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MAC ALPHA LIMITED

Annual Report and Audited Consolidated Financial

Statements

For the year ended 30 June 2025

![Graphics](data:image/png;base64,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CONTENTS

1

Management Report                    2

Responsibility Statement                    8

Independent Auditor’s Report                   10

Consolidated Statement of Comprehensive Income              13

Consolidated Statement of Financial Position              14

Consolidated Statement of Changes in Equity              15

Consolidated Statement of Cash Flows                16

Notes to the Consolidated Financial Statements              17

Advisers                       29

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MANAGEMENT REPORT

2

We  present to shareholders the  audited consolidated financial statements of MAC  Alpha  Limited (the

“Company”) for the year ended 30 June 2025 (the “Financial Statements”), consolidating the results of MAC

Alpha Limited and its subsidiary, MAC Alpha (BVI) Limited (collectively, the “Group” or “MAC”).

Strategy

The Company was incorporated on 11 October 2021 and subsequently listed on the Main Market of the London

Stock Exchange on 24 December 2021. The Company has been formed for the purpose of effecting a merger,

share exchange, asset acquisition, share or debt purchase, reorganisation, or similar business combination with

one or more businesses. The Company's objective is to generate attractive long term returns for shareholders

and to enhance value by supporting sustainable growth, acquisitions, and performance improvements within

the acquired companies.

While a broad range of sectors will be considered by the Directors, those which they believe will provide the

greatest opportunity and which the Company will initially focus on include:

•  Automotive & Transport;

•  Business-to-Business Services;

•  Clean Technology;

•  Consumer & Luxury Goods;

•  Financial Services, Banking & Fin Tech;

•  Insurance, Reinsurance & InsurTech, & Other Vertical Marketplaces;

•  Media & Technology; and

•  Healthcare & Diagnostics.

The Directors may consider other sectors if they believe such sectors present a suitable opportunity for the

Company.

The Company will seek to identify situations where a combination of management expertise, improving

operating performance, freeing up cashflow for investment and implementation of a focussed buy and build

strategy can unlock growth in their core markets and often into new territories and adjacent sectors.

Activity

The Directors continue to progress discussions with potential management partners and assess opportunities

for the Company’s platform acquisition. Although these discussions are yet to result in the appointment of a

management partner or the completion of a platform acquisition, the Directors remain confident in the

Company’s ability to execute its stated investment strategy.

Results

The Group’s total comprehensive loss for the year to 30 June 2025 was £334,543 (2024: £285,528). During the

year, the  Company raised  £500,000  (2024:  £Nil)  through the issue of equity (excluding  expenses), received

finance income of £7,531  (2024: £20,607) on uninvested cash  and  held a cash balance at  30 June 2025  of

£464,322 (2024: £270,534). The Group has not yet acquired an operating business and as such is not yet revenue

generating.

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MANAGEMENT REPORT

3

Directors

The Directors of the Company who served during the year are:

James Corsellis (Chairman);

Tom Basset (Non-Executive Director); and

Antoinette Vanderpuije (Non-Executive Director).

Directors’ Biographies

James Corsellis

James brings extensive public company experience as well as management and corporate finance expertise

across a range of sectors and an extensive network of relationships with co-investors, advisers and other business

leaders.

Previously  James  has served as a director of the following companies: a non-executive director of BCA

Marketplace Limited (formerly BCA Marketplace Plc) from July 2014 to December 2017, Advanced Computer

Software from October 2006 to August 2008, non-executive chairman of Entertainment One Limited from

January 2007 to March 2014 and remaining on the board as a  non-executive director until July 2015, non-

executive director of Breedon Aggregates Limited from March 2009 to July 2011 and as CEO of icollector plc from

1994-2001 amongst others. James was educated at Oxford Brookes University, the Sorbonne and Queen Mary

University of London.

Tom Basset

Tom has extensive experience working across a range of sectors in the origination and assessment of new

investment opportunities, transaction execution, coordinating capital market and M&A processes and providing

strategic corporate advice to management teams. Tom joined Marwyn in 2010, where he now leads the

Investment Team and is also a member of the Investment Committee. Prior to Marwyn, Tom spent six years at

Deloitte across the Assurance & Advisory and Private Equity Transaction Services groups. Tom is  a qualified

Chartered Accountant and graduated from Durham University with a BA (Hons) in Economics.

Antoinette Vanderpuije

Antoinette has been a partner of the Marwyn group for over ten years and leads the Finance, Markets and

Regulation Team. She has extensive M&A and board experience with a particular focus on corporate governance,

regulation and listing requirements, transaction tax structuring and incentive planning. Antoinette has supported

numerous private and public companies with their day-to-day finance, company secretarial and operational

requirements and worked on numerous U.K. and cross border M&A transactions in sectors as varied as online

sales, transport, media, chemicals and manufacturing and distribution. Antoinette is also a member of Marwyn's

Investment Committee.

Antoinette previously worked in the finance team at Arcadia Group and prior to that with Bourner Bullock

Chartered Accountants. She is a Chartered Accountant, a Chartered Tax Advisor, and holds a BA from University

College London.

Dividend Policy

The Company has not yet acquired a trading business and it is therefore inappropriate to make a forecast of the

likelihood of any future dividends. The Directors intend to determine the Company’s dividend policy following

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MANAGEMENT REPORT

4

completion of an acquisition and, in any event, will only commence the payment of dividends when it becomes

commercially prudent to do so.

Key Performance Indicators

The Company has not yet acquired a trading business and therefore no key performance indicators have been

set as it is inappropriate to do so.

Stated Capital

Details of the share capital of the Company during the period are set out in Note 12 to the Financial Statements.

On 24 December 2021 the Company issued 700,000 ordinary shares and matching warrants for a total price of

£700,000.  90  per cent.  of the ordinary shares and matching warrants were issued to an entity managed by

Marwyn Investment Management LLP (“MIM LLP”) and these are still held by this entity as at the date of this

report. The remaining 10 per cent.were issued to third party investors, including a number of senior executive

managers of previous successful acquisition companies launched by MIM LLP.

On 5 March 2023, pursuant to the Forward Purchase Agreement (“FPA”) with Marwyn Value Investors II LP, the

Company raised £600,000 through the issue of 600,000 A shares (“A Shares”) (with Class A Warrants (“A

Warrants”) being issued on the basis of one Class A Warrant per A Share) for a total price of £600,000. On 14

February 2025, pursuant to the FPA with Marwyn Value Investors II LP, the Company raised a further £500,000

through the issue of 500,000 A Shares (with A Warrants being issued on the basis of one Class A Warrant per A

Share) for a total price of £500,000.

The A Shares are ordinary equity shares with the same economic rights as the Company's ordinary shares but

without voting rights. They are convertible into ordinary shares on a one-for-one basis at the time at which the

Company next publishes a prospectus or equivalent document in relation to a future listing of shares.

Corporate Governance

During the prior year, the Company had a Standard Listing and was therefore not required to comply with the

provisions of the UK Corporate Governance Code. On 29 July 2024, the new UK Listing Rules came into force;

under the new regime, the Company transitioned to the Shell Companies Category and therefore continues to

not be required to comply with the provisions of the UK Corporate Governance Code in the current year.

Given the size and nature of the Group the Directors have decided not to voluntarily adopt the UK Corporate

Governance Code at this time. Nevertheless, the Board is committed to maintaining high standards of corporate

governance and will consider whether to voluntarily adopt and comply with the UK Corporate Governance Code

in conjunction with any acquisition, taking into account the Company’s size and status at that time