Wastewater test reports with

noMRSLdetection

4, 5

– 39% – 39% – 53%

1.  Includes supply chain partners Burberry sources from directly. Does not include or apply to subcontractors.

2.  Data collection began in FY 2023/24, therefore previous financial years are not available.

3.  Conformant chemicals are those listed as such on ZDHC platforms. Other chemicals may not be registered, and conformance information is not readily available.

Conformityapplies to the entire facility’s chemical inventory, and is not specific to Burberry production.

4.  Applies to Tier 2 and their supply chain.

5.  Wastewater conformity is a reflection of the entire facility’s discharge, and is not specific to Burberry production.

Actions

1. Chemical Management Programme

Our Chemical Management Programme is applicable to all supply

chain partners involved in the manufacturing of our products.

Weregularly monitor the implementation of requirements that

areoutlined in our Global Environmental Policy and our Chemical

Management Manual across our supply chain. This includes

setting and monitoring annual internal and external targets.

Wealso conduct regular awareness sessions on our Chemical

Management Programme to ensure our internal teams and

supply chain partners are well informed with respect to our

objectives andcan implement requirements within the

definedtimelines.

Supply chain partners who use chemicals in the production

process are required to report their chemical conformance

against the MRSL at least quarterly. While we mandate our

partners to improve their chemical conformance, we provide

support for them to identify solutions to some of the challenges

encountered in their manufacturing processes. We collaborate

with formulators to explore alternatives to chemicals used

inmanufacturing processes with the aim of finding innovative

high-performing options with augmented safety profiles.

We require our supply chain partners to assess their

chemicalmanagement systems against the S2Z programme

requirements. Further, we require our supply chain wet processing

partners toperform wastewater testing in line withthe ZDHC

WWG. In November 2024, wepublished our annual wastewater

testing trend analysis report (available onBurberryplc.com).

This report outlines effluent testing carriedout by Burberry’s

supply chain partners in FY 2024/25. Inthe event of a

non-conformity against the ZDHC WWG, partners must conduct

a Root Cause Analysis (RCA) and a Corrective Action Plan (CAP)

to prevent reoccurrence.

2. Capacity building

Capacity building is a cornerstone of our Chemical Management

Programme. With the support of external stakeholders such

asZDHC, chemical formulators and solution providers, we

conduct knowledge-enhancing sessions for our supply chain

partners to assist them in their chemical management journey.

InFY 2024/25, we launched a supply chain collaborative

learning community which enables our Tier 1 and Tier 2 partners

to share best practices, addressing common challenges and

improving their chemical management practices. Additionally,

we require our supply chain partners to participate in ZDHC

training programmes, as they serve as an enabler for enhancing

their chemical management performance.

3. Joint implementation

Along with our luxury peers, third-party suppliers and external

chemical experts, we have helped to shape the direction of

theindustry on the chemical management roadmap. Since 2014,

we have been an active member of ZDHC and, in 2024, our

chemical management implementation was recognised as

‘Champion’ for the fourth consecutive year, which is the highest

attainable level in ZDHC’s Brands to Zero Leader programme.

61

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

WATER CONSERVATION

Introduction

We aim to conserve water across our own operations and value

chain by working with our supply chain partners to promote

water stewardship.

This section covers our Water Conservation Programme,

whichfocuses on increasing resource efficiency, reducing

ourwater impacts and increasing water resilience in our

manufacturing operations.

Approach

Through our Water Conservation Programme, we expect

ourpartners to improve their overall level of water resilience,

particularly for those in areas of high water stress, defined as

areas with high or very high risk of water availability, adversely

impacting the ability to meet human or ecological demand

forwater.

Our approach to managing water-related risks involves

mappingour Tier 1 to Tier 3 supply chain to identify facilities

andareas ofhigh water stress. We work with our partners

toimplement our Water Resilience Assessment, which acts as

aroadmap toimprove water management by promoting a better

understanding of water demand, driving water efficiency and

recycling, and encouraging greater disclosure. This assessment

helps us identify potential hotspots, which are sites where water

management levels are disproportionate to their levels ofwater

intensity and risk.

We set targets to source more sustainable and certified raw

materials, including organic and recycled, which can significantly

reduce water impacts at the raw material extractionphase.

More information on our raw material targets can be found

onpage 64.

Policies

As part of our Global Environmental Policy, we commit to

assessing the water risk in our value chain and regularly monitor

our industrial and domestic water withdrawal, discharge and

consumption, including source and destination information.

Wealso commit to reducing water consumption across our

ownoperations, and engaging partners through our Water

Conservation Programme.

Our supply chain partners are required to ensure safe water,

sanitation and hygiene at their facilities at all times and, in line

with our commitments, assess the water risk of their facilities,

and report and track their water withdrawal and discharge.

More details of our Global Environmental Policy can be found

onpage 55.

Targets

Addressing hotspots in our supply chain

We aim to have zero hotspots by 2030.

Our target supports our commitment to ensure our supply chain

is water resilient.

To achieve zero hotspots by 2030, we work closely with

oursupply chain partners to perform their Water Resilience

Assessment. As part of our Water Assessment, we assess three

variables: basin status and risk (using the Water Risk Filter),

sites’ water intensity (absolute and relative, to understand

dependency and potential impact on availability) and our

partners’ water management against best-in-class practices.

These three variables help us identify potential hotspots.

To support our Water Conservation Programme, we also have

internal targets for monitoring the level of water resilience in

areas of water stress, including carrying out a water assessment

of all supply chain partners considered to be high or very high in

terms of physical water risk. We also set targets with respect to

the collection of water inventory data related to main materials.

This helps us to identify potential areas of improvement and

support decision-making in terms of innovation.

FY 2024/25 performance

In FY 2024/25, two facilities were identified as hotspots among

our direct partners, compared to the baseline year, FY 2020/21,

where we identified five facilities. We monitor these partners

quarterly to ensure improvements are made to change their

hotspot status.

Actions

1. Water withdrawal accounting

In FY 2024/25, we continued to develop our water accounting

methodology to encompass our wet processing manufacturing

facilities, including subcontracted and upstream supply chain

partners from Tier 1 to Tier 3. The identification of the volume

ofwater withdrawn to manufacture our products will be the

basis to better understand our impacts and dependencies

andto manage our water-related risks. Our current focus for

developing the accounting methodology is on facilities where

there is material use of water involved in manufacturing processes.

These include facilities carrying out wet operations, such as

dying, finishing and tanning of leather. The information received

from our updated accounting will enable us to identify facilities

which are operating in higher water stress areas and support us

in making informed decisions relating to our Water Conservation

Programme and targets.

62

Burberry Annual Report 2024/25

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Water assessment of direct

1

supply chain partners

FY 2024/25 FY 2023/24 FY 2022/23

Tier 1 Tier 2 Tier 1 Tier 2 Tier 1 Tier 2

Supply chain coverage 88% 86% 86% 80%  81% 86%

Green/Excellent 64% 55% 45% 51%  28% 46%

Amber 23% 25% 40% 23%  44% 28%

Red/Hotspot 1% 6% 1% 7%  10% 12%

Note: Figures are weighted based on the percentage of product units delivered by direct supply chain partners.

1.  Includes supply chain partners Burberry sources from directly. Does not include or apply to subcontractors.

2. Capacity building within the supply chain

In FY 2024/25, 87% of products were delivered by direct

Tier1and 2 supply chain partners assessed against our Water

Conservation Framework. We have improved our resilience

profile annually through partner engagement, capacity building

and direct support. The percentage of products delivered

bypartners with low levels of water resilience (Red/Hotspot)

decreased from 4% in FY 2023/24 to 3.5%, while the percentage

of products delivered by partners with good levels of water

resilience (Green/Excellent) increased from 48% to 59.5%.

Forpartners identified as Red/Hotspot, action plans were

requested and monitored on a quarterly basis to review the

status of the actions and ensure progress.

3. Corporate Water Leaders

We are members of the Corporate Water Leaders (CWL), a

global network of working groups dedicated to solving industrial

water challenges and furthering water stewardship. The initiative

is led by Global Water Intelligence (GWI). We are part of the

Textile and Leather Group, which brings major brands together

to pave the way for greater operational resilience and more

environmentally sustainable business practices within the

industry’s global supply chain. In FY 2024/25, along with other

brands in the Textile and Leather Group, we developed a Common

Water Framework that outlines the key guiding principles for the

fashion industry on water, while leveraging existing tools and

initiatives. The framework aims toalign and streamline increasing

requirements from brands, thus reducing the reporting burden

from the supply chain.

4. Extreme weather events mapping

In FY 2024/25, we started mapping, via a supplier survey,

theoccurrence and impact of extreme weather events in our

value chain. Our aim is to raise awareness among our stakeholders

and support strategies which help to prevent and mitigate

water-related risks.

5. Raw material sourcing and innovation

We are also taking steps to mitigate our impacts and

water-related risks at the raw material production phase of our

value chain. Burberry’s certified or responsibly sourced raw

material targets (more information on page 64) aim to embed

best practice environmental management, including minimising

water impacts. For example, organic cotton typically requires

less water for cultivation compared to conventional virgin

cotton, soGlobal Organic Textile Standard (GOTS) and Organic

Cotton Standard (OCS) certifications have been included in

ourSustainable Raw Materials Portfolio to help us mitigate our

water impact. We recognise opportunities lie in driving material

innovation. By developing new materials and technologies

todeliver high-quality fabrics we can at once reduce our

environmental impact and deliver products with sustainability

benefits. For example, in FY2024/25, we trialled an innovative

dyeing technology for polyester which does not use water.

Thistechnique represents anopportunity to help mitigate the risk

of water stress byreplacing conventional dyeing technology.

63

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

BIODIVERSITY AND ECOSYSTEMS

Introduction

We are committed to protecting nature and contributing to

global efforts to tackle nature loss. The ongoing management

ofnatural capital requires a concerted approach to protecting

biodiversity and ecosystems across our value chain.

This section details our response to managing and mitigating

nature-related impacts within our value chain.

Approach

To meet our commitment to protect biodiversity and ecosystems

across our value chain, we continue to expand our assessment

of our most material nature-related impacts, dependencies,

risks and opportunities in line with the recommendations of

theTaskforce on Nature-related Financial Disclosures (TNFD).

We have conducted an initial biodiversity materiality assessment

using the Materiality Screening Tool developed by the Science

Based Targets Network (SBTN), which allowed us to identify

material economic activities, linked commodities and associated

pressures on nature. This assessment focused on 12 pressure

categories, grouped by five nature-related issue areas.

Theseissue areas are based on the drivers of nature loss

defined by the Intergovernmental Science-Policy Platform on

Biodiversity and Ecosystem Services (IPBES) in the 2019 Global

Assessment: land/water/sea use change, resource exploitation,

climate change, pollution, and invasive alien species and other.

Thisallowed us to conduct more detailed assessments and,

using tools such as the WWF Biodiversity Risk Filter, we have

increased our understanding of specific pressures on nature,

status of nature and ecosystem dependencies related to our

material direct operations.

To manage our material nature-related impacts, dependencies,

risks and opportunities, we follow the SBTN Nature Action

Framework (AR3T). The framework outlines measures that:

•  Avoid and reduce negative impacts on biodiversity, and

support restoration and regeneration practices so that

thestate of nature can recover; and

•  Transform underlying systems to address the drivers

ofnatureloss.

In particular, to reduce negative impacts on biodiversity,

weensure environmental considerations are factored into

thedecisions we take with respect to the design, sourcing and

manufacture of our products, as part of our Product strategy.

Forexample, we set a target for all key raw materials in our

products to be certified or responsibly sourced by FY 2029/30,

which is driven by our Sustainable Raw Materials Portfolio

(available within our Sustainability Basis of Reporting FY 2024/25

on Burberryplc.com). This portfolio sets out the accepted

certification and responsible sourcing criteria across our raw

materials. It is regularly reviewed to ensure credible sourcing

criteria are included.

Policies

Through our Global Environmental Policy we are committed

toassessing and reporting our biodiversity impacts, dependencies,

risks and opportunities in line with best practice. Our marketing

campaigns and activities follow our Sustainability Principles

formarketing and production. Furthermore, we require Business

Associates to undertake action related to biodiversity and

ecosystem protection, including compliance with all applicable

nature protection legislation. More details of our Global

Environmental Policy can be found on page 55.

Our work on raw material sourcing is guided by our Responsible

Raw Materials Sourcing Policy. This policy (available on

Burberryplc.com) outlines our requirements for Business

Associates and colleagues, as well as our commitments to

ensuring that our materials are sourced in a responsible way that

respects human rights and minimises negative environmental

impacts. The policy also specifies our requirements with respect

to packaging, animal welfare and testing.

Targets

Raw materials sourcing

100% of key raw materials in our products to be certified

orresponsibly sourced by FY 2029/30 (as defined in our

Sustainable Raw Materials Portfolio)

1

.

FY 2024/25 performance

In FY 2024/25, 84%^ of key raw materials in our products were

certified or responsibly sourced (as defined in our Sustainable

Raw Materials Portfolio). During the financial year, six key raw

materials (cotton, synthetics, including polyester, nylon, TPU,

PU,leather, wool, down and feather and viscose) were included

inthe scope of our target, representing over 90% of the total

volume (in weight) of materials within our products.

More details of our target calculation methodology, including

exclusions, can be found in our Sustainability Basis of Reporting

FY 2024/25 available on Burberryplc.com.

Traceability of raw materials

100% traceability of key raw materials by FY2029/30.

FY 2024/25 performance

Our traceability target to FY 2029/30 remains in place as

akeyenabler of our Burberry Beyond strategy. By leveraging

athird-party traceability tool, we have successfully implemented

atraceability project for cotton, wool and synthetics with our

keysuppliers. After having successfully concluded pilots in

FY2024/25, we have progressed into the scaling phase with

ourstrategic supply chain partners.

1.  Scope of the metric applies to all main materials and down filling, where more than 50% of the composition within the specific material is either cotton, synthetics including

polyester, nylon, thermoplastic polyurethane (TPU) and polyurethane (PU), leather, wool, down and feather, or viscose.

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

64 Burberry Annual Report 2024/25

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Supporting zero deforestation

We are committed to contributing to the sustainable

management of natural forests and supporting zero

deforestation across our products and supply chain

byFY2025/26.

FY 2024/25 performance

Progress towards our commitment to contribute to sustainable

management of natural forests and zero deforestation

ismeasured by our performance on certified or responsibly

sourced viscose (see the Metrics section on page 66) and

performance on our percentage of Forest Stewardship Council

(FSC

®

)-certified paper-based packaging (see the Metrics

section on page 69).

Actions

Managing our nature-related impacts, risks and opportunities

means implementing actions following the AR3T approach.

1. Avoid and reduce

We continue to mitigate negative impacts on nature by

managing the materials we source. We do not permit the use

ofany material listed as endangered on the International Union

for Conservation of Nature and Natural Resources (IUCN) Red

List of threatened species or considered endangered within

anational border by an individual nation state. In addition, all

animal and plant materials used by Burberry must be sourced

incompliance with CITES (the Convention on International Trade

in Endangered Species of Wild Fauna and Flora). To monitor this,

we closely collaborate with Procurement teams to guide decisions

using risk assessment tools highlighted within TNFD guidance.

To reduce negative impacts on nature and biodiversity, we

continue to increase our sourcing of more responsible raw

materials, including recycled and organic materials, while also

supporting regenerative agricultural practices. By doing so, we

are also able to minimise water impacts, contribute to climate

change mitigation efforts and ensure supply chain resilience

forthe future.

In FY 2024/25, we continued refining our responsible sourcing

criteria to ensure they align to our ambition and industry best

practice (see our Sustainable Raw Materials Portfolio in our

Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com

for details). We have made progress with respect to all keyraw

materials, or maintained 100% certification (see Metrics section

on page 66 for more details).

In FY 2024/25, we maintained 100% of leather sourced from

certified tanneries and 100% of down sourced from certified

suppliers as a result of engagement between suppliers and

ourSourcing teams. Organic cotton is also a driving force in this

year’s performance, particularly due to our iconic trench collection,

which included gabardine made from 100% organic cotton.

Recycled synthetics also played a significant role, driven by

theexpansion of our outerwear collection and heightened

focusonperformance materials.

To support the implementation of our raw materials targets, we

delivered training to nearly 700 colleagues across the business,

including teams involved in key stages of product development,

raw material sourcing and internal manufacturing processes. We

continue to explore developments to integrate next generation

materials, including working with our Italian supplier to develop

and trial the use of hydroponic cotton. This cotton is grown

through soil-less farming in a vertical greenhouse, resulting in

high-quality cotton produced with reduced water usage.

2. Restore and regenerate

Since 2021, Burberry has partnered with PUR to support 12

Responsible Wool Standard (RWS)-certified Australian wool

farmers in adopting regenerative farming practices. The initiative

focuses on improving soil health, biodiversity and pasture

resilience through enhanced farm management. This in turn

provides key learnings for how we can work to support

regenerative principles within our sourcing.

Burberry continues to support the Hainan Net-Zero Project in

collaboration with the Department of Forestry, the Hainan

Bureau of International Economic Development and the Hainan

Reform and Development Research Foundation. This initiative is

dedicated to ecological conservation and restoration efforts

across Hainan, China, with a particular focus on preserving the

island’s tropical rainforests, mangrove ecosystems and diverse

habitats. Over the past two project years, this collaboration has

led to significant progress in ecological restoration. In the

Wuzhishan area, approximately 3 million square metres of

tropical rainforest were restored. Meanwhile, in Chengmai

County, 53,333 square metres of new mangroves were planted

and around 2 million square metres of existing mangrove

ecosystems were restored. The project is in its third year and

will continue to support ecosystem conservation in Hainan

Province.

3. Transform

We recognise the importance of collaboration to drive coordinated

action to protect and restore nature and biodiversity. Burberry

isalso a signatory to The Fashion Pact and supports its objectives

focusing on actions relating to safeguarding the planet.

ThroughThe Fashion Pact’s ‘Unlock’ programme, we support

thedevelopment of a system to create incentives for cotton

farmers to shift to lower climate impact cotton farming practices.

Wehave also supported The Fashion Pact’s work on enabling

joint action towards deforestation and conversion-free

fashionsupply chains. This collaboration involves identifying

fashion-relevant areas of key deforestation and natural ecosystem

conversion and the identification of opportunities for the

industry to act collectively.

In FY 2024/25, Burberry also became a member of the steering

committee for the Nature and Biodiversity Peer Group. With more

than 300 peers from over 250 organisations, the aim of the

group is to connect peers through regular meetings and enable

the sharing of experiences and best practice, with a view

toopening opportunities for collaborative projects.

65

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Metrics

Certified or responsibly sourced key raw materials

FY 2024/25 FY 2023/24

Percentage of key raw materials in our products certified or responsibly sourced

(asdefinedinourSustainable Raw Materials Portfolio) 84%^ 55%

Percentage of certified or responsibly sourced cotton 97% 56%

Percentage of certified or responsibly sourced synthetics (nylon, polyester, PU and TPU) 84% 53%

Percentage of certified or responsibly sourced viscose 100% 100%

Percentage of certified or responsibly sourced wool 58% 27%

Percentage of leather from certified tanneries 100% 100%

Percentage of certified or responsibly sourced feather and down 100% 100%

Note: Scope of the metric applies to all main materials and down filling, where more than 50% of the composition within the specific material is either cotton, synthetics (polyester,

nylon, TPU, PU), leather, wool, down and feather, or viscose. These materials are defined as key as they make up over 90% of the total volume (in weight) of main materials within our

products. More details of our target calculation methodology including exclusions can be found in our Sustainability Basis of Reporting FY 2024/25 available on Burberryplc.com.

Key raw materials

Percentage of product by volume

FY 2024/25 FY 2023/24 FY 2022/23

Cotton 48% 44%  50%

Synthetics (nylon, polyester, PU and TPU) 24% 24%  15%

1

Viscose 0.2% 0.5%  0.45%

Wool 10% 10% 9%

Leather 7% 10%  10%

Feather and down

2

3% 2%  7%

Note: Percentage of product by volume refers to the percentage of total number of products containing the commodity as a main material. Only raw materials with FY 2029/30

certification targets, as of FY 2024/25, are included in this table. This means that the aggregate percentage of all materials referenced does not equal 100% of product volume.

1.  TPU was excluded in FY 2022/23.

2.  Feather and down refers to the percentage of products containing feather and down filling as opposed to the percentage of products with feather and down as main materials.

RESOURCE USE AND CIRCULAR ECONOMY

Introduction

Circularity and minimising the environmental and social impacts

of resource use within our value chain are a core part of our

Burberry Beyond strategy. We are dedicated to reducing the

impacts of our material and product use by scaling our circular

efforts. We support efforts to drive a more circular economy.

This section details our work across our circular business

models, packaging and waste.

1. Circular business

Approach

We are working to create a more sustainable luxury fashion

industry and meet changing consumer expectations. Burberry

products are expertly crafted using materials of the highest

quality and they are designed to last. Through innovations in

circular business models and expanding our ReBurberry services,

we aim to keep products and materials in use for longer.

Targets

Embed circular business models

Continue to evolve our aftercare offer and trial new circular

business models.

FY 2024/25 performance

By the end of FY 2024/25, 390 stores across 33 countries

andterritories offered one or more of our ReBurberry aftercare

services. Over 37,500 products were repaired or refreshed

using these services during the year. The 12% year-on-year

decrease is a result of changes to our calculation methodology,

which resulted in personalisation services no longer being

counted under aftercare services. For a detailed breakdown

ofour ReBurberry aftercare services, see page 68.

We also expanded our rental and resale initiatives in the UK

andcontinued our remake trials (see details in the Actions

section on page 67).

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

66 Burberry Annual Report 2024/25

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Actions

1. ReBurberry aftercare services

Our ReBurberry aftercare services help to extend the life of our

products. In FY 2024/25, we expanded our aftercare services,

Sneaker Refresh, Shoe Repair, Trench Reproofing, Canvas

Cleaning and Leather Repair, across four new geographies:

theUnited Arab Emirates, Canada, Italy and Taiwan Area, China.

In addition, we launched rewaxing and repairs in the UK and

expanded our Scarf Refresh service to include new fibre blends.

We also onboarded 10 new service vendors to support our

aftercare service network.

2. Rental

This year, we continued exploring alternative ways for

customers to experience our products, including through rental

partnerships and adapted product offerings. We continued our

rental subscription partnership with Cocoon in the UK for bag

rental. We also launched a new rental partnership with luxury

fashion marketplace, HURR, in the UK, which focuses on renting

our most iconic products: a selection of womenswear pieces,

including trench coats and cashmere scarves.

3. Resale

During FY 2024/25, we continued our partnership with global

luxury resale platform Vestiaire Collective in the UK and the

USA. On the Burberry x Vestiaire Collective platform, customers

can trade in women’s outerwear, ready-to-wear, shoes and

handbags as well as men’s outerwear, in exchange for aBurberry

gift card which can be used in store or online. Pre-loved

Burberry pieces are available to purchase globally through

Vestiaire Collective.

4. Remake

We expanded our cashmere upcycle service, which was

launched in the UK in FY 2023/24, to the USA and Mainland

China, enabling customers to repair their Burberry cashmere

scarf with custom embroidery and darning. This service helps

extend the life of the product while at the same time giving

itabespoke finish.

We also reinforced our commitment to supporting a circular

economy through an exclusive childrenswear capsule made

using excess raw materials.

5. Creative partnerships and education

We launched our first ‘Reimagining Materials’ competition in

partnership with the London College of Fashion and its Centre

for Sustainable Fashion. The competition reinforces Burberry’s

focus on circularity through design by using surplus materials.

We challenged students to repurpose our materials in a creative

and innovative way, providing them with an opportunity to

gainfirst-hand experience of managing a real industry brief.

Over130students applied, and we selected nine finalists and

one winner.The winning student was awarded a cash prize

andaninternshipat Burberry.

6. Trench Restored

We continue to celebrate our iconic trench coat and look for new

and innovative ways to bring the trench to life for our customers.

Our Trench Restored initiative sources trench coats from

pre-1999, each one carefully authenticated, repaired, cleaned

and reproofed in the Burberry factory in Castleford, Yorkshire.

These collectable pieces feature a ‘Proudly restored by Burberry’

neck chain and come with custom-designed packaging,

including a numbered swing ticket.

In FY 2024/25, we hosted a trench pop-up within Isetan

department store in Shinjuku, Tokyo, with 100 restored trenches

available to purchase. We also launched a ReBurberry pop-up

atSelfridges in London, celebrating our shared commitment

tocircularity. The space offered customers the chance to

discover repair, resell and customisation services, and explore

second-hand and archive pieces, including a selection

ofrestored trenches.

67Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

2. Packaging

Approach

Managing our use of plastic is key to reducing the environmental

impacts associated with our products and operations. In FY

2024/25, we maintained our plastic-free consumer packaging

1

and we are committed to exploring lower impact alternatives

across new packaging developments. We also aim to eliminate

unnecessary plastics in our operational packaging and increase

the use of fully recycled materials by FY 2029/30.

To track and monitor the origin of timber products used for

packaging, we aim to ensure that all our packaging is FSC

®

certified. FSC

®

certification provides a globally recognised

standard for responsible forest management, mitigating

deforestation risks.

7. Supporting a more circular economy

We are working to support a more circular economy through

ouraftercare services and circular business models.

We are members of the Circular Fashion Innovation Network

(CFIN) which is an industry-led programme steered by the British

Fashion Council (BFC) and UK Fashion and Textile (UKFT).

Itsupports and guides the creation of a circular fashion ecosystem

in the UK. As part of this, we contributed to the ‘CFINInterim

Report 2024: One Year of Convening, Listeningand Testing’.

During FY 2024/25, we contributed to an industry-led Extended

Producer Responsibility (EPR) Sandbox Project. With support

from UKFT, the BFC and the British Retail Consortium (BRC),

theproject resulted in an industry-backed White Paper launched

at the UKFT’s Sustainability Conference in London. The paper’s

key findings emphasised theneed for UK Government action

toenable a more circular economy and create a variable EPR

textile scheme that worksfor all.

Metrics

ReBurberry aftercare services

FY 2024/25 FY 2023/24 FY 2022/23

Number of stores offering one or more aftercare services 390 383 >300

Number of countries and territories with stores offering one or more aftercare services 33 33 33

Number of stores offering Repair services 382 379 332

Number of stores offering Refresh services 339 312  146

Total number of products repaired using our aftercare offer 34,950 39,495  42,457

Total number of products refreshed using our aftercare offer 2,685 3,163  1,920

Breakdown of number of products repaired using our aftercare offer

1

Trench coats 8,278 9,525  10,662

Leather 7,876 9,127 9,385

Outerwear 6,434 4,550 5,509

Ready-to-wear 10,079 4,614 4,638

Scarves

2

345 – –

Footwear

2

702 – –

Other 1,236 10,997  12,263

1.  Prior year data is not comparable to FY 2024/25 following an update in calculation methodology which excludes personalisation services.

2.  Categories were included from FY 2024/25, therefore data for previous years is not available.

Policies

Our Global Environmental Policy provides detailed guidance

topackaging suppliers on sustainable manufacturing practices

regarding chemical and water usage, as well as Nature Protection

Legislation, such as the EU Deforestation Regulation. More details

on our Global Environmental Policy can be found on page 55.

In addition, our Responsible Sourcing Policy outlines our

requirements for value chain partners and our commitments to

responsible raw materials sourcing, including materials used for

our business-to-consumer (B2C) and business-to-business (B2B)

packaging. Our Responsible Raw Materials Sourcing Policy

alsoincludes a commitment to protecting endangered species’

habitats, ancient forests, endangered forests and areas known

for illegal logging.

1.  Excluding Outlet consumer packaging. As part of our efforts to minimise waste and deplete existing stock of previous branded oak and pistachio packaging, we utilise existing

stock in global outlet stores.

68 Burberry Annual Report 2024/25

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Metrics

Packaging

FY 2024/25 FY 2023/24 FY 2022/23

Percentage of plastic packaging made with a minimum of 50% recycled plastic 87% 86%

1

82%

1

Percentage of paper-based packaging procured that is FSC

®

certified 98% 96% 93%

Note: In order to calculate the percentages of recycled content and FSC

®

-certified paper-based packaging, we have relied on the accuracy of the information supplied to us

bypackaging manufacturers directly managed and/or nominated by Burberry regarding the packaging sold to Burberry. Figures are based on total spend on in-scope packaging,

where the packaging is made entirely, or at least more than 50% by weight, from plastic or paper materials.

1.  In FY 2023/24, we reported the percentage of plastic packaging made with a minimum of 20% recycled plastic. In FY 2024/25, we increased our KPI threshold for recycled plastic

content from a minimum of 20% to a minimum of 50%. Therefore, previously reported data has been updated to reflect the new threshold.

Targets

Consumer packaging

Eliminate plastic from our consumer packaging

byFY2025/26.

Eliminate plastic packaging

Eliminate unnecessary plastics used in operational

packaging and maximise recycled content (with at least

50% of plastic to be made from fully recycled content)

byFY 2029/30.

FY 2024/25 performance

As part of our packaging rebrand in FY 2023/24, we removed

plastic from our consumer packaging

1

and we continued to

useplastic-free alternatives in FY 2024/25. Our paper-based

packaging is widely recyclable and in FY 2024/25, 98%

ofallpaper-based packaging procured was FSC

®

certified.

In FY 2024/25, we increased our KPI threshold for plastic

packaging from 20% recycled content to a minimum of 50%

recycled content. This resulted in 87% of plastic packaging

being made from a minimum of 50% recycled content. In

addition, 87% of cotton used in our consumer packaging was

made from a minimum of 50% recycled content.

Actions

1. Regulatory preparation

During FY 2024/25, we focused our efforts on preparing for

upcoming regulations, including the Ecodesign for Sustainable

Products Regulation (ESPR). This included creating a packaging

material impact matrix to inform all future packaging

developments and reducing the weight of B2C packaging

without jeopardising quality and functionality.

1.  Excluding Outlet consumer packaging. As part of our efforts to minimise waste and deplete existing stock of previous branded oak and pistachio packaging, we utilise existing

stock in global outlet stores.

2. Consumer packaging

To reduce resource use linked to seasonality, we have replaced

seasonal check box wraps with a standard cotton ribbon made

from 50% recycled cotton. We continue to offer a pared back

consumer packaging option, with over 45% of digital consumers

selecting this over signature gift wrapping in FY 2024/25.

69

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

3. Waste management

Approach

We are committed to minimising resource use and reducing

waste across our operations and supply chain in line with the

waste hierarchy. This gives priority to waste prevention, followed

by reuse, recycling and finally disposal. Ourpreferred approach

is to avoid waste before it is created bydesigning and planning

with circularity in mind. Where waste still occurs, we aim to

maximise the proportion sent for reuse orrecycling.

Policies

Our Global Environmental Policy sets out our commitment

tominimise resource use and reduce waste across our own

operations and supply chain in line with the waste hierarchy.

This policy also commits us to quantifying, tracking and publicly

reporting our waste and management progress.

More details of our Global Environmental Policy can be found

onpage 55.

Actions

1. Operational waste

1

To minimise and reduce waste across our own operations in

FY2024/25, we diverted 100% of operational waste from landfill

with an average recycling rate of 75% in our own operations

(compared to 74% in FY 2023/24). We continue to implement

waste segregation within our own operations, minimising

contamination within the waste streams and maximising the

volume that can be reused or recycled in line with the Burberry

waste hierarchy. In FY 2024/25, nearly five tonnes of plastic

from our polybags and hangers from all UK sites were recycled

into new polybags and hangers as part of our ongoing closed

loop project with an external partner.

In FY 2024/25, teams returned to our refurbished Horseferry

House head office in London. As part of our efforts to improve

office waste segregation and promote recycling among

colleagues, we increased the number of bin types available and

implemented clearer signage in all our UK sites. This aligns our

locations with the Department for Environment, Food & Rural

Affairs’ new business waste regulation.

1.  Operational waste consists of dry mixed recycling (cardboard, plastic, paper), confidential paper, general waste, organic waste, glass, wood and metal leftovermaterials.

2. Non-stock waste

We continue to champion our Sustainability Principles to reduce

the overall impact of marketing, events, visual merchandising

and gifting. A key component of the Sustainability Principles

isdetailed guidance for extending the life of materials where

possible, as aligned to our waste hierarchy. We prioritise

internalreuse where possible, including giving props a second

life. Forexample, we decreased window rotations through

ourIconicStore Windows initiative, which aims to eliminate

unnecessary set builds and reduce resource use for store

fixtures. InFY2024/25, we expanded the initiative from

62stores inFY2023/24 to 125 stores globally.

While we promote internal reuse of our visual merchandising

across our store network and client events, we continue to

foster creativity within our local communities through donations

of props, furniture and materials. In FY 2024/25 we established

a partnership with immersive theatre company Punchdrunk Ltd,

with donations of 2,000 square metres of bespoke lilac carpets

previously used in FY 2024/25 shows. Following our Harrods

takeover in February 2024, we donated 1,600 metres of fabric

and rope to Reloved Revolution, a creative re-manufacturing

initiative working in partnership with people who have experienced

homelessness, to upcycle materials into furniture.

In FY 2024/25, we also introduced a new volunteering concept

for colleagues with our longstanding partner OnSide Youth.

Witha focus on fostering circular design principles, we donated

materials such as plinths, decorative sculptures, flooring,

roofing and upholstery samples to Legacy Youth Zone and

OnSide West London for a ‘Burberry Store Design Challenge’.

The challenge saw young people design and pitch their own

store concept to a panel ofjudges, guided by volunteer mentors

from Burberry’s Architecture team. Participants gained hands-on

experience in applying design principles and architectural

concepts to retail spaces, with the winning team receiving a trip

to our Sloane Street store.

More information on our colleague volunteering programmes

can be found onpages 82 to 85.

70

Burberry Annual Report 2024/25

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Metrics

Operational waste

FY 2024/25 FY 2023/24 FY 2022/23

Percentage of operational waste diverted from landfill 100% 100%  99.5%

Percentage of average recycling rate in our own operations 75% 74%  71%

Note: Operational waste consists of dry mixed recycling (cardboard, plastic, paper), confidential paper, general waste, organic waste, glass, wood and metal leftover materials.

Thescope of this metric covers key UK and Italy operations, comprising Burberry’s internal manufacturing facilities and distribution centre in Northern England, Burberry’s head office,

Burberry’s office in Leeds, retail stores in the UK, Burberry’s manufacturing site and distribution centres in Italy, as well as Burberry’s distribution centres in Vineland and Shanghai.

3. Manufacturing

In FY 2024/25, we established our waste management programme

with our supply chain partners, focusing on reducing production

waste, including production losses, off-cuts and defective

material, and reevaluating waste where it cannot be avoided.

The waste programme focuses on the following priority areas:

•  Reduction: Our first priority is to prevent and minimise waste

in manufacturing by enhancing material utilisation efficiency.

In FY 2024/25, we performed a case study to analyse

therootcauses of inefficiencies in our processes and find

opportunities by optimising current processes and exploring

technologies capable of improving manufacturing efficiencies

•  Revaluing: When waste cannot be prevented, we seek

opportunities to repurpose it at the highest possible level in

the waste hierarchy. This involves transforming manufacturing

waste into valuable resources. For example, we are working

closely with our internal Innovation team to identify suitable

textile-to-textile recycling solutions

•  Mindset shift: We aim to drive a zero-waste culture among

internal and external stakeholders by raising awareness

ofwaste’s impact and its connection to other resources.

Wealso aim to enhance processes to improve material

utilisation efficiency and explore revaluation opportunities.

This includes training programmes for supply chain partners

Manufacturing waste

FY 2024/25

Tier 1

Total textile waste

1

(tonnes) 760.5

Textile waste diverted from disposal

2

(tonnes) 359.3

Note: Data for previous financial years is not comparable due to updates in the data collection and calculation methodology for these metrics.

1.  Textile waste refers to production-related textile and leather waste.

2.  Waste diverted from disposal refers to production waste that is prepared for reuse and recycling.

Textile donations

FY 2024/25 FY 2023/24 FY 2022/23

Metres (m) of fabric donated

1

127,297 362,000 468,000

1.  Includes donations to a variety of global non-profit organisations, including the BFC, Leeds Beckett University and Progetto Quid.

71Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Strategic Report | Sustainability at Burberry

SOCIAL DISCLOSURES

OUR WORKFORCE

Introduction

Our purpose, Creativity Opens Spaces, articulates the core

belief that has guided Burberry since it was founded in 1856:

through imagination, innovation and ingenuity, we can push

boundaries and open new opportunities for ourselves, our

customers and our communities. Our purpose is supported

byour values of being open and caring, creatively driven,

forward thinking and proud of our heritage. Our values are

intrinsic toBurberry and express who we are when we are at

ourbest. Underpinning our culture, our values help to ensure

that workingat Burberry means entering an inclusive space

where perspectives are shared freely, creativity is encouraged

and employee development and wellbeing is prioritised.

Approach

During a year of transformation, our approach to our people

hasbeen defined by the Burberry Forward strategy and our

objectives to organise for growth, strengthen our leadership,

ensure that talent is at the centre of our efforts and help each

colleague feel connected to our purpose.

Diversity, equity and inclusion remains essential to fulfilling our

purpose. We believe that attracting diverse talent and fostering

an inclusive culture in which all communities feel a sense of

belonging enables greater creativity and innovation, increased

collaboration and improved business performance.

People, our direct colleagues andthose in our supply chain, are at the heart

ofour business and operations.

We respect and uphold human rights wherever we operate and we work

toenhance the wellbeing of all workers in our supply chain through

dedicatedinitiatives.

This section highlights our commitment to diversity, equity and inclusion and

the initiatives that not only safeguard the health, human rights and wellbeing

of our people, but also enable us to make a positive impact on society.

72 Burberry Annual Report 2024/25

Accountability: Further to our participation in benchmarks

including the FTSE Women Leaders Review and voluntary

disclosure of ethnicity data in our annual Gender Pay Gap

reporting, this pillar builds on our commitment to transparency

and will drive greater data disclosure and governance.

Engagement: Building on our suite of learning tools this pillar

continues the diversity, equity and inclusion learning journey

ofour global colleagues and will consolidate all groups into

oneGlobal Equity Council in FY 2025/26.

Systems: Alongside our Anytime Feedback platform and

partnerships with organisations including The Outsiders

Perspective and the Business Disability Forum, this pillar focuses

on how we can leverage partnerships to better support

representation and inclusion.

As we continue to enact our strategy, we recognise the

importance of continually listening to colleagues and ensuring

that we are aware of both their views and those of the world

around us. With a prominent colleague and customer base

inAsia, we launched a dedicated Asia Council in FY 2024/25,

comprising 17 colleagues from across the continent. The Council’s

focus has been to share the scope and insights of what

mattersmost in the region from a diversity, equity and inclusion

perspective, and to explore how we can evolve our strategy

tobetter support local needs, with cultural nuances in mind.

Wealso continued to work closely withour global network

ofEmployee Resource Groups (ERGs) to raise awareness and

champion inclusion, as well as our Cultural Advisory Council

togarner insights and offer an external lens toour initiatives.

Building awareness and allyship

Alongside our diversity, equity and inclusion training, we actively

cultivate opportunities throughout the year to raise awareness

among colleagues, encourage critical thinking and promote

allyship. We believe that the most authentic and inclusive culture

is fostered when our people are enabled to lead conversations

on the issues that matter most to them. In FY 2024/25, colleagues

hosted a number of events and discussions around key topics

and calendar moments, including:

Disability

In December 2024, we celebrated International Day of Persons

with Disabilities by hosting a talk with Yasmin Sheikh, Founder

and Director of Diverse Matters and a renowned disability

advocate. The talk discussed the importance of disability

inclusion in business, the meaning of disability beyond

stereotypes and themedical versus social models of disability.

Ethnicity

For UK Black History Month, we invited colleagues from across

thebusiness to participate in an In Conversation event to

explore theimportance of representation and why reclaiming

narratives isempowering. We also hosted a virtual book club

tocelebrate Black authors and the power of storytelling.

Gender

As part of our International Women’s Day celebrations,

wehosted a webinar, ‘Invest in Yourself, Uplift Others’, with

wellness expert Clare Kenny, exploring how to live in alignment

with what matters to you and sharing practical tools to protect

mental wellbeing. For International Men’s Day we hosted an

InConversation event with our Vice President of Reward, and

Cultural Advisory Council Member, Hussain Manawer, to discuss

‘Men’s Mental Health Champions’ and how men can actively

participate in educating young people about healthy masculinity.

Policies

Our people-focused policies and procedures are aligned

toourcommitment to being an open and caring employer,

andassist us in supporting colleagues throughout their career

atBurberry.

Our Code of Conduct supports this commitment by outlining

thekey policies, processes and behaviours that colleagues must

adhere towhile following all local laws and regulations. Available

in 14languages, the Code enables our people to make informed,

ethical and sustainable decisions, and acts as a daily guide for

how colleagues and partners should behave and interact with

one another. Included within the Code is our Burberry Confidential

Policy, which protects both colleagues and external parties

byproviding them with an independent method of speaking

upabout serious concerns. Available in countries and territories

where we are present and where it is legally permitted, Burberry

Confidential is a global helpline available 24/7 online as well as

via telephone.

We believe that fostering an inclusive culture enables us to

better support our people and be more creative in everything

wedo, and our policies support this. Our Global Diversity, Equity

and Inclusion Policy sets out global standards to ensure we are

creating a culture that minimises barriers and creates more

moments for colleagues to feel represented, listened to and

celebrated throughout the business. We make reasonable

adjustments for people with disabilities (including any colleagues

who have become disabled) throughout their career at Burberry

and ensure our online materials, policies and processes are

inclusive of people with both visible and non-visible disabilities.

For example, to support fair and objective performance

management, we provide training and guidance for line managers

that emphasises evaluating colleagues based on skills, capability

and demonstrated performance. We also continue to work with

external organisations, including the Business Disability Forum,

to ensure that people with disabilities are equally considered.

InFY 2024/25, we expanded our guidance on sexual harassment

to further clarify what to look out for and how to use our

reporting mechanisms.

Our Global Parental Leave Policy offers 18 weeks’ paid leave

forall employees with 12 months or more of continuous service,

regardless of their gender. The policy is applicable to all colleagues

who have responsibility for the care of a child, including a

biological mother or father, an adoptive parent, guardian or

step-parent. Similarly, our Bereavement Leave Policysupports

bereaved parents, including foster, adoptive and intended

parents, for both pregnancy loss and the loss of a child.

Our commitment to diversity, equity

andinclusion

Our Diversity, Equity and Inclusion strategy underscores our

commitment to living Burberry’s values, and is underpinned by

our belief that everyone at Burberry is responsible for bringing

this commitment to life. By listening to, valuing and amplifying

the voices of colleagues around the world, we ensure Burberry

reflects the rich diversity of our people, our customers and

ourcommunities, and fosters a culture of true inclusion and

belonging. The principles of our Diversity, Equity and Inclusion

strategy are woven into our global colleague journey, from

fostering an open and inclusive culture, to investing in global

education programmes which encourage our people tobe

curious and challenge behaviours. In FY 2024/25, we focused

our strategy on three key areas:

73

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

LGBTQIA+

To celebrate Pride Month we organised a colleague-led panel

about lived experiences and how we can support people of

different sexual orientations throughout the year. We also invited

a range of external speakers to discuss their experiences,

inclusivity and allyship. This included Dave Wilkin, Founder

oftalent development platform Ten Thousand Coffees, Jacqui

Rhule-Dagher, Founder of Legally Lesbians, and Jerome Yau,

CEO of Aids Concern and Co-founder of Hong Kong

MarriageEquality.

Growing our inclusive talent pipelines

We believe that our collective strength lies in the diversity of our

backgrounds and experiences, and we continue to review our

recruitment process to ensure it is fair and impartial. In addition

to using tools like gender decoders, diversity data monitoring

and standardised interview forms, we also continue to deliver

‘Interviewing with Impact’, a programme that supports hiring

managers with best-practice interviewing and decision-making.

Our inclusive talent acquisition processes are supported by a

range of talent partnership and sponsorship programmes, which

help us to ensure that individuals from both underrepresented

and minority ethnic backgrounds are given access to career

opportunities at Burberry. These programmes include our creative

arts scholarships with Central Saint Martins in London, our

Stepping Stones Bursary Prize in partnership with The BRIT

School, our ongoing partnership with The Outsiders Perspective,

and our Burberry Inspire programme, which helps young people

across the globe to build better futures.

In addition to the above programmes, we also continue to

nurture talent by supporting institutions globally with Burberry

Insights days and surplus material donations. A recent example

includes our Burberry Saturday Club in partnership with the

British Fashion Council and non-profit organisation, National

Saturday Club. See below for further information.

Our commitment to fair and equitable pay practices

At Burberry, we are committed to paying our colleagues equally

for work of equal value, and to providing all colleagues across

the organisation with competitive total reward. As part of our

reward reviews, we regularly undertake pay analysis to ensure

we meet our commitment to pay all colleagues in line with their

level and experience, and at a competitive and fair market rate.

We were also proud to be the first luxury retailer and manufacturer

to achieve accreditation as a UK real Living Wage Employer by

the Living Wage Foundation, and are dedicated to the promotion

of the UK real Living Wage within our own operations. In April

2025, we again implemented a pay increase above the

recommended real Living Wage increase.

Gender and Ethnicity Pay Gap reporting

Since 2017 and in line with regulations, we have reported

genderpay gap figures annually for our UK employee population,

which makes up about a third of our global workforce.

ForFY2024/25, we also voluntarily reported ethnicity pay gap

figuresfor thefourth consecutive year, reflecting our commitment

totransparency and to creating lasting change by continually

monitoring our progress. The gender and ethnicity pay gaps

aredistinct from equal pay, which is a comparison of the pay

formen and women carrying out the same or equivalent roles.

ForFY 2024/25, we reported a median gender pay gap of 14.9%,

a mean gender pay gap of 21%, a median ethnicity pay gap

of0.3% and a mean ethnicity pay gap of 12.3%.

As we strive to impact our pay gaps positively, we will continue

to focus our efforts on creating opportunities for development

as well as monitoring our progress with the support of industry

reports and benchmarks. This includes the FTSE Women Leaders

Review, which recognised Burberry for the seventh consecutive

year as a top performer for women in leadership, and the

Investing in Ethnicity Maturity Matrix, for which we were rated

aLevel 2 Star Employer for our commitment to creating amore

inclusive and equitable workplace.

A Burberry Saturday Club

In March 2025, Burberry held its first masterclass in partnership

with the British Fashion Council and National Saturday Club,

anon-profit organisation. With a focus on engaging young

people from disadvantaged backgrounds and underrepresented

communities in the UK, the masterclasses aimto develop

skills,encourage creativity and provide insight into future

careerpathways.

At a Fashion&Business Saturday Club hosted by The London

College of Fashion, Burberry’s Textile Design Team spoke to18

young people aged 13 to 16 about the day-to-day responsibilities

of a textile designer as well as their role in thewider creative

process at a global luxury brand. To replicate the textile design

process, the young people were set a group-based activity,

which called on them to work collaboratively and create

amoodboard exploring a set theme.

Burberry’s masterclass was one of a series of events which

sawthe British Fashion Council connect the National Saturday

Club with industry professionals to help inform young people

about further education choices and rewarding career pathways.

The initiative’s aim is to embolden young people to become

thenext generation of innovators and imaginative thinkers.

74 Burberry Annual Report 2024/25

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Metrics

Our workforce

FY 2024/25 FY 2023/24 FY 2022/23

Total employee headcount in direct operations 8,459^ 9,336 9,201

Percentage of employee headcount by significant operating location

EMEIA 51%^ 51% 50%

Americas 14%^ 14% 15%

Asia Pacific 35%^ 35% 35%

Percentage of employee headcount by business function

Consumer 13% 14% 13%

Design 1% 1% 1%

Enabling

1

14% 14% 13%

Retail 55% 55% 56%

Supply chain 17% 17% 16%

Percentage of employee headcount in each age category

Under 30 years old 21% 25% 27%

Between 30 and 50 years old 65% 63% 60%

Over 50 years old 14% 13% 13%

Employee engagement score

2

69 points

3

74 points 75 points

Note: Data as of 31 March 2025.

1.  Function that provides essential support services/activities that keep Burberry’s core business running smoothly and efficiently, including Finance, Human Resources, IT,

LegalandFacilities Management.

2.  Our engagement score is derived from our colleague listening surveys conducted through the Microsoft Viva Glint platform. It is based on two key questions and reflects

theaverage of voluntary responses.

3.  Our FY 2024/25 annual employee Engagement Survey ran in October. The reduction in our score compared with the prior year reflects the challenges faced in the first half

ofFY2024/25. However, following the launch of the Burberry Forward strategy in November, we continued to measure engagement and found that in general, colleagues

showedincreasing levels of optimism as the fiscal year progressed.

More information on our methodology can be found in our Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

Our workforce by gender

FY 2024/25 FY 2023/24

All workforce 8.459^ 9,336

Female 67%^ 67%

Male 33%^ 33%

Junior managers 1,058 1,142

Female 63% 65%

Male 37% 35%

Senior managers

1

414 452

Female 56% 57%

Male 44% 43%

Leadership (Director and above) 293 331

Female 58% 57%

Male 42% 43%

Executive Committee 9 11

Female 33% 27%

Male 67% 73%

Note: Data as of 31 March 2025.

1.  Senior managers as defined in the Companies Act 2006 (Strategic Report and Directors’ Report) Regulations 2013.

More information on our methodology can be found in our Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

75Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

Supporting inclusion

FY 2024/25 FY 2023/24 FY 2022/23

Percentage of employees completing episodes of our online diversity, equity and inclusion

learning journey:

Episode 1 Mitigating Bias  86% 89% 90%

Episode 2 Allyship 85% 90% 96%

Episode 3 Microaggressions and Intersectionality

1

62% – –

1.  Episode 3 of our online diversity, equity and inclusion learning journey was launched in FY 2024/25. Therefore, it is not applicable to previous financial years.

Increasing representation

FY 2024/25 FY 2023/24 FY 2022/23

Shortlists across recruitment campaigns

1

Female 59% 57% 60%

Male 39% 41% 38%

Other 2% 2% 2%

1.  These values are based on candidates who choose to voluntarily disclose.

OCCUPATIONAL HEALTH AND SAFETY

Introduction

With a safety-first mindset, the global Health and Safety

teamaims to ensure the wellbeing of employees, customers,

contractors and all those who visit our locations, by implementing

measures to prevent accidents, injuries and ill health. This involves

proactively identifying potential hazards, assessing risks and

implementing effective control measures tosupport our teams

across our global operations. Through our committees,

communications, training and internal management standards,

we empower our colleagues to support their own health, safety

and wellbeing, aligning with Burberry’s internal standards and

local legal requirements in their place of work.

Approach

Aligned with industry best practice, we adopt a Plan/Do/Check/

Act approach to managing health and safety at Burberry.

•  Plan: We plan health and safety considerations into all

ourglobal activities. We set out our commitments to health

and safety through the statement of intent within our Global

Health and Safety Policy, with targets in place to continuously

risk assess in order to improve health and safety standards

across our operations

•  Do: We put our health and safety risk reduction plans into

action to mitigate or eliminate hazards using a hierarchy

ofcontrols. This includes training employees, implementing

new safety procedures and making necessary changes

toequipment or processes and preparing for emergencies

•  Check: We continuously evaluate the performance of health

and safety measures to determine whether they are effective

and aligned with our established policies, objectives and goals.

This involves tracking incident reports, conducting audits and

safety inspections and collecting data on safetymetrics

•  Act: Depending on the outcome of our evaluations, we take

proactive actions to improve non-compliance with safety

standards, correcting unsafe conditions and rectifying

procedural deficiencies. Where incidents occur, we have

aninvestigation process which incorporates root cause

analysis to identify any underlying causes of issues

Policies

We are committed to providing a safe and healthy environment

for our colleagues, customers and anyone who visits or works

onBurberry premises. Our Global Health and Safety Policy details

the key processes involved in ensuring we maintain the highest

standards of health and safety throughout our global operations.

The policy is reviewed by all key stakeholders, renewed on an

annual basis and contains an overarching statement of intent,

signed and endorsed by the CEO. The policy is publicly available

on Burberryplc.com, as well as on our internal intranet and

displayed on noticeboards in locations accessible to employees.

Targets

Burberry sets annual health and safety objectives and internal

targets, which are supported by a safety management system

and programmes aimed at continually improving our performance.

We strive to ensure that we maintain a safe and healthy

environment for employees, customers and all who visit and

workon our premises.

76

Burberry Annual Report 2024/25

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Actions

1. Continuous improvements

Global Health and Safety team

During FY 2024/25, the global Health and Safety team continued

to support all operational areas with proactive advice and

achievable solutions to help our global teams across corporate,

retail and supply chain. The team supported the business with

effective risk reduction strategies with respect to enabling the

creative vision.

Health and wellbeing

The Health and Safety team has played a supporting role

inhelping drive the global Wellbeing strategy at ground level.

Theteam led the focus on mental health support while

strengthening partnerships around mental health education and

wellbeing support for our teams globally. Working in partnership

with internal functions to support colleagues, visitors, contractors

and customers, the health agenda is delivered across five

working pillars: Wellbeing, Mental Health, Ergonomics,

Occupational Health and Assistive Technology.

2. Training, governance and communications

Health and safety management system

In FY 2024/25, we updated, refined and refreshed our health

and safety policies and standards related to our operations

andactivities. We relaunched our Global Health and Safety

Policy in several languages and continued to review and add

new management standards to our suite of over 100 guidance

documents and standards. These cover our 16 health and safety

topics, including Health and Safety Management, Chemical

Management, and Fire and Emergency Planning.

Training and development

Health and safety training remains a key focus area for

theCompany. We have developed new, interactive and

business-relevant training content specific to colleague roles

though our Training Needs Assessment (TNA) tool. We set

ourselves objectives to deliver training through classroom, digital

and targeted content to support and enable teams toconfidently

manage and drive our high health and safety standards across

all business areas. Our Health and Safety Essentials training

module is a mandatory training requirement for all colleagues

globally. In FY 2024/25, 326 classroom courses were delivered

to over 3,200 attendees, which equates to 800 hours of training

delivered. The global Health and Safety team continues to

remain up to date with the latest developments inoccupational

health and safety.

Global Assurance Audit Programme

During FY 2024/25, in partnership with external partners, we

completed 104 unannounced health and safety assurance audits

across all global business areas as part of the Global Assurance

Audit Programme. Every year, we review, update and republish

our audit protocol to align with trends, changes and safety

developments, including collaborating with other departments,

and incorporating diversity, equity and inclusion, and

sustainability information.

3. Targeted risk reduction

Fire safety and emergency planning

The Health and Safety team continued to prioritise fire safety

management as an area of importance and ongoing focus.

Emphasis remained on embedding our global minimum standards

and education programmes to prevent fire safety issues and

reduce GAAP fire findings. Additionally, we continued to set

targeted training in relation to emergency preparedness, with

86% of retail locations completing thetraining.

ISN third-party accreditation

Partnering with the Commercial Procurement function,

theglobal Health and Safety team launched an ISN contractor

accreditation project across the UK, Europe, the Middle East

and the Americas. This addresses risks related to ongoing

monitoring and due diligence of higher-risk third-party suppliers

that are required to carry out works in Burberry-managed

environments. The scope of this new process will cover contractors

providing Burberry with maintenance, facilities, cleaning, visual

merchandise, construction and security activities.

4. Evolving the organisation

Global supply chain

In FY 2024/25, the Health and Safety team continued to evolve

aglobally consistent health and safety supply chain strategy for

Burberry-managed locations and, where appropriate, evaluated

the performance of local fulfilment centres, particularly where

Burberry employees are located.

Events, campaigns and brand moments

Throughout the financial year, the Health and Safety team

builton collaborations with internal colleagues and external

specialist support to ensure the safe delivery of global brand

moments, including two runway shows.

77

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

PEOPLE IN OUR SUPPLY CHAIN

Introduction

Our commitment to supporting our people and their wellbeing

extends to those across our value chain. Core to this agenda

isrespecting and upholding human rights, combating the risk

ofmodern slavery and increasing transparency throughout our

supply chain. We collaborate across our sector with our partners

and with external experts, to protect and nurture luxury

craftsmanship and traditional techniques.

Approach

To identify our most material human rights impacts, risks and

opportunities, we conduct a Human Rights Impact Assessment

(HRIA) of our operations and activities and those of our extended

supply chain every two years. We implemented this process

in2014 and continue to evolve and develop our due diligence

approach (as detailed on page 42) as well as ourEthical

TradingProgramme.

Our most recent impact assessment identified four key areas

where human rights violations are more likely to be identified

across our finished goods vendors and raw materials suppliers.

These are:

•  Working and living conditions, including access to

healthservices

•  Worker voice, specific to providing remedy

•  Diversity, equity and inclusion

•  Modern slavery, including migrant worker recruitment journeys

In FY 2024/25, we implemented several mitigation actions

focused on these areas (as detailed on pages 78 to 80).

Policies

Our Code of Conduct guides our actions and supports our

partners to make informed, ethical and sustainable decisions

and has been developed in line with our commitments and

experience over many years. The Code includes our Ethical

Trading Code ofConduct and Human Rights Policy, which sets

out standards to protect the rights of workers across our supply

chain, as wellas policies that aim to protect vulnerable workers,

such asaMigrant Worker Policy and Child Labour and Young

Worker Policy. Our policies within the Code of Conduct are

underpinned by the Ethical Trading Initiative Base Code, the

International Bill ofHuman Rights and the Fundamental Conventions

of the International Labour Organization. We review our policies

against the latest best practice guidelines and emerging

regulatory requirements, and update them where needed.

We seek to apply the Code of Conduct to all our Business

Associates, which include, but are not limited to, raw material

suppliers, finished goods suppliers, subcontractors, supporting

facilities, non-stock suppliers, construction contractors, licensees

and franchisees. Compliance with the Code of Conduct is a

condition of working with Burberry (whether directly or indirectly).

All our policies are made publicly available on Burberryplc.com

and shared with new Business Associates during onboarding.

They are available to colleagues via Burberry World, our internal

colleague intranet.

Targets

Advance ethical trading in our supply chain

Continue to ensure our responsible sourcing standards

andaudit requirements are upheld by partners across our

supply chain (this applies to finished goods vendors and

key raw material suppliers).

FY 2024/25 performance

During the financial year, 383^ on-site social compliance audits

were carried out across our Tier 1 and 2 supply chain. Among our

Tier 1 supply chain partners, 75% were either audited or remained

in scope of their most recent audit. Our Vendor Ownership

Programme (VOP) was expanded to four new partners and

isnow in place at 28 partners globally. In addition, our pilot due

diligence initiative that manages risks associated with migrant

workers, with the support of external consultants, has seen

veryencouraging results.

We also strengthened our accountability processes to support

internal teams to make responsible sourcing decisions that

assist in managing risks across our supply chain.

Enhance supply chain engagement

Continue to implement our Supply Chain Engagement

Programmes to further advance wellbeing, livelihoods,

inclusivity and worker voice across our supply chain.

FY 2024/25 performance

In FY 2024/25, we continued to make significant progress

inenhancing and expanding our social impact programmes,

including expanding our Worker Wellbeing Programme to 11 new

supply chain partners and launching a grievance mechanism

forour EMEIA Tier 1 supply chain partners, which will be available

toapproximately 41,000 workers.

Actions

In FY 2024/25, we continued to implement actions focusing

onour key impact and risk areas across our operations and

oursupply chain.

1. Working conditions

Ethical Trading Programme

During the financial year, we continued to implement robust

auditing and compliance programmes to effectively identify,

manage and mitigate potential violations of our Code ofConduct.

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

78 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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)

1.  Material is based on production volumes, value and length of relationship withBurberry.

2.  For example, inadequate training around health and safety, or inadequate fire safetymanagement.

3.  Supply chain partners are selected based on volumes, value and length of relationship, this ensures that the programme addresses risk within the majority ofour Tier 1

supplychainin EMEIA.

We have a target that all our material

1

Tier 1 suppliers are audited

against our Ethical Trading standards. In FY 2024/25, 75% of our

Tier 1 suppliers were either audited or remained in scope of their

most recent audit. Only 1% of these supply chain partners were

identified to have Critical or Business Critical findings and were

managed in line with our Critical procedure. We analyse all our

audit findings on a global scale, to understand where to focus

our remediation and social impact programmes.

Duringthe financial year, the main areas of non-conformance

with our standards across all audits conducted were related to

health and safety

2

and working hours. We will continue to work

with our partners to identify the root cause of these issues and

implement actions to address and prevent them. Where there

isnon-compliance, we require our supply chain partners to

implement a corrective action plan to make progress and meet

all our ethical trading standards. More information onour ethical

trading programme can be found in our Modern Slavery and

Transparency in the Supply Chain Statement FY2024/25 on

Burberryplc.com.

One area of focus for risk mitigation in FY 2024/25 was the

potential risks associated with migrant workers. As a small

number of our partners in Italy employ migrant workers, we have

implemented a reinforced due diligence process to assess,

remediate and prevent instances of actual or potential negative

impacts on these workers.

Our approach includes:

•  An extensive assessment (conducted on an unannounced

basis) of the supply chain partner’s operating procedures,

spanning working rights, employment practices and fiscal

duediligence

•  An internal due diligence review of Burberry’s purchasing

practices, to identify any connections between our sourcing

policies and any non-conformities identified during our

auditprogramme

•  Action plans tailored to each supply chain partner to support

their capacity to address and prevent negative impacts

All our partners have now been assessed and some were identified

to have non-conformities around working hours. Thesehave

been issued with action plans and are working onremediating

any impacts observed. They will be reassessed in the quarter

following their initial assessment to validate improvements.

Vendor Ownership Programme

Our Vendor Ownership Programme (VOP) is a core element of

how we prevent risk in our supply chain. The VOP provides our

key

3

supply chain partners with support to develop and run their

own due diligence programme within their extended supply

chains in line with our standards.

The VOP supports our efforts to uphold our ethical standards

and actively works to prevent modern slavery risks through our

partners’ continued engagement, along with extensive support

and training. Regular audits focused on human rights as well

ashealth and safety are conducted by our VOP partners and,

incertain cases, third-party auditors, using our Ethical Trading

Code of Conduct as a guide. Based on the results of the audit,

improvement action plans are developed and shared with our

partners’ supply chain, who in turn bridge the gaps identified.

Worker grievance mechanisms

We ensure that employees and workers in our supply chain have

access to confidential support and advice. Burberry Confidential

is our global grievance mechanism and is available to all of our

stakeholders, including key rightsholder groups (employees,

supply chain workers, communities and our customers).

InFY2024/25, we expanded Burberry Confidential and launched

an online hotline for workers in the EMEIA region. The initiative

was disseminated across our Tier 1 suppliers, starting inearly2025.

We also sponsor confidential hotlines run by NGOs for workers

in our Asia Pacific (APAC) supply chain, which provide advice

onworkers’ rights and wellbeing as well as confidential support.

Throughout the year, together with our NGO partner, we

continued to conduct awareness-raising sessions to promote

the use of the confidential hotlines to supply chain workers,

highlighting benefits and the services provided. Approximately

99% of all complaint calls were addressed, with the remaining

cases still being addressed by the suppliers with the support

ofthe NGO. Grievance resolution is regularly monitored

bytheCorporate Responsibility team.

2. Human rights

Supply chain training

Training our supply chain partners to understand, identify,

mitigate and manage modern slavery risks is a key component

of our Ethical Trading Programme. Suppliers receive training

during onboarding to ensure they have a strong understanding

of the importance of transparency during social compliance audits

and of our critical issues. We have continued our collaboration

with the International Organization for Migration (IOM), broadening

our global programme of training on modern slavery to cover

country-specific risks facing migrant workers, fair and ethical

recruitment, employer responsibilities, migrant workers’ risks

and integration of migrant workers. This training reached

227supply chain partners across 15 countries and territories

andimpacted approximately 51,250 workers in FY 2024/25.

Internal colleague training

In FY 2024/25, we worked with an external learning developer

tocreate an online Modern Slavery training programme.

Thisallowed us to designate this form of training as mandatory

for key teams, including Supply Chain, Product Development,

Corporate Responsibility and Human Resources. The new

approach to internal training meant we were able to provide vital

training to a much larger group of internal employees. During

thefinancial year, 883 employees completed the training.

79

Burberry Annual Report 2024/25

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Strategic Report | Sustainability at Burberry

3. Equal treatment and opportunities for all

Migrant workers

In FY 2024/25, as part of our continued risk prevention efforts,

we extended our collaboration with the IOM to co-develop a

pilot project to raise awareness on fair and ethical management

of migrant workers. This aimed to build the capacities of our Tier

1 partners from our internal manufacturing facilities inItaly, to

effectively manage migrant worker recruitment and employment

practices, as well as meeting the standards set out in our

Migrant Worker Policy.

Worker Wellbeing Programme

In FY 2024/25, 18 Tier 1 suppliers participated in our Worker

Wellbeing Programme, reaching 13,670 workers in our supply

chain. The programme aims to identify hidden risks through

proactive worker engagement. Additionally, it is intended to

educate suppliers on ways to enhance worker wellbeing, foster

higher employee satisfaction and support talent attraction

andretention.

We engage with stakeholders to inform response actions,

including launching surveys to measure worker wellbeing,

meeting with supply chain partners to identify opportunities

forimprovement and formulating site-specific action plans.

InFY2024/25, the performance achieved by our participating

suppliers is as follows: 17% Very High Satisfaction, 39% High

Satisfaction, 44% Acceptable Satisfaction and 0% Low

orVeryLow Satisfaction

1

.

Health Programme

In FY 2024/25 we extended our Health Programme to new

supply chain partners across Asia. In the 12-month period,

991supply chain workers participated in the programme and

received approximately two hours’ training each. To ensure the

training is effective and relevant for the workers participating,

we collaborate with the supply chain partners and medical

practitioners conducting the training to determine the health

topics to be covered. The four broad training modules are:

women’s health, men’s health, general health and mental health.

They focus on topics such as reproductive health, cancer

awareness and nutrition.

Metrics

People in our supply chain

FY 2024/25 FY 2023/24 FY 2022/23

Number of Tier 1 supply chain partners 687 679  640

Number of total workforce

1

in Tier 1 supply chain 61,495 62,230  56,073

Percentage of female workers in Tier 1 supply chain 71% 71%  68%

Percentage of male workers in Tier 1 supply chain 29% 29%  32%

Percentage of Tier 1 production sites covered by national and/or industrial collective

bargaining agreements 78% ~80%  >70%

1.  This refers to the number of workers employed by the facilities in our finished goods supply chain.

Social compliance audits and assessments

FY 2024/25 FY 2023/24 FY 2022/23

Number of on-site social compliance audits carried out in the year

(fullauditon-site,followupaudit on-site) 383^

1

495  419

Number of desktop social compliance assessments carried out in the year 86 100  32

Percentage of our Tier 1 supply chain partners that have had a social compliance audit

orremained in scope from previous audit 75% 71%  N/A

Percentage of Tier 1 supply chain partners that do not meet our ethical trading standards 1%

2

1% 2%

Breakdown of Tier 1 supply chain partners’ social compliance audit performance

% Critical 1% 1% N/A

% Major 61% 44%

% Minor 26% 27%

% Excellent 12% 14%

% Other

3

0% 14%

Note: Where data is denoted as N/A, this is due to changes in scope or calculation methodology taking place. Previous years’ data is therefore not applicable.

1.  There was a decrease in the number of on-site audits conducted in FY 2024/25 compared to the previous financial year due to our transition to a risk-based approach tomanaging

human rights and modern slavery risks which began in FY 2023/24. More details of our approach can be found on page 78.

2.  Only 1% of our finished goods supply chain partners were identified to have Critical or Business Critical findings and were managed in line with our Critical procedure in

FY2024/25. The main areas of non-conformance with our standards were related to health and safety and working hours. We will continue to work with our partners to identify

theroot cause of these issues and implement actions to address and prevent them. More details can be found in our Transparency in the Supply Chain and Modern Slavery

Statement 2024/25 available on Burberryplc.com.

3.  Other grading refers to Accepted, Pre-approved or Audit to be confirmed.

1.  Responses are aggregated and converted into a score ranging from 1.00 to 0, which determines the overall level of satisfaction. The different score ranges are structured as

follows: 1.00 - 0.85 = Very high satisfaction, 0.84 - 0.70 = High satisfaction, 0.69 - 0.55 = Acceptable satisfaction, 0.54 - 0.40 = Low satisfaction, 0.40 - 0.00 = Very low satisfaction.

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

80 Burberry Annual Report 2024/25

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P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+ivmD/AIaO8Yf9A3Q/+/E3/wAdo/4aO8Yf9A3Q/wDvxN/8doA+n6K+YP8Aho7xh/0DdD/78Tf/AB2j/ho7xh/0DdD/AO/E3/x2gD6for5g/wCGjvGH/QN0P/vxN/8AHaP+GjvGH/QN0P8A78Tf/HaAPp+objotfM3/AA0d4w/6Buh/9+Jv/jtMf9ovxe+M6dofHpBL/wDHaAPpWivmj/hofxb/ANA7RP8AvxL/APHKP+Gh/Fv/AEDtE/78S/8AxygD6Xor5o/4aH8W/wDQO0T/AL8S/wDxyj/hofxb/wBA7RP+/Ev/AMcoA+l6K+aP+Gh/Fv8A0DtE/wC/Ev8A8co/4aH8W/8AQO0T/vxL/wDHKAPpeivmj/hofxb/ANA7RP8AvxL/APHKP+Gh/Fv/AEDtE/78S/8AxygD6Xor5o/4aH8W/wDQO0T/AL8S/wDxyj/hofxb/wBA7RP+/Ev/AMcoA+l6K+aP+Gh/Fv8A0DtE/wC/Ev8A8co/4aH8W/8AQO0T/vxL/wDHKAPpepIf9YK+ZP8Ahofxb/0DtE/78S//ABylX9onxcjZGnaJ/wB+Jf8A47QB9R0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0f8NHeMP8AoG6H/wB+Jv8A47QB9P0V8wf8NHeMP+gbof8A34m/+O0UAf/Z)

Human rights training

FY 2024/25 FY 2023/24 FY 2022/23

Number of our colleagues in Sourcing, Procurement and Human Resources teams to receive

trainingonhumanrights 883 125  89

Number of supply chain partners participating in IOM training 227 246  77

Number of workers impacted by IOM training 51,250 57,691  >9,500

Vendor Ownership Programme

FY 2024/25 FY 2023/24 FY 2022/23

Number of Tier 1 supply chain partners involved in the VOP 28 24 22

Number of subcontractors reached in the VOP 315 310  252

Number of workers reached in the VOP 26,505 20,547  >16,500

Percentage of Tier 1 supply chain partners in EMEIA involved in the VOP 52% 52%  47%

Worker hotlines

FY 2024/25 FY 2023/24 FY 2022/23

Number of calls to Burberry-sponsored worker hotlines 451 473 502

Number of complaints 34 22  18

Number of consulting requests 413 447  464

Number of psychological support requests 4 4  20

Number of factories

1

covered by hotlines 42 40  38

Number of workers covered by hotlines 29,442 33,364  27,404

1.  Factories include finished goods vendors, subcontractors, supporting facilities, licensees and raw materials suppliers.

Health Programme

FY 2024/25 FY 2023/24 FY 2022/23

Number of supply chain workers impacted by the Health Programme 991 832 N/A

Note: Where data is denoted as N/A, this is due to the KPI not being collected during this time period. The first reported year is the first year the data became available.

Wellbeing Programme

FY 2024/25 FY 2023/24 FY 2022/23

Number of Tier 1 supply chain partners participating in the Wellbeing Programme 18 9  15

Number of Tier 1 supply chain workers covered by the Wellbeing Programme 13,670 11,650  >5,000

81Burberry Annual Report 2024/25

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COMMUNITIES

Introduction

We strive to do the right thing for our customers, our communities

and the world around us. We continue our founder’s legacy

bysupporting young people, championing our communities

andcollaborating with organisations to make a positive impact.

Since 2010, we have committed to giving at least 1% of profit

before tax (PBT) annually to charitable causes, including amounts

donated to The Burberry Foundation (UK registered charity

number 1154468).

Established in 2008, The Burberry Foundation is governed as

aseparate entity and operates independently to Burberry Group

plc. As such, it follows the regulations and laws applicable to

charitable organisations in the UK. The Burberry Foundation’s

Board of four trustees meets quarterly and is chaired

byChristopher Holmes, Baron Holmes of Richmond, MBE.

Approach

Our contributions are directed towards advancing our Communities

strategy, ensuring meaningful impact and sustainable progress

in our core focus area of improving the lives of young people.

Today, there are 1.8 billion young people aged 10 to 24, making

up the largest generation in history. By 2035, they are set

tomake up 50% of the global workforce

1

.

We believe that supporting young people from an early

age,particularly those who have experienced challenging

circumstances, is crucial to preventing youth unemployment

andits associated long-term effects on mental health, while

alsobuilding a positive future for both our global communities

and economy.

Focusing on the geographic locations our operations reach,

wesupport charitable initiatives which inspire young people to

come together in safe environments and explore their creativity,

develop life skills and broaden career horizons. Our Burberry

Inspire programme implements the Creative Youth Development

(CYD) Framework, a commitment to respecting the diversity

ofyoung people’s lived experiences, valuing their perspectives,

elevating their authentic voices and supporting their creative

development and expression. This approach to youth development

recognises that creativity takes different forms. For example,

some young people may demonstrate their creative spark

through painting, music, theatre or dance, while others may

express themselves in areas relating to science, technology,

engineering and mathematics (STEM). Drawing on insights

fromthe CYD Framework, Burberry Inspire channels the power

of creativity to cultivate young people’s self-confidence, mental

health and wellbeing, sense of identity and belonging and

aspirations for the future. The programme’s theory of change

revolves around engaging and nurturing young people’s

creativity, providing well-designed opportunities for growth

andlearning, and empowering them to contribute positively

totheircommunities.

Burberry colleagues receive three volunteer days per year,

withaccess to an internal volunteering platform that connects

them with charitable organisations and opportunities within

theirlocalcommunities. Facilitating volunteering and fundraising

opportunities for our colleagues allows us to positively impact

their wellbeing while supporting the communities where we

operate. Our colleagues can volunteer their time to causes

which are particularly meaningful to them or aligned to Burberry’s

Communities strategy. This approach means we canpositively

impact both our local and global communities.

Policies

Our Community Investment Policy and Procedures sets out

ourapproach to community investment, charitable donations,

humanitarian aid, employee volunteering and fundraising.

Ourcommunity investment methodology aligns with the Business

for Societal Impact (B4SI) Framework.

The policy extends to all Burberry Group plc operations, including

wholly or majority-owned subsidiaries. We believe that by

implementing this policy consistently across our operations, we

can make a more significant, lasting impact on our communities.

Burberry’s Corporate Responsibility team and Ethics

Committeeoversee and govern the implementation of this

policy. Thepolicy is available to staff via Burberry World,

ourinternal colleagueintranet.

Targets

Inspire young people to create betterfutures

Positively impact 500,000 people between FY 2022/23

andFY 2025/26, particularly young people hailing from

under-served communities.

FY 2024/25 performance

During the financial year, 273,435 people were positively

impacted

2

through community programmes supported by Burberry

Group plc and The Burberry Foundation. This achievement adds

to our cumulative total of 653,597 people since FY 2022/23,

exceeding our target of 500,000 by FY2025/26.

Increase volunteering opportunities for colleagues

25% of Burberry colleagues to engage in volunteering

andfundraising activities by FY 2025/26.

FY 2024/25 performance

In FY 2024/25, 12%^ of Burberry colleagues actively engaged

involunteering and fundraising activities. This is a 4% increase

compared to 8% of colleagues engaged in FY 2023/24.

1.  World Health Organization, Adolescent Health, www.who.int, accessed March 2025.

2.  Positively impacted refers to the number of people directly reached by our community programmes, in line with the Business for Societal Impact (B4SI) framework. This includes

individuals who directly participate in or benefit from our initiatives, such as training, mentoring, or access to resources and services.

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

Strategic Report | Sustainability at Burberry

82 Burberry Annual Report 2024/25

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The Burberry Inspire programme’s global reach

1.  The International Youth Foundation

(global partner)

2.  OnSide, UK

3.  Save the Children, Poland

4.  Girls Inc. of New York City

5.  New York Edge

6.  Heart of Los Angeles

7.  Community Youth Center of San Francisco

8.  CSV Milano

9.  Co&So, Florence, Italy

10. Future for Youth Foundation, South Korea

11.  Girl Scouts of Japan

Funded by The

Burberry Foundation

Funded by Burberry

12. Hong Kong Youth Arts Foundation

13. The BRIT School, UK

14. Castleford Tigers Foundation

15. The Outward Bound Trust

16. Shanghai Youth Development Foundation

17.  China Soong Ching Ling Foundation

18. Haja Center, South Korea

Actions

1. Expanding Burberry Inspire

Burberry Inspire is our global flagship programme, dedicated

toproviding safe spaces for young people to explore their

creativity, develop new skills and build a more positive future.

With a focus on young people from underserved communities

aged 10 to 24, Burberry Inspire brings all youth-focused

activities conducted by The Burberry Foundation and Burberry

Group plc together under a single identity. Burberry Group plc

partnerships focus on in-school programmes, and The Burberry

Foundation on community-based youth organisations.

Through a network of partnerships in nine regions across the

world, the initiative has impact at both global and local levels.

Burberry Inspire offers skills development in a variety of fields,

from creative arts and design to sports and STEM-related

activities, entrepreneurship and initiatives aimed at breaking

down educational barriers. The programme’s ambition is to

create opportunities for more than 500,000 young people

between FY 2022/23 and FY 2025/26 by unlocking their

creativity and driving positive change in their lives as well as

intheir communities. In FY 2024/25, the Burberry Inspire

programme introduced two new partners, Co&So in Italy and

Haja Center in South Korea. This expansion broadened the

programme’s reach, positively impacting more young people

and bringing the total number of partners to 18.

2. Inspiring Young Leaders

We also introduced our first cohort of Young Leaders as part of

anewly launched Young Leaders programme. To ensure that the

diversity of young people’s lived experiences and perspectives

remains at the core of Burberry Inspire and its programming, we

developed an initiative to bring together young leaders, amplify

their voices and address social issues in their local communities.

Comprised of 20 young change-makers from nine Burberry

Inspire partners around the world, the initiative was designed

todevelop the next generation of leaders by offering unique

development opportunities and fostering greater confidence

inself-expression. During FY 2024/25, the programme involved

a series of bi-weekly skills workshops, learning sessions, work

experience and round-table discussions.

To support the development of each young leader and

provideinsight into how their passions can be transformed

intomeaningful careers, participants were matched with

Burberry mentors. These mentors guided them throughout the

programme and helped them navigate their next steps into the

workforce. This initiative also provided a valuable volunteering

opportunity for Burberry employees, allowing them to engage

more deeply with the programme and contribute to its impact.

The Young Leaders programme will continue annually throughout

the duration of the Burberry Inspire programme.

5

4

7

6

11

12

13

14

15

2

9

3

17

16

1

8

10

18

83Burberry Annual Report 2024/25

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3. Showcasing the creativity of BurberryInspire

In August, The Burberry Foundation hosted its first Burberry

Inspire showcase, bringing together young people from across

the United Kingdom in celebration of collaboration and creativity.

Hosted with Burberry Inspire partner OnSide at the Burberry

Business Services office in Leeds, the event saw over 60 young

people from 12 OnSide Youth Zones present a project that

theyhad worked on within the last year. From the unveiling

ofanarts mural and performance of a scene from ‘Oliver!’,

tothedemonstration of a Burberry Inspire Kit Car Project and

the presentation of an anti-knife crime lifestyle apparel brand,

the showcase highlighted the transformative impact of the

BurberryInspire programme.

4. Developing Design Camps with Future forYouth,

SouthKorea

With support from Burberry Inspire, Future for Youth (FYF)

developed Design Camps to introduce young people to creative

problem-solving and hands-on opportunities to build sustainable

design models. The interactive workshops are specifically

developed to introduce participants to new concepts and

encourage them to see themselves as creators. FYF focuses on

young people in rural communities where creative opportunities

are not as readily available as in neighbouring cities.

FYF’s Year One programme results showed that young people

made significant gains in creativity and self-expression, including

one young person who shared, “I enjoyed the freedom to create

whatever I wanted without any set constraints in thisactivity.”

5. Elevate Her Essence with Girls Inc. ofNewYorkCity

In March 2025, we supported Burberry Inspire partner, Girls Inc.

of New York City, with their annual conference. Named ‘Elevate

Her Essence’, the conference brings together more than 1,000

young women from schools across New York City for a day

ofactivities centred on mental health and wellness. A host

ofBurberry volunteers, including our Vice President Human

Resources and Vice President Marketing and Communications,

joined to support the day’s events, from being a part of the

Welcome Cheer Squad to helping with activity stations,

workshops and mainstage educational presentations.

6. Empowering our colleagues through volunteering

At Burberry, we offer all our colleagues three paid volunteering

days a year to give back to the causes they care about most.

InFY 2024/25, a volunteering highlight included our colleagues

coming together ahead of the festive season to support two

ofour Burberry Inspire partners.

Wearing festive jumpers in aid of Save the Children UK’s annual

Christmas Jumper Day, our colleagues orchestrated a ‘Wrapped

by Burberry’ gift drive to support national youth charity OnSide.

Using an array of items donated by our corporate teams, all

giftswere wrapped by hand in festive packaging and distributed

toyouth zones across London and Leeds, ensuring that all their

young people had something special to open at Christmas.

Strategic Report | Sustainability at Burberry

84 Burberry Annual Report 2024/25

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Metrics

Positively impacted

FY 2024/25 FY 2023/24 FY 2022/23

Number of people positively impacted

1

through community programmes supported

byBurberry Group plc and The Burberry Foundation in FY 2024/25 273,435

2

219,377 160,785

Number of people positively impacted cumulatively through community programmes

supported by Burberry Group plc and The Burberry Foundation since FY 2022/23 653,597 380,162 160,785

1.  Positively impacted refers to the number of people directly reached by our community programmes, in line with the Business for Societal Impact (B4SI) framework. This includes

individuals who directly participate in or benefit from our initiatives, such as training, mentoring, or access to resources and services.

2.  This figure may not align with the financial year of contribution for certain partners, as Burberry reports impact in the year the impact reports are received from those partners.

Colleague volunteering

FY 2024/25 FY 2023/24

Percentage of colleagues actively engaged in volunteering and fundraising activities 12%^

1

8%

1

Number of volunteering and fundraising projects supported by Burberry colleagues 201 139

Total number of volunteering hours 5,519 2,799

Number of charities supported through volunteering, match funding and in-kind donations 118 92

Note: Prior year (FY 2022/23) data is not comparable as a result of a change in data collection methodology following the launch of our new volunteering platform in FY 2023/24.

1.  Figure excludes colleague headcount where the volunteering platform is subject to data restrictions, including Mainland China and the United Arab Emirates (except Dubai).

^  This metric was subject to external independent limited assurance by Ernst & Young LLP (EY). For the results of that assurance, see EY’s Independent Limited Assurance Report

andBurberry’s Sustainability Basis of Reporting FY 2024/25 on Burberryplc.com.

85Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Strategic Report | Sustainability at Burberry

GOVERNANCE –

BUSINESS CONDUCT

DISCLOSURES

Our commitment to being a responsible business drives us forward and

supports the long-term success of our people and our Company. Ethical

practices are embedded in our ways of working and we mitigate risks

toreduce potential negative impacts associated with operating a business.

Everyone working for or with Burberry is expected to adhere to our

Codeof Conduct.

This section describes our Company’s approach to key ethical business

conduct topics, including anti-bribery and corruption, animal welfare and

tax transparency. Other key ethical business conduct topics are covered

within the relevant sections, including our Social and Environmental

statements. It lays out the policies, processes and behaviours that we and

third parties associated with Burberry must comply with to ensure we are

acting in accordance with our values and doing right by our stakeholders.

Further details of these policies and processes can be found in our

CodeofConduct.

86 Burberry Annual Report 2024/25

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)

ANTI‑BRIBERY AND CORRUPTION

Introduction

Burberry is an open and caring organisation, a value which

isunderpinned by our desire to be responsible. We strive to do

the right thing by our people, our customers, our communities

and the world around us. Complying with applicable laws and

regulations and doing the right thing are embedded in our

Company’s culture. As such, we adhere to and support international

efforts to combat bribery and corruption in accordance with

theUnited Nations Convention against Corruption, including

theUK’s Bribery Act 2010.

Failure to comply with applicable anti-bribery and anti-corruption

laws, whether by Burberry directly or within our wider operations,

could expose us to legal liabilities, financial penalties, reputational

damage and loss of stakeholder trust.

Approach

Our Anti-Bribery and Anti-Corruption Policy is in place to

ensureintegrity in our direct and indirect business operations.

Compliance with the policy is mandatory for our employees,

contractors and all third parties associated with Burberry, with

the policy being shared during our onboarding process and

apart of mandatory employee training.

We are committed to investigating any reports or concerns

promptly, thoroughly, independently and objectively. We have

multiple channels for concerns to be raised, including via line

management, Asset and Profit Protection, Human Resources,

and Burberry Confidential (which can be used by employees,

contractors and Business Associates). Reports are handled in

accordance with our Burberry Confidential and Whistleblowing

Policy (available on Burberryplc.com).

We have an open culture with high standards of accountability

and ethical behaviour. As such, we have zero tolerance for

retaliation when concerns are raised.

Policies

Our Anti-Bribery and Anti-Corruption Policy outlines the steps

taken to prevent bribery and corruption in connection with

Burberry. Itexplains what bribery, corruption and facilitation

payments are, sets out the obligations of Business Associates,

and details Burberry’s expectations in respect of gifts

andhospitality.

Burberry’s General Counsel is responsible for implementing

thepolicy.

The policy is made available to our employees, contractors and

third-party Business Associates at all times via Burberryplc.com.

We share a copy of the policy with third party Business Associates

as part of our onboarding process, and we require contractual

assurances that they will comply with the policy as a condition

ofworking with us. The policy is also made available to Burberry

employees as part of mandatory annual anti-bribery and

anti-corruption training, which covers the content of the policy.

Actions

1. Responsible Business Principles

In FY 2024/25, we sent 862 Responsible Business Principles

letters to key vendors. Dispatched every two years, the letters

serve as reminders for vendors regarding our business practices

and Burberry’s Code of Conduct.

2. Gifts and Hospitality Policy update

We amended our Gifts and Hospitality Policy in relation

toclientengagement gifting, revising parameters around

frequency. The new approach provides a narrower focus and

isdesigned to lead to more impactful gifting from our Client

Engagement teams.

87Burberry Annual Report 2024/25

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ANIMAL WELFARE

Introduction

Burberry is deeply committed to principles and practices

thatrequire animals in its supply chain to be treated with

careand respect and believes that animal welfare is of the

utmostimportance.

Approach

The capture, maintenance, breeding, raising, transportation and

handling of animals must be undertaken observing the highest

animal welfare standards, and in compliance with all applicable

local animal welfare, social and environmental laws. Burberry

has defined specific sourcing requirements for animal-based

materials and identified certification programmes which promote

ethical farming practices and enhance supply chain transparency.

Burberry has a ban on the use of real fur and exotic skins.

Policies

With respect to animal welfare, our Responsible Raw Materials

Sourcing Policy outlines our requirements for value chain partners

and colleagues, as well as our commitments toresponsible raw

materials sourcing.

The policy (available on Burberryplc.com) also outlines our

requirements with respect to packaging, and animal welfare

andtesting. Our Beauty licensee, Coty, publishes its own Against

Animal Testing Policy & Program, which is availableon Coty.com.

Actions

1. Raw materials target progress

In FY 2024/25 we made good progresses in our journey to

achieving our target of 100% of our key raw materials being

certified or responsibly sourced, as defined in our Sustainable

Raw Materials Portfolio (available within our Sustainability Basis

of Reporting FY 2024/25 on Burberryplc.com). The Portfolio

isbased on certification programmes and sourcing criteria

which promote ethical farming practices and enhance supply

chaintransparency.

2. Industry collaboration

Burberry is also part of the Textile Exchange animal welfare

working group. It aims to create strategies and propose

approaches to setting long-term material commitments

toachieve industry change.

TAX TRANSPARENCY

Introduction

As a global luxury retailer, wholesaler and manufacturer,

operating in over 400 retail locations worldwide, we take our

environmental, social and corporate governance responsibilities

seriously. Our Tax Strategy enables us to fulfil those

responsibilities in respect of all applicable taxes.

Approach

Burberry is committed to acting with integrity and transparency

on all tax matters and complying fully with applicable tax laws,

having regard to international standards andguidance on

taxpractice and tax reporting. The Group will only engage

inresponsible tax planning aligned with genuine commercial

economic activities. We will not use tax structures or undertake

artificial transactions, the sole purpose of which is to create

acontrived tax result. For example, we do not participate in

transactions with parties based in tax haven jurisdictions when

the transactions are not in the ordinary course of Group trading

business or which could be perceived as artificially transferring

value to low tax jurisdictions.

We strive to ensure that all tax filings are accurate and

submitted on a timely basis. If we discover any inadvertent

errors in tax returns or correspondence with tax authorities,

wedisclose them promptly. In the UK, the Vice President, Tax

and the global Tax and Trade Compliance teams have regular

communication with our HM Revenue & Customs (HMRC)

Customer Compliance Manager and specialist HMRC teams

topromote a professional, collaborative working relationship.

Burberry has a low tolerance for tax risk and proactively

engages with advisors to achieve certainty on our tax position.

The Group’s processes, policies and governance are designed

to identify and mitigate material tax risks. The complex and

ever-changing international tax environment, national regulatory

developments and changes in the way we do business mean that

there is always an element of tax risk and uncertainty inherent

inthe Group’s operations. To this end, we have formalised our

taxrisk identification, measurement, monitoring and reporting

processes to manage these risks and ensure appropriate

mitigation steps are taken. Significant tax risks andprogress on

mitigating actions are reported regularly to the Audit Committee.

Burberry seeks to engage in open and constructive dialogue

with HMRC in the UK and with tax authorities in all the territories

in which we operate.

Policies

The Group Tax strategy directs our tax planning, reporting and

compliance activities and is aligned with the Group’s strategic

objectives. Further information regarding the Group Tax strategy

can be found on Burberryplc.com.

Actions

In FY 2024/25, the total taxes borne and collected globally

bythe Group amounted to £383 million. In the UK, where the

Group is headquartered and has significant operations, Burberry

paid business taxes of £74 million and collected a further

£52 million of taxes on behalf of the UK Exchequer. We paid

£0.3 million in plastic packaging tax and other environmental

taxes. Further information on this can found on the Total Tax

Contribution section at Burberryplc.com.

Strategic Report | Sustainability at Burberry

88 Burberry Annual Report 2024/25

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Strategic Report | Non-Financial and Sustainability Information Statement

NON‑FINANCIAL AND SUSTAINABILITY

INFORMATION STATEMENT

This section of the Strategic Report constitutes Burberry’s Non-Financial and Sustainability Information Statement, produced

tocomply with sections 414CA and 414CB of the Companies Act 2006.

The information listed is incorporated by cross-reference.

Reporting

requirement

Policies and standards which govern ourapproach

Information necessary to understand our business and its impact,

policy due diligence and outcomes

Environmental

matters

•  Global Environmental Policy

•  Responsible Sourcing Policy

•  Chemical Management Standards

•  Code of Conduct

•  Sustainability at Burberry section, pages40 to 88

•  Impact section on Burberryplc.com

•  Task Force on Climate-related Financial Disclosures

(TCFD), pages 47 to 71

Employees    •  Code of Conduct

•  Our Culture and Values

•  Global Health and Safety Policy

•  Ethical Trading Code of Conduct

•  Global Diversity, Equity and Inclusion Policy

•  Directors’ Report, pages 158 to 161

•  Directors’ Remuneration Report, pages 136 to 157

•  Our Purpose and Values, page 19

•  Stakeholder Engagement, pages 43 to 45

•  Gender and Ethnicity Pay Gap Report on Burberryplc.com

•  Sustainability at Burberry section, pages40 to 88

Respect for

human rights

•  Human Rights Policy

•  Ethical Trading Code of Conduct

•  Child Labour and Young Worker Policy

•  Migrant Worker Policy

•  Data Protection Policies

•  Information Security Policies

•  Model Wellbeing Policy

•  Global Diversity, Equity and Inclusion Policy

•  Partner Non-Compliance Policy

•  Impact section on Burberryplc.com

•  Transparency in the Supply Chain and Modern Slavery

Statement on Burberryplc.com

Social matters •  Ethical Trading Code of Conduct

•  Local Stakeholder Engagement Policy

•  Volunteering and Match Funding

•  Impact section on Burberryplc.com

Anti-corruption

and anti-bribery

•  Anti-Bribery and Anti-Corruption Policy

•  Cash Acceptance Policy

•  Fraud Risk Management Policy

•  Reflecting the needs of our stakeholders, People,

page45

•  Reflecting the needs of our stakeholders, Customers,

page 44

Additional

disclosure

•  Our Business Model, pages 18 and 19

•  Environmental and Social Measures (Non-financial KPIs),

pages 55 to 85

•  Risk and Viability Report, pages 90 to 101

•  Our Purpose and Values, page 19

89

Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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)

Strategic Report | Risk and Viability Report

RISK AND VIABILITY REPORT

Risk management at Burberry supports growth and protects existing value.

Our approach to risk

Group Risk

Effective risk management is fundamental to achieving our

business objectives, protecting our reputation and delivering

added value to our stakeholders. The Group Risk team,

encompassing enterprise risk management, business resilience,

and insurance, supports the integration of risk into decision-

making. By collaborating with teams across the business, Group

Risk enhances risk identification and analysis, establishing

therequired mitigation profile to meet the Group’s strategic

objectives and manage risk within Burberry’s risk appetite.

Our business resilience approach focuses on critical risks and

controls to business operations, and supports the management

of continuity plans in the event of the risk occurring or a control

failure. We conduct risk simulations with our business functions

and the Group Incident Management team, chaired by our CEO,

to manage global incidents.

Our Insurance strategy, informed by our risk appetite, tolerance

and profile, ensures sufficient cover for insurable risks through

close collaboration with the Enterprise Risk Management and

Business Resilience teams.

Regulatory developments

A management steering committee has been established to

review current practices and recommend any changes required

by the revised provision 29 of the 2024 Corporate Governance

Code which will apply to the Group from FY 2026/27.

During FY 2024/25, we focused on identifying and defining

material controls, to ensure that we are addressing the most

impactful areas. Our approach facilitates the continuous

improvement of our Control Framework. In FY 2025/26, we will

concentrate on further refining these controls and enhancing

Board reporting within our existing Risk Management Framework

while preserving the agility needed to drive sustainable business

growth and operational efficiency.

Risk Management Framework

The Group Risk Management Framework encompasses risk

governance, risk appetite and risk processes as demonstrated

by Figures 1 and 2 on pages 91 and 92, respectively.

Theframework is aligned with the objectives of ISO 31000:2018,

toassist business functions in conducting risk management

activities to support the achievement of business objectives;

and to provide clear governance for communicating the outcomes

of risk management to relevant internal and externalstakeholders.

The foundation for the Group Risk Management Framework

involves assessing the internal and external environment in

theshort to medium term. The internal environment includes,

forexample, our employees, suppliers, capabilities, resources,

infrastructure, resilience, culture and objectives. The external

environment concerns customer and shareholder expectations,

regulations, competitors, luxury industry trends, raw material

volatility, the economy and the geopolitical environment.

GroupRisk continually assesses potential changes in both

environments to support business areas with the Risk

Management Framework.

90 Burberry Annual Report 2024/25

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Risk governance

Board

•  Responsible for the Risk Management and Internal Control

Framework across Burberry

•  Setting and monitoring Burberry’s risk appetite

•  Review of the principal risks facing the business, alongwith

the corresponding mitigation strategies implemented

Audit Committee

•  Oversight and advice to the Board on current risk exposures

•  Assessing the effectiveness of the Risk Management and

Internal Control Framework on an ongoing basis on behalf

ofthe Board

Risk and Ethics Committees

•  Oversight of key risks reporting to the Audit Committee

•  Formal groups for ongoing risk monitoring and

decision-making onrisks and issues escalated from

businessfunctions

•  The Committees can be found on page 117

Leadership teams

•  Monitoring the risk landscape and communicating insights

within the function

•  Maintaining a business area register of enterprise risks and

controls, and tracking control performance by implementing

appropriate governance

Leadership teams

Risk and Ethics

Committees

Audit Committee

Board

Figure 1. Risk governance

Bottom-up approach

Top-down approach

Risk appetite

The Group’s risk appetite is defined by the Board and outlines

the nature and extent of risk the Group is willing to take to support

responsible and sustainable growth. The Board is ultimately

responsible for challenging management’s development and

implementation of effective systems of risk identification,

assessment and mitigation to within risk appetite.

The Board has delegated responsibility for reviewing

theeffectiveness of the Group’s internal controls and risk

management arrangements to the Audit Committee. Ongoing

review of these controls is provided through the risk governance

(Figure 1). Our Internal Audit team provides independent

assurance to management and the Audit Committee on the

effectiveness of management actions.

The Group’s risk appetite was reviewed by the Risk Committee

and approved by the Board in May 2025.

91

Burberry Annual Report 2024/25

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Strategic Report | Risk and Viability Report

Risk assessment: The Group Risk Management Framework

supports colleagues with quantifying the likelihood and impact

of identified risks.

Risk response: Risks are prioritised based on their risk

positionrelative to their defined risk tolerance. We develop and

implement strategies to prevent, detect, direct and remediate

risks, including risk transfer through insurance and the creation

of contingency plans where necessary to manage risks to within

our risk tolerance. Controls are developed with clear ownership,

governance, reporting and effectiveness criteria.

Risk reporting and monitoring: Our risk governance is set out

inFigure 1 on page 91. The framework allows us to monitor risk

factors and the effectiveness of mitigation strategies, ensuring

ongoing protection and alignment to our risk appetite and

tolerance, with a clear escalation process. Where events occur,

we analyse the root causes and identify opportunities to enhance

controls. We maintain clear, open communication channels and

provide training to support colleagues with continuous risk

monitoring and escalation.

Audit and assurance: Internal Audit performs assurance

activities, including regular risk-based internal audits directed

by the annual internal audit plan, which is reviewed and approved

by the Audit Committee. Our culture supports positive dialogue

between the business and internal audit, fostering two-way

information flow to enable the identification and implementation

of process improvements. The annual internal audit plan is

aligned to the principal risks and remains dynamic to incorporate

changes in the risk profile throughout the year.

Principal risks

The Board considers principal risks to be the most significant

risks faced by the Group, including those most material to

theGroup’s performance and those which could threaten the

business model or the future long-term solvency or liquidity

ofBurberry. For the purpose of risk management the Group

considers short term to be up to two years, medium term to be

two to five years and long term more than five years. The principal

risks outlined in the Annual Report do not encompass all risks

and mitigating actions associated with our business, nor are

they listed in order of priority. We continuously conduct horizon

scanning to identify emerging risks which could adversely

impact our business.

Each principal risk is linked to one of our risk categories:

External, Strategic, Operational and Compliance, and may

impact one or more of our strategic priorities.

Principal risk assessment

We identify and manage risks that could hinder our ability

tocreate and protect value in achieving the Group’s strategic

objectives. Throughout the year, we continually review these

risks, providing summaries to the Risk Committee and Audit

Committee at least twice annually. Risks are reviewed within the

context of both the external and internal operating environment.

The review includes an assessment of the comprehensiveness

of the Group’s principal risks, their descriptions, movements,

tolerance levels, associated risks, and the effectiveness

ofmitigating actions to manage risks to within tolerance.

Ifanyrisks are outside tolerance, we develop additional plans

tomitigate the risk exposure within a reasonable time frame

andmonitor the implementation of these plans.

Risk identification: We continuously identify risks across

allareas of the business, evaluating their potential impact

onorganisational objectives within the internal and external

environment. Risks are categorised by principal risk and aligned

with our risk categories: External, Strategic, Operational

andCompliance.

Figure 2. Risk process

Audit and

assurance

Risk

identification

Reporting

and

monitoring

Risk

assessment

Risk

response

Risk

culture

Risk appetite statement

We seek to protect the long-term value and reputation of our

brand in our operations, maximising commercial benefits to

support responsible and sustainable growth within a defined

risk tolerance.

We accept some risk in pursuit of growth through brand

elevation commensurate with our position in luxury fashion.

We approve capital investment in strategic projects and accept

a moderate level of risk in our dynamic pursuit of profitable

growth through our creativity and innovation, balancing a

reasonable return on capital with a proportionate level of

commercial risk within the approved Capital AllocationFramework.

Complying with applicable laws and regulations and doing

theright thing are an essential part of our culture and underpin

our strategic ambition. In evaluating risks and opportunities,

weprioritise the interests and safety of our customers, people,

communities, and the environment.

Risk process

At the core of our Risk Management Framework lies our

riskculture, which is intrinsically linked to our risk appetite.

Wecultivate a risk-aware environment through strong

communication from leadership, integration of risk into daily

activities, continuous learning, consistent risk terminology,

accountability, transparency, and top-down and

bottom-upcommunication.

92

Burberry Annual Report 2024/25

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Strategic risk

Using our Principal Risk Framework and risk management

process, Group Risk supports business functions in embedding

risk management within their annual strategic plans before

Board approval. Additionally, scenario analysis and risk appetite

mechanisms are employed to identify key mitigating actions

required to manage these risks.

The Board reviewed the risks embedded within the strategic

plans in October 2024 and March 2025.

Emerging risks

The Board considers emerging risks to be still evolving and

tohave impacts and likelihoods that are highly uncertain.

Wecontinuously assess emerging risks alongside our principal

risks as part of our risk management process. Horizon scanning

is undertaken through insights from top-down and bottom-up

risk workshops with internal stakeholders, attending industry

forums and seeking specialist professional consultation

whererequired.

Review of principal risks and the Risk

Management Framework

The Risk Committee endorsed the half-year and year-end risk

assessment of the principal and emerging risks in October 2024

and April 2025, and they were approved by the Audit Committee

in November 2024 and May 2025, respectively.

At the year-end assessment of the Group’s principal risks,

thefollowing changes were implemented:

•  The Foreign Exchange principal risk was expanded to

Financial Risk, now encompassing foreign exchange, interest

rates, credit risk and liquidity risk

•  A new principal risk, Strategic Transformation, was introduced

to reflect the large transformation programme currently

underway within the Group

•  The principal risk for Cyberattack/Loss of Data was renamed

Cybersecurity, with Loss of Data which results in non-compliance

with data regulations addressed within the Regulatory Risk

and Ethical/Environmental Standards principal risk

•  The Business Interruption risk was removed and incorporated

within other principal risks, predominantly Supply Chain,

toeliminate duplication. Additionally, operational business

interruption risks are now addressed within IT Operations,

People, Regulatory Risk and Ethical/Environmental Standards

and Cybersecurity, and market risks addressed within Global

Consumer Demand

•  The risk tolerance level for the People principal risk was

updated to moderate to reflect the changes within the

transformation programme

Principal risk movements:

The following principal risks have increased during the

financialyear:

•  Geopolitical Uncertainty, reflecting the heightened volatility

and instability across key regions. This includes trade tariffs

and divergent government policies that may have implications

on the macroeconomy, financial markets and supply chains

inour core operating regions

•  Global Consumer Demand, driven by economic pressures

impacting purchasing behaviours worldwide

•  People Risk, following the transformational changes within

theorganisation alongside the wider uncertainty in the

macroeconomic environment

Strategic pillars

B

(Brand) Timeless British Luxury

P

(Product) Lead with outerwear

D

(Distribution) Align distribution with Product

andCustomerstrategy

C

(Culture) Reignite a high-performance culture

Risk movement

Risk has remained stable since the prior financial year

Risk has increased since the prior financial year

Risk has decreased since the prior financial year

Risk tolerance

Low

We adopt a focused risk-based approach, seeking

toallocate resources to mitigate related key risks

wherever possible

Moderate

We adopt a risk-based approach that allocates

resources inline with strategic priorities

High

We have a greater willingness to tolerate risk

andprioritise resources in pursuit of other

strategicobjectives

Viability assessment

V Risk included in the viability assessment

93Burberry Annual Report 2024/25

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Strategic Report | Principal Risks

Principal risk summary

Principal risk Movement Tolerance Link to strategy Category

1. Financial Risk New Low\*

D

External

2. Geopolitical Uncertainty Increased Moderate

D

3. Climate Change  Stable Low

P

Strategic

4. Global Consumer Demand Increased Moderate

B

P

D

C

5. Image and Reputation Stable Low

B

P

D

C

6. Strategic Transformation New Moderate

B

P

D

C

7. Cybersecurity Stable Low

B

P

D

C

Operational

8. Supply Chain Stable Low

D

9. IT Operations Stable Moderate

B

P

D

C

10. People Increased Moderate

C

11. Intellectual Property (IP) and Brand Protection Stable Low

B

Compliance

12. Regulatory Risk and Ethical/Environmental Standards Stable Low

C

\*  While our overall tolerance remains low, we maintain a high tolerance for foreign exchange risk.

94 Burberry Annual Report 2024/25

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External risks

1. Financial Risk

D

V

Risk movement: New

Risk tolerance: Low\*

Burberry’s global operations are exposed to risks from currency

volatility, interest rate fluctuations, and credit exposure with

wholesale partners, suppliers, and financial institutions.

Significant volatility in foreign exchange rates could impact

reported results, while fluctuations in interest rates and

borrowing positions may affect financial performance.

Maintaining sufficient liquidity is essential to meeting financial

obligations and supporting operations. Increased leverage could

impact the cost and availability of financing.

Mitigating actions

•  Burberry hedges some external purchases of goods and some

intra-group balances using financial instruments

•  Burberry monitors the overall impact of unhedged exchange

movements and provides guidance to shareholders

ifexchange rates move on a quarterly basis

•  Treasury and Group Finance teams, overseen by the Treasury

Committee, monitor Burberry’s foreign currency and interest

rate exposure and liquidity risk

•  The Treasury Committee monitors the Group’s cash position

and manages financing requirements to ensure that sufficient

cash is maintained to meet foreseeable needs and close out

market positions

•  The Group’s cash flow and liquidity position is regularly

reported to the Board

•  The Group performs scenario testing over the four-year plan

which includes various risk scenarios and their impact on cash

flow and available liquidity

•  We review the financial position of third parties before

engaging in contractual agreements and receive management

information to review their financial positions regularly

•  Further details on Burberry’s approach to managing foreign

exchange, interest rates and liquidity are given in note 26

tothe Financial Statements

2. Geopolitical Uncertainty

D

V

Risk movement: Increased

Risk tolerance: Moderate

The Group operates in a wide range of markets and is exposed

to geopolitical uncertainty stemming from political instability,

wars, civil unrest, terrorism, and changes in government policies

which may lead to sanctions, tariffs, and quotas. Geopolitical

instability could impact consumer demand and affect our people,

reputation, supply chain, trade and ability to source and operate

within markets.

Mitigating actions

•  The Group engages external partners to support our specialist

teams with horizon scanning and monitoring of emerging and

current geopolitical developments relevant to our operations

•  In the event of a geopolitical incident, our Incident Management

Framework would be invoked to assess the severity of the

incident and take appropriate remedial action

•  Updates on geopolitical developments, scenario analysis

anddeep dives are reported to the Risk Committee,

AuditCommittee and Board as appropriate

•  Assessment of geopolitical risk is integrated into our approval

processes for investment and new growth opportunities,

including expanding our store network and engaging

prospective franchise and wholesale partners. Within our

supply chain, our Onboarding Risk Framework considers

geopolitical risk in the selection of suppliers and vendors

•  Our strategy leverages its global reach across multiple

customer segments and regions to mitigate reliance

onaparticular customer group or nationality

\*  While our overall tolerance remains low, we maintain a high tolerance for foreign exchange risk.

95Burberry Annual Report 2024/25

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Strategic Report | Principal Risks

Strategic risks

3. Climate Change

P

V

Risk movement: Stable

Risk tolerance: Low

We recognise the importance of addressing long-term

environmental sustainability challenges and the impacts of

climate change on our business in reputational, operational,

compliance and financial terms. Failure to comply with

regulatory changes aimed at addressing global GHG emissions,

such as carbon taxation and ESG reporting requirements, could

result in financial penalties and impact our reputation.

Mitigating actions

•  Our response to managing climate-related risks is detailed

within our TCFD section from pages 47 to 71.

4. Global Consumer Demand

B

P

D

C

V

Risk movement: Increased

Risk tolerance: Moderate

Global consumer demand for Burberry products is subject to

several factors, including external influences such as changes in

the macroeconomic environment (including inflation), extreme

weather, or a public health crisis, which may impact consumer

spending in the luxury market and, consequently, our

profitability. The commercial appeal of Burberry products, which

is impacted by design choices, sustainability preferences,

perceived quality, breadth of range, pricing architecture,

distribution channels, marketing activities, and customer

experience, as well as changes in market competition, could

impact consumer demand and growth opportunities. Significant

differences between global inventory planning and allocation

and consumer demand could also impact our profitability.

Mitigating actions

•  The Group consults with industry specialists to discuss

emerging risks and consumer preferences in the luxury

industry, the market outlook and opportunities for growth.

These discussions inform our global inventory planning and

allocation, Marketing strategy and financial plan

•  The Group continually reviews stores’ commercial

performance alongside market opportunities in the region

toinform our Commercial Investment strategy

•  The product range plan and balance of carry-forward,

replenishment and newness are informed by analysis of

previous seasonal performance and a collection of inputs

from the regions on market trends and opportunities,

customer feedback and competition

•  The pricing architecture considers an offering at each price

tier to appeal to a broad luxury consumer audience.

Ourexecution considers foreign exchange and market

movements

•  The Group tracks the customer journey using key

performance metrics (for example, Net Promoter Score) to

identify and address areas of improvement and track progress

towards our strategic objectives

5. Image and Reputation

B

P

D

C

V

Risk movement: Stable

Risk tolerance: Low

The Group invests in building trust in the brand and protecting

its image and reputation globally. Unfavourable incidents,

unethical behaviour, failure to demonstrate cultural and social

sensitivity or negative media coverage relating to the Group’s

people, practices, products or third party suppliers could

damage the Group’s image and reputation. This could lead to

aslowdown in sales or loss of customers, and could negatively

impact the value of our brand.

Mitigating actions

•  Governance of reputational risks, issues and mitigations

isprovided by the Ethics, Sustainability, Risk and

AuditCommittees

•  The Group undertakes due diligence processes prior

toengagements with collaborators, influencers and/or

celebrities, and performs documented risk assessments

ahead of all campaigns, runways and events

•  The Group operates strict approval processes and editorial

controls to ensure all product and content is reviewed

andsigned off prior to external release

•  The Group ensures adherence to sustainability, cultural and

ethical practices throughout the organisation by providing

training and guidance materials to support our teams

•  The Group provides annual training and monitors adherence

to the requirements of our Code of Conduct for our

employees and associated third parties

•  The Group maintains an Incident Management Framework,

which includes continuous monitoring of social networks

andresponse procedures

6. Strategic Transformation

B

P

D

C

V

Risk movement: New

Risk tolerance: Moderate

Failure to successfully deliver the Group’s Burberry Forward

strategy, including delivering the benefits of the transformation

programme to foster resilience and commercial growth, could

result in underperformance against our peers.

Mitigating actions

•  We have established a Programme Management Office

(PMO)overseen by the Senior Vice President Strategy

andTransformation that governs delivery of our strategic

programmes. The PMO hosts a regular cadence of steering

committees and meetings to assess and manage progress,

risks, dependencies and impacts, which are tracked using

project management tools and frequently communicated

tothe Audit Committee and the Board

96

Burberry Annual Report 2024/25

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•  Executive Committee sponsors manage aligned workstreams

and collaborate with the business cross functionally, operating

with clear and transparent communication to support efficient

and effective decisions that will enhance the business over

the long term

•  Partnering with topical specialists, the transformation

programme frequently scans for changes in the external

environment which may impact the strategy, and conducts

benchmarking of the business’s capabilities and performance

against peers and the market

Operational risks

7. Cybersecurity

B

P

D

C

V

Risk movement: Stable

Risk tolerance: Low

A cyberattack may result in a system outage, impacting core

operations and/or resulting in a major data loss leading to

regulatory non-compliance and/or reputational and/or financial

damage. The nature of the attack could include social engineering,

ransomware, credential compromise of accounts or externally

facing assets that target Burberry or those of a third party provider.

Mitigating actions

•  The Group implements continuous improvement of 24/7/365

global security monitoring and analytics capability supported

by security incident response processes

•  The Group manages solutions to help detect personal

andsensitive data loss with improved control over user

access management

•  The Group conducts second line assurance checks with

reporting on control effectiveness to executive and

ITmanagement

•  Governance is provided through a cross-functional

Cybersecurity Steering Group and separate Data Privacy

Steering Group with executive membership and sponsorship.

Specialist steering groups oversee emerging data regulations

•  The Group has cybersecurity incident response plans via

system backups, continuity strategies and simulation exercises

•  The Group works to build a culture of security that encourages

and positively reinforces secure employee behaviours, and

issupported by mandatory security training and awareness

activities, including phishing tests

•  Maintenance of business financial controls to support fraud

detection/prevention

•  Enhancement of our third party due diligence and risk

reporting capabilities

8. Supply Chain

D

V

Risk movement: Stable

Risk tolerance: Low

Internal and external factors could impact our ability to source

raw materials, or to manufacture, procure and distribute finished

products from suppliers on a timely basis at the required quality,

quantity and cost in accordance with Burberry’s ethical and

environmental standards. Disruptions can stem from various

events, including a delay to our critical path and external events

such as extreme weather (for example, floods), natural hazards

(for example, earthquakes), geopolitical events (for example,

trade restrictions and trade sanctions), terrorism, industrial

strikes, social unrest, cyberattacks, critical supplier or vendor

insolvency, IT outages, data loss, property damage or infectious

diseases. As a result, production can be halted and/or deliveries

delayed, which could lead to financial and/or reputational losses.

Mitigating actions

•  The Group has a defined Onboarding Risk Framework for

theselection of new vendors and suppliers. We foster strong

relationships with our vendors and suppliers and review

ourportfolio annually

•  The Group has a detailed critical path aligned to target

seasonal delivery dates with key milestones for each design

stage, which include prototype review and engineering

validation before industrialised production

•  The Group’s Responsible Business Principles and Responsible

Raw Materials Sourcing Policy are included within our Code

ofConduct, which forms part of our contractual agreements

with our suppliers and vendors

•  The Group continues to evolve its supply chain organisational

design to develop its manufacturing and distribution and

reduce dependence on key sites, suppliers and vendors

•  Product suppliers and vendors are subject to a quality control

programme which includes regular site inspections and

independent product testing to ensure compliance with

allapplicable regulatory, chemical and safety standards.

Wealsoperform quality and quantity checks upon receipt

anddispatch of finished goods at our distribution centres

andretail stores

•  The Group closely tracks global shipments and performance

to advance forward planning and timely issue resolution

tomeet its delivery targets

•  The Group has business continuity plans for its major

distribution and manufacturing sites. The Minimum

ViableCompany (MVC) assessment, focusing on the most

time-critical processes, is central to the Group’s Business

Continuity and Resilience strategy

•  The Group has a comprehensive insurance programme

supported by natural catastrophe modelling and insurance

optimisation studies to offset the financial consequences

ofinsured events, including fire, flood, extreme weather

andproduct liabilities

97

Burberry Annual Report 2024/25

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Strategic Report | Principal Risks

•  The Group regularly reviews its Diversity, Equity and Inclusion

Policy and practices. We use industry best practice to attract

external talent and to design and deliver initiatives and policies

that are most important to our colleagues at global and

regional levels

•  The Group offers various colleague engagement moments

and channels (such as employee forums, global and functional

town halls, enterprise-wide working groups, and colleague

surveys) to listen, gather feedback and take action

Compliance risks

11. Intellectual Property and Brand Protection

B

Risk movement: Stable

Risk tolerance: Low

Counterfeiting, copyright, trademark and design infringement

inthe marketplace could reduce demand for genuine Burberry

merchandise and impact the luxury positioning of the brand.

Challenges against Burberry’s IP rights or allegations

ofinfringement against Burberry pose a risk to our brand.

Distribution outside of our authorised network and parallel

tradecould negatively impact demand for Burberry products

and harm our luxury reputation.

Mitigating actions

•  We are proud of our heritage and seek to protect our brand

and reputation. Our Brand Protection Policy provides details

of how we manage these risks. The policy is available to all

colleagues and is reviewed annually to ensure relevance

•  We conduct brand protection enforcement globally. The Group

partners with enforcement agencies, digital and social media

platforms, external lawyers and peer brands to disrupt the

flow of counterfeit and infringing products by monitoring the

market, reducing visibility of counterfeits and infringing items,

and enforcing to source level. This includes online monitoring

and take-down activities, and legal action where appropriate

•  Existing branding and new brand signifiers are protected

bytrademarks, copyright and by registering designs across

allappropriate categories in relevant markets

•  The Brand Protection team partners with Product Design

andCreative Content teams to ensure that our products and

content respect the rights of third parties, and to establish

adequate protections

9. IT Operations

B

P

D

C

V

Risk movement: Stable

Risk tolerance: Moderate

Inadequate technology support and/or recovery of an IT system

or service outage underpinning critical processes across the

Group, including Retail, Digital, Supply Chain, Human Resources

and Finance, could significantly impact the Group’s ability

tooperate. Failure to provide technology that meets consumer

expectations and empowers innovation could impact consumer

demand for our products and services.

Mitigating actions

•  The Group has an established IT operating model, aligned

withthe Burberry Forward strategy and functions

•  The Group’s mature Governance Framework is embedded

with executive representation to support IT investment

decisions, key risk management and operating budgets

•  The Group continuously implements controls to improve the

operation of IT systems, including preventative maintenance,

landscape health and third party management

•  The Group leverages technology partners to support service

delivery and continuous improvement

•  The Group builds resilience through Business Continuity and

IT Disaster Recovery plans and exercises. A Group Incident

Management Framework is in place to report, escalate and

appropriately respond to incidents

10. People

C

Risk movement: Increased

Risk tolerance: Moderate

Changes and challenges in the internal and external

environment may impact our ability to attract, motivate,

developand retain employees and to maintain a workforce that

encompasses diverse backgrounds with the right capabilities

todrive performance and meet our strategic objectives.

Mitigating actions

•  The Executive Committee and senior leaders are committed

toreviewing key talent and capabilities to align with evolving

business needs, prioritising inclusive hiring practices and the

internal movement of talent. Our reward philosophy provides

colleagues across the Group with a competitive total reward

package, including fixed pay, variable pay linked to

performance, and a suite of benefits that are market-aligned.

Regular pay analysis is conducted to ensure our reward

offering is competitive

•  The Group focuses learning and development efforts ontwo

key populations: leaders (all director and above colleagues)

and line managers (anyone who manages people).In FY 2024/25,

we launched Leading Forward, which addresses how leaders

drive Burberry forward through our new B:Leaders Leadership

Framework and B:Managers, a new suite of linemanager

training programmes that will be rolled out inFY2025/26

98

Burberry Annual Report 2024/25

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12. Regulatory Risk and Ethical/

Environmental Standards

C

V

Risk movement: Stable

Risk tolerance: Low

The Group is subject to a broad spectrum of laws and

regulations in the various jurisdictions in which it operates.

These include laws and regulations relating to our products,

compliant use of technology, corporate fraud, anti-bribery and

corruption, anti-money laundering, competition, data, corporate

governance, employment, ESG, tax, trade compliance, sanctions,

human rights, and employee and customer health and safety.

Changes to laws and regulations, potential non-compliance

oramajor compliance breach, could have a material impact

onthe business and our financial performance.

Mitigating actions

•  Specialist teams at corporate and regional levels, supported

by third party specialists where required, provide advice

tosupport the Group’s compliance with applicable laws, tax

requirements, ethical and business policies and regulations.

The teams aid colleagues in their understanding of the

policies, laws and regulations relevant to their roles. Teams

provide detailed reports to specialist committees (such as the

Sustainability Committee, Risk Committee, Ethics Committee,

Data Privacy Committee and Audit Committee) and to the

Board as appropriate

•  The Code of Conduct sets out policies and guidance to

ensurethat our colleagues and third parties act lawfully and

inaccordance with Burberry’s values. Training on the Code

ofConduct for colleagues is conducted annually. For our

supply chain partners and other key partners, the Code

ofConduct forms part of our contractual agreements

•  Our vendor due diligence covers new and existing supply

chain partnerships, and our Ethical Trading Programme

includes announced and unannounced vendor audits.

Wereview third party performance against our Human

RightsPolicy and Governance Framework

•  Our Global Health and Safety Policy sets out clear

commitments to our health and safety standards, risk and

hazard identification, and continuous improvement strategies

within our global operations. We operate a global risk

assessment process for retail stores, corporate offices and

supply chain environments, which are reviewed quarterly.

Incident and audit trends are discussed quarterly at our

Global Health and Safety Committee

•  The Group believes in fostering a culture where everyone

feels comfortable speaking up, whether to propose an idea,

raise concerns or ask for help. To support this, we have

established two platforms for communication: our Burberry

Resolution Hub, and our whistleblowing line, Burberry

Confidential. Our whistleblowing line is available to employees

and supply chain partners, and supports the identification

andprevention of fraudulent activities within the Group

orassociated third parties

•  International tax developments are a key focus of attention,

with Burberry’s Tax strategy reported to the Audit Committee

on an annual basis

•  Our Authorised Economic Operator (AEO) and trade

compliance programme is in place to ensure we keep up

todate with all relevant regulations. We work closely with

ourthird party specialists to ensure compliance

•  The Group operates a monthly fraud investigation forum which

supports the identification and prevention of fraudulent

activities within the organisation

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Burberry Annual Report 2024/25

Strategic Report | Viability Statement

VIABILITY STATEMENT

Corporate planning process

Burberry’s annual corporate planning process consists of

preparing a long-term strategic plan, forecasting the current

year business performance and preparing a detailed budget

forthe following year. These plans form the basis for assessing

the longer-term prospects of the Group.

Our strategic planning process includes detailed reviews of

thebudget, forecasts and long-term plans by our CEO and CFO

in conjunction with our Regional and Functional Management

teams, followed by a presentation and discussion of the

long-term strategic plan by the Board. Delivery against the plan

is monitored through monthly reporting on actual performance,

the annual budget process and subsequent forecast updates.

The key assumptions considered in our strategic plan are future

sales performance by product, channel and geography; the

costto procure and produce our products; other expenditure

plans; cash generation and that there is no material long-term

impairment to the Burberry brand. We also consider the Group’s

projected liquidity and balance sheet strength.

Where appropriate, we have adjusted our planning process

toinclude scenarios relating to key assumptions as a result

ofthe uncertain macroeconomic and geopolitical environment.

Assessment of prospects

In November 2024, we announced Burberry Forward, our

strategic plan to reignite brand desire, improve performance

and drive long-term value creation.

In this next phase, our focus is on reconnecting our brand with

its founding principle, which is to design clothing to protect

people from the weather. We are leaning into our heritage and

leveraging our strengths with a disciplined approach, as we

believe we have the greatest opportunity where we have the

most authenticity. We are evolving our product offer to appeal

toa broad base of luxury customers.

The Group’s strategy is set out on pages 13 to 17.

The Group’s key priorities for FY 2025/26 are a continued

focuson productivity, simplification and financial discipline.

Toimplement Burberry Forward, we have optimised our

operating model and are improving our ways of working across

the organisation. Throughout our retail network we are focused

on improving productivity and we have reassessed our contracts

and third parties to drive procurement savings.

We are positioning the brand for a return to sustainable

profitable growth, supported by a strong cash generation and

balance sheet strength. We remain confident that our strategic

plan will improve our performance and drive long-term

valuecreation.

The Group’s approach to balance sheet and liquidity is to

manage the business efficiently and flexibly, maintaining control

and preserving the long-term value of the Burberry brand while

ensuring we secure the financial headroom required to fuel

growth as market opportunities arise.

Considering the continuing uncertain global consumer demand

and geopolitical environment, we have prepared several

planning scenarios based on a range of assumptions and

potential outcomes.

In assessing the viability of the Group, the Board has carried out

a robust assessment of the principal risks of the Group, as set

out in the Risk report on page 92, and the principal risks and

uncertainties as set out on pages 95 to 99.

The Directors have considered the potential impact of the risks

on the viability of the Group.

Basis of assessment

The assessment of viability has been made with reference

totheGroup’s current position and expected performance

overathree-year period to March 2028. This is considered

appropriate for use by the Directors because:

•  It aligns with the Group’s approach to long-range planning

•  It is sufficient to almost cover all currently approved capital

expenditure projects

•  As the Group has little contracted income, and as most

current business development projects will be completed

inthe three-year period, projections beyond this period will

contain long-term growth assumptions

Scenarios

We have developed a range of scenarios, which were informed

by a comprehensive review of macroeconomic scenarios using

third party projections of macroeconomic data for the luxury

fashion industry which reflects the current uncertain outlook

andfinancial outcomes of risks materialising across the industry

over the last 10 years. In developing these scenarios, the Directors

have assumed there is no material long-term impairment

totheBurberry brand.

The Group central planning scenario reflects a balanced

projection aligned to the group’s strategy, a balanced assumption

for economic uncertainty and investment in capital expenditure

and marketing.

It consists of FY 2025/26 and the subsequent two-year period

toMarch 2028.

As a sensitivity, this central planning scenario has been stressed

by a 22% downgrade to revenues in FY 2025/26 and a 18%

reduction in revenues across the full three-year period, as well

as the associated consequences for EBITDA and cash.

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Burberry Annual Report 2024/25

Management considers this represents a severe but plausible

downside scenario appropriate for assessing going concern

andviability. This was designed to test an even more challenging

trading environment as a result of geopolitical and macroeconomic

uncertainty together with the potential impacts of the Group’s

other principal risks, as described on pages 95to 99.

For the purposes of the reverse stress test, we have considered

the plausibility of a scenario that erodes the remaining cash

headroom by reference to the lowest cash level in the annual

business cycle. This test identified that the amount of revenue

decline required on top of the severe but plausible scenario

before the Group requires additional fundraising over

thethree-year period to March 2028 was, in the Group’s

opinion,implausible.

The severe but plausible downside modelled the following risks

occurring simultaneously:

•  A more severe and prolonged reduction in the GDP growth

assumptions across the markets in which we operate

combined with a reduction to our global consumer demand

arising from a change in consumer preference compared

toour central planning scenario

•  An increase in geopolitical tension which leads to incremental

unmitigated tariff risks compared to the central planning model

•  A significant reputational incident such as negative sentiment

propagated through social media

•  The impact of a business interruption event, resulting in a

two-week interruption arising from the supply chain impact,

and interruption to one of our channels

•  The occurrence of a one-time physical risk relating to climate

change in FY 2026/27 and the materialisation of a severe

butplausible ongoing market risk relating to climate change

inline with a scenario reflecting a 2°C global temperature

increase compared to pre-industrial levels

•  The payment of a settlement arising from a regulatory

orcompliance-related matter

•  The impact of not delivering the anticipated cost savings

fromthe Burberry Forward transformation programme

•  A short-term impact of a 10% weakening in a key non-sterling

currency for the Group before it is recovered through

priceadjustment

This approach provides the Board reasonable comfort that

theGroup’s going concern and viability positions have been

assessed to a severity level, which more than accommodates

the impact of one or more of the Group’s principal risks.

Funding

In assessing the viability of the Group, the Directors have also

considered the Group’s current liquidity and available facilities

(set out in note 26 of the Financial Statements), financial risk

management objectives and hedging activities (set out in note

26 of the Financial Statements). In our central planning and

severe but plausible downside scenarios, the Group maintained

the necessary liquidity levels.

The Group has a £300 million 1.125% unsecured sterling

Sustainability Bond which is due for repayment in September

2025, within the going concern and viability period.

The Group’s central planning scenario includes the repayment

ofthe £300 million Sustainability bond with existing cash and

drawing the £75 million Revolving Credit Facility (RCF).

The viability assessment does not rely upon either the

£75 million or £300 million RCFs being drawn, and instead

assumes mitigating actions within management control would

be taken including working capital measures, limiting capital

expenditure and/or variable marketing costs.

Conclusion

Based on this assessment, the Directors have a reasonable

expectation that the Group will be able to continue in operation

and meet its liabilities over the period to March 2028.

The Strategic Report up to and including page 101 was approved

for issue by the Board on 13 May 2025 and signed onits behalf by:

Gemma Parsons

Company Secretary

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Burberry Annual Report 2024/25

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JLdO9aNjoVxD4Oj826lS2iIxCRywLd/zpmsazpuj6pbvbxxLFbwkBh1Zzjr+VVdpaF6O3Uoaf4VNncQwKiWkcg3M24GRh7+nStvUtX0bSdBn0yJly2W3ZyWNck9zrnia/MljC8cUh5lckbR7Vu2HhDT7GUS6jM13cnkLngf0rJ1OTUtdOYx7ifV/Fd4XtI3hULsaQ8ce1aemeE9O0kia7xc3IHUnOPrV+41IovkWsYyBysYwB9TWcyyXQKvKS3Uopwqj3PU1jzzk9NBxTV+U0ZtaRP3UPOeBHCMj8f8axLid2c/aJTy3EEXIz7nv9KlJSMtBaFFOMyXB447/SsgXl1q16dP8MWvnyY/fX0n3E9cDp+PWtKVCUnoZ1JqmveI9SvYbGESahci3XO4W6csw/8AZfxpNGXXPFSSHQ4odOsYx+8u5GGR+OauppGhaPa3rzb9c1dYz50rN+7i4Pqfr2qj4citz4XnUPeLC+ZJArbIlO/GMg5PHtXr0sJCKuzgniZSdkaEPh7wrpeW1K8uNe1AsB5cIJRifcA101pLNFLBDoXg6G0LDd+/Ycj9MUf2xo1uNIstKsjdSRBXdraEAkjGATxUreIfE731xeW/hokEeWBNLgqPUDNbciWxi3fcj1DxR4g0hJ7i6h0mMQIZHgLqHIHoN3NYPh7UJ9GNzrupaN9t/tR/3flSKdg9Mcn8KzfErXuv63baRe+HwNQfbJKbeUs7RjqOemc1v+H9Q8O6TqTGWK6sYoFPkQXbFgZMc9SapLTUhJdC9/ZHg3xbObezQ6bq7DedqmN1I9j161Rmh1Pw5cCw15PtNkzbY78cAezD1q9qmjW99aG+dWbXNRfdbGBthjX+HkY7EZqax1F7S5PhDxMouTKv7u4bkMPc9jWU6cZxatqXGcovfQksS1pObN5SYJRugb+XNTTKZHViVDIyiRT1Jz2rHs3t0vbzQo71bn7Id9vIDlv93PtnH4Vsh/tK290cBnwGXuDXiVqcqUrM9KlJSWha1JkjjTeu4ccVw/xGu1l0nCL5apEQR68V2+rziFoQU3Z5xXAfE27jmtCuzYBEvHrmop/xEX9ky/hYypPdSHAVIxlj9RXa+I9RvooIorLKiQ7yR8xI9OK474YLss75vJ8zgAA/hXQ6hrNrpFtIJ3aScnhMYO70WtMRrWdi6a91Glo13De3U0ke+OWNAHjb19aLtZRfrclVmijPzgdVH+NO8P20Ya5vAwZ5gCw7qeOKgvnlhv4TalWLSZYZwMd8iud7mml2U7LWhrNz5zxSxQiQLFvGM8+9dHYkJZ37ZH3/APGsxrSabU7eE26GEMZCV4C8cH8xViJWGkaiQeSzY9+TWiS6Ez6GZG5XQL5weNprwhnAuZzxy7HJ+te1iQx+Ebwk9jzXiXAaSRhn5zwe/NepgVozzcbuj2P4dQqPD0tyGfDpgg9sCuM0IA6rqhY/NIH2jPJ5rvvAsUsfhC4umKNHLGSqL/AMda868N2MmoeIZ5mlMaQuxc9guazitZm3WJ698Ootvg+N8j/WufpW5I6W7gsCy7SSB3rD8LXlu7GysY2+xwKWMnZ2Pp+VdIVQZnxnYpytedV+I6Fpe55V8SdFF1oraxEOI2+6OwP/AOqvHsEAEnrzX0zrqQHwlc+bGDDO4JH93INfOeqWqW1/OkWTGG4PbFezgp3jys8vGQ966KQYjvW5ot/NaOrRzdBnFYR4p6uyEbTgnsK65wUo2OaFRxlc+kvDuoWXjXwqbS7dBcQj5cnBNeceINMMDtbsvTIz61xWk69daTdLJDM6+uDxXVzeKE1SEM+DJ0rlnTcJJo61UU4tM5KeKSznyMjnqO1bemaugQpcHcpGOetNubbzvmdePWs2e18qQNGC2ewrXRx13MveUtNjXurC3uIy0YznnFYD2CrIHx8oPINWo7qeIkKSSO3pUsMsV02xiEb3oXu6MG1J3sd74EGhvcwRrGqXCqRub1xxVnU3ax8Tw2+vstxaKWddoyME5Ga4FbeW0lE0MpVh02mtG18SXME0s9/Gt0Xh8pd/OOnP6Vz+wvK9zrhWiotNEUE+k6hq8qTxxRwQLIEAGN3ynH61lal4cW3t4p42ci4yYhjPQ8iqq23nygjCS4yPTNdp4Qttd1IzReQjG1iIjMqjbk+nFazco7MxSjPoed3Wn3Nm8aywsC67wo5OKrc+hBJ4FelWVjIuoQC+VZLj7PMXzyFwvArn9U0u2TTLa6IIeUsAw6E5NaQrdzKVC2xypJ65AHpigMTWxH4avpdO+2IAF/ut1rMa2mUsDG2V+9x0rdVE9DB0pLWxHmkpM84paokKOD9aciM5wATU8duN3NLmSEk2QhHPQkipBBKwygxV+GAEcDNXYkGwgLzUSqrsaRpPuc8ysGw2QfWmjAPJz9K6pLKGaHbImGrMn0JxITCc+1CqIHTZkUVPNZXMGTJC6j1IqDoM9qtNMycWgoozRTEFFFFABRRRmgA780Hg49e9GcHpzirVlaTX8sdtFEzljyQOlNJvYd7blU4XqwP0o4xkV1l94D1K0txLGnmjGcDqK5m4tp7dtk0TIwPcUOLW4XT2IaKOaM0hWCig8Gjp1oAKKKKACiijNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRmgAopAwPQ0tABRRRQAUUUUAFKDgg0lB6cUmh3sXEbeMkDiu18EaubDUIjnG01wMcm3rWnYX4t7lXHQd6xqQdro6KNRbM+rLHxNFLDEp3Mx7gcdKK808M+Nlm8i0jgTPOSR7GislORpKCuPooor6c+aCiiigAooooAKKKKACiiigAoopcUAA60tGKKACiiigAooooGgoopD0oHa4U4cikOBgk8GnYKqTkHtSbb2BaOwqLGHDSsFQdSen41IurG4lMFnAjlfuv0Qfj3qFLeO5bbOHdEG4p0BNGqxzW9hGIwqPkYRRjjNfL5xN+15JH02UwiqTnEjEcS3Uj3/AO+u0UuAwxGP+A//AF6qLYjW9WtL2RI1Bh+X5c7cZP4Vc+yPLqTSEMw+zhcHnDYGabPJcWqJYafEFmiTmTrgHivHdSz0PTUVa8joZNMmOgbLa5kjWaTDq/PA9PTpWFc3um6Rdxybdxi6OWBY/hU95/bq6Xb2SSo1zK33uRhcUWHhWxsyJtUk+0zrzsyaFLqPlaKX9ua/4mV4tPgaOFuN7ngDPpV6z8JWNlJ9o1SX7bdM2dvVQf6VoSaqkSeTZQjaBjy4hgD6mqUcrSnEsqyEnBSMnA+p61nUqvoCRpPqIDC2tUCRgY2xcY+rdKz2uCkzIv70nOYbfgH6nnNXP7JZPLa5k2RsCcJ0xUSTWYUx6ZgqhIluP7vtzUXbRSaKUsEkjPCpEUSruYIMY+vqahuWggsZJnfybCNcsxPzOf8AH27VJdTwW0Mt3eS+TZxjuTlz6e5NY1vbNrRXXNfVrbRY3C2tmpwZz2+vSu3DYeU9zGtiFBaEcFpP4ttzPNN/ZvhuJurcST49Pc/Sul0W2N1fvodsg0rQ44RMVztkmXjJY9uT6VNqEZ0m70vWdZjSO1LNHDp0S8Jx8ox3bJqjrF6174iW8mgZ7mSLy4NKgOHxxguRwBx617MaUYLQ82VRzd2UtVtrCS11kWGlC4tLRpmjmEgWMEj1x8xGO1ZPhi9tNU02002KxvNX1CMFvIL7IIeTjqOfz71qan4e1iXW9Ps9ZuorWzuwW8iFtiRY5wcfeJ981tfDGxhs9dvxCi7UhZdw74cf0qiH3RYj8OeOL/8AdPqFlo9uB8sNpHnb+IahvhhMIHlv/Et9LIql2ZW2ivR0G7aMYwOnrXPeKbiWRbXRbN8TXj7XYHlVHJ/QYqYiuzzrRPAGtSO+taXr0trKr7YXmUtuTtzke1XtV1nUtJVLDx5o6X+nSMNl3B0HPVutepQ26WkENrEpEUShQe2KW4tbe9heC6hSWFwQVYZ4oRJ5YDN4KVdesrgarpM4ZLaNRuNsGORgjoOOawdS1O6udUuNA863vb+/kWWC+Q/6s5HGc+1S65c3fgfUbrTtGuY7nT75iiJINwtnPbn8fyqXStE/s24/4R57RJ9bdluYrpSRsBP9MGr2Vw3NfwpoFpHoN3FGrJrtrOXnLHOWBI/Ig5ratXjd0ji4Qybxn04rHu9RsvAniPyPNk1Ce/gzPHGcv5nH/wBetHTXNxeQOV2nGNgP3frXnZhGyTO7Cz0aNLWGBlghxknnNeffFKdHjkUKVICAZ/Gu7vpJWvo447dpFRss54FeefFC5huGuCmdwkQYIxjk5rz6CvVidcvhZN8MYQdHu2J2tvwGBwRwK6Q2MOozMb61WW4gkHlykbWOOvWsX4bwK/h2cSAruk6j6V18NqbSxLNM0szEsdw9amtL96y4P3UirpmBFNcxiVRKxAVh+FWbbTbWXUFuZIw8kKfLk+vP9KmvDss4gOMDjFFi5WGZj1CjmsW9TRrQitTvklk6uI+g7DJqmrFdBuX9Wb+Zq5bECGYr2XHFUJZP+Kanxxkt/OrpbET3OfuZNngu4yPvFv5V440DG3d167ia9i1XEfgp8er/AMhXkkbDyDXq4LSLOHFayR7J4LQx/DqSYk58huPoteZ6FLfyalKLKFWaTcjM/wB1RnrXqnhjC/DOUdB9nc/+O15bossttpOqzQ5MmNuR/D8wqKevM/MvrE9h8HSpDZjTSySTQJ+9kj+6Sf8A9VdK0oggkfbuCjOPWuc8Dwpb+HYNqbi8IZpO5OK6GaXybeRwm4qPu15s/jOlu5hateRw+FpneMtBLKGYf3c54rwu5FvcajcKoPlNLxXuuuTpH4YBlh3wyyqXT0znivB7lx9smkVcLuJA/lXp4J3Rw4tWKt9p6fbBFaMSxHSs+a2ktnZW+Zl44q7NHNb7L0SHzWP3fapII1e4QtIJGl5b2r1LWR5z97QyAcLgg596limePkHFdVLodu9sZHTY/bmsC80e5tYvMZGKE8NipjKMtwcJLY0bHVg4WOTvWu1srKJIyCvpXELIYmAB5FbWn6yYwEk61M6fVGsKnRli+i2tvi4eqyyBxsYYf1Fahura4ABIGar3FgWXdD09az16mmnQgWW4tRk5ePtTxdxzAnGGI6Goo5JIf3cvIHFEsKSKXTj6UAEh2YI59xWxY+NdV06ySzgmCwq+4NjluvFYaTFIyh6D1qJ0A+YHrVKmpbgqjjsdO/i9W0RIo7cLe+Y++f2YAGmpr9rJZWlvJEGNsrEufUkn+tcquWflsCtrQ9EGrTlC4Udc1E6UYlqtJvY14dWt9QNxB5zw26x5+Y9D7VHaajYx7Uu0EkDcBgvJHuPWsnVtHTTbiSIy5x0YGqkNzaxRBZCX2jip9jGS0ZSxEk7WO5l8H6BrFnLdWFwkUiRFgpYZJ9h2rAv/AIeX0Omfb7aWOdAuWGeRzXMtqE73J+zPIgPGAcZroIvF+pW2gtps2SGG0H2pRp1qaTUhe0p1G00YligdiuCSOufWrZtiG+7xVPSpgt4BIcKTzmuyl0l32lFOxx8prarNp3ZlThfRHPpBjG3p3q7DaHOccGtRNHa2XMnepGiVIgF7VhKpqbRp2RREIyAKY5WKTmpJX8sbs81n3MokUkvzQm2DSRsRanEgYSwpLGRjmsLUNFgvA1zYEKTkshqk90YwQGquNRlibMbketawTRlNpmc6OpZJBhlOKbVu4kW5Ut0Y8mquK6k2zkkrCUUGj8cUyRKCW6KM+tA+7nt0rtPB/g9tTlW7vFK26cgH+KtIQc2TOagjK0Hwpe606lFMcP8AEzCvVdD8O2Oh26iEB5MfMxHStSGCO0hEcMaxx9gBTsnGOMV6EKKhsefOrOoLuAz0INZ95pGn6iNs9ur9+B0q8OBxS5qpQjLVkxnOGxxGo/De2mYvaTeWT2NchqfgvVtPBby/OQd1FezAkUpIK4IBHvWEsPGWxvHEy+0fPEkLxNtZHQ9wVpuAf4s17zeaLpt6MT2qH3AxXK6l8OLWZmeyk8o9cdawlhXE3jiIvQ8vpK6LUPBuq2LHEBkUdxWHJaTw5E8TR47kVg4NdDeKT1uQ0UoB7jj19aKlO7sxy03AUUUUyQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKQCgZpPLYnijOOasQs3XGaUpcpUY8xXYFTgrig1eaKa6bCwk+9Qy2NzB80sLKP0oU1tcJQe9ivRRxSgetVYm4lFGMcZz70UAFFFFABTlfFNpKfKmgTaZ13g2/2a3Aueob/ANBNFZHhliviC2wf7/8A6AaKx9mjf2zPZKKKK+gPACiiigBcGkp1IetACUUUUAGKXBoHSloATBpRRRQAUUUUAFFFFA7BRRRSbAM9fagAsDjoBkk9BRnaQe3eop9ZttNt3RpoTO33YyDlh+PFcuKrujT5orU6cNRVWpyvYkt5La4Yvv3xY4Kc80m9FZkkt7hgBuBSMnNVdI1b91LutPKtt27PFaVhq6R3Xly5II+VccGvBr5nXbStY9+jl1BbO5WSa5tIZJ/shSMLv3ynHH0rHvvF5lto4REb6/PVIBnbzxyM1N4hu7vXxc2Gwx28CkmONhuJ7c/nVrStAKWMMChLWKNN8pQZlkPoTz+lcVWpGcuao7s7IUuRckNEXvB81/NbXL6h5ImLfKg+YqPQ+9b0lvHC0kzYV3UKdvBrDGvad4dgKBFV5DzEvzMff6/WrujahJqdm1xcWzRRvLhFPXAxXHVi3eVjeOmm5uxRxzX1qFyXjiyc1SvNPa8kuIoiUCfeA4Mn1NacMkcuqHyV2+XGFP6Uum7DcXcjNkmUrz7VmtUTzNO5z1ppM0jfZ5GEcS8mOP5T+fekt47fTJLiERxsNxy5GAo961LhjKJDLMI1U7gR3APTNZGo6tp+uwNBYtmONsTBRyT9ahxZo5dy+886WkMW1HEoJUg8gfSsxhbWkUm5lS1Q75XHA9+O9X5MOAoO12QLkf8ALNRzj/PrXMSxL4qvZLWOXydA087rycf8tW9B+Rrsw9L2j0MZz5V5nOeJH1rXtOXWvK8vSbaYfZ4nGPMAI7d66KHUm8Q2UFzOqyiK3EdvGq4KSjGBGPoDkip7i5l1Jmtp0FlDGoSK12n54ycDb7nkVy+n6drWm+I7vSdNVYxINqZO77OG54xn5q92MYxjZHmSk3LU7NZtX8RXNvbQvHcaqg3PK6/urIew/v8AHqO1d74f8M2Xh9Xni/f3sg/0idz87Hvz2HtWb8O5rNvDogt4BDd27lLpTyxfuSam17xhaaOJraB42uFG6R3PyR+59foKlp9SX2OW8dTaXZ+ObS51V2mjEJ8mMHiJ/wCHj64/Ks3wtquoaJNfzzwQW6TZMcl5IIuCc9+tU4dLvvHcl09jaECWTe+q3Oe3O1F9PwrrtI+GOmW8ccmozzapMf45GO1fw4olOysgjpoVX8fbnXf4msoxnhYYN4+mQ3NZ3h7xBd6vq0+qpfadc3UTeVFC5EbMvXOCTzya7+Hw/o8cfkQabbgg4LhOnpWbqvgnQtWxEln5V0OBcQHbg/nUKfkM0tH8RQalObSZGs75ThreQ43e6+orE8ceNl0ONtP02RGv5PlL5z5P/wBc+nvXNakL/wALp/Y1/wCbcEvnT9QQfvM9lY+nSpvC/h6CW4ufEfiOdUaA/NFMRw4Gdxx7Yq0TYj074e3Op+FL661Est5cjzYFYfMG/vn65z+NYOoeLydI0uTTi0Wt2uYbm828Ip4+Y/ia0fFvxGn1eCS10vzLSwztEy/6ycDj5R2H4CuO0Xw1cahp+ptPcPb29rKrvbOPmcZGSx/+vVXurCs1qOIe51KCbTHubmc3A+1apk4yQflHoPx7V61b6baeG73ywzPFDCZWZuWY4Ocn8Kx9W1Wwl8MQ6d4dsQ8UflmWdAAkbY/M/rXY3MbS6yUfbIDahWA6Z5rlxy5qaOjDNKTMBXvLrUIrxLhY7eU5jtWGc+9cT4+vpr2W/tr2xEcCsRFKifeIruYtMji1ZfvyHPG442cdq82+IM9ylxNbibKvMwA7DmvKw7/epHoTtyHUfDWPb4ZBOQN/euw1FyI4s4Py89q4T4bXkTaY1qXPmKc49q7rUIw+0A9FNY1/4rLglZEWoEGKLHpRZ8wTgdMAGmamh/dgdAoqWwwthOx6mp5VuXzOxFbhYba5xzhTms64wPCshbjOf1NaQx9iuj6g/wAqpX8KnwqEB5arptWFLc5fxGRF4GOD13H9BXkVufMh2jrnmvWfF0LW/gcZPrXkUQZUUqcZr1cFrSZ5+Jf71I930b918MGYdPszf+g15foZ26PqJ6FmwR6jIr0G18+P4Y/f4Nqf5V55pmY9AuGJyWlArKn8MvU1+2vQ9v8ADBEXhmwVVwPIU8d+Kne5uTdTCKMN8vAPT8araGSnh2xC9fsy4/KnzzR6mLnT0mNk8IDSXB6MOOK856zOhpJXK2tPLB4ZxcReYrzAt5fzY614POm+5kTO394cD2617zrD3tj4TMWkTLds7AAtjgc14hqV3FJfXN2kRR+rL2J6cV6uCijz8XJ2KLeZcXT3dvGZI7ddpGO9JYW6iTBYZdsnHarVgHs9NN/EwkiZiZI/Sq2nEzXAZEPrXp1HaJwU9Xc2rtJCY4o3Izjqam1TU5DZLZMqnYvWqL3LG6+ZSNnAqjczM0bs33t1cUYdTtlPSxFdabFJbiRBiTGaxWUrIQTyOK3/ADsqq+1Yt2oExGO/Brsg9DkqJLVDFmMbfewRW1Z675a+XKAV9av6z4QbT/D2m6ispme7ONuOnWuZmtpLS4NvKAjKeaTimJTkkb089vcDcOAelUSzITtPy1mpI6j72al+0MRg0uRFe16MtkBoyR1qJPnIBPtTBLg4qxDCZSCOoodoocW29CeOwd+gJB64q35l1pQCxZXPcV1XhfRpZLKS8mAEUYyd3esDxPMGw0Ixk4GK5/aKcuU3cGldGXqV7JeQbmVie5IrGELMQVPPoK77wvLZyQol9CjAdafrNno0c5ktU255wKpVFB8qIdFyV2cOsF1GA23Hvin+TcSgtI+SOgzWrd3MaoV6Cs15CRx0NaRbe5m4qBSKsXPHPtXqvhTX4tU0aOynRVkg6Ma8wkbysNjNTWF9JaXiOjlVY80qtNzRdKooaI9Q1Y/uSw6diK5O4vWjLAngVLqvihGtI7eD5jj5jXLXF6zg81zwpM3nWS2L1zqO4EZNZctwWBBY1XaUtUbZNdUKZxzqkhlJ6mmZwwI6UlFa2SIu2B+ZsngUuabRTuibPqSrDLKN0cbOP9kZpVtbhmwsEhPptrZ8Kaw2l6pGjRpJDK20hhmvaEtrHZGyWsQ3AMTtrphQUupz1Krh0PJ/DPgq6vrhJ7yIpCDkA16xDDHbW8cESAIgwBUnA+VF2r7Ckxiu2FNQVkcc5ubuw9ec+ntSUtFVYgSilooaBaCUnNOoosO4gzjrilAI70UUWC4DJyCcr71QvdE0++jZZ7dWz/Fir9JzmlJJqw1KXRnm2teApoGaWybfH12VyF1p01q5SSMqR617yMMCe4qleaVY6jCyywIGP8WOa46uDvrA7aOMXwzPBXRkPzcU0jFeiaz4CkQNLZOJB1CmuIvdNnspStxGyMPbiuTlktGjq5U9UylRSgZbFIeCRTsmTZ9gopKKQn5C0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQkhXDGQa6TSYLSaAAn5h61zYXc3J4qzZTtbzE7vlNZ1I8yN6T5Wdvp0HmS7VQeWOhFbkelJqMDxT42A1haNfbYNydK1or92yEO3NeZJcrPTVpLQwr3wVCZH+zz7QOqnvXHXVnLZXDxupKg9a7+7cxMzNPgn3rm9T1OCSFo9gZu5rpoVKl7M5atOm1c5wUtBwSSowKK77KxwhRRRSEJRS0UDuavhr/kYLX/AIH/AOgmijw3/wAh+1/4H/6AaKBHstFFLivbPHEopcUYoAWiiigAxRiiigAooooAKKKKACiiigAooooKCkpaSgTQVXuNNs71w1xbxSN2ZlBIqzSVnZW5Wrla3unYZ9mjW38hVATGMAVnx2sq3ckEzP5Ug+SRTyPxrUJyR6UyRd8b4JBHIPpXLjMKsRTts1sdeBxUqFS71TKtvpkej21wsMjyp96eTG5/YfzqB7nV9RSR7TbZWJIAlfgv/wAC7Vft7VLW0SGWZ3kuJlZmCnB68frTtUt7m2lSQEywngJ/dHqK+PqXhJxe59fT5ZxUlsUIdNs7Fmnjgku5+N8si5AP9a7FZFhits4Ks2flGMdOlc9JpUEDxyC6kZ5AH+YEjntxXTJKUvYVkjLhPmArknJt6mj0WhbhkR7u6ni4j4H6VDbZexMyMeJCxPY1HbXQubSa4EZTdI3y+mMirNlGW0ZFHAZBkD3q1sYbbmJqFiLv941+qdSkCfdY+4qtptsLCyBjgjWQ9Si43P3J9a0o0itXkgER8xTjcff/APXVWe6j023mv5SfKtxtiB/i9KabuoovRq5m6zcztJDommtu1K84fbxsj75/WpILWHQhBFHbvP4bs2/02WPq8o+8x9VBz+dM0vTLyO1/tKEeZrmq5ESn/lnH7+mcH86uz6//AMS46VcWD2kNiP8ASo+CLmTsoI9ea93D0vZwujyqtRykJq89xrup2U9tGjXk4/4l4A/1EPd298bvyqj4l8O3Xgy8tdU0qS6k+Xdf3GCeTglj713HhHw62nwyaneKpvrofMD0iTso/wA96q+PdYjs9HlsI5dryrmViM4T/HpWzstTJavQ4y78R6fp+tTaromoeXZXEIW4I53yHPAGfvcitTw74Gm11TqfiCMrCx329ozfeHZn9T/jUHgTwFHJN/b91biBHOba1YZA/wBoj1r1JzcwxRqkcT4GW28fzqOa5TZHbG3sLWO1WJLfbwkaHAFOSKRS3luCh9e30pWnjkBfCuV9O1NXzcrNxgZLACpaTDQaYpoywSQLGRkyd80lpIGWRYIyXHVyMA1Ik0rfvnVUi5wpPb1rz/xb8Tfstw2l+HVS6uz8rSfwR/U0KmmJu25o/EG/07TvDkiahef6c3zWiD7wYdMCvGG13VvGOsyW6QyyPMQfs8edrMOMsPwrTNtqGs6ssUbyaprUh+e6IzFb57D3/wAK2tJni8A2qXMdslxfspWXJGCcnk9/yrWE1FWWorWOt8JfD220eFdS1sxzXyDhH/1cArmb3W9HTXPFgkvIjHcquxVYDcQegrnNY8Ta54ld0muJWjJ+S3iU4HsAOfzqbRtEsE0i91XUrWZp4bhEhjxkk5HGB9auEFZsTuTrq+palBcw6JpgtLCZYoWcjbtYKBkcd8Zr0Lwppl9phltNSu2u7mNR5krNuOe4zWJGmoXd5aJBp7WltdTpKWuCP4FK9BzXW2siy3l9MOAx5I71wY+paKR04eF22VnMkmrvsyTGCV+mK8b8dXbyXcSsQAXc8evFevRi8N5cFMKQpwT/AHcV4z4wCvfQL16tn1zXBhl+9O6olyM9D8CWMMehQziBVmbq+OSM1196NuMDtisfwynl+HbJTxlBz6c1tXjoGBYgAkd656ms2XFWSIL3mVcgnAAwKWLdFpch8vG5iOap6pdCJ5JuWRcfd5rA1qfUru3it7ObfBIwbIIBBPQc0JXHbQ6BZYpLS7hGTIP4R1+tR6sgg0GFfZf5VmWl1dSm6t5Qont0CtJH/FV3X/MGixEg8bf5VpCKB7nNfEFvL8Cx8/eI/pXkEQ/dRL6mvVfiJMV8F2wdSNzDA/EV5ZZI9zcwxIpJJGPavUwqtSZ52Jd6yPZ79Db/AAzwOMWwHH0rzGyDjw23J5uR/KvTvEz+X8OJMfdEaqCD1rze0APhyEd2uR/KsaWkZepv9teh7fpvyaLZAYGIEx+VE1gbyOUFdyjDMP731qxp8YGmWgJBxCvH4U6Zp/JkW3HIYFseleY3aZ09DnfF8UsPhy2exJtyXGRH8v8AKvE2ZxDcSgZw2CPxr3Hx0ZjoVs1uPlGSV78V4JO0qHevKq+WA7817GXnm4v4S9fCGOyRrKUhZFHmRg98c0adObU+YpGKzQ4fdKMhtxO2pDKyKFCiu+pd7HFSaS1NJrlneSRwDnpWc8nmOo3Hrkiie6YwhNm3jrUFuV8wMWzjtS5LRKc7suE4z7VnSMTMzbvmHI/+vVySTOeKooPMmVCcZOMetOGwpanpd/4niufBGn6dcWbxqJlDXCnKBc84NULPQdM8Q+KtQhtpxNEI8wSBs59zV5fBd5baQbuwvFG5MvDJyGyOlZvg6VfD+pStOrhnzHNEwwwB7ihSRXI7owdf8K3/AIflDzoWgYkKwrDVieuOScV9IXlrY6tBHE2yWB4+o7GvFvFvhSTRdVcwqTauf3b44+lUmKdNbo5nNXLa9MEinqKo4PHPJ5H0o6ck05QUkZxm4s7ZvFUkmnJaROY0z8wU4zUX9pWMpWKZVKeuK5BWJPLfL7U5Wxgc4Fc7oI3Vdtno1nY+HngZ0vzC+Puk1jSLbPdMgucqDgEnrXL7yHznP1NNeV85BwalU7M0db3TY1GKOJifMDismSXjA4pjzO4G85xUROa3gjmnJSFLlupNJ6UmcUZrRNbGbXUUEg8E0hJ9aM0h9aLaA5XYUUgIzil53Y6/SlzPoKyDJPUYozngVoWWi6hqMqrBbOR6kV2mnfDdn2SXsqgf3R1reNCb3REqsY9Tz1EZ22qCx9q2LDwpq2pEeVAUQ92Fer6f4V0rTsGKAMfVq2FCRptRAo9hW8cLHqc0sVLocToXw9hspUnvZA8i8he1dqMKNi/dUYFOzjp+tJ9a6YwjHZGFScpdRckd6SiirIEPSkpxpMUAJSijFAFAC0UUUAFFFB6UANpQCRTQc07kUmAu0rSYFGTS00vMaaQgGOlU73SrLUYzHcwIwPcrzV2ilKKejKjNp3R5rq/w7njnMmmtuiPXd2rmL/Q7rTzi6iKe+Ote5BmH+FQ3Fnb3gxcQpIPcVy1MMpr3dDqp4xxdnqeAvAUGRyDUGFB64+tes6t4CtblmltWKN/dPSuE1jw7faZIfNh3R/3gOlcXsZw3Or2kJ/DuYVFKVIpKm4NNBRRRTEFFFJRcdmLRRRQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiikxoKOtFFNDua2mau1kTGw3L71NPrkpcmNiB7GsTJxTce9ZSoRk7s1WIlFWRcuNRuZ/vyMfxqpuPXPWkx70tWoRWxnKo2FFFFUQFFFFABRRRQBq+G/8AkP2v/A//AEA0UeG/+Q/a/wDA/wD0A0UAey06iivbPHCiiigAooooAKKKKACiiigAooooAKKKKACiilFBQlFOopMBtFOopAMpScjb1z2FLQoy6j1IpS0ixw3SOjljX7Hp8BIRj84yvcf/AK6o3Nqbm48mG6PmBgACgI29/wCtTXmJL+3iJ/1UJ/pTNOiQ3sZB+6WP6V8DiZ3qyZ9zh48tJF63CrctG8UbpEBgkenGaihuXtLyTdH5mxCd/wCFTRBRPIy4XKn+dJb3DWcF27IXwjDp7VzJ3di56Jkdm+7S3O3bu3N+bVoQhobRNvREGfwqoIwLCPyxhpAMj681av3kgj2hh89XsZy1Mm5nM08hxhpsAH0/zisqeKLXvENvpW/bp9oDJdN2BHX8uavXM/2KzuL2X5ig2xDP3mPGP1rirm28V6HHNdQlUiuYw2xiCZM9q7sHR55czMMVU5I2R1lvreqWV5dXsdjBdeYfs8Rich4F7Arj8ever+haUNb1hZHk32Vi25t3/La4PJz7KQR+NcHB4h1+yMEUuklZGVmd9p+YkFcj3x/KtTw145XwxYrYXdveqvn75JLiFjhCTxwB1r19jz76Hr2r6hFpentcS4O3hF7k9BXmWh6beeK9elvbyTzrG3nyf+mjZPH0XkUX3ixvG12lhYwSRyBtm1jnCnhmP/Ac/lXoOmWMelafbadp0RKRDbvYdT3Y1lOQ4q2pobLohFR1jVf7i5A9qlhnLSukjASp046iojbzM6n7XJhh0xxUMqadbZedo1bGWcvg4qVsK1yp4m1aLw3ocupvGAsQOBtHzNXmHhz4wS3/AIgMmtMlvp4U7Fi/r0qP4peNbK/sm0CylM4Vw7yL0x6fpXksUXmtwuVH8C8lvpXZTpx5byMJSd7I9Z8R/ErUPEbT2ek/6FpPSS5ZfmI9qwfDPhPUfEEr21l/o2l7sy3ZGHk+h/pmtXwl8PdT1HT4b2/h8uzVtyW/RiD617DBY2cVtHHtUoECqq/wn2rlnU5naJ0RhZXZT0bw5ZeF9NWGwLJgZZ8ZaQ1wVl4KHiG5Esl5IiSDzJR1I+YjjnjpXfaxNNpmiXEkv7wuhWNh94H+EYqHwhbNHBPOowG+RR6L1/nmimOXwlrS/Dej+G7Z2tLWNXjXPnSfO7DHqea4C1v2hsLMRWc11d3l4brbGuQVGMf+g13vi+4lt/Dk6wH9/PiGP6t/+quXtdSn0bUlgi0C5uls4fKEqsAuRk+nvWydloSti3/aeqanrbXF/pa2cdpEcAuSwJIx2q7p6gQOrEnJxkdaqW9zfakZJbu2+xyXDhipYE7QMf4Vo2y/upEHVXO4nu1eLjZ80/I9ClHliVIZLnfe4AyqkDd6YrwzxJJ5mrwR7flCDBHevad14ttqEkfVUO76ZrxDWpfP1xcMAyqqj1Aowy99vyLqPRo9l0m5CaXbxRlXZIgdpqlJqd2L26e/t3FoUJBVM7c9KgmVkislEbiJEUtIvVj6VavNTstZSezB2OmBhjw/sa5d5M6eUnkMaWa+VKOQBG79Dk9T/KuevdUbRiYbhB5rSZgj253kdx7GukurVXtRCwVSMBFHT/8AVWPpQmvBcRXkKSzQykQMeduCelXTt1BKxe068tp7e9nthtlO3zExyGzVzxG0o063GODt/lWNo9u0djqFw8LwvLOu0t0K5H/160/FDYs7RfUqP0pvyM3uch8UJG/4R+wjb7vy4/OvOdLkj+2QLkrufaxHYV3XxTJW0sE3dFHFcVoP/IShihXM7nCk+terh9KB51f+Mj1nxbbxWfw3+zQlnUBVVj6151ZFf7Fgh/jWZSfzr0Lx2slr8P4oncNL8ofH8Vcf4StrK1sJrq/cukuNif7QI/wrGHwN+Z0t/vD2i1CraW6/xKi8etM1C0laANBKYxne59cdqr6DcPqFl9oeIwEykAN6dqs6tBLNagpJsWL5m/2+a8ya9425tTnvHM040C1nt1wrI24enSvDTI4iYqu4Fufzr2z4h+cdAs7iDhfJclfyrw5nKxEDq/WvYwCsjzsXqkCIXdiqdzUpsLhhuxU2iFDdCOTpXbQWMN7IsYwkacu5roq1HFmVGkmjz1on6OOnFT2+kXNwheGPIAyTXQ+I5bOaT7Hp0Q+T70vvWXpE98JXgt3we7UuduI3TSkZt1ZTWyZes9MmVdo5LDn0ro9ZtLplDGQt/exWHMkEPl7c5zlvrV05XRnUjY9ytoprmKxSaIx28Masxz9/0/WqvibSNP1RjscQ6p1hMY5/4F7Vb8NNPJoUNxcHiaMj/gOKuW6WelW8E+FiJI3FhuY/lWUnaVzqik42OM8Ma9Lo1xLYXyMHDYdZP+WbHgN9OlWvHuprPZW/h+0AmvrjDHA6cdR9c1P4ytLXUS9/p5cX0PQGIgOgGcHj61kfD22S/wBQutT1CTF0q4QN2Udx9OBW0JX1OeUWnY4y98PzWUQVvluFfy3jPY8fzzWNPbvbMYp1Kn0PavaPE9oA6avHAGtwPKlPdifuv+BP6VyN3plz4mf7ZPAkVrbYikZfvEdA2K1uZygcCPkGBS7q7B/h3qT3FzBbSRytbtjAP3h/eFY954V1ewQSXFqwQvszihVYJ2ZPsZ2ujI30hbNb0fhW+j1EWtyuxT1ZeRXT3Pwv+zy6cDdhlu85wMYOCf6VlLEU09TSOHqNHnWaK9XT4OCVUEd9l2jLbfXFeb6tpj6Tfy2soyy9DRCtTm7IJ0ZxV2Z5oxnpUkcXm/LnJPQYrsfCmiwXcCNE6nUpCyojkbQAM5rSclCPMjOnTc5WOKwemDUyWtzJjy4nbPtXrKWWlad5lxf24NxbJl3l/jOOwrD0C+m1W4uZppoYLdycADkVjHFKcW5LQ3lhOSSSZg6Z4L1S/KtJGYoz/E3eu60jwNp2n7XmjMsnfPStjS7iONUtHuRM+MjC449q0+ei9jXsYd0pU1JI8jEKcaji2QxQx2wxCiKP9kVMPU559aSiuo527jqbRRQRawUUUUAFFFFABRRRQAUUUUAFFFFABRRR2oAaeKQHNLSjpQAg606iigAooooAKTdS0lACjDA5JBHSsPxdqMNjoFw0yq7OMLkVuqA2QeOK8m8fa2uoaktpEcx2/BrKvKMYamtDm59Dj/N3GgnNNpQPmBPT+teXZN2R6PM7ahRXf6d8OxqGhRXRn23D8gGub1TwtqekysGgaVP7yjNaulKPQzjUizDopxR0ODGy+zDFIfqPoKh6bov0YUUUVIwooooAKKKKACiiigAooooAKKKBnPJIFGnUaVxKWlYL9aNhxkhsf7pxRa+yJd11Eoo+XA5yR2oyCemDQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKANXw3/AMh+1/4H/wCgGijw3/yH7X/gf/oBooA9nooor2zxwooooAKKKKACiiigAooooAKXFJTh0oGhNvvRt96WigLCYpQMUUVIwooooAKKKKAEp8C77qNf9oH9aZVrT08zUIhWGIm405PyNaEeapFFi4l361dHsiBR+VW9Ji2zMx/55k/zqp5Obm8mP98DP51p2AwsvGCFAr4CTvNs+6StBIdDGHdj24FRTXkiafckRA73EZHpk4qeEAQMedxboPbiq0rXRsIVEe1JZ1LEj3FSl1RM3cvtGQ1uoOfu8f8AAaj1Bg9ywI6cLU90/lzK4Iyn+FVlOG3SjlFLHPbP/wCqtWr2RmtNTOu9Ml1fWLSwjI+zQHzJz74yP6VJfWPiO6ujcf2fZTRJKpt90rDbg8cYxRpk15Hpl3qNoivdXs3lxBzgYH/6qe2oeKrC4D6stnFaW0RkKR8k47dete1h4ckNDz60uaWpoaPYyXGrxzXgTbaR4RR8w3k89frWvrVnZ/2fdyG3ieaVNoMiBue3WnaDEE01JQnzz/vTnqM8YrE8c308USQ27BWhUzN746D9a25mou5ikmyPwr4cttPSbU2QI7LsTA5OOc5/SuoDS3cA2sIozjJXqaq6YRbWNtFdclUyp7E9aj15/smiXl4bkwMse5NzYGff1rO3NYbJpGuY8TvdBbVAdzMADj1+leN/FDxvpl80NnpDSvLbvuadWIV/UcHpXG694l1u6uZLO81SaWNSRhX4+nuK56K3+0sI0wz56dM+wrsjh1Hcwda+iLmtawNbubfyLNLeTAQrF0Y+tey+A/hvZaekV5cyG41FYw8asvyJnn8etY3w/wDhVcpNbarq7pE4O+K3br+Ir2pYZiVWQhUUYwoxXPXq8ztHY1pwSV3uQW1wkarDuBuP4gvQfhTJEhtMmH55idzDPH/1qnW2sfOkYJGsgA3c9KrG4itlmlgjPyKSzseKxjcu7Wxh+JNThtoY5ZZNxC+c2OQqr2x+NS+HfGPhqXT44bfVYA6/eDnBrzfXrjVm1V9UF3CYZjh0mGECH7o5PpWFfM4tybnTdDm3cCS2kXeD9NxrohAio+iPYNa1iGfWU8hDd29nEZ28vkMeMD681Wi8WXa6aITol3vlbDMAMD6815VpPiTVPDVvcRNpMrWjFGJKn0OB9DXWeH/EguI1iFpcpMQZZ96kL5p4OMj0ApVH7OLmyqMXKXKdtYlbiZrqTIjjQBVJ6HHSltZGuLdyp5JJz6tVO0BtrBkZgsjkybCef881YssrpDyqCHOWXHrivnZTctWemo8ujKcizjQ9QmD4bGJB+NeHXafaPFZ+VQS4VR6c17ZNNdDw3ezIqkEfOD3ORXj0J8/xuGMY/wCPkcfjXXhm7N+Qqi1+Z6nO0lkFljUuvlqH3DIHQcCobnT7GBQIV8p7qRSCBuOT9elagtXnlgAmZADvZQOo6YrViWN7tQwGME89sVxJnRJ2KV3AJVEbHKhMccGm2OmQabYEIWZ5CX3NyQTViRt0renNWWVjZx4HAXnNO71BvRGdfxbtMtoxwm4E/nWf4mRZFtArfdcVpaiR9ithgk7h0+tZevHN9aQjuwq4tknC/FdVSSyPXIxiuI0TcmvWZTqXArtPiwCt/aIea5Lw/Hv8Q2S/9NBXsUtKB5tTWtqen/E51tvCsEadRJwT26VxPhuyvL22V2dEtraUTfPxu45Arsvi2Avh60XuZf8ACuFtmZhotqzv5THLgcZOT/SsaX8G5tL+Ie36XfR3unpdxZMLP8gI25H4U/Vd9zaoYzhY2ywB61HajyrZYkTZGh2qmMYA6VFNFM9usyNtjV/nU9xXnSfvHUoq1zC+JDXA0a1lj4RrdyUHYcV4dP8A6tT0wK9t+KAuItLikhP7prZuP7o4rxySNZtLwB+8Q5J9RXr4LSNzzMRrZFG2nMc6kD8a63Vr2507TIkbK+cMgjvXEpuDDg8GvRddSO48P6TOdrGNMNWtblujOhzcrOWt2mmRkjU/MOSaZY6qdLlMe3LDg5rRa+8pMRooOODWBMxaVpHA3E8mnBJ6BNtanXpexXlt5g25PVa5zWIYSA6gA1mx3MkUhKscegpJrh5355J6Z6Cqp02peRnOonHU9j8IapMvhKEoguGAMSKxxnP/AOuuj07ShbxEvG8kuAWEh3BD7Z7V5l4F1rSNNs2GqXckeHzGgBIBx6Voa98RdTttajMU9u1q8QDeV1K/n1olTbZspxSR382p20s7IsDMEQxvIFGM4yf0NcHqUH/CPa3Bc20ivZXGJFKnhX7qfbk/lXYabfGy0yOcxmaCdN8fkjnJ45PNZOvaXBrekLbQRlLlsyKpGGBH/wCuojeMrDvzK5vx3VtqunOtvH5sMq7cHhRkYz+HWuG8/UbC5m060hQ3RzbytIcIc8q2PYDFa/gjWFeyksxG24EkRgd+hH6Uni6xuxLDqcdqsTY8nJOT6hie3TFb9TK+moaG13ol5brdbnuIWEFye2w8IffndXb6tYjUtKmhITLruj49K8tg1fW73XdmpGNXmj8p0VSDkZ25OeeTXqWiXS3ukQyA5lhyjg9Rg45rhxUGpKSOmjO65TzXSjqd/d3Afy0jik/eNjJGOuOK7jVWQXmgjdlMsM477WqmyNpvjNbeNE+zXcglQtxls/MP5Vd18f6dohbAHmvjHbhq43rI603ynQWKO0KxpgSGMhWr568ceeviJknRVcLj68mvoOzZzFFGCQ+w/NXz548EzeIG+1nkL8pHfk11YK3OzkxSfIc7tztaJsAHke9dN4W1BdHukvr1GNtLuRGQcqSMZH51zlvGrEuV+6Mn3rpvDds2tLFpsUvlPA/mqzDjHf8AlXoNe0fIjii3TXO2bklius3jLY3ct95mPMllGPKX0x0zXUWmg2djpws7eOMMBzIUGSfWrVjp0VhbeRbBUZmyWAxvbvmrY3H+EfnXpUcHCEOWSPPrYyVSfNFmJpugT2Oom7mvDMCMBdgXH5VtnOSRxmlPSkrohSjBWijnnOU3eQUUUVoZBRRRQNahRRRQOwUUUUBYKKKKAsFFFFAmgooooEFFFGaAExSjiiigAooooAKKKMUAOK8Zpp4zTyflppXPFJgjL8RakNJ0iafI3lcICe9eGyyNNNJK/wB52LGuz+I2sNc3wsY3ykXJwa4gnj6CvPxM09Gehh6fUSrml2rXupQQKCSzDIqn2zXbfDjTftWrtdEZWIY/Gs6MLzLqytE9Vtovs9tDAFG2NAM04hWBVkVlPZhmnHJXOe9Nr1eljzOtzJvvDmlahlZbRVyOqiuVvvhnAxZrKcoPQivQMt0zx6UYOeMVm6UZbotVZR2Z49feANYtcmNFlX1BrCn0bUbdyslq4x14r31snjrTXRWAV0Qj025rKWFh0ZrHEvqfPTwyRth43H1FMI+v5V9BSadYSNl7SJvqtVZNA0mTrZRfgKz+q32Zf1pdjwb8/wAqOPf8q90/4RTRTz9jSlXwrow6WaU/qj7h9aXY8Lx7H8qUIzfdVj+Fe8L4b0df+XKP9KkTRtMQ8Wkf/fNH1TzD60ux4OlpdOcLA7fQVeg8OatclRHaNz0zXuS2VlH/AKu2QfQVIu1eFQD6CmsNHqxPEvojyG1+H2sTn94ix/U1r23wxckC5uwPULXpO4d80nGcjH5VssPTWpi8RN6HM2XgTRrMLujMrju3StdtD0xoPKNnFt/3RV/IJ6UtWopbEuTe7POPEfw+J33el9dxJjx0rz+5hlgnaOZCki8EGvog9s4B9a8i+I0Aj15XVQqsnYdTXLiKUUro6cPUbdmcfRRRXEtjse4UUUUCCiiigAooooAKKKKACiiigAooooA1fDf/ACH7X/gf/oBoo8N/8h+1/wCB/wDoBooA9nooor2zxwopRRigBKKKUCgBB1p1JiloAKKKKAsFFFFIaCiiii4wooopAFFFFABRRRQAlaOipm9Z/wC6tZ9auhjH2lz2UiuPMXy4eTOrAR5q8SWNd8Mo/vux/WrtormGZsc7sUzTolcR7s9SfzrRZHg3GFMxKdz96+FhBy94+zqTS0KaI8cBI++Ax/WlzcPBZRzDCmRm/LFR3JllfMO7kdMdM0//AEoahaQykeUiF8d8n/8AVQtNzOTvYdeES3KKOODms3W7prXQ7qfP7yUbF/GtC6IN05HAC4rJ1yNZpNIsM/624BOT1GRWtKLlVSIqO0S2kOrLNpdjpUNuwtoPPkMxIAY/T61mXh1XURNHqF6jy3V4ttsUAKApIPOM96lu9Y1Y+I7iy00x2nnjyknZN5wqZOOn92uYuna9tdNstOvZLq+3SSzlDyrnHJ9Bmvooxsjy3K7PZJbu1s7YQSTLH5cQYgnHygckV5pq3iKz8QX6C2cqJbuKFdx5KDIJ/HisnZ9t1pk1u4l1u7WIJFBYnKJz0YjNPs9Ii0/UdMkksFtp/wC00UpndtUk4FS0rWYR0d2ewRRpMitIVKBR5Y7jtVXUdHsNSspLHUC0gkBAG4j6dK0Tb28z7mA24ypxgj8apajdabp1pJfTTIsMa7S7DNZ8rWw27nznq3hA6Jr8qX5kFqhLF1+b5Owye9HhHw5deIvEmdPTy7O2beXbHTPSu08ea/beIl03Q9BkWRrl1Msq8bsnGDXovhbwzpfhXS1htYEEzgee3dnx3rWdSUY+ZFo3ubqQwzQnLbnVQA47VFMk1v5ateOYX6kqOKcvnwnMMaBD/D3qVLi0kR9xRR3Dcc1gldFdSnFa2iHc53At8zbjlq5jxVrUN1Kuk2ku5WwzrGOWOcBf5GtjW9WttItmW2ijF5Ip8vHQD+8fQVV8KaI0chv7r5mJzFu5JJ6tnt3H0q0rF3S3NK08O2g0JbK9gjlVvnlV1B+Y9cfSvPfEHhTRG8TQWemWiQC1T7RdMGJ6ZIX07D869F8Ta7H4e0aS7cFpSCsEY5MjnoAO9ebomoWO2O5t5r0O4udVaEFm9kIHYYU1rC5k9dSIa1Gb1LnV7S5tZVlDRwPEpinUZ2fpW5aoZL5FCo/lgs7KuAzdf5Yp1/rln4ikiazXfptuAkSFcDf7jttwRU9rcQ6XCYZiELH71eTmGIv+7R6WFpacxBq6RXK2rCd0kkfqo6AZ4rX2uuir5JJZR8o9ayLS5vpxclkgMKn90F9PX61ss7R6YsiofMCYC1waI3km2ZepieHwzL8vysQSPevHdNfz/GwcDANyTj8a9f164uB4fQ7cI75x74NeSeGlWfxdGwHDT5/DNdOGdoyfkKaba9T26xTdKpPZKW1y2oPnphqfZsQz+irxSWuDcOfY1xroaS1vYrysPMKirsq7rM5bGEArOKj7S34fzq9dSYi8vgEr1NPqJ7Ip3Uvlm1i25y/Ws3XcNrdouOfar+oZF9ZKFO3ccn8KoanIj6/a4wBgj8a0S0Ged/FbI1e2jOehPNc74Zj3+JLEf7Yrd+K0pbxFCM52risrwgobxPY/74/lXrrTDXPNn/Hsdt8XnxpVin+3n+VcrYwiTUNDT1IP6mum+L5U21gn+0f6VkadbBfEOgIM4K5/Q1hSf+zr5nTy/vLnsLx7pcDruqrdwSNEsqNiJXyy+o6Y/OrjfKzE1DNGwjgcsfLLZcDvXl3vI3lscd8UTPHYpJGc27Wx3J6cCvI7E7boI3KMuMfqK9X+KktzFGUAHkm3G4Y6AivIYgRMkofAUBv1r28Ov3R5lR3mjR1zTYdNu2V+BNErofcgE/zqn/a8ractsx+Va3fF7JeaLpV4CM7SrGuUhjEi/NXRTSnFNmM24NpF63uEmBiYdelQS2w8xgxyKSICNs9MdKWSUE5zzVctndC5rrUieNI4zgVSJyc1edy6EcVSkRkI469eK1TsZTXMxBjPzdKk82Pbhhk9jTo7fzLdpG6DvTrSwkuEJUAj1rRTurGfJY7rwf42hsNJXT752Cq4Ct1wOtd1a3Nvrmoi7tJDGyJ8hJA3V5TZeH9Pu4Vie8a3uMctJwhNRDTNX06+J024klMeFWSLOPzFc8lF+p0wnKKszV8Q3V7o/iC5/s1miDszhlHtzj8BWTca5qV9FsmvLx1GDt28Gp7zXdVVLddVtSohBQEoQW47nvXc+HvF/h67tIoJreGGdFAbegG78aqLstSHeTsjz2XVdcu1W4cEeU/mCTaAc/5Fel/C6+vjJc2+oDCyjz0Y/wAXbH61z2rRXM2p3MWmLA8McoYqSDkOcD+Vavhx7zSLiJNTj2PazhyQ2QYyMY/MiliEnTt1NMPK0tTtPFUSfZrPUI1+e1nUn6E8/wAqg12ZWl0KTqrSMR/3y1bOqwC5s7qDblJYyBiuXmuFnstBGCXjldD7EBq8Rdj1EdbYuZIIoxwxU/NXgHjuOQeIjHI+47eD+Jr37To3dYImGI2VgzDqOnevAvGkRh107n8wkHBz05NdOCfvs58Tblsc/AGBOB7V2HgFNviDP/TM/wBa5SOZF4I5rrPAM6ya+MdfLP8AI169F2mjy61nTaPTW+9SUrfepK9nd3PHirBRRRTGFFFFArBRRRQCD+KhvvUd80Hk0DCiiigAooooAKKKKAYUUUUCsIaSnYpMUBYWiiigLBRRRQFhw6UucUg6UHp0yaBWDGOa8/134hXWn6hPZwW65UldxruNQvYrDTprqU4VF4Hqa8G1G8e/1Ce5c58xyR7DNc+InyKxvQhzO7Irq5e8upbiUnzHbJqGl7Yorz3q9TvXurQMEqSOh7V7L4A0k6ZoYmkGHm+bFeYeGtMbVdcgtgpIyC/pXu6xLBEkSDCooUV14aP2jlxMvshwFOOpPNJRjBJortOMKKKQ9KACikyaM0aBdg3Sm04c9aXaKPQLh2ooyO1Az3pAFFLRQAlLRRRYLhSY5zS0UAJntS0mOaWmA3PzYPTIrzj4oopntJFGBgjNekYyea5vxvoY1XQ2ZAfNg+dazrL3TSi/ePGKKMHuMfWivLeh6QUUUUgHUh60q8rk9abnJoAKKKKACiiigAooooHYKKKKBGr4b/5D9r/wP/0A0UeG/wDkP2v/AAP/ANANFAHs9FFFe2eOKKWkFLQA3FKKWigAooooAKKKKCgooopMAooopAGKKdSGgBKKKKACgilHSg9KECG1saUCunXcn4Csetu1/d6Ix/vuB+orys5ny4ZnpZVDmxFjU0yM+SAFySg/lVwzR2wEIDBm+8TzUVkj+WQnUDFXdkvlgmJWZe/rXylJWifR1Ze8Yl6sn2oeXdLCMjAbvUyfa21iNJoxtEPDjueaw7m4jvL/ADqKn7UshEcaDAAB4NbGlW0j6vc3L3zTooCKpP3f85rPqaSWiYtyv+kSAf3gP0rmPE2tPouuafciza7eEDZAoycmurcA3BOer/0rKyR4+8xF81orNyEI5OAcc114ON6tzCu/dOFFprfiPVnu7q5OnQGJp0QdcZwRn8xWppXhLTJPFWnWEDzRwT2Pnu6vhmYgEgmta30c3vhOTV9WvBDCm8RRRNtJG88Me/PaptIdY/GXh65WI+XcadsQYx0C9fzr3FqjzvM73TNC0/SUVbG1jgRfQZZvck81wXjm3mge9u4TzZzw3O3vjDEmvQdQv4NLsJ7y8cLFCuWb+gryJvFc3inU7qe3twLZ4zbuT0WM/wATflU2uOLV9T1rT3tZtLhu1ZWEiDa2TjGK88+M9zcp4ftNPs02WszZkccZq54M1GbRdRHhvWiDs+ayuG+5KnXA/Ws34k3s3inxPa+FrBtoIDvI/AA46fnWcPdepErvY8i8Ope3HiKzi0uKR5IpFxt7c8k/Svqu3aPZGH2tcFF8z03AYzXPeG/B2meG7WKOzjQOOJrhuWdvSt+5CrH9pykaRdWY44onNy2Kih8crRuxuEwD91u1Zuvaxa6VahY1Se9m/wBXHxx7n2rN1bxihWSLTdksX3WuX/1f0U/xH2qhofhaeef7ZqZfEh3bc/PIO2R2X29qFfZlNaXOI1Wz1a5v5NSgvWe6kXfHbPgCQLywUf3eR9c16b4X8V2WseGFv52jgaBSk0YOPLI/z+tZXxB8PSzWVtrmkJtvtLwyDGAVHUH6Yry/SrnTtY8QTu1w9ravh57ZT/rn4+UfiBWsY3M+bmOy1DUdQ1+9/tqCMsUby9Js2H+tbs+PTgdfWrem+IWt9FbR0tnh1yZyLoP94A9WJ6YxxxVbTNYl8OajLqGoW4ninBisfKbItmH/ACxPoeg/Cr9nb/bLt9VvctdSN83HCA9ge4rnxFdUoPzOijRc5ESWgsNnlQjC8RqOhJ71HNbRfbopJju3KS5kzlcegHFaurI5mhS3YLtHAPejULmxS48y7mKTQLhQBw2RivnW3KV2exGySSKUUq3EoWKPy12k5B68+lbU24aeGDnITGKybeG1k8y9X5ZNoC8YzWrqTsti77SMgLn0B61TM5bmN4geWHRrdXUmMEnPvg15f4GXzvFSEL6tivS/FErR6Pa+YN0KKSvqTg1558OTu8Sq+3HyGuyhH93Iib1R7LANkcpPBIqKzPzP67asZLwvgDpVCG4VDImcNgdK4bO5a2YjcSA+4z+dSam6FiNwwq8j60yGG5m84FfKTGd7jFUpb/ToJnhWVrq6dACFGR+fatY03uHYfcw3V1rFtJG37hY849DzXL63Le2fiO0ubmNltISSzjkdfaunuNQGkWFvIYWeedtgUtkLWB4n1oQTiI+W80qgbEb25ropxvoRKVjhfiOPP1W1vIwTDPH5it9apeCz/wAVVZ5/vZ/SpfEd1DcalbWqyurRnGyQ5A9q6HS7C30/V7a6njEDqB88f3W4r0Knu0eU4oLmrNjvizLmfT0z2J/lT9NUHxfoSjoIs/oaz/ilIr31i8DfuynUd6vaHIX8Z6SpXGyIcf8AATWCjaijoUr1JHqchY7iBwAc1XDytHAGH7ot8x9PSrhIZtpXgk5qGdTDcWwZB5Bbn615sY++by2OE+KlxcxLcowBieJFBx04rykZKiFQD8oBwOtep/FWW4R7xGQGExx7T6cV5UjMrJskKuQBx3r2sLpBpnmVmuZJG7qhgfwhbW0YInjYkhuw5rlIJCpwa7LTtHu7vSruV4w8aDkN1NcXLGbeSSNhhga3w81JNLoZYiLi7k8rg8Z5qEHJ5NNJzz60V0WOfmLEX3sCrM0oFuYmQY67qoxvhqtTHdZu2OlSaRV1chysVjtOTuNQ2t5Lat8rZUnkUT8Rxrntmq3ariYSep3thY/b9LS4AyHbAPHy1aOm6pp0Y2LIIj8wkXB5qp8P5i6XFssi7/veWfm3j6frXodpFcWEUqPi7tmwYyOoJ6rj26Vzy0bOuK5onn2p393d6ZOL5FkkRQFG3B+tZem6fZXVnuu4ipHR0zmvQ9bRX0q8lbSfICIQZCO/5Vw+ga3piTG21LekEoChxyqn3FXS9+GhFRck9TPurSfTZoDYX0jGTkox5G3kZrd/4SjWIwratYs6TIIw0YB3AEHP6Vp+IvDFqNJg1GzmZ2kkEMcifdIYgdfxrOtzrdpBYyzwrPZW8pClRnJ5GDVTV1qJPlloer+HtctfEGmQTWkg3R4WRT1B/Gudu1MGsRWu4ARXpK/jGT/WpfAGnuE1C+eLyV8wxCMe3f8AWpPESRxeJbAkYMz7/wDx0j+leLJWm0epB3SOw0zcPIH3oyGDn06V8+eOLU2/iLaku5WUn6cmvoLTw37gH/VfNvrwHxzCkPiAiGTerKfw5Na4P4jHE7HKAYY9wO9db8PCB4iXPH7s/wAjXJxqCDiuv8BR48QIf9hv5GvYpfGjzKnwM9TI5pKfTD1r2FueQtgoooqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACjGaKctAAOlLnBBoPWkK70ZO7AjPpS32Dbc8u8ceLP7QL6bb8IjYZh3NcKK6Pxro8OiazsilEjSctz0Nc5XmVm+ezPSppciaCijG4YzTkVmARBljWRR6H8MVtmluGJH2kD5RjtXpJIwBnOK5bwT4bGkabHcyf6+4XJHpXTdfm9a9OnHliedUlzSHZpKKK1Wxk9wpD0paQ9KYDaMGinDpQAgHNOoooATGKMmlooAKKKKACiiigAoopQM0AJmkyKeAwPy4z70YPU5B9c0AMHWnSJ5kLxkZDKQap3mr6dp6s13dKmPQ81y+ofEvTYCRaIZmHQ1lKUEtTSMZt6HnXiGx/s/Wbm3Q7kDHbWWKvaxqb6zqT3kqeW7HgCqNebNLmuj0Yt8qTCiiipGLmkNFFABRRRQAUY5pR0pe9ADcUU6lI4oLI80tGMGiglmr4b/5D9r/AMD/APQDRR4b/wCQ/a/8D/8AQDRQI9npcCjFLXtnjhRRRQAUUUYoBCHpSigjigcUFAetFFFSAUUuKMUAApcCkApaACiiigAwKMCiigApD0paDQgGd2+nFbM0oh0+xh2/fbJHrWMRwB3PFbF6D9qsIzj5VLfhg14GfS/cqHme3kkP3rkbFlewDMcyn5m7Vae5b7SEgLBAelYUBJuohnB3itRWBnZsn5c549q+Z5+h70qd3cbHbwyaiv3cvnd7c1NZQpCtyVOQZicjv0qC0iQ6mCzH50wT6VJZhYdMYhiUyxDetawjpchy1sVbUl95Y5KyH8qqhHX4gRGNcytaOEVujcVctBtadSOoDj6VU1NzaeK9BvRlUkJiPoM4FdOFdpmdf4TN0u2sYdGubjWrlri5WSSOCzB+6xJOAB+fNZ9zqc8ehaBr8yBDptybeZVHzKuRwfyrUS503wrrGtT6kiTXhkD2isM8EDoPqTzXOavcXVr9s0hoU1C717bPEkbfKhOcn/x4V7R5hkeP/Gd74i1FbWAtFZJjy0U/f77j/Ktr4aeD7m8eS5ujizcgSjpv9h7daoeFPDcWp+Iv7Lv18i/sPllU8ll68fnivc7eygsLVLa3TyYkU7QB/nmpkBwniHQxZWxGoRtd6VD/AKuRGCy2x9j6fnXJ2NxJY6/nSNbWaMw7xLfRHdjj5QQBn/61dX8U9b+zaZHpkYxJNzJz27fjmsn4d6Q2qyJdXccb29opVFZd2XJ9/oaUldFxZfbXdbnRIn1a1QA9La3kZj+OCPzrB1aY3dw2m3d7d/anQuJbpgAo9guP1r2W2s7W3GYbeKAnrtQCvGPiA/nePpT8pRVVTx0+UGnFaA5djr/hrbfbtFe51GNZbqOd4g7DgBcc4HHeu2uJobaJpZpVSJRlmc4VRXnngvxXpOheBRcahchZpbh2WMcsxIHAFZms6jqOvxC519Ws9MOWtNOiP7y5I9Rxx1Pei2tydXoWfEPieXxGJIInksvD0b7ZboD5rg/3UHUg/SuB1q3/ALNv4NU0u3FtEp2yJEMhF6fNnPzEc/jXoUWlW2peDn1nU5VtVSIi0gibCW7Y4GOMt0/KsywtBrdipuYFjRzvMKNwSON7+pwOh9qVSsqS5pFwoub5YljSrGHVLeCXYUtAC8aE8Ln+M5/iPWtUXVxIQkFqpgTgn6elKnlpb+TCuyCMfePCjHrS2eqWttcSgO4THmGR1+U9sLXz1aq69S/Q9eNP2cQ1U3dxZBreECfHyOx6GuYh0e5lkRNaj82VX3mVGwPx59q6CWebUbppNNikw4+YFjtx6+1Sf2RmIy6rfEbeSqtwBRDsVzDTqkMksVvBAZcEAMg4XFR6zr7i4Ntp9nJdSAkMQMKPXOaqN4ltYS1noFp9qlPG9BhR+IrU0iyvYNFQzEedNMXk2noOOKFT5XqS5HP+JdWkl02GO9tvs0hhPlgnvmuW+HivBrkxkU/uY8MByc89K7X4jm1FkJ1jErxQc56IciuP+Heq4vrtoI0kvpQMK3AAGea6KWlKRlKXNKJ6o0Uzo7SyrBCQGUucGs6TVLW3kKabbteTYwzkYWqxt21CUNfXbyuvJhU8D8PSrRgbyDbIhhXsqDH69q5nUS0S1OhQ0M67kub2WK3vrlz5o5t4VOE+p/8Ar1MtnDaPLbRIMwxgiUc5455pkmoWtipijna5nddpWE/NnPc1Qle6kjMEkgsonHMSfNK316URbbuwcbGZ4u1a6vr6wsbDcYUw7ZHI55x+Vc5q096fFUIij2MiDasw68CvTbWwt0vrfMIDLAACw5PJqhJZ29x4rJmiWTYvAYdOK6KddRexjKk5Hh+oNLLfzvNu84tl8dM1u6H4jurNRBcD7XaH/lm3UfSqniuJU8Q3SRJsjzk4qTw9YRXMsssrlI4V3cd69WUlKkmcEU41GjsJ7a11eCKS0t1ngVdrxu3zqfbmr+g2gPjO0uoCGhVMFX4KYGOa5/7HPaXguNOkkhkAEnJ+8D7ela2navBd3KrfkWV+p+SRPuv9elefK9tDuilueoq5aXC9Ofvf0qvPK8t7DHLH+5z+ZqhpF5e/ZpHvFUiNMh0OdwHeq9xrurX/AJZ0/SS8KtlWkYqW/Q1w2fMaS2OW+KFxcoLqC4UNGxjCuOq8GvN7a1Vr62XAIkdR8x4TnvXbePtYnvXurC8tlhmZkdipyFwDxn8a4NkkmXfGSQRu4PIr2sOv3djzKulRSPT5rxLWzuIkiAmhTG+DkN6ZzXmniC1/fJfxL+4mGcjs3pWnoniC4srGe2kJe2mYCSQjlTj1qTUHt5fB7w2zBlF20iZ+9jC/4UqMHSk13NK8lUjc48MeaXdTD09+4pOa9B3seUrX1JAcscVuXEcKeGkkBHmSMQawSw5xVgyNLaKhbheg96ia10N6crIjlXJXPUComAqab5pF9cVC3XFUjOSOg8Gah9h8QQE8RscE17dcpNHHHJaeXLBICx55zXz3pzCO/gbljuHyj0r362t3TSrW6sWLfIFdSeBn+tc1VO+h2Ydq1mc34v1PZ4amVo5ImuZFXa56nIrhIfCd3rVlPeWfJhwCn97HpXReNtVXUL9NPUAJbKWcFs5btiur8FWBsvD8W9SHmO8j0Fbw92lczl71Wx5NZ31/aZ068mlithIpaNx9zB6it611e5i057KNlubCWYMrdCpz1/nXT/EDSrGa1t7p4f8ASpJljEqHG5SRnI9s15zPaPppE9vO0sAl2bM9hz/SmndJmU1aVj3nwqyk6gkeSu/cB7HNU/GKKut6HKTzvK/o1Q/D7WYtZ+2S242rsjUgjByM5q34s+e40dmUDE55P0NeNW0qM9SlsjoNOLu1uQcR7m3j16V4L4+hjg1/9y+4Mpz7cmvc9OmVb21iDjblt3p2rwz4kwxQ6+Ps8gddp3EHocmtMG/eJxOxykYYNzxxXY+BCDrkfrtb+RrjVzxtOeMZrqfARZfEcQboVb+Rr2IfxEeVU+BnrVJgUp4OKTcK9dbnkLYQikpSc0lUAUUYooAKKKKTAKKKKQBS9qSlzxVAN70tJjmloAKKKKACiiigAooooJYCg0DilxmkxpXG09abg0rOkMXmSOqL/tGjzYXew/GWwTgdc1n63qsOi6XNdyEZx8i+tULrxpodm7LJcl2XghRn+teZeLfEj69qOYnP2RPuqeMisatZRWhvTpOW5kajfyajeyXc7FmkbIB7Cqp5OaQ5ZtxGOwFLjoK89tt3O6OisIfbr2rofBumpqXiCCKUfIOW96x7Gzkvr2O1jPzSMBXsHhfwdF4eY3Dy77ggfStqFO8rsxr1LRsjpQoQDbxjikpx5puDXonnhRS4oxQAlFLikxQAmBS0UYoAKKMUUgEopQMnAIJ9qNpBPtRygnfQKMGl28ZyKpXms6dYA/aLuNCO2eanTqyuV9C4BzzmnBWGc4PpXG6h8SNLtspaq07euOK5W/8AiNqdzlbcLAp9OaiVWMdmUqU3uesSzQ267p5FQepYViaj4z0XT15ufMYdk6V49e6xqF+2bi7lYHtuIFUMc9c/WsJYt7JG8cIt2z0bUviezErY2wC/3m61y974u1i/z5l4yIf4VrB5zng05sHBHH4VhKvOWxtGjCI+WeWYkySu+fU1H2xRRWbbe5oklsJiloopDCiiigAoooxQAUnJPFLg05OuTRew0rjhE2PrUy2zMmQvNWbRVkkjB6VuLp0kEmXQBW6GsJ1eU6IUuY5hrV05YHFRk4OCK7L+zDIpLpwK5y/tdkzhEOATjilCqmOdJoz2AwDTcCnlWxyMYpuDW+j1Od3Tsafhv/kP2v8AwP8A9BNFL4bB/wCEgtv+B/8AoBoouKx7RRRRXuHjBRRRQFgpRSUUh2HHpTaB1p1FxjaUdaWikAUUUUAFFFFABRRRQAUUUUAFFFGMnFAChcuv1q5eSFdZAPRIBj86gtvnvYkx0bmnzDfqd45OQAFH6V83nz9+KPo8kXuyfcuafJ508Te5P5VctroFZGPpVSwUA7lGAsZ6e+KlsseW7EDggfrXzq2Pdl2LFoIpHuZ5LgBNmNuaswqP7Fiizj5OntWdJZ2osb6VpgDjgA9ya0SdlvDGeuFyfbNXF9Dna1GSN5GoRBuImjAJ/CqPimKSTQPtEQzLaSLPGB1+U5P8hWjqqNJarsHzr0qusq3UQ3HcrKUkA6DNa0ZqE9SKkOaJzXjHVrSO407VrGaK5u7u3ET2rjgg8Zz2waytH0O/sLJ7byGfxKJVktZs7gRz+g4rW8M6BpVt4l1Cy1HDXE8Z+xeacgr6D0OcmrGn3d74Sv59PvoTPqkwWPT52YkMhzgZPTHFe9CSlG6PLlGzsyO6t/8AhKBHdaVMbLxXp/NwuMecR6/nWrpfxMjsz9g8VW0mn6go/wBZsOxyPQ1BqvhsPqFlBptxJHrjDzLm6jcqAOfvAce1Zur61eNa3MHiLRoNRtYCYVvYFDHeOB2HoaadyZKxxetapc+I9aku2wUMuF2uDkDp+te2eG103RfDdvH9sto96iSXfKoIJ5Pf1NeO6J4f8NTWAl1aa/tb15CdkGQFXt3Facvh7wesr/vdavVVdwUO2D7H5qu1wR6NqHxH8NaaTG1+J5AeI4FLkn6jNeP+KNTn1nxM0z2z6fHfOphnnUjaAMZxXQxpNpemJdab4WtdOgeRQLu8+dgCQMgEGsfWrybVvGVgouFvlVP9ZcoI4VI9hnj8KI+YrWepueGdHtItSew0a1F/eqqs9/OCFjzn5lBxnpWv4elstAvtXi1JmvdWW4AjG0l3BXovoOaj0nUdXGtM+mR2zj7KiTXgQRwxgZyVAHJ57ioo5LKw1O5mtbhp7m4/1t9KoJz6L6fhisataENWbQpTk9CO3intvtAumbzjO0kNuSGS2BPU46n/AAq+ZRAhT5U/vt0yfWoLazvryb/RoHjTvNN1PufWtL7Do2hIZ9Xvg8rc5f7v5V4lWVSvKz2PTjyUo+7uUgtzqMY+zwsQpJXdwCPf1/Crsmm2GnhrvWJo3B5CbsBfoKzLrxVfXTlNDslW3A4upRhQPYVmppJvJ2nvppryTGSHOEU+wzioUFT3LblJGvP4reZTBotiHxwJZBtUD8cZrKOlXN3N52rXT3DnkRA/Kv5VqNarbW48yRFjEfB+6orNutbQN5emxveTkYwo+QfjS5m/hKsluaNpbpFbsibI4kyxUcZ/GuTvtXu7qaBUvpZ0Bz5UZx5fpzWiLee4TGpXMrSn/l1tRjH+8RirSeHUhtnmNkba5lxtVXLBVHQn0oi1G7lqOKTZkeILtfJe1jllZZYQJknYE54PBFV/htBFEL6UKofITznP3Rz3rI8R6dqSXEkkzeYAOHTsK0PA8U09pcwyxGSFWHyp8u4++K6tI0XruQ0nNJI7838BZUtYXuplXaWXhevUmqzRT3ckn2q6wAP9TB/jyKmkuI7R4bGZo4FkAIjj4wPqOtaKyWm1oLe2bap5fHX8a4tFqaamd/ZsttambZHZxRoSoX5nb61X8P6hH9kdobdpLhnOTIRuPNTX0L30+1biTf1GDgL7Ed6oyMLKeKQRqbgHZKqNjA9fxpp8xXI+rOlhTdqxkKlW8sZHXHNZkUO/xBcSjsCK2LNs6lMCMHYpNZVm2dTvT7N/OpSs9TNvU8T8UvGPFU+4n72GHbFSWKW0EpRLlopWGUb+H8az/E7F/EV6wyQH/lW74O0N9U1K3FzAZbVxknPTnvXuS9yimzy4e/XaNSC93zvHfDbcOpEbN/q29MHp+tWpbayu7eCGNSZx8rnHGev40niZls/EjaTDbCayjjAEIGWXryCaiXzrFkkh3TQLywx88Z/rXNLZNdTuhqdB4fs9YWO6tVnD2RGwsx5QdwK7WC1W0jsLcXUcaxrnazgFuTXI6Lq8MXh6+mEqGc5Ow8Nn3FYs941/qETRRyyiL/WGVyoXvwRXDduWxu6egfE+aYtcyLtNu8qgPj0zXDaLYDVbjyYZVjuMZQHgMKueINWbU726UMYrdSAIC5YEjuM1l2iBbxTC7A4+VhwRXsUly0/M8mtrUVjfeOawR7HUYfKjbksmMNTrrTYLrS7Z7eEorzvGIs8YwNpz9TVq31tJFFjr8IeHb8kwHSn32jXdjbrPp8hvNOb5gEblKzu+5tZdjndV8KXFskbRspl2/PGpztrmpY2jfY42uOor0fSNTtfM+zSI7tcNhpHPKGqmtaHbX6N9nw11GTkqMBgKuniZRlyz27mNXCxmrw3OBpQWCnHSnzW81sxSZMEGkQ8Gu+6aucFnF2ZI331z6VC/3qskZh3VWalHUciW0dI7yGR8hUYFiPTNenX3jmRtLaz0K1khj2AyTOOOnOK4Hw5o8uu6kbWLAwu4nHaut8OaFDrOoXWlTX0ipbZMaKceYAeenWk2r6lwulZHN3FszwNOnmSbW/eznuT2r1LwRry32lJp8rAXMA7/AMaf/W4rYHhzSn0l9OSLZFcrw5H3WH+RXlRe48Ka4RKxWW3c7B/fGePwI5oclJcqNFHkfMzrfHdyV1PSrFCXSJjOQO4GCP5Vzh0r7XoE2rWksZImxNCT0+btSXWsf23qF/rYzFiHyoE9ueB+dXpbS1j0exk02RkuJpFW5tyeCeucfhTa5bIh6u53vg2zt7XULz7LH5SyRRlwOzHNWPFipv0Ybvm+0kn8jTvCql7rUrgjA87yx/wEn/GqnjGVk1XRYyOTIW/mK8Sv/EZ6lNWijobN5xfRp5BNoSSzgjg1438So7O51CS6tIjB5T7Gibq/v+tezW8MjPEVuip3khMcE14Z8Qry6utbaOdUVkY42rjNPCP3yMT8JyMWcjPGeceldV4H/wCRkh+jfyrlYyC3FdL4JOPE8HP97+Ve3T+NHlVPgZ68/wB4fSmU49Sfem17C3PIWwUUUVQCYNABFLRSuAUUUUmwCiigdaQBRT8D0phHNVcAopMUtFwCiiii4BRRRRcAooopisFOHSm0Ajkd6BrQbcTx21u80rbUQZJryHxT4tudXvDHbyGO3Tjg9a6n4iau1rYrp6EhpeuD2rzG1tnvLqG3jHzyHaRXFiJtvkidVGmvikQsSx6/nSjgYz+lezWHgLSY9MWGeMtMyjL+9cZ4n8C3Gk5ms90sA5I6mspUZpamyrQbsjjKcOBk00k5JAw3QqaAPlyx6dqxtY0udj8OdP8AtHiHznGUjXdXsOA55PfNcl8PtGFjov2t8b5uvsK6xi3UFdnqeK9OjFRikzza0nKV0NpQM1TudY0yyJF3eRxkdgc1z158RNJtZtlvmX1b0qnOKJUJM64jim1naTrtlrcHmW06k9SncVpcCQd1PU+lUnfYTVtxKOtG05POR2poKx53sFHuaL9wt2HbaOlZl34i0jT1b7RfJkfwrya5fUfiZZRHZYQGYjgFuKmVSK6lRpzfQ7uoJ7q2tBuluo4/9415NqPxD1i6O1NsCnso5/OuautRvb1y891K+exY4rCWJitEbRwzerPX9Q8c6HYscSmdx/crmNR+JksoYWVsIx/eY157jv3pa53Xl0N1Rj1Ni78U6vf5Mt24HovFZTzTy/O7s/8AvGmUVnKpKRpGKjsBooorMoKKKKNQCkpaKNQ06hRRRTAKKKKACiiigApRSUooAD0pVoooW4FuyYC4QE454r06zEVxd2KOBJHjBUevavKI+W5bBHSvV/hvNbXEUklxgyw8qDXJXjd3O3DuyO2i8O2tuk0l2gVWTKCvPNW0uKS8IiUBM9a9D1fUP7TjDhtuzjANcRfyZSdV7Z5FcjutjrST3MKbwnbywl1nG70rKt/Df2kSRK20qetdJbTRxQK0oLMT09qHuIvPMsPy5HSqhUkupE6cW9EcrpWnz6b4mto5R/f/APQTRXo9hptjql1ay3ClJ13c+vymiuuFVNHJOi0zVooor6Q+dADNLigUtA0JijFLRSYxMUtFFIAooooAKKKKACiiigAooooAKKKKACiig8CgC3pYD36duM5qKENKL2UdDLj9BU+m/LNI/wDdSqlpIUsDNtZiWJ2juK+Uzqd8QkfU5PG1C5raahWKUucAgAcVMGEYMaqSS/I6VizM9zaNPZXBXplG7NV3TLt7kSPc7GkjZlLgnHSvER60ixcWVmdLlAlHmtION3rzWnO674QeQWAJHtVCWCxa2sxGQ0zzgnnrwatgk3UMW0BcsT+VMxINbv5bWWCNIizSNtHPQYzmstNQ+wXZbaWtpucjgfnWlqtzEpeeRd8CoV3dwelZBvIL2yi0+3tGIiTG49KtuKd2VBXVi9qmlJqdujwt++j/AHkMqnlD9fSltb7TvFAGh+JrMQ6oi/u5iNob/aQnp9KzIZL3S5FMDEp0aOTo30rRuL/RdYQR6lEYJgMAklSv0Yc124bEcr8jkr0VLRbkR07xJ4Qt7nyol1aK7O3zR/rEXpj34FcDqqWdzrNvp1pqF9ZWp/e3a3KEhZB7YHqa9FtE1jTtv9jaxHdWoB/dXJzt+jYJqjoFhc6XeahPq+nxX0l7JvyMMFUZ4BP1r0Y16bVzldCa0Leg+I9OikebUtWtpzbR+XHIowH/AAz70+88c6LLo9zbWv2iWeYkKsMDevrirfmaDBblH0a3RT6qvWmT+JdOtCIbTTrbzNvyiOMZ/lUyxVNdS1Rn2IpxruuW1hb2Wkiyt4WyJbo7hgcgleDXJ32m3dt8Q1utZkh1O3hQYA+7kgcAZ4rr2k1zWmxcXDWVuc5VeCRVKe/0DRcq0n2m4HGwfMxNc08dpanqWsLreY67Gqa9t8mJbO0HyqM8AfSo2h0Tw5D5moTJcTddn3ifoBzWfNqGuau5jjI0+zxkKwG41HHo8MMqtgSyjlnmYk/hXBUqJu8nqdsKbSsti5c+JtW1K2ZtOgFhZgYFxMPnA9hxWPFpHnzpcyyPfXLHO+U8fhWrd3cFm6TzyRiIAgK5/pWfLq11cgNpdt5Sp1uZwFT8AP8ACkpSkUoRRqXTLDE7SsI9owpkIAA9RWMmqy3cksem27zk9ZpPkjX8T1pbOxF1I0lw1xfyY3eYwxCD9PT8KvJbWkaiXULkAZwttEdq/T5f60rKOstTT4tiC50Ccwpe6vdC7kJAitonCofx5q+dIe1tN93cxWcKjItoOpP15zUIlhnw0SSRIpONxztI9AaW4tY7Q/bJp3dQernIUepzS9o3uhKkupQ0HW5BdTw2ts8ZZipmlUtgfStZILoM93Ld+c0mVwg4wP5da8w8TeJzF4lQ2FwDZQkNiM43nHOfXmu7+H2s3Gt214blk2A7kQDBGa2rYZxh7QxhiITk4roXHiRndJUDBuMVrPYjTtOCaesMLsnzHHHHqKoyL/pjHsDWvqMZkssRkb2AGPQd64OaUtDqlZNMxl0+TAkvGjkkblZVGAo+n6Vo6ZeRXNs8Sly8Zw4cYB/GqNhDdPZSoUZrYkmJ2P6fnV+wsJLTS081WM8x3tn/AD71otSW0Zd9aT6hqSRQMoZuUbb/AKsD19avro8k2q2jTzKywoWbjqwxWnpqKLqSQKAwjAP51NCqm7mG7IKkj8apaMhzZW06RXvbt06IcVkafOr3OouP4VY/rVvTY3Bvwh/i5rF0lWEOrsT0V/51pGNyJPdnjWrPnXryUDJEhOK9B+Flw0jy5znODzwBXnt0M6rck93r0b4SwAz3gPIr1sT/AAbHnYf+M2Y/jTUWs/iDcXCPjy8AkfxcmhI786hE7uYppgHjZTw3tVbxlD9t+Id1agbS52fTk812WlR6XeXNnp8bGY2YBlm7hvT9RXPVfLTi/I66Lu2b2heHo1Y3eo28X2qQAkrwD9RVDxdZWsFu0dnbCOacnc69sD/61diqjzySpBOMe3pWF4itJJiCg5WNmP5GvPjO8jolI+fJ1P2iVWYkKxGe9aGj3KwXIklAKAY3gZA+orPnLC5nAIYbzkfjUthcvaTiSNAU6Mr9CK+hcbw0PEi2qjudvcR2k9q75Vl2ZyOQfpWfp+oXfh+cPZys8T/egbutNs4JruF7rSIm8tBmW3fnn2qa1uoLjUPMO2L935bQSDkHn/GuR7WOy99tzUNppvidWn02QWl4vDQsep/rVSO+n02ZbC/gMEkXCSdm+pqnc6ZhhPbGSJx910OOavQa5Hdwiy8RQg4+VJwKTipRshxbjvuQa1pK39mk0W0hjjcOx9K4m9sZ9PneCZdsi9QeK7yawvNJfz7Rvtlg442nOB/jVWSKz1pdjSr9oGFgkft7N+lb0KnL7stjDEUVLVHFxuHgKryR1571A2O5x+FaElnLYX0ivHgRv8ye1akGjWWoCO7Wfy7cvhx3FdLdmcbpuSOq+EmlH7bLqEikIVMY46gj/wCvT77Hhfx6k0fyxCUMM9Ch5b9cVnaZNq+jyO/hu/iuLWNwvlPjPPsRVPxXqGvau+7VNKCSwDJkQ4+X8KIq7NJTSjbse2MquzqjKY5P3iPnjGO1eV/EHUNP1u/g0+yi8zUFO15R0XHGKzrC88V+INPt7T7ULayQFBISFOBz1602I22nIbHS2F1f3GUluH58o565qrWYTlzozbfz7SdNMnkiR7FzMCOd44+X9K7Fbm11zX7K8s4vL+zQF7pAMLnGBn9K5PX9Ku9Ot1t5YlFxbNuknzy4PT+RrX8NL5mlMlrN5l9qEqxFV6hRyT+lOp8NxQWtj1Hworf8I9HcP8puXMv03YrC8VXhm8UWkSkf6MQD+P8A+uuxQQafaxW+AIbaLLfQDivMra6fUr+6vyM7r4IpPptFeF8Tkz1Fokj0yyYs0Ls/zK7YX15rxL4kXKXGvgpEY3XOc969usI0LRuT+8WVto9TmvE/iROs2v5EYR1GD+dVhP4hGJ+E4tAFJK9M10fgz5fElufXP8q5oOFzj1NdH4PcHxFa/U/yr26fxo8ifwM9h6hvY00KcU9uCR6mkPWvYW55IwjFB4GaV+1DfdqgEpQM0lKtQAbaNtOooAbtpQOaWigApMUtFACEUm2nUUAN20EYp1I1ADaKKKACiiiqQCgZGaRQpYg9SKUnBxQcBvemJnk/xJLtr6DPCx8VmeDYxJ4qtMjPzVt/Eu2ZNVhlwdrJXHaffy6ZexXEHDxNXnzXJVuzvi+anZH0NJtiIy4X13NiqF7rGl2ilbm6iKnhhkNxXid/4i1PUZWeW8kAJ+6pxis1pnc/PKzfUk1pPFLYyhhXubfi06Q+qGTS3ypOTgVgkbjgnr0pckH5QAvrQflGa427vmOxe6rHsnw/1ETeF2M0igwZ5J7Yrh/EvjPUNSupIIZjFAjFRt71z8OpXNtZm2imaNW5bB61TwMcngHJPrW9StokjCnR1bY6SWSVt0js7epNMweoPINFFc8nK50RUbGlourz6LqUd5CcEMN6joRXpsnxL0tLRHMLvKRyinHP5V5CBk4oU9SqkkVtCtKCsYzoxm7nfah8T7ufK2kAiXsT1rlr7xJql+x866k2nqoPFZROTmkqXVmylSghxYsSXJYnuTSfrSUtS9SloHPqaCTjgkGiiptYL3CiiigAooooAKKKKACiiigAo+hFGangs7i6bbBbOx+lOzFdEDcD39KDgYGefSrV5p13p5QXcBj3jK5qsTnqQTSGJRRRQAUUUUAFKKSlFAC0UUUDJYlDHHGe1dNoMr6fKZhIQCpyBXPWibmBret2VdikZGRmuasddE9M8BWDeIVupZZTtXoprG1rTp7HV5rbaTGWOKu+DLubTpJGgbbEeop3iXU45tSExPfmuKR2RObIbzwm3B6GnCMDH7s9eeKrXl5CL0SLLtxz9anfWbZoGVnCkDrUqLbG5JFmwv531m3t4mwi7uv+6aK57TNR8/xJbmE4Hzf+gmiuyFPQ5Z1NT1CiiivpT5oKKKKACiiigAooooAKKKAMmgAop22m0AFFKBml20ANop22jbQA2ilxSUAFFKBmjGKALVt+7sLqT/ZIqJV8uwt8ysoI2kryRk0+UlPDt0/c5A/GnmSJbZVJxhcEkdsZzXxWZyviJH2GXRthkjOnlutLmS2WAzLI4YOqHGPc+tblssTWb4GxCMke9ZmkXEtxp8zxOrqkp8sHncATjrWysbR6asVwqo5IJK+uc4rzXvY7pbErWtsbiwEL/vACxqVSf7VABGFTv3PNSkWp1K2EGCVgJbHbpSQbV1ZpZPlAAAyOODWmi3MlqjL1eNFvW89iIwAcD1qDUoPIigvLK3YXMgCkE8Kv9OtP1e8tEvLh77iAkMrE8fSsu41+fWrm00+ztpESPLNO2ArAVmqcr36G0Xoi/Fdtc6XJujeRjJsUOcgHHUGq6W88sLRuRMEO0h14H0rWEkEdlHA7LG0QJViPvHNZFxe6hfbUtxyG5SJflPuSadk3oRsV5rY2+MROv+4cCq8u9iEHnsx/5ZrJuP4ccVoNpVxKnmX1z5aLyVzioP7WtLdhb6TbteTjqIx0+pNaKM0FxINClYiSWQwRjkqxy34ntVz+1tH0dfKso3vL5/4Yhub8SOlUm02+1ZvN1G8CxL1t4Dj8Ca1rW0tbNVjtoo0GOQfvfiarRbgZtzLruqJm5nFlbMSPLiPzbfQ03T7CxsoSbKHBBw0j/ealv9Tt7KRUeTzZT0jj+Ymq/lalqxSEvFpqOcDJy5HuOcUtXvsMuXV9aWr77i4XzMfKo5k/LrWa11qV3h4IfsUGf9dcH5n+i8GrdjoIgvZbazaKSWNQXu7gknv93tTNV8nTLXEPmaldO+JGP3V/z7UKMYv3dxplW10xry/W5FnJcupG+5uTjj2BHSug1D7LO0TTWSzW9t/yyUZyfp+NWdOt5tWs7dpbmO2BXBhj7/WmrGLbUeMLF905zzipm3fUScXsUbh9Q1uB7dc2Nrt2gLwxX0zXLaVqmjWGoXemRkTYGXlk+7kVpeNfFU3h5raaziEks3QseAPYV5RYaXqHiG/nexQ7iS7qGxj2rvw2HUqblN6M5a1f2c1CmtWe1SKt5HFfQzIbZowMIOAQK5zx5rdsugSabK4F1Mw2xRnp05NdLYwT2ngeKK4jSB0XaUHUVy8ng608Q6gJjctFKepHOcfWuSk4U6vvPRbG8+ecOVbnA6V4cuze20l5ZTLaluTtOGFeweEtK0rSkuLvTyQkoAYFumP/ANdVtdjudJ8IywtMkrR4jRsYIGKg8NXEJ8J28MW5p2XLsO9bV8RKvTv0IoYeFJ8vU1N4luSB0L5roJkWSLY2GRlKkVzFmHW4wBkA9TXSsAG4wM4B59a85tx0OqUVbQsXcKQ29vFGoVEGAKS9OEix/covQzsgHBAH0pb0FfLXgjYfm7VUVdmEegmnZWaXuQveobSOQ3dwX+ZeB9M1nprsIu5YbaKS7kbjMYwqj3JxUEK3kmqLcS3QREJzDH39M5rTl1K6s1dPG2K+kH3S5/kKw7BALHVZR0Kt/OtHTroPpN7IQU+dhjIPb2rGsrpYdA1FirHcDitoqzM+54rctv1S4Pbea9R+EY2w3zehFeVsxF5MWwnzEnd6V6v8IhmC8bacEjr3r08b/B+44MP/ABGczrzo3xSlPrOB+tdH8O7ESa7qp7Kcj8xXMaoVf4nXBPQXBP5Gu4+G4VtQ1V+gJ/qKxrO0fkdNHqegqAZX9gKo6txbXTD/AJ9n/kauj70mDVPVDjT7ksV2/ZmBP4GvOgryRrPY+W3k/wBIcg/OXPHY811raFaSWkUdhctc3vliRlUZXPpXJzLidioJTeTzXoHw41WytLe4geEy3U7YjUD7vvmvertwpc8TzMM71eSRb0601fRPDklw8whAzKYdh5I4GefeuXTURq1wZLiEpMz/ACTRDkf71en+LGmh8PX7up8owgMxxkcdK8c0q/k02cyQhZQ4x5Zrmw8vaQc+p0Yi8KigtjqEvLrSmVLzMkZPyzqMrVrUvs09mjkiQv3PIxWFbahfPc4hj8zgl4HGRg1sf2Ndx2sd9ZwskTje1rKeh9qJLVOW5cX7tkR217f6AUW3YyWZ+Zrc9x7Vfew07xBC13pDCC7PLxnsfeq0N8t2jqw2ToP9UwH6VVNnK0yS2ztb3PXenA+hFUtdXoJq4X9082mTWGqWZF1EMQSkYI/HuOtQaNZzaWdO1W6sXECyrulj6Y962E1m21IDTtahWKUfKJx0PvUqNqHh1BGAL7S2OQDyAK2hXtoYTpNu5Yl0TRNd12+a3bLGDzoGhO3DD/8AVWddaffW+mwX7a1cJby5gkDZOB3z7cVpXaaB4ivVu7OeTS5Sm1vKPB/CoP8AhGNZ/scwWerw3NushdI5MZByeeR71upJ7mEoWRxsctod1o17NJFHMPLVQdrrkZ4+ma7+Wx0bQd6M4isr23WSFhyYmwM4/GuR1PQdS07WbVJ5LeOS8wm6MAqM8c+lb8Ph3SdLjEms6obq4if9zbxkuT7elVzNegoRfYjtYbzxTLBqeouiafZgB2ZcGXH1710XgXw9DHfXmuLAY4XYrbqRggZ6j8v1qa10q68RPHJdRf2dpUTBltR96QjucV0Ora7Z+HNNWScKjoMQW/c+/FcGJxHN7kNzqpQXNzMzPHmtrpehtZqwFzcrlx/dWsPTLb7N4UsJduTLeh93r8uK4bWdYm1jU/NuGLSXDfd7KD2r1S+tTYeEtDtjgFJhnHuCf61hUhyRSZrCbm2dRa5cwsDyJjgevNeJ/E6cTa8v7oq6kg17XZsgkjxneJjt9zmvGPihOZ9fVWh8t1OOO9RhP4pWJ+A4YoGHFb/hFAviC0/3qwVXL4HrXQeFVK+I7XP96vbh8cTyJfAz2NvvH8aKGHJP1or2DyOoUUUUgCiiigAooooAKKKKACkI5paM0AN20bacSewo3etAAOlFFA5oAKKXFJQAUUUUAFAOG/CikIp3sDVznPGmjNq2gMyDMsPzKK8ZYDlWXa2cNX0WMEkMAVPBB6V5z4w8DSyXD3umqCG5ZB0Fc+IpXV0b4erZ2Z5xj1opzRPHIyOMFThge1JjjP5VwWO24lOVN8gVfmdsKPam0qko4ZTgggg0AWdQ06XTbgQztmTbk/SqtWLy8lvp/OmOXxjNV6ACiiigAooooAKKKKACiiigAoopOnUii6HZi0UmQPvcU4KW+6Cfw61XLpoK/cSgcDFadn4f1S/5gs5MepFdHp3w21K6INyywL79acaM2ZyqJHErx/8AXpyxNL9xCW7bRmvWrD4b6Zbc3Mr3DZzzwK6a00TTLJAsFnEuO5Gf51vHCvdmbxCPFLPwxrGobRFaSBf7xGBXT6f8MbqUhrydI/UKK9SG1VAVVUewxSqx3Yzya3VCK2MpV2crY+ANGs0DSQmdh3auit7GyskxbwxxoBlnI6VP5mOh55yT2rzrx14xCo2lWEg4/wBbIOv0q5csEZxvNmJ8QtXt9S1ZI4GDmH5Sw6GuPI5JPWjO47jnce5pAPevOqPmeh3xVkLRSUtZIu9woooqhBRRRQUFLS7eM0DB9aNRPclgfa3y9a1rWbMi7+3NY4XADZq1G8xjwseR6jrWU4prVm8HbZHf6Fq1nFKrXLDyl6iqPjDxPYXc4i0uM5zjIrEsdDvL/axZkU9q3I/DUNmymUgk9zXDKVOD7nbGM5rscgYbqeQFycnpWhbeH7m4XMhbbXTXFtb2gDoFNRrqUr4SBFNJ12/h0KWHX2mP8NeGY4dZgZmBI3f+gmitDR/Pj1iAtxnd/wCgmiiFSbW4qlOCZ1NFFFfWnyYUUUUAFFFFABRSjrTqAGUo606igAplPooAatOoooAKKKKAA9KZT6KAEHSg9DS0jcjFJ7AtyxeceH4lHWWQDHrUkK+aCpG5Qm0gjjninXsUps9PijXPzq35UlusyyyK4xuI4/GvgsbPmrSfmfb4RWopeRYW0hso47aJAgChTgdz3q3ciNpUSZud+ee4xSS83yqR/GuaJhBLqMPmkgBv0rnerubPYeEhXWpDZspXy1UsDwDgVLEjtcSliWIJHXio7Fbf7ReNAuYzIBkHuBVQ3F/P5lvawlR5hy7+lXa+hmtClqNvptxuj1I7znhDyBVOxtpQ7Jp8byo3QtwoFaUllp+nDztUukkk67SePy61UfxVNcEw6PYiNBwLmYbVH0HWr1tZlKTRof2VbxRedq11iJR/q2bCrVF/EsYU23h+xaU9PMK7UX396zY9O+03D3Op3cl9J1CnhAf0rRaRxEwISOMcfLhRihJLYLX1KM+m3F6/m6xfPO3UW8TYUfWrlrEbaELaJHbx558rjj3NUZdVgknMWnxPd3AGDjiNfqTj+dQT6bfXqq1zKxDcfZrY4H4k/wCNU+bqCQ+fWLO2kkjtt13cs2NsPr7kVFIb65Krf3Jtc9ILZcyMPcjpWnaW1zokSzm2to1UYEXUn/Gpra9uEWa4t7NJZJD98jhfp3qW4rUq3chs9NtNMs1n8kWMkrbfNmf58f41JPLplm5jtoHu7hjg3D9Rnnhqy/EKxppY1bVppZPKONuR17AYqvoPi62vEtbZmKPc5RIgAWUZ6k/hQqcpR54ic4RkoyZvQQw3c7QyyPGQvzBG5P19azta1nT/AA7pV3aCdIp9m63Vm5Jz3HbvV51XRrmfdMSNhYu+K8p8QTy+MvE2NMhd5Nu0gkdu9aYWl7SV5bIzxE3CNo9Sz4a8Z6jHdJamdTJLMskk0zdAD0zXruuXBNpDKrKS4zgd+K848KeH7fTomtNbtAJJZBtdjyD7V3+uzRLFBbKANqgHH8IqsbODdomeGhOKvM8q1K01PVddSC+gnazR8jYCdi+1dzp/h2w0q7hOkh90yjnPPHc1s6GirOz4DrgAkit20CSXBUIoIjwGx0rCeKdSCppWRv7JRlzdTn/EF5JFaRW5wzt94jkYFVdA+e/JU5wDjj2qbVrE2NvLcTXKO4k+VCexzTPDbI15MzfLtHFYzi42ZvGWhH40TOjS5xyw4/CsbQtej8NeEYWktDJJINqkDnJrQ8bThdHKA5JY4x161mLbtLpOjQpsUiVWYkZOMjtXZTlaKXc55Xl6mto11LeC3uJomiErnhx9a6ybykdmmZY4wQQScVBOtv51lHGmVU/eAwM4NWTbQzyNJKu4oO5rmq25ghJ9StPftc4ayh39jI3QD1HrUv7+WBfOfzWIIDdBTWubWRxBHMiyMNoU8Yp6+cI/3Y8x9u0AdM0JeRb7oqRbkRLeKIHOQwjO3HvjvVDV76ytGME8481lG1EXcW/DtWjfXVpp6rJf3scCjrDHyTx+dYZ8TWtxK8kGjuLWMf65xy30zzWiUt7Epplbw3cS/wBn6mZjBBZZba/3STjvTC0a6IUkniEcmSMy43Cs1rSHWFuLi5nZBglLeU7VXjr8tcpDdwaHa3O+cXDS5WJTkheea66VL2mpjVmoGHqy2xvZBb4wT67gR6g16j8JIXW0upTOSmduxh7V5dA8NxqYxEvkvIAYweozXrfgSaz0u0uLdJdryOdkbdRxXTjHemonJh0+ds4a4HnfEC9YcsJGNdr8OCVi1N/SXH8q4RGMnjG/mRsShpDj1rufAN7LbzXFrcWLETfOJh0FZV1eHyOijdXuegocli2cA5rjviDrt1pNpFFbQmSN+ZGxwF9DW7qWrpouj3N9s3shJCt/Ee1eH6t4z1DUrm6lusASjasWOFrDC4dydwr1YwRhzzJPeTTJGFR2OFHau7+FVjFLrksjqWMaZHHeuAhGeT6V6l8JYy1/qPOPkXkfWvRxjtSOPDaz5jf+Ib+X4R1HaMjeoPPsa8T0doP7WtzdOEgVssenA5xXvPxBiT/hDL9ASS3IGOTivnkpgDB3EnB9qjBWdKxWLbU0z0620qLxFqqalpqPZ2wcIzj+JQOv6VL43luNLtIriG4lLTsYyTwNox0/OrPgPVJb6wt9OtrcKsDZkY9+tQ/FSIppWnllADysVGenSuVNvEKD2OuT5cPzLc5+yil1WETXUDq0Y/d3yD7p9/8A9dWDdTW8m7VEWRB8qXCHCt9feue0nVNTS1lsrN2aFuXixnP0rW8PW99eSFLWSOQSNtaCbt/hXTUi1o9jGm76o2zZW97AxaNZEZcr6fgaqWt9qPh0HYhurInDRuM4B9KlutMm0qTztOuUnhY4+zlvzx+OaW2v7a8Vt4YMMAxScMCKhWtdbGikpaPckfTNO1aP7b4em8m8X5niDdPwrN/te40+4MV7aI0i8srLhj7ipL3Sp4TFe2bmKbbuBQ9efSrUesWesqtjrsaw3IA2TqOp96qElIxqQaBNd8M3e1L21mDDkbpM4PsMVrWnibwhprCW1tEEoH3ygDVzWqeG208byi3MLdJo+cD3/wDrVhvF5MmEtIiSOCCSPx5q3CMupnzyj0O8v/ie8iH+z7cI2PvE7yK4y71CXU7sy6hckzk5HGQP8KNOsry9vYYmtiI3cBhGOxPaug8OeE5NVuNQlmjDQ27Fdj/eyDjtUv2VJNmnvzSZnaTpiahr0UhI8tmXcR0HNereKWT+yNOMZyiXKqPyrk2t4Io1j04rHeW+5DHtPzbe9dJrsH2fw7pkZYs3nqWJ7k81x1KnPJHT7JQidFa4LRMo+fzuPrmvGvihdvNry+ZFsZTjJHWvZLFULKWYiQTnYPU5rxv4qTPNrqpJHsIY8+vFXhV++McQ/dOHRsSBgOprf8Ltu8R2pPHzVz8ZwwAra8NvjxFan/poK9mLtNHlyXuM9obv+NA6UrDG73Jpo4Fexc8ewtFFFABRRRQAUUUUAFFKKWgBtFOowPxoAbyOcUnWl5ooAAOKUUo6UUAFNp1R5NADulGRTcE0u2gBaKKUdKAEwfSnDaTjkBhgiiigDxfxvo7aXrzyDIhuDleK5kjpzgrwRXufibQU17SpIto89OY2rxO8s5bC6ktp0IkQ4JPeuCtTs7o7qVRNWIKKKK50zYKKKKYBRRRQAUUUUAFGecU6ON5ZQiKXZuFUV0+n+AtZvVV/JECt1Z6qMJS2Jc4rc5ajPOO9enaf8K41w97d5PotdPY+D9GsVUC1WRl/ibvW0cPJ7mUq8VseL2ukahesFt7SV8+i10WnfDrV7rBucW6n25r19IbaJdkcSIB0CilyzLjpW6w8VuZPESexw9j8MrCJg13cPMR2xXRWnhfSLL/VWcfHdgCa1weKM5rVQijKU5PqCLHEm2JAoHpxRuLDJGfqaKbVEahkmlyaBS0agJR1PoVpaQ9vc00S4nN+MdfGiaSyRsBPMpA9cHivFXcSOWkyxJJJ9TXb/Ey4L6vBB2RP8a4avPrzcpNHo0YKMUxee9FJRWKsjoaFoHNJTgAOlIhISjrTljO4Zzz2q3b2M10+2OBj74qXKxooXK2MjPalUA1uxeGLlmHm/ItbUeg2NoELkMawnioLY3hhZvc5FLWWVfkRj7gVo2fhy4uRkgge4rtY7W2S3zFCMY9KhiaUOQq4WuSpjW9jsp4RRWpj23hWFciZwSK0I7KztIGjWMFh3NPuS5fCtg1WjkcyMjcn1rn55z1bN1Siti3atICAp2qPSp9RYyhBuOB3qKxRhLhyApqbVJba3iyJFJ9M1FnJ6I0uorUy76QGLapJ4qrDeJaoCo+aqNxrMQJAGax59RaRzsrrhh5NXOWpWgjvtD1IT6vBvYA/N1/3TRXG+HZ5G1+1y5/j/wDQTRXTDDpI5J4i72PZaKKXBr6Q+cEopcGjBoASlAzRg0ooAMCloooAKKKKACiiigAooooAKKKKACiiigApD2+tGQKkgw1xGD/eFRUdoNlU1eaRtTDbdWEY6CMkj8qXBadMYyXwaqzXTnW5Fx8sUfFWbR2edSw6Ek/lX53XlepJ+Z9xSVqaRIV/4mWSOMn8KbDcafcX2yeWMFOCQ1Vr+Oa6WaKBiJGjbBBxVay8Jackk7xjfMkZZmdiece1VT1RcmkieHU9L0aG4ae5WNDMzIByzcntWbca7rGpuRp9sLS3/wCe83Uj2FVV0iDR54Z1RJ5pDu3SgsBnnAFS3N1bwiSeacR88oTyPoOtbW7EJakSadaxS+fdM99cnktKflH4VDe3MxaL7W0VtbBsqW4wPpSw3Oo6i+zT7Ixp/wA95xx9cUHQHuL7e4fUJTgvPIcRqfYcUvUuw1tSluImGnWzyx5wZpPlQfzzU+n6ZBqsxGp6l5wXny4OI/pkdfyqxfXWn291b2V7LGxXkQQqdpOPapjczvcxhbNYLZRwCOR6c0nOxSjfYr2tpZLG5u5xHbbsR20PylgPXHWq+pavqMMyJpkC22nR48yWZcGtK7t7WQGcxIWUYDnIxXmHjDxTb32njTbWRyYpDucZAYCtqEHVla2hlVqKmrnoccMN8xuRdyXRVdwXOR+HNaWmv5SlJn8tnI2r049680+HF/e3HiGGOaRxGIiEQKQD1rsvEjXLrdW9owVmXjPUGorUVCfJcKU3VjzHm/jbX9RudTutPZ8WaP8AKijjg1peAvDF+Z7XV4niEYf5lYZOKu+FfCrwXry63ZGaKUFUYndyenSu4sdOg0wObfbHBgjGCOa6qldRgqdMwp4d8/tJlXxIBLfFH+aNlwwHPFV9I8IadagajZPJBdBsqc8Y+lQSXL3d1M8mRsOBXTWoEWmRsWOQuT+dee5zgmkzs0nq+hyN7dRJ8Q4DenzolT5FPA8we3etTUTNNMZWhdQxxyMViXRVviDbyffSN2bn6ith9dvdf1V7eKw/0aDO5z0zitqsU1FeQov3rs2fD5P9nTk9dxxW5ZoQ8h7CPAPpWRpQzphCjBJNWV1VIHkhjjknZhhgo+775rldr6FVPI53UvDK65qPn/apPLjPMaMeT/Sruk2f2a4vLfbkqRgmtC0huRdOgkRd65VEHIB7mprfT5I7m8G/zCzDkVTu1ZmfMkzGvdIkvHjE7pHaAnkDLE1fgtLaB4ikMZK8KzjtViezkkjRd4jjB57k0+7iZLCRYP3GFwJpDz+Aprmeg7ok8+zaaK3jmTzVbc0eeelW/LWVXCJlWH+sJxj8a4u8uRp2q29wQ19donyKvHbqx6VW1G81TWWC3d0Y4iM/ZrbgL9Tz+laqCT5pMhpswNW1O10Txi/2i4MyKuQUbcVOelacHizUfEEr2mm3sNrajhmCjzcew/8Ar1S13w9H/YckcUSJIDuwOWatPwV4XsotJgvmV4rtwwPv6V0upT9ndbmcYz5vIlTSraGczMpkmH3pbtt2eOwNSQxmVm+0T7LML8zL+mPSql/Yxae8j3Nx5kgOclv6Vft431XT4nZjGiryo4DCuPne9zr5VaxcvbLRotFuElKA+UdsxOWORxk14XcFYJ5Y4XEsYJ5I4/CvTfEenR6i07RXz25jCo6k5XbnrxXmmpWaWN60UcwnjUcOvevVwMk1ueZjIu5CiqZAUcoc5yvGK7Pw5ruzUIodStxK5IEcqHaemBk1z+m3CWdk7Ikcs8ny4I6CtXRRfTam8+lpGzQR72ZuimuisuZMxpJRdzurHwTMLq5ur63VCxJ8xG/hbrW9oMVtb3t1ZWcrSCGIZDnjqOPfrXjM/jjXp5X868YpIQGUV1Oga+Lq4Mmn3Yt7t1CtBKRhsY5Brjq0JqN3sdNGtFtxW523jC4ay0UCWxeVJJcEH+EV4Nq0iyanPJGm2Mt8q+nFfQOryNf6Wsc+BOqEO5PBJ9K8C1G1jgv5FSTzAWOeOhzWuAcUYY2MmiK22kKM9ua9O+EkpOq3yhtpMYOPpXmkKA3CqBgdQRXXaHHd6TpE+r2Rb7VITEuP4fU/ka3xNprlM8NdPY6L4ga7qcWp74FV7GNdu3Gee+a8tEe4u2AC3JxVuTU7u5S4SeZnLPucnvUEZ6+m2nTp+zjZDqS55nr/AMKbNE0Ge52/MXwDWV8Xwy6dpQPI3P8AyFdH8MAF8Jrnu5yPxNYfxZIn0y0hj+fyHJcj+HOMZ/KvOpa4s6638Cx594X1caVdylYle5kUJEWGQCSO1epaT4Ug0+6nvLkFbmSIZRPu5PU14rZl4byOdQCY2BGfWveNB+2ano32u9dhLMQuwcYFdGPvBpxZlgfei7nmPinda+LpraN/JjBBTacKvAq5dW8EUcf2+6T7YRuS4Q9vQ1l+OnWDxhfIoLBCFyev3RUMGl38ugjUf3ktsG2suOg9q15G4KWwoyXO4o249Ru7VFS9wI9uI7hRlSM9PantbWtzAzswcyHjj+tXNDtNOTTXnaWWa2l+UwOpOD3PSs1UitnmfSp1lhRiWtnPzH3WseZPRGrTW5NZalfaC7Qt/pNhn5o35K/Srcul2OrRG40KYebktJbk8n8Krrew31oFRPLmLgMr/eX8Kgn0+4sb4T2j+XdJgl06H0zVJ9yXG+xe0jU49MvEE3mQXEThjG5wBg+laWm+K30kahqiW7BLibhQvX3qlDq+neIkNprcQhv1JUXIHDGquo2N9pMBhldprJ/uyJggflSlSUtwjJxLdxrtpKYdSttyXZuMySFshgT6dq7rxWoTRLAxtuTz0brnGQDXmMmi2zyiXSZ2jiZQ0vmOMceleh6q0i+DtMMuWfz1Bz6VjUjGLSRacpK7OosAhQSEcic7PrmvGvivKZtZWN0KMH4P4V7LamMxLltu2fK+5zXjnxWmkm1wRvFtZX6+vFPDfxjPEfAcFEFJ4OcHFa+gYXXrQ/8ATVf51jJhGOOMmtXRCRrlp7Sr/OvYX8RHmS/hs9wYkn2oApw4HNIK9hHjiYoxS0UCExRilooATFGKWigYUUUUAFJjmlxRigApMUtFABRnFGKCPWgAyKMUm0UtACHikzSmkoAKUdKSlFACnpTcmnUuBQAwEgg81y3i3wimtRPcwIFugMgjvXV9cjH0py5C4JqGlLRii3F3Pna+sbnTpTFcxMjA4yR1qvuU9yK991vQLHXIDHNEqv2kAry7XvA2o6VIWt1NxD22jtXHUotPQ7qdVNanKZyeBxRU0lpcxsd8Mi+xU0wQyk4ET/8AfJrLkl2NOZDKKVlZGKspVh1B4pKl6bjTvsFFFFHQa7FvS7g2uqW0oONrjNfQ8MhltoZAeGQGvmw8HPpXvvhS9F94Ys5A2WA2GuzCy0OTEQNjA9BTCcE4p54phHOa69WcuiE7570H5jk0UUrWHe4mKDxS0hoATJpcUlLmgBaKTIoz6UALTTknjqDThyM0vC5YkDbyc8cU1oG5438RJVk8TyDPKoB/OuSrY8U3Iu/El3IrbgGwKz4LG5uTiKFm/CvKrSSm7np04twViqck/LzTwvHXBrctfC13cOokVoz3rptM8G26yKZDvx1zXLPFQitDqhhZvc4SGyuZziOFjWvZeE7+4dfMQxDvmvUV02xskXy0TioJ7u3LMgZQ4HFcjxspaROuODiviOft/C1rYKJJ8P8AWrUUlravugiAH0qG6nlmBjZ+Pao0BjhIAycVzTqOT1Z1QpqK0RPeXhuGxwopkVobgjncorMPmTSZz096t22rRWmd7AY7UuTsVzdzoI4RHa7T0x0rAvLq4iLgIcdqLnxnAsJREBb1rm7zxFdXYKqgUetaU6Mn00InVS2ZpLeFOZWw3pVO41hFc7WGfWsl/Ol+ZnJJqP7E7/Nya6o0aa3MJVZPYuT69O5wj4xVGe6uLgfvJSc0xl2HaVxSxRea4UZroUacVdHK5VJOzIRG5PrVq3smbkitOLT8BeMnvWj9kZUAVOayniLaI2hQv8RD4a01zrdu23gbv/QTRXY+FtOZruFmQg/N/wCgmisY1pMqdGKZ0dP7UmBS19WfKhRRRQAUUUooASinYoxQA2ig9aKACilUZpcUANop2KMUANop2KMUANop2BSYpANxmrFigN7Hn1qL0+tWbAf6b9BxXPi5Woy9DowsearH1GoS9/qEnoQo/Wr0EwgKtIeNnQfXFULEF2vCWOTMc/ma171E07SmuoUUysgyX5718MoKT1PtH7qsVri/GkW7XtxCzREgLtGSc1lWWu3eoR3k1paKq+WS5VzuIweMetZ01zcaxYzyXdxIdnKhTgA1V8IW8WZ49gxgnPc1SSihxjfVl24vtTvrKJBFHp0CqB5s/LkY7cVJY6NGsq/ZF+0XTjLXF382PcA5Brcs7G3jsHvXTzpgTgy8gVxs2rXtz4rWJ52EJGPLXhad9NAS6HR3CLZQPFFqMjzvw6g8D6en4U+Jbo6YiJP5dnHxuByzUzU7aGyslkgjCsWGfyqxbOf7DZu/lu2fcDrWKd3ctq2py/jLVrbw3a29zBapJdXH3ZWGdv8AnFWvCXiIeIJ5rcq8iqgZ5M8bh6V47qd7c3eoS/aJ3k/ekDceleteANJt7CcSwGQF4AxUnjOK9LEUKdPD3ktTz6Nac6rSeiH+IddGkwSyMCxjJjWHs4I6n868+0PwndeKftV5E8USIxJTPPNd7d28Nxqskc0auhbkGujsNE0+wKyWlusJaM5CcA1zUK6o07R3ZvUo+1kmzM8JfZ4BJavHGJ7FBukVByPrTb2b7TePJHyGbik0fEWi3joo3vKQzdyOKiiAjxt4weK5a025HZSgo7HX2GBCseMgjIz2NGpWMV1pi+e7W4DEs4HUVShY71GeME4/Cr2rqJtFSOTlWODSpzsRNanKzHT2u5IbCYSqo+8DuyfpW+0TDTQdu0BKy7Lw9p+n6XLcW8bCQ85JrbuXK6bgeg5/ClUavoETz7T4hP41aeVXEKBiznoPrXX+Ebd7Cy1EzP5iyykoQOMYqxpNhB/rWXezMQS3pW7bABXAAwAQPbiuhzukjN7Mz9NTZZgHGWJzkdKlkkHmLHBHls/N5Y7VagRfswOOoJNWoYkWTao2gjJxWSiEpGZJNFZ3e7lpnG1VUfzplrrNvZ2VxeX1xHEC33+/0xSaheyJqItwqbPcc1xMtlDcXPn3AMzg8bzkCrSSYcikjcl8WveBhotg0i84uLk7Vz3I65rGkgvb2cXGpajJNg/6tWKoD26dfyrRG2G1WUIrH0YcVDZSG9uyZABt5AUYq5y5VoaKmkiK10p4pHk3yPKTlt7HAX2FOufs8dsEDv5rnpGMED6U7zpHkun3FcHG1ehGKfawJOyyOTkpnA6VgpXepVuhgm4WG9jWR3KE8lnOfSutuXt7C0sZFmKwJ82AeX6Vi3Nrb297C6Qp5hbAcjkfStvVoFuL7S4nLYZvmIPJ6VpJK1g2QyTSLPxBCt5La7brqqliPzFLPpc0UoS4kynl8rENqjGPTrWjpFuE1++j82RkRRsUnhenSpdYJjuodvGcgmsm2tCFLUx9V022k0FkSIKZWUEqvJGR1rxHWYkttbuYEG1VOMCvUb/xDqEGiXDCQMU4UsM45ryS4uZL7U3lmwWY5YjvXsZdH3Wzz8bK0rE2n2ryaglvHIsPnNsLPXqeieHB4d8P6pcSsPPaIgMOjDiuC8LWsVxrDecu9UVmCnpkDivUZZWm8J3zuefIIwOnWliqr9rGHRlYekvZykeLwQWkumSzsJPtG75QDxVWA7GOQwYHh142mm2TfNnAOOmaJDmZjgcmvTj1izzE38SO0i8Q7PDrWt7dvLcHHlFWOQKy9JtrTUUlgkcmVm+WUfw/WsH74+bt0qWzuJbO9gkhYghunasXRUU+U6FWc37x6L4X+HsWoTXLXV0DFGdqmLjd71p+Jbafw1YQW1lCr2aQkyZHOTkVqeE4/NmhuNzIz7WdUOAxqz4tjW8s7lZc4EX8P1ry5Vpe1SZ3cijFtHgyPzK4bC7i2PWpYlJB+gpJoUgmdEzgA4zUtvyjZPavXl3PMhuew/DO8hg8I3UlxKIkhk/1h/h615p4onvIr6Rzf/aILz5/lbqKm1cNaaFaJBI6JKu51B4Y+prk5J5JiokYtt4Ge1c+GopyczavUajyl60RZJIgBt+Yfzr6Lt49uj2ax4U4Svnew5uIQem9f519FSAfYrdeyxDHtxXLmL1Rvg1ozwTx5HInjO/DvncwOfwFdD4DM+v3MWnzzNFZWqblSPhW/wB6sHxyB/wlN43UnH8hVXwrdTxa3axRSsiSsFcKfvCuyS5sP8jng+Wuey31nFb6DdC1hRFSBtuFHTmvHdIez+0hryV4Apykq9c+le06woi8O3gTjFtkV8+oxaWIHnc3Nc2B/eQdzqxcuSaOtu9QsbyYK5aGTP7u6j4J/wB6rsOoSWO2HUgWilIK3C87h2rIhtoYNcW2EYaFsfK3OPpXY6gIoI5NLW2hNrGiuAy5OSAT/OnUkk1ESuryMy9sLW7DSgqqsQVVffvSWepXvh9WtrpDeWDH7jc7RWfJI+m6ylnA7GAqrhG5wSe1dBehTZM7IrkgfeFJtx0CL5ipLpVtqCPf6HIXjOC1qx5BreuPFMeqaNa6dLEYLyGZQyY4wMVyV8p0i3h1WxdobhsEhT8p/CutsLWDWLSz1C6jX7SWGWTjNE4px5i1o7HoFh5JgUOvytcYX2Oa8g+LEssurCF4thWQ/NjqMV7FZwp5DMRkiXIz2rx34u3Ur60VYggPgflWeH/jEV/gZ59gZFauijGtW3/XRf51lIcqK1NJJGr2+P8Anov869eL99HlzXuM9xbp+FIetOI+57gUEc17NzxrDaKdgUg60AJRTgBzSd6AEop2BS4HpTSHcZQOtK3BpO9OwXHUU2n/AMIqLBcaelJT8DaaavKmiwXFHSkNKPumkHK80WC4lFOxSfx4osFxKKU9aSqSC4UUUh607BcUdadSAUtFguFFIPvGnEc1NguJS5AGDj8RmjFI3alYOYrT6dZzAmS2iPuVFNTSrBGXFlCf+AireARzSjPrRYOYwNS8G6TqZkkaAR3JU429M14xqmnyaXqM1rKMFGOPpX0OqgN34NeQfEmJI9eDKMFlBJrnrUly3NqNR81ji6Wg9vpRXHa2h2oTvz0r1H4YawDFPpsh5HzIK8taug8HXEtv4ktGicqWbDe4rWhK0rGdeN4nuzUnanyqNuenFRjpXoHnid6aaeRxTByaAF7UU2nLQwtcKMU096r3l3JbomwKcjuKTslcUbt2LXQcY3e9ZGpeI9K0hxHczje3BC84rk/EXiHUkVo4pzGCP4OKyNBs4tQYzXe6aTPVzmuOtjFT2R3UsI5vVnfP4qsgo+zBrhmHAA6Vgapca7rQZATbQeoPNamnWVvA+Y4wpxVkooDgDAz0rxq2ZVJux69LLqcFzHJWfg+CNfNlPmsTyxrrdP0m1trcbYkU+uKjIG1RjjNW5nZLcBTjiuGdSU92dkIRhsiKW22yBlC4PoKdcOljDvK8kVUaVwqnPNOuZnntMSc1nfoarUx5btp3Mik7fSqEiBJxK74z71De3ktqrLDtUemK5bUL+5c8yGumnQ5jGdbkOquNStYW5IGKyrnxMoysQB7Vy7SyScuxP1pg46V2ww8FucdTES6Gm+rXTMSrYBqm7yzEtI5z7GoVParMChs5FbOMYbIxjOU92NgRfMGSTWtZWH2hiQOKq20SM5BFdPpUaRwkqo6VzVqzSsjro0u5lyaXMzhI6trpzwBVkHNXfNZbgYAHNWLo5Ic/ex1rmlUdjphBJmTfadAQrAAetVLWyDzEoucGrsjGZyrnitnSLOFei9u9HtWoidNXuR2dkW/gyQK07a2Alw8dW7RFEnAx9K0khQzjIrBzuXaxc0aF1uIdijHP8jRW3pcKLNHgY6/yorWlsYVdz//Z)

Chair’s Introduction 103

Board of Directors 104

Executive Committee 109

Corporate Governance Report 110

Governance Structure and Division

ofResponsibilities

117

Composition, Succession and Evaluation 121

Report of the Nomination Committee 123

Report of the Audit Committee 128

Directors’ Remuneration Report 136

Directors’ Report 158

CORPORATE GOVERNANCE STATEMENT

102 Burberry Annual Report 2024/25

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Corporate Governance Statement | Chair’s Letter

CHAIR’S INTRODUCTION

We have also announced that Fabiola Arredondo, Antoine de

Saint-Affrique and Sam Fischer will not stand for re-election

atthe 2025 AGM. I would like to thank Debra, Fabiola, Antoine

and Sam for their service to the Company and the extensive

knowledge and experience they brought to Board discussions

throughout their tenures.

More information on the appointment processes and induction

programmes for Josh and Stella can be found in the Nomination

Committee Report on page 126.

Board effectiveness

The Board conducted an internally facilitated evaluation of its

effectiveness during the year and I am pleased to report that

theoutcome of the review confirmed that the Board and its

committees continue to operate effectively. We also identified

areas of focus for FY 2025/26 which are summarised on page

121. An update on our progress against the actions identified

inthe effectiveness review conducted in respect of FY 2023/24

is also provided on page 121.

One of my duties as Chair of the Board is to review the

performance of my fellow Directors annually. The aim of this

process is to ensure Board members are able to contribute

tothe best of their ability. Similarly, our induction process

isdesigned to support new Directors and me help them to

beeffective in their roles as quickly as possible and, as such,

itis critical to the continuing effectiveness of the Board.

TheNomination Committee performed the annual review of

Directors’ time commitments and independence on behalf of

theBoard. Further information on its considerations are contained

within the Nomination Committee Report on pages 123 to 127.

Colleague voice

During this period of change the Board continues to take

opportunities to hear and understand the views of Burberry

colleagues. We do this in a variety of ways, including through

theGlobal Workforce Advisory Forum and town hall meetings.

Attending these meetings provides my fellow Non-Executive

Directors and me with opportunities to shine a light on Burberry’s

culture, witness how our values are embedded and hear about

key issues and concerns directly from our colleagues across

thebusiness. The Global Workforce Advisory Forum meetings

are a particularly valuable feedback mechanism andIam grateful

to our Forum members for their participation aswell astheir

frank and constructive comments and advice.

UK Corporate Governance Code reforms

Further to the reforms to the UK Corporate Governance Code

published by the FRC in January 2024, we have been reviewing

our governance framework and practices to understand the

impact and ensure readiness to report against the new Code

forFY 2025/26.

It was an active year for the Board as reflected in the number

ofadditional Board and Board committee meetings held during

the year. I am grateful to my fellow Board members for their

engagement and continued commitment. I am pleased with

theway our governance processes operated during the year

andserved to support Burberry for the long term.

Gerry Murphy

Chair

“The Board

continues to

takeopportunities

to hear and

understand the

views ofBurberry

colleagues.”

Dear Shareholder,

On behalf of the Board, I am pleased to present the Corporate

Governance Report for the year ended 29 March 2025. This report

describes Burberry’s corporate governance framework and

procedures. It also summarises the work of the Board andits

committees to illustrate how we have discharged

ourresponsibilities this year.

Areas of focus

As reported elsewhere in this Annual Report, FY 2024/25

brought a number of challenges both as a result of a difficult

andvolatile macroeconomic environment and matters specific

to Burberry. It was more important than ever for the Board to

focus on key issues to the benefit of all stakeholders. During

thecourse of the year, I held 35 meetings with shareholders

andalso attended a meeting hosted by the Investor Forum

todiscuss business performance and governance topics,

includingin relation to our change of CEO. In all meetings

Isought toreassure shareholders regarding the Board’s focus

on understanding and addressing reasons behind the decline

inBurberry’s performance.

Burberry Forward, our refreshed strategic plan, launched in

November 2024, is a clearer articulation of Burberry’s priorities

and marks a return to focusing on our strongest categories and

traditional core customers. Our Board meetings, which included

an extended strategy session in October 2024, provided

theDirectors with a number of opportunities to engage with

executive management from across the business during

thisperiod of transformation.

Further information on the Board’s areas of focus during the

year is set out on page 114.

Board changes during FY 2024/25

There were a number of Board changes during the year.

Jonathan Akeroyd stepped down from the Board on 15 July 2024

and Debra Lee retired as a Non-Executive Director following

theAnnual General Meeting (AGM) on 16 July 2024.

We appointed Joshua Schulman to the Board as Chief Executive

Officer on 17 July 2024. Josh’s proven ability to build global

brands and drive profitable growth are key credentials for leading

Burberry into its next phase of transformation. In December

2024, we announced the appointment of Stella King who joined

the Board as a Non-Executive Director and member of the

Nomination Committee on 1 April 2025.

103

Burberry Annual Report 2024/25

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5IJ4zlJI2wRX0t4L15/EfhWz1GYKLhgUmC9N6nBPtnGce9bYrBuglJO6Jp1efQv3Gn3U32zy9ZvoPtGzy/LSA/ZtvXZujOd3ffu9ttST2U81xLKmp3cCPbmJYo1iKxsT/rRuQneOmCSv+yauUVxGpn/ANnXX/QZvv8Aj18j7kH3/wDnt/q/9Z7fc/2KP7Ouv+gzff8AHr5H3IPv/wDPb/V/6z2+5/sVoUUAZ/8AZ11/0Gb7/j18j7kH3/8Ant/q/wDWe33P9io5tKvJUCpr+oxEW6w7kjtySwIJl5iI3kAgj7uCcKDgjUooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttrQooAjjjZHlZpnkDvuVWC4jG0DauADjIJ5ycsecYAkoooAfH3p9Mj70+qQBRRRQAyb/VNVSrc3+qaqlABRRRQAjdKbTm6U2gAooooAKKKKACiijtQA2qt++y0PrVqqOpnFsaiSdijmZm3SfjVaZsHZ3qR2/eD60jrukzXHPc9Gm7WKwVvarMQA4NMC1IFqDobB0U/wAVQsNv0qVkHrUJUnI96ATBuBmq749anbAYBqqzuiy7c0FW6laVlxyaozsMZz0q47Rn+GqlxGGQ7BjFMiTZQWQ+ax7Guk8NyhLlCODmuXUbWOa3NH3KolHYitaW5y1knE9YByPwoqK2ffbxt6qKlrsPPtYKKKKAClxSDrTqACiiigAooooAKKKKACrtv/qVqlV23/1K0ASUUUUAFRTfw1LUU38NAEVFFFADaKKKACiiigAooooAKKKKACiiikxow9YbL49Kwwc5ra1jib61i9GIrCZ10th6tk1MBxVdOtTZrG50x2B+BUROalLDBzUWRmmUmRkA1GfQCpWYBaqPMo6tikwbGy5wRis+c7eoNWWuEb/loKgkVZf4xSuhSZlyyjzKbC5ecY6A81NdWwRgQcmq0W6O4A7ZppXMZM7Lw5HjU4mHrzXc1wfhmTOpxD3ru67aaVjiqPUKWkoqmZtoWlFJSikMWiiigAooooAKKKKACiiigC1RRRQBHRRRUgFeG/Fjwpe22vTa9BC0tjchTKyLnyXACnd7HAOfUkfX2b+04PtEEHl3e+dpEQ/ZJdoMZIbc23Cg4+UsQG/hzmq8OvWc8ZdIdRAFu1x8+m3CHYrFSMMgO/I4T7xGCAQQa3w9d0Z8yInBTVmfL9lY3WpXcdpZW8k9xIcLHGuSa+lvBuhP4b8LWWmysrToC8pXpvYkke+M4z7VbTU7GLd5dtdputvth26fMMp6fc/1n/TP7/8As0+XWbWK0a6aK+MaxRzELYTs+1yQAECbiwxyoG5erAZrbE4x10o2siadJQ1NCis+41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFST6nBbXEsDx3ZeO3NwxjtJXUqDjAZVIZ/9gEsfSuI1LlFZ/wDbNr/zyvv+PX7X/wAeE/3PT7n+s/6Z/f8A9mj+2bX/AJ5X3/Hr9r/48J/uen3P9Z/0z+//ALNAGhRWf/bNr/zyvv8Aj1+1/wDHhP8Ac9Puf6z/AKZ/f/2ajm1+zgQO8OokG3W4+TTbhztYhQMBCd+SMp94DJIABNAGpRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRWfcaxa232zzIr4/ZNnmeXYzybt/TZtQ+Z77N23vii41i1tvtnmRXx+ybPM8uxnk3b+mzah8z32btvfFAGhRUccyyvKihwYn2NujZQTtDfKSMMMMORkZyOoIElAD4+9Ppkfen1SAKKKKAGTf6pqqVbm/1TVUoAKKKKAEbpTac3Sm0AFFFFABRRRQAUHpRQelAEE06W0TSucKBXP3uu2dxGYySNo+9Uvi2Ro9LVEONzcmuVWBXVY+Cvf3rmqVbPlR20KKlDmLcc0Vw+6NtwzjFRaleeRhRwar3Pk6UBMit5a8sAKqXcy3DGc/LEBkFu9Yz7m0Fd6Fb+07oTEQ7n9sVOut3m4I9ocnueKz4tRvH3i3VY41HDFck1mPqV/c3PlSseo5HFJRbV0OcuV2Z10V1cMfnXAParkS8ucnkdM1zWnarL5ht5F3AHGc1sw3aFygJO3k8VJtFkhlHmlT/CKp3F1tfJwRWbqeprbXBwT8/B46Vjx6x51x5UI3MT1JxQtRSqW0NqXV0jB2oM/Sqg1qR2IK/L9Kz7rXJ4JUjkto5AzY+VcY4q1Ff2t0ir5Pluw5Bq+VpXM/aX0LYaG6GQcGtfRAZJlhAyueua5xHWOVkC7eM5zUCXt7GBPbzYhLYBB61VN9TKeuh7zZhBCiIynA5AOanx82RXlngXWrl9bjt5HZllBJBOcV6lghsdutdcJKWxx1IOErMdRRRVWMwooooAKKKKACiiigAooooAKu2/+pWqVXbf/UrQBJRRRQAVFN/DUtRTfw0ARUUHikzQAlFFFABRRRQAUUUUAFFFFAB+OKawU8lvypT0rAvtadL14oiF8vr71MpJblwhKWw3XJlFwqMyoAM5JritV8U21nOIYI/tE/8AdQ/rS/EGa+1GxS4soyZIgfMC9x61yHg3y7hrrUXXDqoj+br05/lWDszspRcdzoH1bVpV8z7OEY/dGcVn3Ota7GArSRKSfX/61WYrl7m4ZGU7M9TzWTf6VeS3O0RErnIb2qeRFOq77E517xHb/OipKAOg5qm/xB1WGTbLBGrdwa1LK1ljmSEZBHU1Rj0q31Lx4LaSJHhiTdIMfSnZIbctyo3jzUpC+FQHPAFLNf63fIsm8RqOTU3jfTbPSpLee3t0RN4B296iV2lC7W+VsYXPahpMXM0Z5m1JZAX1NE7EVOn9qPETBqauRS6joNxcTBoFXYeox0pI9HmgQKsnlsO+KnlRUZyvsRSeINb0lk+3xrLB/fArotI1a21iUQWjZmxkr396w9TSR9OeKXMhQbs9sVU8CpcWWqy6vHEpDDaiMOnanGxnUve6PV9AiltdXt/ObyvNbaiHqfevQfNjE2wyqXIxtrxl9W1Ea0t4ZVDRr8gA+7ViLXLqO9ikMzNK0gyxPvVqokzN0HU1PYMEHHYdaWooGMkETnqyAn8qkrdO5yWs7IWlFJSimAtFFFABRRRTsAUUUUgCiiigC1RRRQBHRRRUgFcx4u8cab4RiRbgNPeSjdHbRnBI/vE9h/nHBrp6+cPia8zfEHVPOJypjCj0Xy1xiuvB0I1qlpbIzqzcY3R3em/GyznvFj1HSZLWBjgzRzebt9yu0cfT8q9QgniubeOeCRZIpFDo6nIZSMgivkevon4VvM/w/sfO5UPKIznOV3n+uR+FdGOwtOlFThoZ0akpOzOzooorzDoCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAHx96fTI+9PqkAUUUUAMm/1TVUq3N/qmqpQAUUU09aAFPSm0UUAFFFFABRRRQAUUUHgZoA5/xVF5uk7gPutXKwx7FDnOa7+/txcafLEP4hn8a4fayXIifgAVyVoa3PQwk/dsXkgWWLLbSCO9YN7YtI4Vz8pPGK37dhgjtVN237gexrOTujSCaehRgtY1wGUbelV7+xtCN8agNntV8IGbJY/SkdYx/yzYmsoykjbfdGDZ2JSZpQpPU1PYuyb5WHLdsVozSuECxR7C3BJpkMJBKMc44zVbj5bM5TxA5N1GVwc9qoWMOZw3l857VravbFbrf2BzUlmFBV/LAz3qrWRDim7ky21vIQ5QZU55FVb/T/ADpQ0WAU6YFbiiFhnFMfywQRxipvLYTjpoYZAd0BU7/ut71BfItuv2aFNscZz1rXV4TfAmsjWnWO+8wDKs21qtO2hmlrdm98OLZpvEplOcRpXsOcsfYVxfw90ZrCwmvpVw8/Cj2rswp59ODXZRXKjjxE+aYtFJS1pe5iFFFFIQUUUUAFFFFABRRRQAVdg/1K1Vq1D/qhQBJRRRQAVFN/DUtQz/w/jQBEaSiigAooooAKKKKACiiigAooooAZIcRsfQVwzbZNRmcnkmu6k+7XKalYfY9Qkdfuyc1z107HbhJJXTK5XdEy7R8ylSCOorz7R7ZIb3U7PGwrKSq+2TXocsoLsPvMB8o9q5rV9Fla/Go6eypOV2uGOMjuK57tHT9vUqWyywOSIwwq6ZZpRhYwDVOPUpbc7LiwkDDqRyD+lI2vuH/cadIT6P8A/qp3Zp7Jblm4ij020lvryQAIpIHqayPA0Ukl5d6lcZ3XRKqT6f5FVdTttR1Y7ryXEIOUtxXTaRbG1s4kbAI+7jtTuTKBmeOtM+16VJFtO5eUriNCuROFtGJW4j4we9esatGtxFhq8z1PSIV1IPHIYZO0g7U1Ihw1OkgS4MYQn5un1qddKlm5eTA9KyLR9etFUskVzGPusOpq+NY1cnb/AGcqH1LZpNmigRa5app+j3LdyhUA9Tmo9JszaaTbIq4OzJP4064trjUZlfUp8LHysa9KuRuCNoHy9BTiTKKK95cRpdxxH7zp1/KqiKwvoBn/AJaL/OneIUS3ltiBmRq1/C2kNq+uQqw/dwjcx96EryHdRi2eu2n/AB5wf7i/yqWkXaFCp91Rtpa60rHjS+LQWlFJSiqGLRRRTQBRRRTAKKKKkAoooqkBaoooqQI6KKKkArj/ABr8P7LxcI7gTG0v412rMF3Bl9GHGe+DnjPeuk+xz/aIJP7Tu9kbSM8W2LbKGJ2q3yZwmcLtIPHzFqgh0u8iQq+v6jMTbtDueO3BDliRLxEBvAOAPu4AypOSbhUlTlzRdmJxUlZnmOnfBOUXatqerRm3Dcpbodzj6np+Rr1uztILCzhtLWMRwQoEjQdAB0qr/Z91/wBBm+/49fI+5B9//nv/AKv/AFnt9z/Yol0+6ktGhXWb6OQxRxidUg3qykkuAYyu5+hyNvHyhaurXqVfjZMYRjsaFFZ9xp91N9s8vWb6D7Rs8vy0gP2bb12boznd337vbbUk9lPNcSypqd3Aj25iWKNYisbE/wCtG5Cd46YJK/7JrEsuUVn/ANnXX/QZvv8Aj18j7kH3/wDnt/q/9Z7fc/2KP7Ouv+gzff8AHr5H3IPv/wDPb/V/6z2+5/sUAaFFZ/8AZ11/0Gb7/j18j7kH3/8Ant/q/wDWe33P9io5tKvJUCpr+oxEW6w7kjtySwIJl5iI3kAgj7uCcKDggA1KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKz7jT7qb7Z5es30H2jZ5flpAfs23rs3RnO7vv3e22i40+6m+2eXrN9B9o2eX5aQH7Nt67N0Zzu7793ttoA0KKjjjZHlZpnkDvuVWC4jG0DauADjIJ5ycsecYAkoAfH3p9Mj70+qQBRRRQAyb/VNVSrc3+qaqlABTT1p1NPWgBKKKKACiiigAooooAQmkzSmkoAQe3NcvrViIrppVztYZ/Guoxis/Wk8yw4XkHms5q8TajU5Z2OWhJ2moJOGxU0TBpGRecCopATJXHJWO9O0tCSLA5bpTLq5S2iMhP0FCHDEt0HSsi4Y3175eT5YPOKRvcli865zNIRg9BVmGNi+0elVpGuoCFgClR60sd68abpcBz1p2E5XMvXIfMjdM7WzxWRYzS2kkaXBzH2NWtdvWZt6AsRyAKyGnmu0QMpQrzzVEq19TtIsZACggjrUF4gVT2+lV9Iu2aHyXGWI4NOvGZYZAe3Q1Bo2kZ8RzMCevNaGh6Odd1VI2GUDguRWRIxWeMdAV/Wu/+HEW2O5cctkfN781rTjd6nHOVkzt4Y1igSJVAVBjAp+PelAwMZ570V2I8693cKKKKACiiigAooooAKKKKACiiigB9Wof9UKq1ah/1QoAkooooAKhn/h/Gpqhn/h/GgCGiiigAooooAKKKKACiiigAooooAQ9Kz9StRcWRGTvXmtA9KZj7xP8QxUSV0VCXLK5xABW4Dj7xG0inSlUOCBnHerl/bG1uj8pCluDVK6GZATxxXJZp6noqSm00U5LSOd8vnPrVC4t443wCS/Y1qO3ljNUoovPuy7cD3pnQpEMVvGFEkn3uxNadtboY8o4z9ahniBGwjg9KpNE9quYmYE9jSsJsvXzqsRORgVxt7JA7uZApbPAFXr8XsyFFkwlY39luJNxLY7k00hGnod8UfYSNmehrpZUSWHdx+FcrZ2mxgw6etdBayOybGBwOhpNDuzPuogpzjpUduN8yntV68XcpFQWybZNuOeuKImU3cranHE96pdSdqcZ9a7/AMCaabPSPtEi4lmbP4VhWvhy51m6jmI2QAckjrXoUUKw28cScLGoAFb0463OWtU93lRLlc4UY9aSjgEgDrzS1ucgUopKUUALRRRQAUUUUwCiiinYAooopMC1RRRSAjoooqQCvGPil431CPWZNB064ktoLdV89422tIxAbGRyAAR9TnNez14J8WPDt3YeKJtWEbNZXu1hIq8I4UAqT2JxkeufY124BQdb3vkY1m1HQ4/Tdf1bSLoXNhqFxDJu3HDkhj/tA8H8a+kfCeujxJ4as9U8sRySqRIgPAdSQce2RkexFfMEMMtxMkMMbySuQqIiksx9AB1r6W8CaHN4e8IWVjcgLc4aSYDszHOPqBgfhXXmUYcifUzw7d32OjooorxzqCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAHx96fTI+9PqkAUUUUAMm/1TVUq3N/qmqoelABTT1oyaSgAooooAKKKKACiiigBDSUppKAEpGiWeNo5P9WRzTsUUkh6bmBe6Na2kJmgRt+eT7VgN/rTXcXcZltpF7lcVw1wfLlIAwQcGuStGzudmHm5PUrXUpSFlX7zdKisYBbRYfl35JqadM7X6jP5VmT6kRemCGJnwOcVinc7nroa+ENUL7bjAXv1qqdSnTj7LIahl1SRgfMtZB+FWkSoMS7tIygYjk1jywKG44qafWJi2FtXx2zWXJd3c02zyNvvTegNM2bQtEEkHQHFXtVx5CtjOai0+FprdI34Oam1kBVjh6MeCayctRX0sV9O0iTWrtbOJ9rYzur1Hw1oR0TTjAzhnY5Y1y/w9sv30903IHyqfevQDyMV3U1oebVm72FGAxwMUtIowMelLWpiFFFFABRRRQAUUUUAFFFFABRRRQA+rUP8AqhVWrUP+qFAElFFFABUM/wDD+NTVDP8Aw/jQBDRRRQAUUUUAFFFFABRRQaACkPWjJpKACkpaMUmhN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Corporate Governance Statement | Board of Directors

BOARD OF DIRECTORS

Burberry’s Board is responsible for the long-term success of our Company and is accountable to its shareholders.

Committee key

Chair

A

Audit Committee

N

Nomination Committee

R

Remuneration Committee

Skills key

Retail/sales and marketing

Financial expertise

Luxury fashion

Operational excellence/general

management

Digital and media

Regional markets

(ChinaandAsiaPacific/Americas)

Luxury brands (excluding fashion)

Sustainability

Dr Gerry Murphy (69)

Chair

N

Appointed as Chair: 12 July 2018

Appointed: 17 May 2018

Nationality: Irish/British

Board skills:

Key skills and experience

Gerry brings substantial international

andsenior management experience

tothe Board, in addition to in-depth

knowledge of managing business

transformations. His understanding

ofUKcorporate governance requirements

and extensive experience in the retail

sector provides the Board with highly

relevant and valuable leadership as

Burberry continues to focus on delivering

long-term sustainable value for all

ourstakeholders.

Current appointments

•  Chair, Tesco plc

•  Trustee, The Burberry Foundation

•  Senior Advisor, Perella Weinberg

•  Mentor, J&A Mentoring

Previous appointments

•  Chair: Tate & Lyle plc and The

Blackstone Group International

(andpartner in the firm’s private equity

investment unit)

•  Non-Executive Director: British

American Tobacco plc, Merlin

Entertainments plc, Reckitt Benckiser

plc, Abbey National plc and Novar plc

•  CEO: Kingfisher plc, Carlton

Communications plc (now ITV), Exel plc

and Greencore Group plc

Joshua Schulman (53)

Chief Executive Officer

Appointed: 17 July 2024

Nationality: American

Board skills:

Key skills and experience

Joshua is an accomplished Chief

Executive Officer who has held a

numberof CEO and senior executive

roles at global luxury, fashion, and retail

businesses. His extensive retail industry

experience spans over 30 years across

merchandising, wholesale and brand

management in the US, Europe and Asia,

with a strong track record of delivering

brand transformations and driving growth

globally. Joshua shares the Board’s

ambition to build on Burberry’s unique

British heritage to deliver growth and

unlock the brand’s full potential.

Current appointments

•  Trustee and Director of the Elton John

AIDS Foundation

Previous appointments

•  CEO: Michael Kors, Coach, Jimmy Choo

•  President: Bergdorf Goodman

&NMGInternational

•  Non-Executive Director: Farrow & Ball

•  Senior executive roles: Yves Saint

Laurent, Gucci

104

Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Orna NíChionna (69)

Senior Independent Director

R

N

Appointed: 3 January 2018

Nationality: Irish

Board skills:

Key skills and experience

Orna is a highly experienced

Non-Executive Director and brings

extensive international business

knowledge, particularly in the consumer

and retail sectors. She has a passion for

sustainability as demonstrated through

her role as Chair of The Eden Trust.

Having co-led the European Retail

Practice at McKinsey & Company and

subsequently held a number of advisory

roles across retail and luxury goods

businesses, she has a deep understanding

of retail strategy, transformations and

operating efficiency.

Current appointments

•  Trustee and Deputy Chair, Institute

forFiscal Studies

•  Trustee and Chair, The Eden Trust

Previous appointments

•  Senior Independent Director: Saga,

Bupa, HMV, Northern Foods and

RoyalMail

•  Non-Executive Director, Bank

ofIreland UK

•  Interim Chair, The National Trust

•  Chair, Founders Intelligence

•  Partner, McKinsey & Company and

co-lead of its European Retail Practice

Kate Ferry (52)

Chief Financial Officer

Appointed: 17 July 2023

Nationality: British

Board skills:

Key skills and experience

Kate is a highly experienced Chief

Financial Officer, having held roles

inboth public and private companies.

Inaddition to her financial acumen,

Katehas extensive experience driving

business transformation and strategic

development, and a deep understanding

of public markets. She has particular

expertise in the retail sector, as well

asan excellent understanding of the

luxuryindustry. In her early career,

Katewas involved in numerous IPOs,

including Burberry’s in 2002. Kate is

aCharteredAccountant.

Current appointments

•  Non-Executive Director and Chair

ofthe Audit Committee, Greggs plc

•  Trustee and Chair of the Audit

Committee, British Olympic Foundation

Previous appointments

•  Chief Financial Officer, McLaren

GroupLimited

•  Group Chief Financial Officer, Talk Talk

Telecom Group PLC

•  Corporate Affairs Director,

DixonsCarphone PLC

•  Director within the retail sector equity

research team at Merrill Lynch

Fabiola Arredondo (58)

Independent Non-Executive

Director

R

N

Appointed: 10 March 2015

Nationality: American

Board skills:

Key skills and experience

Fabiola built and led a major division

ofYahoo! Inc. and brings relevant

international, strategic and operational

experience of internet and media

sectorsto the Board. Through her deep

engagement with the World Wildlife

Fund,Fabiola’s background also includes

overseeing sustainability initiatives.

Herdigital and consumer knowledge,

coupled with her extensive international

non-executive directorship experience

equips her to provide critical insight

intoglobal market dynamics, digital

innovation and sustainability challenges.

Current appointments

•  Non-Executive Director: Campbell

Soup Company and Fair Isaac

Corporation

•  National Council Member, World

Wildlife Fund for Nature

•  Member, Council on Foreign Relations

•  Board Member, FINRA Board

ofGovernors

•  Managing Partner, Siempre Holdings

Previous appointments

•  Non-Executive Director: Experian plc,

BOC Group plc (now Linde Group),

Saks Incorporated (now Hudson’s Bay

Company), Bankinter S.A., National

Public Radio, Rodale Inc., Intelsat Inc.,

Sesame Workshop and the World

Wildlife Fund UK and USA

•  Senior executive roles at Yahoo! Inc.,

the BBC and Bertelsmann AG

105

Burberry Annual Report 2024/25

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Corporate Governance Statement | Board of Directors

Alessandra Cozzani (62)

Independent Non-Executive

Director

N

A

Appointed: 1 September 2023

Nationality: Italian

Board skills:

Key skills and experience

Alessandra brings to Burberry both

financial expertise and a profound

understanding of the luxury market,

having spent over 20 years at Prada

Group. A highly experienced Chief

Financial Officer, Alessandra’s career

spans a variety of finance roles, including

financial management and control,

accounting, tax, treasury and insurance,

as well as investor relations. She started

her career as an auditor at Coopers

&Lybrand.

Current appointments

•  Executive Director, Esselunga SpA

(Italian grocer)

Previous appointments

•  Group Chief Financial Officer and

Executive Director of Prada SpA (listed

in Hong Kong S.A.R., China), previously

Group Investor Relations Director and

other financial management roles

within Prada Group

Sam Fischer (57)

Independent Non-Executive

Director

R

N

Appointed: 1 November 2019

Nationality: Australian

Board skills:

Key skills and experience

Sam has a wealth of global leadership

experience, including leading premium

heritage brands from across the lifestyle

and consumer sectors. He has a track

record in driving business growth and

adeep understanding of key Asian

markets, which is an asset to Burberry as

we continue to engage our communities

in the region with innovative products

and culturally relevant experiences.

Current appointments

•  CEO, Lion Group

Previous appointments

•  Senior executive roles at Diageo plc,

including President, Asia Pacific and

Global Travel, Executive Committee

member, Managing Director for Greater

China and Managing Director for South

East Asia

•  Various commercial and general

management roles at Colgate-Palmolive,

including Managing Director for

Central Europe

Ron Frasch (76)

Independent Non-Executive

Director

A

N

R

Appointed: 1 September 2017

Nationality: American

Board skills:

Key skills and experience

Ron has spent over 30 years working in

the retail industry. He has clear strategic

acumen, strong leadership skills and

wide-ranging experience of working

withluxury fashion brands. While at Saks,

he was instrumental in developing the

company’s private-label collections.

Ron’s merchandising skills and experience

within the fashion industry will continue

to play a pivotal role as we strengthen

our performance in the luxury

fashionmarket.

Current appointments

•  CEO, Ron Frasch Associates LLC

•  Non-Executive Director, Crocs Inc.

Previous appointments

•  Non-Executive Director: MacKenzie

Childs and Aztech Mountain

•  President and Vice Chairman,

SaksFifth Avenue Inc.

•  President and CEO, Bergdorf

Goodman

•  President of the Americas for an

Italianlicensing company of luxury

fashion brands

106

Burberry Annual Report 2024/25

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Danuta Gray (66)

Independent Non-Executive

Director

A

N

R

Appointed: 1 December 2021

Nationality: British

Board skills:

Key skills and experience

Danuta is a highly experienced

Non-Executive Director and Chair with

astrong understanding of consumers,

technology, sales and marketing within

the UK and international business

markets gained through her executive

career. Her extensive UK plc board

experience and understanding of UK

governance requirements make her

astrong asset to our Board.

Current appointments

•  Chair: Direct Line Insurance Group plc

and Croda International plc

•  Board member, Employ Autism

Development

•  Trustee, The Resolution Foundation

Previous appointments

•  Chair, St Modwen Property plc

•  Senior Independent Director,

Aldermore Bank plc

•  Non-Executive Director and

Remuneration Committee Chair:

OldMutual plc and Page Group plc

•  Non-Executive Director: Paddy Power

plc, Aer Lingus plc and UK Ministry

ofDefence

•  CEO: Telefónica O2 and Executive

Director, Telefónica Europe plc

Antoine de Saint-Affrique (60)

Independent Non-Executive

Director

N

A

Appointed: 1 January 2021

Nationality: French

Board skills:

Key skills and experience

Antoine has a wealth of experience

intheconsumer sector, having led a

number of global brands throughout his

career. As CEO of Danone, Antoine has

put sustainability at the heart of the

company’s strategy, setting priorities

which align purpose and performance.

While CEO of Barry Callebaut, Antoine

addressed the most pertinent challenges

in the chocolate supply chain. His

understanding of sustainability and the

consumer market makes him a valued

asset to our Board as we continue

tofocus on positively impacting the

environment and our communities.

Current appointments

•  CEO and Director, Danone

Previous appointments

•  Non-Executive Director,

BarryCallebaut

•  CEO, Barry Callebaut

•  President, Unilever Foods and member

of the Group Executive Committee

atUnilever plc

•  Non-Executive Director, Essilor

International

Stella King (52)

Independent Non-Executive

Director

N

Appointed: 1 April 2025

Nationality: Italian

Board skills:

Key skills and experience

Stella brings a wealth of luxury industry

experience and a deep understanding

ofAsian consumers, having worked in

theAsia Pacific region for more than 30

years. As Chief Chinese Business Officer

for Moncler, Stella was responsible for

developing strategies to meet the needs

of Chinese consumers all over the world.

Prior to this role, Stella was President,

Asia Pacific for Moncler where she

played a pivotal role in driving growth

inthe region.

Current appointments

•  Senior Advisor, Fountainvest

AdvisorLimited

Previous appointments

•  Chief Chinese Business Officer, Moncler

•  President Asia Pacific, Moncler

•  President Asia Pacific, Sergio Rossi

•  Non-Executive Director, Stone Island

(part of the Moncler Group)

107Burberry Annual Report 2024/25

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Alan Stewart (65)

Independent Non-Executive

Director

N

R

A

Appointed: 1 September 2022

Nationality: British

Board skills:

Key skills and experience

Alan has extensive corporate finance

andaccounting experience gained from

avariety of industries, including retail and

leisure. He has considerable executive

leadership experience, including various

Chief Financial Officer positions within

top FTSE organisations. Alan is currently

a member of Chapter Zero, a community

of non-executive directors committed

toachieving net zero targets, and was

afounding member of the Accounting

For Sustainability CFO network. His keen

interest in sustainability is important to

the Board in driving Burberry’s climate

change strategy. Alan qualified as

achartered accountant with Deloitte.

Current appointments

•  Non-Executive Director and Chair

ofAudit & Risk Committee, Haleon plc

Previous appointments

•  Non-Executive Director and Chair

ofAudit Committee, Diageo plc

•  Non-Executive Director and Chair

ofRemuneration Committee, Reckitt

Benckiser Group plc

•  Non-Executive Director and Audit

Committee Chair, Games

WorkshopGroup

•  Chief Financial Officer, Tesco PLC

•  Chief Financial Officer, Marks

&Spencer PLC

Gemma Parsons

Company Secretary

•  Appointed: 1 October 2018

•  Nationality: British

Gemma is a Fellow of the

Chartered Governance Institute

and has 30 years’ company

secretarial experience. She is

amember of the Chartered

Governance Institute’s

Company Secretaries’ Forum

and of the Association of

General Counsel and Company

Secretaries of the FTSE 100

(GC100).

Previous appointments

•  Company Secretary, The

Berkeley Group Holdings plc

•  Deputy Company Secretary,

Smith & Nephew plc

•  Deputy Company Secretary,

TSB Banking Group plc

Directors whose tenure ceased

during FY 2024/25:

•  Jonathan Akeroyd

steppeddown as CEO

on15 July 2024

•  Debra Lee stepped down

asNon-Executive Director

on16 July 2024

Corporate Governance Statement | Board of Directors

108 Burberry Annual Report 2024/25

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XMqhmbGa6TTNNhsYwQv51o5Vh8ozXOpWO2MF1ORh8KAkGR81dXwtBt7V0QhyOlLtK8Yp8zK5InKT+E7c56VSbw3FByqhj6V2cick5qnLGrHBpqbRLppnKSSvY4RosJXUeC7tZNQ3AqqnpmpLjRoLi0IyGYjvXO2xfSLxwT/AKpuB6itI7powqLSx7acjA455yKKp6VfJf6ZBNGcqV546Grldm5wbBRS4oxTEJTqTFLQAUUUUAFFFFAE1FFFACnrRQetN70AKaSiigAooooAKKKKAEPas/V/+PUVfK78gHnjisvW3EdoCxwScdamexUPiOdzwR71KmcVg6l4jtLS4NtHm5mH8MY6ZqnL4jv4ACLI4x3NcjV2egnY61sbetRGuIPjHUwSy6eHQHkBqrP8R3jmKyafsY/w7jRymikju5MAVTkbtXF/8JxPfF0gthlfRqpS+I9Y3gkQIvbc3/1qOUXOjrrhGJPWsuQlSeDWSuva6RuiS1l9t3/1qS28VW7TNBqMZtLlTyG5BpqInJNHdeH/APj7t/c16QTzXmOkRywXlrKcrCzDax716UJIy5RZFMmclfQV0RZw1L30JKKKUdK0MQHWloooAKKKKACnJ99frTacn31+tAFqiiigAooooApv99vrUZ61I/32+tRnrQAlFFFABRRRTQBSdVx70tN7cetJgcR4uuMMyk4GK85v7pIYyo5LcZrtfF8oN0ytyM151fSR+YcgbQfyrgl8bOyn8KOj0FldQT1rqI/vCuU8NAG3EhHHauhjN5ckm3RVCnkt3rKR1w2NiMArg010WsJ7rUo5QBIhHQgCr9rcySZEn3qFJdS7X1RJIOoqlcJhfxpbm7MIIP3uw9ax5LrUbl/3aqqjsaTvIei1G3S81x+qDy7lZF9a6u5lmhTfPEGXuVbpXJazOodWA+UnpTgmnqZTaaudJolz+8gb14Nd/wCDdX3Xl1YynocpXluhXBMZHUqcj2rpLC+On67bXSk7X4at4S5ZnLUjzI9loqGCTzo43U5DjNTD09K7TjCiiigAoopR1oASpE6r9abgU5fvD60AXaKKKACiiigCjL/rW+tMp8v+tb60ygAooooAKKKKACiik5waNgKt+48oRscBzya818e67Itk8EB2oowSO9drrd5g+WD0/nXmfiyAyaa7Me5rkqyvUOmlH3blL4exfaPMuZvmYnqa9OtjsycDbnvXnHgMmDStyrkl8Y9a6+4SZYGklugn+zvAxWUruWh3QXuHS+bGUyCvFQSOnWuJN3NvJtrsuQezDAro7J5rqAByuQOSKTk9mChbUnlcFiR1qjNPGM+ZKo9qr6pdfYYWyfmbgVzSJLcFpLmVRznLmo1uVdI2L9Ypk+Vwa5D7QbHxBCAeGfb+tbf2mx2Msc8e4DoTz+Fcpq8hjuoZgTw4IP41aTRlOSaPZrW6CRoCflIFdDYTedbgDqp/SuIgn83TreUHgqPzxXS6Dchtyk5yMVrRlaVjkrRurm9RQOlFdhzBRRRQAUUUUAFFFFAGjRRRQAUUUUAVpf8AWGmU+X/WGmUAFFIelJQAUUUUAFBwCB7UU3HOfWgDzT4hyvFfRqD95TXNaD805Dc11PxKgJvLWbsVI/lXOaPGsb7zXJV+I66Ox0oJzg9KdEwD4FRrlunSpo41VxkVzdTvjsWTMFwMUEhxninbY2FQY25HbNAxsg+XNZ0vLYNa7p8uQeMVk3TqhOOtNjRnT3b21wMOcVkeIJj51vdR/eY/N6VoXHzt93NUNSi87TGQDDqcj8K1ic9aNj1jwnN5/h63fYFOOgrbrE8Ix+V4YslPUpn9a267Y7HmS3HUU2lFMQtFFFABRRRQAUUUUATUUUUAKetN704kZptABRRRQAUUUUAFFFFAFHVrs2dkZEwHJwK4/X/teraLLaRSbZWG4N6HrXTeIonmsPkBJRgTisKMhRvPcVyVZyTsd9CnGVO/U818NCa3gvnmGLsSeXntxmtT7BdX9kw3gSHpk1JcwnTdXuhcL/ot0d4kA4U/5NXYFtRHu+04GOuahTS3NXTuYtppMtjIsZbdIT82Kdo2m2t/4sv5JIUljgjCsCONxzV2+1a0sbdxZA3F0ehHapfCNr9ktNzN+9mYtMx/i44quZMapnG3gXTfEl1aIojVxldtW20uLULZGLhGHU+tW/GeiSyXYvbU7ZE7HvVXStUthEkd6jQuOpI4NDBUhkelC1X5Z3P+7WRq+ly3uq21u2QJBuLD0Fd1FqOkKPkmWT2wazVX7Rqz3rQlIY1KRIe9Sm7g6SLktze+RaKZ/wB3EAFC8dK1fDWrXEnii3iklLGU/NmsDUw0FskwO2MP+Wa1PB1q134ptp0BIhG5iO3SqTbkRypQbZ7BRmiiuw80UHmlpB1paaAKKKKdgCnJ99frTacn31+tFgLVFFFSAUUUUAU3++31qM9akf77fWoz1oASiiigAooooAKYOCafTByM+9AHl3indLqUqnhQc5Nec6kyG6MKZIJ5Ir07xgnl3LgfxGvK2ic37BeSXwK4pr3mdlPZHe6FCE0uNCORzVfUP7Tu7iSGF3ht1HGzgmtXSU22UYI+YCtRBvG4AA1knqdbgnGxwFla6jDcu8zzHDfLlj0rtbQMiLv6kVPJAsoLTL07CouM5UEADvUy1HGPKrIx7qV5NTKqC23oKzNYtr17QtGsquTwFOKsyODfGRt27dgba3YkklgyW/A1UXYHFtWPPY31K0aKCTdIj/f3c1W1iAmNsjoOK9AuLWJFJIDP2rkdaVTuGOtF7yQuS0TP0C42SJn7rLhvrXSSE+UmOqng1w1ndeRdGMHoeK623ufPtcD7wqpqzujnXY9h8I3n2rR03H54xt5rf/n3rgfh7d5SSBzz1rvjkgE+ldtOTlG5yTik7BRRRVIzClHWkpR1pgOpV+8PrSUq/eH1oAu0UUUAFFFFAFGX/Wt9aZT5f9a31plABRRRQAUUUUIApO/05NLTXOIZG9BSew1ucTqlx5moyY6byK5fxcF/sNj3OTWu8xl1C4z2Ymud8WT50xkzxt/rXnzu53O6mrRsN8KRy2/h2GSNcnGR9axb3T9XvZHklnkBLH5Nxxiu08JQqPD9sAwI2iumi0+CYbnUZFEZNM6JQThY860TQZ4/LILA5+fJODXdWEX2ZcD0rS+xRxrhEAFVUx5jL6UN3FFWMHxJD5yIT2OeKxf7Ja4t2eRiwxgKDXUawoeL6VVsAGj20LQTV2ebTeHZbedmj80uTwSelM1O1nTTozLksp5NerS28G3JxmuO8URp9kuEAHC5FVzN6C9mkrmxot0JPDVs3JxxXQ6DcbLlQT0YA1xXgqYXPh+SEnLRmuhsJzaz7z65pR0mYPVWPS1Oe2KM1FBMJrOORe4FS98V6C1VziFooooAKKKKACiiigDRooooAKKKKAK0v+sNRk81JL/rDUZ60AJmiiigAoopDQAUmeR6ClyKQkHPYCjqC6nG/EC0M9lbygHbGSD+OK4a0+XZH6mu08Uau12JLBUyEbk1ytrbM13HlTwa5Kkk2dtKLSRvwL5VvnOWPSpFmjjTdK6j1Gagu2ZU8tFII6Gsa50ee8gO64ZHLZzntWCSbOrXoa51ezEioJQWbgYpWugU+Xkk1zn9nJAYY48u4PzNW3A4TbGF5A5pS93YuPmTXGpR20YV8g471k3Gp2r4BJLE9qpeIi8sqqr/AJVVtLJJ7ZlZtkp+6xoUW9ROVtjYE0CAEEN35qjqs8UkCyou3dlce1UprCWC3wk25weuaSTfPp6Bh91jk1rFGNRto9g8MBT4btCmcBOpPvWrnr6Z4rzPwLr942pRaW5zCFOB6c16ZwVA7A8V2U5XRwVKbg9RaKKKozFzS02nUAFFFFABRRRQBNRRRQAHqaSlPU0lABRRRQAUUUUAFFFFADHRZFKOOGGK4+8he2uioGQp6e1dizYwMVk6vp5mbzoxzjnHesqkE9TooVOV2ZzVxGHQxuqup6qe1ZFxotmFaTy0UHp8vNbl2uJgpXBArOvN7bVGQDXM0rno05e7qZkNhFsKogA/vVr2kEYiUIQdtIIVjgC/KxPYdaqTQPBkRFl3e9Fuw2yrrzweWYnICnvWHpU8K3PkeWkkI7sKsX2nySy7pZWb2qCO2t7eZd8qKT055NUxao35dNtP9bBAseRWZOpVgijArWtdzW5+bco6VSmTexcjoKhbilLQq6nbpJaQxtyC3Nd74E0v7Fo5uHQCWVsZ/wBmsfSPD41raxl2RIwyPWu/ghSCFI4hiNBtArppws7s4K1XTlJaKKK2OYUdaWkHWlppgFFFFO4BTk++v1ptOT76/WmBaoooqACiiigCg/8ArG+pptOf/WN9TTaACiiigAoopCcUALTRyDS5oJyuBxQBxfjLTy0XngdiK8ysrKJL6F3PJk717X4ghM+msMZwDXjOqo9sSwBBRsiuKvozsw7TR19tH5URT0FXLWTOSf4ao2V3HeQK6ddoyM06VzBbu+eDxXPJndDVBPfGW48qAgDqx9Knt3DpIzkZxWdGI7WLMmA8nOKcyiSDHmBc9gaaK0MO8uES+fB5X0rd0+cT2qtnkCsO7sYkm3bxgjvUljdJHKI0cHtgGhpoOY0L+X5d3TFcjqUvmSMfWur1MEwhgOCM1x12OR696S1Yp7HIXeY7wAE5zmur0RibhFOcMtcvdqH1FiDnHFdboaZvLcDsK6pL3Tii9TvfBkhi1pk9RXqQORn1rzjwlZFtaaToFBPTrXoyrtQCtcP8JzVH7w6ikpa2MgpR1pKUdaAHUq/eH1pKVfvD60AXaKKKACiiigCjL/rW+tMp8v8ArW+tMoAKKKKACiiigAqC7fZZzH2qeqWpP5enTHGamTshrc83Mm7U7vt8hrjvFl/i1kXPXiuvYf8AEzmA/wCeZNedeKpADGp/ic1xRtKZ3LRWO28FagLjQogDynBFdzazlWA7V5Z4BV4onjY/Kx3LXoSyso3dKmWkjtj8Gpo3d/uzGnU8cVkTakbS68po2ORnNXYFj3by6lj0yaW5gWVSSFY+opXJaOSvPESte+TsJyasaXdl5pBggZ4qabRokm83Zkk+nSnJGkbYXAx196BJFi7uAFP0rhfEt1i2lZmOCuBXWXjF0JArhvE6k2JBHG6hO8kEvhLHgS+EFx5bH5X4rvri2byWkHRQTxXlfh5GSZWU8BhXsOlSreWyxScErgirlpI47XR0vhmfz9JQZyV61s9q57wvE1olzbydj8tdCBgAe1dtF3ick97BS0UVbISfUKKKKQwooooA0aKKKACiiigCtL/rDUZ60+U/vWqOgAooooAKa1BJzSZzQAlJ2P0p1N6jJH1pDWhw8kCx6rdfaMfeYnNVbcRxyM8a9+K2PFVg2TdRcGTgkVjoSIYx36fjXnyi1KzPVhJSgmhzAycnrTGti6c5+lDS7Byec0l5fFYhHEPmbjI7VFzWKQARwJtUAE9aZEitKxHpSBVhg2O26UjJaqcd1LBKSU+T1qkVYg1K23qz45BqrZxxSRGGT7wPFGsazHGrJCpZu+Kx7O8eWcSP8relN3sRZXN86Sm87JCCfWoQiWyyxSYOBnPrira3YMI3HnHWsm6mM/mqGwVBUGpi3cJxVjf+HFkZ9cuL8r+6RCqn3zXp44A9BXPeDNMXTfDsKgYaX5m966I8jHau+mrKx5NepeYUUUVoZhTqbRmgB1FIKWgAooooAmooooAD1NJSnqaSgAooooAKM0UhoAM0ZpKKAA8n2ozjnrRSHoaS8x+hzmuQlJxLtG0+lZEkIOTwfTiuxvrZbi2ZCPmA4rkZVMLmNuoNc1SNnc7qNS6sYl5p9y6meG6dHB4GeKorNrO0q6q+OhzXTMoCYPQ1G1u4+4QM1B1R1ONu01eY4G2Ne+DVSx8P774SXMrSt2BPArsp4eCNvNVIotku4jGKbGyzCY7e2KAYxxVQjemzGSx4xUdzMQ5Ud6lsZFivraNuZJHHHtSgtTCo7I9A0CwFnpcasMM/zGtXHAA4xSKAFUAYGBxTq7UtDzW+ZhRiilHSgQAc0tFFABRRRQgCnJ99frTacn31+tWBaoooqACiiigCg/8ArG+pptOf/WN9TTaACiiigApDS0hoASiiigCK5j822dfavJfElifOfjgGvXWXIP0rz/xTABI+ehrlxCubUHZnIeG5nt7+W3duGHGa6iePzYNo6qc49a4m7c2k0VxH1VgK7G1m82NGY/eUGuR6anoQdipNbtaXYvYT5xI5jboKtrfLMvmS6ZjtlT/9epHVQ+SMrSykIgEb7QapSNNGYuo3ozsttNwcYLSN/wDXrL0y1P8AaJnkG1j/AAjpW3cRq4IzknvVVI1gOWPShu47WLOpn92sS/wjJrz7xFdmCMCM/O/ArsL29D2zzfxt8tec67IZdRUHpGvFOnHW5lVnZEdlEZZFDffz8xru/Ddrm8JI+6OK5XSYGmZGxy1eg6HB5K7j34rWTu7HKtj0Pwnaqsck2OS2K6QNms/RIhDp0S+o3Vf4OM9a6qceWJyyd5DqKQUtWS1YKUdaSigB9Kv3h9ajqROq/WgC7RRRQAUUUUAUZf8AWt9aZT5f9a31plABRRRQAUUUUAFZmtHGnEetadZOvPttF/E1nU+EqPxI89ILX0zDspFebeKVzIuezHFeoWqiZppOud1efeK7b9yTj7rE1wU3aSO+S926JPh/qg+3fZJfvHha9VVFEYyOe9eFeHJo7O/N40u14/mAr2bT9Tju7OOWNs7hk1dVWZdKpeFie9ivmjzamNcdM1zsseuhmY3K8dhXVJKSMAdabLAZV5Ss0dEZLqcFKdckmy04X6mrenf2mbjNyyPH3IzmuhuLFVX/AFfNZ8rvC4G3AFU2rDZO6jyCT1rh/FUgW32f3mrpbrUMRkluleb+JNWa6vxCh4Rs0Uovmuc1WfLE6Lw9agqR34Nd3ZytbSRSjoeK5Hw4v7iJu7DJrrXX/Rl+tOb1ZnBaHb6ROr8tje3etzIPHcda4bQ7to5ERz3rt0YMMj0rqw8rxOarG0h9FFFbmDCiiigAooooA0aKKKACiiigCpN/rWplPm/1rUygA6Um4UHpTaAA9aKKKACk3ZyD0pabQBV1C38/TpExuZeVFcVJhJNhBDL/AA98132cMDzmqstjal3l8gGRgfmrGrT5tUdNGvyKzPPpzukI/GlWMLmdjxin3kXk3jxnscVEsmwGMt3+7iuF/FY9GLTSM4azBLcGK3R5ZM4OV4q/Il3cQcWoA96heFI5BJEoR89hV0NMYMm4watFWfQ5+7sbpASLYBfWuYuNSFvfLBJEQxbGVFdpczSsmx5icVys0cbXxJUMQc5p9CXFm3L8tkso4AFM0iyk1W+jhiGSzBm+lVrq7ElvHbg4J612nw4siTdXJXgKEQn8aKSuzKrJxid5bRLBbRxL0RQAKloyCxwOfWlrvSseT8WoUUUUxhRRRQAopaQUtABRRRQBNRRRQAHqaSlPU0lABRRRQAUhozSE5oAKKKOh5x+dABSHGOc49qNwHX9OaiubqKzgea4kWJFGSzUkgKus6vbaJptxqN0w8qIHI9T7VyUV2dRt47wps88bwPQV598TPG/9t3CafZNtsYzgn+8a9Ljtlt9G04j7ogAP1qasbxNaW5D1A70p3DkioiHjOc8jtTJJ2ZcdK5TujLlQ6cArx1rOcbSSWpXnbdtNVbh2IxQVKdyrM+6Xc3AFVrRJL3UVxIUlYkIwP3fpSXLs64zyKveG4fOuZLjGIovuse5pxV2YTlpqbXw98ZzajeXWgaow+22pIjcnl19/evQgPlB69h/9evmXxBq0ui/EaW+tG2NC4fA78DINe7eEfGFj4p09ZopAlwMeZFnnPfiu3ocXU6aikB+n50oBPTr6ZpCFHWlpoIz15p1ABRRRQgCnJ99frTacn31+tWBaoooqACiiigCg/wDrG+pptOf/AFjfU02gAoopCQDgnBpgLSEUuaTIJxnmhgHFN5qqb2A3HkLMhl/uZ5qaOUMpweRUiZJjIJY4AFcN4lIldiOgrqb298u3bBGD3ritVnBhdia5q8uh00I9WcNrjCKFs4GCDXS2yv8A2dBIhzlAf0rhPE07Ty21ijZeVxuI7c16LpcPlabBDu3bUA/SueWiOum9QhuQF2yDmrAnh2YKg/WmSW67s45qKSz3Dg4qLs3uytdPHyV/SsK5mMjkZPFbUlmVByc1lzW43gAc5pXC7M2VGkGOcVx2tgC+wOpHNd9LHsXpXF6nbNJqTsFJVRyfStaT1MKy0Nrw5bZ2v2Ciutjm8qJI+N7MK5/RAsVgrA4BXrT4NSLasnmcBenvTvqYtaHuemD/AEK2LZyYxn8qkkf96cH+HNctY+L7NbaOJ32kDv6VHqPiaC2tnltpBKZMDIPQV3RmuU5pR947G1k823EhxyccVNWD4Y16HWrWRY4zC8GFZW7+9b34ine5DTCiiii4WCpE6r9ajp6Ebl+tMReooooAKKKKAKMv+tb60yny/wCtb60ygAooooAKKKKAErA8TyiOzznnaa6CuM8Z3GyHbnHasqztAukrzMvRIh9h3kZLVyviu2H2eY7eK7LTh5VjEvcpnFc54qAOms3fnNefH4jv6M8gVB9pI7Yr0bwXPJHpxjY5VDxnrXnyofMLY4z1r0HwwoB2DkEZxXRV1RnSfvWO0tb9GYKcA1pi6QJwa5me0fzA0ZIIqtLPfQA7csBWB1WOiurpdu5iBXL6rqKkkKwNZl5ql1MdhyKy5lkJ3Fiarl6kuXREN9dO6MAeDXITR7rtsk5z1rqZk/dmsOO38y9Y471rTZjW1SO68J4fT0B6qa6tmzbD61yvhYbA0Z644FdQp3QH0B5rGoEC7ZZa+gx3PNeiw/6pfpXnuir5urRjqBXoUf3BXRhdjCv8Q+iiiuw52FFFFIQUUUUAaNFFFABRRRQBSn/1zVHUk/8ArmqOgAooooAKKKCcUAFNpc0lABR7dqKTtQho4XxNF5Gqs+MBuRWMZN23nkDmuk8ZxENbyHgYIrkZNwIbp7V5tSNpnqUXeBfVgwxmnllWIjAzWfFNkjmpWlwpzTRsnYzrhyxbBrInjAJbOOa1LhuWAFY8s43MG4AFCQVHdDbeGW4vQoI/eEKCe1e5aJpaaRpEdsMeYAN2PWvDNLk83V7cZIAccV9BoFKhly2RkV0UEefiZdBQuMeuKdSAHGSKWuk5AoooAzQAUUuKMUAApaAMUUAFFFFAE1FFFAAeppKU9TTO9ADqKYeOaVGy2W6UAFFLwAT/AAjqWrA1TxfomkhvtF7GXH/LONgTQBvdahmlht42kmmSKNepc15PrnxjwGTSrbbwQHkrzbWvF2q6y2+8vHkB/gFOwHtHiD4raNpMbxWDC8uF6beFB+teReIvHGs+I5C1zcssXaKP5QB7461yhffJup2cVS0Ae7sZN235s/dr6f0qJb7w1bRnktCNp96+Wy3y49K+pvCZ3+GbFs9YhxQ9VYadncyUB3GGX/XRfK1Qzxc8V0GtaU9wBdWwAmTrnuK5qe642SDY/Qqe9cM4uLO6E1IrSxgNVG6BwdvXtWgCrMQo7UwWUk5CxLlieT6VCu2avTcxPsUt3OkEX326110WnRabZxWij5FGXPqa0NM0ePTo/Mdg87D7/pVbU5Nsbv8A3VJrqpwscdaopPQ+ePFdx5/ia9kBwfMxn8BVfTtVvNJuRc2U8kUq8nYcZqPU383VruT+9ITVXpW1jA9g8OfGq4h8u31u2WWPoJYwNw+or1fRfFGj67Cr2F5E7nqhPIr5KVqs2t9cWcokgnkicfdMZ5FKwj7FHsABS18/eHPi9qum7ItSIvIRxljhq9S0P4i6BrwRY7gW856xzjGfoTiiwHX0VGGWRQ6NuU9MNuH6U8Y9s+3SiwC05Pvr9abTk++v1qgLVFFFQAUUUUAUH/1jfU02nP8A6xvqabQAHGDnpVPUNRs9LtDc3cqwxL3Y8mrTcjHr614z8aLprme0givFMar88KN3qWylFs29V+Mml27umnWs1068DA4z+Vc3qXxM8YTwmW20eS3iPR/IYnBrm9A8TN4YtEit9ItLiaTlnnUMfwyDUmpeOvEWpnBmWGP+GOOMAD8qzdRIagZ9r4r1K31P+0Hdo7nd8ztkH8jXbaP8QLoT+ZeTPOGH3SMLXm6WZmnaa5fe7nJJPet2ytUj2h5FYDoO1ZSm3saKKO6ufF02oMqRKQTwB6Cq+s3q2dlumkBdl6ZrETULTS4zICGl7e1c3qWpy6lMWdiAegrKV3uaJpIZaltR8QRSsf8Alp8tes2HywqDwRxXkmmP5OsWTjgecq/mRXrjj7PdtE4+9yp9M81M1pc1ovUtMgYZpuM8UqMcFe470jOEOcVFjouV5kGDWS8YMtac0oYnAxVB02kuTwKQXM67UANWZFpm/RdR1GUcdEH5VrSQvcDCjcXPGO1X/EtumleDHRVxwPzJrWkupjWkrHEabd77CNEIDkYxRLIFmEifdXhjXP21yYW25OC2R7VuQTpN8wxuxz6Gq5XuY810WZrm5RhJA4cEYxSpcXAjTzSMckjNQLErkmNth+tU7x44QQ1wWbrTuw0LEWoQS3Uu3xHLp7MRlBGxBI49K14bDxVFH9r0zxNbXEfUZuURvyJzXCFVuHYsoPOc4p6QBDlCy/RiK2jPQycdT1Tw18R9b0zU4tO8QxmZJjtSbqD+I4r2X5ScqOOxB4r5Vsb6e1u4p5FNykR+RJGOAa978EeNB4mjlt540iuoQMhOh/zirUrslx0OwpU++v1pKVPvr9a1MjQooooAKKKKAKMv+tb60yny/wCtb60ygAooooAKKM4GTwP500HIOeD2oAdXnnieX7TrEVuPmXPzV3k9ykUTOWTKjoDzXnisJ7+e8bkbiFrjxUtLHTh463L6ARxbj24rj/FNyF0mT3Y10dxc7ImOeOcVwXiq6P2aO3J5c5rngru5vfoclBGWXnua7Hw3JGb9YdwVgO5rliphhRh6ZNULi/livfNgdkcdxXS4ua0MVNQd2e5MhKHK8joRVWeAmFvU15lY/EDWLRFjk2TKPUYrSX4lSsP3tmn/AAE1HsZHT9Yg1Y3n0w7S5HOTWPPCwl2gZqrP8RBJGVW0APqTXP3nii8uCTHtTPcCqjSl1M3WgjdvilpaM0kig46ZrC0r/SJpJF5BYGsaaeW6l3zSMx+vFdP4XhSTzBjnANaOPKrmHtOZ2Ok0XMNxGx6ZxXU42KwHRjmubtF25/2W4rqI08+1Vl9Oa5Ju50R0L2gME1KM+tegrgDArzLT5DbX0eckqc5ran+I+kafLJDerMjKcblAOf1rfCvoYYje52tFcpafEXwzdkBNQCZ7SDFdFaX1rexeba3CTJ6qa7DnZZopDleSPlPej2oELRRRQBo0UUUAFFFFAFKf/XNUdST/AOuao6ACiiigApDSd6KACiigc9MGgBKCcDJqK7urezi8y6mjiQDOXOBXlfjb4pReQ9joUjFhw85+7+FNK7BaHT31/wD8JJ/aNvaKHNgwCn1bnI/SuVV0ZcE5GeM1a+ENyLjRr5nbfMZ9xz75rd8S+HHXdqFiu7vJEP51z16V9UduGrKPus5nyAQSvWoZopQtOtrgO5CtxnkH7wNX2dTHXKlbc7muxzsokAbNc/M0hlYYzXT6mwCtXOMp3lhVJrYlq5Jo9s9zq9rGpKuW5xXpHhzxXJaeLb3w5qM6+WD5lu569/l/SsPwRpJVJdTmGAx2rn/PtXAePrp4fHEsiSFJEVcMOxya6qUTzsR8R9PdyS3J5IoryLwZ8WLZ4odO1s4lC7UnPQ/WvWIZ4ri2SWF0liYZDocj8K2sc5LSikHSikA6im0UAOopBS0AFFFFAE1FFFADSeTSUp6mkoAbI6xozudqqMkntXnPiL4s6bYMbbTo/tE4JBLHCg/Wt34h6t/ZXhG6KtiSYeWmPXrXzNI+WOWIDDkD1qkgOx1j4g67qzHzLxok/uxHaP0rmJruSQszuXLdSxyapluOtNBNOwEjPnj+tQuxB+X5aUk5pj/eoAVAFFSFgaYBkUuKAG/3jX1D4PnSPwZptw+Agh+Y/ia+YD0H0r33wRNJqvgyxtUb5I12vj6mhOwWudUNQku7g7c+VnjHerc+nWd0R50QJPfpiltrKO1VVAyAKuoFbHFJpMpO2xyN/pv2fVY7eEExsud3pV+GEwoFjX5sZJrcnt0LBiBjpz1qpchLWElSMYwPWs400aSrNrlZUSQg7QcqfvCsbxE5t9LvJCPuxN/Kty0gyuT/ABHNYHxBYQ+E9RkBwSNo/HNaJWM2kj5vlfdM7dyxP60zdSupDH3puM0yRw9qcM9Rwaao20/OaAHKcHt+IqRJWjcOjEMO+ahpc0AdZoPj/X9BdfIu2ki7xSHIP51634b+Lem6m0VtqEf2SduM/wAJNfPAIYep7Z4qSNjkA9Rz1z+VAH2NFPHOgkidXQn7ynNSp99frXifwW1+4kv7vSpp2KyLvTcc4x/+uvbE++v1FIC3RRRUgFFFFAFB/wDWN9TTac/+sb6mm0AZHifUTpXh67ulOHVPlOO9fN91dfaL6SeYGSV+Szdq95+JJYeDrrb7fzr57c5kb1xXPUbubwWg8qu/eF59+aczbRhelMB4prtxWNmVYYWJP3jUyOYxgZP41EoyafTACS5+bNL+uOlJSHoalgSQuEvYT2WVW/Wve7uzjnsrS4YcyRoM/gK+fx8rK57MP519GacPt3hi12/f8ldv4CtFHmVgUuXUxJ7eezlaORCAMYYcg1SluGU8Lmu109hc23lThWlThsjNOm0uzl+/AD9OKToN7G0a6W55+JGduR1p0trLMirEpZiegrtDpFlG2VtwPxJqwiQ26F9iqFHoKhYdp6jliE9jmLLSTZ3MEbKDJ95xnpWZ8TGEPhoJ/ekAFdnbhGBuiuXY8Z9K86+K13/oVrB/efNbKHKmYSnzHlTAZ3CnJcPCcqTmmn0qNjtBPpzWa2Gi497NIPvNk+tVmUAbiNxzVcXbP/q1/OngyuPnGD7VVibllGDLwMGnZNQx/KKfupNajvck8xlQ8j8ea9A+EcjN4wdNwA8ls44zwa87zxz611fwzu3tvHNtg8S5StIbky2Po7OBmlT76/Wm9Mg05OXX610GBoUUUUAFFFFAFGX/AFrfWmU+X/Wt9aZQAE4pM8kDkj0oJwM1wfxH8bHw9pv2OzZVvZRwR1UUAXfFnxA0vw0nkgi4vD0jU5x9fSvJtY+KfiHUZyYbg2sfQJHwfzribu6knnaaZ2kmc53k5zVfLbwCcg96GB6l4K1HUr23vL68u5ZjnaA5zzXSlhHCsY44y31rI8K2Qs/D1sCOXG5vrVudmnkCx9Qea8urLmlY9CnHljcSeVpIgua4fVg17qgxyqcV2F+/lxkL1xWFFaAyszD5jzSTsFtDmNXYQRMqnp8v41zrkyPkk/QGtnXGJ3/9dDWKua9KkvducdR6i4x0Ax700g54AH0p1Fa6GLVxNp9R+NIVx2FPpKXKCl0Gpy2BXY+Dh/pbZ6bcVx6jac113ghvM1Ix+oNZVlaJrT+JHV2qgyyehaun0ggqYz0PSsK2hxKw/wBoitmzPk3IFeeztRca3aO8GOA3Q15v4+ElvfOJRuz0Ir1OdhJGsqfeHX2rzf4ilXsxKoyVbk1th3aRlW1ieeiQhd2ef5Voabr2paXMs1jeywyjqynrWUMMFBPWnqMV3s5Fse5eCfimuoTR6frYUSucJMBwT716k33VPDZPBHpXyBFLtkGCVZeVIPevdPhf41Op2o0jUJs3cYzG5/jHp9elID0yiiigDRooooAKKKKAKU/+uao6kn/1zVHQAUUmRkjuOooBB6GgBDkAscACjqMryKxdd8U6NoMTNf3io4/5Zocsfwry3X/jPcSFk0a3EK9BKw+Y/h2poD1/UNVsdLtzPe3UcKD++efyrzXxB8Zra23QaPB5h5G9+K8e1PXNT1u4afULt5nJ6uckVQLbjlhz9aqwG/rnjDV9fcreXTmLORGDgD8qyDIcA+nQVXBGc4x+NDt6GktwPWPgxe7bu+tiBuYBwPpmvaFXCH06Gvnv4R3Xk+MEjPWSIrj1PFfQqrheX/CiW4HHeJvCYmlF/pgC3P8AFEOj1yTzy2ylbqJ4mzgZHU16YtwJNRJD4ZflGO1N1bS7bVLGdJ41JCko+OQa56lO+x10sQ07M8i1CYOuBySOlQWOnSXzxRRfM8hwwHYd63vD/hk6iZZb4sIUkZVBGC2Diuys7Cx0pSLS2VDjqOayp0ddTeeJjayIpIY7GwitI+FjQficc18+eKbwXvii/nyCDIQPoK94125+xWlxcSdI4yx9sivm6SQzTPMc5Y5rsirHnybb1JATyQMH1rrfCvxC1nw3+6jm8627wyHj8+1ceHPSlAHrVEn0l4b+Keia0FhuWNncnja/T867lJEljDxSI6nowOQa+NwxU7uST/F3FdV4e8e654ckUW900sIxmKQ5DUWA+oOByT8vqKK878OfF3R9T2wagPsc7cZ/hJ+tegQXENzF5sEiyR/3kORSaAlFLSDpntS9s9qkAooooAmooooAaeppucZpx6mhRlz9MCgDyb42amkel2Fgh/eGQuR7YNeHucKp7iu9+LF+bvxnNHuysACKB9M1wZANUgG0UUhNMBaYetOzSYoAcOlFNzS5oAWva/g9e79Hnt+8cn6YFeKV6f8ABq52ajfQMeGUED34oA9v7+3apIvvVEv3B7U9CQaAH3GBb7j2rCuC1zMi/wAINat9JlBEvU1BHAI1XI+Y9aAJI4wqj0Arzj4u332fwx9nVvnmk4+g/wD116VgCMr2NeGfGG+L6pbWe7IiTcR9cUAeYDPOaWmpwKdQAUo6U3PNPHSgAooooAKORyOoopCcUAdb8OtRbT/HenOG2xyShHPsTX1JGcspHcivjSzu3s7qOdTh0IKmvr7RLoX2lWVypyJI1YGgDYoooqACiiigCg/+sb6mm05/9Y31NN7ZoA5L4jgnwhc4/GvnhmHnKOmetfQXxLuPK8LPH3lbaP5/0r5+mULKhauar8RtDYdimP2p/So3PIrMsYdw+6TTfNkX74z9KmGKQgelADUl8wZAI+tSjpTAv0pxGFoAaclefY19BeDJml8M2b7z8q4HvXz85xn3GK9x+HUxl8Mxox+5wPzrWirsiex0kq/Zb83EYwr/AH8Ve89SMg8Y4NRyqpiKkZ3cfjWVFKba4+zTkjJ+U1q24sS1RpvPwDtz61Su5BcYt4mwzHnHpUk8ggDu54C9PU1W05Dg3Lg7m6Z7Cpbu7AlYs42KsPZB0ryj4qSbtQsoh/CmSPxNercs2e5PNeM/Em5EvilowDiJAtEtFYcTjWxupu0HtSk/OR7UVgtiyF4yGyvAp2/K04nIJ/SopGVWCjuM0wHqcmpKgU7eTUwbIzQJhnBArd8C3SW3jXT3k+75oUZ7EkVzzN830qfSJvK1m2mBxtlU/rWkSZbH1wRwT1xSp99frUVo2+0gY/xIpJ/4DUqffX61ujE0KKKKACiiigCjL/rW+tMp8v8ArW+tRk4GcUAQ3lyllZzXMhwsKFz+AzXyt4k1mXXtcub+VmLO7bQx/hzwK99+KGp/2b4LudpIkmYRrj6jP6GvmssSQT1H8qaExGbfuI4OetWtHs21DVbeBV4ZhuNUgNvOc5OMV2/gKw/fPduowvA+tRVlyxKpx5md4zC2g8lOFT5VAqRFWCFScB2/i7mq8KGafDfdjI59akmDTTqoPypzXlLds9F7JFG4QsC7jv0rOzkuRxgGtm6RjGzY61jTDykb1zj604q4TehwmuArGR/ETmsYdK2/EhAvUjHYc1iA5FepSXunnzeotFFFaEhRRRTCwV03gV8a6Bnsa5mt/wAGNs8QxE9DxWVX4Rx3R6bHHguQMHdVuTKukg4yaRE+RzUki77EEdUHPvXkN6noFqC4xEH69mFcJ43jaFJY2+aKUBlJ7V2EBILjs68Cud8XxmfQvN6hAQfWtqErSIqr3TykAevzDoKduqNhhz/eFLXqo4bEgIPWrul6lPpWowXlu7JJE4cFTjms8U4HBzQB9a6HqsWtaLaXyN/rYwTj1rS5/iGDXmXwX1M3fhuawc5Nu5IJ/u4GK9MBJHNSBpUUUUAFFFFAFKf/AFzVDxuO7JXvipZz+/aq1xcJa28ly5wkSl3PsKAMrXfEun+HLTz76dVY/djH3mryLxL8Xb6/EltpiCzh6bupb+dcf4v1241rW555pS4DkIOwFc6fmOTVICxeahPezGS5mklYnqxzVVmKnB6nmg9CBwPakc8D1pgG80bqQc0u0UALnNFIBilPSgDY8Mao2keI7G+U48qQbvpmvqNruP8AswXWRiRAy18iq2wqSeDX03pkjah4esEz8nkg8UmNFrToi+Zz1Zq3USNkwDg45B71n2kRghC+lXd2YiT1qSjOlSKOTaiBVz0FMjQSSlQOKsyR7wcDgdKW3QIhYj60EHnfxSvfsHh24QH55sIPy/8ArV4OOleo/FvWY7y5trSM5KsS/wCGQK8vGO3SmgCiiiqAA5p+6m8CjrQBIreldJoHjTWdAmX7HevtB5ik5U1zApxOe9AH0L4Z+LWnas0dtqQFpck4D/wtXokciyKro6urDIZTwa+Nw5HGAR7jp9K9z+DXiiS9tbjR7uUu8QDw7jyF/wAkUgPWaKKKkCaiiigBp6moZ5hb20szHCxoWJ+gqY9TXKfELUv7L8HX0ith5F2L9TQgPnTX71r/AF28unOd8pwfas3IpZG3uWzkk80yqATNBpKKYBRRRQAUDrRQOtOwDq7P4Y3XkeLYo92BICP0rjK2fCl39i8T2MwOP3gU/jSA+okPH4U8HacmoYW3ojDoRUr9KAK4VpZ9+MgGrLjJBqSFV8smmSdKAIZTtQt2HWvmf4g3v27xhfOGyqMYx9ATX0brF0tnps8zdEiJNfKd/ctd3k87nLSSFqAKwxk46UvSgYAxSN900AJ1ORUg6U1Pu0m7FAD6KaDk06gAPFISMUkh4FRMxwMUAKPmPNfTvwj1U6n4MtkZsvbuYz7d/wCtfMigKMmvavgLqS+Zf2DyfOcSIv8AP+VID3WiiipAKKKKAKD/AOsb6mmhefzp0n+sb6mmd/woA83+LdyU0+zhH8T5/Q14tdNuTI6ivVfi9OGvrOEHlIyT+deUvyhFcs9WbxVkNLfKPpTCcmhf9WaF6VNih4pabSr1osA9elL1oFIelIBHHDH0r134X3BfSmj9DXkR+7XpfwulxHKme9XT3JlsepnJA+tV7m2W4yHXLAfK/pVlehqOU7RmuiWxEdzDjS+bUFt7p1MCDJPrWw67QAB8mPlrNfMOpG4lcbCvArSUho12nKkZqKaLqES9a8E8YTm48T3zHs+P5V76QI43kJ4Ubq+cdYk87VLxwfvSH+dOpsTTKPUk/hSnpSD+lLXPY0I3baPM7DrVWMGWUyds8U66k8xhCOgqWJdqgelVYVxsgO4EdBT1PFNkqOJsE0WEBb94wpYmKneOoOaapzK5pF/1hqk7A1c+tfDl19v8M6fOOrwqPy//AFVqIcup964v4X3QufA1qM5MeV/U12ifeX61vFmLVjQooopiCiiigCjL/rW+tMGc47ZzT5f9a31pnRvqMUAePfG7UcR2GnqepMjD/P0rxdu9d/8AF2++0+M5YQeIVC/zrz5qAeqHRhTOPcY/GvV/Ddr5GkoQMcZNeYacm+6j47ivZ9KtdulxA8Zwa5sW9LHTh11HqRb2ZJ+9jBqS3TbGHbvTWj3zrH1AOTU5+eUY6CuFOyOh6kV2Ntu4A6iubuWWRgT0jUsa39SYrExFcjrFz9ktJOeZRk1tSV2Z1HZHD6pMbjUpZc8KcVSFDSGV9570uc16UdEcT1YUUUVQBRRRQAVseFn265B/vVj1peHG2a7bn/bH86iorxHHdHtSLxj1XNSxJuV4+2KrI2GhPrxUqt5dwjZ43V40keitSOX90IpOy5BrL1ZVl0a8ib0LCuhuLcSWku31zXKapN9ntLp26GMrVU/jQqmsTyaYbLh/em0kzZnY+tA617Edjz29RwoPQ0hoHWmI9N+C+pNbeJpbEn5biEkD3UE176OlfK/gi+/s7xdps2cBpRGfoTj+tfVJIPI6VIGhRRRQAUUUUAUbj/XtXE/EvVTpnhC4VDh5z5Y+hBzXbXH+vavGvjbqYC2FgjcjLuPyx/OmkB4zJJvkJPfnPvTM0rNxjHINNqrWAKa/SnUjdKAGjgU+mU/tQAUdqKKAEVQF5PAr6E+HOqi88P2qMeUTafzr58JBGB9K9e+EU5ktpIv7hpMD11fl46g0Mf3W3uaY7gRD16VLGm4AmpHcIkYRHcKr3bmGylc8BUJ/Sr8nCnHpWD4juxa6Fdyk9Im/lTsI+cvFd4bnXLh+oDEA1ggYGKnu5zPdSyN/ETj86rjkU7ALRRRTARmG3NJGSASelI3XbS/w49KAH7gehpM0xOtPoAN2K6/4Z6r/AGb43sZGbakz+U5/2T/+quPPSremTtbX8EyHDI4INID7GyAAfUZpaq2Vwtzp1vcLyJI1Iq1u3c1IE1FFFAERJ3GvJ/jVqix6baacrYdmLsPXpivWCPmP1r56+MN15/jNogxIhiVceh5zQgPPGXuvHrSZx1pTk5x260361YDS3NP7CoiOakHSgBT0pgJ9aeelMAxQA+gdaBRTAdU1nL5F9byjjZKp/WoM0uRjofWhgfV+kTCbS7aXOfMjDA/hV7rXKeAr37b4SsXzkqm38uK6uP0pATRgBcCo5OmB61KtRSf6xR70AcT8S9V/s7wndgcPPiJT+v8ASvnIjPWvXvjVqJxZWSsM8yEfiRXkNACMOOOtMPYU/IB5NRBwWOOQKAJBxTWpx4Hr7CprbT72/lEVraSyMf7q0AV0p2a2dQ8JazpGmDUL2zeKAnblvWsQuBQA2RuQKABnnpUTtl89qkA3+1ACkl+Frs/hZqTab4903aSPtM6wNjuGOP61xv3Pu1t+CWI8deHwO+p23/o1aAPsWiiioAKKKKAM+Q/vG+ppmev0p0n+sb6mmDGaOozxT4qS7/ExHZIgP5V5xnrXdfE+XPiecZ5GBj8BXBn7hrle50Ai5UilC7e9LH0pTSAYTihX56UjGkHFAEwb2oJpo6UtSwFP3a7/AOGMu24lHvXAH7tdj8OZtuozLn0q6e4me2BuKinyy8UsR3IOe1L3xXS9jNbmAbO5udQYyZ8oDAFbkcawxqg7CpAcDOB1xTepyfXFKKsEncz9Xl8jSLx8/cgY/pXzpMxaV2Pdia978ZTfZ/C2oPnB8vH5g14CxzzWdR62Lihveo3k2xsTx6U8jNULmXfMIR0FZlBCu+TeetWxx3qNFCjgimsxBpkkj8jNQqp5I60eZUkRAyxIoAhhyGO4YJpWG1s9aR3BkJFGcigD3/4Lzb/CM0ZPKzY/TNelp99frXkfwOnLabqMOeEkB/QV64h+ZfrW8djGW5oUUUVQgooooAoy/wCtb61GP4/zFSS/61vrTQB+dAHy38QJvP8AHGpt6S4/SuX6nFbvi99/i7U2P/PY1gj71MDV0hQbuJPcc17TGPL0+Bc4yoNeP+HIfN1W3j67mBr1q5m+aOAdgFrgxUtTqw+xLGRHC87dSvFPtkYQiRh97nFNukyYrYdjg1O7+WBHkYArlOgxtVlyOPurkk/SvNvEN+ZGYBsgnaB6V2Xie/8As+nybfvO2K8uvJWeXaTnjNduHjpc5K0tbEZAxgcU7IqPJoya7DnRJmimA8in1QwoNFIelABmrujSbNYt29HH86o1PYNt1CEj++P51M9hrc9sV8w2z+jVPeNt8sj1zWfA5Okxv3BFXbg77UNnOFzXjSPRgaNlMHVoyc7uK5DxtC9vpkyAdT1rZtZmijSTPTmn+KbT+2fDzTRYLY5A5NOl8SJnseEzoUlGTx60A/Nipb1GSSSN+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Corporate Governance Statement | Executive Committee

EXECUTIVE COMMITTEE

Edward Rash

General Counsel

Changes to the Executive Committee since FY 2023/24

•  Jonathan Akeroyd was a member of the Committee until 15 July 2024

•  Joshua Schulman joined the Committee on 17 July 2024

•  Gianluca Flore was a member of the Committee until 27 July 2024

•  Jonathan Kiman joined the Committee on 9 September 2024

•  Paul Price joined the Committee on 9 December 2024

•  Mark McClennon was a member of the Committee until 31 December 2024

•  Nick Pope was a member of the Committee until 31 December 2024

•  Rod Manley was a member of the Committee until 31 December 2024

•  Delphine Sonder was a member of the Committee until 31 December 2024

•  Giorgio Belloli was a member of the Committee until 31 January 2025

•  Charlotte Baldwin joined the Committee on 31 March 2025

Klaus Bierbrauer

Chief Supply Chain

andIndustrial Officer

Kate Ferry

Chief Financial Officer

Joshua Schulman

Chief Executive Officer

Charlotte Baldwin

Chief Information Officer

Paul Price

Chief Product,

Merchandising

andPlanning Officer

Jonathan Kiman

Chief Marketing Officer

Alexandra McCauley

Chief People Officer

109Burberry Annual Report 2024/25

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Corporate Governance Statement | Corporate Governance Report

CORPORATE GOVERNANCE REPORT

UK Corporate Governance Code compliance

For FY 2024/25, Burberry has applied the principles and provisions of the 2018 UK Corporate Governance Code (the Code) which

ispublished by the Financial Reporting Council (FRC) and can be found on its website: frc.org.uk. The Board considers that the

Company complied in full with the provisions of the Code during the year.

In January 2024, the FRC published a new version of the UK Corporate Governance Code, which will apply to Burberry from FY 2025/26,

save for provision 29, which will apply from FY 2026/27. During the interim period, we have been assessing the impact of the new

Code on our current governance framework and any changes we may want to consider to ensure alignment.

This Corporate Governance Report provides an overview of the Board’s approach to governance and the work it has undertaken

during FY 2024/25. Details on how we have complied with the Code’s provisions and applied the Code’s principles can be found

throughout the Annual Report. Key highlights of the Company’s compliance along with cross references to other sections of the

Annual Report are detailed below.

How we apply the principles of the Code

Pages

Board leadership and company purpose

Chair’s Introduction 103

Strategic Report 2 to 101

The role of the Board 118 to 120

Purpose and culture 112 and 113

Stakeholder and workforce engagement 43 to 45, 111

Division of responsibilities

Board composition 119, 127

Role of the Chair, Senior Independent Director, Non-Executive Directors and Company Secretary  119

Time commitment, external appointments, independence and tenure 120, 125

Composition, succession and evaluation

Appointment to the Board and succession planning 123 to 127

Skills, experience and knowledge of the Board 124

Board diversity 126 and 127

Board evaluation 121 and 122

Audit, risk and internal control

Auditor independence and effectiveness of the audit 132

Principal and emerging risks  90 to 99

Risk management activities 90 to 99

Fair, balanced and understandable assessment 134

Viability Statement 100 and 101

Remuneration

Directors’ Remuneration Report 136 to 157

Directors’ Remuneration Policy 140

Engagement with stakeholders on remuneration 138 and 139

110 Burberry Annual Report 2024/25

Governance structure and division

ofresponsibilities

The Board (supported by its Committees) is collectively

responsible for how Burberry is directed and controlled.

Itsresponsibilities include:

•  Promoting Burberry’s long-term success

•  Setting its strategic aims and values

•  Supporting leadership in delivering strategy

•  Supervising and constructively challenging leadership

ontheoperational running of the business

•  Ensuring a framework of prudent and effective controls

•  Reporting to shareholders on the Board’s stewardship

More information on the Company’s governance structure

canbe found on page 117.

Sustainability

Sustainability is an essential element of Burberry’s strategy

forwhich the Board is responsible. Accordingly, the Board is

also responsible for ensuring its approach to sustainability is

integrated into and implemented across the business, reflecting

the increasing importance of these topics to the Group and

society as a whole. The governance framework of committees

and advisory forums (as shown in the diagram on page 117)

provides regular updates and key information to the Board to

ensure that it is able to make informed decisions. Sustainability

is embedded into the remit of the committees where appropriate.

For more information on the Group’s Environmental and Social

priorities see pages 40 to 88.

Stakeholder engagement

At Burberry, we recognise that identifying our stakeholders and

engaging purposefully is vital for informed decision-making and

long-term success. In line with the Code, the Board prioritises

understanding the perspectives andvalues of our key

stakeholders, ensuring their voices are reflected in strategic

decisions. Examples of key decisions that the Board made

during the year and how key stakeholder groups were

considered can be found on page 115.

Workforce engagement

The Board has chosen to engage with the workforce through

theformally constituted Global Workforce Advisory Forum, in

accordance with Code Provision 5. This forum facilitates direct

dialogue with employees, enabling their perspectives to shape

decision-making. The Board uses additional ways to understand

employee views including the Employee Engagement Survey,

site visits and town halls. During the year, Board members

visited stores and operational sites worldwide, engaging directly

with colleagues to gain first-hand insights into local challenges

and opportunities.

Shareholder engagement

Our Investor Relations team conducted over 565 meetings

withmore than 280 investors during the financial year.

Inaddition, our Chair, Independent Non-Executive Directors,

Executive Committee andother members of senior management

conducted in excess of 140 meetings with around 65 investors.

This engagement included presentations to investors and analysts

following the release ofthe Group’s quarterly, half- and full-year

results (available onthe Group’s website, Burberryplc.com) and

meetings withthemajority of the Group’s 20 largest investors.

Topics discussed in investor meetings included governance

matters, such as management changes and remuneration,

aswell as strategy, regional performance and financial outlook.

The team also arranged specific ESG engagements with

investors andanalysts.

Transparency and accountability underpin our approach to

shareholder and wider stakeholder engagement. At the 2024

AGM, all resolutions were passed, but we acknowledged

concerns as over 20% of votes opposed the reappointment

ofAntoine de Saint-Affrique as a Non-Executive Director.

TheBoard discussed concerns with shareholders and investors

explaining that the Board was fully satisfied that Antoine devoted

exemplary time, effort and commitment to his role atBurberry,

consistently upholding his time commitment and making

significant contributions to decision-making. As announced

on18 December 2024, Antoine has since decided not to stand

for re-election at the 2025 AGM.

Our Investor Relations and Company Secretariat departments

act as the centre for ongoing communication with shareholders,

investors and analysts. The Board receives regular updates

about the views of the Group’s major shareholders from these

departments as well as through direct contact.

Further information on how Burberry has engaged with its key

stakeholder groups can be found on pages 44 and 45.

111

Burberry Annual Report 2024/25

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The Board supports Burberry’s purpose, culture and values

through its decisions, strategy and policies. The Board monitors

how the culture is embedded throughout Burberry using a number

of mechanisms which are described in this report. There have

been a number of significant changes during FY 2024/25,

including the appointment of a new CEO, changes to the Executive

Committee and the launch of an updated strategic plan, Burberry

Forward. Following most of these changes, colleagues’ feedback

from the annual B:Heard Engagement Survey on company

culture was generally neutral.

Corporate Governance Statement | Corporate Governance Report

MONITORING OUR CORPORATE CULTURE

Throughout this period of transition, colleagues have exhibited

resilience and confidence in the brand’s rich heritage. The arrival

of our new CEO, Joshua Schulman, has been metwith a spirit of

hopeful optimism, and his approach of transparency, consistency

and open communication has been well received. One of the

four Burberry Forward pillars, ‘Reignite a High-Performance

Culture’, aims to cultivate a culture that willsupport the creation

of sustainable value and advance ourbusiness objectives.

Asweembark on this strategic journey, weare evolving from

thesix indicators previously used to measure culture to a refined

set offour indicators that more closely align with our vision.

Our Culture Indicators

FY 2023/24 Culture Measure FY 2024/25 Culture Measure Description

Purpose

Collaboration

Purpose and Belonging

•  We create an environment where

colleagues strive to achieve a clear

goal and have a sense of pride

working for Burberry

Execution Organising for Growth

•  We act with integrity, transparency

and consistency to build trust,

inspire engagement, and promote

ethical behaviours

Humanity

Integrity

Authentic Leadership

•  Our leaders are genuine,

self-aware, and guided

bystrongvalues

Learning Talent at the Centre

•  We prioritise the growth and

development of our colleagues

112 Burberry Annual Report 2024/25

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Culture indicators

Purpose and Belonging

The path to reigniting a high-performance culture includes

building a sense ofbelonging by aligning our colleagues’ intrinsic

motivations toour Company values. During the significant

transitions in the summer and autumn of FY 2024/25, we noted

a neutral engagement score on the Pulse and Engagement Surveys.

The neutral response is balanced by a strong and consistent

sense of pride in Burberry’s heritage across the Company.

Following the launch of Burberry Forward, representatives

oftheBoard met with the Global Workforce Advisory Forum to

gather feedback on theBurberry Forward strategy. Colleagues

shared encouraging feedback, with many expressing increasing

optimism that the updated strategy and changes toleadership

represent proactive stepstoward securing Burberry’sfuture.

Organising for Growth

We are committed to creating a culture where colleagues

feelempowered, equipped and driven to consistently deliver

world-class standards. The Engagement Survey revealed that

colleagues have a have a good understanding of what is expected

of them. However, some dissatisfaction exists regarding

Burberry’s decision-making processes. In light of these insights,

the Executive Committee promptly established a Decision-Making

Working Group that includes colleagues from various business

areas to examine how to improve decision-making atBurberry.

At the date of this report, the working group had metten times

and identified key areas tofurther explore to enhance

decision-making at Burberry.

Authentic Leadership

Recognising that leaders are pivotal in cultivating a strong

company culture, we are committed to creating an environment

where leaders exemplify Burberry’s values. Through the surveys

we hear that in general, colleagues feel supported by their line

managers and are encouraged to seek new and better ways to

accomplish tasks. To empower our leaders with the necessary

tools and insights to effectively guide their teams, we have made

significant strides in increasing the number of engagement

moments with our leaders.

Talent at the Centre

The growth of our colleagues is a priority, and we are focused

onensuring they have the effective frameworks and support

toempower their professional development. To provide all

colleagues with the opportunity to own and enhance their career

development, we launched the Go1 learning platform. Go1 is a

world-leading, one-stop content library that gives all colleagues

access to training from over 200 external providers and industry

leaders, as well as our custom compliance and learning content.

In addition to the self-paced learning opportunities through

Go1,we also offered three targeted development programmes

forcolleagues in management positions. Burberry continues

toprovide apprenticeship programmes for our permanent

colleagues based in England, in collaboration with an accredited

external provider. These courses cover a wide range of topics

relevant tovarious functions within our organisation. More

information about these can be found on page 38.

Conclusion

To drive Burberry Forward, we are focused on reigniting

ahigh-performance culture where our people feel a sense

ofbelonging, motivation and responsibility, and have a desire

tosucceed. We will continue to listen to our colleagues and

show that we have heard them by following through onactions

and communicating those changes at pace.

Culture insight tools

The Board employs a range of strategies to actively listen to colleagues and collect feedback, gaining deeper insight into

Burberry’sculture.

•  These hybrid sessions are attended by the Chair and one other Non-Executive Director to hear directly from

colleagues from acrossthe Group on topics that relate to Burberry’s culture

Global Workforce

Advisory Forum

•  Employee Resource Groups (ERGs) are voluntary, colleague-led groups that help fosteradiverse, inclusive

culture within Burberry. Current ERGs include Disability andNeurodiversity Inclusion, LGBTQIA+, MOSAIC,

Sustainability, Women in Tech andWorkingParents

Employee Resource

Groups

•  Engagement and pulse surveys provide valuable insights into colleague sentiment. Byassessing overall job satisfaction,

perception of culture, leadership and organisational values, they help identify areas for improvement. As part of our

B:Heard Listening Strategy, Burberry hosts two surveys annually, an Engagement Survey and a Pulse Survey

Colleague surveys

•  After each global town hall, we encourage colleagues at all levels to share their thoughts and concerns on the

topics discussed. This open feedback loop fosters transparency, buildstrust and keeps leadership connected

to colleague perspectives

Global town hall

feedback

•  We leverage our internal communication platforms to measure engagement, reach and cultural alignment.

Insights from these platforms help refine our communication strategies, enhance transparency and foster

aculture of growth and open communication across theorganisation

Internal communications

platforms

•  We use our newly deployed learning platform, Go1, to assess and strengthen a culture ofcontinuous

development by analysing learning trends through participation rates, populartopics and collaboration levels

that reveal how well our culture supports growth, innovation and inclusivity

Learning platforms

113Burberry Annual Report 2024/25

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Area of focus Outcome

Strategy and Operations

•  Approve the Burberry Forward strategic refresh, supported

by the four pillars representing strategic objectives

•  Review marketing plan

•  Review of regional updates

•  Receive progress report on organisational

designprogramme

•  Consider market trends and their implications for areas

ofstrategic focus, including operational priorities,

productevolution and marketing

•  Communication of the Burberry Forward strategic plan

withthe half-year results in November 2024

•  Questioning, challenging and providing feedback to the

leadership team and supporting the programmes undertaken

Finance

•  Review of the FY 2024/25 budget and review of the

FY2025/26 budget and three-year budget forecasts

•  Review and scrutinise full- and half-year financial results

and trading announcements

•  Review of capital allocation and financing

•  Consider optimal store portfolio and capital expenditure

for flagship store offering

•  Review operational expenditure

•  Approval of the FY 2024/25 budget and support for

theFY2025/26 budget

•  Approval of Annual Report and Financial Statements

•  Approval of a £450 million 5.75% bond due June 2030

tobeused for general corporate purposes

•  Approval of an extension to the term of the Group’s

£300 million Revolving Credit Facility (RCF) to November

2027 and anadditional £75 million RCF to March 2027

•  Decision to suspend dividend payments for FY 2024/25

•  Approval of store openings, closures and refurbishment

Culture and Colleagues

•  Assess and monitor culture through the colleague

Engagement Survey and various metrics

•  Review progress against the Diversity, Equity

andInclusionstrategy

•  Consider People priorities for FY 2024/25

•  Support for the initiatives presented by leadership including

those which support the Reignite a High-Performance Culture

pillar of the Burberry Forward transformation programme

Corporate Responsibility

•  Consider proposals for charitable and community activities

and investment forFY2024/25

•  Review environmental targets

•  Review of the Company’s Modern Slavery Statement

•  Review of proposed environmental priorities further

toupdates from the Sustainability Committee

•  Approval of donation of £3.7 million for social and community

causes worldwide

•  Approval of the Company’s Modern Slavery Statement

•  Approval of environmental targets

Risk

•  Review of Group’s risk appetite

•  Review of emerging and principal risks

•  Approval of tolerance levels of principal risks

•  Approval of the Group’s risk appetite

Governance

•  Conduct the annual Board effectiveness review

•  Review of investor sentiment

•  Engage with employees, including through attendance

atthe Global Workforce Advisory Forum

•  Annual review of governance-related policies

•  Agree the key areas of focus arising from the Board

effectiveness review

•  Approve the appointment of a new CEO and a new

Non-Executive Director

•  Board insight and awareness of colleague sentiment

Corporate Governance Statement | Corporate Governance Report

PRINCIPAL AREAS OF FOCUS

FORTHEBOARD DURING FY 2024/25

114 Burberry Annual Report 2024/25

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KEY DECISIONS DURING FY 2024/25

Review of the Capital Allocation Framework

and decision to withdraw the dividend

forFY2024/25

How the Board reached the decision

In July 2024, the Board decided to suspend dividend payments

to shareholders for FY 2024/25 and to take other financial

measures to protect the balance sheet and the capacity toinvest

in Burberry’s long-term growth. The Board reviewed the forecast

for financial performance, the likely impact of macroeconomic

factors and the Group’s funding position. The Board had detailed

discussions, supported by the Company’s brokers.

Likely long-term consequences of the decision

The Board considered the impact that conserving cash and

protecting the balance sheet would have on the Company’s

ability to make investments which would support Burberry’s

growth and viability in the long term.

How stakeholder interests were taken into account:

Shareholders – The Board determined that it was in

shareholders’ interests to take these measures in order

topreserve the long-term financial health of the Group.

People – The measures taken to improve the financial position

would assist in preserving and creating jobs in the long term.

Partners – Securing Burberry’s long-term future would support

our business partners’ and suppliers’ future.

Lenders and debt holders – The impact of not paying dividends

on whether the business remained within the financial covenants

agreed with lenders.

Approve the Burberry Forward

strategicrefresh

How the Board reached the decision

The Board of Directors conducted an in-depth review of the

strategy during the year. The Board’s deliberations included

presentations, led by the CEO, from members of the Executive

Committee and senior leaders covering all aspects of the

business including brand and communications, product, channel

optimisation, supply chain and financial performance, as well

astrends in luxury fashion. The Board approved the Burberry

Forward strategic refresh and four supporting pillars which

areexplained in the Strategic Report on pages 13 to 17.

Likely long-term consequences of the decision

Implementation of Burberry Forward is expected to support

growth and a positive financial performance in the long term.

How stakeholder interests were taken into account:

Customers – The Board considered how to reignite desire

forthe brand and develop a product strategy to delight the

customer, as well as how to ensure a customer-focused

approach across all channels.

Shareholders – The Board’s view is that the strategic refresh

promotes the sustainable performance of the Group for

thelongterm.

People – The focus on a high-performance culture which should

lead to improved colleague engagement and an enhanced

senseof belonging.

As explained in the Section 172 statement on page 43, the Board took the views of key stakeholders into

account when making decisions and conducting Board business. Two of the key decisions taken by the Board

during FY 2024/25 are set out below, with an explanation of the stakeholder engagement methods used and

how the information gathered from stakeholders informed the Board’s decisions.

Key stakeholders

Customers Communities

Shareholders Government

People Partners

115Burberry Annual Report 2024/25

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Board meetings and attendance

The Board held eight formal meetings during the financial year,

including an in-depth strategy session in London. If any Director

is unable to attend a meeting, they are given the opportunity

toprovide feedback on the accompanying material in advance

of the meeting. Details of attendance at Board and Committee

meetings can be found below.

During the year, the Board and Committee agendas were shaped

to ensure that discussion was focused on our key strategies and

responsibilities, as well as reviews of significant issues arising

Productivity

The Company continues to demonstrate and develop improving

levels of productivity, owing to strong human capital, training

and development programmes, and focus on elevating the

customer experience throughout our distribution and retail

networks. Further information about these aspects of the

business is provided on pages 22 to 29 and 37 to 39.

Tax Governance Framework

The CFO is responsible for the Group Tax strategy, the

effectiveness of tax risk management, tax processes and

transparency of disclosures. The strategy is implemented by

theglobal Tax and Trade Compliance teams with the assistance

of the Finance leadership team. Compliance with the Group Tax

strategy is reviewed on an ongoing basis as part of the regular

financial planning cycle. The Audit Committee is responsible

forreviewing the Group Tax strategy at least once a year

andsignificant tax matters as they arise.

Further information regarding the Group Tax strategy can be

found on page 88 and is provided on Burberryplc.com.

during the year, such as changing macroeconomic and

geopolitical conditions. The Group’s ongoing performance

against strategic priorities is reviewed at all scheduled meetings.

The Chair and Non-Executive Directors held a closed session

without management present at each Board meeting.

Throughout the year, Directors spent time meeting investors and

interviewing candidates for both executive and non-executive

roles. In addition, Directors undertook store and site visits and

attended our fashion shows, town halls, brand events and

meetings of the Global Workforce Advisory Forum.

Share capital

Information about the Company’s share capital, including

substantial shareholdings, can be found in the Directors’ Report

on page 158.

Directors’ attendance at Board and Committee meetings during FY 2024/25

The attendance record below shows total eligible meetings.

Board Audit Nomination Remuneration

Gerry Murphy  8/8 – 5/5 –

Joshua Schulman  4/4 – – –

Jonathan Akeroyd

1

1/1 – – –

Kate Ferry

2

7/8 – – –

Orna NíChionna  8/8 – 5/5 7/7

Fabiola Arredondo

4

8/8 – 5/5 5/7

Alessandra Cozzani  8/8 5/5 5/5 –

Sam Fischer

4

7/8 – 5/5 6/7

Ron Frasch

4

7/8 5/5 5/5 7/7

Danuta Gray  8/8 5/5 5/5 7/7

Debra Lee

3

4/4 1/1 1/1 –

Antoine de Saint-Affrique 8/8 5/5 5/5 –

Alan Stewart  8/8 5/5 5/5 7/7

1.  Jonathan Akeroyd retired from the Board on 15 July 2024.

2.  Kate Ferry was unable to attend one meeting due to a short period of medical leave.

3.  Debra Lee retired from the Board following the last AGM on 16 July 2024.

4.  All Directors attended all scheduled meetings. Any absences noted above were due to a meeting being held at short notice.

Corporate Governance Statement | Corporate Governance Report

116 Burberry Annual Report 2024/25

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Governance structure at Burberry

The diagram below illustrates Burberry’s governance structure, flowing from the Board, which comprises

committees and advisory forums. Each has a defined scope, covering one or more of our key Environmental,

Social and Governance topics, and has a formalised reporting line. This structure ensures important matters are

monitored by the right people and establishes an information flow to the Board, enabling it to make informed

decisions and deliver its strategy. Further information on the role of the Board and its principal Committees

isonpage 118.

Corporate Governance Statement | Division of Responsibilities

GOVERNANCE STRUCTURE

ANDDIVISIONOF RESPONSIBILITIES

Burberry Group plc Board

CEO

Nomination

Committee

Audit

Committee

Remuneration

Committee

Global Workforce

Advisory Forum

Executive

Committee

Sustainability

Committee

Group Treasury

Committee

Risk

Committee

Ethics

Committee

Cultural Advisory

Council

Data Privacy

Steering

Committee

Cybersecurity

Steering Group

Global Health and

Safety Committee

Key

Decision-making

Advisory

Environmental, Social and Governance topics covered

Environment Ethics

Finance and Risk Legal/Compliance

People Communities

117Burberry Annual Report 2024/25

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The Board is responsible for promoting Burberry’s long-term sustainable success. This is achieved through the establishment

ofaneffective governance framework, which the Board oversees, and keeping the interests of stakeholders at the fore in

decision-making. Information flows up and down the governance framework to ensure that all decision-making is well-informed,

transparent and balanced.

The Board establishes the Group’s purpose and values, and sets the Group’s strategy, including sustainability and climate goals,

ensuring alignment with our culture, and overseeing its implementation by management. The Board is also responsible for oversight

of the Group’s internal control and risk management, including the Group’s risk appetite.

Specific matters have been reserved for approval by the Board. Details of the Board’s key areas of focus during FY 2024/25 can

befound on page 114, and a full schedule of matters reserved for the Board’s decision is available in the Corporate Governance

section of Burberryplc.com. Biographies of the members of the Board can be found on pages 104 to 108, and the individual roles

ofDirectors and the division of responsibilities between them can be found on page 119.

The Board has established Committees to assist with exercising its authority.

The Board

The Board delegates the day-to-day responsibility for running the Group to the CEO, who is responsible for all commercial,

operational, risk and financial elements of the business. The CEO is also responsible for the management and development

ofthestrategic direction of the Group, for consideration and approval by the Board.

CEO

The Executive Committee assists the CEO in implementing the strategy as approved by the Board. Executive Committee members

are invited, as appropriate, to Board, Board Committee and strategy meetings to inform and update the Board on their areas

ofresponsibility.

Executive Committee

The Committees may engage third-party consultants and independent professional advisors. They may also call upon

other Group resources to assist them in discharging their respective responsibilities. In addition to the Committee

members and the Company Secretary, external advisors and, on occasion, other Directors and members of our senior

management team attend Committee meetings at the invitation of the Chair of the relevant Committee.

The terms of reference for the Audit Committee, Remuneration Committee and Nomination Committee can be viewed

intheCorporate Governance section of Burberryplc.com.

Monitors the integrity of Financial

Statements, including disclosures

associated with the TCFD and

provides assurance to the Board

thatthe Group’s internal financial

controls and risk management

systems are appropriate and

regularly reviewed. Reviews the

Internal Audit programme, and

oversees the work of the external

auditor, approving their remuneration

and recommending their appointment

on behalf of the Board.

The Audit Committee is supported

bythe Ethics Committee, the

RiskCommittee and the Group

TreasuryCommittee.

The Audit Committee Report can

befound on pages 128 to 135.

Determines the policy for Executive

Director remuneration, aligning with

Burberry’s long-term strategic goals,

and having regard to the views

ofshareholders or stakeholders.

Sets the remuneration for the Chair,

Executive Directors and senior

management.

Oversees the wider employee

rewardpolicies.

The Directors’ Remuneration Report

can be found on pages 136 to 157.

Reviews the composition of

theBoard to ensure it remains

appropriate, so the Board is best

placed to fulfil its role. Ensures

plansare in place for the orderly

succession of both Board and senior

leadership positions. Oversees the

formal, rigorous and transparent

procedure for the appointment

ofnew Directors, keeping in mind

theimportance of diversity in all

itsforms and balancing skills

andexperience, and ensuring

alignment to purpose, values

andculture.

The Nomination Committee Report

can be found on pages 123 to 127.

Audit Committee

Chaired by Alan Stewart

Remuneration Committee

Chaired by Danuta Gray

Nomination Committee

Chaired by Gerry Murphy

Roles and responsibilities

Corporate Governance Statement | Division of Responsibilities

118 Burberry Annual Report 2024/25

Board roles and the division

ofresponsibilities

Our Board currently comprises 12 members: the Chair, the

CEO,the CFO and nine independent Non-Executive Directors

who are experienced and influential individuals, drawn from

awide range of industries and backgrounds with the skills

topromote the long-term sustainable success of the Group.

TheBoard has determined that all Non-Executive Directors

areindependent and the Chair was also considered to be

independent on appointment.

Directors’ biographies, tenures, key skills and experience

andexternal appointments are set out on pages 104 to 108.

All Directors are appointed to the Board for an initial fixed

three-year term, subject to annual re-election by shareholders at

the Company’s AGM. In accordance with the Code, all Directors,

with the exception of Fabiola Arredondo, Sam Fischer and

Antoine de Saint-Affrique, will retire and offer themselves

forre-election at the 2025 AGM. Joshua Schulman and Stella

King,who joined the Board on 17 July 2024 and 1 April 2025,

respectively, will offer themselves for election, having joined

theBoard since the last AGM.

To ensure the Board performs effectively, there is a clear

division of responsibilities between the leadership of the Board

and the executive leadership. The roles of the Chair, CEO and

Senior Independent Director are agreed by the Board and

areavailable to view in the Corporate Governance section

ofBurberryplc.com.

Our Chair

•  Responsible for the Board’s overall effectiveness

indirectingBurberry

•  Chairing Board meetings, Nomination Committee meetings

and the AGM, setting the Board agenda, and ensuring

Directors receive accurate, timely and clear information

•  Ensuring there is effective communication between the

Board,management, colleagues, shareholders and the

Group’s wider stakeholders

•  Promoting a culture of openness and constructive debate,

andfacilitating effective contributions from all

Non-ExecutiveDirectors

•  Overseeing the annual Board effectiveness review and

addressing any subsequent actions

•  Promoting the highest standards of corporate governance

•  Ensuring the views of stakeholders are taken into account

when making decisions

Our Senior Independent Director

•  Acting as a sounding board for the Chair

•  Acting as an intermediary for the other Directors,

wherenecessary

•  Chairing meetings in the absence of the Chair

•  Being available to shareholders and stakeholders if they have

any concerns which they have been unable to resolve through

normal channels

•  Together with the Non-Executive Directors, assessing

theperformance of the Chair on an annual basis

•  Leading the search and appointment process and

recommendation to the Board of a new Chair, if necessary

Our Non-Executive Directors

•  Providing effective and constructive challenge to the Board

and scrutinising the performance of management against

agreed performance objectives

•  Leading the appointment process for Executive Directors

•  Assisting in the development and approval of the

Group’sstrategy

•  Reviewing Group financial information and ensuring there

areeffective systems of governance, risk management and

internal controls in place

•  Ensuring there is regular, open and constructive dialogue

withshareholders

•  Offering specialist knowledge to the Board

Our CEO

•  Day-to-day management of the Group and leading the

Executive Committee

•  Responsible for all commercial, operational, risk and financial

elements of the Group

•  Developing the Group’s strategic direction and implementing

the agreed strategy, as approved by the Board

•  Ensuring effective communication and information flows

tothe Board and the Chair

•  Representing the Group to external stakeholders

•  Responsible for the oversight of the following key functions:

Design, Marketing, Digital, Merchandising, Supply Chain,

Corporate Affairs, Human Resources, Strategy, Global

Commercial, Corporate Responsibility, Corporate

Communications and IT

•  Responsible for oversight of Burberry’s sustainability agenda

and climate goals

Our CFO

•  Supporting the CEO in developing the Group’s strategy and

its implementation

•  Overseeing the global Finance and Business Services

functions and developing the Group’s Capital Allocation

Framework

•  Responsible for establishing financial planning and maintaining

adequate internal controls over financial reporting

•  Representing the Group to external stakeholders

•  Responsible for the oversight of the following key functions:

Investor Relations, Internal Audit and Risk Management,

Business Continuity, Burberry Business Services, Finance,

Insurance, Tax, Treasury and Trade Compliance

Our Company Secretary

•  Providing advice and support to the Chair and all Directors

•  Ensuring the Board receives high-quality information and

resources in a timely manner so that the Board can operate

effectively at meetings and carry out its duties

•  Assisting the Chair and Committee Chairs in setting the

agenda for Board and Committee meetings

•  Advising and keeping the Board up to date with all matters

ofcorporate governance through regular papers and updates

at meetings

•  Facilitating the induction programme for new Directors and,

together with the Chair, assessing ongoing training needs

forall Directors

119

Burberry Annual Report 2024/25

Time allocation

Executive Directors

Our Board’s Executive Directors are permitted to hold one

external non-executive directorship. Joshua Schulman is a director

and trustee of The Elton John AIDS Foundation, a charitable

foundation. Kate Ferry is an independent non-executive

directorof Greggs plc.

Non-Executive Directors

Each of our Non-Executive Directors has a letter of appointment

which sets out the terms and conditions of their directorship.

The Non-Executive Directors are expected to devote the time

necessary to perform their duties properly. This is expected to

be approximately 20 days each year for basic duties. The Chair

and Senior Independent Director are expected to spend additional

time over and above this to carry out the extra responsibilities

their roles entail. A summary of these roles can be found on

page 119 and full descriptions can be found in the Corporate

Governance section of the Group’s website, Burberryplc.com.

The Board has noted changes to Non-Executive Directors’

external appointments during the year and confirms that

theywere not perceived to impact their responsibilities to the

Company. In accordance with the authority delegated by the

Nomination Committee, the Chair reviewed and approved in

advance the appointment of Alan Stewart as a non-executive

director of Haleon plc. In making this decision, the Chair was

satisfied that Alan would be able to continue to devote the

necessary time for the proper performance of his role at Burberry.

The Board also considered Gerry Murphy’s appointment as a

non-executive director and chair of Tesco plc and Danuta Gray’s

appointment as a non-executive director and chair of Croda

International plc; and were content that both Gerry and Danuta

continue to have sufficient time to undertake their roles

atBurberry.

The Board considers that the Chair and all Non-Executive

Directors have fulfilled their required time commitment during

FY 2024/25. In making this assessment the Board considered

the views of certain shareholders regarding Antoine de

Saint-Affrique’s time commitments, further details of which

canbe found on page 111.

Independence of Non-Executive Directors

Each year, in accordance with its terms of reference, the

Nomination Committee reviews the independence of the

Non-Executive Directors (excluding the Chair), taking into

account a range of factors, including those set out in Provision

10 of the UK Corporate Governance Code.

As part of their deliberations for FY 2023/24, the Nomination

Committee gave particular regard to Fabiola Arredondo who was

appointed to the Board in March 2015 and has therefore served

on the Board for just over 10 years. Following the review, the

Nomination Committee concluded that Fabiola’s independence

was not compromised and that all Non-Executive Directors

continue to be independent.

Please see page 125 for further information on the independence

assessment performed by the Nomination Committee.

Induction and training

The Company Secretary assists the Chair in designing and

facilitating a formal induction programme for new Directors and

their ongoing training. Each newly appointed Director receives

aformal and tailored induction programme to enable them to

function effectively as quickly as possible, while building a deep

understanding of the business. Each induction typically consists

of meetings with both Executive and Non-Executive Directors

and briefings from senior managers across our key business

areas and operations. In addition, Non-Executive Directors are

provided with opportunities to visit key stores, markets and

facilities. This includes visits to our various operating facilities

inthe UK and in their country or territory of residence.

Following the initial induction for Non-Executive Directors,

anunderstanding of the business is developed through ongoing

meetings and engagements as appropriate. Details of the

induction programmes implemented for Joshua Schulman

andStella King are set out in the Nomination Committee Report

on page 126.

The Chair considers the training needs of individual Directors

onan ongoing basis, and the Board has direct access to the

advice and services of the Company Secretary. To carry out

theirduties, Directors may also obtain independent professional

advice, if necessary, at the Group’s expense.

Managing conflicts of interest

All Directors have a duty under the Companies Act 2006 to

avoid a situation in which they have, or could have, a direct

orindirect conflict of interest or possible conflict of interest

withthe Company and/or the Group.

Under the Company’s Articles of Association, the Board

hastheauthority to approve situational conflicts of interest.

Ithasadopted procedures to manage and, where appropriate,

approve such conflicts.

Authorisations granted by the Board are recorded by the

Company Secretary in a register and are noted by the Board

atits next meeting. A review of situational conflicts that have

been authorised is undertaken by the Board annually.

Following the last review, the Board concluded that the

potentialconflicts had been appropriately authorised, that no

circumstances existed which would necessitate that any prior

authorisation be revoked or amended and that the authorisation

process continued to operate effectively.

Corporate Governance Statement | Division of Responsibilities

120 Burberry Annual Report 2024/25

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Board evaluation

Evaluating our performance

The Board undertakes a formal annual review of its

effectiveness, which is designed to help identify opportunities

toimprove and enhance its own performance and that of the

Group. The evaluation process is led by the Chair and includes

areview of the effectiveness of the Board as a whole, the

Board’s Committees and each individual Director. Every three

years the review is facilitated externally in accordance with

theCorporate Governance Code. The last externally facilitated

review was completed for FY 2023/24.

This financial year the Board decided to conduct an internal

effectiveness review utilising the Board Outlook platform

whichprovides a customisable questionnaire-based framework

designed to use data and analytics to identify both strengths

and opportunities for improvement. The questionnaires were

finalised by the Chair and the Chairs of the Audit, Nomination

and Remuneration Committees, supported by the Company

Secretary. In addition to Board members, members of the

executive and senior management team who regularly attend

Board and/or Board Committee meetings were invited to complete

the questionnaires. The Chair also met with each Director to

consider individual performance to supplement the review.

The challenging market conditions and leadership changes

experienced during FY 2024/25 were reflected through the

feedback and highlighted the need for the Board to embed key

lessons learned during the period, strengthen ways of working

and refocus on long-term value creation to ensure sustained

resilience and growth. Key themes and takeaways were

identified across areas of stronger performance and

opportunities for improvement.

Corporate Governance Statement | Composition, Succession andEvaluation

COMPOSITION, SUCCESSION

ANDEVALUATION

A number of strengths were identified through the review

process, including:

•  The Board is aligned on the key operational priorities for

thebusiness

•  The Board culture is collaborative, responsive and built ontrust

•  The commitment to sustainability is well-articulated, aligning

the Board with global standards and demonstrating strong

ethical sourcing and supply chain oversight

•  Stakeholder management is proactive, particularly

withshareholders

•  The Board/management relationship is collaborative and

theinformation flow is timely

The review also identified potential areas for development and

action which have been agreed by the Board and are set out

below. Progress against these areas of focus will be monitored

during FY 2025/26.

Having discussed the results of the review, the Board confirmed

its view that the Board continues to operate effectively within

aninclusive and transparent environment and that the Audit,

Nomination and Remuneration Committees continue to operate

well and to provide effective support to the Board in carrying out

its duties. Further information about the effectiveness evaluations

of each of the Committees and of individual Directors conducted

during the year can be found on pages 123, 128 and 139.

TheNomination Committee Report includes details on page 124

of the evaluation of skills and experience of the Directors.

In addition to the formal Board effectiveness review process,

theSenior Independent Director held a meeting of the

Non-Executive Directors, without the Chair being present, to

review his performance during the year. The review confirmed

that Gerry Murphy is an effective Chair who is well respected

bythe Board. He has continued to provide strong leadership

throughout FY 2024/25.

Areas of focus for FY 2025/26

Based on the feedback received during the assessment process, the Board agreed on the following areas of focus, which will

bemonitored during the year.

Area for development Action

Strategy and operations •  Further embed leading indicators and risk dashboards into the Board’s ways of working to

strengthen oversight of commercial and operational performance, enhance decision-making

and support the delivery of short- and long-term strategic goals

•  Enhance monitoring of digital transformation, disruption and innovation

•  Enhance monitoring of supply chain efficiency, resilience and geopolitical risk

•  Enhance the Board’s awareness of current and evolving competitive landscape

andconsumertrends

People and resources •  Undertake a thorough review of Board members’ collective critical skills and experience relative

to Burberry’s future business needs to optimise Board succession planning

Board ways of working •  Review of Board processes and papers to support better oversight and decision-making

121

Burberry Annual Report 2024/25

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Progress update on focus areas identified following FY 2023/24 Board effectiveness review

Area for development Action

Strategy and operations

•  The Board and management team will

worktogether to refine the key strategic

priorities and determine a definitive plan

and timetable for their implementation.

Clear operational milestones and KPIs will

be agreed in order to measure progress

and enable effective oversight of strategy

implementation

Management instigated a review of the value proposition in conjunction with

external advisors to consider proposed adjustments to brand positioning,

product and customer segment prioritisation and the outputs were discussed

with the Board.

Building on this work, the CEO presented a refreshed strategy and ambition

tothe Board across four strategic pillars: Brand and Communications, Product,

Channel and Supply Chain together with proposals to Reignite aHigh-Performance

Culture in order to translate the strategy into action anddeliver the ambition.

Specific action plans for each of the strategic pillars werealso discussed

withthe Board.

The Board confirmed its support for the strategic direction outlined by

management and the plan was further refined and finalised as Burberry Forward,

which was announced in November 2024 alongside the 2025 half-year results.

A schedule of KPIs to track delivery of the plan was subsequently developed.

•  Develop a clear action plan to deliver

growth in Burberry’s e-commerce business

together with key metrics which enable

progress to be measured

The Board received updates on Burberry’s e-commerce business in July

andOctober 2024 and new KPIs have been identified to enable progress

tobemeasured.

People and resources

•  Ensure the organisation structure, roles,

responsibility and accountability are

clearand configured to support

strategyexecution

There were a number of changes to key roles during FY 2024/25. Since joining

Burberry in July 2024, the CEO has reviewed the leadership team to ensure

itisappropriately configured to support the execution of Burberry Forward.

•  Ongoing focus on the talent agenda,

including leadership team succession and

development. The Board will also welcome

opportunities for Non-Executive Directors

to engage with management on a more

informal basis

The Nomination Committee has received updates from the CEO and

ChiefPeople Officer on organisational evolution and key talent, succession

anddevelopment.

Board members continue to attend town halls, visit stores and factories

andattend public events when possible, all of which enable them to engage

withmanagement and colleagues regularly.

Board ways of working

•  Revisit Board agendas and papers to

ensure sufficient focus on key strategic

pillars and areas where Board input will

help drive the business forward

This is an ongoing action with additional items being introduced where

necessary to ensure that Board meetings are focused on discussing key

strategic topics.

Corporate Governance Statement | Composition, Succession andEvaluation

122 Burberry Annual Report 2024/25

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Corporate Governance Statement | Report of the Nomination Committee

REPORT OF THE

NOMINATION COMMITTEE

Dear Shareholder,

On behalf of the Nomination Committee, I am pleased to

presentthis report which describes how we carried out our

responsibilities during the year. While my introductory letter

focuses primarily on changes to Board membership, this report

also covers the Committee’s responsibilities, new Director

selection and induction processes, Board composition and

diversity, and Directors’ time commitments.

See page 124 to read about Board succession planning.

See page 126 to read about CEO and Non-Executive

Directorinduction.

See pages 126 and 127 to read about Board diversity.

Succession planning

During FY 2024/25, the Committee continued to focus on

Boardsuccession planning. Our aim is to build a Board which

has the requisite skills and experience to support executive

management in the execution of Burberry’s strategy and in

realising Burberry’s full potential. To be effective, the Committee

must react to Burberry’s circumstances and consider the skills

and attributes required to address Burberry’s long-term needs.

In July 2024, the Committee recommended to the Board the

appointment of Joshua Schulman as CEO. Josh is a proven

leader with an outstanding record of building global luxury brands

and driving profitable growth. He had initially been short-listed

in our search for a new Non-Executive Director with luxury

experience and so was well known to the Nomination Committee

when our search extended to include potential future CEOs.

The Committee also oversaw the search and appointment

ofStella King as a Non-Executive Director and member of the

Nomination Committee on 1 April 2025. Stella brings considerable

experience in Burberry’s core category of outerwear and has

extensive knowledge of Asian markets.

In line with the Committee’s ongoing work to refresh Board

composition, it was announced in December 2024 that Fabiola

Arredondo and Antoine de Saint-Affrique would step down

asNon-Executive Directors following the AGM in July 2025.

InMay 2025 we announced that Sam Fischer would also step

down as a Non-Executive Director following the AGM in July 2025.

In the second half of FY 2024/25, the Committee considered

and approved updates from the CEO on his review of the

leadership team ahead of implementing changes.

The Committee remains committed to ensuring Burberry has a

balanced Board which supports the Company’s long-term success.

Committee effectiveness

The Committee’s annual performance review confirmed that

theCommittee operates effectively and took account of the

long-term needs of the business in its approach to Board

succession planning and recruitment during the year.

Gerry Murphy

Chair, Nomination Committee

Gerry Murphy

Chair, Nomination Committee

Areas of focus during FY 2024/25

> Recruitment of new CEO

> Board succession planning

> Board composition and diversity

> Annual review of corporate

governancerequirements

“To be effective, the Committee

must react to Burberry’s

circumstances and consider

theskills and attributes

requiredto address Burberry’s

long-termneeds.”

123Burberry Annual Report 2024/25

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Corporate Governance Statement | Report of the Nomination Committee

Committee member Member since  Meeting attendance

Gerry Murphy (Chair) 17 May 2018 5/5

Fabiola Arredondo 10 March 2015 5/5

Alessandra Cozzani 1 September 2023 5/5

Sam Fischer 1 November 2019 5/5

Ron Frasch 1 September 2017 5/5

Danuta Gray 1 December 2021 5/5

Debra Lee

1

1 October 2019 1/1

Orna NíChionna 3 January 2018 5/5

Antoine de Saint-Affrique 1 January 2021 5/5

Alan Stewart 1 September 2022 5/5

1.  Debra Lee resigned from the Committee on 16 July 2024 on her retirement from the Board.

33%

25%

33%

100%

92%

50%

33%

42%

Retail/sales and marketing

Financial expertise

Luxury fashion

Operational excellence/general management

Digital and media

Regional markets (China and Asia Pacific/Americas)

Sustainability

Luxury brands (excluding fashion)

Summary of meetings

The Committee met five times during FY 2024/25, including

unscheduled meetings called to deal with ongoing processes

and ad hoc matters as they arose. Details of attendance

atCommittee meetings are set out above. Stella King joined

theCommittee on 1 April 2025 on her appointment as a

Non-Executive Director.

Committee role and responsibilities

As set out in the terms of reference, which are available on

Burberryplc.com, the Committee has responsibilities across

three main areas:

Board composition

•  Reviews the structure, size and composition of the Board

andits committees to ensure the right balance of skills,

knowledge, experience, diversity and independence

•  Identifies and makes recommendations to the Board

onsuitable candidates to fill Board vacancies

Board and executive succession planning

•  Develops succession plans to ensure Board membership

isrefreshed to meet the needs of the Company

•  Oversees the development of a diverse succession pipeline

for the Executive Committee and key senior management

roles, in line with the approach to ensure talent is at the centre

of the Company

Corporate governance

•  Considers the independence and time commitments

ofNon-Executive Directors

•  Reviews the Board Composition and Diversity Principles

toensure they remain fit for purpose

Board composition and succession planning

Having the right blend of skills, knowledge and experience

intheboardroom ensures an effective Board. Diverse and fresh

perspectives contribute to well-rounded discussions and lead

toeffective decision-making.

The Board considers a skills matrix to guide and inform

succession plans and the criteria for prospective Board

appointments. The chart below shows the blend of skills

andexperience on the Board at the date of this Report.

124

Burberry Annual Report 2024/25

The Board is satisfied that all Directors continue to make

effective and valuable contributions to the Board and devote

sufficient time to discharging their responsibilities as Directors

of Burberry. As part of this assessment, it was noted that Danuta

Gray is currently Chair of two UK listed companies in addition

toher role at Burberry, however, the Committee is satisfied

thatDanuta continues to have sufficient time to meet her Board

responsibilities. The Committee confirmed that all theDirectors

met the policy on Directors’ time commitments, apart from

Danuta Gray whose additional commitments were approved

bythe Committee as an exception to the policy.

Directors’ independence

The Committee also conducts an annual review of the

independence of the Non-Executive Directors on behalf

oftheBoard. The UK Corporate Governance Code requires

theBoard to state its reasons for concluding that a Director

isindependent notwithstanding the existence of certain

circumstances whichare likely to impair or appear to impair

thatDirector’s independence. Provision 10 of the Code provides

a non-exhaustive list of such circumstances which should be

considered, including length of service.

Having served 10 years on the Board since being appointed

on15 March 2015, the Committee paid particular regard to

assessing the independence of Fabiola Arredondo noting her

impartiality, her contribution in Board and Committee meetings,

including the degree of rigour and challenge to discussions and

decision-making. On the basis of its rigorous assessment, the

Committee confirmed its view that Fabiola remains independent.

All Directors, with the exception of Fabiola Arredondo, Sam

Fischer and Antoine de Saint-Affrique, will seek election

orre-election at the 2025 AGM.

In line with the Board Composition and Diversity Principles,

allBoard appointments will continue to be made on merit

andobjective criteria. Our approach includes:

•  Ensuring the search pool includes candidates from diverse

backgrounds with experience and insights relevant to the

Group’s strategic priorities

•  Taking into account Burberry’s purpose, culture and values,

aswell as changing business needs, while also having regard

to wider stakeholder requirements and environmental factors

•  Promoting diversity, inclusion and equal opportunity.

Ouraimis to ensure that at least 40% of the Board is female

and thatat least one Board member is from an ethnic

minoritybackground

Board tenure

There is a good balance on the Board between recently

appointed Directors and those who have a longer tenure.

Directors’ time commitments

The Nomination Committee conducts an annual assessment

ofthe time required by Non-Executive Directors to effectively

discharge their responsibilities. It also assesses through

performance evaluation whether the time they spend executing

their roles is sufficient.

During the year, the Committee reviewed Directors’ time

commitments to ensure that these complied with the policy

onDirectors’ time commitments introduced in FY 2023/24.

According to the policy:

•  Non-Executive Directors are expected to hold no more

thanfour non-executive directorships in public companies,

including Burberry, at any one time

•  Executive Directors should not undertake more than one

non-executive directorship of a listed company or any other

significant appointment

•  In exceptional and compelling circumstances, the Board may

approve an exemption to this policy if it agrees this is merited

in order for the Board to benefit from the individual Director’s

continuing appointment

•  Directors are required to obtain prior approval before taking

on any significant additional appointments. The Chair undertakes

this pre-approval on behalf of the Board. Wheredeemed

necessary, the Chair may escalate specific appointments

forconsideration by the full Board

The terms of appointment of the Non-Executive Directors require

that they should allocate sufficient time to meet the expectations

of their role. The Committee considered the expected time

commitment of the Chair and the Non-Executive Directors,

taking into account attendance at Board and committee meetings,

as well as engagements outside formally scheduled Board and

committee meetings, and assessed whether the Non-Executive

Directors had met the requirement. The Committee also

considered the external appointments ofthe Non-Executive

Directors and reviewed the register ofDirectors’ conflicts.

125

Burberry Annual Report 2024/25

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Corporate Governance Statement | Report of the Nomination Committee

Induction of the CEO

On joining the Board in July 2024, Joshua commenced a

rapid and comprehensive induction process to provide

deep insight into Burberry’s business, products and brand,

as well as to understand key stakeholders. Joshua’s

induction process is outlined below.

CEO induction process

•  Building on Joshua’s existing knowledge of Burberry

products and the brand, he met members of the

creative team to develop a deep insight into the

creative approach and product development

•  Meetings with members of the Executive Committee,

regional Presidents and key functional heads

•  Visits to stores and offices in the USA, UK and Asia

Pacific regions

•  Visits to Burberry’s manufacturing sites in the UK and

Italy and attendance at Burberry’s supplier conference

•  Meeting major shareholders

•  Engaging with other external stakeholders to gain

industry insights

•  Comprehensive briefing from the Company Secretary

on directors’ duties, governance standards and

regulatory responsibilities

•  Introducing himself to colleagues during site visits,

through global town halls and other opportunities to

interact with Burberry’s people

Board diversity

The Board is committed to driving progress in promoting diversity

in line with the Board Composition and Diversity Principles.

ThesePrinciples set clear objectives aligned with the UK Listing

Rules and the recommendations of the FTSE Women Leaders

Review and the Parker Review.

Throughout FY 2024/25, the Board maintained its objective

ofensuring that at least 40% of its members are female.

Atthedate ofthis report, women make up 50% of the Board

andheld thekey leadership roles of CFO and Senior Independent

Director. Reflecting our commitment to board diversity and

inclusive leadership, Burberry was again recognised as a top

performer inthe 2025 report of the FTSE Women Leaders

Review. At 31 October 2024, the date used for our submission

toits report, women accounted for 53% of Executive Committee

members and their direct reports.

At the date of this Report, the Board had at least one Director

from an ethnic minority background and is compliant with the

Parker Review’s target for FTSE 250 companies. However, the

Board was not compliant with this target for part of the year

under review as explained.

Non-Executive Director appointment

The timeline below sets out the key stages of the process that

culminated in the Nomination Committee’s recommendation to

appoint Stella King to the Board. The selection process was

undertaken in accordance with the Board Composition and

Diversity Principles and considered a variety of factors,

including gender, ethnic background, unique strengths,

experience and alignment with Burberry’s strategic vision,

culture, values and purpose.

Timeline Appointment process

Stage 1 Building the brief

The Nomination Committee agreed the

attributes and skills required, focusing on

experience in luxury fashion and markets

relevant to Burberry.

Stage 2 Candidate search

The Committee appointed an external

search firm, Egon Zehnder, to assist

withthe appointment process. The firm

provided a diverse list of candidates, with

initial interviews conducted by the Chair.

Ashort-list was then selected for interviews

with Committee members and the CEO.

The Company confirms that Egon Zehnder

has no connection to the Company

ortoindividual Directors save that it

wasengaged by the Company during

FY2024/25 to provide some executive

recruitment services.

Stage 3 Review, assessment and interviews

The short-listed candidates were

interviewed by a number of Committee

members as well as the CEO and the Chief

People Officer, and a preferred candidate

was selected.

Stage 4 Recommendation

The Committee made its final

recommendation to the Board to appoint

Stella King as Non-Executive Director.

Stage 5 Induction

A comprehensive induction programme

was organised by the Company Secretary

and Chair of the Board.

Stella’s induction began before her

appointment was formally effective and

included observing the March Board

meeting and attending sessions with

members of the senior leadership team

and the Company Secretary.

126

Burberry Annual Report 2024/25

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wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8do/4aO8H/8AQN1z/vxD/wDHaAPYKK8f/wCGjvB//QN1z/vxD/8AHaP+GjvB/wD0Ddc/78Q//HaAPYKK8f8A+GjvB/8A0Ddc/wC/EP8A8dooA//Z)

Diversified Board

66

Gender

Women Men

345

Tenure

0 – 3 years 3 – 6 years 6+ years

331 1 2 2

Nationality

Australian French Italian

Irish American British

The Board also recognises and embraces the importance and

benefits of diversity and inclusiveness at Board Committee level.

As at 29 March 2025, Board Committee gender diversity was

asfollows:

•  Nomination Committee: 44% women

•  Audit Committee: 40% women

•  Remuneration Committee: 50% women

The Board’s Composition and Diversity Principles reflect

thechanges incorporated intothe 2024 version of the UK

CorporateGovernance Code, which calls on companies to

consider diversity in a wider sense, by moving beyond specific

protectedcharacteristics.

The Board’s commitment to diversity in leadership at Burberry

isreflected in our goal for 15% of UK senior management to

come from ethnic minority backgrounds by December 2027,

atarget we outlined in the Annual Report 2023/24. As at the

date of this report, 10% of UK senior management came from

anethnic minority background.

Disclosures required under UK Listing Rule 6.6.6(9)R and 6.6.6.(10)R as at 29 March 2025

The Board selected 29 March 2025 as the reference date for this disclosure as it was the last day of FY 2024/25 and is consistent

with the reporting date selected in the prior year. As at this date, the Company complied with the targets for gender diversity set

under UK Listing Rule 6.6.6(9)R. However, the Company did not comply with the target for ethnic diversity at this date.

The Board has continued to meet its obligation to maintain the required gender diversity and, in addition, women hold both the Senior

Independent Director and CFO roles. Following the resignation of Debra Lee in July 2024, the Board’s composition was 45% female,

however, following the appointment of Stella King on 1 April 2025, the Board is now 50% female.

The Board complied with the requirement to have at least one Director from an ethnic minority background until the departure

ofJonathan Akeroyd on 15 July 2024 and Debra Lee on 16 July 2024. Following these departures, the Board temporarily did not

meetthis requirement. However, with the appointment of Stella King on 1 April 2025, the ethnic diversity target has been met.

The data in the table below was collected by inviting each Board and Executive Committee member to self-identify their gender

andethnicity using the specified categories.

Number of

Boardmembers

Percentage of

theBoard

Number of senior

positions on the

Board (CEO, CFO,

SID and Chair)

Number

ofexecutive

management

Percentage

ofexecutive

management

Men 6 55 2 5 71

Women 5 45 2 2 29

Not specified/prefer not to say 0 – 0 0 –

Number of

Boardmembers

Percentage of

theBoard

Number of senior

positions on the

Board (CEO, CFO,

SID and Chair)

Number

ofexecutive

management

Percentage

ofexecutive

management

White British or other white (including minority-white groups) 11 100 4 6 86

Mixed/multiple ethnic groups 0 – 0 0 –

Asian/Asian British 0 – 0 0 –

Black/African/Caribbean/Black British 0 – 0 0 –

Other ethnic group 0 – 0 1 14

Not specified/prefer not to say 0 – 0 0 –

127Burberry Annual Report 2024/25

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Wealso oversaw a forensic review ofthe causes of recent

business performance undertaken by an independent advisor.

The Committee considered the key findings across each execution

area together with the initiatives identified by management

toaddress the opportunities identified through the review.

The Committee has been satisfied that management applied

robust and consistent accounting policies and provided

theCommittee with sensitivities to these assumptions and

forward-looking trading. We also reviewed and challenged

thegoing concern assessment and the severe but plausible

scenarios and considered the liquidity needs of the Group

inorder to recommend the Viability Statement on pages

100and101 to the Board.

Further information on how the Committee addressed significant

matters during the year is set out in the table on pages 130 and131.

In relation to the Group’s risk management, we carried out a

detailed review of management’s assessment of principal risks,

tolerance levels and mitigations, and concluded these were

appropriate. We also reviewed management’s preparations for

the new Corporate Sustainability Reporting Directive (CSRD)

regulations and the revised Provision 29 of the 2024 UK

Corporate Governance Code, and concluded the approach

wasappropriate.

The Committee confirms that during FY 2024/25, the Group

complied with the mandatory audit processes and Audit

Committee responsibility provisions of the Competition

andMarkets Authority Statutory Audit Services Order 2014.

Thisreport describes the work of the Committee in discharging

its responsibilities.

FRC review

During the year, the FRC wrote to the Chair of the Board

informing the Board that the Burberry Group plc Annual Report

to 30 March 2024 was included in their selection for review as

part of their Corporate Reporting Review Operating Procedures.

The Audit Committee was pleased with the outcome of the

review and noted that there were no questions or queries that

the FRC wished to raise with the Company. The FRC’s role is to

consider compliance with reporting standards and not to verify

the information provided. Therefore, given the scope and inherent

limitations of their review, which does not benefit from any

detailed knowledge of the Group, it would not be appropriate

toinfer any assurance from their review that our FY 2023/24

Annual Report and Accounts are correct in all material aspects.

Committee effectiveness

The Committee’s annual effectiveness review was undertaken

as part of the internal review of Board and Committee

effectiveness, and I am pleased to note that the review confirmed

that the Committee fulfils its purpose well, is well informed and

challenges where appropriate. Further information on the

process is set out on page 132.

Alan Stewart

Chair, Audit Committee

Corporate Governance Statement | Report of the Audit Committee

REPORT OF THE

AUDIT COMMITTEE

Alan Stewart

Chair, Audit Committee

Areas of focus during FY 2024/25

> Scrutinising financial performance,

financial reporting estimates

andjudgements

> Monitoring and assessing risk

management and internal control

frameworks

Dear Shareholder,

I am pleased to present the FY 2024/25 Report of the Audit

Committee which describes the Committee’s main activities

andareas of focus during the year.

Areas of focus during FY 2024/25

The primary purpose of the Committee is to oversee the integrity

of financial reporting and to provide assurance to the Board that

the Company’s internal control and risk management processes

are operating effectively. The Committee also oversees the work

of the external auditor. Details of how we monitored EY’s audit

are available on page 132.

This year, we focused on reviewing the Group’s financial

performance and how this was taken into consideration

whendetermining appropriate accounting estimates relating

toimpairment of property, plant and equipment and right of

useassets, inventory provisioning and uncertain tax positions.

128

Burberry Annual Report 2024/25

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Committee member Member since Meeting attendance

Alan Stewart (Chair) 1 September 2022  5/5

Alessandra Cozzani 1 September 2023 5/5

Ron Frasch 7 November 2018  5/5

Danuta Gray 12 July 2023 5/5

Debra Lee

1

1 October 2019  1/1

Antoine de Saint-Affrique 1 January 2021  5/5

1.  Debra Lee retired from the Board on 16 July 2024 and stepped down as a member of the Audit Committee on that date.

The role and main responsibilities

oftheCommittee

The main role and responsibilities of the Committee are

setoutin written terms of reference, which are available

onBurberryplc.com. As part of the Committee’s annual review

ofitsterms ofreference, the Committee took into consideration

therequirements of the FRC’s Audit Committees and the External

Audit: Minimum Standard (the Minimum Standard) and determined

that the key requirements of the Minimum Standard are already

being met. We will continue to keep the requirements of the

Minimum Standard under review.

In light of its key responsibilities, and in addition to the specific

topics mentioned in the Committee Chair’s letter above, the

Committee considered the following items of business during

the financial year:

•  Financial reports: the integrity of the Group’s

FinancialStatements and formal announcements

oftheGroup’s performance

•  Accounting policies: the Committee reviewed and approved

management’s identification and determination of key

accounting judgements

•  Risk and internal controls: the Group’s internal financial,

operational and compliance controls and risk identification

and management processes

•  Cybersecurity: the Committee received an update

oncybersecurity risk and governance

•  Viability: consideration of management’s assumptions

anddisclosures relating to going concern and the Group’s

Viability Statement as set out on pages 100 and 101

•  Internal Audit: review of the annual Internal Audit programme

and the consideration of findings of any internal investigations

as well as management’s response

•  Process controls and efficiency: the Committee received

updates from management on design and product

development transition risks and controls and on emerging

regulatory developments

•  Treasury matters: including reviewing and approval of proposed

amendments to the Treasury Policy

•  External auditor: recommending the appointment of the

external auditor, approving their remuneration and overseeing

their work. Reviewing reports received from the external

auditor. Reviewing the effectiveness and independence

oftheexternal auditor

•  Ethics update: the Committee received and considered

reports from management on the considerations of the Ethics

Committee, including the Group’s approach to human rights

and whistleblowing arrangements

•  Legal and Brand Protection update: the Committee received

and considered reports from management on current and

emerging risks in the fields of Legal, Data Protection, Brand

Protection, Asset Profit and Protection and Health and Safety,

and the actions being taken, or proposed, to mitigate such risks

•  Sustainability reporting: the Committee reviewed the

requirements of the TCFD and the progress made in relation

to the climate-related risk scenario analysis undertaken

inFY2024/25 to assess the impact of climate-related risks

toBurberry. The Committee also received an update

onpreparations for impending ESG regulations

•  Group Tax strategy: the Committee reviewed the Group Tax

strategy in the context of an evolving regulatory environment

and the Group’s uncertain tax positions. The Tax Governance

Framework can be found on page 116

Committee composition

Debra Lee stepped down as a member of the Committee

following her retirement from the Board on 16 July 2024.

Therewere no other changes to the Committee’s composition

during FY 2024/25. As announced on 16 December 2024,

Antoine de Saint-Affrique will step down from the Board and

asa member of the Audit Committee upon the conclusion

oftheAGM on 16 July 2025.

The Board is satisfied that Alan Stewart and Alessandra Cozzani

have recent and relevant financial experience, and that all other

Committee members collectively have appropriate knowledge,

skills and experience in either finance or accounting roles,

orbroad consumer experience and knowledge of financial

reporting and/or international businesses. As a whole, the

Boardis satisfied that the Audit Committee has the appropriate

knowledge, skills and experience relevant to the business sector

to fulfil the duties delegated to the Committee. The biographies

set out on pages 104 to 108 provide details of each

member’sbackground and experience.

129

Burberry Annual Report 2024/25

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Corporate Governance Statement | Report of the Audit Committee

Significant matters

forthe year ended

29 March 2025 How the Audit Committee addressed these matters

Impairment assessment

ofright-of-use assets

andproperty, plant and

equipment held in retail

cash generating units

In November, March and May, the Committee considered management’s assessment of

therecoverability of the carrying value of assets held in retail cash generating units, including

property, plant and equipment and right-of-use assets relating to store leases. The Committee

considered the approach applied by management to review for potential indicators of impairment

of retail cash generating units and how current performance has impacted this. The Committee

reviewed and challenged the sensitivities applied to the estimates of future store performance

and reviewed management’s determination of store impairments and proposed disclosures

ofthese impairments and sensitivities relating to these uncertainties. The Committee concluded

thatthe carrying value of assets held in retail cash generating units and disclosures contained

inthe Financial Statements for the period were appropriate.

The results of the impairment assessment of assets held in retail cash generating units, together

with related sensitivities, are set out in note 13 of the Financial Statements.

The appropriateness

ofthevaluation of the

recoverability of the cost

ofinventory and the

resulting estimation

ofprovision required

In November, March and May, the Committee considered management’s assessment

oftherecoverability of the cost of inventory and the resulting amount of provisioning required.

TheCommittee reviewed the Group’s current provisioning policy, the expected loss rates

oninventory held at the balance sheet date and the nature and condition of current inventory.

Thereview included analysis of actual inventory, noting the age and expected exit routes for the

remaining surplus inventory held at the balance sheet date and the actual loss rates experienced,

focusing specifically on the elevated levels of inventory relating to recently aged seasons.

TheCommittee considered the sensitivity to the assumptions of loss rate and exit route and how

this aligned to the current performance of the business and future expectations and inventory

management initiatives to understand how management quantified the range of potential outcomes

and level of estimation applied. The Committee concluded that the inventory assets recognised

and disclosures contained in the Financial Statements for the period were appropriate.

Movements in inventory provisioning and the related sensitivities are set out in note 17

oftheFinancial Statements.

Uncertain tax positions

andthe Group’s more

significant tax exposures

and the appropriateness

ofany related provisions

and Financial Statement

disclosures

In November, March and May, the Committee received regular updates regarding developments

relating to discussions with tax authorities and the status of any ongoing tax audits. The Committee

reviewed and challenged the appropriateness of assumptions and estimates applied to estimate

the amount of assets and liabilities to be recognised in relation to uncertain income tax and

deferred tax positions and the disclosure of any significant estimates applied to tax balances.

TheCommittee also discussed matters with external advisors where significant estimation was

required. The Committee concluded that the assets and liabilities recognised and disclosures

contained in the Financial Statements for the period were appropriate. Details of movements

intax balances are set out in note 9 and 15 of the Financial Statements and further disclosure

oftax contingent liabilities is given in note 31.

Meetings and attendance

The Committee met formally five times during the year

(seethetable on page 129).

The Chair of the Committee met separately with representatives

of the external auditor, senior members of the Finance function

and the Senior Vice President, Internal Audit and Risk on aregular

basis, including prior to each Committee meeting. Inaddition,

hemet with members of the Group Internal Audit team and

othermembers of management on an ad hoc basis asrequired

tofulfilhis duties.

Regular attendees at Committee meetings included the Chair of

the Board, CEO, CFO, Company Secretary, Senior Vice President

Internal Audit and Risk, Vice President Group Financial Controller,

General Counsel, and representatives of the external auditor.

Atthe end of each meeting, the Committee held closed meetings

with the external auditor and with the Senior Vice President

Internal Audit and Risk, without management being present.

130

Burberry Annual Report 2024/25

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Significant matters

forthe year ended

29 March 2025 How the Audit Committee addressed these matters

Going concern and viability The Committee considered the risks that could threaten the Group’s business model, future

performance, solvency, liquidity and reputation. It also looked at how these were included in the

severe but plausible downside scenario. This included an aggregation of several severe impacts

of these principal risks and the reverse stress test scenario, alongside the current cash position,

facilities available to the Group as well as mitigating actions that could be taken. The Committee

concluded that a robust assessment had been carried out, and in all the scenarios considered

theGroup was able to maintain sufficient liquidity to continue trading.

The impact of climate risk

on the Group’s financial

reporting and Financial

Statements (TCFD and

CSRD considerations)

The Committee considered the impact of climate risk on the Financial Statements and TCFD

reporting on behalf of the Board. The Committee considered the approach taken by management

to further develop the digital twin model which was updated with the latest Group performance

and locations.

The Committee noted the ongoing areas of market and consumer preference risk and physical

risks as being the most significant risks identified by the modelling. The Committee also noted the

ongoing increase in visibility of climate risk in the wider organisation, and reviewed preparations

progressed by management during the year for CSRD reporting.

The Committee reviewed the disclosures in the Annual Report on behalf of the Board to ensure

they were in compliance with TCFD recommendations, and the assurance provided bythe

Group’sauditors.

Whether the Annual Report

is fair, balanced and

understandable

The Committee considered the Annual Report and Interim Results, on behalf of the Board, to

ensure that they were fair, balanced and understandable, in accordance with requirements of the

UK Corporate Governance Code. The Committee reviewed the report from the Strategic Report

drafting team, comments arising from the review of the Financial Statements by the Executive

Directors and comments raised by the Group’s auditor.

The Committee also considered the use of alternative performance measures by the Group and

concluded that they were appropriate and that there is an appropriate balance between statutory

and alternative performance measures, ensuring equal prominence.

The Committee concluded the Burberry Annual Report 2024/25, taken as a whole, is fair,

balanced and understandable, and provides the information necessary to assess the Group’s

performance, business model and strategy.

Other matters During the year, the Committee also considered management’s papers on other subjects,

including the carrying value of goodwill and associated disclosures, significant judgements

relating to lease term where a judgement is taken on the likelihood of exercising options within

leases, the recoverability of deferred tax assets relating to losses, and impairment of receivables.

131

Burberry Annual Report 2024/25

Corporate Governance Statement | Report of the Audit Committee

External auditor

Ernst & Young LLP (EY) commenced their first year of audit in

FY2020/21, following a competitive tender process. The current

audit partner is Michael Rudberg who has held the role since

EYwas appointed as external auditor. As Mr Rudberg will have

served as audit partner for five years following the announcement

of the results for FY 2024/25, he will be replaced by Ben Marles

as audit partner in line with EY’s policy on rotation of audit

partners. The Committee considered that given EY’s capabilities,

the effectiveness of the external audit and relationship with

Burberry, the external audit contract will not be put out to tender

before the end of the current required period of 10 years.

Thenext tender will be in respect of FY 2030/31 at the latest,

and the process will be led by the Committee.

The Audit Committee oversees and assesses the work

undertaken by EY, and in FY 2024/25 the Committee monitored

and reviewed activities including:

•  The audit plan, including audit strategy, scope and materiality

•  The approach to risk assessment, including factors impacting

the external environment and Burberry’s business and strategy

•  The approach to emerging topics such as CSRD reporting

requirements and UK Corporate Governance Reform

•  The approach to auditing controls, the use of data

analyticsand how the auditor demonstrated robust

professional scepticism

•  The limited assurance work carried out on the TCFD

disclosures and key data points in the corporate responsibility

disclosures of the Strategic Report, including carbon emissions,

supplier audits and the Group’s sustainability performance,

which are separate non-audit services provided by EY

•  Reports at the half year and full year

In assessing how the auditor demonstrated professional

scepticism the Committee considered the level of objectivity

EYdemonstrated when challenging the Group’s approach

toitssignificant judgements and estimates.

During the year, the Committee met with the auditor without

members of management being present.

Independence and effectiveness

One of the Committee’s primary responsibilities is to make

arecommendation on the appointment, reappointment and

removal of the external auditor. Each year, the Committee

assesses the qualifications, expertise, resources and

independence of the external auditor and the effectiveness

ofthe previous audit process. Over the course of the year,

theCommittee reviewed the audit process and the quality

andexperience of the audit partners engaged in the audit to

satisfyitself that it received the highest quality audit possible.

Tosupport this assessment, a survey was sent to the Audit

Committee Chair, key members of the Finance team and

othermembers of the senior management team as part of

theyear-end process. The Committee considered the results

ofthesurvey and concluded that the external audit

processwaseffective.

The Committee’s recommendation on the appointment and

reappointment of the external auditor is free from influence

byathird party and there are no contractual obligations which

restrict the Committee’s ability to make such a recommendation.

The Committee also reviewed the proposed audit fee and

termsof engagement for FY 2024/25. Details of the fees paid

totheexternal auditor during FY 2024/25 can be found in note 7

totheFinancial Statements.

Non-audit services

The Committee recognises that the independence of the

external auditor is an essential part of the Audit framework

andthe assurance that it provides. The Committee has adopted

a policy which sets out a framework for determining whether

itisappropriate to engage the Group’s auditor for non-audit

services and pre-approving non-audit fees. This policy reflects

the International Ethics Standards Board for Accountants’ Code

of Ethics, which helps ensure high standards of independence

and ethical behaviour are applied consistently by UK audit firms

and their networks.

The overall objective of the policy is to ensure that the

provisionof non-audit services does not impair the external

auditor’s independence or objectivity. This includes, but is not

limitedto,assessing:

•  Any threats to independence and objectivity resulting from

the provision of such services; any safeguards in place to

eliminate or reduce these threats to a level where they would

not compromise the auditor’s independence and objectivity;

the nature of the non-audit services; and whether the skills

and experience of the audit firm make it the most suitable

supplier of the non-audit service

•  The value of non-audit services that can be billed by the

external auditor is restricted by a cap, which is set at 70%

ofthe average audit fees for the preceding three years as

defined by the FRC

During FY 2024/25 the non-audit services provided by

Burberry’s external auditor did not exceed this cap.

Proposed fees above £100,000 are approved in advance by the

Chair oftheAudit Committee. Non-audit services with a value

below £100,000 and which are in line with the Group’s policy

have been pre-approved by the Audit Committee. Compliance

with the policy of engaging the Group’s auditor for non-audit

services and pre-approving non-audit fees is reviewed and

monitored bythe Senior Vice President, Internal Audit and Risk.

These fees must be activity based and not success related.

Atthe half year and year end, the Audit Committee reviews all

non-audit services provided by the auditor during the period,

and the fees relating to these services.

During the year, the Group spent £0.5 million on non-audit

services provided by EY (17% of the average of Group audit fees

incurred over the last three years). The rationale for using the

external auditor to perform these services was that EY was

bestable to provide the services we require at a reasonable fee

and within the terms of our policy. No advisory services were

provided by EY during FY 2024/25. Where EY was selected to

provide non-audit related services, EY’s existing knowledge and

experience of the Group were taken into account. Significant

non-audit work performed byEYduring FY 2024/25 was:

•  Review of the half-year financial statements

•  Limited assurance over TCFD reporting

•  Turnover certificates

•  Limited assurance over certain environmental and social key

performance indicators

Further details can be found in note 7 to the Financial Statements.

132

Burberry Annual Report 2024/25

Evaluation of internal controls

The Board is responsible for the Group’s internal controls

andrisk management procedures. Details of the Group’s risk

management processes and the management and mitigation

ofeach principal risk, together with the Group’s Viability

Statement, can be found in our Risk and Viability Report

onpages 90 to 101.

The Committee discharges its duties in respect of risk

management by:

•  Determining the nature and extent of the principal and

emerging risks it is willing to accept to achieve the Group’s

strategic objectives (the Board’s risk appetite)

•  Challenging management’s implementation of effective

processes of risk identification, assessment and mitigation

The Audit Committee is responsible for reviewing the

effectiveness of the Group’s internal controls. Ongoing review

of these controls is provided through internal governance

processes and the work of the Group is overseen by management,

particularly the work of the Group Internal Audit team and the

Risk Committee. Regular reports on these activities are provided

to the Audit Committee as reflected inthestanding items

ontheAudit Committee agenda.

The Board, through the Audit Committee, has conducted

arobust assessment of the principal and emerging risks and

internal control framework. It has considered the effectiveness

of the internal controls in operation across the Group for the

year covered by the Annual Report and Accounts and up to

thedate of its approval by the Board. This review covered the

material controls, including financial, operational and compliance,

as well as risk management processes. No significant control

weaknesses were identified. The internal controls are designed

to manage rather than eliminate the risk of not achieving business

objectives and can only provide reasonable and not absolute

assurance against material misstatement or loss.

The process followed by the Board, through the Audit Committee,

in regularly reviewing the system of internal controls and risk

management processes complies with the Guidance onRisk

Management, Internal Control and Related Financial and

Business Reporting issued by the FRC. It also accords with

theprovisions of the Code.

Control environment

Our business model is based primarily on centralised design,

product development, supply chain and distribution operations

to supply products to global markets via retail, including digital

and wholesale channels. This is reflected in our internal control

framework, which includes centralised direction, resource

allocation, oversight and risk management of the key activities

of marketing and inventory management, as well as brand and

technology development. We have also established procedures

for the delegation of authorities to ensure that approval for

matters considered significant is provided at an appropriate

level. In addition, we have policies and procedures in place

designed to support risk management across the Group.

Theseinclude policies relating to treasury and theconduct

ofemployees and third parties with whom we dobusiness,

including prohibiting bribery and corruption. Theseauthorities,

policies and procedures are kept underregular review.

The Group operates a ‘three lines of defence’ model, which

helps to achieve effective risk management and internal control

across the organisation.

•  First line of defence: management owns and manages risk

and is also responsible for implementing corrective actions

toaddress process and control deficiencies

•  Second line of defence: to help ensure the first line is

properlydesigned, established and operating effectively,

management has also established various risk management

and compliance functions to help build and/or monitor the

first line of defence. These include, but are not limited to,

functions such as GroupRisk Management, Legal, Brand

Protection, Company Secretariat, Group Finance Compliance,

Health and Safety, Data Protection, Asset and Profit

Protection, and BusinessContinuity

•  Third line of defence: Group Internal Audit provides the

AuditCommittee and management with independent and

objective assurance on the effectiveness of governance,

riskmanagement and internal controls. This includes the way

inwhich the first and second lines of defence achieve risk

management and control objectives

Internal Audit

The Group Internal Audit function is managed by the Senior

VicePresident, Internal Audit and Risk, who reports to the

CFObut has an independent reporting line to the Chair

oftheAudit Committee.

The scope of Internal Audit work is considered for each

operating company and Group function. This takes account

ofrisk assessments, input from senior management and the

Audit Committee, and previous audit findings. For example,

inFY2024/25, there was continued emphasis on assurance over

controls to manage cybersecurity risk (particularly ransomware

and data exfiltration), and the maturity of controls over IT projects

and operations (including critical third parties). There was also

acontinued focus on assessing the maturity ofcontrols over

core processes in inventory management, Finance, Supply

Chain, Digital, Legal and Human Resources. Changes to the

Group’s risk profile are considered on an ongoing basis and

amendments are made to the Internal Audit plan as necessary

during the year. Any proposed changes to the plan are discussed

with the CFO and reported to the Audit Committee.

The effectiveness of Group Internal Audit is assessed every

fiveyears, with the latest review completed in April 2025.

Ongoing visibility of the internal control environment is

providedthrough Internal Audit reports to management and

theAudit Committee. These reports are graded to reflect an

overall assessment of the control environment under review,

andthesignificance of any control weaknesses, including

fraudrisk,identified.

Remedial actions to address findings are identified and agreed

with management. The Audit Committee places emphasis on

actions being taken as a result of internal audits, and regular

reports are provided to the Audit Committee on the status

ofanyoverdue actions.

133

Burberry Annual Report 2024/25

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Corporate Governance Statement | Report of the Audit Committee

Financial reporting

Management is responsible for establishing and maintaining

adequate internal controls over financial reporting. These are

designed to provide reasonable assurance regarding the reliability

of financial reporting and the preparation of Financial Statements

for external reporting purposes.

We have comprehensive planning, budgeting, forecasting and

monthly reporting and management review processes in place.

A summary of financial results, supported by commentary and

performance measures, is provided to the Board each month.

In relation to the preparation of Group Financial Statements,

thecontrols in place include:

•  A centre of expertise responsible for reviewing new

developments in reporting requirements and standards to

ensure that these are reflected in Group accounting policies,

Financial Statements and disclosures

•  A global Finance function and governance structure

consisting of colleagues with the appropriate expertise

toensure that Group policies and procedures are correctly

applied. Effective management and control of the Finance

function is achieved through our finance leadership team,

comprising key finance colleagues from the regions, Burberry

Business Services and our London headquarters

Our financial reporting process is supported by transactional

and consolidation finance systems. Reviews of financial controls

are carried out by senior members of the Finance function.

Theresults of these reviews are considered by the Audit

Committee as part of its monitoring of the performance

ofcontrols governing financial reporting.

The Audit Committee reviews the application of financial

reporting standards and any significant accounting judgements

made by management. These matters are also discussed with

the external auditor.

Fair, balanced and understandable

As a whole, the Annual Report and Accounts are required

tobefair, balanced and understandable, and to provide the

information necessary for shareholders to assess the Group’s

position, performance, business model and strategy. On behalf

of the Board, the Audit Committee considered whether the fair,

balanced and understandable statement could properly be

givenon behalf of the Directors. The processes followed to

provide the Committee with assurance were considered and

theCommittee provided arecommendation to the Board that

thefair, balanced and understandable statement could be

givenonbehalf oftheDirectors.

Based on this recommendation, the Board is satisfied that it has

met this obligation. A summary of the Directors’ responsibilities

in relation to the Financial Statements is set out on page 162.

The Independent Auditor’s Report on pages 163 to 172 includes

astatement concerning the auditor’s reporting responsibilities.

Summary of meetings

The Committee typically meets four times a year. During FY 2024/25, the Committee held five meetings and the agenda items

discussed are summarised in the table below. Details of attendance at Committee meetings are set out on page 129.

May 2024

•  Reviewing the integrity of the Group’s Financial Statements and Preliminary Results statement

forFY2023/24

•  Reviewing the FY 2023/24 year-end key accounting judgements and estimates

•  External auditor’s FY 2023/24 year-end audit results report

•  Internal Audit update and reviewing of the Internal Audit forward plan

•  Risk and internal controls: reviewing the Group’s internal financial, operational and compliance

controls and risk identification and management process

•  Reviewing the Company’s Going Concern and Viability Statement prior to approval by the Board

•  Consideration of the Group’s TCFD disclosures

•  Corporate Governance Code compliance

•  Effectiveness of external auditor

July 2024

•  Readiness for ESG regulations

•  Preparations for provision 29 of the 2024 Corporate Governance Code

•  Review of design and product development operational processes

•  Inventory shrinkage controls review

134

Burberry Annual Report 2024/25

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November 2024

•  Half Year financial reporting matters

•  External auditor’s review at the Half Year and planning for FY 2025/26

•  Risk management update, including review of the principal risks disclosure for Half Year results

•  Internal controls update

•  Fraud risk assessment

•  Internal Audit update and forward plan

•  Legal risk update

•  Ethics Committee update and review of supply chain human rights

February 2025

•  Report on the forensic review of the causes of recent business performance

•  External Audit Lead Audit Partner rotation

March 2025

•  Pre-year-end update significant judgements, estimates and disclosures

•  External audit control update and observations

•  Tax update and approval of tax strategy

•  Treasury update and policy review

•  ESG reporting including update on CSRD EU Omnibus proposals and TCFD disclosures

•  Risk management, including review of principal and emerging risks

•  Internal Audit update

•  Review of governance matters, including the Committee’s terms of reference and an update

onsubsidiary company accounts

•  Cybersecurity update

•  Review of FY 2024/25 financial reporting matters

135

Burberry Annual Report 2024/25

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Dear Shareholder,

I am pleased to present to you the Directors’ Remuneration

Report for the year ended 29 March 2025 which has been

approved by both the Remuneration Committee (the Committee)

and the Board.

Business context

FY 2024/25 was a challenging year for Burberry. A disappointing

start to the year led to a first-half operating loss and the

suspension of our dividend. However, a refreshed management

team, led by our new CEO, Joshua Schulman, has stabilised

thebusiness and put in place the Burberry Forward strategic

plan to reignite brand desire, improve performance and drive

long-term value creation. As a Board, we are encouraged by the

improvements we have seen. Customers are responding to our

new Timeless British Luxury brand expression and we have seen

an improvement in brand sentiment. While we are operating

against a difficult macroeconomic backdrop and are still in the

early stages of our transformation, we are confident that the

actions Josh is leading will position the business for a return

tosustainable profitable growth over time.

CEO transition

Context

In July 2024, Josh joined Burberry as our new CEO replacing

Jonathan Akeroyd who stepped down and left the Company

bymutual agreement with the Board.

Josh has extensive experience in luxury and fashion, with an

outstanding record of building global luxury brands. An American

national, Josh joined Burberry with a track record of driving

transformative growth and value creation as CEO of global luxury,

fashion, and retail businesses. Josh was previously CEO of US

fashion brands Michael Kors and Coach where he also served

asBrand President. Prior to this, at Neiman Marcus Group, he

was President of Bergdorf Goodman. He has also served as CEO

of Jimmy Choo and held senior leadership roles atYvesSaint

Laurent and Gucci.

Corporate Governance Statement | Directors’ Remuneration Report

DIRECTORS’

REMUNERATION REPORT

Danuta Gray

Chair, Remuneration Committee

Areas of focus during FY 2024/25

> CEO transition and shareholder

engagement

> Executive reward

> Broader employee reward

> External environment

> External reporting

Details of agenda items discussed at each Committee

meeting are set out on page 156.

“While we are still in the early stages

ofour transformation, we are confident

that the actions Josh is leading will

position the business for a return to

sustainable profitable growth over time.”

136 Burberry Annual Report 2024/25

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)

CEO’s remuneration arrangements

The Board determined that Josh’s extensive experience

inluxuryand fashion would be instrumental in revitalising

Burberry’s performance. It was in our shareholders’ interests

that the remuneration package we offered was sufficient and

attractive enough to recruit a CEO of Josh’s calibre from the

UStalent market, while remaining within the structure of our

shareholder-approved Directors’ Remuneration Policy and

UKcorporate governance expectations. In designing the

remuneration package, the Committee was also conscious that

the luxury talent market for proven, high calibre leaders is small

and that there are limited listed luxury companies globally, with

many ofour peers being privately owned organisations.

When setting Josh’s remuneration, the Committee carefully

considered market practice from two key reference points:

(i)UK-listed companies of a similar size and complexity to

Burberry; and (ii) global luxury competitors. The Committee was

mindful that some of our listed luxury peers are considerably

larger than Burberry and/or listed or headquartered outside the

UK and so subject to different investor expectations. Therefore,

the Committee has not sought to simply ‘match the median’

ofeither peer group, but rather has taken a holistic approach

toensure that overall remuneration levels are set appropriately.

Josh’s salary has been set at £1,200,000. He is entitled to

ourstandard benefits and a pension allowance of 10% of salary,

which is aligned with the arrangements for the majority of the

UK workforce. He does not receive the cash benefits allowance

of £50,000 that his predecessor received which means that the

overall level of fixed pay is broadly unchanged. Josh’s incentives

have been set in line with his predecessor, with a maximum

annual bonus of 200% of salary and an annual Burberry Share

Plan (BSP) award of 162.5% of salary. In line with the Directors’

Remuneration Policy and based on our internal policy for

international relocations, Josh is eligible to receive reasonable

costs associated with his relocation from New York to London.

Support will be provided for alimited period of time, focused

initially on Josh’s move toLondon and then on the provision

ofahousing allowance for up to 18 months. Further details

regarding Josh’s relocation support are set out on page 142.

CEO’s bonus for FY 2024/25

In considering the approach for the FY 2024/25 bonus, the

Committee was mindful of the importance of recruiting a CEO

who would be able to address the challenges facing Burberry

and the need to incentivise them to achieve short-term actions

in FY 2024/25 to navigate Burberry through these challenges

and lay the foundations for future success. With this in mind,

theperformance measures chosen and Josh’s eligibility for a

bonus for the full financial year (recognising that he would be

employed for the majority of FY 2024/25) reflected the position

the Company was in and supported the initial turnaround focus.

The Committee agreed that it would be inappropriate and

disincentivising for Josh’s bonus to be subject to the original

targets set at the start of the year for his predecessor, especially

given the rapidly changing business context and the fact that

Josh had no involvement in developing the original FY 2024/25

business plan. Taking into account the significant challenges

and uncertainty at the time, the Committee determined that

itwould be appropriate to modify Josh’s bonus for FY 2024/25

only, so that it was entirely dependent on key operational and

strategic measures. The Committee has critically assessed the

extent to which performance against theoperational and strategic

measures has been achieved. Recognising the excellent

progress that Josh has made, the Committee determined that

hewould receive an annual bonus of £1,200,000 for FY 2024/25,

representing 50% of his maximum bonus. He will be required

touse 50% of his net bonus to acquire Burberry shares until

hehas satisfied the shareholding guideline of 300% of salary.

Further details of Josh’s performance and the Committee’s

assessment are set out on page 144. The typical bonus framework

will be used for FY 2025/26 as outlined on page 145.

CEO’s recruitment award

As set out above, the Committee was mindful of the importance

of setting a remuneration package that would be sufficient to

attract a CEO of Josh’s calibre, that would recognise the fact

that he was being hired from the US market and that would

deliver strong alignment with shareholders from the outset.

Remuneration Committee membership and meeting attendance during the year

Committee member Member since  Meeting attendance

Danuta Gray (Chair) 1 December 2021 7/7

Fabiola Arredondo

1

10 March 2015 5/7

Sam Fischer

1

1 November 2019 6/7

Ron Frasch 1 September 2017 7/7

Orna NíChionna  3 January 2018 7/7

Alan Stewart 12 July 2023 7/7

1.  All Committee members attended all scheduled meetings. Any absences noted above were due to meetings being held at short notice.

137Burberry Annual Report 2024/25

Corporate Governance Statement | Directors’ Remuneration Report

Remuneration decisions during FY 2024/25

CFO’s annual bonus outcome for FY 2024/25

The annual bonus for the CFO for FY 2024/25 was based 75%

onadjusted operating profit and 25% on performance against

strategic objectives. Our adjusted operating profit of £26 million

(£51 million at CER\*) was below the threshold target and,

asaresult, there was no payout for the profit element.

Based on an assessment against her strategic objectives,

theCommittee determined that Kate Ferry would receive an

annual bonus of £135,000 for FY 2024/25, representing 10%

ofher maximum bonus. The Committee considered that this

level ofbonus payout would be appropriate in recognition

ofhercontribution during a challenging year and the key role

she played in the development and delivery of the initial stages

ofBurberry Forward. Kate will use 50% of her net bonus

toacquire Burberry shares.

2022 BSP award outcome

The BSP awards granted in 2022 will vest in July 2025. As the

current Executive Directors were not employed by Burberry when

the 2022 BSP awards were granted, no awards are due to vest

tothem in 2025. BSP awards granted to other participants in 2022

will vest in July 2025, further aligning our management population

with shareholder interests.

2024 BSP awards granted duringtheyear

On 30 July 2024 the Company granted 2024 BSP awards

totheExecutive Directors and our management population.

Priortogrant the Committee carefully considered the impact

ofthe share price on the number of shares due to be granted

and determined that it would be better able to judge whether

awindfall gain had occurred at vesting rather than at grant.

TheCommittee’s original intention, as set out in last year’s

Directors’ Remuneration Report, was therefore to maintain

awards at their normal levels. However, in recognition of the

extreme share price volatility experienced following our first

quarter trading update and CEO transition announcements

inmid-July, the Committee exercised its discretion to align

theaward price for the grant with an average price determined

overa longer period of 20 business days before the 15 July 2024

announcements. This effectively reduced the number of shares

granted to all BSP participants, including the Executive Directors,

by 20%. In addition, the Committee will continue to monitor

share price changes and will consider whether it would be

appropriate to further scale back awards at the point of vesting.

As disclosed in the Annual Report 2023/24, a framework has

been developed to assist the Committee in identifying whether

Executive Directors have benefited from windfall gains.

Furtherdetails are provided on page 145.

The Committee therefore agreed to grant Josh a share award

with a maximum face value of 300% of salary. TheCommittee

noted that the level of this award was below the median value

ofbuy-out awards granted to FTSE 100 CEOs in the last four

years. This is a performance-based incentive with stretching

performance targets measured over three years that has been

designed specifically to recruit Josh and align his interests with

those of shareholders by incentivising him to deliver growth

inour share price. The performance targets for the award are

directly linked to shareholder value creation and Burberry’s total

shareholder return (TSR) performance. Themaximum target

requires Burberry’s share price to more than double from the

base price and it is anticipated that this would result in Burberry

re-entering the FTSE 100. If this level of performance is attained,

or exceeded, by the time the recruitment award vests, this would

be evidence of the positive direction of the Burberry Forward

strategy under Josh’s leadership. Based on a historic analysis

ofTSR performance for the FTSE 350 and our luxury peers, we

expect that the TSR required to achieve the maximum vesting

would represent upper decile performance. Further details

regarding Josh’s recruitment award are set out on

pages147and148.

Shareholder consultation

The Committee places great importance on the views of

ourshareholders and recognises the benefits of an ongoing

andopen dialogue. We therefore consulted with our major

shareholders and the key proxy bodies following Josh’s

appointment to explain the context around his recruitment and

remuneration arrangements. I would like to take this opportunity

to thank the many shareholders that took part in the consultation

exercise. The Committee and I were pleased to find that the

majority of shareholders appreciated the circumstances of Josh’s

recruitment and were supportive of the design of Josh’s ongoing

remuneration arrangements, the approach tohis annual bonus

for FY 2024/25 and his recruitmentaward. The Committee was

mindful of the feedback received from some of our shareholders

during the consultation and took this into account when

determining the final level of bonus payout.

Former CEO

Jonathan Akeroyd left Burberry on 15 July 2024 and was

treatedin accordance with the Directors’ Remuneration Policy.

He received salary, cash benefits allowance and pension

allowance until 15 July 2024. Thereafter he was eligible to receive

a payment in lieu of 12 months’ notice comprising salary, cash

benefits allowance and pension allowance, which is paid inequal

monthly instalments, subject to mitigation. He was not entitled

toan annual bonus for FY 2024/25 and all unvested share

awards lapsed in full on his departure. He received a payment

inlieu ofaccrued but untaken annual leave and will beprovided

with reasonable assistance to prepare and file his tax returns

inrespect of the 2023/24 and 2024/25 tax years. TheCompany

also arranged for the continuation of medical insurance cover

for Jonathan and his family for the balance of FY 2024/25.

Hewill not receive any other payments, including for loss of

office. In accordance with the post-employment shareholding

guidelines, Jonathan will be required to hold 174,684 Burberry

shares until 15 July 2026. Further details regarding Jonathan’s

leaving arrangements are set out onpage148.

\*  This measure removes the effect of changes in exchange rates compared to the prior period.

138 Burberry Annual Report 2024/25

We are not making a payment under the annual corporate bonus

plan for FY 2024/25, but will instead pay a one-off discretionary

recognition award to current eligible colleagues to recognise

and thank them for their commitment and contribution during

FY2024/25 as we start to implement the Burberry Forwardstrategy.

During the year, the Committee took the opportunity to listen

tofeedback from colleagues about reward and performance at

Burberry and to learn more about our broader employee reward.

We have also improved our communications to make it easier

forcolleagues to understand and engage with their reward, for

example in relation to our benefits and all-employee share plans.

In March we once again held a session with our Global Workforce

Advisory Forum dedicated to reward and performance at

Burberry. This gave Forum members the opportunity to provide

feedback to us and share suggestions on a number of topics.

Their insights are highly valued by the Committee. I also ensure

that the perspectives of our workforce are considered at our

Committeemeetings.

Additional information on the broader workforce’s reward

structure, together with its alignment with the Executive Directors’

remuneration, is set out on page 141.

Committee effectiveness

The Committee’s annual performance and effectiveness

reviewwas undertaken as part of the internally facilitated Board

effectiveness review and I am pleased to note that the review

confirmed that the Committee operates well and provides

effective support to the Board. Further information on the

process is set out on page 121.

2026 Directors’ Remuneration Policy renewal

The current Directors’ Remuneration Policy was approved at

the2023 AGM and, in accordance with the normal three-year

cycle, is due to expire at the 2026 AGM. In advance of this, the

Committee will undertake a full review of the policy to ensure

that it appropriately aligns with the Burberry Forward strategy.

Ilook forward to engaging with shareholders during the year

tofurther understand their views on remuneration at Burberry

and to discuss any proposed changes to the policy.

I look forward to receiving your support for the Directors’

Remuneration Report at the AGM on 16 July 2025.

Danuta Gray

Chair, Remuneration Committee

Approach to remuneration for FY 2025/26

Salary and Board fees

After full consideration of the broader context and the approach

taken for the wider workforce, the Committee agreed that

neither Executive Director would receive a salary increase for

FY2025/26. Similarly, it was agreed by the Committee and

theBoard respectively that there would be no increase to the

Chair’s fee or the Non-Executive Directors’ fees for FY 2025/26.

Annual bonus

The annual bonus structure for the Executive Directors will

follow a similar framework to that for the CFO in FY 2024/25.

Executive Directors will be eligible for a maximum bonus of

200% of salary. The annual bonus will be based 75% on adjusted

operating profit and 25% on performance against strategic

measures aligned to the Burberry Forward strategy, including key

sustainability measures. Further details are provided onpage 145.

2025 BSP awards

For 2025 the BSP will operate again in line with the 2023

Directors’ Remuneration Policy. We will consider the design

ofthe BSP and the continued use of a restricted share plan

aspart of our full review of the Directors’ Remuneration

Policyahead of the 2026 AGM.

In line with the approach last year, the CEO will be granted

a2025 BSP award of 162.5% of salary. Taking into account the

CFO’s performance and development in her role since joining

Burberry and the key part she is expected to play in executing

the Burberry Forward strategy, the Committee decided to

increase her BSP award to 162.5% of salary.

2025 BSP awards will be granted on the same basis as the 2024

awards. Awards will vest after three years and will then be subject

to a two-year post-vesting holding period. Awards will continue

to be subject to the same performance underpins: (i) revenue, (ii)

ROIC and (iii) brand and sustainability. The Committee considers

that these underpins continue to represent a well-rounded and

balanced approach to safeguarding the financial stability of the

business, delivering our Burberry Forward strategy and elevating

the brand. Further details are provided on page 147.

Broader employee reward

Burberry is committed to being a fair and responsible employer.

We used a scaled approach for the 2024 pay review to provide

proportionately higher salary increases to our more junior

colleagues. We intend to adopt a similar approach for the 2025

pay review. In April 2025 in the UK, where we are a Principal

Partner of the Living Wage Foundation and an accredited UK

Living Wage employer, we implemented a pay increase of 4.8%

for colleagues outside London and 5% for colleagues in London,

above the recommended rates set out bythe Living Wage

Foundation. This positively impacted approximately

700colleagues.

139

Burberry Annual Report 2024/25

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Corporate Governance Statement | Directors’ Remuneration Report

AT A GLANCE

The Directors’ Remuneration Policy was approved by shareholders at the AGM on 12 July 2023 and is set out in full in the Directors’

Remuneration Report 2022/23, which can be found in the Annual Report 2022/23 at Burberryplc.com.

Element Approach for FY2024/25 Approach for FY2025/26

Base salary

Salaries from 1 July 2024:

•  Jonathan Akeroyd (CEO until 15 July 2024) –£1,138,500

•  Joshua Schulman (CEO from 17 July 2024) –£1,200,000

•  Kate Ferry (CFO) – £675,000

After full consideration of the broader

context and approach for the wider

workforce, no salary increases were

awarded for the Executive Directors

for FY 2025/26.

Pension

Pensions for FY 2024/25 were in line with the maximum employer

pension contribution available to the majority of the UK workforce

(currently 10% of salary).

No change for FY 2025/26.

Benefits

The cash benefits allowances for FY 2024/25 were:

•  Jonathan Akeroyd (CEO until 15 July 2024) –£50,000

•  Kate Ferry (CFO) – £20,000

The allowance for Jonathan Akeroyd was pro-rated to reflect the

portion of the year during which he was employed by Burberry.

Joshua Schulman did not receive a cash benefits allowance.

Non-cash benefits principally include private medical, long-term

disability insurance and life assurance.

Joshua Schulman received reasonable costs associated with his

relocation from New York to London. Further details are set out

onpage 142.

No change for FY 2025/26.

Annual

bonus

Maximum annual bonus of 200% of salary.

Performance measures:

•  75% adjusted operating profit

•  25% strategic objectives

As set out in the Committee Chair’s statement, Joshua Schulman’s bonus

was modified for FY 2024/25. Further details are set out on page 144.

Executive Directors are required to invest 50% of any net bonus into

Burberry shares until the shareholding guideline is met.

Malus and clawback provisions apply.

No change in the maximum annual

bonus opportunity for FY 2025/26.

Performance measures for the CEO

and the CFO for FY 2025/26:

•  75% adjusted operating profit

•  25% strategic objectives

Burberry

Share Plan

Maximum annual award levels:

•  Joshua Schulman (CEO) – 162.5% of salary

•  Kate Ferry (CFO) – 150% of salary

Awards vest in full after three years subject to achievement of

performance underpins and are subject to a holding period to the fifth

anniversary of grant of award.

Details of the performance underpins for the 2024 awards are set out

on page 146.

Malus and clawback provisions apply.

The Committee decided to increase

the BSP award level for the CFO to

162.5% of salary as set out on page 146.

Maximum annual award levels:

•  Joshua Schulman (CEO) – 162.5%

of salary

•  Kate Ferry (CFO) – 162.5% of salary

Details of the performance underpins

for the 2025 awards are set out

onpage 147.

Recruitment

award

As set out in the Committee Chair’s statement, Joshua Schulman

wasgranted a recruitment award of 300% of salary. Furtherdetails,

including the performance conditions that apply to the recruitment

award,areset out on pages 147 and 148.

N/A

Shareholding

guideline

300% of salary

Post-employment shareholding guideline of 300% of salary

(oractualshareholding if lower) for two years after stepping down

asan Executive Director.

No change for FY 2025/26.

Details of the principles the Committee took into account when developing the Directors’ Remuneration Policy, including Provision

40of the UK Corporate Governance Code, are set out on page 212 of the Annual Report 2022/23.

The Committee considers that the Directors’ Remuneration Policy operated as intended during FY 2024/25.

140

Burberry Annual Report 2024/25

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BROADER EMPLOYEE REWARD AT BURBERRY

At Burberry, our reward philosophy is to provide our colleagues across the Group with fair, equitable

andcompetitive total reward. Our remuneration framework isdesigned to support our strategy andtoinspire

our colleagues todeliver outstanding results. Our framework iscascaded across the Group andconsists

ofthefollowing key components:

Base salary

All colleagues receive a fair and equitable

market-drivensalary.

Benefits

All colleagues are eligible to participate in a range

ofmarket-driven benefits, including those promoting

wellbeing and supporting saving for retirement.

How we reward and support our colleagues

Our global benefits offer includes:

•  Parental Leave Policy providing all eligible new parents

with 18 weeks’ paid leave

•  Wellbeing days (in addition to annual leave entitlement)

providing paid time off during the year

•  Volunteering Policy providing colleagues with three paid

volunteering days per year

•  Employee discount and product sales

•  Long service awards at each five-year milestone

•  Pension schemes available in line with local market practice

•  Access to our Employee Assistance Programme

Executive Director alignment

Executive Directors receive apension allowance in line with

the rate available to the majority of the UK workforce. They

are eligible for a range ofmarket-typical non-cash benefits.

How we reward and support our colleagues

•  We review salaries on an annual basis through our pay

review process

•  For the 2025 pay review we have built on the scaled

approach that we introduced for the 2024 pay review

where we provided proportionately higher increases

toour more junior colleagues

•  In the UK, where we are a Principal Partner of the Living

Wage Foundation and an accredited UK Living Wage

employer, in April 2025 we implemented a pay increase

of 4.8% for colleagues outside London and 5% for

colleagues in London. For the second year in a row, these

were above the recommended rates set by the Living

Wage Foundation

Executive Director alignment

There will be no increase to the base salaries ofExecutive

Directors for FY 2025/26.

Variable pay

All colleagues are eligible for short-term performance-related

pay to recognise and reward their contribution.

Share plans

All colleagues are eligible to participate in Burberry

shareplans to recognise and reward their contribution

andtoenable them to share in our future success.

How we reward and support our colleagues

•  We are not making a payment under the annual

corporatebonus plan for FY 2024/25, but will instead

paya one-off discretionary recognition award to current

eligible colleagues to recognise and thank them for

theircommitment and contribution during FY 2024/25

aswestart to implement the Burberry Forward strategy

•  We have evolved our Retail Variable Pay Plan to further

align reward with business objectives. Performance

metrics are now assessed independently with an enhanced

payout structure that provides greater recognition for

exceptional results. Additionally, the Retail Variable

PayPlan places more emphasis on role-specific

contributions, ensuring that colleagues are rewarded

inrelation to the areas they can directly influence

Executive Director alignment

Following his appointment the CEO participated in a

modified bonus plan for FY 2024/25. The CFO received a

bonus payout for FY 2024/25 in relation to her performance

against strategic objectives.

How we reward and support our colleagues

We offer the following share plans at Burberry:

•  FreeShare Plan: gives all colleagues the opportunity

toparticipate in our future success through an annual

award of free shares with a value of approximately £500

•  ShareSave: provides the opportunity for colleagues

tosave monthly from their pay up to a maximum of £500

permonth and buy shares at a 20% discount to the market

price at grant

•  Burberry Share Plan (BSP): rewards approximately 700

ofour senior colleagues for delivering on our long-term

strategy. Awards are granted annually and vest after three

years, subject to continued employment, with thenext

annual vesting in July 2025

Executive Director alignment

Executive Directors are eligible to participate in our

shareplans.

141

Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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)

Corporate Governance Statement | Directors’ Remuneration Report

ANNUAL REPORT ON REMUNERATION

FY 2024/25 total single figure remuneration for Executive Directors (audited)

The table below sets out the single figure of total remuneration received or receivable by the Executive Directors in respect of

FY2024/25 (and the prior financial year). The subsequent sections detail additional information for each element of remuneration.

Salary

£’000

Allowances

and

benefits

£’000

Pension

£’000

Bonus

£’000

Burberry

Share Plan

(BSP)

£’000

All-

employee

share plans

£’000

Prior

company

buy-out

awards

4

£’000

Total

£’000

Total fixed

remuneration

£’000

Total variable

remuneration

£’000

Executive Directors

Joshua Schulman

Year to 29 March 2025

1

846 425 85 1,200 – – – 2,556 1,356 1,200

Kate Ferry

Year to 29 March 2025 672 33 67 135 – – – 907 772 135

Year to 30 March 2024

2

479 36 48 122 – – 1,278 1,963 563 1,400

Former Executive Director

Jonathan Akeroyd

Year to 29 March 2025

3

333 80 33 – – – – 446 446 –

Year to 30 March 2024 1,129 105 113 – – – – 1,347 1,347 –

1.  Remuneration in the table above in relation to Joshua Schulman for the year to 29 March 2025 relates to his period of employment as CEO from 17 July 2024.

2.  Remuneration in the table above in relation to Kate Ferry for the year to 30 March 2024 relates to her period of employment as CFO from 17 July 2023.

3.  Remuneration in the table above in relation to Jonathan Akeroyd for the year to 29 March 2025 relates to his period of employment as CEO to 15 July 2024.

4.  The value shown in the ‘prior company buy-out awards’ column for Kate Ferry represents the value of her buy-out awards. Further details are set out in the Directors’

RemunerationReport 2022/23.

Salary (audited)

The table below details annual salaries as at 29 March 2025 and those that will apply from 1 July 2025. Taking into account business

performance and the broader shareholder experience, the Committee determined that annual salaries for the Executive Directors will

not be increased from 1 July 2025. The budgeted salary increase for our UK workforce for 2025 was 3.3%.

As at

29 March 2025

As at

1 July 2025 % change

Joshua Schulman £1,200,000 £1,200,000 0%

Kate Ferry £675,000 £675,000 0%

Jonathan Akeroyd’s annual salary was £1,138,500 until his departure from Burberry on 15 July 2024.

Pension (audited)

The pension cash allowances for the Executive Directors are aligned to the maximum employer pension contribution available

tothemajority of the UK workforce at 10% of base salary.

No Director has a prospective entitlement to receive a defined benefit pension.

Allowances and benefits (audited)

The table below details the cash allowances and non-cash benefits received by the Executive Directors during FY 2024/25 inaccordance

with the Directors’ Remuneration Policy and as disclosed in the single figure table.

FY 2024/25 (£’000)

Cash

allowance

Private

medical

insurance

Life

assurance

Long-term

disability

insurance

Tax and

legaladvice

3

Relocation costs Other

4

Executive Directors

Joshua Schulman

1

– 13 7 1 24 380 –

Kate Ferry 20 5 3 2 3 – –

Former Executive Director

Jonathan Akeroyd

2

15 15 6 13 11 – 20

1.  Values shown above reflect the fact that Joshua Schulman’s employment commenced on 17 July 2024.

2.  Values shown above reflect the fact that Jonathan Akeroyd’s employment ceased on 15 July 2024.

3.  The values shown in the ‘tax and legal advice’ column include legal fees incurred in respect of Joshua Schulman’s appointment and Jonathan Akeroyd’s departure.

4.  In accordance with our policy for the wider UK workforce, Jonathan Akeroyd received a payment of £19,705 in respect of 4.5 days of untaken accrued annual leave.

5.  There were no changes to benefits policies during the year.

The value shown in the ‘relocation costs’ column for Joshua Schulman reflects costs for temporary accommodation of £135,171

(grossed up for tax) and home search assistance and transportation of goods of £120,655 in connection with his relocation from New

York to London. Joshua is also eligible to receive a housing allowance of £25,000 per month (gross) for up to 18 months. Five months

of this allowance is included in the ‘relocation costs’ column above and the remainder will be included in subsequent Directors’

Remuneration Reports as appropriate.

142

Burberry Annual Report 2024/25

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Annual bonus for FY 2024/25 (audited)

Both Executive Directors were eligible for a maximum bonus of 200% of base salary. For the CFO, the annual bonus for FY 2024/25

was based 75% on Group adjusted operating profit performance (at FY 2023/24 CER) and 25% on strategic objectives including

strategic, operational and environmental and social measures. Details of the modified approach to the CEO’s annual bonus for

FY2024/25 only are set out on page 144.

Adjusted operating profit performance

The table below sets out the targets and the performance achieved for FY 2024/25 in relation to the Group adjusted operating profit

performance measure:

FY 2024/25 Group adjusted operating profit targets

FY 2024/25

Group adjusted

operating profit

achieved (CER

1

)

Threshold

(25% of

maximum)

Target

(50% of

maximum)

Stretch

(85% of

maximum)

Maximum

(100% of

maximum)

Kate Ferry £342.3m £370m £397.8m £418m £51m

1.  This measure removes the effect of changes in exchange rates.

Adjusted operating profit for bonus purposes is calculated using the average exchange rates of FY 2023/24 and on a pro forma basis.

Details of pro forma results for FY 2024/25 are set out on page 32.

Based on the adjusted operating profit delivered, this element of the annual bonus will pay out at 0% (out of 75%).

CFO’s strategic performance

The Committee was mindful of the challenges that FY 2024/25 presented and the continuity that Kate provided during the CEO transition.

Similarly, following the launch of the Burberry Forward strategy in November, Kate has worked closely with Joshua to stabilise the

business and implement the initial stages of our strategic plan.

In its assessment of the CFO’s performance for the year, the Committee considered Kate’s achievements against the following

strategic objectives:

•  Delivering operating costs initiatives: in partnership with the CEO, Kate has delivered a number of operating costs initiatives

tounlock savings, resulting in the achievement of £24 million cost savings for FY 2024/25. Her rigorous focus and leadership

havecontributed to an adjusted operating profit for FY 2024/25 of £26 million (£51 million at CER), compared with the uncertain

outlookat the interim results in November. Key cost-saving initiatives led by Kate in partnership with the CEO included headcount

reductionand the initiation of a further cost savings programme, bringing the expected combined annualised savings to

£100 million byFY2026/27.

•  Managing cash flow: despite significantly lower profitability, Kate’s strong management of working capital and capital expenditure

during FY 2024/25 resulted in free cash flow of £65 million which is broadly flat to last year.

•  Reducing inventory: Kate has worked in partnership with the CEO to restore scarcity to the inventory model through swift action

toaddress the inventory overhang and to implement tighter seasonal buys. This has resulted in a reduction of gross inventory

by7%versus last year at CER.

•  Corporate funding and cash management: during FY 2024/25, Kate led our efforts to maintain cash balances that are consistent

with a strong balance sheet with an investment grade credit rating. She has maintained access to debt capital markets to meet

theGroup’s trading and strategic needs throughout the transformation period and maintained a balanced portfolio of debt in terms

of maturity and sources of finance. This has been achieved through extending our £300 million Revolving Credit Facility (RCF) to

November 2027, securing an additional £75 million RCF to March 2027 and issuing a £150 million bond in December 2024, bringing

the total amount ofthe June 2030 bond to £450 million and maintaining our investment grade credit rating.

•  Driving our people strategy: Kate has executed the CEO’s drive for organisational clarity within the Finance function, including

making a number of key appointments to her leadership team, and has supported the CEO in executing this more broadly across

the business. Finance colleagues have expressed increased optimism and engagement in the second half of the year, reflected

inthe results of our Engagement Surveys.

The Committee also took into account Kate’s significant contribution in stabilising the business through a very challenging period

andthat the cost savings that she drove positioned the business well as we exited FY 2024/25. In addition, she played a key role

inonboarding the new CEO and supporting the development and delivery of the initial stages of Burberry Forward. Based on the

Committee’s assessment ofperformance against the strategic measures, this element will pay out at 10% (out of 25%).

CFO’s annual bonus outcome for FY 2024/25

Considering the performance delivered, the Committee determined that for FY 2024/25 the CFO would receive an annual bonus

of£135,000, representing 10% of her maximum bonus. The Committee considered that this level ofbonus payout would be

appropriate taking into account Kate’s performance during FY 2024/25.

Under the Directors’ Remuneration Policy, the Executive Directors are required to invest 50% of any net bonus earned into Burberry

shares until their shareholding guideline of 300% of salary is met. Kate will therefore invest 50% of her net annual bonus for FY2024/25

into Burberry shares.

143

Burberry Annual Report 2024/25

Corporate Governance Statement | Directors’ Remuneration Report

CEO’s annual bonus for FY 2024/25

Joshua was eligible for a bonus for the full financial year (recognising that he would be employed for the majority of FY 2024/25).

TheCommittee was mindful of both the importance of recruiting a CEO who would be able to navigate Burberry through the challenges

it faced, incentivising him to achieve short-term actions in FY 2024/25, as well as laying the foundations for future success.

As set out on page 137, it was deemed inappropriate for the CEO’s annual bonus to be subject to the original targets set at thestart

ofthe financial year for his predecessor. Therefore, for FY 2024/25 only, the Committee has set the operation of the CEO’s annual

bonus so that it is entirely dependent on operational and strategic measures.

In its assessment of the CEO’s performance for the year, the Committee considered Joshua’s achievements against the following

strategic objectives:

•  Resetting our strategic focus on core product categories: as communicated in the Burberry Forward strategy announcement

inNovember, Joshua has aligned our product focus to our core categories. This has seen us evolve visual merchandising to give

greater prominence to outerwear and scarves, as well as refresh our marketing strategy (more detail is set out below). Joshua has

moved at pace to restore scarcity to the inventory model through swift action to address the inventory overhang and to implement

tighter seasonal buys. This has resulted in a reduction of gross inventory by 7% versus last year at CER. Joshua has also brought

discipline to the number of new products in our future seasonal assortments and has improved the year-on-year sell through ofthe

Spring and Summer 2025 collections.

•  Repositioning our marketing strategy: Joshua has executed our brand repositioning to focus on Timeless British Luxury and a mix

of heritage and modern elements which has resulted in positive brand momentum in the second half of FY 2024/25. Joshua has

delivered a number of marketing campaigns which have been successful in resetting and improving the perception of the Burberry

brand, including our ‘It’s Always Burberry Weather’ outerwear campaign, our ‘Wrapped in Burberry’ festive campaign and our ‘London

in Love’ campaign. The Burberry Winter 2025 show in February was extremely well received and delivered a significant increase

inviews, press coverage and total reach compared with The Burberry Winter 2024 show. As a result, during FY 2024/25 we saw

brand desirability and brand affinity reach their highest level in three years.

•  Refreshing our pricing architecture: Joshua has worked quickly to implement a refreshed pricing architecture, aligning prices with

our category authority and ensuring that product is available at a variety of price points. As a result, the Autumn 2025 collection saw

a low single digit reduction in average unit retail (AUR) compared with the Autumn 2024 collection and our intake margin has improved.

•  Our change in strategic focus and new approach to marketing strategy and pricing architecture have been well received by our

customers, with particularly positive sales momentum in our scarves and outerwear categories. Joshua’s immediate actions to reset

brand storytelling, enhance visual merchandising in stores and online, and align product focus to our core categories has resulted

in a significant improvement in our comparable retail sales in the second half of FY 2024/25 relative to the first half.

•  Delivering operating costs initiatives: since his appointment, in partnership with the CFO, Joshua has accelerated the pace

ofdelivery of a number of operating cost initiatives to unlock savings, resulting in the achievement of £24 million cost savings for

FY 2024/25. Key cost-saving initiatives in the second half of FY 2024/25 included headcount reduction and theinitiation of a further

cost savings programme, bringing the expected combined annualised savings to £100 million by FY 2026/27.

•  Driving our people strategy: Joshua moved quickly to drive organisational clarity and make changes to his leadership structure

todeliver the Burberry Forward strategy and put the customer at the centre of everything we do. He has swiftly made a number

ofkey appointments toenhance his executive team and has simplified the organisational structure. The return to our refurbished

global headquarters at Horseferry House in London is now complete, reuniting the creative and commercial teams to enhance

collaboration and productivity. The initial response of colleagues to Joshua has been very positive, especially in relation to his

leadership style, authenticity and clarity of vision; this was borne out by feedback on both Joshua and the Burberry Forward strategy

in the January and March meetings of the Global Workforce Advisory Forum. Colleagues have also expressed optimism inour

Engagement Surveys since Joshua’s appointment.

As well as delivery against the strategic objectives, Joshua has moved at pace to execute the turnaround and advance ourstrategy

toreignite brand desire, improve performance and drive long-term value creation. Following his appointment, he worked quickly

tostabilise the business against an uncertain macroeconomic backdrop and luxury slowdown and established positive relationships

with our investors. His focus on controlling costs, focused trading and improved marketing have contributed to an adjusted operating

profit for FY 2024/25 of £26 million (£51 million at CER), compared with the uncertain outlook at the interim results in November.

These actions positioned the business well as we exited FY 2024/25. Although there is much work to do on execution of the strategy,

Joshua has made an immediate impact on the business, ensuring we moved into FY 2025/26 with positive momentum.

Based on its assessment of Joshua’s performance and taking into consideration the feedback received from some of our shareholders

during the consultation, the Committee determined that it would beappropriate for the CEO to receive a bonus of £1,200,000 for

FY2024/25, representing 50% of his maximum bonus.

As Joshua has not met his shareholding guideline of 300% of salary, he will invest 50% of his net annual bonus for FY 2024/25

intoBurberry shares.

144

Burberry Annual Report 2024/25

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Annual bonus for FY 2025/26

For FY 2025/26 the Executive Directors will be eligible for a maximum bonus of 200% of salary. The annual bonus for FY 2025/26

willbe based 75% on Group adjusted operating profit performance (at FY 2024/25 CER) and 25% on strategic measures aligned

tothe Burberry Forward strategy, including key sustainability measures. Theadjusted operating profit targets are considered

tobecommercially sensitive and will be disclosed in the Directors’ RemunerationReport 2025/26.

The strategic objectives for FY 2025/26 for the CEO and the CFO will include measures linked to Burberry Forward. When assessing

performance in this area the Committee will consider key measures linked to the strategy, including customer, brand, product,

distribution, culture, cost and sustainability.

For each strategic measure the Committee will determine the payout in the round, taking into account our progress during the year.

Details of the progress achieved and the Committee’s determination of bonus outcomes will be provided in the Directors’

Remuneration Report 2025/26.

Under the Directors’ Remuneration Policy, the Executive Directors will be required to invest 50% of any net bonus earned into Burberry

shares until their shareholding guideline of 300% of salary is met.

Long-term incentive plan awards

The following section sets out details of:

•  2022 BSP awards vesting based on performance to FY 2024/25

•  2024 BSP awards granted during FY 2024/25

•  2025 BSP awards to be granted during FY 2025/26

2022 BSP awards vesting subject to performance underpins to FY 2024/25 (audited)

Neither Executive Director was in role when the 2022 BSP awards were granted and therefore no BSP awards will vest to Executive

Directors based on performance to FY 2024/25.

2024 BSP awards granted during FY 2024/25 (audited)

The Committee granted a 2024 BSP award of 162.5% of salary to Joshua Schulman and of 150% of salary to Kate Ferry on 30 July 2024

in line with the Directors’ Remuneration Policy approved by the shareholders at the 2023 AGM.

The table below summarises the BSP share awards granted to the Executive Directors during FY 2024/25.

Type of award Basis of award Shares awarded

Face value at

grant (£’000) Performance underpin period

Joshua Schulman BSP share award 162.5% of salary 212,531 £1,950 3 years to 27 March 2027

Kate Ferry BSP share award 150% of salary 110,353 £1,012 3 years to 27 March 2027

Jonathan Akeroyd was not granted a 2024 BSP award following his departure on 15 July 2024.

2024 BSP awards granted to the Executive Directors will vest in full three years from the grant date, subject to the performance

underpins outlined on page 146. The awards will be subject to a two-year holding period so that the total time horizon before any sale

ofshares (except to cover any tax liabilities arising from the award) is five years for the entire award. The number of shares that vest

will include additional shares in respect of any dividend equivalent payable on the award.

Prior to the 2024 BSP grant date the Committee carefully considered the impact of the share price on the number of shares due to

begranted and determined that it would be better able to judge whether a windfall gain had occurred at vesting rather than at grant.

As set out inlastyear’s Directors’ Remuneration Report, the Committee’s original intention was to maintain BSP awards at their normal

levels. However, the Committee continued to monitor the share price up to the grant date and, in recognition of the share price volatility

experienced following our first quarter trading update and CEO transition announcements on 15 July 2024, it determined to exercise

its discretion to align the award price for the grant with an average price calculated over a longer period of 20 business days before

15 July 2024 (£9.1751). Thiseffectively reduced the number of shares granted for all BSP participants, including the Executive

Directors, by 20%.

In addition, the Committee will continue to monitor share price changes and will consider whether it would be appropriate to

furtherscale back awards at the point of vesting. As disclosed last year, a framework has been developed to assist the Committee

inidentifying whether Executive Directors have benefited from windfall gains.

145

Burberry Annual Report 2024/25

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Corporate Governance Statement | Directors’ Remuneration Report

2024 BSP awards are subject to the following performance underpins:

2024 BSP award

performance underpins Details

Revenue The level of Total Revenue at CER for FY 2026/27 being at least £3,200 million

ROIC The level of Group ROIC at reported exchange rates for FY 2026/27 being at least 1% above

theGroup’s Weighted Average Cost of Capital (WACC) at the time of vesting (the Group’s WACC

was c.10% at the time of award)

Brand and sustainability

strategies

Reasonable progress having been achieved over the vesting period in respect of our strategy

toelevate our brand and to build a more sustainable future:

•  Brand: when assessing the brand underpin the Committee will consider performance against

arange of relevant brand KPIs. This may include full-price sales, outerwear and leather

goodssales and progress on brand elevation, but it may also include other relevant metrics.

These metrics are all considered to be aligned with our strategy of elevating the brand

togenerate long-term value for shareholders

•  Sustainability: when assessing the sustainability underpin the Committee will consider whether

reasonable progress has been delivered against our sustainability and carbon reduction goals

If the Company does not meet one or more of the performance underpins outlined above, then the Committee would consider

whetherit was appropriate to scale back the level of payout under the BSP award. The intention of the performance underpins is to

provide a‘safeguard’ to ensure that the BSP awards do not pay out if the Company has underperformed and vesting isnot justified;

theCommittee will take this intention into account when assessing the underpins.

In addition to the underpins described above, the Committee also retains the discretion to adjust the vesting outcome

ifitisnotconsidered to be reflective of the underlying financial or non-financial performance of the business or the performance

oftheindividual, where underpins are no longer considered appropriate or where the vesting outcome is not considered appropriate

inthecontext of the experience of shareholders or other stakeholders.

2025 BSP awards to be granted during FY 2025/26

The Committee intends to grant 2025 BSP awards of 162.5% of salary to the Executive Directors. As set out in the Committee

Chair’sstatement on page 139, the Committee decided to increase the CFO’s award from 150% to 162.5% of salary in recognition

ofher performance and development in her role since joining Burberry, as well as the key part she is expected to play in executing

theBurberry Forward strategy.

The Committee carefully considered the impact of share price on the number of shares granted under the BSP and shareholder

guidance in relation to this. The Committee considered that it would be better able to judge whether the Executive Directors had

benefited from a windfall gain at vesting using the windfall gain framework that has been developed to support the Committee.

TheCommittee will continue to monitor the share price up to the time of the grant of the award in July.

The awards will vest in full three years following the date of grant, subject to the performance underpins. The awards will be subject

toa two-year holding period so that the total time horizon before any sale of shares (except to cover any tax liabilities arising from

theaward) is five years for the entire award. The number of shares that vest will include additional shares in respect of any dividend

equivalent payable on the award.

If the Company does not meet one or more of the performance underpins outlined on page 147, the Committee would consider

whether itwas appropriate to scale back the level of payout under the BSP award. The Committee would retain discretion to determine

theappropriate level of scale-back.

146

Burberry Annual Report 2024/25

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The Committee has reviewed the performance underpins and determined that the underpins that applied to previous BSP awards

continue to reflect a good overall balance of safeguarding the financial stability of the business, delivery of the strategy and elevation

of the brand. For 2025 the Committee has also reviewed the level of the BSP underpins taking into account that their purpose is to act

as a ‘safeguard’ to ensure that awards do not pay out if the Company has underperformed, as opposed to being stretching performance

targets. In light of the challenging macroeconomic environment and the commercial context for Burberry, the Committee has updated

the revenue and ROIC underpins for the 2025 BSP awards to ensure they are relevant and appropriate.

The following performance underpins will apply to the 2025 BSP awards:

2025 BSP award

performance underpins Details

Revenue The level of Total Revenue at CER for FY 2027/28 being at least £2,600 million

ROIC Reasonable progress having been achieved over the vesting period in respect of the Group

Return on Invested Capital, taking into account the Group’s Weighted Average Cost of Capital

(the Group’s WACC is currently c.10.5%)

Brand and sustainability

strategies

Reasonable progress having been achieved over the vesting period in respect of our brand

andsustainability strategies:

•  Brand: the Committee will consider progress against a basket of brand and strategy related

KPIs which are aligned to the Burberry Forward strategy

•  Sustainability: the Committee will consider whether reasonable progress has been achieved

against our sustainability and carbon reduction goals

In addition to the performance underpins described above, the Committee also retains the discretion to adjust the vesting outcome

ifit is not considered to be reflective of the underlying financial or non-financial performance of the business or the performance

ofthe individual, where underpins are no longer considered appropriate or where the vesting outcome is not considered appropriate

in the context of the experience of shareholders or other stakeholders.

Payments to past Directors

There were no payments to past Directors above a de minimis limit of £3,000 during the year.

Joining arrangements for Joshua Schulman

Joshua Schulman was appointed to Burberry on 17 July 2024. Joshua’s appointment was against a backdrop of macroeconomic

uncertainty at a challenging time for Burberry. In setting his remuneration, the Committee was mindful of the importance of attracting

a CEO with deep luxury and fashion expertise. Joshua is a proven leader with an outstanding record of building global luxury brands

and driving profitable growth, and the Board determined that his experience in luxury and fashion would be instrumental in revitalising

Burberry’s business. It was therefore in shareholders’ interests that the remuneration package we offered was sufficient and attractive

enough to recruit a CEO of Joshua’s calibre from the US talent market.

Joshua’s remuneration package was set in line with the Directors’ Remuneration Policy and for FY 2024/25 included an annual base

salary of £1,200,000 and a pension cash allowance of 10% of base salary, in line with the maximum employer contribution available

tothe majority of the UK workforce. He was eligible to receive a maximum discretionary annual cash bonus of 200% of his base salary

and is required to invest 50% of any net bonus payment into Burberry shares until he has satisfied the shareholding guideline of 300%

of salary. Joshua is also eligible for a maximum BSP award of 162.5% of his base salary.

In order to ensure that a competitive remuneration package was developed that would attract Joshua to Burberry, he was granted

arecruitment award on 19 December 2024 in line with the Directors’ Remuneration Policy as set out below. The grant of Joshua’s

recruitment award took place following a consultation exercise with our largest shareholders and key proxy bodies which enabled

usto share the context of Joshua’s recruitment and his remuneration arrangements and understand their views.

Type of award Basis of award Shares awarded

Face value at

grant (£’000) Performance period

Joshua Schulman Recruitment share award 300% of salary 392,366 £3,600 3 years to 17 July 2027

The face value of the award was calculated using the 20 business day average price prior to the date of Joshua’s appointment (£9.1751).

The number of shares that vest will include additional shares in respect of any dividend equivalent payable on the recruitment award.

The recruitment award will be subject to a two-year post-vesting holding period until 17 July 2029.

147

Burberry Annual Report 2024/25

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Corporate Governance Statement | Directors’ Remuneration Report

The performance targets for the award are directly linked to shareholder value creation and Burberry’s total shareholder return (TSR)

performance. Vesting of the award requires the Company to meet the following stretching absolute TSR targets (with straight-line

vesting between threshold and maximum):

Absolute TSR targets

1

Threshold

(25% of maximum)

Maximum

(100% of maximum)

Joshua Schulman +49% +109%

1.  Absolute TSR performance will be measured relative to a base price of £6.71 (the 60 business day average price from the date of Joshua’s appointment).

The Committee noted that the level of the award was below the median value of buy-out awards granted to FTSE 100 CEOs in the last

four years.

Joshua’s recruitment award was granted to facilitate recruitment pursuant to UK Listing Rule 9.3.2(2) on bespoke terms similar to the

terms of the BSP except that the individual limit on awards was disapplied. Shares vesting under the recruitment award are subject to

(after sales for tax) a holding requirement until 17 July 2029 and clawback until 19 December 2030. The number of shares under the

recruitment award, the basis for determining Joshua’s entitlement to shares and the terms relating to adjustment on any capitalisation

issue, rights issue or open offer, subdivision or consolidation or reduction of capital or any other variation of capital cannot be altered

to Joshua’s advantage without the prior approval of shareholders in a general meeting (except for minor amendments to benefit the

administration of the award, to take account of a change in legislation or to obtain or maintain favourable tax, exchange control or

regulatory treatment for Joshua or Burberry). The recruitment award is not pensionable. All other terms of the BSP rules apply to the

recruitment award.

The Committee carefully considered the award and was satisfied that in the circumstances it was reasonable to attract a CEO

ofJoshua’s calibre from the US market and appropriately structured to align him with shareholders from the outset.

The recruitment award will be reported in the single figure table for FY 2027/28.

In line with the Directors’ Remuneration Policy and based on our internal policy for international relocations, Joshua is eligible

toreceive reasonable costs associated with his relocation from New York to London. Further details are set out on page 142.

In addition, Joshua is eligible to receive other benefits including private medical insurance, life assurance, long-term disability

insurance, an employee discount, reasonable assistance with his tax returns and participation in our all-employee share plans.

Joshua was not granted any buy-out awards.

Leaving arrangements for Jonathan Akeroyd

Jonathan Akeroyd left Burberry on 15 July 2024. He was paid salary, cash benefits allowance and pension allowance and received

contractual benefits up to that date. These are shown in the single figure table on page 142. Thereafter he was eligible to receive

apayment in lieu of 12 months’ notice, comprising salary, cash benefits allowance and pension allowance, paid in equal monthly

instalments, subject to mitigation. He did not receive any annual bonus in respect of FY 2024/25 and all his unvested share awards

lapsed on his departure from Burberry. In accordance with our policy for the wider UK workforce, he received a payment of £19,705

inrespect of untaken accrued annual leave. He will also be provided with reasonable assistance to prepare and file his tax returns

inrespect of the 2023/24 and 2024/25 tax years. The Company also arranged for private medical insurance for Jonathan and his

family to be continued for the balance of FY 2024/25.

Jonathan will not receive any other payments, including for loss of office.

As a former Executive Director, Jonathan is required to comply with Burberry’s post-employment shareholding guideline in respect

ofshare awards that vested on or after the date of the AGM in July 2020. Further details of Jonathan’s shareholding guideline

compliance as at 29 March 2025 are set out on page 149.

148

Burberry Annual Report 2024/25

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Share interests and shareholding guideline (audited)

Executive Directors are subject to a shareholding guideline of 300% of base salary. There is no specific timeline in which the

shareholding guideline must be achieved. However, there is an expectation that Executive Directors make annual progress towards

their guideline, regardless of any annual bonus paid or shares vesting. In line with the Investment Association best practice guidance,

our shareholding guideline permits any incentive shares that have vested but are unexercised or that have not yet vested but are not

subject to any further performance conditions/underpins to count towards the shareholding requirement at 50% of their face value.

Other members of the Executive Committee are also subject to a shareholding guideline.

The following table sets out the total beneficial interests of the Executive Directors (and their connected persons) in ordinary shares

of Burberry Group plc as at 29 March 2025, as well as their progress against the shareholding guideline. The table also summarises

conditional interests in share or option awards, with further detail of the underlying awards in the subsequent table.

Based on the three-month average share price to 29 March 2025 (our standard approach to assessing the guideline), neither Joshua

Schulman nor Kate Ferry had met the guideline. They have both joined Burberry relatively recently and have demonstrated progress

towards their guideline.

Beneficially held shares Share/option awards

Number of

shares

beneficially

owned as at

29 March 2025

1

As % of salary

2

Shareholding

guideline

(% of salary)

Guideline

metas at

29 March 2025

Vested but

unexercised

awards

Unvested

– subject to

performance

conditions

(recruitment

award)

Unvested

– subject to

performance

underpins

(BSP awards)

Unvested

– subject to

continued

employment

3

Executive Directors

Joshua Schulman 5,051 4.4% 300% No 0 392,366 212,531 51

Kate Ferry 8,352 12.8% 300% No 0 0 156,751 1,568

Former Executive Director

Jonathan Akeroyd

4

181,399 164.7% 300% No 0 0 0 0

1.  There have been no changes in the period up to and including 13 May 2025.

2.  Based on the three-month average share price as at 29 March 2025 of £10.36.

3.  In line with the shareholding guideline, only 50% of the face value of these shares counts towards the Executive Director’s shareholding guideline calculation (other than shares

under the all-employee Share Incentive Plan (SIP), which are held beneficially and count towards theExecutive Director’s shareholding guideline calculation). This also includes

ShareSave options (whichdo not count towards the Executive Director’s shareholding guideline calculation).

4.  The table shows Jonathan Akeroyd’s shareholding on 15 July 2024 when his employment ended and reflects the lapse of his unvested share awards. His shareholding guideline

calculation is based on the three-month average share price prior to that date (£10.34). On 15 June 2024 the final tranche of Jonathan’s buy-out award vested (a net number

of14,468 shares which included additional shares in respect of the dividend equivalent payable on the award).

As former Executive Directors, Jonathan Akeroyd and Julie Brown are required to comply with Burberry’s post-employment

shareholding guideline in respect of share awards that vested on or after the date of the AGM in July 2020. Under this guideline

Jonathan is expected to retain a shareholding of 174,684 shares until 15 July 2026 and Julie was expected to retain a shareholding

of10,350 shares until 1 April 2025. As at 29 March 2025, Jonathan and Julie both complied with their obligation.

The following table provides further underlying detail on the unvested awards at 29 March 2025 included in the table above.

Executive Director Type of award Date of grant

Maximum number

of shares/options Performance period Vesting date(s)

4

Joshua Schulman 2024 BSP

2

30 July 2024  212,531 3 years to 27 March 2027 30 July 2027

Recruitment award

3

19 December 2024 392,366 3 years to 17 July 2027 17 July 2027

SIP 12 December 2024 51 N/A 12 December 2027

Kate Ferry 2023 BSP

1

27 July 2023 46,398 3 years to 28 March 2026 27 July 2026

2024 BSP

2

30 July 2024 110,353 3 years to 27 March 2027 30 July 2027

ShareSave

5

14 December 2023 1,484 N/A 1 February 2027

SIP 14 December 2023 33 N/A 14 December 2026

SIP 12 December 2024 51 N/A 12 December 2027

1.  The performance underpins for the 2023 BSP award are set out on page 132 of the Annual Report 2023/24.

2.  The performance underpins for the 2024 BSP award are set out on page 146.

3.  The performance conditions for the recruitment award granted to Joshua Schulman are set out on pages 147 and 148.

4.  Vested BSP awards may not normally be sold until five years from the date of grant, other than to meet tax liabilities.

5.  On 14 December 2023, Kate Ferry was granted a ShareSave option over 1,484 shares at an option price of £12.50 per share.

149Burberry Annual Report 2024/25

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Corporate Governance Statement | Directors’ Remuneration Report

Director remuneration relative to employees

The table below summarises the change in each Director’s base salary/fee, benefits and bonus received for FY 2024/25, FY 2023/24,

FY 2022/23, FY 2021/22 and FY 2020/21 compared to the prior year. The regulations require disclosure of the same data for employees

of the parent company. However, Burberry Group plc does not have any employees and therefore the table below includes data

inrespect of the UK employee population for reference.

Year-on-year

change (%)

Salary/fee Allowances and benefits Bonus

FY

2020/

21

FY

2021/

22

FY

2022/

23

FY

2023/

24

FY

2024/

25

FY

2020/

21

FY

2021/

22

FY

2022/

23

FY

2023/

24

FY

2024/

25

FY

2020/

21

FY

2021/

22

FY

2022/

23

FY

2023/

24

FY

2024/

25

Executive

Directors

Joshua

Schulman – – – – N/A – – – – N/A – – – – N/A

Kate Ferry – – – N/A 0% – – – N/A -21.8% – – – N/A 11.1%

Non-

Executive

Directors

Gerry

Murphy -5% 5.3% 0% 3% 0% -93.3% -21.4% -75.4% 712.4% -2.5% – – – – –

Fabiola

Arredondo -5% 5.3% 0% 3% 0% -100% N/A N/A -5.8% 23.4% – – – – –

Alessandra

Cozzani – – – N/A 0% – – – N/A -11.5% – – – N/A –

Sam Fischer -5% 5.3% 0% 3% 0% -100% N/A 1,453.6% -33.2% 48.1% – – – – –

Ron Frasch -5% 5.3% 0% 3% 0% -100% N/A 171.1% 64.4% -40.3% – – – – –

Danuta Gray – N/A 25.1% 17% 0% – N/A 1,267.2% 71.7% 65% – N/A – – –

Orna

NíChionna -3.5% 3.6% -0.9% -10.4% 0% -66.3% -21.7% 96.2% 20.8% -86% – – – – –

Antoine

deSaint-

Affrique N/A 0% 0% 3% 0% N/A N/A 155.2% 0.4% 2.8% N/A – – – –

Alan Stewart – – N/A 34.5% 9.5% – – N/A 3.7% -47.4% – – N/A – –

Former

Directors

Jonathan

Akeroyd – N/A 0% 3% 0% – N/A 17.4% 22.5% 9.8% – N/A N/A -100% N/A

Debra Lee -5% 5.3% 0% 3% 0% -100% N/A N/A 0.4% -77.5% – – – – –

UK

Employees 0% 0% 4% 4% 4% 0% 0% 0% 0% 0% -7.7% 233.3% -48% -85.6% -100%

1.  The comparator group includes all UK employees. As noted above, Burberry Group plc does not have any employees and therefore this group has been chosen to align with the

location of the Executive Directors and with the pay ratio reporting. For the comparator group of employees, the year-on-year salary changes include the annual salary review in

July but exclude any additional changes made in the year, for example on promotion. For FY 2021/22 benefits, the maximum employer pension contribution available to the majority

of the UK workforce was increased from 6% of salary to 10% of salary with effect from 1 January 2022. The change in the value of benefits shown for the Executive Directors

reflects the market cost of the same benefits.

2.  In order to provide a meaningful comparison, the figures in the table above have been calculated on a full-year equivalent basis where Directors have served for part of the year only.

3.  Where a Director was appointed during a financial year, it is not possible to calculate a percentage change for them and they are shown as N/A.

4.  The Executive Directors did not receive an annual bonus for FY 2019/20 and therefore it is not possible to calculate a percentage change on bonus in respect of FY 2020/21.

Jonathan Akeroyd did not receive an annual bonus for FY 2021/22 and therefore it is not possible to calculate a percentage change on bonus in respect of FY 2022/23.

5.  The Directors in role at the time voluntarily agreed to waive 20% of their salary/base fee for a three-month period between April and June 2020. This is reflected in the negative

changes shown in respect of FY 2020/21 and the corresponding positive changes shown in respect of FY 2021/22.

6.  The allowances and benefits figures for FY 2020/21 for Gerry Murphy and Orna NíChionna were low due to the impact of COVID-19. In order to provide a meaningful comparison,

the percentage change figure for FY 2021/22 was calculated relative to the allowances and benefits figure for FY 2019/20.

7.  Allowances and benefits increased for Non-Executive Directors during FY 2022/23 due to the return of regular in-person meetings.

8.  Orna NíChionna was appointed as Senior Independent Director with effect from 2 April 2022.

9.  Danuta Gray replaced Orna NíChionna as Remuneration Committee Chair on 1 September 2022.

10. Alan Stewart replaced Matthew Key as Audit Committee Chair on 12 July 2023.

11.  Jonathan Akeroyd left Burberry on 15 July 2024.

12. Debra Lee stepped down from the Board on 16 July 2024.

13. Joshua Schulman was appointed as CEO on 17 July 2024.

150 Burberry Annual Report 2024/25

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CEO pay ratios

The ratios set out in the table below compare the total remuneration of the CEO (as included in the single figure table on page 142)

tothe remuneration of the median UK employee as well as the UK employees at the lower and upper quartiles. The disclosure will

build up over time to cover a rolling 10-year period.

Year Method

25

th

percentile

pay ratio

(P25)

Median

pay ratio

(P50)

75

th

percentile

payratio

(P75)

FY 2024/25 Option A 92:1 70:1 45:1

FY 2023/24 Option A 44:1 33:1 21:1

FY 2022/23 Option A 153:1 116:1 73:1

FY 2021/22 Option A 225:1 167:1 105:1

FY 2020/21 Option A 92:1 71:1 44:1

FY 2019/20 Option A 68:1 48:1 31:1

FY 2018/19 Option A 170:1 127:1 82:1

Notes regarding calculation

The ratios are calculated using option A in the disclosure regulations. The employees at the lower quartile, median and upper quartile

(P25, P50 and P75, respectively) were determined based on total remuneration using a valuation methodology consistent with that

used for the CEO in the single figure table on page 142. The employees were identified based on all UK employees at year end.

Thisoption was selected on the basis that it provided the most accurate method of identifying the lower quartile, median and upper

quartile employees. In line with the regulations, the CEO’s total remuneration in respect of FY 2024/25 has been calculated as the

total of Jonathan Akeroyd’s remuneration (to 15 July 2024) and Joshua Schulman’s remuneration (from 17 July 2024).

The total remuneration in respect of FY 2024/25 for the employees identified at P25, P50 and P75 is £33k, £43k and £66k, respectively.

The base salary in respect of FY 2024/25 for the employees identified at P25, P50 and P75 is £26k, £37k and £59k, respectively.

The Committee considers pay ratios as one of many reference points when considering remuneration. Throughout the Group, pay is

positioned to be fair and market-competitive in the context of the talent market for the relevant role, fairly reflecting local market data

and other relevant benchmarks (such as the UK real Living Wage). The Committee notes the limited comparability of pay ratios across

companies and sectors, given the diverse range of business models and employee population profiles which exist across the market.

A significant proportion of the CEO’s total remuneration is delivered in variable remuneration, and particularly via long-term share

incentives. In order to drive alignment with shareholders, the value ultimately received from share incentive awards is linked to

long-term share price movement. As a result, the pay ratio is likely to be driven largely by the CEO’s incentive outcomes and may

therefore fluctuate significantly on a year-to-year basis.

The pay ratio for FY 2024/25 has increased compared to the ratio for FY 2023/24. This reflects the fact that for FY 2023/24

JonathanAkeroyd did not receive an annual bonus and he was not in role to receive a BSP award that vested in respect of FY 2023/24.

Therefore the CEO’s total remuneration for FY 2023/24 only included the fixed elements of pay. The increase in the pay ratio for

FY2024/25 is primarily driven by the fact that Joshua Schulman received a target bonus for the year, resulting in a larger single figure

compared to FY 2023/24.

The Committee considers that the median pay ratio for FY 2024/25 and the recent trends in the pay ratios are consistent with Burberry’s

remuneration framework and reflect the variable nature of the CEO’s total remuneration. The Committee believes the pay ratio

isconsistent with our pay policies in the UK.

151

Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Corporate Governance Statement | Directors’ Remuneration Report

Relative importance of spend on pay for FY 2024/25

The table below sets out the total payroll costs for all employees over FY 2024/25 compared to total dividends and amounts paid

tobuy back shares during the year. The average number of full-time equivalent employees is also shown for context.

Relative importance of spend on pay FY 2024/25 FY 2023/24

Dividends paid during the year (total) £m 152

1

233

% change -34%

Amounts paid to buy back shares during the year £m – 400

% change

Payroll costs for all employees £m 576 572

% change +1%

Average number of full-time equivalent employees 8,701 9,169

% change -5%

1.  Dividends paid during the year reflect the final dividend for FY 2023/24 which was paid in August 2024.

Service agreements

The table below sets out information on service agreements for the current Executive Directors. Executive Directors are subject

toannual re-election by shareholders at each AGM of the Company.

Date of current

serviceagreement

Date employment

commenced

Notice period to

and from Burberry

Joshua Schulman 14 July 2024 17 July 2024 12 months

Kate Ferry 14 March 2023 17 July 2023 12 months

Non-Executive Directors serve under letters of appointment with the Company. Non-Executive Directors may continue to serve subject

to annual re-election by shareholders at each AGM of the Company, subject to six months’ notice by either party.

152

Burberry Annual Report 2024/25

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0

40

80

120

160

200

£188

(88% increase)

£60

(40% decrease)

Burberry FTSE 100

2015 2016 2017 2018 2019 2020 2021 2022 2023 20252024

£

Ten-year performance graph and Chief Executive Officer’s remuneration

The following graph shows the total shareholder return (TSR) for Burberry Group plc compared to the FTSE 100 Index assuming £100

was invested on 31 March 2015. The FTSE 100 Index has been selected as the comparator because Burberry has been aconstituent

ofthe Index for the majority of the period shown. Data is presented on a spot basis and sourced from Datastream. Thetable below

shows the total remuneration earned bythe incumbent CEO over the same 10-year period, along with the percentage of maximum

opportunity earned in relation to each type of incentive. The total amounts are based on the same methodology as used for the single

figure of total remuneration for FY2024/25 on page 142.

FY

2015/16

(CB)

1

FY

2016/17

(CB)

1

FY

2017/18

(CB)

1

FY

2017/18

(MG)

1

FY

2018/19

(MG)

1

FY

2019/20

(MG)

1

FY

2020/21

(MG)

1

FY

2021/22

(MG)

1

FY

2021/22

(JA)

1

FY

2022/23

(JA)

1

FY

2023/24

(JA)

1

FY

2024/25

(JA)

1

FY

2024/25

(JS)

1

Total remuneration

(£’000) 1,894 3,508 1,091 6,330 4,078 1,618 2,245 1,205 4,428 4,289 1,347 446 2,556

Bonus (% of maximum) 0% 0% 51% 51% 60% 0% 25% – – 59% 0%  0% 50%

BSP (% of maximum) – – – – – – – – – – – – –

Legacy incentive plans (no longer in operation):

ESP (% of maximum) – – 5% – 25% 0% 5.5% – – – – – –

CIP

2

(% of maximum) 0% 0% – – – – – – – – – – –

RSP (% of maximum) 0% 19.3% – – – – – – – – – – –

Exceptional award

3

(% of maximum) – 61.7% 59.9% – – – – – – – – – –

1.  Christopher Bailey (CB, Chief Creative Officer and CEO from 1 May 2014 to 4 July 2017), Marco Gobbetti (MG, CEO from 5 July 2017 to 31 December 2021), Jonathan Akeroyd

(JA,CEO from 15 March 2022 to 15 July 2024), Joshua Schulman (JS, CEO from 17 July 2024).

2.  The CIP was the Burberry Co-Investment Plan, a long-term incentive plan under which the final performance-based awards were granted in 2014. Details of this plan can be found

in the relevant Directors’ Remuneration Reports.

3.  The exceptional award for Christopher Bailey relates to vesting of his 2014 exceptional share award as previously disclosed.

153Burberry Annual Report 2024/25

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Corporate Governance Statement | Directors’ Remuneration Report

Non-Executive Director remuneration (audited)

The table below sets out the single figure of total remuneration received or receivable by the Non-Executive Directors in respect

ofFY2024/25 (and the prior financial year).

Year to 29 March 2025 Year to 30 March 2024

Fees

1

£’000

Benefits and

allowances

2

£’000

Total

£’000

Fees

1

£’000

Benefits and

allowances

2

£’000

Total

£’000

Non-Executive Directors

Gerry Murphy 438 9 447 436 9 445

Fabiola Arredondo 82 23 105 82 19 101

Alessandra Cozzani

3

82 12 94 48 13 61

Sam Fischer 82 31 113 82 21 103

Ron Frasch 82 22 104 82 36 118

Danuta Gray 117 7 124 117 5 122

Orna NíChionna 102 1 103 102 3 105

Antoine de Saint-Affrique 82 20 102 82 19 101

Alan Stewart

4

117 1 118 107 2 109

Former Non-Executive Director

Debra Lee

5

25 4 29 82 20 102

1.  Fees include the base fee and additional fees payable to the Senior Independent Director, the Audit Committee Chair and the Remuneration Committee Chair in line with

theexisting Directors’ Remuneration Policy.

2.  For Non-Executive Directors other than the Chair, allowances include an attendance allowance for each meeting attended outside their country or territory of residence.

Non-Executive Directors appointed before 11 May 2023 currently receive £2,000 per meeting. Non-Executive Directors appointed from 11 May 2023 currently receive £2,000 for

meetings that involve inter-continental travel and £1,000 for other meetings outside their country or territory of residence. Allowances also include the reimbursement of certain

expenses incurred by the Non-Executive Directors in the performance of their duties, which are deemed by HM Revenue & Customs (HMRC) to be subject to UK income tax.

Anytax liabilities arising on the reimbursement of these costs will be settled by the Company. Amounts disclosed have been estimated and have been grossed up at the

appropriate tax rate, where necessary.

3.  Fees for Alessandra Cozzani in relation to FY 2023/24 relate to the period from 1 September 2023 when she was appointed to the Board.

4.  Fees for Alan Stewart in relation to FY 2023/24 include the Audit Committee Chair fee from 12 July 2023.

5.  Fees for Debra Lee relate to the period to 16 July 2024 when she stepped down from the Board.

Summary of Non-Executive Director fees for FY 2025/26

Following a review, the Chair’s fee and the base fee for the Non-Executive Directors will remain unchanged with effect from 1 July 2025.

The fee structure for the Non-Executive Directors for FY 2025/26 is set out in the table below.

Fee level

£’000

Chair

1

440

Non-Executive Director 82.8

Senior Independent Director 20

Audit Committee Chair 35

Remuneration Committee Chair 35

Attendance allowance

2

Up to 2

1.  The Chair is not eligible for Committee-related fees or attendance allowances.

2.  For Non-Executive Directors other than the Chair, allowances include an attendance allowance for each meeting attended outside their country or territory of residence.

Non-Executive Directors appointed before 11 May 2023 currently receive £2,000 per meeting. Non-Executive Directors appointed from 11 May 2023 currently receive £2,000

formeetings that involve inter-continental travel and £1,000 for other meetings outside their country or territory of residence.

3.  Expenses incurred in the normal course of business are reimbursed and, as these are considered by HMRC to be taxable benefits, the tax due on these will also be met

bytheCompany.

154 Burberry Annual Report 2024/25

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Non-Executive Director shareholdings (audited)

The table below summarises the total interests of the Non-Executive Directors (and their connected persons) in ordinary shares

ofBurberry Group plc as at 29 March 2025 (or as at the date of stepping down, if earlier).

In line with the shareholding guideline, Non-Executive Directors hold shares with a market value at acquisition of £6,000 for each year

of their appointment. As at 29 March 2025 (or as at the date of stepping down, if earlier), all of the Non-Executive Directors who had

served more than one year since their appointment had fulfilled this guideline.

Total number of

shares owned

Non-Executive Directors

Gerry Murphy 35,000

Fabiola Arredondo 30,000

Alessandra Cozzani 1,100

Sam Fischer 3,000

Ron Frasch 5,838

Danuta Gray 6,847

Orna NíChionna 3,067

Antoine de Saint-Affrique 3,100

Alan Stewart 2,350

Former Non-Executive Director

Debra Lee 1,475

There have been no changes in the total number of shares owned in the period up to and including 13 May 2025.

Remuneration Committee in FY 2024/25

Committee membership

Danuta Gray, Fabiola Arredondo, Sam Fischer, Ron Frasch, Orna NíChionna and Alan Stewart served as members of the Committee

throughout the year ended 29 March 2025.

Committee remit

The Committee’s terms of reference are published on Burberryplc.com.

In addition to setting the remuneration of the Executive Directors, the Committee continues to directly oversee the remuneration

arrangements for the Executive Committee, the Company Secretary and other members of senior management within its remit

asdetermined from time to time.

155

Burberry Annual Report 2024/25

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Corporate Governance Statement | Directors’ Remuneration Report

Summary of meetings

The Committee typically meets four times a year. During FY 2024/25, the Committee held seven meetings. Other ad hoc discussions

were held as required. Details of attendance at Committee meetings are set out on page 137. If any Committee membersare unable

toattend a meeting, they are given the opportunity to discuss any of the agenda items with the Committee Chair in advance of the

meeting. The agenda items discussed at the seven meetings are summarised below. Other Committee matters, including remuneration

arrangements for Executive Committee members and others within the Committee’s remit, weredetermined by the Committee

outside the scheduled meetings.

May 2024

•  Update on external environment from independent advisors

•  FY 2023/24 incentive outcomes

•  FY 2024/25 performance targets and incentive awards

•  2024 BSP awards, including performance underpins for Executive Directors

•  FY 2024/25 senior executive remuneration

•  Chair fees for FY 2024/25

•  Approval of Directors’ Remuneration Report 2023/24

•  Update on share plan dilution

Early July 2024

•  Remuneration aspects of the CEO transition

Late July 2024

•  2024 BSP awards, including award price for all participants and performance underpins for the CEO

•  Review of external independent advisors

September 2024

•  2024 AGM season shareholder and proxy body feedback

•  Recruitment award for the CEO – performance conditions

•  FY 2024/25 annual bonus plan strategic objectives for the CEO

•  Appointment of external independent advisors

November 2024

•  Update on external environment from independent advisors

•  Recruitment award for the CEO and FY 2024/25 shareholder engagement on remuneration

•  Incentives performance update

•  All-employee share plan awards 2024

•  Committee annual planner

December 2024

•  Recruitment award for the CEO and FY 2024/25 shareholder engagement on remuneration

March 2025

•  Update on external environment from independent advisors

•  Incentives performance update

•  FY 2025/26 annual bonus plan proposals and proposed 2025 BSP awards

•  Approach to Directors’ Remuneration Report 2024/25

•  Overview of broader employee reward and feedback from the March 2025 meeting of the Global

Workforce Advisory Forum

•  UK Gender and Ethnicity Pay Gap Report for 2024/25 reporting year

•  Overview of timeline for renewal of the Directors’ Remuneration Policy at the 2026 AGM

•  Update on Executive Committee members’ shareholding guideline compliance

•  Review of Committee’s terms of reference

Regular attendees at Committee meetings include the Chair of the Board, the CEO, the Company Secretary, the Chief People Officer,

the Vice President Reward and representatives of the Committee’s advisors. Other members of the senior management team may

attend Committee meetings from time to time. Attendees are not present when their own remuneration is being discussed.

156

Burberry Annual Report 2024/25

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Advisors to the Committee

Deloitte was appointed as an independent advisor to the Committee in 2017 and reappointed in 2021 following a competitive tender

process. Deloitte is a founding member of the Remuneration Consultants’ Group (RCG), which is responsible for the development

andmaintenance of the voluntary Code of Conduct that clearly sets out the role of executive remuneration consultants and the

professional standards by which they advise their clients. Fees are charged on a time and expenses basis and totalled £193,400

(plusVAT) during FY 2024/25. During the year Deloitte also provided other consulting services, tax compliance and advisory services.

The Committee is satisfied that advice received from Deloitte during the year was objective and independent and that all individuals

who provided remuneration advice to the Committee had no connections with Burberry or its Directors that may impair their

independence. The Committee reviewed the potential for conflicts of interest and judged that there were appropriate safeguards

against such conflicts.

The Committee also obtained independent advice from Farient Advisors, an executive compensation consultancy. Farient is a member

of the RCG. Fees were charged on a time and expenses basis and totalled £52,750 (plus VAT) during FY 2024/25. The Committee

issatisfied that advice received from Farient Advisors during the year was objective and independent and that all individuals who

provided remuneration advice to the Committee had no connections with Burberry or its Directors that may impair their independence.

The Committee reviewed the potential for conflicts of interest and judged that there were appropriate safeguards against such conflicts.

In September 2024 the Committee ran a competitive tender process for the appointment of Committee advisors, following which

Deloitte was reappointed.

Linklaters LLP also provided advice to the Committee in relation to the operation of the Company’s share plans, employment law

considerations and compliance with legislation.

Remuneration voting results

The table below shows the results of the latest remuneration-related shareholder votes on the Directors’ Remuneration Report

andthe Directors’ Remuneration Policy.

AGM voting results Votes for Votes against Votes withheld

To approve the Directors’ Remuneration Report for the year ended

30 March 2024 (2024 AGM)

248,439,893

(86.88%)

37,506,163

(13.12%)

60,026

To approve the Directors’ Remuneration Policy (2023 AGM) 271,202,999

(91.02%)

26,745,859

(8.98%)

975,510

The Committee and I continue to value the input of shareholders to help inform our thoughts on executive remuneration at Burberry.

Going forward, as part of our commitment to build on the constructive dialogue we have established, we look forward to continuing

toengage with you and receiving your support at the AGM in July.

This report has been approved by the Board and signed on its behalf by:

Danuta Gray

Chair, Remuneration Committee

13 May 2025

157

Burberry Annual Report 2024/25

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Substantial shareholdings

As at 29 March 2025, the Company had been notified under

Rule 5 of the Disclosure Guidance and Transparency Rules

ofthe following major interests in its issued share capital:

Number of

Sharesheld

% of total

votingrights

1

Lindsell Train Limited  21,928,267 5.00

Massachusetts Financial

ServicesCompany  20,668,065 5.10

Schroders plc 19,361,546 5.10

1.  As at the date of notification to the Company.

On 1 April 2025, the Company was notified by Norges Bank that

it holds 11,342,299 Shares representing 3.16% of the total voting

rights. The Company has received no other notifications of major

interests in its issued share capital since 29 March 2025.

Interests in own Shares

Details of the Group’s interests in its own Shares are set out

innote 24 to the Financial Statements.

Share buyback

During the reporting period, no share buyback programmes

were undertaken. Theauthority granted by shareholders at the

2024 AGM will remain in place until a new authority is granted

by shareholders at the 2025 AGM, or 16 October 2025,

whichever is earlier.

Transfer of Shares

There are no specific restrictions on the size of holding or onthe

transfer of Shares. The Directors are not aware of anyagreements

between holders of Shares that may result inrestrictions on

thetransfer of securities or voting rights. TheDirectors have

nocurrent plans to issue Shares other thanin connection with

employee share plans.

Voting

Each Share carries one vote at general meetings of the

Company. Any Shares held in treasury have no voting rights.

Ashareholder entitled to attend, speak and vote at a general

meeting may exercise their right to vote in person, by proxy, or,

in relation to corporate members, by corporate representatives.

To be valid, notification of the appointment of a proxy must be

received not less than 48 hours before the relevant general

meeting at which the person named in the Form of Proxy proposes

to vote. The Directors may in their discretion determine that, in

calculating the 48-hour period, no account be taken of any part

of a day which is not a working day. Employees who participate

in the SIP whose Shares remain in the Burberry Group plc SIP

Trust (SIP Trust) may give directions to the trustees to vote

ontheir behalf by way of a Form of Direction.

Corporate Governance Statement | Directors’ Report

DIRECTORS’ REPORT

The Directors present their Annual Report and the audited

consolidated Financial Statements of the Company for the year

ended 29 March 2025. For the purposes of the Companies Act

2006, the following are incorporated by reference and shall be

deemed to form part of this Directors’ Report:

•  Strategic Report on pages 2 to 101

•  Corporate Governance Statement, which includes the Board

of Directors, the Corporate Governance Report and the

Directors’ Remuneration Report, on pages 102 to 161; and

•  Global GHG emissions disclosure on page 58.

The Directors consider that the Annual Report and Accounts,

taken as a whole, provide a fair, balanced and understandable

assessment of the Group’s business as necessary for

shareholders and wider stakeholders to assess:

•  development and performance during the year

•  its position at the end of the financial year

•  strategy

•  likely developments

•  any principal risks and uncertainties; and

•  how we have engaged with our people and stakeholders.

For the purposes of compliance with the Disclosure Guidance

and Transparency Rules 4.1.5R(2) and 4.1.8R, the required

content of the management report can be found in the Strategic

Report together with sections of the Annual Report incorporated

by reference.

Share capital

Details of the issued share capital, together with details

ofmovement in the issued share capital of the Company during

the year, are shown in note 24 to the Financial Statements.

Thisis incorporated by reference and deemed to be part of this

report. The Company has one class of ordinary share of 0.05

pence each (Share), which carries no right to fixed income.

EachShare carries the right to one vote at general meetings

ofthe Company. The Shares are listed on the Official List and

traded on the London Stock Exchange. No person has any special

rights of control over the Company’s share capital andall issued

Shares are fully paid.

As at 29 March 2025, the Company had 363,816,314 Shares

inissue, including 4,639,220 held in treasury. At the AGM in

2024, shareholders approved resolutions to allot Shares up to

an aggregate nominal value of £59,763, and to allot Shares for

cashother than pro rata to existing shareholders as well as a

resolution to issue up to an additional 5% of issued share capital

other than pro rata to existing shareholders in connection with

an acquisition or specified capital investment. In order to retain

maximum flexibility, resolutions will be proposed to shareholders

at this year’s AGM to renew these authorities.

158

Burberry Annual Report 2024/25

On 3 April 2017, Burberry entered into an exclusive licensing

agreement with Coty pursuant to which Coty develops,

manufactures, markets, distributes and sells Burberry Beauty

products. The agreement took effect in October 2017, from

which time ongoing royalty payments have been payable to

Burberry. Pursuant to the Companies Act 2006, the Directors

disclose that a change in control of Burberry will, in limited

circumstances, result in Coty having a right of termination

ofthelicence agreement.

A small number of leases contain certain rights that may entitle

landlords to terminate or approve continuation of the leases

inthe event that a Burberry subsidiary is transferred out of the

Group or there is a change of control of Burberry Group plc.

These are not considered to be significant in terms of the

potential impact on the business as a whole.

There are no arrangements between the Company and its

Directors or employees providing for compensation for loss

ofoffice or employment that occurs specifically because

ofatakeover, merger or amalgamation. There are provisions

intheCompany’s share plans which could result in options or

awards vesting or becoming exercisable on a change of control.

Forfurther information on the change of control provisions in

theCompany’s share plans, refer to the Directors’ Remuneration

Policy, which was approved by shareholders at the AGM on

12 July 2023. This is set out in full in the Directors’ Remuneration

Report in the Annual Report 2022/23 on Burberryplc.com.

Independent auditor

In accordance with section 418(2) of the Companies Act 2006,

each of the Company’s Directors in office at the date of this

report confirms that:

•  so far as the Director is aware, there is no relevant audit

information of which the Company’s external auditor

isunaware; and

•  the Director has taken all appropriate steps to ensure they are

aware of any relevant audit information, and to establish that

theCompany’s external auditor is aware of that information.

The Group’s current external auditor is EY and note 7 of

theFinancial Statements states its fees both for audit and

non-audit work. EY was appointed as the external auditor of

theCompany at the 2020 AGM following an independent audit

tender. Aresolution to reappoint EY as external auditor to the

Company for FY 2025/26 will be proposed at the 2025 AGM.

The Independent Auditor’s Report starting on page 163 sets

outthe information contained in the Annual Report which has

been audited by EY as the external auditor.

Employee share plans and share ownership

The Company is committed to employee share ownership with

two all-employee share plans available to employees at all

levelsof the organisation. Further details of these share plans

are set out in the Directors’ Remuneration Report on page 141.

TheGroup intends to operate these all-employee share plans

during FY 2025/26 to grant awards of free Burberry Shares

(orequivalent cash-based awards as appropriate) to all eligible

employees globally, and to invite eligible employees, where

possible, to participate in the ShareSave scheme. The Directors

review the operation of these plans to ensure that they effectively

support the Group’s strategy and encourage greater alignment

by employees with the Group’s performance. Detailsof employee

share plans are set out in note 27 to the Financial Statements.

Dividend

In order to improve the balance sheet and the capacity toinvest

in Burberry’s long-term growth the Directors have not declared

afinal dividend for FY 2024/25 (FY 2023/24: 42.7p).

An interim dividend was not recommended for FY 2024/25

(FY2023/24: 18.3p). No dividends have been paid in respect

ofthe year to 29 March 2025 (FY 2023/24: £218 million).

The Burberry Group plc ESOP Trust has waived all dividends

andfuture dividends payable by the Company in respect of the

Burberry Shares it holds until the Company is notified otherwise.

In addition, the SIP Trust has waived all dividends payable by

theCompany during FY 2024/25 in respect of unappropriated

Shares it holds.

Revenue and profit

Revenue from continuing business during the year amounted

to£2,461 million (FY 2023/24: £2,968 million). Theadjusted

operating profit for the year was £26 million (FY2023/24:

£418 million).

The loss for the year attributable to equity holders of the

Company was £75 million (FY 2023/24: profit of £270 million),

ayear-on-year decrease of 128% predominantly related to a 17%

reduction in revenue and a 520 bps reduction in gross margin,

which gave rise to a 94% reduction in adjusted operating profit.

An adjusting items charge of £29 million resulted in a 101%

reduction in operating loss/profit and an increase in the effective

tax rate driven by reduced profitability resulted in a117% reduction

in loss before taxation.

Financial instruments and risks

The Group’s financial risk management objectives and policies

are set out within note 26 of the Financial Statements. Note 26

also details the Group’s exposure to foreign exchange, share

price, interest, credit, capital and liquidity risks. This note is

incorporated by reference and deemed to form part of this report.

Going concern and viability

The going concern statements for the Group and the Company

are set out on pages 178 to 179 and 224 of the Financial

Statements andare incorporated by reference and shall be

deemed to be part of this report. The Directors’ assessment

ofthe prospects and viability of the Group over the next three

years is set out inthe Strategic Report on pages 100 and 101.

The Risk and Viability Report can be found on pages 90 to 101.

The Directors considered it appropriate to adopt the going concern

basis of accounting when preparing the Financial Statements.

Significant contracts – change of control

Pursuant to the Companies Act 2006, the Directors disclose

that, in the event of a change of control, the Company’s

borrowings under the Group’s currently undrawn £300 million

Revolving Credit Facility, dated 26 July 2021, could

becomerepayable.

The Company’s borrowings under the Group’s currently undrawn

£75 million Revolving Credit Facility, dated 21 March 2025, could

become repayable.

159

Burberry Annual Report 2024/25

Corporate Governance Statement | Directors’ Report

Political donations

The Company did not make any political donations during the

year in line with its policy (FY 2023/24: £nil). In keeping with the

Group’s approach in prior years, shareholder approval is being

sought at the forthcoming AGM, as a precautionary measure,

forthe Company and its subsidiaries to make donations and/or

incur expenditure which may be construed as political by the

wider definition of that term included in the relevant legislation.

Further details are provided in the Notice of Annual General

Meeting (theNotice).

Directors

The names and biographical details of the Directors as at the

date of this report are set out on pages 104 to 108 and are

incorporated by reference into this report. With regard to the

appointment and resignation of Directors, the Company follows

the Code, and is governed by its Articles of Association, the

Companies Act 2006 and related legislation. At the 2025 AGM,

all Directors, with the exception of Antoine de Saint-Affrique,

Fabiola Arredondo and Sam Fischer, will stand for election or

re-election as appropriate. The Notice sets out the contributions

and reasons for the election or re-election of each Director.

Theservice agreements of the Executive Directors and the

letters of appointment of the Non-Executive Directors are

available for inspection at the Company’s registered office on

request. Brief details of these are also included on page 152

ofthe Directors’ Remuneration Report. For information on the

Directors’ training, see page 120.

Directors’ Share interests

The interests in Shares of the Directors holding office as at

29 March 2025 are shown within the Directors’ Remuneration

Report on pages 136 to 157. There were no changes to the

beneficial interests of the Directors between the period

29 March 2025 and 13 May 2025.

Directors’ powers and responsibilities

Subject to the Company’s Articles of Association, the

Companies Act 2006 and any directions given by special

resolution, the business of the Group will be managed by

theBoard, which may exercise all the powers of the Group,

including powers relating to the issue and/or buying back

ofShares by the Group (subject to any statutory restrictions

orrestrictions imposed by shareholders at the AGM).

Directors’ insurance and indemnities

The Company maintains Directors’ and Officers’ liability

insurance, which gives cover for legal actions brought against

its Directors and Officers. In accordance with section 236 of the

Companies Act 2006, qualifying third-party indemnity provisions

are in place for the Directors in respect of liabilities incurred as

a result of their office, to the extent permitted by law. Both the

insurance and indemnities applied throughout the financial year

ended 29 March 2025, and through to the date of this report.

Employee engagement

Burberry is an open and inclusive employer that strives to open

spaces for our people so they can express their creativity and

grow both personally and professionally. Our colleagues represent

129 nationalities across 32 countries and territories and we are

proud of the diversity of our people and the rich variety of skills

and experiences they bring to our brand from the many cultures

and backgrounds they represent. We continue to focus on evolving

strategies for attracting and retaining diverse top talent within

the business that promote our cultural values and ensure diverse

representation across the business.

Further details about our people and our commitment to

diversity, equity and inclusion can be found on pages 72 to 76.

Pages 43 to 45 demonstrate how the Directors have had regard

to employee interests and the principal decisions taken by the

Company during the financial year.

Stakeholder engagement

Reflecting the importance of our stakeholders, an explanation

ofthe steps taken by the Directors to foster business

relationships with partners, including suppliers, customers

andother stakeholders, is set out on pages 44 and 45.

Global GHG emissions

The Directors understand they have a responsibility to consider

the impact on the environment and the likely consequences of

any business decisions in the long term. Disclosure is in line with

the FCA’s requirements for climate-related financial disclosures

and consistent with the TCFD recommendations as set out

onpages 47 to 71.

Health and safety

The Company has a global Health and Safety Policy approved

bythe CEO on behalf of the Board. A safety-first approach

isfirmly embedded in Burberry’s values and this approach was

strongly reinforced and measured across all our operational

activities. Governance of our Health and Safety strategy is

maintained through a Global Health and Safety Committee, which

is chaired by the General Counsel. Health and safety issues are

also considered by the Risk Committee and Audit Committee.

Eachregion has a local health and safety committee which reports

to the regional President. These committees assist with the

implementation of our Health and Safety strategy and help to

ensure all local regulatory and Burberry standards are achieved

and maintained.

Strategic direction on health and safety matters is provided by

the Director of Health and Safety who is supported by a global

team. In line with industry best practice, our health and safety

goals and objectives are set each year to continually analyse our

performance and support a process for continuous improvement.

Our unannounced global assurance audit programme continues

to measure health and safety performance within our managed

operations at a set frequency and tracks improvement actions

and risk reduction strategies through to closure.

160

Burberry Annual Report 2024/25

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Branches

In accordance with the Companies Act 2006, the Group

discloses below the subsidiary companies that have branches

outside the UK:

•  Burberry Limited: Hong Kong S.A.R., China and Republic ofKorea

•  Burberry Brasil Comércio de Artigos de Vestuário

eAcessórios Ltda: Brazil

•  Burberry Saudi Company Limited: Kingdom of Saudi Arabia

•  Burberry Qatar W.L.L.: Qatar

•  Burberry (Spain) Retail S.L.: Portugal

•  Burberry (Shanghai) Trading Co., Ltd: Mainland China

Annual General Meeting (AGM)

The AGM of the Company will be held at 10:30am on Wednesday

16 July 2025 at Horseferry House, Horseferry Road, London

SW1P 2AW. The Notice of this year’s AGM is available to view

onthe Company’s website at Burberryplc.com.

The Directors consider that each of the proposed resolutions

tobe considered at the AGM is in the best interests of the

Company and its shareholders, and is most likely to promote the

success of the Company for the benefit of its shareholders as a

whole. The Directors unanimously recommend that shareholders

vote in favour of each of the proposed resolutions, as the

Directors intend to do in respect of their own shareholdings.

Amendments to Articles of Association

The Company’s Articles of Association were adopted at the 2021

AGM. No changes to the Articles of Association are being

proposed at this year’s AGM.

Disclosures pursuant to UK Listing Rule 6.6.1

UK Listing Rule

Description of UK

ListingRule  Reference

6.6.1 (3) Details of any long-term

incentive schemes as

required by UKLR 9.3.3R

See pages

145to 147

6.6.1 (11) and (12) Waivers of dividends See Dividend

paragraph

onpage 159

The Strategic Report from pages 2 to 101 and Directors’ Report

from pages 158 to 161 have been approved by the Boardon

13 May 2025 in accordance with the Companies Act 2006.

By order of the Board

Gemma Parsons

Company Secretary

13 May 2025

Burberry Group plc

Registered Office: Horseferry House, Horseferry Road,

LondonSW1P 2AW

Registered in England and Wales

Registered number: 03458224

161

Burberry Annual Report 2024/25

Financial Statements | Statement of Directors’ Responsibilities

STATEMENT OF DIRECTORS’ RESPONSIBILITIES

162  Burberry Annual Report 24/25

The Directors are responsible for preparing the Annual Report, the Directors’ Remuneration Report and the financial statements in

accordance with applicable laws and regulations.

Company law requires the Directors to prepare financial statements for each financial year. Under that law the Directors have

prepared the Group consolidated financial statements in accordance with the UK-adopted International Accounting Standards and

the Company financial statements in accordance with United Kingdom Generally Accepted Accounting Practice (United Kingdom

Accounting Standards, comprising FRS 101 ‘Reduced Disclosure Framework’ and applicable law). Under company law the Directors

must not approve the financial statements unless they are satisfied that they give a true and fair view of the state of affairs of the

Group and the Company and of the profit or loss of the Group and the Company for that year. In preparing these financial statements

the Directors are required to:

•  select suitable accounting policies and then apply them consistently;

•  state whether applicable UK-adopted International Accounting Standards have been followed for the Group financial statements

and United Kingdom Accounting Standards, comprising FRS 101, have been followed for the Company financial statements,

subject to any material departures disclosed and explained in the Group and parent Company financial statements respectively;

•  make judgements and accounting estimates that are reasonable and prudent;

•  present information, including accounting policies, in a manner that provides relevant, reliable, comparable and understandable

information; and

•  prepare the financial statements on the going concern basis unless it is inappropriate to presume that the Group and Company will

continue in business.

The Directors are responsible for keeping adequate accounting records that are sufficient to show and explain the Group and

Company’s transactions and disclose with reasonable accuracy at any time the financial position of the Group and Company

and enable them to ensure that the financial statements and the Directors’ Remuneration Report comply with the Companies

Act 2006. They are also responsible for safeguarding the assets of the Company and the Group and hence for taking reasonable

steps for the prevention and detection of fraud and other irregularities.

The Directors are responsible for the maintenance and integrity of the Company’s website. Legislation in the United Kingdom

governing the preparation and dissemination of financial statements may differ from legislation in other jurisdictions.

The Directors consider that the Annual Report, taken as a whole, is fair, balanced and understandable and provides the information

necessary for shareholders to assess the Group and the Company’s position and performance, business model and strategy.

Each of the Directors, whose names and functions are listed on pages 104 to 108, confirm that, to the best of their knowledge:

•  the Company financial statements, which have been prepared in accordance with United Kingdom Generally Accepted Accounting

Practice (United Kingdom Accounting Standards, comprising FRS 101 ‘Reduced Disclosure Framework’, and applicable law), give a

true and fair view of the assets, liabilities, financial position and profit of the Company;

•  the Group financial statements, which have been prepared in accordance with the UK-adopted International Accounting Standards,

give a true and fair view of the assets, liabilities, financial position and profit of the Group; and

•  the Strategic Report includes a fair review of the development and performance of the business and the position of the Group and

the Company, together with a description of the principal risks and uncertainties that it faces.

These statements were approved by the Board on 13 May 2025 and signed on its behalf by:

Joshua Schulman

Kate Ferry

Chief Executive Officer

Chief Financial Officer

162 Burberry Annual Report 2024/25

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Financial Statements | Statement of Directors’ Responsibilities

STATEMENT OF DIRECTORS’ RESPONSIBILITIES

162  Burberry Annual Report 24/25

The Directors are responsible for preparing the Annual Report, the Directors’ Remuneration Report and the financial statements in

accordance with applicable laws and regulations.

Company law requires the Directors to prepare financial statements for each financial year. Under that law the Directors have

prepared the Group consolidated financial statements in accordance with the UK-adopted International Accounting Standards and

the Company financial statements in accordance with United Kingdom Generally Accepted Accounting Practice (United Kingdom

Accounting Standards, comprising FRS 101 ‘Reduced Disclosure Framework’ and applicable law). Under company law the Directors

must not approve the financial statements unless they are satisfied that they give a true and fair view of the state of affairs of the

Group and the Company and of the profit or loss of the Group and the Company for that year. In preparing these financial statements

the Directors are required to:

•  select suitable accounting policies and then apply them consistently;

•  state whether applicable UK-adopted International Accounting Standards have been followed for the Group financial statements

and United Kingdom Accounting Standards, comprising FRS 101, have been followed for the Company financial statements,

subject to any material departures disclosed and explained in the Group and parent Company financial statements respectively;

•  make judgements and accounting estimates that are reasonable and prudent;

•  present information, including accounting policies, in a manner that provides relevant, reliable, comparable and understandable

information; and

•  prepare the financial statements on the going concern basis unless it is inappropriate to presume that the Group and Company will

continue in business.

The Directors are responsible for keeping adequate accounting records that are sufficient to show and explain the Group and

Company’s transactions and disclose with reasonable accuracy at any time the financial position of the Group and Company

and enable them to ensure that the financial statements and the Directors’ Remuneration Report comply with the Companies

Act 2006. They are also responsible for safeguarding the assets of the Company and the Group and hence for taking reasonable

steps for the prevention and detection of fraud and other irregularities.

The Directors are responsible for the maintenance and integrity of the Company’s website. Legislation in the United Kingdom

governing the preparation and dissemination of financial statements may differ from legislation in other jurisdictions.

The Directors consider that the Annual Report, taken as a whole, is fair, balanced and understandable and provides the information

necessary for shareholders to assess the Group and the Company’s position and performance, business model and strategy.

Each of the Directors, whose names and functions are listed on pages 104 to 108, confirm that, to the best of their knowledge:

•  the Company financial statements, which have been prepared in accordance with United Kingdom Generally Accepted Accounting

Practice (United Kingdom Accounting Standards, comprising FRS 101 ‘Reduced Disclosure Framework’, and applicable law), give a

true and fair view of the assets, liabilities, financial position and profit of the Company;

•  the Group financial statements, which have been prepared in accordance with the UK-adopted International Accounting Standards,

give a true and fair view of the assets, liabilities, financial position and profit of the Group; and

•  the Strategic Report includes a fair review of the development and performance of the business and the position of the Group and

the Company, together with a description of the principal risks and uncertainties that it faces.

These statements were approved by the Board on 13 May 2025 and signed on its behalf by:

Joshua Schulman

Kate Ferry

Chief Executive Officer

Chief Financial Officer

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

INDEPENDENT AUDITOR’S REPORT TO THE MEMBERS

OF BURBERRY GROUP PLC

Burberry Annual Report 24/25    163

Opinion

In our opinion:

•  Burberry Group plc’s Group financial statements and Company financial statements (the “financial statements”) give a true and fair

view of the state of the Group’s and of the Company’s affairs as at 29 March 2025 and of the Group’s loss for the 52-week period

then ended;

•  the Group financial statements have been properly prepared in accordance with UK-adopted International Accounting Standards;

•  the Company financial statements have been properly prepared in accordance with United Kingdom Generally Accepted

Accounting Practice; and

•  the financial statements have been prepared in accordance with the requirements of the Companies Act 2006.

We have audited the financial statements of Burberry Group plc (the ‘Company’) and its subsidiaries (the ‘Group’) for the 52-week

period ended 29 March 2025 which comprise:

Group

Company

Balance sheet as at 29 March 2025

Balance sheet as at 29 March 2025

Income statement for the 52-week period then ended

Statement of changes in equity for the 52-week period

then

ended

Statement of comprehensive income for the 52-week period

then ended

Related notes A to M to the financial statements, including a

summary of material accounting policies

Statement of changes in equity for the 52-week period

then

ended

Statement of cash flows for the 52-week period then ended

Related notes 1 to 31 to the financial statements, including a

summary of material accounting policies

The financial reporting framework that has been applied in the preparation of the Group financial statements is applicable law and

UK-adopted International Accounting Standards. The financial reporting framework that has been applied in the preparation of the

Company financial statements is applicable law and United Kingdom Accounting Standards, including FRS 101 “Reduced Disclosure

Framework” (United Kingdom Generally Accepted Accounting Practice).

Basis for opinion

We conducted our audit in accordance with International Standards on Auditing (UK) (ISAs (UK) and applicable law.

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 believe that the audit evidence we have obtained is sufficient and appropriate to provide

a basis for our opinion.

Independence

We are independent of the Group and Company in accordance with the ethical requirements that are relevant to our audit of the

financial statements in the UK, including the FRC’s Ethical Standard as applied to listed public interest entities, and we have fulfilled

our other ethical responsibilities in accordance with these requirements.

The non-audit services prohibited by the FRC’s Ethical Standard were not provided to the Group or the Company and we remain

independent of the Group and the Company in conducting the audit.

163Burberry Annual Report 2024/25

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

164  Burberry Annual Report 24/25

Conclusions relating to going concern

In auditing the financial statements, we have concluded that the Directors’ use of the going concern basis of accounting in the

preparation of the financial statements is appropriate. Our evaluation of the Directors’ assessment of the Group and Company’s

ability to continue to adopt the going concern basis of accounting included:

•  In conjunction with our walkthrough of the Group’s financial statement close process, we confirmed our understanding of

management’s going concern assessment process and engaged with management early to understand and assess the key

assumptions made in their assessment;

•  We checked the logic and arithmetical integrity of management’s going concern model that includes the cash forecasts for the

going concern assessment period covering the period up to 26 September 2026;

•  We considered the appropriateness of the revenue and operating expense assumptions used to calculate the cash forecasts under

the base case and severe but plausible case scenarios. In light of the current geopolitical environment and uncertain global

consumer demand, we specifically challenged management’s plausible downside case scenario to assess if it was sufficiently

severe for the going concern assessment;

•  We reviewed the Group’s debt agreements for any conditions precedent outside of management’s control and also reviewed

forecast compliance with covenant requirements in both the base and severe but plausible downside case scenarios during the

going concern assessment period;

•  We agreed the 29 March 2025 cash and cash equivalents balance included in the going concern assessment to the Group’s year

end cash and cash equivalents balance;

•  We reviewed the borrowings of the Group and noted that management include the repayment of the sustainability bond in all

scenarios as the bond is repayable within the going concern period;

•  We assessed the reasonableness of the cashflow forecasts included in the going concern assessment by analysing management’s

historical forecasting accuracy and for consistency of the going concern assessment with information obtained from other areas of

the audit such as goodwill impairment, retail store impairment and deferred tax asset recognition;

•  We evaluated the key assumptions by searching for contrary evidence to challenge these assumptions, including third party sector

forecasts and analyst expectations. Further, we tested these assumptions for consistency with the budget approved by the Board;

•  We challenged the measurement and completeness of the severe but plausible scenario modelled by management, whether the

risks considered are sufficiently severe, and how these compare with the principal risks and uncertainties of the Group;

•  We considered the mitigating factors available and that are within control of the Group. This included review of the Group's

operating and non-operating cash outflows and evaluating the Group’s ability to control these outflows as mitigating actions

if required;

•  We performed a review of management’s reverse stress test to identify the magnitude of decline in revenue that would lead to the

Group utilising all liquidity during the going concern assessment period and we have considered the likelihood of such a decline;

•  We reviewed activity in the subsequent events period to assess for contrary indicators;

•  We reviewed the Group and Company’s going concern disclosures included in the Annual Report to assess that the disclosures are

consistent with the basis upon which the Board have concluded, and in conformity with the reporting standards.

Based on the work we have performed, we have not identified any material uncertainties relating to events or conditions that,

individually or collectively, may cast significant doubt on the Group and Company’s ability to continue as a going concern for a period

up to 26 September 2026.

In relation to the Group and Company’s reporting on how they have applied the UK Corporate Governance Code, we have nothing

material to add or draw attention to in relation to the Directors’ statement in the financial statements about whether the Directors

considered it appropriate to adopt the going concern basis of accounting.

Our responsibilities and the responsibilities of the Directors with respect to going concern are described in the relevant sections of

this report. However, because not all future events or conditions can be predicted, this statement is not a guarantee as to the Group

and Company’s ability to continue as a going concern.

164 Burberry Annual Report 2024/25

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164  Burberry Annual Report 24/25

Conclusions relating to going concern

In auditing the financial statements, we have concluded that the Directors’ use of the going concern basis of accounting in the

preparation of the financial statements is appropriate. Our evaluation of the Directors’ assessment of the Group and Company’s

ability to continue to adopt the going concern basis of accounting included:

•  In conjunction with our walkthrough of the Group’s financial statement close process, we confirmed our understanding of

management’s going concern assessment process and engaged with management early to understand and assess the key

assumptions made in their assessment;

•  We checked the logic and arithmetical integrity of management’s going concern model that includes the cash forecasts for the

going concern assessment period covering the period up to 26 September 2026;

•  We considered the appropriateness of the revenue and operating expense assumptions used to calculate the cash forecasts under

the base case and severe but plausible case scenarios. In light of the current geopolitical environment and uncertain global

consumer demand, we specifically challenged management’s plausible downside case scenario to assess if it was sufficiently

severe for the going concern assessment;

•  We reviewed the Group’s debt agreements for any conditions precedent outside of management’s control and also reviewed

forecast compliance with covenant requirements in both the base and severe but plausible downside case scenarios during the

going concern assessment period;

•  We agreed the 29 March 2025 cash and cash equivalents balance included in the going concern assessment to the Group’s year

end cash and cash equivalents balance;

•  We reviewed the borrowings of the Group and noted that management include the repayment of the sustainability bond in all

scenarios as the bond is repayable within the going concern period;

•  We assessed the reasonableness of the cashflow forecasts included in the going concern assessment by analysing management’s

historical forecasting accuracy and for consistency of the going concern assessment with information obtained from other areas of

the audit such as goodwill impairment, retail store impairment and deferred tax asset recognition;

•  We evaluated the key assumptions by searching for contrary evidence to challenge these assumptions, including third party sector

forecasts and analyst expectations. Further, we tested these assumptions for consistency with the budget approved by the Board;

•  We challenged the measurement and completeness of the severe but plausible scenario modelled by management, whether the

risks considered are sufficiently severe, and how these compare with the principal risks and uncertainties of the Group;

•  We considered the mitigating factors available and that are within control of the Group. This included review of the Group's

operating and non-operating cash outflows and evaluating the Group’s ability to control these outflows as mitigating actions

if required;

•  We performed a review of management’s reverse stress test to identify the magnitude of decline in revenue that would lead to the

Group utilising all liquidity during the going concern assessment period and we have considered the likelihood of such a decline;

•  We reviewed activity in the subsequent events period to assess for contrary indicators;

•  We reviewed the Group and Company’s going concern disclosures included in the Annual Report to assess that the disclosures are

consistent with the basis upon which the Board have concluded, and in conformity with the reporting standards.

Based on the work we have performed, we have not identified any material uncertainties relating to events or conditions that,

individually or collectively, may cast significant doubt on the Group and Company’s ability to continue as a going concern for a period

up to 26 September 2026.

In relation to the Group and Company’s reporting on how they have applied the UK Corporate Governance Code, we have nothing

material to add or draw attention to in relation to the Directors’ statement in the financial statements about whether the Directors

considered it appropriate to adopt the going concern basis of accounting.

Our responsibilities and the responsibilities of the Directors with respect to going concern are described in the relevant sections of

this report. However, because not all future events or conditions can be predicted, this statement is not a guarantee as to the Group

and Company’s ability to continue as a going concern.

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

Burberry Annual Report 24/25    165

Overview of our audit approach

Audit scope

•  We performed an audit of the complete financial information of four components and audit procedures on

specific balances for a further five components. We performed central procedures on financial statement

line items as detailed in the ‘Tailoring the scope’ section below.

Key audit matters

•  Valuation of finished goods inventory provision.

•

Impairment and impairment reversals of retail store right-of-use assets and related property,

plant and equipment.

•

Provision for uncertain tax positions.

Materiality

•

Overall Group materiality of £18.2m which represents 0.74% of Revenue.

An overview of the scope of the Company and Group audits

Tailoring the scope

In the current year our audit scoping has been updated to reflect the new requirements of ISA (UK) 600 (Revised). We have followed a

risk-based approach when developing our audit approach to obtain sufficient appropriate audit evidence on which to base our audit

opinion. We performed risk assessment procedures, with input from our component auditors, to identify and assess risks of material

misstatement of the Group financial statements and identified significant accounts and disclosures.

When identifying components at which audit work needed to be performed to respond to the identified risks of material misstatement

of the Group financial statements, we considered our understanding of the Group and its business environment, changes at specific

components, macroeconomic and geopolitical factors, the applicable financial reporting framework, the Group’s system of internal

control at the entity level, the existence of centralised processes, applications, any relevant internal audit results and the potential

impact of climate change.

We determined that centralised audit procedures would be performed on revenue, cost of sales, finance income and expenses,

goodwill included within intangible assets with indefinite lives, right-of-use assets and lease liabilities, impairment and impairment

reversal of right-of-use assets and related property, plant and equipment, deferred tax assets, derivative financial assets and

liabilities, inventory provision, cash and cash equivalents, borrowings, provision for uncertain tax positions and income tax.

We then identified nine components as individually relevant to the Group due to relevant events and conditions underlying the

identified risks of material misstatement of the Group financial statements being associated with the reporting components or a

pervasive risk of material misstatement of the Group financial statements, or a significant risk or an area of higher assessed risk of

material misstatement of the Group financial statements being associated with the components. We also considered the materiality or

financial size of the component relative to the Group.

For those individually relevant components, we identified the significant accounts where audit work needed to be performed at these

components by applying professional judgement, having considered the Group significant accounts on which centralised procedures

would be performed, the reasons for identifying the financial reporting component as an individually relevant component and the size

of the component’s account balance relative to the Group significant financial statement account balance.

We then considered whether the remaining Group significant account balances not yet subject to audit procedures, in aggregate,

could give rise to a risk of material misstatement of the Group financial statements. We determined that no additional components of

the Group were required to be included.

Having identified the components for which work would be performed, we determined the scope to assign to each component.

Of the nine components selected, we designed and performed audit procedures on the entire financial information of four

components (“full scope components”). For five components, we designed and performed audit procedures on specific significant

financial statement account balances or disclosures of the financial information of the component (“specific scope components”).

Our scoping to address the risk of material misstatement for each key audit matter is set out in the key audit matters section of

our report.

165Burberry Annual Report 2024/25

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

166  Burberry Annual Report 24/25

Changes from the prior year

We have changed the specific scope components from prior year to include a component in Italy to increase the coverage of the

Group audit.

Involvement with component teams

In establishing our overall approach to the Group audit, we determined the type of work that needed to be undertaken at each of the

components by us, as the group audit engagement team, or by component auditors operating under our instruction.

The group audit team continued to follow a programme of planned visits that has been designed to ensure that the Senior Statutory

Auditor visits, virtually or in person, at least all individually relevant component teams each year. During the current year’s audit cycle,

virtual visits were undertaken by the primary audit team to the component teams in China, Hong Kong S.A.R., China, Korea and Japan.

The Senior Statutory Auditor also performed an in person visit to the United States of America business. The Senior Statutory Auditor

did not visit the component team in Italy, as all work performed for this individually relevant component is performed by the group

audit team.

These visits involved holding meetings with local management, discussing the year-end audit procedures to be performed by the

component teams, communicating the procedures that would be performed centrally in the UK by the group audit team, reviewing

relevant working papers and discussing any issues that had arisen.

The group audit team interacted regularly with the component teams where appropriate during various stages of the audit, reviewed

relevant working papers and were responsible for the scope and direction of the audit process. Where relevant, the section on key

audit matters details the level of involvement we had with component auditors to enable us to determine that sufficient audit evidence

had been obtained as a basis for our opinion on the Group as a whole.

This, together with the additional procedures performed at Group level, gave us appropriate evidence for our opinion on the Group

financial statements.

Climate Change

Stakeholders are increasingly interested in how climate change will impact the Group. The Group has determined that the most

significant future impacts from climate change on their operations will be from climate transition risks, specifically market risks

associated with changing consumer preferences in a lower carbon economy. These are explained on pages 47 to 71 in the required

Task Force On Climate Related Financial Disclosures and on pages 94 to 99 in the principal risks and uncertainties. Climate

commitments for the Group are also explained on pages 55 to 57. All of these disclosures form part of the “Other information,”

rather than the audited financial statements. Our procedures on these unaudited disclosures therefore consisted solely of

considering whether they are materially inconsistent with the financial statements or our knowledge obtained in the course

of the audit or otherwise appear to be materially misstated, in line with our responsibilities on “Other information”.

In planning and performing our audit we assessed the potential impacts of climate change on the Group’s business and any

consequential material impact on its financial statements.

The Group has explained in note 1 (Consideration of climate-related matters) how they have reflected the impact of climate change in

their financial statements, including how this aligns with their commitments in the sustainability strategy. There are no significant

judgements or estimates relating to climate change.

Our audit effort in considering the impact of climate change on the financial statements was focused on evaluating management’s

assessment of the impact of climate risk, physical and transition, their climate commitments, specifically on the valuation of the

finished goods inventory provision and impairment of retail store right-of-use assets and related property, plant and equipment.

We have assessed whether these risks have been appropriately reflected in asset values, where values are determined through

modelling future cash flows, following the requirements of UK-adopted International Accounting Standards. As part of this evaluation,

we performed our own risk assessment, supported by our climate change internal specialists and senior members of the audit team,

held meetings with the Group’s Sustainability, Financial Reporting and Supply Chain teams, to determine the risks of material

misstatement in the financial statements from climate change which needed to be considered in our audit.

We also challenged the Directors’ considerations of climate change risks in their assessment of going concern and viability and

associated disclosures. Where considerations of climate change were relevant to our assessment of going concern, these are

described above.

Based on our work, whilst we have not identified the impact of climate change on the financial statements to be a standalone key

audit matter, we have considered the impact on the following key audit matters: valuation of finished goods inventory provision,

impairment and impairment reversals of retail store right-of-use assets and related property, plant and equipment. Details of the

impact, our procedures and findings are included in our explanation of key audit matters below.

166 Burberry Annual Report 2024/25

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Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

166  Burberry Annual Report 24/25

Changes from the prior year

We have changed the specific scope components from prior year to include a component in Italy to increase the coverage of the

Group audit.

Involvement with component teams

In establishing our overall approach to the Group audit, we determined the type of work that needed to be undertaken at each of the

components by us, as the group audit engagement team, or by component auditors operating under our instruction.

The group audit team continued to follow a programme of planned visits that has been designed to ensure that the Senior Statutory

Auditor visits, virtually or in person, at least all individually relevant component teams each year. During the current year’s audit cycle,

virtual visits were undertaken by the primary audit team to the component teams in China, Hong Kong S.A.R., China, Korea and Japan.

The Senior Statutory Auditor also performed an in person visit to the United States of America business. The Senior Statutory Auditor

did not visit the component team in Italy, as all work performed for this individually relevant component is performed by the group

audit team.

These visits involved holding meetings with local management, discussing the year-end audit procedures to be performed by the

component teams, communicating the procedures that would be performed centrally in the UK by the group audit team, reviewing

relevant working papers and discussing any issues that had arisen.

The group audit team interacted regularly with the component teams where appropriate during various stages of the audit, reviewed

relevant working papers and were responsible for the scope and direction of the audit process. Where relevant, the section on key

audit matters details the level of involvement we had with component auditors to enable us to determine that sufficient audit evidence

had been obtained as a basis for our opinion on the Group as a whole.

This, together with the additional procedures performed at Group level, gave us appropriate evidence for our opinion on the Group

financial statements.

Climate Change

Stakeholders are increasingly interested in how climate change will impact the Group. The Group has determined that the most

significant future impacts from climate change on their operations will be from climate transition risks, specifically market risks

associated with changing consumer preferences in a lower carbon economy. These are explained on pages 47 to 71 in the required

Task Force On Climate Related Financial Disclosures and on pages 94 to 99 in the principal risks and uncertainties. Climate

commitments for the Group are also explained on pages 55 to 57. All of these disclosures form part of the “Other information,”

rather than the audited financial statements. Our procedures on these unaudited disclosures therefore consisted solely of

considering whether they are materially inconsistent with the financial statements or our knowledge obtained in the course

of the audit or otherwise appear to be materially misstated, in line with our responsibilities on “Other information”.

In planning and performing our audit we assessed the potential impacts of climate change on the Group’s business and any

consequential material impact on its financial statements.

The Group has explained in note 1 (Consideration of climate-related matters) how they have reflected the impact of climate change in

their financial statements, including how this aligns with their commitments in the sustainability strategy. There are no significant

judgements or estimates relating to climate change.

Our audit effort in considering the impact of climate change on the financial statements was focused on evaluating management’s

assessment of the impact of climate risk, physical and transition, their climate commitments, specifically on the valuation of the

finished goods inventory provision and impairment of retail store right-of-use assets and related property, plant and equipment.

We have assessed whether these risks have been appropriately reflected in asset values, where values are determined through

modelling future cash flows, following the requirements of UK-adopted International Accounting Standards. As part of this evaluation,

we performed our own risk assessment, supported by our climate change internal specialists and senior members of the audit team,

held meetings with the Group’s Sustainability, Financial Reporting and Supply Chain teams, to determine the risks of material

misstatement in the financial statements from climate change which needed to be considered in our audit.

We also challenged the Directors’ considerations of climate change risks in their assessment of going concern and viability and

associated disclosures. Where considerations of climate change were relevant to our assessment of going concern, these are

described above.

Based on our work, whilst we have not identified the impact of climate change on the financial statements to be a standalone key

audit matter, we have considered the impact on the following key audit matters: valuation of finished goods inventory provision,

impairment and impairment reversals of retail store right-of-use assets and related property, plant and equipment. Details of the

impact, our procedures and findings are included in our explanation of key audit matters below.

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

Burberry Annual Report 24/25    167

Key audit matters

Key audit matters are those matters that, in our professional judgment, were of most significance in our audit of the financial

statements of the current period and include the most significant assessed risks of material misstatement (whether or not due to

fraud) that we identified. These matters included those which had the greatest effect on: the overall audit strategy, the allocation of

resources in the audit; and directing the efforts of the engagement team. These matters were addressed in the context of our audit of

the financial statements as a whole, and in our opinion thereon, and we do not provide a separate opinion on these matters.

Risk

Our response to the risk

Valuation of finished goods

inventory

provision

As described in the

Report of the Audit

Committee

(page 128); Accounting Policies

(page

181); and note 17 of the Consolidated

Financial Statements (page

200) management

raises a finished goods inventory provision

to

reflect where the expected net realisable value is

lower than the carrying value of finished goods

inventory at the balance sheet date. The Group

has

£103m of inventory provisions, representing

19.

6% of the gross value of inventory of £527m

as

at 29 March 2025. Of the net inventory of

£424m

,

£397m

relates to finished goods.

The Group determines the inventory provision

considering the aging of inventory by season,

identifying problem inventory and considering

historical loss rates, future sales forecasts and

the expected channel by which the inventory will

be exited. This proc

ess is inherently judgmental

and there is therefore potential for management

bias in relation to its allocation of inventory to

certain sales channels as well as in relation to

future sales forecasts.

•  Performed a walkthrough of inventory provisioning process and identified and

understood the design of key controls.

•

Evaluated the appropriateness of the Group’s inventory provisioning policy.

We assessed the inventory provision model for each relevant component for

consistency with the Group’s accounting policy.

•

Tested the integrity and accuracy of the inventory provisioning models and

inputs, considering the source of information being used by management.

•

Applied professional scepticism, and in light of the current geopolitical

environment and uncertain global consumer demand, we performed sensitivity

analysis on management’s expected sell through and loss rates of inventory.

•

Used inventory movement data for the current year and analysed it to consider

the inventory composition by season and product type. We used this data to

develop an expectation and challenged management on any outliers identified.

•

Understood the planned sales channels and exit routes for surplus inventory

and challenged whether these were consistent with prior periods, the overall

sales profile of the Group and the Board-approved forecasts used elsewhere

across the Group. We considered whether there was any evidence of

management bias in the exit routes and sales forecasts used.

•

Performed analytical procedures on key assumptions and corroborated to our

work performed across other accounts to identify and consider whether any

contrary evidence existed.

•

Used data to corroborate explanations from management and to identify any

contrary evidence related to the assumptions used by management in

identifying slow-moving inventory. We performed sensitivity analysis to assess

the significance and risk of changed assumptions on the provision, primarily

being the sell through, exit route and loss rates applied. This included

considering the potential impact climate change may have on

inventory provisioning.

•

R

eviewed disclosures in the financial statements for appropriateness including

the requirement to disclose sensitivities where a reasonably possible change in

a key assumption would result in a material change to the valuation of finished

goods inventory provision.

Key observations communicated to the Audit Committee

We are satisfied the finished goods inventory provisions are appropriate and the Group’s disclosures are appropriate.

How we scoped our audit to respond to the risk and involvement with component teams

All audit work performed to address this risk was undertaken by the

group audit team and supported by overseas professionals.

167Burberry Annual Report 2024/25

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Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

168  Burberry Annual Report 24/25

Key audit matters continued

Risk

Our response to the risk

Impairment and impairment reversals of retail

store

right-of-

use assets and related property,

plant and equipment

As described in the

Report of the Audit

Committee Report (page

128), Accounting

Policies (page

181), and notes 13 and 14 of the

Consolidated Financial Statements (pages

197

to

198), management assess the retail store right-

of

-use assets and related property, plant and

equipment for impairment charges and reversals

of

previous impairment charges. The Group has

£867m

of right-of-use assets and £398m of

prope

rty, plant and equipment as at

29

March 2025.

In the 52 weeks to 29 March 2025, there was a

net impairment charge of

£42m.

There is judgement and estimation uncertainty

involved in determining the store forecast cash

flows to measure impairment charges and

reversals, in particular, the revenue growth and

profit margin assumptions in light of the current

geopolitical environmen

t and uncertain global

consumer demand.

•  Performed a walkthrough of the retail store impairment process and

understood the design of key controls.

•

Reviewed and challenged the appropriateness of the Group’s impairment policy.

•

Reviewed board minutes and met with regional commercial finance teams,

strategy teams and general counsel to determine if any contrary evidence

existed in relation to the future plans for stores.

•

Management considered whether indicators of impairment charges or

reversals were present for the Group’s retail store portfolio based on the

Group’s latest forecast. We assessed the completeness of the factors

considered and assessed the accuracy of the forecasted information in

conjunction with our testing of the Group’s forecasts further outlined below.

•

For the stores identified with indicators of impairment charge or reversal, the

Group prepared value-in-use impairment models. Our procedures over the

value-in-use impairment models included:

•  Assessed the methodology against the requirements of IAS 36 Impairment

of Assets;

•  Tested the integrity of the model and data inputs used back to source data,

for example agreeing store right-of-use

asset and related property, plant and

equipment values back to accounting records;

•  Involved our valuations specialists to assess the appropriateness of the

discount rates used;

•

Challenged assumptions used in cash flow forecasts such as revenue growth

and gross margin assumptions against historical results, third-party luxury

sector forecasts and latest analyst reports;

•  Performed sensitivity analysis on key assumptions and stress testing

calculations for stores most at risk of impairment;

•  Challenged whether cash flow forecasts adequately factored in known

costs associated with physical and transition climate-related risks and

any cashflows required to meet Burberry’s publicly stated climate

commitments; and

•  Assessed the disclosures in the financial statements, including the

requirement to disclose sensitivities where a reasonably possible change in

a key assumption would result in a material change to the impairment charge

or reversal recorded.

Key observations communicated to the Audit Committee

We are satisfied that the consideration of indicators of

impairment, methodology, significant underlying assumptions and judgements

are reasonable and support management’s conclusion to

a net impairment charge during the year.

We are also satisfied with the disclosure and classification of the impairment charges.

How we scoped our audit to respond to the risk and involvement with component teams

All audit work performed to address this risk was undertaken by the

group audit team and supported by overseas professionals.

168 Burberry Annual Report 2024/25

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Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

168  Burberry Annual Report 24/25

Key audit matters continued

Risk

Our response to the risk

Impairment and impairment reversals of retail

store

right-of-

use assets and related property,

plant and equipment

As described in the

Report of the Audit

Committee Report (page

128), Accounting

Policies (page

181), and notes 13 and 14 of the

Consolidated Financial Statements (pages

197

to

198), management assess the retail store right-

of

-use assets and related property, plant and

equipment for impairment charges and reversals

of

previous impairment charges. The Group has

£867m

of right-of-use assets and £398m of

prope

rty, plant and equipment as at

29

March 2025.

In the 52 weeks to 29 March 2025, there was a

net impairment charge of

£42m.

There is judgement and estimation uncertainty

involved in determining the store forecast cash

flows to measure impairment charges and

reversals, in particular, the revenue growth and

profit margin assumptions in light of the current

geopolitical environmen

t and uncertain global

consumer demand.

•  Performed a walkthrough of the retail store impairment process and

understood the design of key controls.

•

Reviewed and challenged the appropriateness of the Group’s impairment policy.

•

Reviewed board minutes and met with regional commercial finance teams,

strategy teams and general counsel to determine if any contrary evidence

existed in relation to the future plans for stores.

•

Management considered whether indicators of impairment charges or

reversals were present for the Group’s retail store portfolio based on the

Group’s latest forecast. We assessed the completeness of the factors

considered and assessed the accuracy of the forecasted information in

conjunction with our testing of the Group’s forecasts further outlined below.

•

For the stores identified with indicators of impairment charge or reversal, the

Group prepared value-in-use impairment models. Our procedures over the

value-in-use impairment models included:

•  Assessed the methodology against the requirements of IAS 36 Impairment

of Assets;

•  Tested the integrity of the model and data inputs used back to source data,

for example agreeing store right-of-use

asset and related property, plant and

equipment values back to accounting records;

•  Involved our valuations specialists to assess the appropriateness of the

discount rates used;

•

Challenged assumptions used in cash flow forecasts such as revenue growth

and gross margin assumptions against historical results, third-party luxury

sector forecasts and latest analyst reports;

•  Performed sensitivity analysis on key assumptions and stress testing

calculations for stores most at risk of impairment;

•  Challenged whether cash flow forecasts adequately factored in known

costs associated with physical and transition climate-related risks and

any cashflows required to meet Burberry’s publicly stated climate

commitments; and

•  Assessed the disclosures in the financial statements, including the

requirement to disclose sensitivities where a reasonably possible change in

a key assumption would result in a material change to the impairment charge

or reversal recorded.

Key observations communicated to the Audit Committee

We are satisfied that the consideration of indicators of

impairment, methodology, significant underlying assumptions and judgements

are reasonable and support management’s conclusion to

a net impairment charge during the year.

We are also satisfied with the disclosure and classification of the impairment charges.

How we scoped our audit to respond to the risk and involvement with component teams

All audit work performed to address this risk was undertaken by the

group audit team and supported by overseas professionals.

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

Burberry Annual Report 24/25    169

Key audit matters continued

Risk

Our response to the risk

Provision for uncertain tax positions

As described in the

Report of the Audit

Committee

(page 128), Accounting Policies

(page

181), and note 9 of the Consolidated

Financial Statements (

pages 193 to 194), the

Group is subject to tax regulation in multiple

jurisdictions and the centralised operating

structure of the Group requires management to

exercise judgement in making determinations as

to the amount of tax that is payable.

The Group is subject to tax authority audits and

has a number of open tax enquiries in multiple

jurisdictions at any point in time.

As a result, the Group has recognised a number

of provisions against uncertain tax positions, the

valuation of which requires significant

assumptions and judgement.

The Group has recognised provisions of £107m

in respect of uncertain tax positions as at

29

March 2025.

We focused on this area due to the complexity,

subjectivity, quantification of the provision and

the judgement around the trigger for recognition

or release impacting the provision and the

effective tax rate.

•  Performed a walkthrough of the tax provisioning process and understood the

design of key controls.

•

We evaluated the appropriateness of the Group’s transfer pricing and uncertain

tax provisioning policies, having met with tax management to understand the

Group’s cross-border transactions, status of all significant matters, including

those provided for, and any changes to management’s judgements in the year;

•

Read correspondence with tax authorities, tax opinions and external advisors to

inform our assessment of recorded estimates and evaluate the completeness

of the provisions recorded, including direct engagement with external advisors

where appropriate. For the most material case, we met external advisors to

understand the key judgements in the case, and utilised relevant internal

specialists. We also requested, received, and reviewed a letter directly

obtained from management’s external legal counsel;

•

Independently assessed management’s significant assumptions and

judgements to record or release provisions following tax audits, settlements

and the expiry of statute of limitations;

•

Tested the accuracy of the calculation of the year end provisions by inspecting

underlying documentation and supporting schedules; and

•

Evaluated the adequacy of tax disclosures in the financial statements, including

the requirement to

disclose sensitivities where a reasonably possible change in

a key assumption would result in a material change to the provision for

uncertain tax positions.

Key observations communicated to the Audit Committee

We are satisfied that management’s judgements in relation to the extent of provisions for uncertain tax positions are appropr

iate.

We

are also satisfied that the tax disclosures are appropriate.

How we scoped our audit to respond to the risk and involvement with component teams

All audit work performed to address this risk was undertaken by the

group audit team and supported by overseas professionals

and

specialists.

There have been no changes to the Key Audit Matters compared to the prior financial year.

Our application of materiality

We apply the concept of materiality in planning and performing the audit, in evaluating the effect of identified misstatements on the

audit and in forming our audit opinion.

Materiality

The magnitude of an omission or misstatement that, individually or in the aggregate, could reasonably be expected to influence the

economic decisions of the users of the financial statements. Materiality provides a basis for determining the nature and extent of

our audit procedures.

We determined materiality for the Group to be £18.2 million (2024: £19.2 million), which is 0.74% of revenue (2024: 5% of profit before

tax). In the current trading environment, there has been a loss before tax and this measure would have resulted in a materiality below

expectations of the users of the financial statements. We therefore considered other performance metrics that are most relevant to

the users of the financial statements and determined revenue to be the most appropriate basis.

We determined materiality for the Company to be £25.6 million (2024: £22.3 million), which is 1% (2024: 1%) of total assets. For any Company

balances that are consolidated into the Group financial statements, an allocation of Group performance materiality was used.

During the course of our audit, we reassessed initial materiality based on forecasts provided by management. Our final assessment

reflected the actual reported performance for the period.

169Burberry Annual Report 2024/25

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

170  Burberry Annual Report 24/25

Performance materiality

The application of materiality at the individual account or balance level. It is set at an amount to reduce to an appropriately low level

the probability that the aggregate of uncorrected and undetected misstatements exceeds materiality.

On the basis of our risk assessments, together with our assessment of the Group’s overall control environment, our judgement was

that performance materiality was 75% (2024: 75%) of our planning materiality, namely £13.7m (2024: £14.4m). We have set

performance materiality at this percentage due to our assessment of the Group’s overall control environment and the likelihood of

undetected misstatements.

Audit work was undertaken at component locations for the purpose of responding to the assessed risk of material misstatement of

the Group financial statements. The performance materiality set for each component is based on the relative scale and risk of the

component to the Group as a whole and our assessment of the risk of misstatement at that component. In the current year, the range

of performance materiality allocated to components was £2.7m to £11.6m (2024: £3m to £13m).

Reporting threshold

An amount below which identified misstatements are considered as being clearly trivial.

We agreed with the Audit Committee that we would report to them all uncorrected audit differences in excess of £0.9m (2024: £1.0m), which

is set at 5% of planning materiality, as well as differences below that threshold that, in our view, warranted reporting on qualitative grounds.

We evaluate any uncorrected misstatements against both the quantitative measures of materiality discussed above and in light of

other relevant qualitative considerations in forming our opinion.

Other information

The other information comprises the information included in the annual report set out on pages 2 to 161, including the Strategic Report

and Corporate Governance Statement, other than the financial statements and our auditor’s report thereon. The directors are

responsible for the other information contained within the annual report.

Our opinion on the financial statements does not cover the other information and, except to the extent otherwise explicitly stated in

this report, we do not express any form of assurance conclusion thereon.

Our responsibility is to read the other information and, in doing so, consider whether the other information is materially inconsistent

with the financial statements or our knowledge obtained in the course of the audit or otherwise appears to be materially misstated.

If we identify such material inconsistencies or apparent material misstatements, we are required to determine whether this gives rise

to a material misstatement in the financial statements themselves. If, based on the work we have performed, we conclude that there is

a material misstatement of the other information, we are required to report that fact.

We have nothing to report in this regard.

Opinions on other matters prescribed by the Companies Act 2006

In our opinion, the part of the Directors’ Remuneration Report to be audited has been properly prepared in accordance with the

Companies Act 2006.

In our opinion, based on the work undertaken in the course of the audit:

•  the information given in the Strategic Report and the Directors’ Report for the financial period for which the financial statements

are prepared is consistent with the financial statements; and

•  the Strategic Report and the Directors’ Report have been prepared in accordance with applicable legal requirements.

Matters on which we are required to report by exception

In the light of the knowledge and understanding of the Group and the Company and its environment obtained in the course of the

audit, we have not identified material misstatements in the Strategic Report or the Directors’ Report.

We have nothing to report in respect of the following matters in relation to which the Companies Act 2006 requires us to report to you

if, in our opinion:

•  adequate accounting records have not been kept by the Company, or returns adequate for our audit have not been received from

branches not visited by us; or

•  the Company financial statements and the part of the Directors’ Remuneration Report to be audited are not in agreement with the

accounting records and returns; or

•  certain disclosures of directors' remuneration specified by law are not made; or

•  we have not received all the information and explanations we require for our audit.

170 Burberry Annual Report 2024/25

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

170  Burberry Annual Report 24/25

Performance materiality

The application of materiality at the individual account or balance level. It is set at an amount to reduce to an appropriately low level

the probability that the aggregate of uncorrected and undetected misstatements exceeds materiality.

On the basis of our risk assessments, together with our assessment of the Group’s overall control environment, our judgement was

that performance materiality was 75% (2024: 75%) of our planning materiality, namely £13.7m (2024: £14.4m). We have set

performance materiality at this percentage due to our assessment of the Group’s overall control environment and the likelihood of

undetected misstatements.

Audit work was undertaken at component locations for the purpose of responding to the assessed risk of material misstatement of

the Group financial statements. The performance materiality set for each component is based on the relative scale and risk of the

component to the Group as a whole and our assessment of the risk of misstatement at that component. In the current year, the range

of performance materiality allocated to components was £2.7m to £11.6m (2024: £3m to £13m).

Reporting threshold

An amount below which identified misstatements are considered as being clearly trivial.

We agreed with the Audit Committee that we would report to them all uncorrected audit differences in excess of £0.9m (2024: £1.0m), which

is set at 5% of planning materiality, as well as differences below that threshold that, in our view, warranted reporting on qualitative grounds.

We evaluate any uncorrected misstatements against both the quantitative measures of materiality discussed above and in light of

other relevant qualitative considerations in forming our opinion.

Other information

The other information comprises the information included in the annual report set out on pages 2 to 161, including the Strategic Report

and Corporate Governance Statement, other than the financial statements and our auditor’s report thereon. The directors are

responsible for the other information contained within the annual report.

Our opinion on the financial statements does not cover the other information and, except to the extent otherwise explicitly stated in

this report, we do not express any form of assurance conclusion thereon.

Our responsibility is to read the other information and, in doing so, consider whether the other information is materially inconsistent

with the financial statements or our knowledge obtained in the course of the audit or otherwise appears to be materially misstated.

If we identify such material inconsistencies or apparent material misstatements, we are required to determine whether this gives rise

to a material misstatement in the financial statements themselves. If, based on the work we have performed, we conclude that there is

a material misstatement of the other information, we are required to report that fact.

We have nothing to report in this regard.

Opinions on other matters prescribed by the Companies Act 2006

In our opinion, the part of the Directors’ Remuneration Report to be audited has been properly prepared in accordance with the

Companies Act 2006.

In our opinion, based on the work undertaken in the course of the audit:

•  the information given in the Strategic Report and the Directors’ Report for the financial period for which the financial statements

are prepared is consistent with the financial statements; and

•  the Strategic Report and the Directors’ Report have been prepared in accordance with applicable legal requirements.

Matters on which we are required to report by exception

In the light of the knowledge and understanding of the Group and the Company and its environment obtained in the course of the

audit, we have not identified material misstatements in the Strategic Report or the Directors’ Report.

We have nothing to report in respect of the following matters in relation to which the Companies Act 2006 requires us to report to you

if, in our opinion:

•  adequate accounting records have not been kept by the Company, or returns adequate for our audit have not been received from

branches not visited by us; or

•  the Company financial statements and the part of the Directors’ Remuneration Report to be audited are not in agreement with the

accounting records and returns; or

•  certain disclosures of directors' remuneration specified by law are not made; or

•  we have not received all the information and explanations we require for our audit.

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

Burberry Annual Report 24/25    171

Corporate Governance Statement

We have reviewed the directors’ statement in relation to going concern, longer-term viability and that part of the Corporate

Governance Statement relating to the Group and Company’s compliance with the provisions of the UK Corporate Governance Code

specified for our review by the UK Listing Rules.

Based on the work undertaken as part of our audit, we have concluded that each of the following elements of the Corporate

Governance Statement is materially consistent with the financial statements or our knowledge obtained during the audit:

•  Directors’ statement with regards to the appropriateness of adopting the going concern basis of accounting and any material

uncertainties identified set out on page 159;

•  Directors’ explanation as to its assessment of the Company’s prospects, the period this assessment covers and why the period is

appropriate set out on page 100;

•  Director’s statement on whether it has a reasonable expectation that the Group will be able to continue in operation and meets its

liabilities set out on page 101;

•  Directors’ statement on fair, balanced and understandable set out on page 162;

•  Board’s confirmation that it has carried out a robust assessment of the emerging and principal risks set out on page 133;

•  The section of the annual report that describes the review of the effectiveness of risk management and internal control systems set

out on page 133; and

•  The section describing the work of the Audit Committee set out on pages 128 to 135.

Responsibilities of directors

As explained more fully in the Directors’ Responsibilities Statement set out on page 162, the directors are responsible for the

preparation of the financial statements and for being satisfied that they give a true and fair view, and for such internal control as

the directors determine 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, the directors are responsible for assessing the Group and Company’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

the directors either intend to liquidate the Group or the Company or to cease operations, or have 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 (UK) 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.

Explanation as to what extent the audit was considered capable of detecting irregularities,

including fraud

Irregularities, including fraud, are instances of non-compliance with laws and regulations. We design procedures in line with our

responsibilities, outlined above, to detect irregularities, including fraud. The risk of not detecting a material misstatement due to fraud

is higher than the risk of not detecting one resulting from error, as fraud may involve deliberate concealment by, for example, forgery

or intentional misrepresentations, or through collusion. The extent to which our procedures are capable of detecting irregularities,

including fraud, is detailed below.

However, the primary responsibility for the prevention and detection of fraud rests with both those charged with governance of the

Company and management.

•  We obtained an understanding of the legal and regulatory frameworks that are applicable to the Group and determined that the

most significant are those that relate to the reporting framework (UK adopted International Accounting Standards, UK GAAP, the

Companies Act 2006 and the UK Corporate Governance Code) and the relevant tax laws and regulations in the jurisdictions in

which the Group operates. In addition, we concluded that there are certain significant laws and regulations which may have an

effect on the determination of the amounts and disclosures in the financial statements, being the Listing Rules of the UK Listing

Authority, and those laws and regulations relating to health and safety, employees, environmental, social and anti-bribery and

corruption practices.

•  We understood how the Group is complying with those frameworks by making enquiries of management, including internal audit,

those responsible for legal and compliance procedures, and the Company Secretary. We corroborated our enquiries through our

review of Board minutes and papers provided to the Audit Committee, and observation in Audit Committee meetings, as well as

consideration of the results of our audit procedures across the Group.

171Burberry Annual Report 2024/25

Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

172  Burberry Annual Report 24/25

•  We assessed the susceptibility of the Group’s financial statements to material misstatement, including how fraud might occur by

meeting with finance and operational management from various parts of the business to understand where it considered there was

susceptibility to fraud. We also considered performance targets and their potential to influence management to manage earnings.

We have determined there is a risk of fraud associated to a risk of management override of controls over manual revenue journals.

We obtained an understanding of the related party transactions and significant transactions occurring with related parties in the

year. We considered the policies, processes and controls that the Group has established to address the risks identified, including

the design of controls over each significant revenue stream. We also considered the controls that the Group has that otherwise

prevent, deter and detect fraud, and how senior management monitors these controls. We performed audit procedures to address

each identified fraud risk. These procedures were designed to provide reasonable assurance that the financial statements as a

whole are free from material misstatement due to fraud or error.

•  Based on this understanding, we designed our audit procedures to identify non-compliance with such laws and regulations.

Our procedures involved providing specific instructions to full and specific scope component teams and, where necessary, using

relevant specialists. Our procedures included journal entry testing, with a focus on manual journal entries, consolidation journal

entries and journal entries indicating large or unusual transactions using data analytics. We based this testing on our understanding

of the business, enquiries of management, including internal audit, legal and other advisors, the company secretary and reading

relevant reports. We have also reviewed the whistleblowing reports issued during the year. Any instances of non-compliance with

laws and regulations identified that might have an impact on components were communicated to the component audit teams and

considered in our audit approach, if applicable.

•  In addition, we completed procedures to conclude on the compliance of the disclosures in the Annual Report and Accounts with all

applicable requirements.

A further description of our responsibilities for the audit of the financial statements is located on the Financial Reporting Council’s

website at https://www.frc.org.uk/auditorsresponsibilities. This description forms part of our auditor’s report.

Other matters we are required to address

•  Following the recommendation from the Audit Committee, we were appointed by the Company at its Annual General Meeting

on 15 July 2020 to audit the financial statements for the Company for the period ending 27 March 2021, and subsequent

financial periods.

•  The period of total uninterrupted engagement including previous renewals and reappointments is five years, covering the periods

ended 27 March 2021 to 29 March 2025.

•  The audit opinion is consistent with the additional report to the Audit Committee.

Use of our report

This report is made solely to the Company’s members, as a body, in accordance with Chapter 3 of Part 16 of the Companies Act 2006.

Our audit work has been undertaken so that we might state to the Company’s members those matters we are required to state to

them in an auditor’s report and for no other purpose. To the fullest extent permitted by law, we do not accept or assume responsibility

to anyone other than the Company and the Company’s members as a body, for our audit work, for this report, or for the opinions we

have formed.

Michael Rudberg (Senior statutory auditor)

for and on behalf of Ernst & Young LLP, Statutory Auditor

London

13 May 2025

172 Burberry Annual Report 2024/25

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Financial Statements | Independent Auditor’s Report to the Members of Burberry Group plc

172  Burberry Annual Report 24/25

•  We assessed the susceptibility of the Group’s financial statements to material misstatement, including how fraud might occur by

meeting with finance and operational management from various parts of the business to understand where it considered there was

susceptibility to fraud. We also considered performance targets and their potential to influence management to manage earnings.

We have determined there is a risk of fraud associated to a risk of management override of controls over manual revenue journals.

We obtained an understanding of the related party transactions and significant transactions occurring with related parties in the

year. We considered the policies, processes and controls that the Group has established to address the risks identified, including

the design of controls over each significant revenue stream. We also considered the controls that the Group has that otherwise

prevent, deter and detect fraud, and how senior management monitors these controls. We performed audit procedures to address

each identified fraud risk. These procedures were designed to provide reasonable assurance that the financial statements as a

whole are free from material misstatement due to fraud or error.

•  Based on this understanding, we designed our audit procedures to identify non-compliance with such laws and regulations.

Our procedures involved providing specific instructions to full and specific scope component teams and, where necessary, using

relevant specialists. Our procedures included journal entry testing, with a focus on manual journal entries, consolidation journal

entries and journal entries indicating large or unusual transactions using data analytics. We based this testing on our understanding

of the business, enquiries of management, including internal audit, legal and other advisors, the company secretary and reading

relevant reports. We have also reviewed the whistleblowing reports issued during the year. Any instances of non-compliance with

laws and regulations identified that might have an impact on components were communicated to the component audit teams and

considered in our audit approach, if applicable.

•  In addition, we completed procedures to conclude on the compliance of the disclosures in the Annual Report and Accounts with all

applicable requirements.

A further description of our responsibilities for the audit of the financial statements is located on the Financial Reporting Council’s

website at https://www.frc.org.uk/auditorsresponsibilities. This description forms part of our auditor’s report.

Other matters we are required to address

•  Following the recommendation from the Audit Committee, we were appointed by the Company at its Annual General Meeting

on 15 July 2020 to audit the financial statements for the Company for the period ending 27 March 2021, and subsequent

financial periods.

•  The period of total uninterrupted engagement including previous renewals and reappointments is five years, covering the periods

ended 27 March 2021 to 29 March 2025.

•  The audit opinion is consistent with the additional report to the Audit Committee.

Use of our report

This report is made solely to the Company’s members, as a body, in accordance with Chapter 3 of Part 16 of the Companies Act 2006.

Our audit work has been undertaken so that we might state to the Company’s members those matters we are required to state to

them in an auditor’s report and for no other purpose. To the fullest extent permitted by law, we do not accept or assume responsibility

to anyone other than the Company and the Company’s members as a body, for our audit work, for this report, or for the opinions we

have formed.

Michael Rudberg (Senior statutory auditor)

for and on behalf of Ernst & Young LLP, Statutory Auditor

London

13 May 2025

Financial Statements | Group Income Statement

GROUP INCOME STATEMENT

52 weeks ended 29 March 2025

Burberry Annual Report 24/25    173

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| Revenue | 3 | 2,461 | 2,968 |
| Cost of sales |  | (923) | (959) |
| Gross profit |  | 1,538 | 2,009 |
| Operating expenses |  | (1,564) | (1,604) |
| Other operating income |  | 23 | 13 |
| Net operating expenses | 4 | (1,541) | (1,591) |
| Operating (loss)/profit |  | (3) | 418 |
| Financing |  |  |  |
| Finance income |  | 25 | 31 |
| Finance expense |  | (88) | (66) |
| Net finance expense | 8 | (63) | (35) |
| (Loss)/profit before taxation | 5 | (66) | 383 |
| Taxation | 9 | (9) | (112) |
| (Loss)/profit for the year |  | (75) | 271 |
| Attributable to: |  |  |  |
| Owners of the Company |  | (75) | 270 |
| Non-controlling interest |  | – | 1 |
| (Loss)/profit for the year |  | (75) | 271 |
| (Loss)/earnings per share |  |  |  |
| Basic | 10 | (20.9)p | 74.1p |
| Diluted | 10 | (20.9)p | 73.9p |
|  |  | £m | £m |
| Reconciliation of adjusted profit before taxation: |  |  |  |
| (Loss)/profit before taxation |  | (66) | 383 |
| Adjusting operating items: |  |  |  |
| Net operating expenses | 6 | 29 | – |
| Adjusted (loss)/profit before taxation – non-GAAP measure |  | (37) | 383 |
| Adjusted (loss)/earnings per share – non-GAAP measure |  |  |  |
| Basic | 10 | (14.8)p | 74.1p |
| Diluted | 10 | (14.8)p | 73.9p |
| Dividends per share |  |  |  |
| Interim | 11 | – | 18.3p |
| Proposed final (not recognised as a liability at 29 March/30 March) | 11 | – | 42.7p |

173Burberry Annual Report 2024/25

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Financial Statements | Group Statement of Comprehensive Income

GROUP STATEMENT OF COMPREHENSIVE INCOME

52 weeks ended 29 March 2025

174  Burberry Annual Report 24/25

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| (Loss)/profit for the year |  | (75) | 271 |
| Other comprehensive (loss)/income  1  : |  |  |  |
| Cash flow hedges | 24 | 1 | (3) |
| Foreign currency translation differences | 24 | (25) | (34) |
| Tax on other comprehensive income |  | – | 1 |
| Other comprehensive loss for the year, net of tax |  | (24) | (36) |
| Total comprehensive (loss)/income for the year |  | (99) | 235 |
| Total comprehensive (loss)/income attributable to: |  |  |  |
| Owners of the Company |  | (99) | 234 |
| Non-controlling interest |  | – | 1 |
|  |  | (99) | 235 |

1.  All items included in other comprehensive income may subsequently be reclassified to profit and loss in a future period.

174 Burberry Annual Report 2024/25

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Financial Statements | Group Statement of Comprehensive Income

GROUP STATEMENT OF COMPREHENSIVE INCOME

52 weeks ended 29 March 2025

174  Burberry Annual Report 24/25

Note

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

(Loss)/profit for the year

(75)

271

Other comprehensive (loss)/income

1

:

Cash flow hedges

24

1

(3)

Foreign currency translation differences

24

(25)

(34)

Tax on other comprehensive income

–

1

Other comprehensive loss for the year, net of tax

(24)

(36)

Total comprehensive (loss)/income for the year

(99)

235

Total comprehensive (loss)/income attributable to:

Owners of the Company

(99)

234

Non-controlling interest

–

1

(99)

235

1.  All items included in other comprehensive income may subsequently be reclassified to profit and loss in a future period.

Financial Statements | Group Balance Sheet

GROUP BALANCE SHEET

52 weeks ended 29 March 2025

Burberry Annual Report 24/25    175

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | As at | As at |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| ASSETS |  |  |  |
| Non-current assets |  |  |  |
| Intangible assets | 12 | 229 | 267 |
| Property, plant and equipment | 13 | 398 | 406 |
| Right-of-use assets | 14 | 867 | 1,013 |
| Deferred tax assets | 15 | 233 | 208 |
| Trade and other receivables | 16 | 48 | 52 |
|  |  | 1,775 | 1,946 |
| Current assets |  |  |  |
| Inventories | 17 | 424 | 507 |
| Trade and other receivables | 16 | 309 | 340 |
| Derivative financial assets | 18 | 11 | 2 |
| Income tax receivables |  | 95 | 122 |
| Cash and cash equivalents | 19 | 813 | 441 |
| Assets held for sale | 13 | – | 12 |
|  |  | 1,652 | 1,424 |
| Total assets |  | 3,427 | 3,370 |
| LIABILITIES |  |  |  |
| Non-current liabilities |  |  |  |
| Trade and other payables | 20 | (54) | (63) |
| Lease liabilities | 21 | (866) | (959) |
| Borrowings | 23 | (438) | (299) |
| Deferred tax liabilities | 15 | (1) | (1) |
| Derivative financial liabilities | 18 | (3) | – |
| Provisions for other liabilities and charges | 22 | (33) | (37) |
|  |  | (1,395) | (1,359) |
| Current liabilities |  |  |  |
| Trade and other payables | 20 | (405) | (439) |
| Bank overdrafts | 23 | (105) | (79) |
| Lease liabilities | 21 | (215) | (229) |
| Borrowings | 23 | (300) | – |
| Derivative financial liabilities | 18 | (1) | (4) |
| Income tax liabilities |  | (58) | (86) |
| Provisions for other liabilities and charges | 22 | (27) | (20) |
|  |  | (1,111) | (857) |
| Total liabilities |  | (2,506) | (2,216) |
| Net assets |  | 921 | 1,154 |
| EQUITY |  |  |  |
| Capital and reserves attributable to owners of the Company |  |  |  |
| Ordinary share capital | 24 | – | – |
| Share premium account |  | 231 | 231 |
| Capital reserve | 24 | 41 | 41 |
| Hedging reserve | 24 | 3 | 2 |
| Foreign currency translation reserve | 24 | 173 | 198 |
| Retained earnings |  | 466 | 675 |
| Equity attributable to owners of the Company |  | 914 | 1,147 |
| Non-controlling interest in equity |  | 7 | 7 |
| Total equity |  | 921 | 1,154 |

The consolidated financial statements of Burberry Group plc (registered number 03458224) on pages 162 to 217 were approved and

authorised for issue by the Board on 13 May 2025 and signed on its behalf by:

Joshua Schulman

Kate Ferry

Chief Executive Officer

Chief Financial Officer

175Burberry Annual Report 2024/25

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)

Financial Statements | Group Statement of Changes in Equity

GROUP STATEMENT OF CHANGES IN EQUITY

52 weeks ended 29 March 2025

176  Burberry Annual Report 24/25

|  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  |  |  | Attributable to owners |  |  |  |  |  |
|  |  |  | of the Company |  |  |  |  |  |
|  |  | Ordinary | Share |  |  |  | Non- |  |
|  |  | share | premium | Other | Retained |  | controlling |  |
|  |  | capital | account | reserves | earnings | Total | interest | Total equity |
|  | Note | £m | £m | £m | £m | £m | £m | £m |
| Balance as at 1 April 2023 |  | – | 230 | 277 | 1,026 | 1,533 | 6 | 1,539 |
| Profit for the year |  | – | – | – | 270 | 270 | 1 | 271 |
| Other comprehensive income: |  |  |  |  |  |  |  |  |
| Cash flow hedges | 24 | – | – | (3) | – | (3) | – | (3) |
| Foreign currency translation differences | 24 | – | – | (34) | – | (34) | – | (34) |
| Tax on other comprehensive income |  | – | – | 1 | – | 1 | – | 1 |
| Total comprehensive income for the year |  | – | – | (36) | 270 | 234 | 1 | 235 |
| Transactions with owners: |  |  |  |  |  |  |  |  |
| Employee share incentive schemes |  |  |  |  |  |  |  |  |
| Equity share awards |  | – | – | – | 16 | 16 | – | 16 |
| Tax on share awards |  | – | – | – | (2) | (2) | – | (2) |
| Exercise of share options |  | – | 1 | – | – | 1 | – | 1 |
| Purchase of own shares |  |  |  |  |  |  |  |  |
| Share buyback |  | – | – | – | (402) | (402) | – | (402) |
| Dividends paid in the year |  | – | – | – | (233) | (233) | – | (233) |
| Balance as at 30 March 2024 |  | – | 231 | 241 | 675 | 1,147 | 7 | 1,154 |
| Loss for the year |  | – | – | – | (75) | (75) | – | (75) |
| Other comprehensive income: |  |  |  |  |  |  |  |  |
| Cash flow hedges | 24 | – | – | 1 | – | 1 | – | 1 |
| Foreign currency translation differences | 24 | – | – | (25) | – | (25) | – | (25) |
| Total comprehensive loss for the year |  | – | – | (24) | (75) | (99) | – | (99) |
| Transactions with owners: |  |  |  |  |  |  |  |  |
| Employee share incentive schemes |  |  |  |  |  |  |  |  |
| Equity share awards |  | – | – | – | 18 | 18 | – | 18 |
| Dividends paid in the year |  | – | – | – | (152) | (152) | – | (152) |
| Balance as at 29 March 2025 |  | – | 231 | 217 | 466 | 914 | 7 | 921 |

176 Burberry Annual Report 2024/25

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)

Financial Statements | Group Statement of Changes in Equity

GROUP STATEMENT OF CHANGES IN EQUITY

52 weeks ended 29 March 2025

176  Burberry Annual Report 24/25

Attributable to owners

of the Company

Note

Ordinary

share

capital

£m

Share

premium

account

£m

Other

reserves

£m

Retained

earnings

£m

Total

£m

Non-

controlling

interest

£m

Total equity

£m

Balance as at 1 April 2023

–

230

277

1,026

1,533

6

1,539

Profit for the year

–

–

–

270

270

1

271

Other comprehensive income:

Cash flow hedges

24

–

–

(3)

–

(3)

–

(3)

Foreign currency translation differences

24

–

–

(34)

–

(34)

–

(34)

Tax on other comprehensive income

–

–

1

–

1

–

1

Total comprehensive income for the year

–

–

(36)

270

234

1

235

Transactions with owners:

Employee share incentive schemes

Equity share awards

–

–

–

16

16

–

16

Tax on share awards

–

–

–

(2)

(2)

–

(2)

Exercise of share options

–

1

–

–

1

–

1

Purchase of own shares

Share buyback

–

–

–

(402)

(402)

–

(402)

Dividends paid in the year

–

–

–

(233)

(233)

–

(233)

Balance as at 30 March 2024

–

231

241

675

1,147

7

1,154

Loss for the year

–

–

–

(75)

(75)

–

(75)

Other comprehensive income:

Cash flow hedges

24

–

–

1

–

1

–

1

Foreign currency translation differences

24

–

–

(25)

–

(25)

–

(25)

Total comprehensive loss for the year

–

–

(24)

(75)

(99)

–

(99)

Transactions with owners:

Employee share incentive schemes

Equity share awards

–

–

–

18

18

–

18

Dividends paid in the year

–

–

–

(152)

(152)

–

(152)

Balance as at 29 March 2025

–

231

217

466

914

7

921

Financial Statements | Group Statement of Cash Flows

GROUP STATEMENT OF CASH FLOWS

52 weeks ended 29 March 2025

Burberry Annual Report 24/25    177

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| Cash flows from operating activities |  |  |  |
| (Loss)/profit before tax |  | (66) | 383 |
| Adjustments to reconcile profit before tax to net cash flows: |  |  |  |
| Amortisation of intangible assets | 12 | 54 | 42 |
| Depreciation of property, plant and equipment | 13 | 112 | 103 |
| Depreciation of right-of-use assets | 14 | 247 | 234 |
| Impairment charge of intangible assets | 12 | 4 | – |
| Impairment charge of property, plant and equipment | 13 | 10 | 5 |
| Impairment charge of right-of-use assets | 14 | 32 | 9 |
| Loss on disposal of intangible assets |  | – | 3 |
| Gain on modification of right-of-use assets |  | (15) | (4) |
| (Gain)/loss on derivative instruments |  | (8) | 5 |
| Charge in respect of employee share incentive schemes |  | 18 | 16 |
| Net finance expense |  | 63 | 35 |
| Working capital changes: |  |  |  |
| Decrease/(increase) in inventories |  | 80 | (57) |
| Decrease/(increase) in receivables |  | 36 | (32) |
| Decrease in payables and provisions |  | (41) | (77) |
| Cash generated from operating activities |  | 526 | 665 |
| Interest received |  | 21 | 32 |
| Interest paid |  | (75) | (52) |
| Taxation paid |  | (43) | (139) |
| Net cash generated from operating activities |  | 429 | 506 |
| Cash flows from investing activities |  |  |  |
| Purchase of property, plant and equipment |  | (122) | (158) |
| Purchase of intangible assets |  | (29) | (50) |
| Proceeds from sale of property, plant and equipment |  | 12 | – |
| Initial direct costs of right-of-use assets |  | 1 | (4) |
| Proceeds from termination of lease |  | 11 | – |
| Payment in respect of acquisition of subsidiary |  | – | (19) |
| Net cash outflow from investing activities |  | (127) | (231) |
| Cash flows from financing activities |  |  |  |
| Dividends paid in the year | 11 | (152) | (233) |
| Proceeds from borrowings | 23 | 439 | – |
| Payment of deferred consideration for acquisition of non-controlling interest | 20 | (2) | – |
| Payment of lease principal | 21 | (232) | (231) |
| Payment on termination of lease | 21 | (5) | – |
| Issue of ordinary share capital |  | – | 1 |
| Purchase of own shares through share buyback | 24 | – | (400) |
| Purchase of own shares through share buyback – stamp duty and fees | 24 | – | (2) |
| Net cash inflow/(outflow) from financing activities |  | 48 | (865) |
| Net increase/(decrease) in cash net of overdrafts |  | 350 | (590) |
| Effect of exchange rate changes |  | (4) | (9) |
| Cash net of overdrafts at beginning of year |  | 362 | 961 |
| Cash net of overdrafts |  | 708 | 362 |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  | Note | £m | £m |
| Cash and cash equivalents | 19 | 813 | 441 |
| Bank overdrafts | 23 | (105) | (79) |
| Cash net of overdrafts |  | 708 | 362 |

177Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

178  Burberry Annual Report 24/25

1. Basis of preparation

Burberry Group plc and its subsidiaries (the Group) is a global luxury goods manufacturer, retailer and wholesaler. The Group also

licenses third parties to manufacture and distribute products using the ‘Burberry’ trademarks. All of the companies which comprise

the Group are controlled by Burberry Group plc (the Company) directly or indirectly.

The consolidated financial statements of the Group have been prepared in accordance with the requirements of the Companies Act

2006 and UK-adopted International Accounting Standards (IFRS). These consolidated financial statements have been prepared under

the historical cost convention, except as modified by the revaluation of certain financial assets and financial liabilities at fair value.

The consolidated financial statements are presented in £m. Financial ratios are calculated using unrounded numbers.

Consideration of climate-related matters

The Group has performed a climate-related scenario analysis as required by the Task Force on Climate-related Financial Disclosures.

This scenario analysis takes into consideration different climate-related scenarios, including a 2°C or lower scenario. Based on this

scenario analysis, consideration has been given to the impact of climate-related risks on management’s judgements and estimates,

including inventory provisions and the impairment of property, plant and equipment and right-of-use assets.

The incurred costs and investments associated with our sustainability strategy are reflected in the Group’s financial statements,

including within inventories, property, plant and equipment, and operating profit.

The impact of climate-related risks on the consolidated financial statements for the 52 weeks to 29 March 2025 is not material

(last year: not material). This is due to the time horizons in which physical risks are expected to be most significant not aligning to

the useful lives of our assets and the investments we continue to make to mitigate market and policy risks.

The committed future financial investments associated with our sustainability strategy are included within our budget and

three-year forward-looking financial plans. These financial plans have been used to support our impairment reviews and going

concern and viability assessment. Future plans may incur additional investment on research and development, higher expenditure on

raw materials and other as yet unidentified costs.

Going concern

In considering the appropriateness of adopting the going concern basis in preparing the financial statements, the Directors have

assessed the potential cash generation of the Group. This assessment covers the period of a minimum of 12 months from the date of

signing the financial statements. The Directors have also considered the forecast for the period up to 26 September 2026, for

indicators that the going concern basis of preparation is not appropriate.

The scenarios considered by the Directors include a severe but plausible downside scenario reflecting the Group’s base plan

adjusted for severe but plausible impacts from the Group’s principal risks. This central planning scenario is informed by a

comprehensive review of the macroeconomic scenarios using third-party projections of macroeconomic data for the luxury fashion

industry which reflects the current uncertain outlook. The Group’s central planning scenario reflects a balanced projection with a

continued focus to stabilise the business and position the brand for profitable sustainable growth.

As a sensitivity, this central planning scenario has been stressed to reflect the aggregation of severe impacts arising linked to our

principal risks which in total represents a 20% downgrade to revenues in the 18-month period to 26 September 2026 as well as the

associated consequences for EBITDA and cash. Management considers that this represents a severe but plausible downside scenario

appropriate for assessing going concern.

The severe but plausible downside modelled the following risks occurring simultaneously:

•  A more severe and prolonged reduction in the GDP growth assumptions across the markets in which we operate combined

with a reduction to our global consumer demand arising from a change in consumer preference compared to our central

planning scenario

•  An increase in geopolitical tension which leads to incremental unmitigated tariff risks compared to the central planning scenario

•  A significant reputational incident such as negative sentiment propagated through social media

•  The impact of a business interruption event, resulting in a two-week interruption arising from the supply chain impact,

and interruption to one of our channels

•  The occurrence of a one-time physical risk relating to climate change in FY 2026/27 and the materialisation of a severe but

plausible ongoing market risk relating to climate change in line with a scenario reflecting a 2°C global temperature increase

compared to pre-industrial levels

•  The payment of a settlement arising from a regulatory or compliance-related matter

•  The impact of not delivering the anticipated cost savings from the Burberry Forward transformation programme

•  A short-term impact of a 10% weakening in a key non-sterling currency for the Group before it is recovered through

price adjustment

178 Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

178  Burberry Annual Report 24/25

1. Basis of preparation

Burberry Group plc and its subsidiaries (the Group) is a global luxury goods manufacturer, retailer and wholesaler. The Group also

licenses third parties to manufacture and distribute products using the ‘Burberry’ trademarks. All of the companies which comprise

the Group are controlled by Burberry Group plc (the Company) directly or indirectly.

The consolidated financial statements of the Group have been prepared in accordance with the requirements of the Companies Act

2006 and UK-adopted International Accounting Standards (IFRS). These consolidated financial statements have been prepared under

the historical cost convention, except as modified by the revaluation of certain financial assets and financial liabilities at fair value.

The consolidated financial statements are presented in £m. Financial ratios are calculated using unrounded numbers.

Consideration of climate-related matters

The Group has performed a climate-related scenario analysis as required by the Task Force on Climate-related Financial Disclosures.

This scenario analysis takes into consideration different climate-related scenarios, including a 2°C or lower scenario. Based on this

scenario analysis, consideration has been given to the impact of climate-related risks on management’s judgements and estimates,

including inventory provisions and the impairment of property, plant and equipment and right-of-use assets.

The incurred costs and investments associated with our sustainability strategy are reflected in the Group’s financial statements,

including within inventories, property, plant and equipment, and operating profit.

The impact of climate-related risks on the consolidated financial statements for the 52 weeks to 29 March 2025 is not material

(last year: not material). This is due to the time horizons in which physical risks are expected to be most significant not aligning to

the useful lives of our assets and the investments we continue to make to mitigate market and policy risks.

The committed future financial investments associated with our sustainability strategy are included within our budget and

three-year forward-looking financial plans. These financial plans have been used to support our impairment reviews and going

concern and viability assessment. Future plans may incur additional investment on research and development, higher expenditure on

raw materials and other as yet unidentified costs.

Going concern

In considering the appropriateness of adopting the going concern basis in preparing the financial statements, the Directors have

assessed the potential cash generation of the Group. This assessment covers the period of a minimum of 12 months from the date of

signing the financial statements. The Directors have also considered the forecast for the period up to 26 September 2026, for

indicators that the going concern basis of preparation is not appropriate.

The scenarios considered by the Directors include a severe but plausible downside scenario reflecting the Group’s base plan

adjusted for severe but plausible impacts from the Group’s principal risks. This central planning scenario is informed by a

comprehensive review of the macroeconomic scenarios using third-party projections of macroeconomic data for the luxury fashion

industry which reflects the current uncertain outlook. The Group’s central planning scenario reflects a balanced projection with a

continued focus to stabilise the business and position the brand for profitable sustainable growth.

As a sensitivity, this central planning scenario has been stressed to reflect the aggregation of severe impacts arising linked to our

principal risks which in total represents a 20% downgrade to revenues in the 18-month period to 26 September 2026 as well as the

associated consequences for EBITDA and cash. Management considers that this represents a severe but plausible downside scenario

appropriate for assessing going concern.

The severe but plausible downside modelled the following risks occurring simultaneously:

•  A more severe and prolonged reduction in the GDP growth assumptions across the markets in which we operate combined

with a reduction to our global consumer demand arising from a change in consumer preference compared to our central

planning scenario

•  An increase in geopolitical tension which leads to incremental unmitigated tariff risks compared to the central planning scenario

•  A significant reputational incident such as negative sentiment propagated through social media

•  The impact of a business interruption event, resulting in a two-week interruption arising from the supply chain impact,

and interruption to one of our channels

•  The occurrence of a one-time physical risk relating to climate change in FY 2026/27 and the materialisation of a severe but

plausible ongoing market risk relating to climate change in line with a scenario reflecting a 2°C global temperature increase

compared to pre-industrial levels

•  The payment of a settlement arising from a regulatory or compliance-related matter

•  The impact of not delivering the anticipated cost savings from the Burberry Forward transformation programme

•  A short-term impact of a 10% weakening in a key non-sterling currency for the Group before it is recovered through

price adjustment

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    179

1. Basis of preparation continued

Going concern continued

Further mitigating actions within management control would be taken under each scenario, including working capital reduction

measures and limiting capital expenditure and/or variable marketing costs.

The Directors have also considered the Group’s current liquidity and available facilities. As at 29 March 2025, the Group Balance

Sheet reflects cash net of overdrafts of £708 million. In addition, the Group has access to a £300 million revolving credit facility

(£300 million RCF) which matures in November 2027, and a £75 million revolving credit facility (£75 million RCF) which matures

in March 2027 which are currently undrawn. The £300 million sustainability bond matures within the going concern period on

21 September 2025. The Group’s central planning scenario includes the repayment of the £300 million sustainability bond with

existing cash and drawing the £75 million RCF. The going concern assessment does not rely upon either the £75 million or

£300 million RCFs and instead assumes mitigating actions within management control would be taken.

Details of cash, overdrafts, borrowings and facilities are set out in notes 19 and 23 respectively of these financial statements.

In all the scenarios assessed, taking into account liquidity and available resources, the Group is able to maintain sufficient liquidity to

continue trading throughout the going concern period up to 26 September 2026. On the basis of the assessment performed, the

Directors consider it is appropriate to continue to adopt the going concern basis in preparing the consolidated financial statements

for the 52 weeks ended 29 March 2025.

New standards, amendments and interpretations adopted in the period

A number of amendments to standards are effective for the 52 weeks to 29 March 2025, but they do not have a material impact on the

financial statements of the Group.

Standards not yet adopted

Certain new accounting standards and amendments to standards have been published that are not yet mandatory for the 52 weeks to

29 March 2025 and have not been early adopted by the Group. The Group is assessing the impact of these standards on the financial

statements and the results will be communicated in future periods, including the impact from Classification and Measurement of

Financial Instruments – Amendments to IFRS 9 and IFRS 7, which is effective for the reporting period beginning 29 March 2026,

and may have an impact on the Group. The Group does expect a material impact from IFRS 18 Presentation and Disclosure in

Financial Statements in the Group’s primary financial statements. IFRS 18, which is effective for the reporting period beginning

on 28 March 2027, subject to UK endorsement, replaces IAS 1 Presentation of Financial Statements.

Basis of consolidation

The Group’s annual financial statements comprise those of Burberry Group plc (the Company) and its subsidiaries, presented as a

single economic entity. The results of the subsidiaries are prepared for the same reporting year as the Company, using consistent

accounting policies across the Group.

The financial year is the 52 weeks ended 29 March 2025 (last year: 52 weeks ended 30 March 2024).

Subsidiaries are all entities over which the Group has control. The Group controls an entity when the Group is exposed to, or has

rights to, variable returns from its involvement with the entity and has the ability to affect those returns through its power over the

entity. Subsidiaries are fully consolidated from the date on which control is transferred to the Group and cease to be consolidated

from the date on which control is transferred out of the Group. Where there is a loss of control of a subsidiary, the consolidated

financial statements include the results for the portion of the reporting period during which the Group had control. Intra-group

transactions, balances and unrealised profits on transactions between Group companies are eliminated in preparing the Group

financial statements. The Group treats transactions with non-controlling interests as transactions with equity owners of the Group.

For acquisitions of additional interests in subsidiaries from non-controlling interests, the difference between any consideration paid

and the relevant share acquired of the carrying value of net assets of the subsidiary is recorded in equity. Gains or losses on

disposals of interests in subsidiaries to non-controlling interests are also recorded in equity.

Key sources of estimation uncertainty

Preparation of the consolidated financial statements in conformity with IFRS requires that management make certain estimates and

assumptions that affect the measurement of reported revenues, expenses, assets and liabilities and the disclosure of

contingent liabilities.

If in the future such estimates and assumptions, which are based on management’s best estimates at the date of the financial

statements, deviate from actual circumstances, the original estimates and assumptions will be updated as appropriate in the period

in which the circumstances change.

179Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

180  Burberry Annual Report 24/25

1. Basis of preparation continued

Key sources of estimation uncertainty continued

Estimates are continually evaluated and are based on historical experience and other factors, including expectations of future events

that are believed to be reasonable under the circumstances. The key areas where the estimates and assumptions applied have a

significant risk of causing a material adjustment to the carrying value of assets and liabilities within the next financial year are

discussed below. Further details of the Group’s accounting policies in relation to these areas are provided in note 2.

Impairment, or reversals of impairment, of property, plant and equipment and right-of-use assets

Property, plant and equipment and right-of-use assets are reviewed for impairment or reversals of impairment if events or changes in

circumstances indicate that the carrying amount may not be recoverable. When a review for impairment is conducted, the recoverable

amount of an asset or a cash generating unit is determined based on value-in-use calculations prepared using management’s best

estimates and assumptions at the time. Refer to notes 13 and 14 for further details of retail property, plant and equipment, right-of-use

assets and impairment reviews carried out in the period and for sensitivities relating to this key source of estimation uncertainty.

Inventory provisioning

The Group purchases, manufactures and sells luxury goods and is subject to changing consumer demands and fashion trends.

The recoverability of the cost of inventories is assessed every reporting period, by considering the expected net realisable

value of inventory compared to its carrying value. Where the net realisable value is lower than the carrying value, a provision is

recorded. When calculating inventory provisions, management considers the nature and condition of the inventory, as well as

applying assumptions in respect of anticipated saleability of finished goods and future usage of raw materials. Refer to note 17

for further details of the carrying value of inventory and inventory provisions and for sensitivities relating to this key source of

estimation uncertainty.

Uncertain tax positions

In common with many multinational companies, the Group faces tax audits in jurisdictions around the world in relation to intra-group

transactions between associated entities within the Group. These tax audits are often subject to inter-government negotiations.

The matters under discussion are often complex and can take many years to resolve.

Tax liabilities are recorded based on management’s estimate of either the most likely amount or the expected value amount

depending on which method is expected to better reflect the resolution of the uncertainty. Given the inherent uncertainty in assessing

tax outcomes, the Group could, in future periods, experience adjustments to these uncertain tax positions that have a material

positive or negative effect on the Group’s results for a particular period.

Refer to note 9 for further details of management estimates surrounding the outcome of all matters under dispute or negotiation

between governments in relation to current tax liabilities recognised at 29 March 2025, and for sensitivities relating to this key source

of estimation uncertainty.

Key judgements in applying the Group’s accounting policies

Judgements are those decisions made when applying accounting policies which have a significant impact on the amounts recognised

in the Group financial statements. Further details of the Group’s accounting policies are provided in note 2. Key judgements that have

a significant impact on the amounts recognised in the Group financial statements for the 52 weeks to 29 March 2025 and the 52

weeks to 30 March 2024 are as follows:

Where the Group is a lessee, judgement is required in determining the lease term at initial recognition, and throughout the lease term,

where extension or termination options exist. In such instances, all facts and circumstances that may create an economic incentive to

exercise an extension option, or not exercise a termination option, have been considered to determine the lease term. Considerations

include, but are not limited to, the period assessed by management when approving initial investment, together with costs associated

with any termination options or extension options. Extension periods (or periods after termination options) are only included in the

lease term if the lease is reasonably certain to be extended (or not terminated). Where the lease term has been extended by assuming

an extension option will be recognised, this will result in the initial right-of-use assets and lease liabilities at inception of the lease

being greater than if the option was not assumed to be exercised. Likewise, assuming a break option will be exercised will reduce the

initial right-of-use assets and lease liabilities.

Refer to note 21 for further details surrounding the judgements regarding the impact of breaks and options on lease liabilities.

180 Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

180  Burberry Annual Report 24/25

1. Basis of preparation continued

Key sources of estimation uncertainty continued

Estimates are continually evaluated and are based on historical experience and other factors, including expectations of future events

that are believed to be reasonable under the circumstances. The key areas where the estimates and assumptions applied have a

significant risk of causing a material adjustment to the carrying value of assets and liabilities within the next financial year are

discussed below. Further details of the Group’s accounting policies in relation to these areas are provided in note 2.

Impairment, or reversals of impairment, of property, plant and equipment and right-of-use assets

Property, plant and equipment and right-of-use assets are reviewed for impairment or reversals of impairment if events or changes in

circumstances indicate that the carrying amount may not be recoverable. When a review for impairment is conducted, the recoverable

amount of an asset or a cash generating unit is determined based on value-in-use calculations prepared using management’s best

estimates and assumptions at the time. Refer to notes 13 and 14 for further details of retail property, plant and equipment, right-of-use

assets and impairment reviews carried out in the period and for sensitivities relating to this key source of estimation uncertainty.

Inventory provisioning

The Group purchases, manufactures and sells luxury goods and is subject to changing consumer demands and fashion trends.

The recoverability of the cost of inventories is assessed every reporting period, by considering the expected net realisable

value of inventory compared to its carrying value. Where the net realisable value is lower than the carrying value, a provision is

recorded. When calculating inventory provisions, management considers the nature and condition of the inventory, as well as

applying assumptions in respect of anticipated saleability of finished goods and future usage of raw materials. Refer to note 17

for further details of the carrying value of inventory and inventory provisions and for sensitivities relating to this key source of

estimation uncertainty.

Uncertain tax positions

In common with many multinational companies, the Group faces tax audits in jurisdictions around the world in relation to intra-group

transactions between associated entities within the Group. These tax audits are often subject to inter-government negotiations.

The matters under discussion are often complex and can take many years to resolve.

Tax liabilities are recorded based on management’s estimate of either the most likely amount or the expected value amount

depending on which method is expected to better reflect the resolution of the uncertainty. Given the inherent uncertainty in assessing

tax outcomes, the Group could, in future periods, experience adjustments to these uncertain tax positions that have a material

positive or negative effect on the Group’s results for a particular period.

Refer to note 9 for further details of management estimates surrounding the outcome of all matters under dispute or negotiation

between governments in relation to current tax liabilities recognised at 29 March 2025, and for sensitivities relating to this key source

of estimation uncertainty.

Key judgements in applying the Group’s accounting policies

Judgements are those decisions made when applying accounting policies which have a significant impact on the amounts recognised

in the Group financial statements. Further details of the Group’s accounting policies are provided in note 2. Key judgements that have

a significant impact on the amounts recognised in the Group financial statements for the 52 weeks to 29 March 2025 and the 52

weeks to 30 March 2024 are as follows:

Where the Group is a lessee, judgement is required in determining the lease term at initial recognition, and throughout the lease term,

where extension or termination options exist. In such instances, all facts and circumstances that may create an economic incentive to

exercise an extension option, or not exercise a termination option, have been considered to determine the lease term. Considerations

include, but are not limited to, the period assessed by management when approving initial investment, together with costs associated

with any termination options or extension options. Extension periods (or periods after termination options) are only included in the

lease term if the lease is reasonably certain to be extended (or not terminated). Where the lease term has been extended by assuming

an extension option will be recognised, this will result in the initial right-of-use assets and lease liabilities at inception of the lease

being greater than if the option was not assumed to be exercised. Likewise, assuming a break option will be exercised will reduce the

initial right-of-use assets and lease liabilities.

Refer to note 21 for further details surrounding the judgements regarding the impact of breaks and options on lease liabilities.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    181

2. Accounting policies

The material accounting policies of the Group are:

a) Revenue

The Group obtains revenue from contracts relating to sales of luxury goods to retail and wholesale customers. The Group also obtains

revenue through licences issued to third parties to produce and sell goods carrying ‘Burberry’ trademarks. Retail purchases are paid

at time of purchase while wholesale and licensing purchases are paid on short-term credit terms. Revenue is stated excluding Value

Added Tax and other sales-related taxes.

Retail and wholesale revenue

For retail and wholesale revenue, the primary performance obligation is the transfer of luxury goods to the customer. For retail

revenue this is considered to occur when control of the goods passes to the customer. For in-store retail revenue, control transfers

when the customer takes possession of the goods in store and pays for the goods. For digital retail revenue, control is considered to

transfer when the goods are delivered to the customer. The timing of transfer of control of the goods in wholesale transactions

depends upon the terms of trade in the contract. Principally for wholesale revenue, revenue is recognised either when goods are

collected by the customer from the Group’s premises, or when the Group has delivered the goods to the location specified in the

contract. Provision for returns and other allowances are reflected in revenue when revenue from the customer is first recognised.

A sales return liability and a corresponding return asset within gross inventory are recognised. Retail customers typically have the

right to return product within a limited time frame while wholesale customers typically have the right to return damaged and, under

agreement, certain current season products. Returns are initially estimated based on historical levels and adjusted subsequently as

returns are incurred.

Some wholesale contracts may require the Group to make payments to the wholesale customer for services directly relating to the

sale of the Group’s goods, such as the cost of staff handling the Group’s goods at the wholesaler. Payments to the customer directly

relating to the sale of goods to the customer are recognised as a reduction in revenue, unless in exchange for a distinct good or

service. These charges are recognised in revenue at the later of when the sale of the related goods to the customer is recognised or

when the customer is paid, or promised to be paid, for the service. Payments to the customer relating to a service which is distinct

from the sale of goods to the customer are recognised in operating costs.

The Group sells gift cards and similar products to customers, which can be redeemed for goods, up to the value of the card,

at a future date. Revenue relating to gift cards is recognised when the card is redeemed, up to the value of the redemption.

Unredeemed amounts on gift cards are classified as contract liabilities. Typically, the Group does not expect to have significant

unredeemed amounts arising on its gift cards.

Licensing revenue

The Group’s licences entitle the licensee to access the Group’s trademarks over the term of the licence. Hence revenue from

licensing is recognised over the term of access to the licence. Royalties receivable under licence agreements are usually based on

production or sales volumes and are accrued in revenue as the subsequent production or sale occurs. Any amounts received which

have not been recognised in revenue are classified as contract liabilities.

b) Segment reporting

As required by IFRS 8 Operating Segments, the segmental information presented in the financial statements is reported in a manner

consistent with the internal reporting provided to the Chief Operating Decision Maker. The Chief Operating Decision Maker, who is

responsible for allocating resources and assessing performance, has been identified as the Board of Directors.

The Group has centralised activities for designing, making and sourcing, which ensure a global product offering is sold through retail

and wholesale channels worldwide. Resource allocation and performance is assessed across the whole of the retail/wholesale

channel globally. Hence the retail/wholesale channel has been determined to be an operating segment.

Licensed products are manufactured and sold by third-party licensees. As a result, this channel is assessed discretely by the

Chief Operating Decision Maker and has been determined to be an operating segment.

The Group presents an analysis of its revenue by channel, by product division and by geographical destination.

c) Business combinations

The acquisition method of accounting is used to account for the acquisition of subsidiaries by the Group. The cost of an acquisition

is measured as the fair value of the assets given, equity instruments issued and liabilities assumed at the date of exchange.

Contingent payments are subsequently remeasured at fair value through the Income Statement. All transaction costs are expensed

to the Income Statement. Identifiable assets acquired and liabilities and contingent liabilities assumed in a business combination

are measured initially at their fair values at the acquisition date, irrespective of the extent of any non-controlling interest.

Non-controlling interests in subsidiaries are identified separately from the Group’s equity, and are initially measured either at

fair value or at a value equal to the non-controlling interests’ share of the identifiable net assets acquired. The choice of the basis of

measurement is an accounting policy choice for each individual business combination. The excess of the cost of acquisition together

with the value of any non-controlling interest over the fair value of the identifiable net assets acquired is recorded as goodwill. If the

cost of acquisition is less than the fair value of the net assets of the subsidiary acquired, the difference is recognised directly in the

Income Statement.

181Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

182  Burberry Annual Report 24/25

2. Accounting policies continued

d) Share schemes

The Group operates a number of equity-settled share-based compensation schemes under which services are received from

employees (including Executive Directors) as consideration for equity instruments of the Company. The cost of the share-based

incentives is measured with reference to the fair value of the equity instruments awarded at the date of grant, including share awards

and options. Appropriate option pricing models, including Black-Scholes, are used to determine the fair value of the option awards

made. The fair value takes into account the impact of any market performance conditions, but the impact of non-market performance

conditions is not considered in determining the fair value on the date of grant. Vesting conditions which relate to non-market

conditions are allowed for in the assumptions used for the number of share awards or options expected to vest. The estimate of the

number of share awards or options expected to vest is revised at each balance sheet date.

In some circumstances, employees may provide services in advance of the grant date. The grant date fair value is estimated for the

purposes of recognising the expense during the period between the service commencement period and the grant date.

The cost of the share-based incentives is recognised as an expense over the vesting period of the share awards, or options,

with a corresponding credit in equity.

When share awards or options are exercised, they are settled either via issue of new shares in the Company, or through shares held in

an Employee Share Option Plan trust or The Burberry Group plc SIP Trust (collectively known as the ESOP trusts), depending on the

terms and conditions of the relevant scheme. For new shares issued, the proceeds received from the exercise of share options, net of

any directly attributable transaction costs, are credited to share capital and share premium accounts. When ESOP shares are used,

any difference between the exercise price and their cost is recognised in retained earnings.

e) Leases

The Group is a lessee of property, plant and equipment. A contract is, or contains, a lease if the contract conveys the right to control

the use of an identified asset for a period of time in exchange for consideration. An identified asset may be specifically or implicitly

specified. Control exists when the lessee has both the right to direct the use of the identified asset and the right to obtain

substantially all of the economic benefits from that use.

Lessee accounting

The Group’s principal lease arrangements where the Group acts as the lessee are for property, most notably the lease of

retail stores, corporate offices and warehouses. Other leases are for advertising fixtures, office equipment, vehicles, and supply chain

equipment. Lease terms are negotiated on an individual basis and contain a wide range of different terms and conditions.

The Group recognises all lease liabilities and the corresponding right-of-use assets on the Balance Sheet, with the exception of

certain short-term leases (12 months or less) and leases of low value assets, which are expensed as incurred. Leases and the

corresponding right-of-use assets are initially recognised when the Group obtains control of the underlying asset. Leases for new

assets are presented as additions to lease liabilities and right-of-use assets.

Lease liabilities are initially measured on a present value basis. Lease liabilities include the net present value of the following

lease payments:

•  Fixed payments, less any incentives

•  Variable lease payments that are based on a future index or rate

•  Amounts expected to be payable by the lessee under residual value guarantees

Where the lease contains an extension option or a termination option which is exercisable by the Group, as lessee, an assessment

is made as to whether the Group is reasonably certain to exercise the extension option, or not exercise the termination option,

considering all relevant facts and circumstances that create an economic incentive. Considerations may include the contractual terms

and conditions for the optional periods compared to market rates, costs associated with the termination of the lease and the

importance of the underlying asset to the Group’s operations.

Variable lease payments dependent upon a future index or rate are measured using the amounts payable at the commencement date

until the index or rate is known. Variable lease payments not dependent on an index or rate, including lease payments based on a

percentage of turnover, are excluded from the calculation of lease liabilities.

Payments are discounted at the incremental borrowing rate of the lessee, unless the interest rate implicit in the lease can be

readily determined.

Right-of-use assets are classified as property or non-property. The Group has elected not to apply the short-term exemption

to the property class of right-of-use assets. Where the exemption is applied to the non-property class of right-of-use assets,

lease payments are expensed as incurred. The low value asset exemption has been applied to the non-property class of assets

where applicable.

182 Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

182  Burberry Annual Report 24/25

2. Accounting policies continued

d) Share schemes

The Group operates a number of equity-settled share-based compensation schemes under which services are received from

employees (including Executive Directors) as consideration for equity instruments of the Company. The cost of the share-based

incentives is measured with reference to the fair value of the equity instruments awarded at the date of grant, including share awards

and options. Appropriate option pricing models, including Black-Scholes, are used to determine the fair value of the option awards

made. The fair value takes into account the impact of any market performance conditions, but the impact of non-market performance

conditions is not considered in determining the fair value on the date of grant. Vesting conditions which relate to non-market

conditions are allowed for in the assumptions used for the number of share awards or options expected to vest. The estimate of the

number of share awards or options expected to vest is revised at each balance sheet date.

In some circumstances, employees may provide services in advance of the grant date. The grant date fair value is estimated for the

purposes of recognising the expense during the period between the service commencement period and the grant date.

The cost of the share-based incentives is recognised as an expense over the vesting period of the share awards, or options,

with a corresponding credit in equity.

When share awards or options are exercised, they are settled either via issue of new shares in the Company, or through shares held in

an Employee Share Option Plan trust or The Burberry Group plc SIP Trust (collectively known as the ESOP trusts), depending on the

terms and conditions of the relevant scheme. For new shares issued, the proceeds received from the exercise of share options, net of

any directly attributable transaction costs, are credited to share capital and share premium accounts. When ESOP shares are used,

any difference between the exercise price and their cost is recognised in retained earnings.

e) Leases

The Group is a lessee of property, plant and equipment. A contract is, or contains, a lease if the contract conveys the right to control

the use of an identified asset for a period of time in exchange for consideration. An identified asset may be specifically or implicitly

specified. Control exists when the lessee has both the right to direct the use of the identified asset and the right to obtain

substantially all of the economic benefits from that use.

Lessee accounting

The Group’s principal lease arrangements where the Group acts as the lessee are for property, most notably the lease of

retail stores, corporate offices and warehouses. Other leases are for advertising fixtures, office equipment, vehicles, and supply chain

equipment. Lease terms are negotiated on an individual basis and contain a wide range of different terms and conditions.

The Group recognises all lease liabilities and the corresponding right-of-use assets on the Balance Sheet, with the exception of

certain short-term leases (12 months or less) and leases of low value assets, which are expensed as incurred. Leases and the

corresponding right-of-use assets are initially recognised when the Group obtains control of the underlying asset. Leases for new

assets are presented as additions to lease liabilities and right-of-use assets.

Lease liabilities are initially measured on a present value basis. Lease liabilities include the net present value of the following

lease payments:

•  Fixed payments, less any incentives

•  Variable lease payments that are based on a future index or rate

•  Amounts expected to be payable by the lessee under residual value guarantees

Where the lease contains an extension option or a termination option which is exercisable by the Group, as lessee, an assessment

is made as to whether the Group is reasonably certain to exercise the extension option, or not exercise the termination option,

considering all relevant facts and circumstances that create an economic incentive. Considerations may include the contractual terms

and conditions for the optional periods compared to market rates, costs associated with the termination of the lease and the

importance of the underlying asset to the Group’s operations.

Variable lease payments dependent upon a future index or rate are measured using the amounts payable at the commencement date

until the index or rate is known. Variable lease payments not dependent on an index or rate, including lease payments based on a

percentage of turnover, are excluded from the calculation of lease liabilities.

Payments are discounted at the incremental borrowing rate of the lessee, unless the interest rate implicit in the lease can be

readily determined.

Right-of-use assets are classified as property or non-property. The Group has elected not to apply the short-term exemption

to the property class of right-of-use assets. Where the exemption is applied to the non-property class of right-of-use assets,

lease payments are expensed as incurred. The low value asset exemption has been applied to the non-property class of assets

where applicable.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    183

2. Accounting policies continued

e) Leases continued

Lessee accounting continued

In circumstances where the Group is in possession of a property but there is no executed agreement or other binding obligation

in relation to the property, rent is expensed until such time the obligation becomes binding, at which point, a right-of-use asset

and lease liability will be recognised prospectively. These lease costs are disclosed as lease in holdover expenses. Refer to

notes 5 and 21.

Right-of-use assets are measured at cost comprising the following:

•  The amount of the initial measurement of the lease liability

•  Any lease payments made at or before the commencement date less any lease incentives received and

•  Any initial direct costs incurred in entering into the lease

The Group recognises depreciation of right-of-use assets and interest on lease liabilities in the Income Statement over the lease term.

Repayments of lease liabilities are classified separately in the Statement of Cash Flows where the cash payments for the principal

portion of the lease liability are presented within financing activities, and cash payments for the interest portion are presented within

operating activities. Payments in relation to variable lease payments based on turnover, short-term leases and leases of low value

assets which are not included on the Balance Sheet are included within operating expenses.

Modifications to lease agreements, extensions to existing lease agreements and changes to future lease payments relating to

existing terms in the contract, including market rent reassessments and index-based changes, are presented as remeasurements of

the lease liabilities. The related right-of-use asset is also remeasured. If the modification results in a reduction in scope of the lease,

either through shortening the lease term or through disposing of part of the underlying asset, a gain or loss on disposal may arise

relating to the difference between the lease liabilities and the right-of-use asset applicable to the reduction in scope.

Right-of-use assets are included in the review for impairment of property, plant and equipment and intangible assets with finite

economic lives, if there is an indication that the carrying amount of the cash generating unit may not be recoverable.

f) Dividend distributions

Dividend distributions to Burberry Group plc’s shareholders are recognised as a liability in the period in which the dividend becomes a

committed obligation. Final dividends are recognised when they are approved by the shareholders. Interim dividends are recognised

when paid.

g) Pension costs

Eligible employees participate in defined contribution pension schemes, the principal one being in the UK with its assets held in an

independently administered fund. The cost of providing these benefits to participating employees is recognised in the Income

Statement as they fall due and comprises the amount of contributions from the Group to the schemes.

h) Intangible assets

Goodwill

Goodwill is the excess of the cost of acquisition together with the value of any non-controlling interest, over the fair value of

identifiable net assets acquired. Goodwill on acquisition is recorded as an intangible asset. Fair values are attributed to the

identifiable assets, liabilities and contingent liabilities that existed at the date of acquisition, reflecting their condition at that

date. Adjustments are also made to align the accounting policies of acquired businesses with those of the Group.

Goodwill is assigned an indefinite useful life. Impairment reviews are performed annually, or more frequently if events or changes in

circumstances indicate that the carrying value may not be recoverable. Impairment losses recognised on goodwill are not reversed in

future periods.

Trademarks, licences and other intangible assets

The cost of securing and renewing trademarks and licences, and the cost of acquiring other intangible assets, is capitalised at

purchase price, or fair value if acquired through a business combination, and amortised by equal annual instalments over the period in

which benefits are expected to accrue, typically 10 years for trademarks, or the term of the licence. The useful life of trademarks and

other intangible assets is determined on a case-by-case basis, in accordance with the terms of the underlying agreement and the

nature of the asset.

Computer software

Computer software costs are capitalised during the development phase at the point at which there is sufficient certainty that the

software will deliver future economic benefits to the Group. The cost of acquiring computer software (including licences and

separately identifiable development costs) is capitalised as an intangible asset at purchase price, plus any directly attributable

cost of preparing that asset for its intended use. Software costs are amortised on a straight-line basis over their estimated useful

lives, which may be up to seven years.

183Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

184  Burberry Annual Report 24/25

2. Accounting policies continued

i) Property, plant and equipment

Property, plant and equipment, with the exception of assets in the course of construction, is stated at cost or deemed cost based on

historical revalued amounts prior to the adoption of IFRS, less accumulated depreciation and provision to reflect any impairment in

value. Assets in the course of construction are stated at cost less any provision for impairment and transferred to completed assets

when substantially all of the activities necessary for the asset to be ready for use have occurred. Cost includes the original purchase

price of the asset and costs attributable to bringing the asset to its working condition for its intended use.

Depreciation

Depreciation of property, plant and equipment is calculated to write off the cost or deemed cost, less residual value, of the assets in

equal annual instalments over their estimated useful lives at the following rates:

|  |  |  |
| --- | --- | --- |
| Type of asset | Category of property, plant and equipment | Useful life |
| Land | Freehold land and buildings | Not depreciated |
| Freehold buildings | Freehold land and buildings | Up to 50 years |
| Leasehold improvements | Leasehold improvements | Over the unexpired term of the lease |
| Plant and machinery | Fixtures, fittings and equipment | Up to 15 years |
| Retail fixtures and fittings | Fixtures, fittings and equipment | Up to 5 years |
| Office fixtures and fittings | Fixtures, fittings and equipment | Up to 5 years |
| Computer equipment | Fixtures, fittings and equipment | Up to 7 years |
| Assets in the course of construction | Assets in the course of construction | Not depreciated |

Profit/loss on disposal of property, plant and equipment and intangible assets

Profits and losses on the disposal of property, plant and equipment and intangible assets represent the difference between the net

proceeds and net book value at the date of sale or disposal. Disposals are accounted for when the relevant transaction becomes

unconditional.

j) Assets held for sale

Non-current assets are classified as held for sale when their carrying amount is to be recovered principally through a sale transaction

rather than through continued use, and a sale within the next 12 months is considered to be highly probable. Assets classified as held

for sale cease to be depreciated and they are stated at the lower of carrying amount and fair value less costs to sell.

k) Impairment of non-financial assets

Assets that have an indefinite useful life are not subject to amortisation and are tested annually for impairment. Assets under

construction are also tested annually. Assets that are subject to amortisation or depreciation are reviewed for impairment whenever

events or changes in circumstance indicate that the carrying value may not be recoverable. An impairment loss is recognised for the

amount by which the carrying value exceeds its recoverable amount. The recoverable amount is the higher of an asset’s fair value less

costs to sell and value-in-use. For the purposes of assessing impairment, retail assets are grouped at the lowest levels for which there

are separately identifiable cash inflows, being individual stores (cash generating units), and goodwill assets are considered at the

lowest level being monitored by management. Non-financial assets, other than goodwill, for which an impairment has been previously

recognised are reviewed for possible reversal of impairment at each reporting date.

l) Inventories

Inventories are stated at the lower of cost and net realisable value. Cost consists of all costs of purchase, costs of conversion,

design costs and other costs incurred in bringing the inventories to their first point of sale location and condition. The cost of

inventories is determined using a weighted average cost method, taking account of the fashion seasons for which the inventory was

offered. Where necessary, provision is made to reduce cost to no more than net realisable value having regard to the nature and

condition of inventory, as well as its anticipated utilisation and saleability.

184 Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

184  Burberry Annual Report 24/25

2. Accounting policies continued

i) Property, plant and equipment

Property, plant and equipment, with the exception of assets in the course of construction, is stated at cost or deemed cost based on

historical revalued amounts prior to the adoption of IFRS, less accumulated depreciation and provision to reflect any impairment in

value. Assets in the course of construction are stated at cost less any provision for impairment and transferred to completed assets

when substantially all of the activities necessary for the asset to be ready for use have occurred. Cost includes the original purchase

price of the asset and costs attributable to bringing the asset to its working condition for its intended use.

Depreciation

Depreciation of property, plant and equipment is calculated to write off the cost or deemed cost, less residual value, of the assets in

equal annual instalments over their estimated useful lives at the following rates:

Type of asset

Category of property, plant and equipment

Useful life

Land

Freehold land and buildings

Not depreciated

Freehold buildings

Freehold land and buildings

Up to 50 years

Leasehold improvements

Leasehold improvements

Over the unexpired term of the lease

Plant and machinery

Fixtures, fittings and equipment

Up to 15 years

Retail fixtures and fittings

Fixtures, fittings and equipment

Up to 5 years

Office fixtures and fittings

Fixtures, fittings and equipment

Up to 5 years

Computer equipment

Fixtures, fittings and equipment

Up to 7 years

Assets in the course of construction

Assets in the course of construction

Not depreciated

Profit/loss on disposal of property, plant and equipment and intangible assets

Profits and losses on the disposal of property, plant and equipment and intangible assets represent the difference between the net

proceeds and net book value at the date of sale or disposal. Disposals are accounted for when the relevant transaction becomes

unconditional.

j) Assets held for sale

Non-current assets are classified as held for sale when their carrying amount is to be recovered principally through a sale transaction

rather than through continued use, and a sale within the next 12 months is considered to be highly probable. Assets classified as held

for sale cease to be depreciated and they are stated at the lower of carrying amount and fair value less costs to sell.

k) Impairment of non-financial assets

Assets that have an indefinite useful life are not subject to amortisation and are tested annually for impairment. Assets under

construction are also tested annually. Assets that are subject to amortisation or depreciation are reviewed for impairment whenever

events or changes in circumstance indicate that the carrying value may not be recoverable. An impairment loss is recognised for the

amount by which the carrying value exceeds its recoverable amount. The recoverable amount is the higher of an asset’s fair value less

costs to sell and value-in-use. For the purposes of assessing impairment, retail assets are grouped at the lowest levels for which there

are separately identifiable cash inflows, being individual stores (cash generating units), and goodwill assets are considered at the

lowest level being monitored by management. Non-financial assets, other than goodwill, for which an impairment has been previously

recognised are reviewed for possible reversal of impairment at each reporting date.

l) Inventories

Inventories are stated at the lower of cost and net realisable value. Cost consists of all costs of purchase, costs of conversion,

design costs and other costs incurred in bringing the inventories to their first point of sale location and condition. The cost of

inventories is determined using a weighted average cost method, taking account of the fashion seasons for which the inventory was

offered. Where necessary, provision is made to reduce cost to no more than net realisable value having regard to the nature and

condition of inventory, as well as its anticipated utilisation and saleability.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    185

2. Accounting policies continued

m) Taxation

Tax expense represents the sum of the current tax expense and the deferred tax charge.

Current tax is based on taxable profit for the year. Taxable profit differs from profit or loss as reported in the Income Statement

because it excludes items of income or expense which are taxable or deductible in other years and it further excludes items which are

never taxable or deductible. The Group’s liability for current tax is calculated using tax rates which have been enacted or substantively

enacted at the balance sheet date.

Deferred tax is recognised, using the liabilities method, on temporary differences arising between the tax bases of assets and

liabilities and their carrying amounts in the consolidated financial statements. However, if the temporary difference arises from the

initial recognition of an asset or liability in a transaction other than a business combination that at the time of the transaction affects

neither accounting nor taxable profit or loss, and does not give rise to equal taxable and deductible temporary differences, no

deferred tax will be recognised. Deferred tax is determined using tax rates (and laws) that have been enacted or substantively

enacted at the balance sheet date and are expected to apply when the related deferred tax asset is realised or the deferred

tax liability is settled.

Deferred tax assets are recognised to the extent that it is probable that future taxable profits will be available against which the

temporary differences can be utilised.

Deferred tax is provided on temporary differences arising on investments in subsidiaries, except where the timing of the reversal

of the temporary difference is controlled by the Group and it is probable that the temporary difference will not reverse in the

foreseeable future.

Deferred tax assets and liabilities are offset when there is a legally enforceable right to offset current tax assets against current tax

liabilities and when deferred tax assets and liabilities relate to income taxes levied by the same taxation authority on either the same

taxable entities or different taxable entities where there is an intention to settle the balances on a net basis.

n) Provisions

Provisions are recognised when there is a present legal or constructive obligation as a result of past events, for which it is probable

that an outflow of economic benefits will be required to settle the obligation, and where the amount of the obligation can be reliably

estimated. When the effect of the time value of money is material, provision amounts are calculated based on the present value of the

expenditures expected to be required to settle the obligation. The present value is calculated using forward market interest rates as

measured at the balance sheet reporting date, which have been adjusted for risks specific to the future obligation.

Property obligations

A provision for the present value of future property reinstatement costs is recognised where there is an obligation to return the leased

property to its original condition at the end of a lease term. The reinstatement cost at the end of a lease usually arises due to

leasehold improvements and modifications carried out by the Group in order to customise the property during tenure of the lease.

As a result, the cost of the reinstatement provision is recognised as a component of the cost of the leasehold improvements in

property, plant and equipment when these are installed and amortised to the Income Statement over the expected life of the lease.

o) Share capital

Ordinary shares are classified as equity. Incremental costs directly attributable to the issue of new shares or options are shown in

equity as a deduction, net of tax, from the proceeds.

Where any Group company purchases the Company’s equity share capital (treasury shares), the consideration paid, including

any directly attributable incremental costs, is deducted from retained earnings. Where such shares are subsequently cancelled,

a transfer is made from retained earnings to the capital reserve, equivalent to the nominal value of the shares purchased and

subsequently cancelled. Where such shares are subsequently sold or reissued, any consideration received, net of any directly

attributable incremental transaction costs and the related income tax effects, is credited to retained earnings up to the value of the

consideration originally paid. Any additional consideration received is credited to the share premium account included in equity

attributable to owners of the Company.

185Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

186  Burberry Annual Report 24/25

2. Accounting policies continued

p) Financial instruments

Financial instruments are initially recognised at fair value plus directly attributable transaction costs on the Balance Sheet when the

entity becomes a party to the contractual provisions of the instrument. A financial asset is derecognised when the contractual rights

to the cash flow expire or substantially all risks and rewards of the asset are transferred. A financial liability is derecognised when the

obligation specified in the contract is discharged, cancelled or expires.

At initial recognition, all financial liabilities are stated at fair value. Subsequent to initial recognition, all financial liabilities are stated at

amortised cost using the effective interest rate method except for derivatives which are held at fair value and which are classified as

fair value through profit and loss, except where they qualify for hedge accounting. Financial assets are classified as either amortised

cost or fair value through profit and loss depending on their cash flow characteristics. Assets with cash flows that solely represent

payments of principal and interest are measured at amortised cost. The fair value of the Group’s financial assets and liabilities held at

amortised cost mostly approximate their carrying amount due to the short maturity of these instruments. Where the fair value of any

financial asset or liability held at amortised cost is materially different to the book value, the fair value is disclosed.

The Group classifies its instruments in the following categories:

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  |  |  |  | Fair value |
|  |  |  |  | measurement |
| Financial instrument category | Note | Classification | Measurement | hierarchy  2 |
| Cash and cash equivalents | 19 | Amortised cost | Amortised cost | N/A |
| Cash and cash equivalents | 19 | Fair value through profit and loss | Fair value through profit and loss | 2 |
| Trade and other receivables | 16 | Amortised cost | Amortised cost | N/A |
| Trade and other payables | 20 | Other financial liabilities | Amortised cost | N/A |
| Borrowings | 23 | Other financial liabilities | Amortised cost | N/A |
| Leases | 21 | Lease liabilities | Amortised cost | N/A |
| Deferred consideration | 20 | Fair value through profit and loss | Fair value through profit and loss | 3 |
| Derivative contracts | 18 | Fair value through profit and loss | Fair value through profit and loss | 2 |
| Derivative contracts used for hedging  1 | 18 | Fair value – hedging instrument | Fair value – hedging instrument  3 | 2 |

1.  Cash flow hedge and net investment hedge accounting is applied to the extent it is achievable.

2. The fair value measurement hierarchy is only applicable for financial instruments measured at fair value.

3. Derivative contracts used for hedging are classified as Fair value – hedging instruments under IFRS 9, however IAS 39 hedge accounting has been applied.

The measurements for financial instruments carried at fair value are categorised into different levels in the fair value hierarchy based

on the inputs to the valuation technique used. The different levels are defined as follows:

Level 1: quoted prices (unadjusted) in active markets for identical assets or liabilities that the Group can access at the

measurement date.

Level 2: inputs other than quoted prices included within Level 1 that are observable for the asset or liability, either directly or indirectly.

Level 3: includes unobservable inputs for the asset or liability.

Observable inputs are those which are developed using market data, such as publicly available information about actual events or

transactions. The Group has an established framework with respect to measurement of fair values, including Level 3 fair values. The

Group regularly reviews any significant inputs which are not derived from observable market data and considers, where available,

relevant third-party information, to support the conclusion that such valuations meet the requirements of IFRS. The classification level

in the fair value hierarchy is also considered periodically.

The fair value of those cash and cash equivalents measured at fair value through profit and loss, principally money market funds,

is derived from their net asset value which is based on the value of the portfolio investment holdings at the balance sheet date. This is

considered to be a Level 2 measurement.

The fair value of derivative contracts and trade and other receivables, principally cash-settled equity swaps, is based on a comparison

of the contractual and market rates and, in the case of other derivative contracts, after discounting using the appropriate yield curve

as at the balance sheet date. All Level 2 fair value measurements are calculated using inputs which are based on observable

market data.

The fair value of the contingent payment component of deferred consideration is considered to be a Level 3 measurement and is

derived using a present value calculation, incorporating observable and non-observable inputs. This valuation technique has been

adopted as it most closely mirrors the contractual arrangement.

186 Burberry Annual Report 2024/25

Financial Statements | Notes to the Financial Statements

186  Burberry Annual Report 24/25

2. Accounting policies continued

p) Financial instruments

Financial instruments are initially recognised at fair value plus directly attributable transaction costs on the Balance Sheet when the

entity becomes a party to the contractual provisions of the instrument. A financial asset is derecognised when the contractual rights

to the cash flow expire or substantially all risks and rewards of the asset are transferred. A financial liability is derecognised when the

obligation specified in the contract is discharged, cancelled or expires.

At initial recognition, all financial liabilities are stated at fair value. Subsequent to initial recognition, all financial liabilities are stated at

amortised cost using the effective interest rate method except for derivatives which are held at fair value and which are classified as

fair value through profit and loss, except where they qualify for hedge accounting. Financial assets are classified as either amortised

cost or fair value through profit and loss depending on their cash flow characteristics. Assets with cash flows that solely represent

payments of principal and interest are measured at amortised cost. The fair value of the Group’s financial assets and liabilities held at

amortised cost mostly approximate their carrying amount due to the short maturity of these instruments. Where the fair value of any

financial asset or liability held at amortised cost is materially different to the book value, the fair value is disclosed.

The Group classifies its instruments in the following categories:

Financial instrument category

Note    Classification     Measurement

Fair value

measurement

hierarchy

2

Cash and cash equivalents

19

Amortised cost

Amortised cost

N/A

Cash and cash equivalents

19

Fair value through profit and loss

Fair value through profit and loss

2

Trade and other receivables

16

Amortised cost

Amortised cost

N/A

Trade and other payables

20

Other financial liabilities

Amortised cost

N/A

Borrowings

23

Other financial liabilities

Amortised cost

N/A

Leases

21

Lease liabilities

Amortised cost

N/A

Deferred consideration

20

Fair value through profit and loss

Fair value through profit and loss

3

Derivative contracts

18

Fair value through profit and loss

Fair value through profit and loss

2

Derivative contracts used for hedging

1

18

Fair value – hedging instrument

Fair value – hedging instrument

3

2

1.  Cash flow hedge and net investment hedge accounting is applied to the extent it is achievable.

2. The fair value measurement hierarchy is only applicable for financial instruments measured at fair value.

3. Derivative contracts used for hedging are classified as Fair value – hedging instruments under IFRS 9, however IAS 39 hedge accounting has been applied.

The measurements for financial instruments carried at fair value are categorised into different levels in the fair value hierarchy based

on the inputs to the valuation technique used. The different levels are defined as follows:

Level 1: quoted prices (unadjusted) in active markets for identical assets or liabilities that the Group can access at the

measurement date.

Level 2: inputs other than quoted prices included within Level 1 that are observable for the asset or liability, either directly or indirectly.

Level 3: includes unobservable inputs for the asset or liability.

Observable inputs are those which are developed using market data, such as publicly available information about actual events or

transactions. The Group has an established framework with respect to measurement of fair values, including Level 3 fair values. The

Group regularly reviews any significant inputs which are not derived from observable market data and considers, where available,

relevant third-party information, to support the conclusion that such valuations meet the requirements of IFRS. The classification level

in the fair value hierarchy is also considered periodically.

The fair value of those cash and cash equivalents measured at fair value through profit and loss, principally money market funds,

is derived from their net asset value which is based on the value of the portfolio investment holdings at the balance sheet date. This is

considered to be a Level 2 measurement.

The fair value of derivative contracts and trade and other receivables, principally cash-settled equity swaps, is based on a comparison

of the contractual and market rates and, in the case of other derivative contracts, after discounting using the appropriate yield curve

as at the balance sheet date. All Level 2 fair value measurements are calculated using inputs which are based on observable

market data.

The fair value of the contingent payment component of deferred consideration is considered to be a Level 3 measurement and is

derived using a present value calculation, incorporating observable and non-observable inputs. This valuation technique has been

adopted as it most closely mirrors the contractual arrangement.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    187

2. Accounting policies continued

p) Financial instruments continued

The Group’s primary categories of financial instruments are listed below:

Cash and cash equivalents

Cash and short-term deposits on the Balance Sheet comprise cash at banks and on hand and short-term highly liquid deposits with

a maturity of three months or less, that are readily convertible to a known amount of cash and subject to an insignificant risk of

changes in value. In the Statement of Cash Flows, cash and cash equivalents also include bank overdrafts, which are recorded under

current liabilities on the Balance Sheet.

While cash at bank and in hand is classified as amortised cost, some short-term deposits are classified as fair value through profit

and loss.

Cash and cash equivalents held at amortised cost are subject to impairment testing at each period end.

Trade and other receivables

Trade and other receivables are included in current assets, except for maturities greater than 12 months after the balance sheet date.

Most receivables are held with the objective to collect the contractual cash flows and are therefore initially recognised at fair value

and subsequently measured at amortised cost using the effective interest rate method, less provision for impairment. A provision for

the expected credit losses on trade receivables is established at inception. Expected credit loss rates are calculated by reviewing

lifetime expected credit losses using historic and forward-looking data. The amount of the movement in the provision is recognised in

the Income Statement.

Trade and other payables

Trade and other payables are included in current liabilities, except for maturities greater than 12 months after the balance sheet date.

Payables are initially recognised at fair value and subsequently measured at amortised cost using the effective interest rate method.

Borrowings

Borrowings are initially recognised at fair value, net of transaction costs incurred. Borrowings are subsequently stated at amortised

cost and the difference between the proceeds (net of transaction costs) and the redemption value is recognised in the Income

Statement over the period of the borrowings.

Deferred consideration

Deferred consideration is initially recognised at the present value of the expected future payments. It is subsequently remeasured

at fair value at each reporting period with the change in fair value relating to changes in expected future payments recorded in the

Income Statement as an operating expense or income. Changes in fair value relating to unwinding of discounting to present value are

recorded as a financing expense.

Derivative instruments

The Group uses derivative financial instruments to hedge its exposure to fluctuations in foreign exchange and interest rates arising on

certain operating and financing transactions.

Derivatives instruments are initially recognised at fair value at the trade date and are remeasured at their fair value at subsequent

balance sheet dates. The method of recognising the resulting gain or loss depends on whether the derivative is designated as a

hedging instrument, and if so, the nature of the item being hedged. Where derivatives do not qualify for hedge accounting any gains

or losses on remeasurement are recognised in the Income Statement as an operating expense or income.

On adoption of IFRS 9, the Group elected to continue to apply the hedge accounting guidance in IAS 39 Financial Instruments:

Recognition and Measurement.

Fair value hedge accounting

Derivative instruments are classified as fair value hedges when they hedge the Group’s exposure to changes in the fair value of a

recognised asset or liability. Changes in fair value of the derivative instrument are recognised as part of the carrying value of the

derivative instrument and in the Income Statement. Changes in fair value of the hedged item attributable to the hedged risk are

recognised as part of the carrying value of the hedged item and in the Income Statement

If the hedge no longer meets the criteria for hedge accounting, the adjustment to the carrying amount of the hedged item is amortised

to the Income Statement over the remaining period to maturity.

187Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

188  Burberry Annual Report 24/25

2. Accounting policies continued

p) Financial instruments continued

Derivative instruments continued

Cash flow hedge accounting

Derivative instruments are classified as cash flow hedges when they hedge the Group’s exposure to changes in cash flows that are

attributable to particular risk associated with a recognised asset or liability, an unrecognised firm commitment or a highly probable

forecast transaction.

The effective portion of changes in the fair value relating to derivative instruments that are designated and qualify as cash flow

hedges is deferred in other comprehensive income. The gain or loss relating to the ineffective portion of the gain or loss is recognised

immediately in the Income Statement. Amounts deferred in other comprehensive income are recycled through the Income Statement

in the periods when the hedged item affects the Income Statement. When a hedging instrument expires or is sold, the hedge

relationship is terminated or when a hedge no longer meets the criteria for hedge accounting, any cumulative gain or loss existing in

equity at the time remains in other comprehensive income and is recognised when the forecast transaction is ultimately recognised in

the Income Statement. When a forecast transaction is no longer expected to occur, the cumulative gain or loss that was reported in

equity is immediately transferred to the Income Statement.

q) Foreign currency translation

Functional and presentation currency

Items included in the financial statements of each of the Group’s entities are measured using the currency of the primary economic

environment in which the entity operates (the functional currency). The consolidated financial statements are presented in sterling

which is the Company’s functional and the Group’s presentation currency.

Transactions in foreign currencies

Transactions denominated in foreign currencies within each entity in the Group are translated into the functional currency at the

exchange rate prevailing at the date of the transaction. Monetary assets and liabilities denominated in foreign currencies, which are

held at the year end, are translated into the functional currency at the exchange rate ruling at the balance sheet date (closing rate).

Exchange differences on monetary items are recognised in the Income Statement in the period in which they arise, except where

these exchange differences form part of a net investment in overseas subsidiaries of the Group, in which case such differences are

recognised in other comprehensive income.

Translation of the results of overseas businesses

The results of overseas subsidiaries are translated into the Group’s presentation currency of sterling each month at the average

exchange rate for the month, weighted according to the phasing of the Group’s trading results. The average exchange rate is used, as

it is considered to approximate the actual exchange rates on the date of the transactions. The assets and liabilities of such

undertakings are translated at the closing rates. Differences arising on the retranslation of the opening net investment in subsidiary

companies, and on the translation of their results, are recognised in other comprehensive income.

Goodwill and fair value adjustments arising on the acquisition of a foreign operation are treated as assets and liabilities of the foreign

operation and translated at the closing rate.

The principal exchange rates used were as follows:

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Average rate |  | Closing rate |  |
|  | 52 weeks to | 52 weeks to | As at | As at |
|  | 29 March | 30 March | 29 March | 30 March |
|  | 2025 | 2024 | 2025 | 2024 |
| Euro | 1.19 | 1.16 | 1.20 | 1.17 |
| US Dollar | 1.28 | 1.26 | 1.29 | 1.26 |
| Chinese Yuan Renminbi | 9.21 | 9.01 | 9.40 | 9.13 |
| Hong Kong Dollar | 9.98 | 9.84 | 10.07 | 9.89 |
| South Korean Won | 1,781 | 1,657 | 1,903 | 1,702 |
| Japanese Yen | 194 | 182 | 194 | 191 |

r) Adjusted profit before taxation

In order to provide additional understanding of the underlying performance of the Group’s ongoing business, the Group’s results

include a presentation of adjusted operating profit and adjusted profit before taxation (adjusted PBT). Adjusted PBT is defined as

profit before taxation and before adjusting items. Adjusting items are those items which, in the opinion of the Directors, should be

excluded in order to provide a consistent and comparable view of the performance of the Group’s ongoing business. Generally,

this will include those items that are largely one-off and/or material in nature, such as restructuring charges, as well as income or

expenses relating to acquisitions or disposals of businesses or other transactions of a similar nature, including the impact of changes

in fair value of expected future payments or receipts relating to these transactions. Adjusting items are identified and presented on a

consistent basis each year and a reconciliation of adjusted PBT to profit before taxation is included in the financial statements.

Adjusting items and their related tax impacts, as well as adjusting taxation items, are added back to/deducted from profit attributable

to owners of the Company to arrive at adjusted earnings per share. Refer to note 6 for further details on adjusting items and note 10

for details on adjusted earnings per share.

188 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

188  Burberry Annual Report 24/25

2. Accounting policies continued

p) Financial instruments continued

Derivative instruments continued

Cash flow hedge accounting

Derivative instruments are classified as cash flow hedges when they hedge the Group’s exposure to changes in cash flows that are

attributable to particular risk associated with a recognised asset or liability, an unrecognised firm commitment or a highly probable

forecast transaction.

The effective portion of changes in the fair value relating to derivative instruments that are designated and qualify as cash flow

hedges is deferred in other comprehensive income. The gain or loss relating to the ineffective portion of the gain or loss is recognised

immediately in the Income Statement. Amounts deferred in other comprehensive income are recycled through the Income Statement

in the periods when the hedged item affects the Income Statement. When a hedging instrument expires or is sold, the hedge

relationship is terminated or when a hedge no longer meets the criteria for hedge accounting, any cumulative gain or loss existing in

equity at the time remains in other comprehensive income and is recognised when the forecast transaction is ultimately recognised in

the Income Statement. When a forecast transaction is no longer expected to occur, the cumulative gain or loss that was reported in

equity is immediately transferred to the Income Statement.

q) Foreign currency translation

Functional and presentation currency

Items included in the financial statements of each of the Group’s entities are measured using the currency of the primary economic

environment in which the entity operates (the functional currency). The consolidated financial statements are presented in sterling

which is the Company’s functional and the Group’s presentation currency.

Transactions in foreign currencies

Transactions denominated in foreign currencies within each entity in the Group are translated into the functional currency at the

exchange rate prevailing at the date of the transaction. Monetary assets and liabilities denominated in foreign currencies, which are

held at the year end, are translated into the functional currency at the exchange rate ruling at the balance sheet date (closing rate).

Exchange differences on monetary items are recognised in the Income Statement in the period in which they arise, except where

these exchange differences form part of a net investment in overseas subsidiaries of the Group, in which case such differences are

recognised in other comprehensive income.

Translation of the results of overseas businesses

The results of overseas subsidiaries are translated into the Group’s presentation currency of sterling each month at the average

exchange rate for the month, weighted according to the phasing of the Group’s trading results. The average exchange rate is used, as

it is considered to approximate the actual exchange rates on the date of the transactions. The assets and liabilities of such

undertakings are translated at the closing rates. Differences arising on the retranslation of the opening net investment in subsidiary

companies, and on the translation of their results, are recognised in other comprehensive income.

Goodwill and fair value adjustments arising on the acquisition of a foreign operation are treated as assets and liabilities of the foreign

operation and translated at the closing rate.

The principal exchange rates used were as follows:

Average rate  Closing rate

52 weeks to

29 March

2025

52 weeks to

30 March

2024

As at

29 March

2025

As at

30 March

2024

Euro

1.19

1.16

1.20

1.17

US Dollar

1.28

1.26

1.29

1.26

Chinese Yuan Renminbi

9.21

9.01

9.40

9.13

Hong Kong Dollar

9.98

9.84

10.07

9.89

South Korean Won

1,781

1,657

1,903

1,702

Japanese Yen

194

182

194

191

r) Adjusted profit before taxation

In order to provide additional understanding of the underlying performance of the Group’s ongoing business, the Group’s results

include a presentation of adjusted operating profit and adjusted profit before taxation (adjusted PBT). Adjusted PBT is defined as

profit before taxation and before adjusting items. Adjusting items are those items which, in the opinion of the Directors, should be

excluded in order to provide a consistent and comparable view of the performance of the Group’s ongoing business. Generally,

this will include those items that are largely one-off and/or material in nature, such as restructuring charges, as well as income or

expenses relating to acquisitions or disposals of businesses or other transactions of a similar nature, including the impact of changes

in fair value of expected future payments or receipts relating to these transactions. Adjusting items are identified and presented on a

consistent basis each year and a reconciliation of adjusted PBT to profit before taxation is included in the financial statements.

Adjusting items and their related tax impacts, as well as adjusting taxation items, are added back to/deducted from profit attributable

to owners of the Company to arrive at adjusted earnings per share. Refer to note 6 for further details on adjusting items and note 10

for details on adjusted earnings per share.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    189

3. Segmental analysis

The Chief Operating Decision Maker has been identified as the Board of Directors. The Board reviews the Group’s internal reporting in

order to assess performance and allocate resources. Management has determined the operating segments based on the reports

used by the Board. The Board considers the Group’s business through its two channels to market, being retail/wholesale

and licensing.

Retail/wholesale revenues are generated by the sale of luxury goods through Burberry full price stores, concessions, outlets and

digital commerce as well as Burberry franchisees, prestige department stores globally and multi-brand speciality accounts. The flow

of global product between retail and wholesale channels and across our regions is monitored and optimised at a corporate level and

implemented via the Group’s inventory hubs and principal distribution centres situated in Europe, the USA, Mainland China and

Hong Kong S.A.R., China.

Licensing revenues are generated through the receipt of royalties from global licensees of beauty products and eyewear and from

licences relating to the use of non-Burberry trademarks in Japan.

The Board assesses channel performance based on a measure of adjusted operating profit. This measurement basis excludes the

effects of adjusting items. The measure of earnings for each operating segment that is reviewed by the Board includes an allocation

of corporate and central costs. Interest income and charges are not included in the result for each operating segment that is reviewed

by the Board.

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | Retail/Wholesale |  | Licensing |  | Total |  |
|  | 52 weeks to | 52 weeks to | 52 weeks to | 52 weeks to | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March | 29 March | 30 March | 29 March | 30 March |
|  | 2025 | 2024 | 2025 | 2024 | 2025 | 2024 |
|  | £m | £m | £m | £m | £m | £m |
| Retail | 2,076 | 2,400 | – | – | 2,076 | 2,400 |
| Wholesale | 319 | 506 | – | – | 319 | 506 |
| Licensing | – | – | 67 | 63 | 67 | 63 |
| Total segment revenue | 2,395 | 2,906 | 67 | 63 | 2,462 | 2,969 |
| Inter-segment revenue  1 | – | – | (1) | (1) | (1) | (1) |
| Revenue from external customers | 2,395 | 2,906 | 66 | 62 | 2,461 | 2,968 |
| Depreciation and amortisation  2 | (413) | (379) | – | – | (413) | (379) |
| Impairment charge of intangible assets | (4) | – | – | – | (4) | – |
| Impairment charge of property,  plant and equipment | (10) | (5) | – | – | (10) | (5) |
| Impairment charge of  right-of-use assets  3 | (32) | (9) | – | – | (32) | (9) |
| Net movement in inventory provisions | (44) | (39) | – | – | (44) | (39) |
| Other non-cash items: |  |  |  |  |  |  |
| Share-based payments | (18) | (16) | – | – | (18) | (16) |
| Adjusted operating (loss)/profit | (36) | 359 | 62 | 59 | 26 | 418 |
| Adjusting items  4 |  |  |  |  | (29) | – |
| Operating (loss)/profit |  |  |  |  | (3) | 418 |
| Finance income |  |  |  |  | 25 | 31 |
| Finance expense |  |  |  |  | (88) | (66) |
| (Loss)/profit before taxation |  |  |  |  | (66) | 383 |

1.  Inter-segment transfers or transactions are entered into under the normal commercial terms and conditions that would be available to unrelated third parties.

2. Depreciation of right-of-use assets for the 52 weeks to 29 March 2025 is presented including a charge of £1 million arising as a result of the Group’s restructuring programme

(last year: £nil), which is presented as an adjusting item (refer to note 6).

3. Impairment charge of right-of-use assets for the 52 weeks to 29 March 2025 is presented including £1 million in relation to non-retail right-of-use assets arising as a result of

the Group’s restructuring programme (last year: £nil), which is presented as an adjusting item (refer to note 6).

4. Adjusting items relate to the Retail/Wholesale segment. Refer to note 6 for details of adjusting items.

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | Retail/Wholesale |  | Licensing |  | Total |  |
|  | 52 weeks to | 52 weeks to | 52 weeks to | 52 weeks to | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March | 29 March | 30 March | 29 March | 30 March |
|  | 2025 | 2024 | 2025 | 2024 | 2025 | 2024 |
|  | £m | £m | £m | £m | £m | £m |
| Additions to non-current assets | 217 | 399 | – | – | 217 | 399 |
| Total segment assets | 2,164 | 2,474 | 8 | 6 | 2,172 | 2,480 |
| Goodwill |  |  |  |  | 114 | 119 |
| Cash and cash equivalents |  |  |  |  | 813 | 441 |
| Taxation |  |  |  |  | 328 | 330 |
| Total assets per Balance Sheet |  |  |  |  | 3,427 | 3,370 |

189Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

190  Burberry Annual Report 24/25

3. Segmental analysis continued

Additional revenue analysis

All revenue is derived from contracts with customers. The Group derives retail and wholesale revenue from contracts with customers

from the transfer of goods and related services at a point in time. Licensing revenue is derived over the period the licence agreement

gives the customer access to the Group’s trademarks.

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
| Revenue by product | £m | £m |
| Accessories | 841 | 1,055 |
| Womenswear | 718 | 860 |
| Menswear | 732 | 842 |
| Childrenswear and other | 104 | 149 |
| Retail/Wholesale | 2,395 | 2,906 |
| Licensing | 66 | 62 |
| Total | 2,461 | 2,968 |

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
| Revenue by destination | £m | £m |
| Asia Pacific | 1,043 | 1,286 |
| EMEIA  1 | 842 | 1,017 |
| Americas | 510 | 603 |
| Retail/Wholesale | 2,395 | 2,906 |
| Licensing | 66 | 62 |
| Total | 2,461 | 2,968 |

1.  EMEIA comprises Europe, Middle East, India and Africa.

Entity-wide disclosures

Revenue derived from external customers in the UK totalled £208 million for the 52 weeks to 29 March 2025 (last year: £295 million).

Revenue derived from external customers in foreign countries totalled £2,253 million for the 52 weeks to 29 March 2025 (last year:

£2,673 million). This amount includes £447 million of external revenues derived from customers in the USA (last year: £531 million) and

£534 million of external revenues derived from customers in Mainland China (last year: £648 million).

The total of non-current assets, other than financial instruments, and deferred tax assets located in the UK is £458 million

(last year: £523 million). The remaining £1,041 million of non-current assets are located in other countries (last year: £1,168 million),

with £330 million located in the USA (last year: £352 million) and £173 million located in Mainland China (last year: £200 million).

190 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

190  Burberry Annual Report 24/25

3. Segmental analysis continued

Additional revenue analysis

All revenue is derived from contracts with customers. The Group derives retail and wholesale revenue from contracts with customers

from the transfer of goods and related services at a point in time. Licensing revenue is derived over the period the licence agreement

gives the customer access to the Group’s trademarks.

Revenue by product

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Accessories

841

1,055

Womenswear

718

860

Menswear

732

842

Childrenswear and other

104

149

Retail/Wholesale

2,395

2,906

Licensing

66

62

Total

2,461

2,968

Revenue by destination

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Asia Pacific

1,043

1,286

EMEIA

1

842

1,017

Americas

510

603

Retail/Wholesale

2,395

2,906

Licensing

66

62

Total

2,461

2,968

1.  EMEIA comprises Europe, Middle East, India and Africa.

Entity-wide disclosures

Revenue derived from external customers in the UK totalled £208 million for the 52 weeks to 29 March 2025 (last year: £295 million).

Revenue derived from external customers in foreign countries totalled £2,253 million for the 52 weeks to 29 March 2025 (last year:

£2,673 million). This amount includes £447 million of external revenues derived from customers in the USA (last year: £531 million) and

£534 million of external revenues derived from customers in Mainland China (last year: £648 million).

The total of non-current assets, other than financial instruments, and deferred tax assets located in the UK is £458 million

(last year: £523 million). The remaining £1,041 million of non-current assets are located in other countries (last year: £1,168 million),

with £330 million located in the USA (last year: £352 million) and £173 million located in Mainland China (last year: £200 million).

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    191

4. Net operating expenses

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| Other operating income |  | (23) | (13) |
| Selling and distribution costs |  | 1,172 | 1,248 |
| Administrative expenses |  | 363 | 356 |
|  |  | 1,512 | 1,591 |
| Adjusting operating expenses | 6 | 29 | – |
|  |  | 29 | – |
| Net operating expenses |  | 1,541 | 1,591 |

5. Profit before taxation

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| Profit before taxation is stated after charging/(crediting): |  |  |  |
| Depreciation of property, plant and equipment |  |  |  |
| Within cost of sales |  | 2 | 2 |
| Within selling and distribution costs |  | 93 | 84 |
| Within administrative expenses |  | 17 | 17 |
| Depreciation of right-of-use assets |  |  |  |
| Within cost of sales |  | 1 | 1 |
| Within selling and distribution costs  1 |  | 225 | 214 |
| Within administrative expenses |  | 21 | 19 |
| Amortisation of intangible assets |  |  |  |
| Within selling and distribution costs |  | 1 | 1 |
| Within administrative expenses |  | 53 | 41 |
| Net movement in inventory provisions within cost of sales | 17 | 44 | 39 |
| Loss on disposal of intangible assets |  | – | 3 |
| Gain on modification of right-of-use assets |  | (15) | (4) |
| Impairment charge of property, plant and equipment | 13 | 10 | 5 |
| Impairment charge of right-of-use assets  2 | 14 | 32 | 9 |
| Impairment charge of intangible assets | 12 | 4 | – |
| Employee costs  3 | 27 | 576 | 572 |
| Other lease expense |  |  |  |
| Property lease variable lease expense | 21 | 92 | 111 |
| Property lease in holdover expense | 21 | 8 | 18 |
| Non-property short-term lease expense | 21 | 9 | 12 |
| Net exchange loss on revaluation of monetary assets and liabilities |  | 16 | 20 |
| Net gain on derivatives – fair value through profit and loss |  | (21) | (7) |
| Receivables impairment charge |  | 2 | 4 |

1.  Depreciation of right-of-use assets for the 52 weeks to 29 March 2025 is presented including a charge of £1 million arising as a result of the Group’s restructuring programme

(last year: £nil), which is presented as an adjusting item (refer to note 6).

2. Impairment charge of right-of-use assets for the 52 weeks to 29 March 2025 is presented including £1 million in relation to non-retail right-of-use assets arising as a result of

the Group’s restructuring programme (last year: £nil), which is presented as an adjusting item (refer to note 6).

3. Employee costs for the 52 weeks to 29 March 2025 are presented including a charge of £16 million arising as a result of the Group’s restructuring programme (last year: £nil),

which is presented as an adjusting item (refer to note 6).

191Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Financial Statements | Notes to the Financial Statements

192  Burberry Annual Report 24/25

6. Adjusting items

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Total adjusting operating items | 29 | – |
| Tax on adjusting items | (7) | – |
| Total adjusting items (post-tax) | 22 | – |

Restructuring costs

During the 52 weeks to 29 March 2025, restructuring costs of £29 million (last year: £nil) were incurred, arising primarily as a result of

the Burberry Forward transformation programme initiated during the period and the majority of which is expected to conclude by the

end of FY 2025/26. The associated costs, which are recorded within operating expenses, and are largely cash costs, principally

related to redundancies of £16 million, consultancy costs of £9 million and other restructuring related costs of £4 million. These costs

are presented as an adjusting item, in accordance with the Group’s accounting policy, as the anticipated cost of the restructuring

programme is considered material and discrete in nature. A related tax credit of £7 million (last year: £nil) has also been recognised in

the current year. The cumulative costs, which are largely cash costs, related to the Burberry Forward transformation programme are

expected to total £80 million.

7. Auditor remuneration

Fees incurred during the year in relation to audit and non-audit services are analysed below:

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Audit services in respect of the financial statements of the Company and consolidation | 0.5 | 0.5 |
| Audit services in respect of the financial statements of subsidiary companies | 3.0 | 2.9 |
| Audit-related assurance services | 0.2 | 0.1 |
| Other non-audit-related services | 0.3 | 0.2 |
| Total | 4.0 | 3.7 |

8. Financing

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| Finance income – amortised cost |  | 12 | 9 |
| Finance income – fair value through profit and loss |  | 13 | 22 |
| Finance income |  | 25 | 31 |
| Finance expense on lease liabilities | 21 | (49) | (43) |
| Finance expense on overdrafts |  | (7) | (7) |
| Interest expense on borrowings |  | (25) | (4) |
| Other finance expense |  | (5) | (11) |
| Bank charges |  | (2) | (1) |
| Finance expense |  | (88) | (66) |
| Net finance expense |  | (63) | (35) |

192 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

192  Burberry Annual Report 24/25

6. Adjusting items

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Total adjusting operating items

29

–

Tax on adjusting items

(7)

–

Total adjusting items (post-tax)

22

–

Restructuring costs

During the 52 weeks to 29 March 2025, restructuring costs of £29 million (last year: £nil) were incurred, arising primarily as a result of

the Burberry Forward transformation programme initiated during the period and the majority of which is expected to conclude by the

end of FY 2025/26. The associated costs, which are recorded within operating expenses, and are largely cash costs, principally

related to redundancies of £16 million, consultancy costs of £9 million and other restructuring related costs of £4 million. These costs

are presented as an adjusting item, in accordance with the Group’s accounting policy, as the anticipated cost of the restructuring

programme is considered material and discrete in nature. A related tax credit of £7 million (last year: £nil) has also been recognised in

the current year. The cumulative costs, which are largely cash costs, related to the Burberry Forward transformation programme are

expected to total £80 million.

7. Auditor remuneration

Fees incurred during the year in relation to audit and non-audit services are analysed below:

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Audit services in respect of the financial statements of the Company and consolidation

0.5

0.5

Audit services in respect of the financial statements of subsidiary companies

3.0

2.9

Audit-related assurance services

0.2

0.1

Other non-audit-related services

0.3

0.2

Total

4.0

3.7

8. Financing

Note

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Finance income – amortised cost

12

9

Finance income – fair value through profit and loss

13

22

Finance income

25

31

Finance expense on lease liabilities

21

(49)

(43)

Finance expense on overdrafts

(7)

(7)

Interest expense on borrowings

(25)

(4)

Other finance expense

(5)

(11)

Bank charges

(2)

(1)

Finance expense

(88)

(66)

Net finance expense

(63)

(35)

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    193

9. Taxation

Analysis of charge for the year recognised in the Group Income Statement:

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Current tax |  |  |
| UK corporation tax |  |  |
| Current tax on income for the 52 weeks to 29 March 2025 at 25% (last year: 25%) | 4 | 104 |
| Double taxation relief | – | (3) |
| Adjustments in respect of prior years  1 | (7) | 44 |
|  | (3) | 145 |
| Foreign tax |  |  |
| Current tax on income for the year | 26 | 26 |
| Adjustments in respect of prior years  1 | 15 | (35) |
|  | 41 | (9) |
| Total current tax | 38 | 136 |
| Deferred tax |  |  |
| UK deferred tax |  |  |
| Origination and reversal of temporary differences | (2) | 5 |
| Adjustments in respect of prior years  1 | 2 | (1) |
|  | – | 4 |
| Foreign deferred tax |  |  |
| Origination and reversal of temporary differences | (31) | (28) |
| Adjustments in respect of prior years  1 | 2 | – |
|  | (29) | (28) |
| Total deferred tax | (29) | (24) |
| Total tax charge on profit | 9 | 112 |

1.  Adjustments in respect of prior years relate mainly to adjustments to estimates of prior period tax liabilities and a net increase in provisions for uncertain tax positions (where in

some instances the provision also includes offsetting relief in a different jurisdiction) and tax accruals.

Analysis of charge for the year recognised in other comprehensive income and directly in equity:

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Current tax |  |  |
| Recognised in other comprehensive income: |  |  |
| Current tax credit on exchange differences on loans (foreign currency translation reserve) | – | (1) |
| Total current tax recognised in other comprehensive income | – | (1) |
| Deferred tax |  |  |
| Recognised in equity: |  |  |
| Deferred tax charge on share options (retained earnings) | – | 2 |
| Total deferred tax recognised directly in equity | – | 2 |

193Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

194  Burberry Annual Report 24/25

9. Taxation continued

The tax rate applicable on profit varied from the standard rate of corporation tax in the UK due to the following factors:

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| (Loss)/profit before taxation | (66) | 383 |
| Tax at 25% (last year: 25%) on profit before taxation | (16) | 97 |
| Rate adjustments relating to overseas profits | (1) | – |
| Permanent differences | 8 | 3 |
| Current year tax losses not recognised | 6 | 3 |
| Prior year temporary differences and tax losses recognised | – | 1 |
| Adjustments in respect of prior years | 12 | 8 |
| Total taxation charge | 9 | 112 |

Total taxation recognised in the Group Income Statement arises on the following items:

Note

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | 52 weeks to | 52 weeks to |
|  |  | 29 March | 30 March |
|  |  | 2025 | 2024 |
|  |  | £m | £m |
| Tax on adjusted (loss)/profit before taxation |  | 16 | 112 |
| Tax on adjusting items | 6 | (7) | – |
| Total taxation charge |  | 9 | 112 |

Factors affecting future tax charges

Uncertain tax positions

The Group operates in numerous tax jurisdictions around the world and is subject to factors that may affect future tax charges

including transfer pricing, tax rate changes, tax legislation changes, tax authority interpretation, expiry of statutes of limitation,

tax litigation, and resolution of tax audits and disputes.

At any given time, the Group has open years outstanding in various countries and is involved in tax audits and disputes, some of which

may take several years to resolve. Provisions are based on best estimates and management’s judgements concerning the likely

ultimate outcome of any audit or dispute. Management considers the specific circumstances of each tax position and takes external

advice, where appropriate, to assess the range of potential outcomes and estimate additional tax that may be due.

At 29 March 2025 the Group recognised provisions of £107 million in respect of uncertain tax positions (last year: £91 million), being

provisions of £128 million net of expected reimbursements of £21 million (last year: £131 million net of expected reimbursements of

£40 million). The majority of these provisions relate to the tax impact of intra-group transactions between the UK and the various

jurisdictions in which the Group operates, as would be expected for a group operating internationally.

The Group believes that it has made adequate provision in respect of additional tax liabilities that may arise from open years, tax

audits and disputes. However, the actual liability for any particular issue may be higher or lower than the amount provided, resulting in

a negative or positive effect on the tax charge in any given year. A reduction in the tax charge may also arise for other reasons such as

an expiry of the relevant statute of limitations. Depending on the final outcome of tax audits which are currently in progress, statute of

limitations expiry, and other factors, an impact on the tax charge could arise. The tax impact of intra-group transactions is a complex

area and resolution of matters can take many years. Given the inherent uncertainty, it is difficult to predict the timing of when these

matters will be resolved and the quantum of the ultimate resolution. Management estimate that the outcome across all matters under

dispute or in negotiation between governments could be in the range of a decrease of £38 million, to an increase of £83 million, in the

uncertain tax position over the next 12 months.

Legislative changes

The OECD Pillar Two GloBE Rules introduce a global minimum corporate tax rate of 15% applicable to multinational enterprise groups

with global revenue over €750 million. All participating OECD members are required to incorporate these rules into national

legislation. The Group is subject to the Pillar Two Model Rules from FY 2024/25 but does not meet the threshold for application of the

Pillar One transfer pricing rules. The Group applies the temporary exception from the accounting requirements for deferred taxes in

IAS 12. Accordingly, the Group neither recognises nor discloses information about deferred tax assets and liabilities related to Pillar

Two income taxes.

UK legislation in relation to Pillar Two was substantively enacted on 20 June 2023 and applies to the Group for the reporting period

beginning 31 March 2024. The Group has performed an analysis of the potential exposure to Pillar Two income taxes. The analysis of

the potential exposure to Pillar Two income taxes is based on the most recently submitted Country by Country Reporting available for

the constituent entities in the Group (for the 52 weeks to 29 March 2025). Based on the analysis, the transitional safe harbour relief

should apply in respect of most jurisdictions in which the Group operates. Although there are a limited number of jurisdictions where

the transitional safe harbour relief may not apply, the Group does not expect a material exposure to Pillar Two income taxes in

those jurisdictions.

194 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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wDQ063/AODCX/4qj/hOPFv/AENOt/8Agwl/+KoA+4aK+IP+E78Yf9DXrn/gxm/+Ko/4Tvxh/wBDXrn/AIMZv/iqAPt+iviD/hO/GH/Q165/4MZv/iqP+E78Yf8AQ165/wCDGb/4qgD7for4g/4Tvxh/0Neuf+DGb/4qj/hO/GH/AENeuf8Agxm/+KoA+36K+IP+E78Yf9DXrn/gxm/+Ko/4Tvxh/wBDXrn/AIMZv/iqAPt+iviD/hO/GH/Q165/4MZv/iqP+E78Yf8AQ165/wCDGb/4qgD7for4g/4Tvxh/0Neuf+DGb/4qj/hO/GH/AENeuf8Agxm/+KoA+36K+IP+E78Yf9DXrn/gxm/+Ko/4Tvxh/wBDXrn/AIMZv/iqAPt+iviD/hO/GH/Q165/4MZv/iqKAP/Z)

Financial Statements | Notes to the Financial Statements

194  Burberry Annual Report 24/25

9. Taxation continued

The tax rate applicable on profit varied from the standard rate of corporation tax in the UK due to the following factors:

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

(Loss)/profit before taxation

(66)

383

Tax at 25% (last year: 25%) on profit before taxation

(16)

97

Rate adjustments relating to overseas profits

(1)

–

Permanent differences

8

3

Current year tax losses not recognised

6

3

Prior year temporary differences and tax losses recognised

–

1

Adjustments in respect of prior years

12

8

Total taxation charge

9

112

Total taxation recognised in the Group Income Statement arises on the following items:

Note

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Tax on adjusted (loss)/profit before taxation

16

112

Tax on adjusting items

6

(7)

–

Total taxation charge

9

112

Factors affecting future tax charges

Uncertain tax positions

The Group operates in numerous tax jurisdictions around the world and is subject to factors that may affect future tax charges

including transfer pricing, tax rate changes, tax legislation changes, tax authority interpretation, expiry of statutes of limitation,

tax litigation, and resolution of tax audits and disputes.

At any given time, the Group has open years outstanding in various countries and is involved in tax audits and disputes, some of which

may take several years to resolve. Provisions are based on best estimates and management’s judgements concerning the likely

ultimate outcome of any audit or dispute. Management considers the specific circumstances of each tax position and takes external

advice, where appropriate, to assess the range of potential outcomes and estimate additional tax that may be due.

At 29 March 2025 the Group recognised provisions of £107 million in respect of uncertain tax positions (last year: £91 million), being

provisions of £128 million net of expected reimbursements of £21 million (last year: £131 million net of expected reimbursements of

£40 million). The majority of these provisions relate to the tax impact of intra-group transactions between the UK and the various

jurisdictions in which the Group operates, as would be expected for a group operating internationally.

The Group believes that it has made adequate provision in respect of additional tax liabilities that may arise from open years, tax

audits and disputes. However, the actual liability for any particular issue may be higher or lower than the amount provided, resulting in

a negative or positive effect on the tax charge in any given year. A reduction in the tax charge may also arise for other reasons such as

an expiry of the relevant statute of limitations. Depending on the final outcome of tax audits which are currently in progress, statute of

limitations expiry, and other factors, an impact on the tax charge could arise. The tax impact of intra-group transactions is a complex

area and resolution of matters can take many years. Given the inherent uncertainty, it is difficult to predict the timing of when these

matters will be resolved and the quantum of the ultimate resolution. Management estimate that the outcome across all matters under

dispute or in negotiation between governments could be in the range of a decrease of £38 million, to an increase of £83 million, in the

uncertain tax position over the next 12 months.

Legislative changes

The OECD Pillar Two GloBE Rules introduce a global minimum corporate tax rate of 15% applicable to multinational enterprise groups

with global revenue over €750 million. All participating OECD members are required to incorporate these rules into national

legislation. The Group is subject to the Pillar Two Model Rules from FY 2024/25 but does not meet the threshold for application of the

Pillar One transfer pricing rules. The Group applies the temporary exception from the accounting requirements for deferred taxes in

IAS 12. Accordingly, the Group neither recognises nor discloses information about deferred tax assets and liabilities related to Pillar

Two income taxes.

UK legislation in relation to Pillar Two was substantively enacted on 20 June 2023 and applies to the Group for the reporting period

beginning 31 March 2024. The Group has performed an analysis of the potential exposure to Pillar Two income taxes. The analysis of

the potential exposure to Pillar Two income taxes is based on the most recently submitted Country by Country Reporting available for

the constituent entities in the Group (for the 52 weeks to 29 March 2025). Based on the analysis, the transitional safe harbour relief

should apply in respect of most jurisdictions in which the Group operates. Although there are a limited number of jurisdictions where

the transitional safe harbour relief may not apply, the Group does not expect a material exposure to Pillar Two income taxes in

those jurisdictions.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    195

10. Earnings per share

The calculation of basic earnings per share is based on profit or loss attributable to owners of the Company for the year divided by

the weighted average number of ordinary shares in issue during the year. Basic and diluted earnings per share based on adjusted

profit before taxation are also disclosed to indicate the underlying profitability of the Group.

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Attributable (loss)/profit for the year before adjusting items  1 | (53) | 270 |
| Effect of adjusting items (after taxation)  1 | (22) | – |
| Attributable (loss)/profit for the year | (75) | 270 |

1.  Refer to note 6 for details of adjusting items.

The weighted average number of ordinary shares represents the weighted average number of Burberry Group plc ordinary shares in

issue throughout the year, excluding ordinary shares held in the Group’s ESOP trusts and treasury shares held by the Company or its

subsidiaries.

Diluted earnings per share is based on the weighted average number of ordinary shares in issue during the year. In addition, account

is taken of any options and awards made under the employee share incentive schemes, which will have a dilutive effect when

exercised. Refer to note 27 for additional information on the terms and conditions of the employee share incentive schemes.

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | Millions | Millions |
| Weighted average number of ordinary shares in issue during the year | 357.5 | 365.0 |
| Dilutive effect of the employee share incentive schemes  1 | 0.9 | 1.2 |
| Diluted weighted average number of ordinary shares in issue during the year  1 | 358.4 | 366.2 |

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | Pence | Pence |
| (Loss)/earnings per share |  |  |
| Basic | (20.9) | 74.1 |
| Diluted  1 | (20.9) | 73.9 |
| Adjusted (loss)/earnings per share |  |  |
| Basic | (14.8) | 74.1 |
| Diluted  1 | (14.8) | 73.9 |

1.  As the Group incurred an attributable loss for the 52 weeks to 29 March 2025, the effect of employee share incentive schemes was antidilutive and therefore not included in

the calculation of diluted loss per share for the period.

11. Dividends paid to owners of the Company

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Prior year final dividend paid 42.7p per share (last year: 44.5p) | 152 | 167 |
| Interim dividend paid £nil per share (last year: 18.3p) | – | 66 |
| Total | 152 | 233 |

The Directors have elected not to declare an interim or final dividend in respect of the 52 weeks to 29 March 2025 (last year: 42.7p).

195Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

196  Burberry Annual Report 24/25

12. Intangible assets

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
|  |  | Trademarks, |  |  |  |
|  |  | licences and other |  | Intangible assets in |  |
|  |  | intangible | Computer | the course of |  |
|  | Goodwill | assets | software | construction | Total |
| Cost | £m | £m | £m | £m | £m |
| As at 1 April 2023 | 115 | 14 | 248 | 69 | 446 |
| Effect of foreign exchange rate changes | (6) | – | (2) | – | (8) |
| Additions | – | 1 | 8 | 44 | 53 |
| Business combination | 16 | 1 | – | – | 17 |
| Disposals | – | – | (5) | (22) | (27) |
| Reclassifications from assets in the course of construction | – | – | 30 | (30) | – |
| As at 30 March 2024 | 125 | 16 | 279 | 61 | 481 |
| Effect of foreign exchange rate changes | (5) | – | (1) | – | (6) |
| Additions | – | – | 2 | 22 | 24 |
| Disposals | – | (1) | (28) | – | (29) |
| Reclassifications from assets in the course of construction | – | – | 61 | (61) | – |
| As at 29 March 2025 | 120 | 15 | 313 | 22 | 470 |
| Accumulated amortisation and impairment |  |  |  |  |  |
| As at 1 April 2023 | 6 | 8 | 165 | 19 | 198 |
| Effect of foreign exchange rate changes | – | – | (2) | – | (2) |
| Charge for the year | – | 1 | 41 | – | 42 |
| Disposals | – | – | (5) | (19) | (24) |
| As at 30 March 2024 | 6 | 9 | 199 | – | 214 |
| Effect of foreign exchange rate changes | – | – | (2) | – | (2) |
| Charge for the year | – | 1 | 53 | – | 54 |
| Disposals | – | (1) | (28) | – | (29) |
| Impairment charge on assets | – | – | 4 | – | 4 |
| As at 29 March 2025 | 6 | 9 | 226 | – | 241 |
| Net book value |  |  |  |  |  |
| As at 29 March 2025 | 114 | 6 | 87 | 22 | 229 |
| As at 30 March 2024 | 119 | 7 | 80 | 61 | 267 |

Impairment testing of goodwill

The carrying value of the goodwill allocated to cash generating units:

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Mainland China | 45 | 46 |
| South Korea | 22 | 24 |
| Retail and Wholesale segment  1 | 34 | 35 |
| Other | 13 | 14 |
| Total | 114 | 119 |

1.  Goodwill which arose on acquisitions of Burberry Manifattura S.R.L. and Burberry Tecnica S.R.L. has been allocated to the group of cash generating units which make up the

Group’s Retail and Wholesale operating segment cash generating unit. This reflects the lowest level at which the goodwill is being monitored by management.

The Group tests goodwill for impairment annually or when there is an indication that goodwill might be impaired. The recoverable

amount of all cash generating units has been determined on a value-in-use basis. Value-in-use calculations for each cash generating

unit are based on projected pre-tax discounted cash flows together with a discounted terminal value. The cash flows have been

discounted at pre-tax rates reflecting the Group’s weighted average cost of capital adjusted for country-specific tax rates and risks.

Where the cash generating unit has a non-controlling interest which was recognised at a value equal to its proportionate interest in

the net identifiable assets of the acquired subsidiary at the acquisition date, the carrying amount of the goodwill has been grossed up,

to include the goodwill attributable to the non-controlling interest, for the purpose of impairment testing the goodwill attributable to

the cash generating unit. The key assumptions contained in the value-in-use calculations include the future revenues, the operating

profit margins achieved and the discount rates applied.

The value-in-use calculations have been prepared using management’s cost and revenue projections for the next three years to 1 April

2028 and a longer-term growth rate of 5% to 30 March 2030 (last year: 5% to 31 March 2029). A terminal value has been included in

the value-in-use calculation based on the cash flows for the year ending 30 March 2030, incorporating the assumption that growth

beyond 30 March 2030 is equivalent to nominal inflation rates, assumed to be 2% (last year: 2% beyond 31 March 2029), which are

not significant to the assessment.

The value-in-use estimates indicated that the recoverable amount of the cash generating unit exceeded the carrying value for each of

the cash generating units. As a result, no impairment has been recognised in respect of the carrying value of goodwill in the year.

196 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

196  Burberry Annual Report 24/25

12. Intangible assets

Cost

Goodwill

£m

Trademarks,

licences and other

intangible

assets

£m

Computer

software

£m

Intangible assets in

the course of

construction

£m

Total

£m

As at 1 April 2023

115

14

248

69

446

Effect of foreign exchange rate changes

(6)

–

(2)

–

(8)

Additions

–

1

8

44

53

Business combination

16

1

–

–

17

Disposals

–

–

(5)

(22)

(27)

Reclassifications from assets in the course of construction

–

–

30

(30)

–

As at 30 March 2024

125

16

279

61

481

Effect of foreign exchange rate changes

(5)

–

(1)

–

(6)

Additions

–

–

2

22

24

Disposals

–

(1)

(28)

–

(29)

Reclassifications from assets in the course of construction

–

–

61

(61)

–

As at 29 March 2025

120

15

313

22

470

Accumulated amortisation and impairment

As at 1 April 2023

6

8

165

19

198

Effect of foreign exchange rate changes

–

–

(2)

–

(2)

Charge for the year

–

1

41

–

42

Disposals

–

–

(5)

(19)

(24)

As at 30 March 2024

6

9

199

–

214

Effect of foreign exchange rate changes

–

–

(2)

–

(2)

Charge for the year

–

1

53

–

54

Disposals

–

(1)

(28)

–

(29)

Impairment charge on assets

–

–

4

–

4

As at 29 March 2025

6

9

226

–

241

Net book value

As at 29 March 2025

114

6

87

22

229

As at 30 March 2024

119

7

80

61

267

Impairment testing of goodwill

The carrying value of the goodwill allocated to cash generating units:

As at

29 March

2025

£m

As at

30 March

2024

£m

Mainland China

45

46

South Korea

22

24

Retail and Wholesale segment

1

34

35

Other

13

14

Total

114

119

1.  Goodwill which arose on acquisitions of Burberry Manifattura S.R.L. and Burberry Tecnica S.R.L. has been allocated to the group of cash generating units which make up the

Group’s Retail and Wholesale operating segment cash generating unit. This reflects the lowest level at which the goodwill is being monitored by management.

The Group tests goodwill for impairment annually or when there is an indication that goodwill might be impaired. The recoverable

amount of all cash generating units has been determined on a value-in-use basis. Value-in-use calculations for each cash generating

unit are based on projected pre-tax discounted cash flows together with a discounted terminal value. The cash flows have been

discounted at pre-tax rates reflecting the Group’s weighted average cost of capital adjusted for country-specific tax rates and risks.

Where the cash generating unit has a non-controlling interest which was recognised at a value equal to its proportionate interest in

the net identifiable assets of the acquired subsidiary at the acquisition date, the carrying amount of the goodwill has been grossed up,

to include the goodwill attributable to the non-controlling interest, for the purpose of impairment testing the goodwill attributable to

the cash generating unit. The key assumptions contained in the value-in-use calculations include the future revenues, the operating

profit margins achieved and the discount rates applied.

The value-in-use calculations have been prepared using management’s cost and revenue projections for the next three years to 1 April

2028 and a longer-term growth rate of 5% to 30 March 2030 (last year: 5% to 31 March 2029). A terminal value has been included in

the value-in-use calculation based on the cash flows for the year ending 30 March 2030, incorporating the assumption that growth

beyond 30 March 2030 is equivalent to nominal inflation rates, assumed to be 2% (last year: 2% beyond 31 March 2029), which are

not significant to the assessment.

The value-in-use estimates indicated that the recoverable amount of the cash generating unit exceeded the carrying value for each of

the cash generating units. As a result, no impairment has been recognised in respect of the carrying value of goodwill in the year.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    197

12. Intangible assets continued

Impairment testing of goodwill continued

For the material goodwill balances of Mainland China, South Korea and the Retail and Wholesale segment, management has

considered the potential impact of reasonably possible changes in assumptions on the recoverable amount of goodwill. The

sensitivities include applying a 10% reduction in revenue and gross profit and the associated impact on operating profit margin from

management’s base cash flow projections, considering the macroeconomic and political uncertainty risk on the Group’s retail

operations and on the global economy. Under this scenario, the estimated recoverable amount of goodwill in Mainland China, South

Korea and the Retail and Wholesale segment still exceeded the carrying value.

The pre-tax discount rates for Mainland China, South Korea and the Retail and Wholesale segment were 12%, 11% and 12%

respectively (last year: Mainland China 12%, South Korea 10%, and the Retail and Wholesale segment 11%). No reasonably possible

change in these pre-tax discount rates would result in the carrying value exceeding the estimated recoverable amount of goodwill.

The other goodwill balance of £13 million (last year: £14 million) consists of amounts relating to eight cash generating units, none of

which have goodwill balances individually exceeding £6 million as at 29 March 2025 (last year: £6 million).

13. Property, plant and equipment

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
|  |  |  | Fixtures, | Assets in the |  |
|  | Freehold land | Leasehold | fittings and | course of |  |
|  | and buildings | improvements | equipment | construction | Total |
| Cost | £m | £m | £m | £m | £m |
| As at 1 April 2023 | 121 | 585 | 366 | 76 | 1,148 |
| Effect of foreign exchange rate changes | (2) | (27) | (8) | (3) | (40) |
| Additions | – | 88 | 32 | 44 | 164 |
| Business combination | – | – | 1 | – | 1 |
| Disposals | – | (69) | (47) | – | (116) |
| Reclassifications from assets in the course of construction | – | 54 | 14 | (68) | – |
| Reclassifications to assets held for sale | (28) | – | – | – | (28) |
| As at 30 March 2024 | 91 | 631 | 358 | 49 | 1,129 |
| Effect of foreign exchange rate changes | (2) | (18) | (9) | (1) | (30) |
| Additions | 2 | 86 | 15 | 20 | 123 |
| Disposals | – | (36) | (23) | – | (59) |
| Reclassifications from assets in the course of construction | – | 26 | 21 | (47) | – |
| As at 29 March 2025 | 91 | 689 | 362 | 21 | 1,163 |
| Accumulated  depreciation and impairment |  |  |  |  |  |
| As at 1 April 2023 | 62 | 407 | 303 | – | 772 |
| Effect of foreign exchange rate changes | – | (17) | (8) | – | (25) |
| Charge for the year | 2 | 69 | 32 | – | 103 |
| Disposals | – | (69) | (47) | – | (116) |
| Impairment charge on assets | – | 4 | 1 | – | 5 |
| Reclassifications to assets held for sale | (16) | – | – | – | (16) |
| As at 30 March 2024 | 48 | 394 | 281 | – | 723 |
| Effect of foreign exchange rate changes | (2) | (12) | (7) | – | (21) |
| Charge for the year | 2 | 77 | 33 | – | 112 |
| Disposals | – | (36) | (23) | – | (59) |
| Impairment charge on assets | – | 8 | 2 | – | 10 |
| As at 29 March 2025 | 48 | 431 | 286 | – | 765 |
| Net book value |  |  |  |  |  |
| As at 29 March 2025 | 43 | 258 | 76 | 21 | 398 |
| As at 30 March 2024 | 43 | 237 | 77 | 49 | 406 |

197Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

198  Burberry Annual Report 24/25

13. Property, plant and equipment continued

During the 52 weeks to 29 March 2025, management carried out a review of retail cash generating units comprising right-of-use

asset and property, plant and equipment, for any indication of impairment or reversal of impairments previously recorded. Where

indications of impairment charges or reversals were identified, the impairment review compared the value-in-use of the cash

generating units to their net book values at 29 March 2025. The pre-tax cash flow projections used for this review were based on

financial plans of expected revenues and costs of each retail cash generating unit, approved by management, reflecting their latest

plans over the next three years to 1 April 2028. For the remainder of the asset life, the cash flows assume industry growth rates of 5%

(last year: 5%) and cost inflation rates appropriate to each store’s location, followed by longer-term growth rates of mid-single digits

(last year: mid-single digits) and inflation rates appropriate to each store’s location. The pre-tax discount rates used in these

calculations were between 10.5% and 12.8% (last year: between 10.2% and 12.1%) based on the Group’s weighted average cost of

capital adjusted for country-specific borrowing costs, tax rates and risks for those countries in which a charge was incurred. Where

indicators of impairment have been identified and the value-in-use was less than the carrying value of the cash generating unit, an

impairment of property, plant and equipment and right-of-use asset was recorded.

During the 52 weeks to 29 March 2025, a charge of £42 million (last year: £14 million) was recorded within net operating expenses as

a result of the annual review of impairment for retail store assets. The charge is comprised of £10 million (last year: £5 million)

recorded against property, plant and equipment and £32 million (last year: £9 million) recorded against right-of-use assets. Refer to

note 14 for further details of right-of-use assets.

The impairment charge recorded in property, plant and equipment related to 17 retail cash generating units (last year: six retail cash

generating units) for which the total recoverable amount at the balance sheet date is £17 million (last year: £15 million).

Management has considered the potential impact of changes in assumptions on the impairment recorded against the Group’s

retail assets. Given the macroeconomic and political uncertainty risk on the Group’s retail operations and on the global economy,

management has considered sensitivities to the impairment charge as a result of changes to the estimate of future revenues achieved

by the retail stores. The sensitivities applied are an increase or decrease in revenue of 10% from the estimate used to determine the

impairment charge or reversal. It is estimated that a 10% decrease/increase in revenue assumptions for the 52 weeks to 28 March

2026, with no change to subsequent forecast revenue growth rate assumptions, would result in a £11 million increase/£18 million

decrease in the impairment charge of retail store assets in the 52 weeks to 29 March 2025 (last year: £19 million increase/ £9 million

decrease).

No assets were classified as held for sale at 29 March 2025. During the 52 weeks to 29 March 2025, the Group completed the sale of

a freehold property previously classified as held for sale for £12 million, resulting in a net gain on disposal of £nil.

14. Right-of-use assets

|  |  |  |  |
| --- | --- | --- | --- |
|  | Property right-  Non  -property right- |  | Total right- |
|  | of-use assets | of-use assets | of-use assets |
| Net book value | £m | £m | £m |
| As at 1 April 2023 | 950 | – | 950 |
| Effect of foreign exchange rate changes | (27) | – | (27) |
| Additions | 162 | – | 162 |
| Business combination | 2 | – | 2 |
| Remeasurements | 169 | – | 169 |
| Depreciation for the year | (234) | – | (234) |
| Impairment charge on right-of-use assets | (9) | – | (9) |
| As at 30 March 2024 | 1,013 | – | 1,013 |
| Effect of foreign exchange rate changes | (17) | – | (17) |
| Additions | 65 | 5 | 70 |
| Remeasurements | 80 | – | 80 |
| Depreciation for the year | (244) | (3) | (247) |
| Impairment charge on right-of-use assets | (32) | – | (32) |
| As at 29 March 2025 | 865 | 2 | 867 |

As a result of the assessment of retail cash generating units for impairment, an impairment charge of £31 million (last year: £9 million)

was recorded for impairment of right-of-use assets related to trading impacts. Refer to note 13 for further details of impairment

assessment of retail cash generating units. The impairment charge in the prior year arose from the impairment of right-of-use assets

related to trading impacts.

The impairment charge recorded in right-of-use assets relates to 18 retail cash generating units (last year: seven retail cash

generating units) for which the total recoverable amount at the balance sheet date is £53 million (last year: £44 million).

At 29 March 2025, an impairment charge of £1 million was recognised in relation to non-retail right-of-use assets arising as a result of

the Group’s restructuring programme and was presented as an adjusting item (refer to note 6).

As a result, the total impairment charge for right-of-use assets was £32 million (last year: £9 million).

198 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

198  Burberry Annual Report 24/25

13. Property, plant and equipment continued

During the 52 weeks to 29 March 2025, management carried out a review of retail cash generating units comprising right-of-use

asset and property, plant and equipment, for any indication of impairment or reversal of impairments previously recorded. Where

indications of impairment charges or reversals were identified, the impairment review compared the value-in-use of the cash

generating units to their net book values at 29 March 2025. The pre-tax cash flow projections used for this review were based on

financial plans of expected revenues and costs of each retail cash generating unit, approved by management, reflecting their latest

plans over the next three years to 1 April 2028. For the remainder of the asset life, the cash flows assume industry growth rates of 5%

(last year: 5%) and cost inflation rates appropriate to each store’s location, followed by longer-term growth rates of mid-single digits

(last year: mid-single digits) and inflation rates appropriate to each store’s location. The pre-tax discount rates used in these

calculations were between 10.5% and 12.8% (last year: between 10.2% and 12.1%) based on the Group’s weighted average cost of

capital adjusted for country-specific borrowing costs, tax rates and risks for those countries in which a charge was incurred. Where

indicators of impairment have been identified and the value-in-use was less than the carrying value of the cash generating unit, an

impairment of property, plant and equipment and right-of-use asset was recorded.

During the 52 weeks to 29 March 2025, a charge of £42 million (last year: £14 million) was recorded within net operating expenses as

a result of the annual review of impairment for retail store assets. The charge is comprised of £10 million (last year: £5 million)

recorded against property, plant and equipment and £32 million (last year: £9 million) recorded against right-of-use assets. Refer to

note 14 for further details of right-of-use assets.

The impairment charge recorded in property, plant and equipment related to 17 retail cash generating units (last year: six retail cash

generating units) for which the total recoverable amount at the balance sheet date is £17 million (last year: £15 million).

Management has considered the potential impact of changes in assumptions on the impairment recorded against the Group’s

retail assets. Given the macroeconomic and political uncertainty risk on the Group’s retail operations and on the global economy,

management has considered sensitivities to the impairment charge as a result of changes to the estimate of future revenues achieved

by the retail stores. The sensitivities applied are an increase or decrease in revenue of 10% from the estimate used to determine the

impairment charge or reversal. It is estimated that a 10% decrease/increase in revenue assumptions for the 52 weeks to 28 March

2026, with no change to subsequent forecast revenue growth rate assumptions, would result in a £11 million increase/£18 million

decrease in the impairment charge of retail store assets in the 52 weeks to 29 March 2025 (last year: £19 million increase/ £9 million

decrease).

No assets were classified as held for sale at 29 March 2025. During the 52 weeks to 29 March 2025, the Group completed the sale of

a freehold property previously classified as held for sale for £12 million, resulting in a net gain on disposal of £nil.

14. Right-of-use assets

Net book value

Property right-

of-use assets

£m

Non

-property right-

of-use assets

£m

Total right-

of-use assets

£m

As at 1 April 2023

950

–

950

Effect of foreign exchange rate changes

(27)

–

(27)

Additions

162

–

162

Business combination

2

–

2

Remeasurements

169

–

169

Depreciation for the year

(234)

–

(234)

Impairment charge on right-of-use assets

(9)

–

(9)

As at 30 March 2024

1,013

–

1,013

Effect of foreign exchange rate changes

(17)

–

(17)

Additions

65

5

70

Remeasurements

80

–

80

Depreciation for the year

(244)

(3)

(247)

Impairment charge on right-of-use assets

(32)

–

(32)

As at 29 March 2025

865

2

867

As a result of the assessment of retail cash generating units for impairment, an impairment charge of £31 million (last year: £9 million)

was recorded for impairment of right-of-use assets related to trading impacts. Refer to note 13 for further details of impairment

assessment of retail cash generating units. The impairment charge in the prior year arose from the impairment of right-of-use assets

related to trading impacts.

The impairment charge recorded in right-of-use assets relates to 18 retail cash generating units (last year: seven retail cash

generating units) for which the total recoverable amount at the balance sheet date is £53 million (last year: £44 million).

At 29 March 2025, an impairment charge of £1 million was recognised in relation to non-retail right-of-use assets arising as a result of

the Group’s restructuring programme and was presented as an adjusting item (refer to note 6).

As a result, the total impairment charge for right-of-use assets was £32 million (last year: £9 million).

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    199

15. Deferred taxation

Deferred tax assets and liabilities are offset when there is a legally enforceable right to offset current tax assets against current tax

liabilities and there is an intention to settle on a net basis, and to the same fiscal authority. The assets and liabilities presented in the

Balance Sheet, after offset, are shown in the table below:

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Deferred tax assets | 233 | 208 |
| Deferred tax liabilities | (1) | (1) |
| Net amount | 232 | 207 |

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
| The movement in the deferred tax account is as follows: | £m | £m |
| At start of year | 207 | 196 |
| Effect of foreign exchange rate changes | (4) | (11) |
| Credited to the Income Statement | 29 | 24 |
| Business combination | – | (1) |
| Credited to other comprehensive income | – | 1 |
| Charged to equity | – | (2) |
| At end of year | 232 | 207 |

The movement in the net deferred tax balances during the year is as follows:

|  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- |
|  |  | Unrealised |  |  |  |  |  |
|  |  | inventory profit |  |  |  |  |  |
|  |  | and other |  |  |  |  |  |
|  | Capital | inventory | Share | Unused tax |  |  |  |
|  | allowances | provisions | schemes | losses | Leases | Other  1 | Total |
|  | £m | £m | £m | £m | £m | £m | £m |
| As at 1 April 2023 | 14 | 108 | 8 | 14 | 31 | 21 | 196 |
| Effect of foreign exchange rate changes | (1) | (7) | – | – | (1) | (2) | (11) |
| Credited/(charged) to the Income Statement | (11) | 23 | (3) | 15 | 5 | (5) | 24 |
| Business combination | – | – | – | – | – | (1) | (1) |
| Credited to other comprehensive income | – | – | – | – | – | 1 | 1 |
| Charged to equity | – | – | (2) | – | – | – | (2) |
| As at 30 March 2024 | 2 | 124 | 3 | 29 | 35 | 14 | 207 |
| Effect of foreign exchange rate changes | – | 2 | – | (6) | – | – | (4) |
| Credited/(charged) to the Income Statement | 5 | (15) | – | 42 | 4 | (7) | 29 |
| As at 29 March 2025 | 7 | 111 | 3 | 65 | 39 | 7 | 232 |

1.  Deferred balances within Other relate largely to temporary differences arising on other provisions and accruals.

Deferred tax assets are recognised for tax losses carried forward to the extent that the realisation of the related benefit through

future taxable profits is probable. The Group did not recognise deferred tax assets of £50 million (last year: £50 million) in respect of

losses and temporary timing differences amounting to £210 million (last year: £201 million) that can be set off against future taxable

income. There is a time limit for the recovery of £3 million of these potential assets (last year: £1 million) which ranges from one to

10 years (last year: one to five years).

The Group has recognised a deferred tax asset of £92 million (not including profit in stock consolidation adjustments) in Mainland

China, of which £60 million arises due to losses in FY 2022/2023, FY 2023/2024 and FY 2024/2025. Group financial forecasts

indicate that the subsidiary in Mainland China is expected to generate future taxable profits which will enable the deferred tax asset

to be utilised in full.

For jurisdictions where tax deductions do not follow IFRS 16 accounting, the Group recognises a deferred tax asset on the lease

liability and a separate deferred tax liability on the right-of-use asset. The Group applies jurisdictional netting and the net position is

included in the “Leases” column above.

Included within other temporary differences above is a deferred tax liability of £1 million (last year: £1 million) relating to unremitted

overseas earnings. No deferred tax liability is provided in respect of any future remittance of earnings of foreign subsidiaries where

the Group is able to control the remittance of earnings and it is probable that such earnings will not be remitted in the foreseeable

future, or where no liability would arise on the remittance. The aggregate amount of unremitted earnings in respect of which no

deferred tax liability has been provided is £126 million (last year: £255 million).

199Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

200  Burberry Annual Report 24/25

16. Trade and other receivables

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Non-current |  |  |
| Other financial receivables  1 | 43 | 47 |
| Prepayments | 5 | 5 |
| Total non-current trade and other receivables | 48 | 52 |
| Current |  |  |
| Trade receivables | 141 | 189 |
| Provision for expected credit losses | (11) | (10) |
| Net trade receivables | 130 | 179 |
| Other financial receivables  1 | 32 | 27 |
| Other non-financial receivables  2 | 104 | 86 |
| Prepayments | 28 | 33 |
| Accrued income | 15 | 15 |
| Total current trade and other receivables | 309 | 340 |
| Total trade and other receivables | 357 | 392 |

1.  Other financial receivables include rental deposits and other sundry debtors.

2. Other non-financial receivables relates primarily to indirect taxes and other taxes and duties.

Included in total trade and other receivables are non-financial assets of £137 million (last year: £124 million).

The Group’s impairment policies and the calculation of any allowances for credit losses are detailed in note 26 in the credit

risk section.

17. Inventories

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Raw materials | 26 | 29 |
| Work in progress | 1 | 3 |
| Finished goods | 397 | 475 |
| Total inventories | 424 | 507 |

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Total inventories, gross | 527 | 580 |
| Provisions | (103) | (73) |
| Total inventories, net | 424 | 507 |

Inventory provisions of £103 million (last year: £73 million) are recorded, representing 19.6% (last year: 12.6%) of the gross value of

inventory. The provisions reflect management’s best estimate of the net realisable value of inventory, where this is considered to be

lower than the cost of the inventory.

The cost of inventories recognised as an expense and included in cost of sales amounted to £887 million (last year: £922 million).

Taking into account factors impacting the inventory provisioning including the proportion of inventory sold through loss making

channels being higher or lower than expected, management considers that a reasonable potential range of outcomes could result

in an increase in inventory provisions of £31 million or a decrease in inventory provisions of £21 million in the next 12 months.

This would result in a potential range of inventory provisions of 15.6% to 25.5% as a percentage of the gross value of inventory as at

29 March 2025.

The net movement in inventory provisions included in cost of sales for the 52 weeks to 29 March 2025 was a charge of £44 million

(last year: £39 million). The total reversal of inventory provisions during the current year, which is included in the net movement, was

£8 million (last year: £15 million).

200 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Financial Statements | Notes to the Financial Statements

200  Burberry Annual Report 24/25

16. Trade and other receivables

As at

29 March

2025

£m

As at

30 March

2024

£m

Non-current

Other financial receivables

1

43

47

Prepayments

5

5

Total non-current trade and other receivables

48

52

Current

Trade receivables

141

189

Provision for expected credit losses

(11)

(10)

Net trade receivables

130

179

Other financial receivables

1

32

27

Other non-financial receivables

2

104

86

Prepayments

28

33

Accrued income

15

15

Total current trade and other receivables

309

340

Total trade and other receivables

357

392

1.  Other financial receivables include rental deposits and other sundry debtors.

2. Other non-financial receivables relates primarily to indirect taxes and other taxes and duties.

Included in total trade and other receivables are non-financial assets of £137 million (last year: £124 million).

The Group’s impairment policies and the calculation of any allowances for credit losses are detailed in note 26 in the credit

risk section.

17. Inventories

As at

29 March

2025

£m

As at

30 March

2024

£m

Raw materials

26

29

Work in progress

1

3

Finished goods

397

475

Total inventories

424

507

As at

29 March

2025

£m

As at

30 March

2024

£m

Total inventories, gross

527

580

Provisions

(103)

(73)

Total inventories, net

424

507

Inventory provisions of £103 million (last year: £73 million) are recorded, representing 19.6% (last year: 12.6%) of the gross value of

inventory. The provisions reflect management’s best estimate of the net realisable value of inventory, where this is considered to be

lower than the cost of the inventory.

The cost of inventories recognised as an expense and included in cost of sales amounted to £887 million (last year: £922 million).

Taking into account factors impacting the inventory provisioning including the proportion of inventory sold through loss making

channels being higher or lower than expected, management considers that a reasonable potential range of outcomes could result

in an increase in inventory provisions of £31 million or a decrease in inventory provisions of £21 million in the next 12 months.

This would result in a potential range of inventory provisions of 15.6% to 25.5% as a percentage of the gross value of inventory as at

29 March 2025.

The net movement in inventory provisions included in cost of sales for the 52 weeks to 29 March 2025 was a charge of £44 million

(last year: £39 million). The total reversal of inventory provisions during the current year, which is included in the net movement, was

£8 million (last year: £15 million).

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    201

18. Derivative financial instruments

Master netting arrangements

The Group’s derivative contracts are entered into under International Swaps and Derivatives Association (ISDA) master netting

arrangements. In general, under such agreements the amounts owed by each counterparty on a single day in respect of all

transactions outstanding in the same currency are aggregated into a single amount that is payable by one party to the other. In certain

circumstances, such as when a default occurs, all outstanding transactions under the agreement are terminated, the termination value

is assessed and only a single net amount is payable in settlement of all transactions. The ISDA agreements do not meet the criteria for

offsetting in the Balance Sheet as the Group’s right to offset is enforceable only on the occurrence of future events such as default.

The Group has amended the ISDA agreement with two banks to require it to net settle its forward foreign exchange contracts. There

were no derivatives subject to net settlement agreements and offset on the Balance Sheet at 29 March 2025 (last year: none). The

Group’s Balance Sheet would not be materially different if it had offset its forward foreign exchange contracts, interest rate swaps

and equity swap contracts subject to the standard ISDA agreements.

Derivative financial assets and liabilities

The fair value and notional amounts of derivatives analysed by hedge type are as follows:

|  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  |  |  | As at 29 March 2025 |  |  |  | As at 30 March 2024 |  |
|  | Asset |  | Liability |  | Asset |  | Liability |  |
|  |  | Notional |  | Notional |  | Notional |  | Notional |
|  | Fair value | value | Fair value | value | Fair value | value | Fair value | value |
|  | £m | £m | £m | £m | £m | £m | £m | £m |
| Forward foreign exchange contracts – |  |  |  |  |  |  |  |  |
| cash flow hedges | – | 45 | (1) | 110 | – | – | (2) | 71 |
| Forward foreign exchange contracts – |  |  |  |  |  |  |  |  |
| fair value through profit and loss  1 | 10 | 473 | – | 52 | 2 | 305 | (1) | 134 |
| Equity swap contracts – fair value through  profit and loss | 1 | 2 | – | – | – | – | (1) | 4 |
| Interest rate swaps – fair value hedging |  |  |  |  |  |  |  |  |
| instrument  2 | – | – | (3) | 450 | – | – | – | – |
| Total position | 11 | 520 | (4) | 612 | 2 | 305 | (4) | 209 |
| Comprising: |  |  |  |  |  |  |  |  |
| Total current position | 11 | 520 | (1) | 162 | 2 | 305 | (4) | 209 |
| Total non-current position | – | – | (3) | 450 | – | – | – | – |

1.  Forward foreign exchange contracts classified as fair value through profit and loss are used for cash management and hedging monetary assets and liabilities. At 29 March

2025, all such contracts had maturities of no greater than 10 months from the balance sheet date (last year: no greater than three months from the balance sheet date).

2. The Group has entered into interest rate swaps to reduce the level of fixed rate debt in accordance with the Group Treasury Policy, and has entered the swaps into fair value

hedge relationships with the £450 million medium term note (MTN) Fixed rate bond.

Effect of hedge accounting on the financial position and performance

The impact of the hedging instruments on the Group’s financial position and performance is as follows:

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  |  |  |  | Change in fair value |
|  |  |  |  | used for measuring |
|  |  |  |  | ineffectiveness for the |
|  | Carrying amount | Notional amount |  | period |
| As at 29 March 2025 | £m | £m | Maturity date | £m |
| Foreign currency forwards (assets) | – | 45 | Jun 2025 – Jan 2026 | – |
| Foreign currency forwards (liabilities) | (1) | 110 | Jun 2025 – Oct 2025 | 1 |
| Interest rate swaps (assets) | – | – | – | – |
| Interest rate swaps (liabilities) | (3) | 450 | Jun 2030 | (3) |

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  |  |  |  | Change in fair value |
|  |  |  |  | used for measuring |
|  |  |  |  | ineffectiveness for the |
|  | Carrying amount | Notional amount |  | period |
| As  at 30 March 2024 | £m | £m | Maturity date | £m |
| Foreign currency forwards (assets) | – | – | – | – |
| Foreign currency forwards (liabilities) | (2) | 71 | May 2024 – Aug 2024 | (2) |
| Interest rate swaps (assets) | – | – | – | – |
| Interest rate swaps (liabilities) | – | – | – | – |

201Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

202  Burberry Annual Report 24/25

18. Derivative financial instruments continued

The impact of the fair value hedged item on the Balance Sheet as at 29 March 2025 is as follows:

|  |  |  |  |
| --- | --- | --- | --- |
|  |  |  | Change in value of |
|  |  |  | hedged item used to |
|  |  | Accumulated fair value | determine hedge |
|  | Carrying amount | adjustments | ineffectiveness |
|  | £m | £m | £m |
| 5.75% £450m MTN Fixed rate bond | 438 | (2) | (1) |

The change in value of the cash flow hedges used to determine hedge ineffectiveness as at 29 March 2025 is £1 million.

The foreign currency forwards are denominated in the same currency as the highly probable future inventory purchases (EUR),

therefore the hedge ratio is 1:1. The weighted average hedged rate of outstanding contracts (including forward points) in EUR was

1.1893 (last year: 1.1322).

The terms of the interest rate swap contracts match the terms of the borrowings including notional amounts and maturity, interest

settlement and interest rate reset dates, therefore the Group has established a hedge ratio of 1:1 for the hedging relationships as the

underlying risk of the derivative contract is identical to that of the hedged item.

The contractual maturity profile of non-current financial liabilities is shown in note 26. For further details of cash flow hedging, refer to

note 26 in the market risk section.

19. Cash and cash equivalents

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Cash and cash equivalents held at amortised cost |  |  |
| Cash at bank and in hand | 174 | 180 |
| Short-term deposits | 132 | 83 |
| Cash and cash equivalents held at fair value through profit and loss | 306 | 263 |
| Short-term deposits | 507 | 178 |
| Total | 813 | 441 |

Cash and cash equivalents classified as fair value through profit and loss relate to deposits held in low volatility net asset value money

market funds. The cash is available immediately and, since the funds are managed to achieve low volatility, no significant change in

value is anticipated. The funds are monitored to ensure there are no significant changes in value.

As at 29 March 2025 and 30 March 2024, no impairment losses were identified on cash and cash equivalents held at amortised cost.

202 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

202  Burberry Annual Report 24/25

18. Derivative financial instruments continued

The impact of the fair value hedged item on the Balance Sheet as at 29 March 2025 is as follows:

Carrying amount

£m

Accumulated fair value

adjustments

£m

Change in value of

hedged item used to

determine hedge

ineffectiveness

£m

5.75% £450m MTN Fixed rate bond

438

(2)

(1)

The change in value of the cash flow hedges used to determine hedge ineffectiveness as at 29 March 2025 is £1 million.

The foreign currency forwards are denominated in the same currency as the highly probable future inventory purchases (EUR),

therefore the hedge ratio is 1:1. The weighted average hedged rate of outstanding contracts (including forward points) in EUR was

1.1893 (last year: 1.1322).

The terms of the interest rate swap contracts match the terms of the borrowings including notional amounts and maturity, interest

settlement and interest rate reset dates, therefore the Group has established a hedge ratio of 1:1 for the hedging relationships as the

underlying risk of the derivative contract is identical to that of the hedged item.

The contractual maturity profile of non-current financial liabilities is shown in note 26. For further details of cash flow hedging, refer to

note 26 in the market risk section.

19. Cash and cash equivalents

As at

29 March

2025

£m

As at

30 March

2024

£m

Cash and cash equivalents held at amortised cost

Cash at bank and in hand

174

180

Short-term deposits

132

83

306

263

Cash and cash equivalents held at fair value through profit and loss

Short-term deposits

507

178

Total

813

441

Cash and cash equivalents classified as fair value through profit and loss relate to deposits held in low volatility net asset value money

market funds. The cash is available immediately and, since the funds are managed to achieve low volatility, no significant change in

value is anticipated. The funds are monitored to ensure there are no significant changes in value.

As at 29 March 2025 and 30 March 2024, no impairment losses were identified on cash and cash equivalents held at amortised cost.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    203

20. Trade and other payables

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Non-current |  |  |
| Other payables  1 | 3 | 3 |
| Deferred income and non-financial accruals | 8 | 9 |
| Contract liabilities | 43 | 51 |
| Total non-current trade and other payables | 54 | 63 |
| Current |  |  |
| Trade payables | 146 | 180 |
| Other taxes and social security costs | 46 | 45 |
| Other payables  1 | 31 | 21 |
| Accruals | 160 | 165 |
| Deferred income and non-financial accruals | 8 | 11 |
| Contract liabilities | 11 | 12 |
| Deferred consideration  2 | 3 | 5 |
| Total current trade and other payables | 405 | 439 |
| Total trade and other payables | 459 | 502 |

1.  Other payables comprise interest and employee-related liabilities.

2. Deferred consideration relates to the acquisition of the economic right to the non-controlling interest in Burberry Middle East LLC on 22 April 2016. In the 52 weeks

to 29 March 2025, payments of £2 million were made in relation to Burberry Middle East LLC (last year: no payments). Contingent payments of £3 million remain outstanding at

29 March 2025, which will be paid once all required documentation is complete.

Included in total trade and other payables are non-financial liabilities of £116 million (last year: £128 million).

Contract liabilities

Retail contract liabilities relate to unredeemed balances on issued gift cards and similar products, and advanced payments received

for sales which have not yet been delivered to the customer. Licensing contract liabilities relate to deferred revenue arising from the

upfront payment for the Beauty licence which is being recognised in revenue over the term of the licence on a straight-line basis,

reflecting access to the trademark over the licence period to 2032.

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Retail contract liabilities | 4 | 6 |
| Licensing contract liabilities | 50 | 57 |
| Total contract liabilities | 54 | 63 |

The amount of revenue recognised in the year relating to contract liabilities at the start of the year is set out in the following table.

All revenue in the year relates to performance obligations satisfied in the year. All contract liabilities at the end of the year relate to

unsatisfied performance obligations.

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Retail revenue relating to contract liabilities | 2 | 3 |
| Deferred revenue from Beauty licence | 7 | 7 |
| Revenue recognised that was included in contract liabilities at the start of the year | 9 | 10 |

203Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

204  Burberry Annual Report 24/25

21. Lease liabilities

|  |  |  |  |
| --- | --- | --- | --- |
|  |  | Property lease  Non  -Property lease | Total lease |
|  | liabilities | liabilities | liabilities |
|  | £m | £m | £m |
| Balance as at 1 April 2023 | 1,123 | – | 1,123 |
| Effect of foreign exchange rate changes | (30) | – | (30) |
| Created during the year | 159 | – | 159 |
| Business combination | 1 | – | 1 |
| Amounts paid  1 | (274) | – | (274) |
| Discount unwind | 43 | – | 43 |
| Remeasurements  2 | 166 | – | 166 |
| Balance as at 30 March 2024 | 1,188 | – | 1,188 |
| Effect of foreign exchange rate changes | (18) | – | (18) |
| Created during the year | 65 | 5 | 70 |
| Amounts paid  1 | (283) | (3) | (286) |
| Discount unwind | 49 | – | 49 |
| Remeasurements  2 | 78 | – | 78 |
| Balance as at 29 March 2025 | 1,079 | 2 | 1,081 |

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Analysis of total lease liabilities: |  |  |
| Non-current | 866 | 959 |
| Current | 215 | 229 |
| Total | 1,081 | 1,188 |

1.  The amount paid of £286 million (last year: £274 million) includes £237 million (last year: £231 million), including £5 million paid on termination of lease, representing a financing

cash outflow and £49 million (last year: £43 million) representing an operating cash outflow.

2. Remeasurements relate largely to changes in the lease liabilities that arise as a result of extending the lease term on an existing lease, management’s reassessment of the

lease term based on existing break or extension options in the contract, as well as those linked to an inflation index or rate review.

The Group enters into property leases for retail properties, including stores, concessions, warehouse and storage locations and office

property. The remaining lease terms for these properties range from a few months to 15 years (last year: a few months to 16 years).

Many of the leases include break options and/or extension options to provide operational flexibility. Some of the leases for

concessions have rolling lease terms or rolling break options. Management assess the lease term at inception based on the facts and

circumstances applicable to each property including the period over which the investment appraisal was initially considered.

Potential future undiscounted lease payments related to periods following the exercise date of an extension option not included

in the lease term, and therefore not included in lease liabilities, are approximately £360 million (last year: £434 million) in relation

to the next available extension option and are assessed as not reasonably certain to be exercised. Potential future undiscounted lease

payments related to periods following the exercise date of a break option not included in the lease term, and therefore not included in

lease liabilities, are approximately £73 million (last year: £113 million) in relation to break options which are expected to be exercised.

During the 52 weeks to 29 March 2025, no significant judgements regarding breaks and options in relation to individually material

leases were made (last year: £100 million in undiscounted future cash flows not being included in the initial right-of-use assets and

lease liabilities).

Management reviews the retail lease portfolio on an ongoing basis, taking into account retail performance and future trading

expectations. Management may exercise extension options and negotiate lease extensions or modifications. In other instances,

management may exercise break options, negotiate lease reductions or decide not to negotiate a lease extension at the end

of the lease term. The most significant factor impacting future lease payments is changes management choose to make to the

store portfolio.

Future increases and decreases in rent linked to an inflation index or rate review are not included in the lease liability until the change

in cash flows is legally agreed. Approximately 20% (last year: 19%) of the Group’s lease liabilities are subject to inflation linked

reviews and 31% (last year: 32%) are subject to rent reviews. Rental changes linked to inflation or rent reviews typically occur on an

annual basis.

Many of the retail property leases also incur payments based on a percentage of revenue achieved at the location. Changes in future

variable lease payments will typically reflect changes in the Group’s retail revenues, including the impact of regional mix. The Group

expects the relative proportions of fixed and variable lease payments to remain broadly consistent in future years.

The Group also enters into non-property leases for equipment, advertising fixtures and machinery. Generally, these leases do not

include break or extension options. The most significant impact to future cash flows relating to leased equipment, which are primarily

short-term leases, would be the Group’s usage of leased equipment to a greater or lesser extent.

204 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

204  Burberry Annual Report 24/25

21. Lease liabilities

Property lease

liabilities

£m

Non

-Property lease

liabilities

£m

Total lease

liabilities

£m

Balance as at 1 April 2023

1,123

–

1,123

Effect of foreign exchange rate changes

(30)

–

(30)

Created during the year

159

–

159

Business combination

1

–

1

Amounts paid

1

(274)

–

(274)

Discount unwind

43

–

43

Remeasurements

2

166

–

166

Balance as at 30 March 2024

1,188

–

1,188

Effect of foreign exchange rate changes

(18)

–

(18)

Created during the year

65

5

70

Amounts paid

1

(283)

(3)

(286)

Discount unwind

49

–

49

Remeasurements

2

78

–

78

Balance as at 29 March 2025

1,079

2

1,081

As at

29 March

2025

£m

As at

30 March

2024

£m

Analysis of total lease liabilities:

Non-current

866

959

Current

215

229

Total

1,081

1,188

1.  The amount paid of £286 million (last year: £274 million) includes £237 million (last year: £231 million), including £5 million paid on termination of lease, representing a financing

cash outflow and £49 million (last year: £43 million) representing an operating cash outflow.

2. Remeasurements relate largely to changes in the lease liabilities that arise as a result of extending the lease term on an existing lease, management’s reassessment of the

lease term based on existing break or extension options in the contract, as well as those linked to an inflation index or rate review.

The Group enters into property leases for retail properties, including stores, concessions, warehouse and storage locations and office

property. The remaining lease terms for these properties range from a few months to 15 years (last year: a few months to 16 years).

Many of the leases include break options and/or extension options to provide operational flexibility. Some of the leases for

concessions have rolling lease terms or rolling break options. Management assess the lease term at inception based on the facts and

circumstances applicable to each property including the period over which the investment appraisal was initially considered.

Potential future undiscounted lease payments related to periods following the exercise date of an extension option not included

in the lease term, and therefore not included in lease liabilities, are approximately £360 million (last year: £434 million) in relation

to the next available extension option and are assessed as not reasonably certain to be exercised. Potential future undiscounted lease

payments related to periods following the exercise date of a break option not included in the lease term, and therefore not included in

lease liabilities, are approximately £73 million (last year: £113 million) in relation to break options which are expected to be exercised.

During the 52 weeks to 29 March 2025, no significant judgements regarding breaks and options in relation to individually material

leases were made (last year: £100 million in undiscounted future cash flows not being included in the initial right-of-use assets and

lease liabilities).

Management reviews the retail lease portfolio on an ongoing basis, taking into account retail performance and future trading

expectations. Management may exercise extension options and negotiate lease extensions or modifications. In other instances,

management may exercise break options, negotiate lease reductions or decide not to negotiate a lease extension at the end

of the lease term. The most significant factor impacting future lease payments is changes management choose to make to the

store portfolio.

Future increases and decreases in rent linked to an inflation index or rate review are not included in the lease liability until the change

in cash flows is legally agreed. Approximately 20% (last year: 19%) of the Group’s lease liabilities are subject to inflation linked

reviews and 31% (last year: 32%) are subject to rent reviews. Rental changes linked to inflation or rent reviews typically occur on an

annual basis.

Many of the retail property leases also incur payments based on a percentage of revenue achieved at the location. Changes in future

variable lease payments will typically reflect changes in the Group’s retail revenues, including the impact of regional mix. The Group

expects the relative proportions of fixed and variable lease payments to remain broadly consistent in future years.

The Group also enters into non-property leases for equipment, advertising fixtures and machinery. Generally, these leases do not

include break or extension options. The most significant impact to future cash flows relating to leased equipment, which are primarily

short-term leases, would be the Group’s usage of leased equipment to a greater or lesser extent.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    205

21. Lease liabilities continued

The Group’s accounting policy for leases is set out in note 2. Details of Income Statement charges and income from leases are set out

in note 5. The right-of-use asset categories on which depreciation is incurred are presented in note 14. Interest expense incurred on

lease liabilities is presented in note 8. Commitments relating to off-balance sheet leases are presented in note 25. The maturity of

undiscounted future lease liabilities are set out in note 26.

Total cash outflows in relation to leases in the 52 weeks to 29 March 2025 are £394 million (last year: £417 million). This relates to

payments of £237 million on lease principal (last year: £231 million), £49 million on lease interest (last year: £43 million), £91 million on

variable lease payments (last year: £113 million), and £17 million on other lease payments principally relating to short-term leases and

leases in holdover (last year: £30 million).

22. Provisions for other liabilities and charges

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Property | Restructuring |  |  |
|  | obligations | costs  1 | Other costs | Total |
|  | £m | £m | £m | £m |
| Balance as at 1 April 2023 | 49 | – | 13 | 62 |
| Effect of foreign exchange rate changes | (3) | – | – | (3) |
| Created during the year | 5 | – | 4 | 9 |
| Utilised during the year | (1) | – | (1) | (2) |
| Released during the year | (2) | – | (7) | (9) |
| Balance as at 30 March 2024 | 48 | – | 9 | 57 |
| Effect of foreign exchange rate changes | (1) | – | – | (1) |
| Created during the year | 4 | 29 | 4 | 37 |
| Utilised during the year | (6) | (21) | (2) | (29) |
| Released during the year | (2) | – | (2) | (4) |
| Balance as at 29 March 2025 | 43 | 8 | 9 | 60 |

1.  Provision for restructuring costs relates to the Burberry Forward transformation programme initiated during the period which is included as an adjusting item. Refer to note 6

for details of adjusting items.

The net charge in the year for property obligations is £2 million (last year: £3 million), relating to future property reinstatement costs.

The net charge in the year for other provisions of £2 million (last year: net credit of £3 million) includes charges of £4 million (last year:

£4 million) relating to expected future outflows for employee matters and tax compliance, and reversals of £2 million (last year:

£7 million) relating to employee matters and other property matters.

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Analysis of total provisions: |  |  |
| Non-current | 33 | 37 |
| Current | 27 | 20 |
| Total | 60 | 57 |

The non-current provisions relate to property reinstatement costs which are expected to be utilised within 15 years (last year:

14 years).

205Burberry Annual Report 2024/25

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)

Financial Statements | Notes to the Financial Statements

206  Burberry Annual Report 24/25

23. Borrowings

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
|  |  | As at 29 March 2025 |  | As at 30 March 2024 |  |
|  | Maturity | Carrying value | Fair value | Carrying value | Fair value |
|  |  | £m | £m | £m | £m |
| Bank overdrafts  1 | – | 105 | 105 | 79 | 79 |
| 1.125% £300m MTN Sustainability-linked bond  2 | Sep 2025 | 300 | 294 | 299 | 281 |
| 5.75% £450m MTN Fixed rate bond  3 | Jun 2030 | 438 | 443 | – | – |
| Total |  | 843 | 842 | 378 | 360 |

1.  Bank overdrafts includes £105 million (last year: £78 million) representing balances on cash pooling arrangements in the Group, as well as £nil (last year: £1 million) relating to

a number of committed and uncommitted arrangements agreed with third parties. The fair value of overdrafts approximates the carrying amount due to the short maturity of

these instruments.

2. Proceeds from the sustainability bond have been used by the Group to finance projects which support the Group’s sustainability agenda. All movements on the bond were

non cash. There are no financial penalties for not using the proceeds as anticipated. Interest on the sustainability bond is payable semi-annually.

3. The proceeds from the bond were £439 million. All other movements on the bond were non cash. The Group has entered into interest rate swaps to reduce the level of

fixed rate debt in accordance with the Group Treasury Policy, and has entered the swaps into fair value hedge relationships with the bond. Interest on the bond is payable

semi-annually.

The Group has a £300 million multi-currency revolving credit facility (RCF) with a syndicate of banks, maturing in November 2027.

During the year, the Group entered into a £75 million multi-currency RCF with a syndicate of banks, maturing in March 2027.

The agreement contains an option which will allow the Group to extend for an additional one year which is exercisable in 2026,

at the consent of the syndicate.

There were no drawdowns or repayments of the RCFs during the current or prior year, and at 29 March 2025 there were no

outstanding drawings.

The Group is in compliance with the financial and other covenants within the facilities above and has been in compliance throughout

the financial period.

24. Share capital and reserves

|  |  |  |
| --- | --- | --- |
| Allotted, called up and fully paid share capital | Number | £m |
| Ordinary shares of 0.05p (last year: 0.05p) each |  |  |
| As at 1 April 2023 | 384,267,928 | 0.2 |
| Allotted on exercise of options during the year | 51,904 | – |
| Cancellation of shares | (20,504,089) | – |
| As at 30 March 2024 | 363,815,743 | 0.2 |
| Allotted on exercise of options during the year | 571 | – |
| As at 29 March 2025 | 363,816,314 | 0.2 |

The Company has a general authority from shareholders, renewed at each Annual General Meeting, to repurchase a maximum of 10%

of its issued share capital. There has been no share buy-back programme in the current period.

During the prior 52 weeks to 30 March 2024, the Company entered into agreements to purchase, at fair value, a total of £400 million

of its own shares, excluding stamp duty and fees, through two share buy-back programmes of £200 million each. Both programmes

completed during the prior year.

The cost of own shares purchased by the Company, as part of a share buy-back programme, is offset against retained earnings,

as the amounts paid reduce the profits available for distribution by the Company. When shares are cancelled, a transfer is made

from retained earnings to the capital reserve, equivalent to the nominal value of the shares purchased, and subsequently cancelled.

In the 52 weeks to 29 March 2025, no shares were cancelled (last year: 20.5 million).

As at 29 March 2025, the Company held 4.6 million treasury shares (last year: 5.2 million), with a market value of £37 million

(last year: £63 million) based on the share price at the reporting date. The treasury shares held by the Company are related to the

share buy-back programme completed during the 52 weeks to 2 April 2022. During the 52 weeks to 29 March 2025, 0.6 million

treasury shares were transferred to ESOP trusts (last year: 0.9 million). During the 52 weeks to 29 March 2025, no treasury shares

were cancelled (last year: none).

The cost of shares purchased by ESOP trusts are offset against retained earnings, as the amounts paid reduce the profits available

for distribution by the Company. As at 29 March 2025, the cost of own shares held by ESOP trusts and offset against retained

earnings is £29 million (last year: £34 million). As at 29 March 2025, the ESOP trusts held 1.7 million shares (last year: 1.9 million) in the

Company, with a market value of £14 million (last year: £23 million). In the 52 weeks to 29 March 2025, the ESOP trusts and the

Company have waived their entitlement to dividends.

Other reserves in the Statement of Changes in Equity consist of the capital reserve, the foreign currency translation reserve, and the

hedging reserves. The hedging reserves consist of the cash flow hedge reserve and the net investment hedge reserve.

206 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

206  Burberry Annual Report 24/25

23. Borrowings

As at 29 March 2025

As at 30 March 2024

Maturity  Carrying value

£m

Fair value

£m

Carrying value

£m

Fair value

£m

Bank overdrafts

1

–

105

105

79

79

1.125% £300m MTN Sustainability-linked bond

2

Sep 2025

300

294

299

281

5.75% £450m MTN Fixed rate bond

3

Jun 2030

438

443

–

–

Total

843

842

378

360

1.  Bank overdrafts includes £105 million (last year: £78 million) representing balances on cash pooling arrangements in the Group, as well as £nil (last year: £1 million) relating to

a number of committed and uncommitted arrangements agreed with third parties. The fair value of overdrafts approximates the carrying amount due to the short maturity of

these instruments.

2. Proceeds from the sustainability bond have been used by the Group to finance projects which support the Group’s sustainability agenda. All movements on the bond were

non cash. There are no financial penalties for not using the proceeds as anticipated. Interest on the sustainability bond is payable semi-annually.

3. The proceeds from the bond were £439 million. All other movements on the bond were non cash. The Group has entered into interest rate swaps to reduce the level of

fixed rate debt in accordance with the Group Treasury Policy, and has entered the swaps into fair value hedge relationships with the bond. Interest on the bond is payable

semi-annually.

The Group has a £300 million multi-currency revolving credit facility (RCF) with a syndicate of banks, maturing in November 2027.

During the year, the Group entered into a £75 million multi-currency RCF with a syndicate of banks, maturing in March 2027.

The agreement contains an option which will allow the Group to extend for an additional one year which is exercisable in 2026,

at the consent of the syndicate.

There were no drawdowns or repayments of the RCFs during the current or prior year, and at 29 March 2025 there were no

outstanding drawings.

The Group is in compliance with the financial and other covenants within the facilities above and has been in compliance throughout

the financial period.

24. Share capital and reserves

Allotted, called up and fully paid share capital

Number  £m

Ordinary shares of 0.05p (last year: 0.05p) each

As at 1 April 2023

384,267,928

0.2

Allotted on exercise of options during the year

51,904

–

Cancellation of shares

(20,504,089)

–

As at 30 March 2024

363,815,743

0.2

Allotted on exercise of options during the year

571

–

As at 29 March 2025

363,816,314

0.2

The Company has a general authority from shareholders, renewed at each Annual General Meeting, to repurchase a maximum of 10%

of its issued share capital. There has been no share buy-back programme in the current period.

During the prior 52 weeks to 30 March 2024, the Company entered into agreements to purchase, at fair value, a total of £400 million

of its own shares, excluding stamp duty and fees, through two share buy-back programmes of £200 million each. Both programmes

completed during the prior year.

The cost of own shares purchased by the Company, as part of a share buy-back programme, is offset against retained earnings,

as the amounts paid reduce the profits available for distribution by the Company. When shares are cancelled, a transfer is made

from retained earnings to the capital reserve, equivalent to the nominal value of the shares purchased, and subsequently cancelled.

In the 52 weeks to 29 March 2025, no shares were cancelled (last year: 20.5 million).

As at 29 March 2025, the Company held 4.6 million treasury shares (last year: 5.2 million), with a market value of £37 million

(last year: £63 million) based on the share price at the reporting date. The treasury shares held by the Company are related to the

share buy-back programme completed during the 52 weeks to 2 April 2022. During the 52 weeks to 29 March 2025, 0.6 million

treasury shares were transferred to ESOP trusts (last year: 0.9 million). During the 52 weeks to 29 March 2025, no treasury shares

were cancelled (last year: none).

The cost of shares purchased by ESOP trusts are offset against retained earnings, as the amounts paid reduce the profits available

for distribution by the Company. As at 29 March 2025, the cost of own shares held by ESOP trusts and offset against retained

earnings is £29 million (last year: £34 million). As at 29 March 2025, the ESOP trusts held 1.7 million shares (last year: 1.9 million) in the

Company, with a market value of £14 million (last year: £23 million). In the 52 weeks to 29 March 2025, the ESOP trusts and the

Company have waived their entitlement to dividends.

Other reserves in the Statement of Changes in Equity consist of the capital reserve, the foreign currency translation reserve, and the

hedging reserves. The hedging reserves consist of the cash flow hedge reserve and the net investment hedge reserve.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    207

24. Share capital and reserves continued

Capital

reserve

£m

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
|  |  |  | Hedging reserves | Foreign currency |  |
|  |  | Cash flow | Net investment | translation |  |
|  |  | hedges | hedge | reserve | Total |
|  |  | £m | £m | £m | £m |
| Balance as at 1 April 2023 | 41 | (1) | 5 | 232 | 277 |
| Other comprehensive income: |  |  |  |  |  |
| Cash flow hedges – losses deferred in equity | – | (4) | – | – | (4) |
| Cash flow hedges – transferred to income | – | 1 | – | – | 1 |
| Foreign currency translation differences | – | – | – | (34) | (34) |
| Tax on other comprehensive income | – | 1 | – | – | 1 |
| Total comprehensive income for the year | – | (2) | – | (34) | (36) |
| Balance as at 30 March 2024 | 41 | (3) | 5 | 198 | 241 |
| Other comprehensive income: |  |  |  |  |  |
| Cash flow hedges – losses deferred in equity | – | (1) | – | – | (1) |
| Cash flow hedges – transferred to income | – | 2 | – | – | 2 |
| Foreign currency translation differences | – | – | – | (25) | (25) |
| Total comprehensive income for the year | – | 1 | – | (25) | (24) |
| Balance as at 29 March 2025 | 41 | (2) | 5 | 173 | 217 |

As at 29 March 2025, the amount held in the hedging reserve relating to matured net investment hedges is £5 million net of tax

(last year: £5 million).

25. Commitments

Financial commitments

The Group leases various retail stores, offices, warehouses and equipment under non-cancellable lease arrangements. The liabilities

for these leases are recorded on the Group’s Balance Sheet when the Group obtains control of the underlying asset. The Group has

additional commitments relating to leases where the Group has entered into an obligation but does not yet have control of the

underlying asset. The future lease payments to which the Group is committed, over the expected lease term, which are not recorded

on the Group’s Balance Sheet are as follows:

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Amounts falling due: |  |  |
| Within 1 year | 1 | 2 |
| Between 2 and 5 years | 24 | 49 |
| After 5 years | 57 | 120 |
| Total | 82 | 171 |

During the 52 weeks to 30 March 2024, the Group entered into two significant retail store lease agreements in EMEIA. As at

29 March 2025, possession of the property for one of these leases is not yet obtained and it remains a financial commitment.

During the 52 weeks to 29 March 2025, the Group agreed with the landlord to exit one of these agreements and has no remaining

financial commitment with respect to this agreement. As at 29 March 2025, the Group also has operating commitments of £12 million.

Capital commitments

Contracted capital commitments represent contracts entered into by the year end for future work in respect of major capital

expenditure projects relating to property, plant and equipment and intangible assets, which are not recorded on the Group’s Balance

Sheet and are as follows:

|  |  |  |
| --- | --- | --- |
|  | As at | As at |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Capital commitments contracted but not provided for: |  |  |
| Property, plant and equipment | 16 | 67 |
| Intangible assets | 2 | 4 |
| Total | 18 | 71 |

207Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

208  Burberry Annual Report 24/25

26. Financial risk management

The Group’s principal financial instruments comprise derivative instruments, cash and cash equivalents, borrowings (including

overdrafts), trade and other receivables, and trade and other payables arising directly from operations.

The Group’s activities expose it to a variety of financial risks: market risks (including foreign exchange risk and interest rate risk),

credit risk, liquidity risk and capital risk.

Risk management is carried out by the Group treasury department (Group Treasury) based on forecast business requirements

to reduce financial risk and to ensure sufficient liquidity is available to meet foreseeable needs and to invest in cash and cash

equivalents safely and profitably. The Group uses derivative instruments to hedge certain risk exposures. Group Treasury does not

operate as a profit centre and transacts only in relation to the underlying business requirements. The policies of Group Treasury are

reviewed and approved by the Board of Directors annually.

Market risk

Foreign exchange risk

The Group operates internationally and is exposed to foreign exchange risk arising from various non-sterling currencies.

The Group’s Income Statement is affected by transactions denominated in foreign currency. To reduce exposure to currency

fluctuations, the Group has a policy of hedging foreign currency denominated transactions by entering into forward foreign exchange

contracts (refer to note 18). These transactions are recorded as cash flow hedges. The Group’s foreign currency transactions arise

principally from purchases and sales of inventory.

The Group’s treasury risk management policy is to hedge, prior to market opening, 70-90% of its anticipated third-party foreign

currency exposure by currency, by season and where the net currency exposure is greater than £20 million. Currently, the Group

does not hedge anticipated intercompany foreign currency transactions. The Group uses forward exchange contracts to hedge its

currency risk.

The Group designates the spot component of foreign currency forwards in hedge relationships and applies a ratio of 1:1. The forward

elements of the foreign currency forward are excluded from designation of the hedging instrument and are separately accounted for

as a cost of hedging and recognised in operating expenses on a discounted basis.

The Group determines the existence of an economic relationship between the hedging instrument and the hedged item based on the

currency, amount and timing of their respective cash flows. The Group assesses whether the derivative designated in each hedging

relationship is expected to be and has been effective in offsetting changes in cash flows of the hedged item using the dollar

offset method.

In these hedge relationships, ineffectiveness may arise if the timing of the forecast transaction changes from what was originally

estimated, or if there are changes in the credit risk of the Group or the derivative counterparty. There was no ineffectiveness in the 52

weeks ending 29 March 2025 (last year: no ineffectiveness).

The Group monitors the desirability of hedging the net assets of overseas subsidiaries when translated into sterling for reporting

purposes. The Group would use forward foreign exchange contracts to hedge net assets of overseas subsidiaries, relating to surplus

cash whose remittance is foreseeable. There were no outstanding net investment hedges as at 29 March 2025 (last year: no

outstanding net investment hedges).

At 29 March 2025, the Group has performed a sensitivity analysis to determine the effect of sterling strengthening/weakening by 10%

(last year: 10%) against other currencies with all other variables held constant. The effect on translating foreign currency denominated

net cash, trade, intercompany and other financial receivables and payables and financial instruments at fair value through profit or

loss as at 29 March 2025 would have been to increase/decrease operating profit for the year by £4 million (last year:

increase/decrease £4 million) on a post-tax basis. The effect on translating forward foreign exchange contracts designated as cash

flow hedges as at 29 March 2025 would have been to decrease/increase equity by £3 million (last year: decrease/increase £6 million)

on a post-tax basis.

The following table shows the extent to which the Group has monetary assets and liabilities at the year end in currencies other than

the local currency of operation, after accounting for the effect of any specific forward foreign exchange contracts used to manage

currency exposure. Monetary assets and liabilities refer to cash, deposits, overdrafts, borrowings and other amounts to be received

or paid in cash. Amounts exclude intercompany balances which eliminate on consolidation. Foreign exchange differences on

retranslation of these assets and liabilities are recognised in net operating expenses.

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  |  | As at 29 March 2025 |  |  | As at 30 March 2024 |  |
|  | Monetary | Monetary |  | Monetary | Monetary |  |
|  | assets | liabilities | Net | assets | liabilities | Net |
|  | £m | £m | £m | £m | £m | £m |
| Sterling | 1 | (1) | – | 1 | (2) | (1) |
| US Dollar | 1 | (20) | (19) | 1 | (6) | (5) |
| Euro | 33 | (32) | 1 | 58 | (66) | (8) |
| Chinese Yuan Renminbi | 11 | (3) | 8 | 7 | – | 7 |
| Other currencies | 5 | (27) | (22) | 5 | (33) | (28) |
| Total | 51 | (83) | (32) | 72 | (107) | (35) |

208 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

208  Burberry Annual Report 24/25

26. Financial risk management

The Group’s principal financial instruments comprise derivative instruments, cash and cash equivalents, borrowings (including

overdrafts), trade and other receivables, and trade and other payables arising directly from operations.

The Group’s activities expose it to a variety of financial risks: market risks (including foreign exchange risk and interest rate risk),

credit risk, liquidity risk and capital risk.

Risk management is carried out by the Group treasury department (Group Treasury) based on forecast business requirements

to reduce financial risk and to ensure sufficient liquidity is available to meet foreseeable needs and to invest in cash and cash

equivalents safely and profitably. The Group uses derivative instruments to hedge certain risk exposures. Group Treasury does not

operate as a profit centre and transacts only in relation to the underlying business requirements. The policies of Group Treasury are

reviewed and approved by the Board of Directors annually.

Market risk

Foreign exchange risk

The Group operates internationally and is exposed to foreign exchange risk arising from various non-sterling currencies.

The Group’s Income Statement is affected by transactions denominated in foreign currency. To reduce exposure to currency

fluctuations, the Group has a policy of hedging foreign currency denominated transactions by entering into forward foreign exchange

contracts (refer to note 18). These transactions are recorded as cash flow hedges. The Group’s foreign currency transactions arise

principally from purchases and sales of inventory.

The Group’s treasury risk management policy is to hedge, prior to market opening, 70-90% of its anticipated third-party foreign

currency exposure by currency, by season and where the net currency exposure is greater than £20 million. Currently, the Group

does not hedge anticipated intercompany foreign currency transactions. The Group uses forward exchange contracts to hedge its

currency risk.

The Group designates the spot component of foreign currency forwards in hedge relationships and applies a ratio of 1:1. The forward

elements of the foreign currency forward are excluded from designation of the hedging instrument and are separately accounted for

as a cost of hedging and recognised in operating expenses on a discounted basis.

The Group determines the existence of an economic relationship between the hedging instrument and the hedged item based on the

currency, amount and timing of their respective cash flows. The Group assesses whether the derivative designated in each hedging

relationship is expected to be and has been effective in offsetting changes in cash flows of the hedged item using the dollar

offset method.

In these hedge relationships, ineffectiveness may arise if the timing of the forecast transaction changes from what was originally

estimated, or if there are changes in the credit risk of the Group or the derivative counterparty. There was no ineffectiveness in the 52

weeks ending 29 March 2025 (last year: no ineffectiveness).

The Group monitors the desirability of hedging the net assets of overseas subsidiaries when translated into sterling for reporting

purposes. The Group would use forward foreign exchange contracts to hedge net assets of overseas subsidiaries, relating to surplus

cash whose remittance is foreseeable. There were no outstanding net investment hedges as at 29 March 2025 (last year: no

outstanding net investment hedges).

At 29 March 2025, the Group has performed a sensitivity analysis to determine the effect of sterling strengthening/weakening by 10%

(last year: 10%) against other currencies with all other variables held constant. The effect on translating foreign currency denominated

net cash, trade, intercompany and other financial receivables and payables and financial instruments at fair value through profit or

loss as at 29 March 2025 would have been to increase/decrease operating profit for the year by £4 million (last year:

increase/decrease £4 million) on a post-tax basis. The effect on translating forward foreign exchange contracts designated as cash

flow hedges as at 29 March 2025 would have been to decrease/increase equity by £3 million (last year: decrease/increase £6 million)

on a post-tax basis.

The following table shows the extent to which the Group has monetary assets and liabilities at the year end in currencies other than

the local currency of operation, after accounting for the effect of any specific forward foreign exchange contracts used to manage

currency exposure. Monetary assets and liabilities refer to cash, deposits, overdrafts, borrowings and other amounts to be received

or paid in cash. Amounts exclude intercompany balances which eliminate on consolidation. Foreign exchange differences on

retranslation of these assets and liabilities are recognised in net operating expenses.

As at 29 March 2025

As at 30 March 2024

Monetary

assets

£m

Monetary

liabilities

£m

Net

£m

Monetary

assets

£m

Monetary

liabilities

£m

Net

£m

Sterling

1

(1)

–

1

(2)

(1)

US Dollar

1

(20)

(19)

1

(6)

(5)

Euro

33

(32)

1

58

(66)

(8)

Chinese Yuan Renminbi

11

(3)

8

7

–

7

Other currencies

5

(27)

(22)

5

(33)

(28)

Total

51

(83)

(32)

72

(107)

(35)

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    209

26. Financial risk management continued

Market risk continued

Interest rate risk

The Group’s exposure to market risk for changes in interest rates relates primarily to cash, borrowings, short-term deposits

and overdrafts.

Interest rate risk is the risk that the fair value of a financial instrument will fluctuate because of changes in market interest rates.

The Group’s exposure to the risk of changes in market interest rates relates primarily to the Group’s long-term debt obligations with

fixed interest rates.

The Group manages its interest rate risk by having a balanced portfolio of fixed and variable rate loans and borrowings. Where the

Group is in a net debt position, the Group’s policy is to ensure that between 40% and 60% of the forecast net debt is fixed rate

subject to a de minimus position.

To facilitate this, the Group enters into interest rate swaps, in which it agrees to exchange, at specified intervals, the difference

between fixed and variable rate interest amounts calculated by reference to an agreed-upon notional principal amount. At 29 March

2025, after taking into account the effect of interest rate swaps, approximately 100% of the Group’s long-term borrowings are at a

floating rate of interest (last year: none).

The floating rate financial liabilities at 29 March 2025 are £543 million (last year: £78 million) due to cash pool overdrafts and

borrowings swapped from fixed interest rate to floating interest rate. The fixed rate financial liabilities at 29 March 2025 are

borrowings of £300 million (last year: £299 million). If interest rates on floating rate financial liabilities had been 100 basis points

higher/lower (last year: 100 basis points), excluding the impact on cash pool overdraft balances and with all other variables held

constant, post-tax profit for the year would have been £3 million (last year: £nil) lower/higher, as a result of higher/lower interest

expense.

The floating rate financial assets as at 29 March 2025 comprise short-term deposits of £639 million (last year: £261 million),

interest bearing current accounts of £1 million (last year: £nil) and cash pool asset balances of £109 million (last year: £85 million).

At 29 March 2025, if interest rates on floating rate financial assets had been 100 basis points higher/lower (last year: 100 basis

points), excluding the impact on cash pool asset balances and with all other variables held constant, post-tax profit for the year

would have been £3 million (last year: £4 million) higher/lower, as a result of higher/lower interest income.

Credit risk

Trade receivables

The Group has no significant concentrations of credit risk. The trade receivables balance is spread across a large number of different

customers with no single debtor during the year representing more than 6% of the total balance due (last year: 6%). The Group has

policies in place to ensure that wholesale sales are made to customers with an appropriate credit history. Sales to retail customers

are made in cash or via major credit cards. In some retail locations, where the Group’s store is contained within a department store

or mall, for example a concession, the sales proceeds may be initially held by the operator of the wider location, giving rise to retail

debtors. In addition, receivables balances are monitored on an ongoing basis with the result that the Group’s exposure to bad debts

is not significant and default rates have historically been very low.

The Group applies the simplified approach when measuring the trade receivable expected credit losses. The approach uses a

lifetime expected loss allowance. To measure the expected credit losses, trade receivables have been grouped based on segment,

geographical region and the days past due. The expected loss rates are reviewed annually, or when there is a significant change in

external factors potentially impacting credit risk, and are updated where management’s expectations of credit losses change.

No changes have been made to the expected loss rates during the 52 weeks to 29 March 2025.

The expected credit loss allowance for receivables was determined as follows:

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  |  | Less than | Less than | Less than | Over |  |
|  |  | 1 month | 2 months | 3 months | 3 months |  |
|  | Current | overdue | overdue | overdue | overdue | Total |
| As at  29 March 2025 | £m | £m | £m | £m | £m | £m |
| Trade receivables |  |  |  |  |  |  |
| Weighted average expected loss rate % | 1% | 4% | 8% | 18% | 21% |  |
| Gross carrying amount of trade receivables | 109 | 14 | 4 | 3 | 11 | 141 |
| Loss allowance  1 | (2) | (1) | – | (1) | (7) | (11) |
| As at  30 March 2024 |  |  |  |  |  |  |
| Trade receivables |  |  |  |  |  |  |
| Weighted average expected loss rate % | 2% | 5% | 10% | 12% | 39% |  |
| Gross carrying amount of trade receivables | 154 | 18 | 6 | 4 | 7 | 189 |
| Loss allowance  1 | (3) | (1) | (1) | (1) | (4) | (10) |

1.  The loss allowance contains expected credit loss and specific loss provisions.

209Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

210  Burberry Annual Report 24/25

26. Financial risk management continued

Credit risk continued

Trade receivables continued

The closing loss allowances for receivables reconcile as follows:

|  |  |
| --- | --- |
|  | Receivables |
|  | £m |
| As at 1 April 2023 | 7 |
| Effect of foreign exchange rate changes | – |
| Impairment provision recognised in profit or loss during the year | 6 |
| Receivables written off during the year as uncollectable | (1) |
| Unused amount reversed | (2) |
| As at 30 March 2024 | 10 |
| Effect of foreign exchange rate changes | – |
| Impairment provision recognised in profit or loss during the year | 5 |
| Receivables written off during the year as uncollectable | (1) |
| Unused amount reversed | (3) |
| As at 29 March 2025 | 11 |

In aggregate, as at 29 March 2025, the movement in the impairment provision on trade and other receivables and recorded in the

Income Statement was a net charge of £2 million (last year: £4 million), all of which relates to contracts with customers.

The maximum exposure to credit risk at the reporting date with respect to trade and other receivables is approximated by the carrying

amount on the Balance Sheet.

Receivables excluding trade receivables

The counterparty credit risk of other receivables is reviewed on a regular basis and the impairment is assessed as follows:

At inception the receivable is recorded net of expected 12-month credit losses. If a significant change in the credit risk occurs during

the life of the receivable, credit losses are recorded in the profit and loss account and the effective interest is calculated using the

gross carrying amount of the asset. If a loss event occurs, the effective interest is calculated using the amortised cost of the asset net

of any credit losses.

During the year ended 31 March 2013, the Group entered into a retail leasing arrangement in the Republic of Korea. As part of this

arrangement, a KRW 27 billion (£19 million) 15-year interest-free loan was provided to the landlord. The Group holds a registered

mortgage over the leased property for the equivalent value of the loan which acts as collateral. At 29 March 2025, the discounted fair

value of the loan is £13 million (last year: £13 million). The book value of the loan, recorded at amortised cost, is £12 million (last year:

£14 million). Other than this arrangement, the Group does not hold any other collateral as security. Management considers that the

security provided by the mortgage is sufficient risk mitigation and hence the credit loss relating to this receivable is not significant.

Other financial assets

With respect to credit risk arising from other financial assets, which comprise cash and short-term deposits and certain derivative

instruments, the Group’s exposure to credit risk arises from the default of the counterparty with a maximum exposure equal to the

carrying value of these instruments. The Group has policies that limit the amount of credit exposure to any financial institution and

only deposits funds with independently rated financial institutions with a minimum rating of ‘A’ other than where required for

operational purposes. A total of £3 million (last year: £8 million) was held with institutions with a rating below ‘A’ at 29 March 2025.

These amounts are monitored on a weekly basis by the Treasury Committee.

210 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

210  Burberry Annual Report 24/25

26. Financial risk management continued

Credit risk continued

Trade receivables continued

The closing loss allowances for receivables reconcile as follows:

Receivables

£m

As at 1 April 2023

7

Effect of foreign exchange rate changes

–

Impairment provision recognised in profit or loss during the year

6

Receivables written off during the year as uncollectable

(1)

Unused amount reversed

(2)

As at 30 March 2024

10

Effect of foreign exchange rate changes

–

Impairment provision recognised in profit or loss during the year

5

Receivables written off during the year as uncollectable

(1)

Unused amount reversed

(3)

As at 29 March 2025

11

In aggregate, as at 29 March 2025, the movement in the impairment provision on trade and other receivables and recorded in the

Income Statement was a net charge of £2 million (last year: £4 million), all of which relates to contracts with customers.

The maximum exposure to credit risk at the reporting date with respect to trade and other receivables is approximated by the carrying

amount on the Balance Sheet.

Receivables excluding trade receivables

The counterparty credit risk of other receivables is reviewed on a regular basis and the impairment is assessed as follows:

At inception the receivable is recorded net of expected 12-month credit losses. If a significant change in the credit risk occurs during

the life of the receivable, credit losses are recorded in the profit and loss account and the effective interest is calculated using the

gross carrying amount of the asset. If a loss event occurs, the effective interest is calculated using the amortised cost of the asset net

of any credit losses.

During the year ended 31 March 2013, the Group entered into a retail leasing arrangement in the Republic of Korea. As part of this

arrangement, a KRW 27 billion (£19 million) 15-year interest-free loan was provided to the landlord. The Group holds a registered

mortgage over the leased property for the equivalent value of the loan which acts as collateral. At 29 March 2025, the discounted fair

value of the loan is £13 million (last year: £13 million). The book value of the loan, recorded at amortised cost, is £12 million (last year:

£14 million). Other than this arrangement, the Group does not hold any other collateral as security. Management considers that the

security provided by the mortgage is sufficient risk mitigation and hence the credit loss relating to this receivable is not significant.

Other financial assets

With respect to credit risk arising from other financial assets, which comprise cash and short-term deposits and certain derivative

instruments, the Group’s exposure to credit risk arises from the default of the counterparty with a maximum exposure equal to the

carrying value of these instruments. The Group has policies that limit the amount of credit exposure to any financial institution and

only deposits funds with independently rated financial institutions with a minimum rating of ‘A’ other than where required for

operational purposes. A total of £3 million (last year: £8 million) was held with institutions with a rating below ‘A’ at 29 March 2025.

These amounts are monitored on a weekly basis by the Treasury Committee.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    211

26. Financial risk management continued

Liquidity risk

The Group’s financial risk management policy aims to ensure that sufficient cash is maintained to meet foreseeable needs and close

out market positions. Due to the dynamic nature of the underlying business, Group Treasury aims to maintain flexibility in funding by

keeping committed credit lines available. For further details, refer to note 23.

All short-term trade and other payables, accruals, and bank overdrafts mature within one year or less. The carrying value of all

financial liabilities due in less than one year is equal to their contractual undiscounted cash flows, with the exception of lease

liabilities. The undiscounted contractual cash flows for lease liabilities due in less than one year is £262 million (last year:

£282 million).

The maturity profile of the contractual undiscounted cash flows of the Group’s non-current financial liabilities, excluding derivatives

used for hedging, is as follows:

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  |  | As at 29 March 2025 |  |  | As at 30 March 2024 |  |
|  | Lease |  |  | Lease |  |  |
|  | liabilities | Other | Total | liabilities | Other | Total |
|  | £m | £m | £m | £m | £m | £m |
| In more than 1 year, but not more than 2 years | 213 | – | 213 | 228 | 302 | 530 |
| In more than 2 years, but not more than 3 years | 192 | – | 192 | 181 | – | 181 |
| In more than 3 years, but not more than 4 years | 125 | – | 125 | 161 | – | 161 |
| In more than 4 years, but not more than 5 years | 116 | – | 116 | 108 | – | 108 |
| In more than 5 years | 378 | 455 | 833 | 459 | 1 | 460 |
| Total financial liabilities | 1,024 | 455 | 1,479 | 1,137 | 303 | 1,440 |

As at 29 March 2025, other non-current financial liabilities relate to borrowings of £438 million (last year: borrowings of £299 million).

Refer to note 23.

Capital risk

The Board reviews the Group’s capital allocation policy annually. The Group’s capital allocation framework defines its priorities

for uses of cash, underpinned by its principle to maintain a strong balance sheet with a solid investment grade credit rating. Subject

to the availability of capital, the framework has four priorities for the use of cash generated from operations:

•  Re-investment in the business to drive organic growth

•  Maintaining a progressive dividend policy

•  Continuing to pursue selective inorganic strategic investment

•  To the extent that there is surplus capital to these needs, providing additional returns to shareholders

At 29 March 2025, the Group had net cash of £708 million (last year: £362 million), borrowings of £738 million (last year: £299 million)

and total equity excluding non-controlling interests of £914 million (last year: £1,147 million). The borrowings at 29 March 2025 relate

to medium-term notes with a face value of £750 million (last year: £300 million). For further details, refer to note 23. Potential

additional sources of funding available to the Group include undrawn and additional bank facilities, longer-term debt and equity

funding. The Group’s current capital resources, together with the potential additional sources of funding, are considered sufficient to

address the Group’s capital risk.

211Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

212  Burberry Annual Report 24/25

27. Employee costs

Staff costs, including the cost of Directors, incurred during the year are as shown below. Directors’ remuneration, which is separately

disclosed in the Directors’ Remuneration Report on pages 136 to 157 and forms part of these financial statements, includes, for those

share options and awards where performance obligations have been met, the notional gains arising on the future exercise but

excludes the charge in respect of those share options and awards recognised in the Group Income Statement.

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025  1 | 2024 |
|  | £m | £m |
| Wages and salaries | 461 | 474 |
| Social security costs | 58 | 56 |
| Pension costs | 22 | 21 |
|  | 541 | 551 |
| Termination benefits | 17 | 5 |
| Equity-settled share-based payment charge | 18 | 16 |
| Total | 576 | 572 |

1.  Employee costs for the 52 weeks to 29 March 2025 include a charge of £16 million arising as a result of the Group’s restructuring programme which is presented as an

adjusting item. Refer to note 6 for further details.

Pension costs include contributions to the Group’s defined contribution plan for eligible employees.

The average number of full-time equivalent employees (including Executive Directors) during the year was as follows:

|  |  |  |
| --- | --- | --- |
|  |  | Number of employees |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
| EMEIA  2 | 4,431 | 4,591 |
| Americas | 1,238 | 1,291 |
| Asia Pacific | 3,032 | 3,287 |
| Total | 8,701 | 9,169 |

2. EMEIA comprises Europe, Middle East, India and Africa.

Shares and share options granted to Directors and employees

The Group had the following share-based compensation schemes in operation during the year:

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  |  | Maximum  vesting |  |  |
|  |  | period  for options / |  |  |
| Share  -based compensation scheme | Participants | awards  granted | Method of settlement | Vesting requirements |
| Burberry Share Plan (BSP) | Executive | 3 years | Equity and cash | Continued service and conditional upon |
| Award  Schemes | Directors |  |  | meeting underpins:  total revenue, ROIC and |
|  |  |  |  | reasonable progress in respect of our |
|  |  |  |  | strategy to elevate our brand and build a |
|  |  |  |  | more sustainable future |
| Burberry Share Plan (BSP) | Management | 3 years | Equity and cash | Continued service |
| Award Schemes |  |  |  |  |
| Executive Share Plan (ESP) Nil | Management | 4 years | Equity and cash | Thresholds and targets for all ESP schemes |
| cost Option  Schemes |  |  |  | have now been  assessed and the number of |
|  |  |  |  | shares awarded has been approved |
| ShareSave (SAYE) Option | All employees | 5 years | Equity and cash | Continued service |
| Schemes |  |  |  |  |
| Free Share Plan Award | All employees | 3 years | Equity and cash | Continued service |
| Schemes |  |  |  |  |
| Recruitment Share Award | CEO | 3 years | Equity | Continued service and conditional upon |
|  |  |  |  | Burberry  achieving a specified total |
|  |  |  |  | shareholder return performance  by the end |
|  |  |  |  | of a three-year period |

Where applicable, equity swaps have been entered into to cover future employer’s national insurance liability (or overseas equivalent)

that may arise in respect of these schemes.

The fair value charge relating to Burberry Share Plan (BSP) Award Schemes, ShareSave (SAYE) Schemes, and Free Share Plan

Schemes was £12 million, £3 million and £2 million, respectively (last year: £11 million, £2 million and £1 million, respectively).

The fair value charge relating to the remaining schemes was £1 million (last year: £2 million).

212 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

212  Burberry Annual Report 24/25

27. Employee costs

Staff costs, including the cost of Directors, incurred during the year are as shown below. Directors’ remuneration, which is separately

disclosed in the Directors’ Remuneration Report on pages 136 to 157 and forms part of these financial statements, includes, for those

share options and awards where performance obligations have been met, the notional gains arising on the future exercise but

excludes the charge in respect of those share options and awards recognised in the Group Income Statement.

52 weeks to

29 March

2025

1

£m

52 weeks to

30 March

2024

£m

Wages and salaries

461

474

Social security costs

58

56

Pension costs

22

21

541

551

Termination benefits

17

5

Equity-settled share-based payment charge

18

16

Total

576

572

1.  Employee costs for the 52 weeks to 29 March 2025 include a charge of £16 million arising as a result of the Group’s restructuring programme which is presented as an

adjusting item. Refer to note 6 for further details.

Pension costs include contributions to the Group’s defined contribution plan for eligible employees.

The average number of full-time equivalent employees (including Executive Directors) during the year was as follows:

Number of employees

52 weeks to

29 March

2025

52 weeks to

30 March

2024

EMEIA

2

4,431

4,591

Americas

1,238

1,291

Asia Pacific

3,032

3,287

Total

8,701

9,169

2. EMEIA comprises Europe, Middle East, India and Africa.

Shares and share options granted to Directors and employees

The Group had the following share-based compensation schemes in operation during the year:

Share

-based compensation scheme

Participants

Maximum

vesting

period

for options /

awards

granted

Method of settlement

Vesting requirements

Burberry Share Plan (BSP)

Award

Schemes

Executive

Directors

3 years

Equity and cash

Continued service and conditional upon

meeting underpins:

total revenue, ROIC and

reasonable progress in respect of our

strategy to elevate our brand and build a

more sustainable future

Burberry Share Plan (BSP)

Award Schemes

Management

3 years

Equity and cash

Continued service

Executive Share Plan (ESP) Nil

cost Option

Schemes

Management

4 years

Equity and cash

Thresholds and targets for all ESP schemes

have now been

assessed and the number of

shares awarded has been approved

ShareSave (SAYE) Option

Schemes

All employees

5 years

Equity and cash

Continued service

Free Share Plan Award

Schemes

All employees

3 years

Equity and cash

Continued service

Recruitment Share Award

CEO

3 years

Equity

Continued service and conditional upon

Burberry

achieving a specified total

shareholder return performance

by the end

of a three-year period

Where applicable, equity swaps have been entered into to cover future employer’s national insurance liability (or overseas equivalent)

that may arise in respect of these schemes.

The fair value charge relating to Burberry Share Plan (BSP) Award Schemes, ShareSave (SAYE) Schemes, and Free Share Plan

Schemes was £12 million, £3 million and £2 million, respectively (last year: £11 million, £2 million and £1 million, respectively).

The fair value charge relating to the remaining schemes was £1 million (last year: £2 million).

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    213

27. Employee costs continued

Movements during the year

The number and weighted average exercise price (WAEP) of, and movements in, share-based compensation schemes during the year

are as follows:

For the 52 weeks ended 29 March 2025:

|  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  |  |  |  | Executive Share |  |  |  |  |  |  |
|  |  | Burberry Share Plan |  | Plan (ESP) Nil cost |  | ShareSave (SAYE) Option |  | Free Share Plan |  | Recruitment Share |
|  |  | (BSP)  Award Schemes |  | Option Schemes | Schemes | |  | Award Schemes |  | Award |
|  | Awards | WAEP | Options | WAEP | Options | WAEP | Awards | WAEP | Awards | WAEP |
| Outstanding at 30 March 2024 | 2,252,737 |  | 149,391 | – | 1,451,065 | £13.45 | 582,029 |  | – |  |
| Granted | 2,664,253 |  | – | – | 1,610,987 | £7.13 | 350,319 |  | 392,366 |  |
| Forfeited | (723,984) |  | (6,881) | – | (1,049,713) | £13.43 | (76,629) |  | – |  |
| Exercised | (607,077) |  | (26,987) | – | (7,638) | £11.64 | (112,322) |  | – |  |
| Outstanding at 29 March 2025 | 3,585,929 |  | 115,523 | – | 2,004,701 | £8.63 | 743,397 |  | 392,366 |  |
| Exercise price range |  |  | – |  | £7.13 - £16.72 |  |  |  |  |  |
| Weighted average remaining | 1.9 |  | – |  | 2.7 |  | 2.6 |  | 2.3 |  |
| contractual life (years) |  |  |  |  |  |  |  |  |  |  |
| Exercisable at 29 March 2025 | 1,198 |  | 115,523 |  | 123,228 |  | 3,093 |  | – |  |

For the 52 weeks ended 30 March 2024:

|  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  |  |  |  | Executive Share Plan |  |  |  |  |  |  |
|  |  | Burberry Share Plan |  | (ESP) Nil cost Option |  | ShareSave (SAYE) Option |  | Free Share Plan Award |  | Recruitment Share |
|  |  | (BSP) Award Schemes |  | Schemes | Schemes | |  | Schemes |  | Award |
|  | Awards | WAEP | Options | WAEP | Options | WAEP | Awards | WAEP | Awards | WAEP |
| Outstanding at 1 April 2023 | 2,261,952 |  | 285,906 | – | 1,224,861 | £14.71 | 573,812 |  |  | – |
| Granted | 1,002,553 |  | – | – | 781,677 | £14.47 | 223,146 |  |  | – |
| Forfeited | (362,276) |  | (19,239) | – | (510,636) | £15.15 | (88,525) |  |  | – |
| Exercised | (649,492) |  | (117,276) | – | (44,837) | £15.49 | (126,404) |  |  | – |
| Outstanding at 30 March 2024 | 2,252,737 |  | 149,391 | – | 1,451,065 | £13.45 | 582,029 |  |  | – |
| Exercise price range |  |  | – |  | £12.50 - £16.72 |  |  |  |  |  |
| Weighted average remaining | 1.6 |  | – |  | 1.9 |  | 2.4 |  |  | – |
| contractual life (years) |  |  |  |  |  |  |  |  |  |  |
| Exercisable at 30 March 2024 | 13,620 |  | 149,391 |  | 320,082 |  | 23,672 |  |  | – |

The weighted average share price at the date of exercise for awards exercised or vested in the period was £8.28 (last year: £20.63).

213Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

214  Burberry Annual Report 24/25

27. Employee costs continued

Valuation models and key assumptions used

During the year, awards were granted under the BSP Schemes on 30 July 2024, 21 November 2024 and 19 December 2024 at a fair

value of £7.63, £8.77, and £9.51, respectively. These values are based on the closing share price of an ordinary share at the date

of grant.

The ShareSave (SAYE) Option Schemes have been valued using the Black-Scholes option pricing model and the Recruitment Share

Award has been valued using the Monte Carlo pricing model.

The assumptions applied to the options granted in the respective periods are as follows:

|  |  |  |
| --- | --- | --- |
| SAYE Scheme |  |  |
| Black  -Scholes | 52 weeks ended 29 March 2025 | 52 weeks ended 30 March 2024 |
| Grant date | 12 December 2024 | 14 December 2023 |
| Expected dividend yield (%) | 1.16 | 3.95 |
| Expected volatility (%)  1  (3-year/5-year term) | 34.77 / 36.5 | 28.93 / 33.2 |
| Risk-free interest rate (%) (3-year/5-year term) | 4.04 / 4.18 | 4.10 / 3.95 |
| Expected life of option (years) | 3 / 5 | 3 / 5 |
| Weighted average exercise price (£) | 7.12 | 12.50 |
| Share price at grant (£) | 9.76 | 15.69 |
| Weighted average fair value of options granted (£) (3-year/5-year term) | 3.80 / 4.44 | 4.13 / 4.73 |

|  |  |
| --- | --- |
| Recruitment Share Award |  |
| Monte Carlo | 52 weeks ended 29 March 2025 |
| Grant date | 19 December 2024 |
| Expected dividend yield (%) | 0.0 |
| Expected volatility (%)  1 | 36.5 |
| Risk-free interest rate (%) | 4.3 |
| Expected life of awards (years) | 4.6 |
| Discount for post vesting restrictions (%) | 15 |
| Share price at grant (£) | 9.51 |
| Weighted average fair value of awards granted (£) | 4.57 |

1.  Volatility is determined by calculating the historical annualised standard deviation of the market price of Burberry Group plc shares over a period of time, prior to the grant,

equivalent to the expected life of the option.

28. Acquisition of subsidiary

On 2 October 2023, Burberry Italy S.R.L., Burberry’s wholly-owned subsidiary, acquired a 100% shareholding in Burberry Tecnica,

S.R.L., from Italian technical outerwear supplier, Pattern SpA, a company incorporated in Italy, for total cash consideration of £19

million. As a result of the acquisition, net assets of £3 million were acquired and goodwill of £16 million was recognised. There were

no adjustments to the acquisition accounting in the 52 weeks to 29 March 2025.

29. Related party transactions

Transactions between the Company and its subsidiaries, which are related parties of the Company, have been eliminated on

consolidation and are not disclosed in this note. Total compensation in respect of key management, who are defined as the

Board of Directors and certain members of senior management, is considered to be a related party transaction.

The total compensation in respect of key management for the year was as follows:

|  |  |  |
| --- | --- | --- |
|  | 52 weeks to | 52 weeks to |
|  | 29 March | 30 March |
|  | 2025 | 2024 |
|  | £m | £m |
| Salaries, short-term benefits and social security costs  1 | 6 | 7 |
| Share-based compensation (all awards and options settled in shares) | – | 2 |
| Termination benefits | 1 | – |
| Total | 7 | 9 |

1.  Pension cash allowance is included within salaries, short-term benefits and social security costs.

The Group donates each year to The Burberry Foundation, an independent charity which meets the criteria to be reported as a related

party in accordance with IFRS. Charitable donations to The Burberry Foundation for the 52 weeks to 29 March 2025 were £4 million

(last year: £2 million).

There were no other material related party transactions in the year.

214 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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)

Financial Statements | Notes to the Financial Statements

214  Burberry Annual Report 24/25

27. Employee costs continued

Valuation models and key assumptions used

During the year, awards were granted under the BSP Schemes on 30 July 2024, 21 November 2024 and 19 December 2024 at a fair

value of £7.63, £8.77, and £9.51, respectively. These values are based on the closing share price of an ordinary share at the date

of grant.

The ShareSave (SAYE) Option Schemes have been valued using the Black-Scholes option pricing model and the Recruitment Share

Award has been valued using the Monte Carlo pricing model.

The assumptions applied to the options granted in the respective periods are as follows:

SAYE Scheme

Black

-Scholes  52 weeks ended 29 March 2025  52 weeks ended 30 March 2024

Grant date

12 December 2024

14 December 2023

Expected dividend yield (%)

1.16

3.95

Expected volatility (%)

1

(3-year/5-year term)

34.77 / 36.5

28.93 / 33.2

Risk-free interest rate (%) (3-year/5-year term)

4.04 / 4.18

4.10 / 3.95

Expected life of option (years)

3 / 5

3 / 5

Weighted average exercise price (£)

7.12

12.50

Share price at grant (£)

9.76

15.69

Weighted average fair value of options granted (£) (3-year/5-year term)

3.80 / 4.44

4.13 / 4.73

Recruitment Share Award

Monte Carlo

52 weeks ended 29 March 2025

Grant date

19 December 2024

Expected dividend yield (%)

0.0

Expected volatility (%)

1

36.5

Risk-free interest rate (%)

4.3

Expected life of awards (years)

4.6

Discount for post vesting restrictions (%)

15

Share price at grant (£)

9.51

Weighted average fair value of awards granted (£)

4.57

1.  Volatility is determined by calculating the historical annualised standard deviation of the market price of Burberry Group plc shares over a period of time, prior to the grant,

equivalent to the expected life of the option.

28. Acquisition of subsidiary

On 2 October 2023, Burberry Italy S.R.L., Burberry’s wholly-owned subsidiary, acquired a 100% shareholding in Burberry Tecnica,

S.R.L., from Italian technical outerwear supplier, Pattern SpA, a company incorporated in Italy, for total cash consideration of £19

million. As a result of the acquisition, net assets of £3 million were acquired and goodwill of £16 million was recognised. There were

no adjustments to the acquisition accounting in the 52 weeks to 29 March 2025.

29. Related party transactions

Transactions between the Company and its subsidiaries, which are related parties of the Company, have been eliminated on

consolidation and are not disclosed in this note. Total compensation in respect of key management, who are defined as the

Board of Directors and certain members of senior management, is considered to be a related party transaction.

The total compensation in respect of key management for the year was as follows:

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Salaries, short-term benefits and social security costs

1

6

7

Share-based compensation (all awards and options settled in shares)

–

2

Termination benefits

1

–

Total

7

9

1.  Pension cash allowance is included within salaries, short-term benefits and social security costs.

The Group donates each year to The Burberry Foundation, an independent charity which meets the criteria to be reported as a related

party in accordance with IFRS. Charitable donations to The Burberry Foundation for the 52 weeks to 29 March 2025 were £4 million

(last year: £2 million).

There were no other material related party transactions in the year.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    215

30. Subsidiary undertakings and investments

In accordance with Section 409 of the Companies Act 2006, a full list of related undertakings as at 29 March 2025, including their

country of incorporation and percentage share ownership, is disclosed below. Unless otherwise stated, all undertakings are indirectly

owned by Burberry Group plc and operate in the country of incorporation. All the subsidiary undertakings have been consolidated as

at 29 March 2025.

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Country/territory |  | Holding | Registered |
| Company name | of incorporation | Interest | (%) | office |
| Burberry Pacific Pty Ltd | Australia | Ordinary shares | 100 | 1 |
| Burberry (Austria) GmbH | Austria | Ordinary shares | 100 | 2 |
| Sandringham Bahrain W.L.L.  1 | Bahrain | Ordinary shares | 100 | 3 |
| Burberry Antwerp NV | Belgium | Ordinary shares | 100 | 4 |
| Burberry Brasil Comércio de Artigos de Vestuário e | Brazil | Quota | 100 | 5 |
| Acessórios Ltda |  |  |  |  |
| Burberry Canada Inc | Canada | Common shares | 100 | 6 |
| Burberry (Shanghai) Trading Co., Ltd | Mainland China | Equity interest | 100 | 7 |
| Burberry Czech Rep s.r.o. | Czech Republic | Ordinary shares | 100 | 8 |
| Burberry France SASU | France | Ordinary shares | 100 | 9 |
| Burberry (Deutschland) GmbH | Germany | Ordinary shares | 100 | 10 |
| Burberry Asia Holdings Limited | Hong Kong S.A.R., China | Ordinary shares | 100 | 11 |
| Burberry China Holdings Limited | Hong Kong S.A.R., China | Ordinary shares | 100 | 11 |
| Burberry Asia Limited | Hong Kong S.A.R., China | Ordinary shares | 100 | 12 |
| Burberry Hungary Kereskedelmi Korlátolt | Hungary | Ordinary shares | 100 | 13 |
| Felelősségű Társaság |  |  |  |  |
| Burberry India Private Limited | India | Ordinary shares | 51 | 14 |
| Burberry Ireland Investments Unlimited Company | Ireland | Ordinary A shares | 100 | 15 |
|  |  | Ordinary B shares | 100 |  |
| Burberry Ireland Limited | Ireland | Ordinary shares | 100 | 16 |
| Burberry Italy (Rome) S.R.L. | Italy | Quota | 100 | 17 |
| Burberry Italy S.R.L.  2 | Italy | Quota | 100 | 17 |
| Burberry Tecnica S.R.L. | Italy | Quota | 100 | 18 |
| Burberry Manifattura S.R.L. | Italy | Quota | 100 | 19 |
| Burberry Japan K.K. | Japan | Ordinary shares | 100 | 20 |
| Burberry Kuwait General Trading Textiles and Accessories | Kuwait | Capital units | 49 | 21 |
| Company W.L.L.  3 |  |  |  |  |
| Burberry Macau Limited | Macau S.A.R., China | Quota | 100 | 22 |
| Burberry (Malaysia) Sdn. Bhd. | Malaysia | Ordinary shares | 100 | 23 |
| Horseferry México S.A. de C.V. | Mexico | Ordinary (fixed) shares | 100 | 24 |
|  |  | Ordinary (variable) shares | 100 |  |
| Horseferry México Servicios Administrativos, S.A. de C.V. | Mexico | Ordinary (fixed) shares | 100 | 24 |
| Burberry Netherlands B.V. | Netherlands | Ordinary shares | 100 | 25 |
| Burberry New Zealand Limited | New Zealand | Ordinary shares | 100 | 26 |
| Burberry Qatar W.L.L.  3 | Qatar | Ordinary shares | 49 | 27 |
| Burberry Korea Limited | Republic of Korea | Common stock | 100 | 28 |
| Burberry Retail LLC  4 | Russian Federation | Participatory share | 100 | 29 |
| Burberry Saudi Company Limited | Kingdom of Saudi Arabia | Ordinary shares | 100 | 30 |
| Burberry (Singapore) Distribution Company PTE Ltd | Singapore | Ordinary shares | 100 | 31 |
| Burberry (Spain) Retail S.L. | Spain | Ordinary shares | 100 | 32 |
| Burberry (Suisse) SA  2 | Switzerland | Ordinary shares | 100 | 33 |
| Burberry (Taiwan) Co., Ltd | Taiwan Area, China | Common shares | 100 | 34 |
| Burberry (Thailand) Limited | Thailand | Common shares | 100 | 35 |

215Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

216  Burberry Annual Report 24/25

30. Subsidiary undertakings and investments continued

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Country of |  | Holding | Registered |
| Company name | incorporation | Interest | (%) | office |
| Burberry Turkey Giyim Toptan Ve Perakende Satış | Turkey | Ordinary shares | 100 | 36 |
| Limited Şirketi |  |  |  |  |
| Burberry FZ-LLC | United Arab Emirates | Ordinary shares | 100 | 37 |
| Burberry Middle East LLC  3 | United Arab Emirates | Ordinary shares | 49 | 38 |
| Burberry (Espana) Holdings Limited | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry (No. 7) Unlimited | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry (UK) Limited | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry Europe Holdings Limited  2 | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry Finance Limited  5 | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry Haymarket Limited  2 | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry Holdings Limited | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry International Holdings Limited  2 | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry Latin America Limited  5 | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry Limited | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry London Limited | United Kingdom | Ordinary shares | 100 | 39 |
| Burberrys Limited  2 | United Kingdom | Ordinary shares | 100 | 39 |
| Sweet Street Developments Limited  5 | United Kingdom | Ordinary shares | 100 | 39 |
| The Scotch House Limited  2, 5 | United Kingdom | Ordinary shares | 100 | 39 |
| Thomas Burberry Holdings Limited  2 | United Kingdom | Ordinary shares | 100 | 39 |
| Thomas Burberry Limited  2, 5 | United Kingdom | Ordinary shares | 100 | 39 |
| Woodrow-Universal Limited  2, 5 | United Kingdom | Ordinary shares | 100 | 39 |
| Woodrow-Universal Pension Trustee Limited  2, 5 | United Kingdom | Ordinary shares | 100 | 39 |
| Burberry (Wholesale) Limited | United States | Class X common stock | 100 | 40 |
|  |  | Class Y common stock | 100 |  |
| Burberry Limited | United States | Class X common stock | 100 | 40 |
|  |  | Class Y common stock | 100 |  |
| Burberry North America, Inc. | United States | Common stock | 100 | 41 |

1.  The Group has an indirect holding of 100% of the issued share capital through a nominee.

2. Held directly by Burberry Group plc.

3. The Group has a 100% share of profits of Burberry Middle East LLC as well as a 100% and majority share of profits in Burberry Middle East LLC’s subsidiaries in Kuwait and

Qatar respectively. The Group has the power to control these companies under the agreements relating to Burberry Middle East LLC.

4. Burberry Retail LLC’s stores have been closed since March 2022.

5.  This subsidiary will take the audit exemption allowed under Section 479A of the Companies Act 2006 for the year ended 29 March 2025.

216 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Financial Statements

216  Burberry Annual Report 24/25

30. Subsidiary undertakings and investments continued

Company name

Country of

incorporation

Interest

Holding

(%)

Registered

office

Burberry Turkey Giyim Toptan Ve Perakende Satış

Limited Şirketi

Turkey

Ordinary shares

100

36

Burberry FZ-LLC

United Arab Emirates

Ordinary shares

100

37

Burberry Middle East LLC

3

United Arab Emirates

Ordinary shares

49

38

Burberry (Espana) Holdings Limited

United Kingdom

Ordinary shares

100

39

Burberry (No. 7) Unlimited

United Kingdom

Ordinary shares

100

39

Burberry (UK) Limited

United Kingdom

Ordinary shares

100

39

Burberry Europe Holdings Limited

2

United Kingdom

Ordinary shares

100

39

Burberry Finance Limited

5

United Kingdom

Ordinary shares

100

39

Burberry Haymarket Limited

2

United Kingdom

Ordinary shares

100

39

Burberry Holdings Limited

United Kingdom

Ordinary shares

100

39

Burberry International Holdings Limited

2

United Kingdom

Ordinary shares

100

39

Burberry Latin America Limited

5

United Kingdom

Ordinary shares

100

39

Burberry Limited

United Kingdom

Ordinary shares

100

39

Burberry London Limited

United Kingdom

Ordinary shares

100

39

Burberrys Limited

2

United Kingdom

Ordinary shares

100

39

Sweet Street Developments Limited

5

United Kingdom

Ordinary shares

100

39

The Scotch House Limited

2, 5

United Kingdom

Ordinary shares

100

39

Thomas Burberry Holdings Limited

2

United Kingdom

Ordinary shares

100

39

Thomas Burberry Limited

2, 5

United Kingdom

Ordinary shares

100

39

Woodrow-Universal Limited

2, 5

United Kingdom

Ordinary shares

100

39

Woodrow-Universal Pension Trustee Limited

2, 5

United Kingdom

Ordinary shares

100

39

Burberry (Wholesale) Limited

United States

Class X common stock

Class Y common stock

100

100

40

Burberry Limited

United States

Class X common stock

Class Y common stock

100

100

40

Burberry North America, Inc.

United States

Common stock

100

41

1.  The Group has an indirect holding of 100% of the issued share capital through a nominee.

2. Held directly by Burberry Group plc.

3. The Group has a 100% share of profits of Burberry Middle East LLC as well as a 100% and majority share of profits in Burberry Middle East LLC’s subsidiaries in Kuwait and

Qatar respectively. The Group has the power to control these companies under the agreements relating to Burberry Middle East LLC.

4. Burberry Retail LLC’s stores have been closed since March 2022.

5.  This subsidiary will take the audit exemption allowed under Section 479A of the Companies Act 2006 for the year ended 29 March 2025.

Financial Statements | Notes to the Financial Statements

Burberry Annual Report 24/25    217

30. Subsidiary undertakings and investments continued

Ref

Registered office address

1

Level 5, 343 George Street, Sydney, NSW 2000, Australia

2

Kohlmarkt 2, 1010 Wien, Austria

3

Building 2758, Flat no. 1081, Road 4650, Block 346, Manama/Sea Front, Bahrain

4

Waterloolaan 16, 1000, Brussels, Belgium

5

City of São Paulo, State of São Paulo, at Rua do Rocio, 350, 3rd Pavement of Condominium Atrium IX, suites No. 32, 28th subdistrict,

Vila Olímpia, CEP 04552-000, Brazil

6

100 King Street West, 1 First Canadian Place, Suite 1600, Toronto ON M5X 1G5, Canada

7

60th Floor (Actual Floor No.53), Wheelock Square, No. 1717 Nanjing West Road, Jing’an Districts, Shanghai 200040,

People’s Republic of China

8

Praha 1, Pařížská 11/67, PSČ 11000, Czech Republic

9

56A rue du Faubourg Saint-Honoré, 75008, Paris, France

10

Königsallee 50, 40212, Düsseldorf, Germany

11

Flat /RM 2201-02 & 09-14, 22/F Devon House, Taikoo Place, 979 King’s Road, Quarry Bay, Hong Kong

12

RM 01-02 & 09-14, 22/F Devon House, Taikoo Place, 979 King’s Road, Quarry Bay, Hong Kong

13

H-1068 Budapest Dózsa György út 84. B, Hungary

14

10th Floor, International Trade Tower, Nehru Place, New Delhi, South East Delhi, Delhi 110019, India

15

One Spencer Dock, North Wall Quay, Dublin 1, Ireland

16

One Spencer Dock, North Wall Quay, Dublin 1, Ireland

17

Via Manzoni n.20, CAP, 20121, Milano, Italy

18

Via Italia 6/A, 10093 Collegno (TO), Italy

19

Via delle Fonti n.10, 50018 Scandicci, Italy

20

5-14 Ginza 2-chome, Chuo-ku, Tokyo, Japan

21

Hawally, Block 8, Street 276, Plot 9301, Unit No 12, Floor 7, Kuwait

22

MacauShop Unit 1202 on Mezzanine Level and Shop Unit 2812 on Level 2 in Shoppes at Four Seasons, Estrada Da Baía De N.

Senhora De Esperança, S/N, Taipa, Macau

23

43-2, Plaza Damansara, Jalan Medan Setia 1, Bukit Damansara, 50490 Kuala Lumpur, Wilayah Persekutuan, Malaysia

24

Edgar Allan Poe 85-B, Col. Polanco, Delg. Miguel Hidalgo, Mexico City, 11560, Mexico

25

Pieter Cornelisz. Hooftstraat 50 H, 1071CA Amsterdam, Netherlands

26

Level 20, HSBC Tower, 188 Quay Street, Auckland, 1010, New Zealand

27

First Floor, Building No. 660, Street no. 364, Al Waab, Zone No.54A, Al Marikh, Al Rayyan Municipality South, Doha, Qatar

28

459, Dosan-daero, Gangnam-gu, Seoul, Republic of Korea

29

Ulitsa Petrovka, 16, floor 3, Premise I, rooms 47-53, 127051, Moscow, Russian Federation

30

1st Floor, Building No. 7235, Al Olaya Street, 2392 Al Olya District Riyadh 12244, Kingdom of Saudi Arabia

31

391B Orchard Road, #15-02/03, Ngee Ann City, 238874, Singapore

32

Passeig de Gràcia, 56, 08007, Barcelona, Spain

33

Route de Chêne 30A, c/o L&S Trust Services SA, 1208 Genève, Switzerland

34

5F. No 451 Changchun Rd, Songshan Dist, Taipei City 10547, Taiwan

35

No.127 Office 25.03; Level 25; Gaysorn Tower; Ratchadamri Road, Lumpini Sub-District; Pathumwan District; 10330 Bangkok; Thailand

36

Reşitpaşa Mahallessi Eski Büyükdere Cad. Windowist Tower Sit. No: 26/1 Sariyer/Istanbul, Turkey

37

Dubai Design District, Premises:, 312, 313, 314 & 315, Floor: 03, Building: 08, Dubai Design District, United Arab Emirates

38

Dubai Design District, Building 8, Level 3, Unit no 314 and 315 PO Box 83916, Dubai, United Arab Emirates

39

Horseferry House, Horseferry Road, London, SW1P 2AW, United Kingdom

40

Corporation Service Company, 80 State Street, Albany, NY, 12207-2543, USA

41

Corporation Service Company, 251 Little Falls Drive, Wilmington, DE 19808, USA

31. Contingent liabilities

The Group is subject to claims against it and to tax audits in a number of jurisdictions which arise in the ordinary course of business.

These typically relate to Value Added Taxes, sales taxes, customs duties, corporate taxes, transfer pricing, payroll taxes, various

contractual claims, legal proceedings and other matters. Where appropriate, the estimated cost of known obligations has been

provided in these financial statements in accordance with the Group’s accounting policies. The Group does not expect the outcome

of current similar contingent liabilities to have a material effect on the Group’s financial position.

217Burberry Annual Report 2024/25

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Financial Statements | Five-Year Summary (UNAUDITED)

FIVE-YEAR SUMMARY (UNAUDITED)

218  Burberry Annual Report 24/25

To end of year

Revenue by channel

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Retail

1,910

2,273

2,501

2,400

2,076

Wholesale

396

512

543

506

319

Retail/Wholesale

2,306

2,785

3,044

2,906

2,395

Licensing

38

41

50

62

66

Total revenue

2,344

2,826

3,094

2,968

2,461

Profit by channel

£m  £m  £m

£m  £m

Retail/Wholesale

1

361

486

587

359

(36)

Licensing

35

37

47

59

62

Adjusted operating profit

1

396

523

634

418

26

Segmental analysis of adjusted profit

1

%  %  %  %  %

Retail/Wholesale gross margin

69.5

70.2

70.0

67.0

61.5

Retail/Wholesale operating expenses as a percentage of sales

53.8

52.7

50.7

54.6

63.0

Retail/Wholesale operating margin

15.7

17.5

19.3

12.4

(1.5)

Licensing operating margin

90.8

90.2

91.9

94.0

93.8

Adjusted operating profit margin

16.9

18.5

20.5

14.1

1.0

Summary profit analysis

£m  £m  £m

£m  £m

Adjusted operating profit

1

396

523

634

418

26

Net finance expense

1

(30)

(31)

(21)

(35)

(63)

Adjusted profit/(loss) before taxation

1

366

492

613

383

(37)

Adjusting items

124

19

21

–

(29)

Profit/(loss) before taxation

490

511

634

383

(66)

Taxation

(114)

(114)

(142)

(112)

(9)

Non-controlling interest

–

(1)

(2)

(1)

–

Attributable profit/(loss)

376

396

490

270

(75)

Retail/Wholesale revenue by product division

£m  £m  £m

£m  £m

Accessories

841

1,017

1,125

1,055

841

Womenswear

653

784

867

860

718

Menswear

668

807

868

842

732

Childrenswear and other

144

177

184

149

104

Retail/Wholesale revenue by destination

£m  £m  £m

£m  £m

Asia Pacific

1,203

1,276

1,297

1,286

1,043

EMEIA

2

628

813

1,004

1,017

842

Americas

475

696

743

603

510

Financial KPIs

%  %

%

%  %

Total revenue growth

3

-10

+23

+5

–

-15

Comparable store sales growth

3

-9

+18

+7

-1

-12

Adjusted operating profit growth

1,3

-8

+38

+8

-25

-88

Adjusted operating profit margin

1

16.9

18.5

20.5

14.1

1.0

Adjusted diluted EPS growth

1

-14

+40

+30

-40

-120

Adjusted Group return on invested capital (ROIC)

1

17.0

24.6

28.6

15.3

1.0

1.  Excludes the impact of adjusting items. Refer to note 2r for the Group’s policy on adjusting items.

2. EMEIA comprises Europe, Middle East, India and Africa.

3. Growth rate is year-on-year underlying change, i.e. at constant exchange rates.

218 Burberry Annual Report 2024/25

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Financial Statements | Five-Year Summary (UNAUDITED)

FIVE-YEAR SUMMARY (UNAUDITED)

218  Burberry Annual Report 24/25

To end of year

Revenue by channel

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Retail

1,910

2,273

2,501

2,400

2,076

Wholesale

396

512

543

506

319

Retail/Wholesale

2,306

2,785

3,044

2,906

2,395

Licensing

38

41

50

62

66

Total revenue

2,344

2,826

3,094

2,968

2,461

Profit by channel

£m  £m  £m

£m  £m

Retail/Wholesale

1

361

486

587

359

(36)

Licensing

35

37

47

59

62

Adjusted operating profit

1

396

523

634

418

26

Segmental analysis of adjusted profit

1

%  %  %  %  %

Retail/Wholesale gross margin

69.5

70.2

70.0

67.0

61.5

Retail/Wholesale operating expenses as a percentage of sales

53.8

52.7

50.7

54.6

63.0

Retail/Wholesale operating margin

15.7

17.5

19.3

12.4

(1.5)

Licensing operating margin

90.8

90.2

91.9

94.0

93.8

Adjusted operating profit margin

16.9

18.5

20.5

14.1

1.0

Summary profit analysis

£m  £m  £m

£m  £m

Adjusted operating profit

1

396

523

634

418

26

Net finance expense

1

(30)

(31)

(21)

(35)

(63)

Adjusted profit/(loss) before taxation

1

366

492

613

383

(37)

Adjusting items

124

19

21

–

(29)

Profit/(loss) before taxation

490

511

634

383

(66)

Taxation

(114)

(114)

(142)

(112)

(9)

Non-controlling interest

–

(1)

(2)

(1)

–

Attributable profit/(loss)

376

396

490

270

(75)

Retail/Wholesale revenue by product division

£m  £m  £m

£m  £m

Accessories

841

1,017

1,125

1,055

841

Womenswear

653

784

867

860

718

Menswear

668

807

868

842

732

Childrenswear and other

144

177

184

149

104

Retail/Wholesale revenue by destination

£m  £m  £m

£m  £m

Asia Pacific

1,203

1,276

1,297

1,286

1,043

EMEIA

2

628

813

1,004

1,017

842

Americas

475

696

743

603

510

Financial KPIs

%  %

%

%  %

Total revenue growth

3

-10

+23

+5

–

-15

Comparable store sales growth

3

-9

+18

+7

-1

-12

Adjusted operating profit growth

1,3

-8

+38

+8

-25

-88

Adjusted operating profit margin

1

16.9

18.5

20.5

14.1

1.0

Adjusted diluted EPS growth

1

-14

+40

+30

-40

-120

Adjusted Group return on invested capital (ROIC)

1

17.0

24.6

28.6

15.3

1.0

1.  Excludes the impact of adjusting items. Refer to note 2r for the Group’s policy on adjusting items.

2. EMEIA comprises Europe, Middle East, India and Africa.

3. Growth rate is year-on-year underlying change, i.e. at constant exchange rates.

Financial Statements | Five-Year Summary (UNAUDITED)

Burberry Annual Report 24/25    219

To end of year

Earnings and dividends

2021

pence

per share

2022

pence

per share

2023

pence

per share

2024

pence

per share

2025

pence

per share

Adjusted earnings/(loss) per share – diluted

1

67.3

94.0

122.5

73.9

(14.8)

Earnings/(loss) per share – diluted

92.7

97.7

126.3

73.9

(20.9)

Diluted weighted average number of ordinary shares (millions)

405.1

404.8

388.0

366.2

358.4

Dividend per share

Interim

–

11.6

16.5

18.3

–

Final

42.5

35.4

44.5

42.7

–

To end of year

Net cash flow

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Adjusted profit/(loss) before tax

366

492

613

383

(37)

Adjusting items

124

19

21

–

(29)

Profit/(loss) before taxation

490

511

634

383

(66)

Depreciation and amortisation

277

313

344

379

413

Employee share scheme costs

12

16

19

16

18

Net finance expense

31

32

23

35

63

Decrease/(increase) in inventories

21

(22)

(10)

(57)

80

Decrease/(increase) in receivables

(39)

(5)

(17)

(32)

36

Increase/(decrease) in payables and provisions

(7)

81

(49)

(77)

(41)

Other cash items

(1)

–

–

–

–

Other non-cash items

(107)

(17)

(32)

18

23

Cash flow from operations

677

909

912

665

526

Net interest

(27)

(30)

(22)

(20)

(54)

Tax paid

(58)

(180)

(140)

(139)

(43)

Net cash flow from operations

592

699

750

506

429

Capital expenditure

(115)

(161)

(179)

(208)

(151)

Proceeds from disposal of non-current assets

27

8

32

–

12

Payment of lease principal and related cash flows

(155)

(206)

(210)

(235)

(225)

Free cash flow

349

340

393

63

65

Acquisitions

(4)

(10)

(6)

(19)

(2)

Dividends

–

(219)

(203)

(233)

(152)

Purchase of shares through share buyback

–

(153)

(404)

(402)

–

Proceeds from borrowings

595

–

–

–

439

Repayment of borrowings

(600)

–

–

–

–

Other

2

(4)

2

1

–

Exchange difference

(13)

7

2

(9)

(4)

Total movement in net cash

329

(39)

(216)

(599)

346

Net cash

1,216

1,177

961

362

708

1.  Excludes the impact of adjusting items. Refer to note 2r for the Group’s policy on adjusting items.

219Burberry Annual Report 2024/25

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Financial Statements | Five-Year Summary (UNAUDITED)

220  Burberry Annual Report 24/25

At end of year

Balance Sheet

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Intangible assets

237

240

248

267

229

Property, plant and equipment

280

322

376

406

398

Right-of-use assets

818

880

950

1,013

867

Inventories

402

426

447

507

424

Trade and other receivables

322

328

359

392

357

Trade and other payables

(492)

(572)

(553)

(502)

(459)

Lease liabilities

(1,020)

(1,058)

(1,123)

(1,188)

(1,081)

Taxation (including deferred taxation)

148

221

229

243

269

Net cash

1,216

1,177

961

362

708

Borrowings

(297)

(298)

(298)

(299)

(738)

Other net assets

(54)

(49)

(57)

(47)

(53)

Net assets

1,560

1,617

1,539

1,154

921

Reconciliation of adjusted

Group ROIC

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Adjusted operating profit

1

396

523

634

418

26

Adjusted profit effective tax rate

1,2

25.4%

22.2%

22.2%

29.2%

–

Adjusted net operating profit after tax

1,2

295

407

493

296

20

Net assets

1,560

1,617

1,539

1,154

921

Deduct cash net of overdrafts

(1,216)

(1,177)

(961)

(362)

(708)

Add back borrowings

297

298

298

299

738

Add back lease debt

1,020

1,058

1,123

1,188

1,081

Deduct net tax assets

(148)

(221)

(229)

(243)

(269)

Operating assets

1,513

1,575

1,770

2,036

1,763

Add back net liabilities related to adjusting items:

Deferred consideration

17

8

5

5

3

Restructuring liabilities/other

127

63

30

23

27

Adjusted operating assets

1

1,657

1,646

1,805

2,064

1,793

Average adjusted operating assets

1

1,736

1,651

1,726

1,935

1,929

Adjusted Group ROIC

1

17.0%

24.6%

28.6%

15.3%

1.0%

1.  Excludes the impact of adjusting items. Refer to note 2r for the Group’s policy on adjusting items.

2. The Group’s adjusted effective tax rate for the 52 weeks to 29 March 2025 was -43%. For the purposes of the Group ROIC calculation, the UK effective tax rate of 25%

was used.

220 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Financial Statements | Five-Year Summary (UNAUDITED)

220  Burberry Annual Report 24/25

At end of year

Balance Sheet

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Intangible assets

237

240

248

267

229

Property, plant and equipment

280

322

376

406

398

Right-of-use assets

818

880

950

1,013

867

Inventories

402

426

447

507

424

Trade and other receivables

322

328

359

392

357

Trade and other payables

(492)

(572)

(553)

(502)

(459)

Lease liabilities

(1,020)

(1,058)

(1,123)

(1,188)

(1,081)

Taxation (including deferred taxation)

148

221

229

243

269

Net cash

1,216

1,177

961

362

708

Borrowings

(297)

(298)

(298)

(299)

(738)

Other net assets

(54)

(49)

(57)

(47)

(53)

Net assets

1,560

1,617

1,539

1,154

921

Reconciliation of adjusted

Group ROIC

2021

£m

2022

£m

2023

£m

2024

£m

2025

£m

Adjusted operating profit

1

396

523

634

418

26

Adjusted profit effective tax rate

1,2

25.4%

22.2%

22.2%

29.2%

–

Adjusted net operating profit after tax

1,2

295

407

493

296

20

Net assets

1,560

1,617

1,539

1,154

921

Deduct cash net of overdrafts

(1,216)

(1,177)

(961)

(362)

(708)

Add back borrowings

297

298

298

299

738

Add back lease debt

1,020

1,058

1,123

1,188

1,081

Deduct net tax assets

(148)

(221)

(229)

(243)

(269)

Operating assets

1,513

1,575

1,770

2,036

1,763

Add back net liabilities related to adjusting items:

Deferred consideration

17

8

5

5

3

Restructuring liabilities/other

127

63

30

23

27

Adjusted operating assets

1

1,657

1,646

1,805

2,064

1,793

Average adjusted operating assets

1

1,736

1,651

1,726

1,935

1,929

Adjusted Group ROIC

1

17.0%

24.6%

28.6%

15.3%

1.0%

1.  Excludes the impact of adjusting items. Refer to note 2r for the Group’s policy on adjusting items.

2. The Group’s adjusted effective tax rate for the 52 weeks to 29 March 2025 was -43%. For the purposes of the Group ROIC calculation, the UK effective tax rate of 25%

was used.

Financial Statements | Company Balance Sheet

COMPANY BALANCE SHEET

52 weeks ended 29 March 2025

Burberry Annual Report 24/25    221

Note

As at

29 March

2025

£m

As at

30 March

2024

£m

Fixed assets

Investments in subsidiaries

D

1,630

1,572

1,630

1,572

Current assets

Trade and other receivables – amounts falling due after more than one year

E

623

655

Trade and other receivables – amounts falling due within one year

E

301

–

Derivative assets maturing within one year

1

–

Cash at bank and in hand

–

1

925

656

Creditors – amounts falling due within one year

F

(107)

(102)

Derivative liabilities maturing within one year

–

(1)

Borrowings

G

(300)

–

Net current assets

518

553

Total assets less current liabilities

2,148

2,125

Creditors – amounts falling due after more than one year

F

(87)

(61)

Borrowings

G

(439)

(299)

Net assets

1,622

1,765

Equity

Called up share capital

I

–

–

Share premium account

231

231

Capital reserve

1

1

Profit and loss account

1,390

1,533

Total equity

1,622

1,765

Loss for the year was £9 million (last year: profit £732 million). The Directors consider that, at 29 March 2025, £749 million (last year:

£732 million) of the profit and loss account is non-distributable.

The financial statements on pages 221 to 230 were approved and authorised for issue by the Board on 13 May 2025 and signed on its

behalf by:

Joshua Schulman

Kate Ferry

Chief Executive Officer

Chief Financial Officer

221Burberry Annual Report 2024/25

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)

Financial Statements | Company Statement of Changes in Equity

COMPANY STATEMENT OF CHANGES IN EQUITY

52 weeks ended 29 March 2025

222  Burberry Annual Report 24/25

Note

Called up share

capital

£m

Share premium

account

£m

Capital reserve

£m

Profit and loss

account

£m

Total

equity

£m

Balance as at 1 April 2023

–

230

1

1,420

1,651

Profit for the year

–

–

–

732

732

Total comprehensive income for the year

–

–

–

732

732

Employee share incentive schemes

Equity share awards

–

–

–

16

16

Exercise of share options

–

1

–

–

1

Purchase of own shares

Share buyback

–

–

–

(402)

(402)

Dividends paid in the year

J

–

–

–

(233)

(233)

Balance as at 30 March 2024

–

231

1

1,533

1,765

Loss for the year

–

–

–

(9)

(9)

Total comprehensive loss for the year

–

–

–

(9)

(9)

Employee share incentive schemes

Equity share awards

–

–

–

18

18

Dividends paid in the year

J

–

–

–

(152)

(152)

Balance as at 29 March 2025

–

231

1

1,390

1,622

222 Burberry Annual Report 2024/25

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Financial Statements | Company Statement of Changes in Equity

COMPANY STATEMENT OF CHANGES IN EQUITY

52 weeks ended 29 March 2025

222  Burberry Annual Report 24/25

Note

Called up share

capital

£m

Share premium

account

£m

Capital reserve

£m

Profit and loss

account

£m

Total

equity

£m

Balance as at 1 April 2023

–

230

1

1,420

1,651

Profit for the year

–

–

–

732

732

Total comprehensive income for the year

–

–

–

732

732

Employee share incentive schemes

Equity share awards

–

–

–

16

16

Exercise of share options

–

1

–

–

1

Purchase of own shares

Share buyback

–

–

–

(402)

(402)

Dividends paid in the year

J

–

–

–

(233)

(233)

Balance as at 30 March 2024

–

231

1

1,533

1,765

Loss for the year

–

–

–

(9)

(9)

Total comprehensive loss for the year

–

–

–

(9)

(9)

Employee share incentive schemes

Equity share awards

–

–

–

18

18

Dividends paid in the year

J

–

–

–

(152)

(152)

Balance as at 29 March 2025

–

231

1

1,390

1,622

Financial Statements | Notes to the Company Financial Statements

Burberry Annual Report 24/25    223

A. Basis of preparation

Burberry Group plc (the Company) is the parent Company of the Burberry Group. Burberry Group plc is a public company which

is limited by shares and is listed on the London Stock Exchange. The Company’s principal business is investment and it is

incorporated and domiciled in the UK. The Company is registered in England and Wales and the address of its registered office is

Horseferry House, Horseferry Road, London, SW1P 2AW. The Company is the sponsoring entity of The Burberry Group plc ESOP Trust

and The Burberry Group plc SIP Trust (collectively known as the ESOP trusts). These financial statements have been prepared by

including the ESOP trusts within the financial statements of the Company. The purpose of the ESOP trusts is to purchase shares of

the Company in order to satisfy Group share-based payment arrangements.

Burberry Group plc and its subsidiaries (the Group) is a global luxury goods manufacturer, retailer and wholesaler. The Group also

licenses third parties to manufacture and distribute products using the ‘Burberry’ trademarks. All of the companies which comprise

the Group are controlled by the Company directly or indirectly. The consolidated financial statements of the Group have been

prepared in accordance with the requirements of the Companies Act 2006 and UK-adopted International Accounting Standards.

These consolidated financial statements have been prepared for public use and can be obtained at Horseferry House, Horseferry

Road, London, SW1P 2AW.

The financial statements of the Company have been prepared in accordance with Financial Reporting Standard 101 ‘Reduced

Disclosure Framework’ (FRS 101). The financial statements have been prepared on a going concern basis under the historical cost

convention, as modified by derivative financial assets and derivative financial liabilities measured at fair value through profit or loss,

and in accordance with the Companies Act 2006. As permitted by Section 408 of the Companies Act 2006, the Company has not

presented its own Income Statement.

The preparation of the financial statements in conformity with FRS 101 requires the use of certain critical accounting estimates. It also

requires management to exercise judgement in applying the Company’s accounting policies (refer to note C).

Financial Reporting Standard 101 – reduced disclosure exemptions

The Company has taken advantage of the applicable disclosure exemptions permitted by FRS 101 in the financial statements, which

are summarised below:

Standard

Disclosure exemption

IFRS 2, Share-based Payments

•  para 45(b) – disclosure of number and weighted average exercise price of

share options

•

para 46-49 – disclosure of valuation techniques and inputs used for fair value

measurement of options

•

para 50-52 – disclosure of the effect of share-based payment transactions on the

entity’s profit and loss for the period.

IFRS 7, Financial Instruments: Disclosures

•  Full exemption

IFRS 13, Fair Value Measurement

•  para 91-99 – disclosure of valuation techniques and inputs used for fair value

measurement of assets and liabilities

IAS 1, Presentation of the Financial Statements

•  para 10(d) – statement of cash flows

•  para 10(f) – a statement of financial position as at the beginning of the preceding

period when an entity applies an accounting policy retrospectively or makes a

retrospective statement of items in its financial statements, or when it reclassifies

items in its financial statements

•  para 16 – statement of compliance with all IFRS

•  para 38 – present comparative information in respect of paragraph 79(a)(iv) of IAS 1

•  para 38A – requirement for minimum of two primary statements, including

cash flow statements

•  para 38B-D – additional comparative information

•  para 111 – cash flow statement information

•  para 134-136 – capital management disclosures

IAS 7, Statement of Cash Flows

•  Full exemption

IAS 8, Accounting Policies, Changes

in Accounting Estimates and Errors

•  para 30-31 – requirement for the disclosure of information when an entity has not

applied a new IFRS that has been issued but is not yet effective

IAS 24, Related Party Disclosures

•  para 17 – key management compensation

•  The requirements to disclose related party transactions entered into between two

or more members of a group, provided that any subsidiary which is a party to the

transaction is wholly owned by such a member

IAS 36, Impairment of Assets

•  para 134(d)-134(f) and 135(c)-135(e)

223Burberry Annual Report 2024/25

Financial Statements | Notes to the Company Financial Statements

224  Burberry Annual Report 24/25

A. Basis of preparation continued

Going concern

The Company financial statements are prepared on a going concern basis as set out in note 1 of the Group consolidated financial

statements of Burberry Group plc.

New standards, amendments and interpretations adopted in the period

A number of new amendments to standards are effective for the 52 weeks to 29 March 2025, but they do not have a material impact

on the financial statements of the Company.

Standards not yet adopted

Certain new accounting standards and amendments to standards have been published that are not yet mandatory for the 52 weeks to

29 March 2025 and have not been early adopted by the Company as set out in note 1 of the Group consolidated financial statements

of Burberry Group plc.

B. Accounting policies

The following material accounting policies have been applied in the preparation of these financial statements. These policies have

been consistently applied to all the years presented, unless otherwise stated:

Share schemes

The Group operates a number of equity-settled share-based compensation schemes under which services are received from

employees (including Executive Directors) as consideration for equity instruments of the Company. Instruments used include awards

and options. The cost of the share-based incentives is measured with reference to the fair value of the equity instruments awarded at

the date of grant. Appropriate option pricing models, including Black-Scholes, are used to determine the fair value of the option

awards made.

The fair value takes into account the impact of any market performance conditions, but the impact of non-market performance

conditions is not considered in determining the fair value on the date of grant. Vesting conditions which relate to non-market

conditions are allowed for in the assumptions used for the number of share awards or options expected to vest. The estimate of the

number of options expected to vest is revised at each balance sheet date.

In some circumstances, employees may provide services in advance of the grant date. The grant date fair value is estimated for the

purpose of recognising the expense during the period between the service commencement period and the grant date.

The grant by the Company of share awards or options over its equity instruments to employees of subsidiary undertakings in the

Group is treated as a capital contribution. In the Company’s financial statements, the cost of the share-based incentives is recognised

over the vesting period of the awards as an increase in investment in subsidiary undertakings, with a corresponding increase in

equity. Where amounts are received from Group companies in relation to equity instruments granted to the employees of the

subsidiary undertaking, the amount is derecognised from investments in Group companies.

When share awards or options are exercised, they are settled either via issue of new shares in the Company, or through shares held in

the ESOP trusts, depending on the terms and conditions of the relevant scheme. For new shares issued, the proceeds received from

the exercise of share options, net of any directly attributable transaction costs, are credited to share capital and share premium

accounts. When ESOP shares are used, any difference between the exercise price and their cost is recognised in retained earnings.

Dividend distribution

Dividend distributions to Burberry Group plc’s shareholders are recognised as a liability in the year in which the dividend becomes a

committed obligation. Final dividends are recognised when they are approved by the shareholders. Interim dividends are recognised

when paid.

Investments in subsidiaries

Investments in subsidiaries are stated at cost, less any provisions to reflect impairment in value.

Impairment of investments in subsidiaries

Investments in subsidiaries are not subject to amortisation and are tested annually for impairment. An impairment loss is recognised

for the amount by which the carrying value exceeds its recoverable amount. The recoverable amount is the higher of an asset’s fair

value less costs to sell and value-in-use. For the purpose of assessing impairment, assets are grouped at the lowest level for which

there are separately identifiable cash flows (cash generating units). Investments for which an impairment has been previously

recognised are reviewed for possible reversal of impairment at each reporting date.

224 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Company Financial Statements

224  Burberry Annual Report 24/25

A. Basis of preparation continued

Going concern

The Company financial statements are prepared on a going concern basis as set out in note 1 of the Group consolidated financial

statements of Burberry Group plc.

New standards, amendments and interpretations adopted in the period

A number of new amendments to standards are effective for the 52 weeks to 29 March 2025, but they do not have a material impact

on the financial statements of the Company.

Standards not yet adopted

Certain new accounting standards and amendments to standards have been published that are not yet mandatory for the 52 weeks to

29 March 2025 and have not been early adopted by the Company as set out in note 1 of the Group consolidated financial statements

of Burberry Group plc.

B. Accounting policies

The following material accounting policies have been applied in the preparation of these financial statements. These policies have

been consistently applied to all the years presented, unless otherwise stated:

Share schemes

The Group operates a number of equity-settled share-based compensation schemes under which services are received from

employees (including Executive Directors) as consideration for equity instruments of the Company. Instruments used include awards

and options. The cost of the share-based incentives is measured with reference to the fair value of the equity instruments awarded at

the date of grant. Appropriate option pricing models, including Black-Scholes, are used to determine the fair value of the option

awards made.

The fair value takes into account the impact of any market performance conditions, but the impact of non-market performance

conditions is not considered in determining the fair value on the date of grant. Vesting conditions which relate to non-market

conditions are allowed for in the assumptions used for the number of share awards or options expected to vest. The estimate of the

number of options expected to vest is revised at each balance sheet date.

In some circumstances, employees may provide services in advance of the grant date. The grant date fair value is estimated for the

purpose of recognising the expense during the period between the service commencement period and the grant date.

The grant by the Company of share awards or options over its equity instruments to employees of subsidiary undertakings in the

Group is treated as a capital contribution. In the Company’s financial statements, the cost of the share-based incentives is recognised

over the vesting period of the awards as an increase in investment in subsidiary undertakings, with a corresponding increase in

equity. Where amounts are received from Group companies in relation to equity instruments granted to the employees of the

subsidiary undertaking, the amount is derecognised from investments in Group companies.

When share awards or options are exercised, they are settled either via issue of new shares in the Company, or through shares held in

the ESOP trusts, depending on the terms and conditions of the relevant scheme. For new shares issued, the proceeds received from

the exercise of share options, net of any directly attributable transaction costs, are credited to share capital and share premium

accounts. When ESOP shares are used, any difference between the exercise price and their cost is recognised in retained earnings.

Dividend distribution

Dividend distributions to Burberry Group plc’s shareholders are recognised as a liability in the year in which the dividend becomes a

committed obligation. Final dividends are recognised when they are approved by the shareholders. Interim dividends are recognised

when paid.

Investments in subsidiaries

Investments in subsidiaries are stated at cost, less any provisions to reflect impairment in value.

Impairment of investments in subsidiaries

Investments in subsidiaries are not subject to amortisation and are tested annually for impairment. An impairment loss is recognised

for the amount by which the carrying value exceeds its recoverable amount. The recoverable amount is the higher of an asset’s fair

value less costs to sell and value-in-use. For the purpose of assessing impairment, assets are grouped at the lowest level for which

there are separately identifiable cash flows (cash generating units). Investments for which an impairment has been previously

recognised are reviewed for possible reversal of impairment at each reporting date.

Financial Statements | Notes to the Company Financial Statements

Burberry Annual Report 24/25    225

B. Accounting policies continued

Taxation

Tax expense represents the sum of the current tax expense and the deferred tax charge.

Current tax is based on taxable profit for the year. Taxable profit differs from net profit because it excludes items of income

or expense which are taxable or deductible in other years and it further excludes items which are never taxable or deductible.

The current tax liability is calculated using tax rates which have been enacted or substantively enacted by the balance sheet date.

Deferred tax is recognised, using the liabilities method, on temporary differences arising between the tax bases of assets

and liabilities and their carrying amounts in the financial statements. However, if the temporary difference arises from the initial

recognition of an asset or liability in a transaction other than a business combination that at the time of the transaction affects neither

accounting nor taxable profit or loss, and does not give rise to equal taxable and deductible temporary differences, no deferred tax

will be recognised. Deferred tax is determined using tax rates (and laws) that have been enacted or substantively enacted by the

balance sheet date and are expected to apply when the related deferred income tax asset is realised or the deferred tax liability

is settled.

Deferred tax assets are recognised to the extent that it is probable that future taxable profits will be available against which the

temporary differences can be utilised.

Financial instruments

A financial instrument is initially recognised at fair value on the Balance Sheet when the Company becomes a party to the contractual

provisions of the instrument. A financial asset is derecognised when the contractual rights to the cash flow expire or substantially all

risks and rewards of the asset are transferred. A financial liability is derecognised when the obligation specified in the contract is

discharged, cancelled or expires.

At initial recognition, all financial liabilities are stated at fair value. Subsequent to initial recognition, all financial liabilities are stated at

amortised cost using the effective interest rate method, except for derivatives which are held at fair value and which are classified as

fair value through profit and loss. Financial assets are classified as either amortised cost or fair value through profit and loss

depending on their cash flow characteristics. Assets with cash flows that solely represent payments of principal and interest are

measured at amortised cost. The fair value of the financial assets and liabilities held at amortised cost approximate their carrying

amount due to the use of market interest rates.

The Company classifies its instruments in the following categories:

Financial instrument category

Note

Classification   Measurement

Cash and cash equivalents

Amortised cost

Amortised cost

Trade and other receivables

E

Amortised cost

Amortised cost

Trade and other payables

F

Other financial liabilities

Amortised cost

Borrowings

G

Other financial liabilities

Amortised cost

Equity swap contracts

Fair value through profit and loss

Fair value through profit and loss

The Company’s primary categories of financial instruments are listed below:

Cash at bank and in hand

On the Balance Sheet, cash at bank and in hand comprises cash held with banks. Cash at bank and in hand held at amortised cost is

subject to impairment testing each period end.

Trade and other receivables

Trade and other receivables are included in current assets. Trade and other receivables with maturities greater than 12 months after

the balance sheet date are classified in trade and other receivables amounts falling due after more than one year. The assessment of

maturities of loan receivables takes into consideration any intention to renew the loan, where the loan is provided under a facility

which has a maturity of more than 12 months from the balance sheet date. Most receivables are held with the objective to collect the

contractual cash flows and are therefore initially recognised at fair value and subsequently measured at amortised cost using the

effective interest rate method, less provision for impairment. A provision for the expected loss on receivables is established at

inception. This is modified when there is a change in the credit risk. The amount of the movement in the provision is recognised in the

Income Statement.

Trade and other payables

Trade and other payables are included in current liabilities, except for maturities greater than 12 months after the balance sheet date.

Payables are initially recognised at fair value and subsequently measured at amortised cost using the effective interest rate method.

225Burberry Annual Report 2024/25

Financial Statements | Notes to the Company Financial Statements

226  Burberry Annual Report 24/25

B. Accounting policies continued

Financial instruments continued

Borrowings

Borrowings are initially recognised at fair value, inclusive of transaction costs incurred. Borrowings are subsequently stated at

amortised cost and the difference between the proceeds (net of transaction costs) and the redemption value is recognised in the

Income Statement over the period of the borrowings using the effective interest rate method.

Derivative instruments

The Company uses equity swap contracts to economically hedge its exposure to fluctuations in the Company’s share price

which impacts the social security costs payable by Group companies in relation to share-based compensation schemes.

The equity swap contracts are initially recognised at fair value at the trade date and classified as fair value through profit and loss.

All subsequent changes in fair value are recognised in the Income Statement up to the maturity date.

Cash-settled equity swaps are classified as fair value through profit and loss.

Foreign currency translation

Functional and presentation currency

Items included in the financial statements are measured using the currency of the primary economic environment in which the

Company operates (the functional currency). The financial statements are presented in sterling which is the Company’s functional and

presentation currency.

Transactions in foreign currencies

Transactions denominated in foreign currencies are translated into the functional currency at the exchange rate prevailing at the date

of the transaction. Monetary assets and liabilities denominated in foreign currencies, which are held at the year end, are translated

into the functional currency at the exchange rate ruling at the balance sheet date (closing rate). Exchange differences on monetary

items are recognised in the Income Statement in the period in which they arise.

Called up share capital

Called up share capital is classified as equity. Incremental costs directly attributable to the issue of new shares or options are shown

in equity as a deduction, net of tax, from the proceeds.

Where the Company purchases its own equity share capital (treasury shares), the consideration paid, including any directly

attributable incremental costs, is deducted from equity attributable to owners of the Company until the shares are cancelled, reissued

or disposed of. Where such shares are subsequently sold or reissued, any consideration received, net of any directly attributable

incremental transaction costs and the related income tax effects, is credited to retained earnings up to the value of the consideration

originally paid. Any additional consideration received is credited to the share premium account included in equity attributable to

owners of the Company.

C. Key sources of estimation uncertainty and judgements

Key sources of estimation uncertainty

Preparation of the financial statements in conformity with FRS 101 requires that management make certain estimates and assumptions

that affect the reported revenues, expenses, assets and liabilities and the disclosure of contingent liabilities. If in the future such

estimates and assumptions, which are based on management’s best estimates at the date of the financial statements, deviate from

actual circumstances, the original estimates and assumptions will be updated as appropriate in the period in which the

circumstances change.

Estimates are continually evaluated and are based on historical experience and other factors, including expectations of future events

that are believed to be reasonable under the circumstances. The key areas where estimates and assumptions applied have a

significant risk of causing a material adjustment to the carrying value of assets and liabilities are discussed below. Further details of

the Company’s accounting policies in relation to these areas are provided in note B.

Impairment of investments in subsidiaries

Investments in subsidiaries are not subject to amortisation and are tested annually for impairment. When a review for potential

impairment is conducted, the recoverable amount is determined based on the higher of an investment's fair value less costs to sell

and value-in-use calculations prepared on the basis of management’s assumptions and estimates. Estimates are also applied as to

whether or not to reverse certain investment impairments. Management has taken the view that impairment charge is appropriate for

the investments in Burberrys Limited and Burberry Italy S.R.L, given the Balance Sheet at 29 March 2025, performance during the year

and the present value of future cashflows. Refer to note D for further details of investments.

226 Burberry Annual Report 2024/25

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Financial Statements | Notes to the Company Financial Statements

226  Burberry Annual Report 24/25

B. Accounting policies continued

Financial instruments continued

Borrowings

Borrowings are initially recognised at fair value, inclusive of transaction costs incurred. Borrowings are subsequently stated at

amortised cost and the difference between the proceeds (net of transaction costs) and the redemption value is recognised in the

Income Statement over the period of the borrowings using the effective interest rate method.

Derivative instruments

The Company uses equity swap contracts to economically hedge its exposure to fluctuations in the Company’s share price

which impacts the social security costs payable by Group companies in relation to share-based compensation schemes.

The equity swap contracts are initially recognised at fair value at the trade date and classified as fair value through profit and loss.

All subsequent changes in fair value are recognised in the Income Statement up to the maturity date.

Cash-settled equity swaps are classified as fair value through profit and loss.

Foreign currency translation

Functional and presentation currency

Items included in the financial statements are measured using the currency of the primary economic environment in which the

Company operates (the functional currency). The financial statements are presented in sterling which is the Company’s functional and

presentation currency.

Transactions in foreign currencies

Transactions denominated in foreign currencies are translated into the functional currency at the exchange rate prevailing at the date

of the transaction. Monetary assets and liabilities denominated in foreign currencies, which are held at the year end, are translated

into the functional currency at the exchange rate ruling at the balance sheet date (closing rate). Exchange differences on monetary

items are recognised in the Income Statement in the period in which they arise.

Called up share capital

Called up share capital is classified as equity. Incremental costs directly attributable to the issue of new shares or options are shown

in equity as a deduction, net of tax, from the proceeds.

Where the Company purchases its own equity share capital (treasury shares), the consideration paid, including any directly

attributable incremental costs, is deducted from equity attributable to owners of the Company until the shares are cancelled, reissued

or disposed of. Where such shares are subsequently sold or reissued, any consideration received, net of any directly attributable

incremental transaction costs and the related income tax effects, is credited to retained earnings up to the value of the consideration

originally paid. Any additional consideration received is credited to the share premium account included in equity attributable to

owners of the Company.

C. Key sources of estimation uncertainty and judgements

Key sources of estimation uncertainty

Preparation of the financial statements in conformity with FRS 101 requires that management make certain estimates and assumptions

that affect the reported revenues, expenses, assets and liabilities and the disclosure of contingent liabilities. If in the future such

estimates and assumptions, which are based on management’s best estimates at the date of the financial statements, deviate from

actual circumstances, the original estimates and assumptions will be updated as appropriate in the period in which the

circumstances change.

Estimates are continually evaluated and are based on historical experience and other factors, including expectations of future events

that are believed to be reasonable under the circumstances. The key areas where estimates and assumptions applied have a

significant risk of causing a material adjustment to the carrying value of assets and liabilities are discussed below. Further details of

the Company’s accounting policies in relation to these areas are provided in note B.

Impairment of investments in subsidiaries

Investments in subsidiaries are not subject to amortisation and are tested annually for impairment. When a review for potential

impairment is conducted, the recoverable amount is determined based on the higher of an investment's fair value less costs to sell

and value-in-use calculations prepared on the basis of management’s assumptions and estimates. Estimates are also applied as to

whether or not to reverse certain investment impairments. Management has taken the view that impairment charge is appropriate for

the investments in Burberrys Limited and Burberry Italy S.R.L, given the Balance Sheet at 29 March 2025, performance during the year

and the present value of future cashflows. Refer to note D for further details of investments.

Financial Statements | Notes to the Company Financial Statements

Burberry Annual Report 24/25    227

Key sources of estimation uncertainty and judgements continued

Key judgements in applying the Company’s accounting policies

Judgements are those decisions made when applying accounting policies which have a significant impact on the amounts recognised

in the Company’s financial statements. Further details of the Company’s accounting policies are provided in note B. There were no key

judgements arising in the current year or prior year that have a significant impact on the amounts recognised in the Company’s

financial statements for the 52 weeks to 29 March 2025 and 30 March 2024.

D. Investments in subsidiaries

£m

As at 30 March 2024

1,572

Additions

65

Impairment charges

(7)

As at 29 March 2025

1,630

The Company has reviewed the recoverable value of its investments to identify if there is any indication of impairment of the carrying

value. Where applicable, the value in use has been estimated using management’s best estimates of future cash generation of

its investments.

The Company has not impaired the carrying value of its investments, apart from a £3 million impairment charge in relation

to Burberrys Limited and a £4 million charge in relation to Burberry Italy S.R.L, as their cash generation in the long-term is not

considered sufficient to support the carrying value. In the current year, the impairment charge is not subject to a high level of

estimation uncertainty. The subsidiary undertakings and investments of the Burberry Group are listed in note 30 of the Group

financial statements.

E. Trade and other receivables

As at

29 March

2025

£m

As at

30 March

2024

£m

Amounts owed by Group companies

622

654

Prepayments

1

1

Trade and other receivables – amounts falling due after more than one year

623

655

Amounts owed by Group companies

300

–

Prepayments

1

–

Trade and other receivables – amounts falling due within one year

301

–

Total trade and other receivables

924

655

All amounts owed by Group companies are interest bearing and unsecured.

Included within amounts owed by Group companies falling due after more than one year are interest bearing loans receivable of

£457 million with a facility maturity date of 20 June 2030, and £165 million with a facility maturity date of 22 February 2029.

The interest rates applied to these loans are 5.75% and SONIA +0.9%, respectively.

Included within amounts owed by Group companies falling due within one year are interest bearing loans receivable of £300 million

with a facility maturity date of 21 September 2025. The interest rates applied to this loan is 1.125%.

The Company’s impairment policies and the calculation of the loss allowances under IFRS 9 are detailed in note H.

227Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Financial Statements | Notes to the Company Financial Statements

228  Burberry Annual Report 24/25

F. Creditors

As at

29 March

2025

£m

As at

30 March

2024

£m

Amounts owed to Group companies

87

61

Creditors – amounts falling due after more than one year

87

61

As at

29 March 2025

£m

As at

30 March 2024

£m

Amounts owed to Group companies

99

102

Other payables

1

8

–

Creditors – amounts falling due within one year

107

102

Total creditors

194

163

1.  Other payables comprise interest.

Amounts owed to Group companies falling due after more than one year include interest bearing loans of £87 million (last year:

£61 million). The interest rate earned is set annually and was based on SONIA +0.9% at the most recent update. The loans are

unsecured and repayable on 17 June 2029.

Amounts owed to Group companies falling due within one year include interest bearing loans of £62 million repayable on 17 June

2025 (last year: £73 million). The interest rate earned is set annually and was based on EURIBOR + 0.9%. The remaining amounts of

£37 million are unsecured, interest free and repayable on demand (last year: £29 million).

G. Borrowings

As at 29 March 2025

As at 30 March 2024

Maturity

Carrying value

£m

Fair value

£m

Carrying value

£m

Fair value

£m

1.125% £300m MTN Sustainability-linked bond

1

Sep 2025

300

294

299

281

5.75% £450m MTN Fixed rate bond

2

Jun 2030

439

443

–

–

Total

739

737

299

281

1.  Proceeds from the sustainability bond have been used by the Group to finance projects which support the Group’s sustainability agenda. There are no financial penalties for

not using the proceeds as anticipated. Interest on the sustainability bond is payable semi-annually.

2. The proceeds from the bond were £439m, all other movements on the bond were non cash. The Group has entered into interest rate swaps to reduce the level of fixed rate

debt in accordance with the Group Treasury Policy, and has entered the swaps into fair value hedge relationships with the bond. Interest on the bond is payable semi-annually.

The interest rate swaps not held in the Company.

The Company has access to the Group’s £300 million multi-currency revolving credit facility (RCF) with a syndicate of banks, maturing

in November 2027.

During the year, the Group entered into a £75 million multi-currency RCF with a syndicate of banks, maturing in March 2027, which the

Company also has access to. The agreement contains an option which will allow the Group to extend for an additional one year which

is exercisable in 2026, at the consent of the syndicate.

There were no drawdowns or repayments of the RCFs during the current or prior year, and at 29 March 2025 there were no

outstanding drawings.

The Company is in compliance with the financial and other covenants within the facilities above and has been in compliance

throughout the financial period.

228 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Financial Statements | Notes to the Company Financial Statements

228  Burberry Annual Report 24/25

F. Creditors

As at

29 March

2025

£m

As at

30 March

2024

£m

Amounts owed to Group companies

87

61

Creditors – amounts falling due after more than one year

87

61

As at

29 March 2025

£m

As at

30 March 2024

£m

Amounts owed to Group companies

99

102

Other payables

1

8

–

Creditors – amounts falling due within one year

107

102

Total creditors

194

163

1.  Other payables comprise interest.

Amounts owed to Group companies falling due after more than one year include interest bearing loans of £87 million (last year:

£61 million). The interest rate earned is set annually and was based on SONIA +0.9% at the most recent update. The loans are

unsecured and repayable on 17 June 2029.

Amounts owed to Group companies falling due within one year include interest bearing loans of £62 million repayable on 17 June

2025 (last year: £73 million). The interest rate earned is set annually and was based on EURIBOR + 0.9%. The remaining amounts of

£37 million are unsecured, interest free and repayable on demand (last year: £29 million).

G. Borrowings

As at 29 March 2025

As at 30 March 2024

Maturity

Carrying value

£m

Fair value

£m

Carrying value

£m

Fair value

£m

1.125% £300m MTN Sustainability-linked bond

1

Sep 2025

300

294

299

281

5.75% £450m MTN Fixed rate bond

2

Jun 2030

439

443

–

–

Total

739

737

299

281

1.  Proceeds from the sustainability bond have been used by the Group to finance projects which support the Group’s sustainability agenda. There are no financial penalties for

not using the proceeds as anticipated. Interest on the sustainability bond is payable semi-annually.

2. The proceeds from the bond were £439m, all other movements on the bond were non cash. The Group has entered into interest rate swaps to reduce the level of fixed rate

debt in accordance with the Group Treasury Policy, and has entered the swaps into fair value hedge relationships with the bond. Interest on the bond is payable semi-annually.

The interest rate swaps not held in the Company.

The Company has access to the Group’s £300 million multi-currency revolving credit facility (RCF) with a syndicate of banks, maturing

in November 2027.

During the year, the Group entered into a £75 million multi-currency RCF with a syndicate of banks, maturing in March 2027, which the

Company also has access to. The agreement contains an option which will allow the Group to extend for an additional one year which

is exercisable in 2026, at the consent of the syndicate.

There were no drawdowns or repayments of the RCFs during the current or prior year, and at 29 March 2025 there were no

outstanding drawings.

The Company is in compliance with the financial and other covenants within the facilities above and has been in compliance

throughout the financial period.

Financial Statements | Notes to the Company Financial Statements

Burberry Annual Report 24/25    229

H. Credit risk

The Company’s principal financial instruments comprise cash, borrowings, trade and other receivables and trade and other payables

arising directly from operations.

Trade and other receivables

The trade and other receivables balance comprises intercompany loans with companies within the Group. These Group companies

are assessed at each reporting date as to their ability to repay outstanding balances. The amounts owed by Group companies at 29

March 2025 comprise £922 million owed by Burberry Limited, and £nil owed by other Group companies (last year: £654 million owed

by Burberry Limited, and £nil owed by other Group companies).

The counterparty credit risk of trade and other receivables is reviewed on a regular basis and assessed for impairment as follows:

At inception the receivable is recorded net of expected 12-month credit losses. If a significant increase in the credit risk occurs during the life,

credit losses are recorded in the profit and loss account and the effective interest is calculated using the gross carrying amount of the asset.

If a loss event occurs, the effective interest is calculated using the amortised cost of the asset net of any credit losses.

The Company’s most significant debtor, Burberry Limited, is the holder of the Burberry brand and the main operating company of the

Group. Based on its liquidity and expected cash generation, the expected 12 month credit loss for Burberry Limited trade and other

receivables is not considered to be significant. As a result, no impairment has been recorded for amounts owed by Group companies

as at 29 March 2025.

Other financial assets

With respect to credit risk arising from other financial assets, which comprise cash and certain other receivables, the Company’s

exposure to credit risk arises from the default of the counterparty with a maximum exposure equal to the carrying value of these

instruments. The Company has policies that limit the amount of credit exposure to any financial institution and only deposits funds

with independently rated financial institutions with a minimum rating of ‘A’, other than where required for operational purposes.

I. Called up share capital

Allotted, called up and fully paid share capital

Number

£m

Ordinary shares of 0.05p (last year: 0.05p) each

As at 30 March 2024

363,815,743

0.2

Allotted on exercise of options during the year

571

–

As at 29 March 2025

363,816,314

0.2

The Company has a general authority from shareholders, renewed at each Annual General Meeting, to repurchase a maximum of 10%

of its issued share capital. There has been no share buy-back programme in the current period.

During the prior 52 weeks to 30 March 2024, the Company entered into agreements to purchase, at fair value, a total of £400 million

of its own shares, excluding stamp duty and fees, through two share buy-back programmes of £200 million each. Both programmes

completed during the prior year.

The cost of own shares purchased by the Company, as part of a share buyback programme, is offset against the profit and loss

account, as the amounts paid reduce the profits available for distribution by the Company. When shares are cancelled, a transfer

is made from the profit and loss account to the capital reserve, equivalent to the nominal value of the shares purchased and

subsequently cancelled. In the 52 weeks to 29 March 2025, no shares were cancelled (last year: 20.5 million shares).

As at 29 March 2025, the Company held 4.6 million treasury shares (last year: 5.2 million), with a market value of £37 million (last year:

£63 million) based on the share price at the reporting date. The treasury shares held by the Company are related to the share buyback

programme completed during the 52 weeks to 2 April 2022. During the 52 weeks to 29 March 2025, 0.6 million treasury shares

were transferred to ESOP trusts (last year: 0.9 million). During the 52 weeks to 29 March 2025, no treasury shares were cancelled

(last year: none).

The cost of shares purchased by ESOP trusts are offset against the profit and loss account, as the amounts paid reduce the profits

available for distribution by the Company. As at 29 March 2025, the cost of own shares held by ESOP trusts and offset against the

profit and loss account is £29 million (last year: £34 million). As at 29 March 2025, the ESOP trusts held 1.7 million shares (last year:

1.9 million) in the Company, with a market value of £14 million (last year: £23 million). In the 52 weeks to 29 March 2025, the ESOP

trusts and the Company have waived their entitlement to dividends.

229Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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Financial Statements | Notes to the Company Financial Statements

230  Burberry Annual Report 24/25

J. Dividends

52 weeks to

29 March

2025

£m

52 weeks to

30 March

2024

£m

Prior year final dividend paid 42.7p per share (last year: 44.5p)

152

167

Interim dividend paid £nil per share (last year: 18.3p)

–

66

Total

152

233

The Directors have elected not to declare an interim or final dividend in respect of the 52 weeks to 29 March 2025 (last year: 42.7p).

K. Financial guarantees

The companies acting as guarantor to the facilities described in note G consist of Burberry Group plc, Burberry Limited, Burberry Asia

Limited, Burberry (Wholesale) Limited (US) and Burberry Limited (US). Based on the liquidity and expected cash generation of Burberry

Limited, the expected credit loss in respect of these financial guarantees, as at 29 March 2025, is not considered to be significant.

As a result, no liability has been recorded (last year: £nil).

A potential liability may arise in the future if one of the Group members defaults on these loan facilities. Each guarantor,

including Burberry Group plc, would be liable to cover the amounts outstanding, including principal and interest elements.

L. Audit fees

The Company has incurred audit fees of £0.1 million for the current year which are borne by Burberry Limited (last year: £0.1 million).

M. Employee costs

The Company has no employees and therefore no employee costs are included in these financial statements for the 52 weeks to

29 March 2025 (last year: £nil).

230 Burberry Annual Report 2024/25

Shareholder Information

SHAREHOLDER INFORMATION

Website

The investors section of Burberry Group plc’s website,

Burberryplc.com, contains a wide range of information including:

•  Regulatory news

•  Share price information

•  Dividend history, share analysis and an investment calculator

•  Financial results announcements

•  Frequently asked questions

•  Financial calendar

It is also possible to sign up to receive email alerts for RNS

newsand press releases relating to Burberry Group plc at

www.burberryplc.com/alerts.

Duplicate accounts

Shareholders who have more than one account due to

inconsistencies in account details may avoid duplicate mailings

bycontacting Equiniti and requesting the amalgamation of their

Burberry share accounts.

Burberry share dealing

Burberry shares can be traded through most banks, building

societies or stockbrokers. Equiniti offers a telephone and

internet dealing service. Terms and conditions and details

ofcommission charges are available on request.

For telephone dealing, please telephone 0345 603 7037 between

8:00am and 4:30pm, Monday to Friday, and for internet dealing

visit www.shareview.co.uk/dealing.

Shareholders will need their reference number, which can

befound on their Burberry share certificate.

Annual General Meeting (AGM)

Our AGM will be held at 10:30am on Wednesday 16 July 2025

atBurberry’s headquarters at Horseferry House, Horseferry

Road, London SW1P 2AW. The Notice of Meeting, which

includesdetails of the business tobe conducted at the meeting,

is available on our Company website, Burberryplc.com.

The voting results for the 2025 AGM will also be accessible

onBurberryplc.com shortly after the meeting.

Our Shareholder Privacy Notice

Please see the Shareholder Privacy Notice on https://www.

burberryplc.com/en/investors/shareholder-centre/shareholder-

privacy-notice.html for details on how Burberry collects and

uses shareholders’ personal information.

General shareholder enquiries

Enquiries relating to shareholdings, such as the transfer

ofShares, change of name or address, lost share certificates

ordividend cheques, should be referred to the Company’s

registrarat:

Equiniti, Aspect House

Spencer Road, Lancing, West Sussex, BN99 6DA

Website: www.shareview.co.uk

Telephone: +44 (0) 371 384 2839

Managing your shares online

Shareholders and employees can manage their Burberry

holdings online by registering with Shareview, a secure online

platform provided by Equiniti. Registering is simple and offers

arange of benefits, allowing shareholders to:

•  Access shareholding information: view your share balance

and dividend history and key shareholder details in real time

•  Opt for electronic communications: receive shareholder

updates, reports, and notifications quickly and securely

viaemail

•  Buy and sell shares conveniently through the Equiniti share

dealing service

•  Update personal details: easily update your address,

contactinformation or banking details to ensure smooth

communication and dividend payments

•  Secure dividends payments: option to have dividends

paiddirectly into your bank account, avoiding lost

oroutdatedcheques

•  Vote online in general meetings: participate in Company

decisions by submitting your vote by proxy online in advance

Burberry encourages all shareholders to register for electronic

communications, enabling faster and more efficient information

sharing while also contributing to environmental sustainability

by reducing paper usage, which makes a valuable contribution

to our global footprint.

Register at www.shareview.co.uk

American Depositary Receipts

We have a sponsored Level 1 American Depositary Receipt

(ADR)programme to enable US investors to purchase ADRs

inUS dollars. Each ADR represents one Burberry ordinary share.

For queries relating to ADRs in Burberry, please use the

following contact details:

Bank of New York Mellon, Shareholder Correspondence

P.O. BOX 43006 Providence, RI 02940-3078, USA

Tel: toll free within the USA: +1 888 269 2377

Tel: international: +1 201 680 6825

Email enquiries: shrrelations@cpushareownerservices.com

Website: www.mybnymdr.com

231

Burberry Annual Report 2024/25

Financial calendar

AGM: 16 July 2025

First quarter trading update: 18 July 2025

Interim results announcement: November 2025

Third quarter trading update: January 2026

Preliminary results announcement: May 2026

Registered office

Burberry Group plc

Horseferry House

Horseferry Road

London SW1P 2AW

Registered in England and Wales

Registered number 03458224

ShareGift

Shareholders with a small number of shares, the value of

whichmakes them uneconomical to sell, may wish to consider

donating their shares to charity through ShareGift, a donation

scheme operated by The Orr Mackintosh Foundation.

AShareGift donation form can be obtained from Equiniti.

Furtherinformation is available at www.sharegift.org

orbytelephone on020 7930 3737.

Tips on protecting your information

•  Keep any documentation that contains your shareholder

reference number in a safe place and shred any unwanted

documentation

•  Inform our registrar, Equiniti, promptly when you

changeaddress

•  Be aware of dividend payment dates and contact Equiniti

ifyou do not receive your dividend cheque or, better still,

make arrangements to have the dividend paid directly into

your bank account

•  Consider holding your shares electronically in a CREST

account via a nominee

Unauthorised brokers (boiler room scams)

Shareholders are advised to be very wary of any unsolicited

advice, offers to buy shares at a discount, or offers of free

company reports. These are typically from overseas-based

‘brokers’ who target UK shareholders, offering to sell them

whatoften turn out to be worthless or high-risk shares.

Theseoperations are commonly known as boiler rooms. If you

receive any unsolicited investment advice, obtain the correct

name ofthe person and organisation, and check that they are

properly authorised by theFinancial Conduct Authority (FCA)

before getting involved. This can be done by visiting www.fca.

org.uk/register/.

If you deal with an unauthorised firm, you will not be eligible

toreceive payment under the Financial Services Compensation

Scheme if things go wrong. If you think you have been approached

by an unauthorised firm, you should contact the FCA consumer

helpline on 0800 111 6768 from the UK, or +44 20 7066 1000

from outside the UK. More detailed information can be found

onthe FCA website at www.fca.org.uk/consumers/protect-

yourself/unauthorised-firms.

Dividend information

The ADR local payment date is approximately five business

daysafter the proposed dividend payment date for

ordinaryshareholders.

Dividends can be paid by BACS directly into a UK bank account,

with the dividend confirmation being sent to the shareholder’s

address. This is the easiest way for shareholders to receive

dividend payments and avoids the risk of lost or out-of-date

cheques. A dividend mandate form is available from Equiniti

oronline at www.shareview.co.uk/info/directdividends. If you

are a UK taxpayer, please note that you are eligible for a tax-free

dividend allowance in each tax year (£500 in the tax year from

6 April 2025 to 5 April 2026). See: www.gov.uk/tax-on-dividends

Any dividends received above this amount will be subject

totaxation. Dividends paid on Burberry shares held within

pensions and Individual Savings Accounts (ISAs) will continue

tobe tax-free. Further information can be found at www.gov.uk/

tax-on-dividends.

Dividends payable in foreign currencies

Equiniti is able to pay dividends to shareholder bank accounts

inover 90 countries worldwide through the Overseas Payment

Service. An administrative fee will be deducted from each

dividend payment. Further details can be obtained from Equiniti

or online at www.shareview.co.uk/info/ops.

Dividend Reinvestment Plan (DRIP)

The DRIP enables shareholders to use their dividends to buy

further Burberry shares. Full details of the DRIP can be obtained

from Equiniti or online at www.shareview.co.uk/4/Info/Portfolio/

Default/en/Home/Shareholders/Pages/ReinvestDividends.aspx.

Electronic communication

Shareholders may at any time choose to receive all shareholder

documentation in electronic form via the internet, rather than

inpaper format. Shareholders who decide to register for this

option will receive an email each time a shareholder document

ispublished on the internet. Shareholders who wish to receive

documentation in electronic form should register online at

www.shareview.co.uk.

Equiniti offers a range of shareholder information and services

online at www.shareview.co.uk.

Shareholder Information

232 Burberry Annual Report 2024/25

![](data:image/jpeg;base64,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)

Disclaimer: The purpose of this Annual Report is to provide information to the members of Burberry Group plc. This document contains certain statements

withrespect to the operations, performance and financial condition of the Group including among other things, statements about expected revenues, margins,

earningsper share or other financial or other measures. Forward-looking statements appear in a number of places throughout this document and include

statementsregarding our intentions, beliefs or current expectations and those of our officers, Directors and employees concerning, amongst other things,

ourresults of operations, financial condition, liquidity, prospects, growth, strategies, the business we operate and climate change, nature, circular economy and

broader sustainability-related targets and activities. These statements inherently involve uncertainty and are subject to a number of risks since future events and

circumstances can cause actual results and developments to differ materially from those anticipated and may not entirely be within our control. The forward-looking

statements reflect knowledge and information available at the date of preparation of this document and unless otherwise required by applicable law the Company

undertakes no obligation to update or revise these forward-looking statements. Nothing in this document should be construed as a profit forecast. All members,

wherever located, should consult any additional disclosures that the Company may make in any regulatory announcements or documents which it publishes.

TheCompany and its Directors accept no liability to third parties in respect of this document save as would arise under law of England and Wales. This document

does not constitute an invitation to underwrite, subscribe for or otherwise acquire or dispose of any Burberry Group plc shares, in the UK, or in the USA, or under

theUSA Securities Act 1933 or any other jurisdiction.

The report is printed in the UK by Pureprint, a certified Carbon Neutral company. Pages 1–232 are produced using Revive 100% Offset,

while the cover is printed on Mohawk Options 100% PC White Smooth. Both selected materials are made from 100% post-consumer waste,

reinforcing our commitment to environmental sustainability. The manufacturing mills and printer are registered under the Environmental

Management System ISO14001 and are Forest Stewardship Council

®

(FSC

®

) chain-of-custody certified ensuring responsible sourcing

and sustainable production.

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Burberry Group plc Annual Report 2024/25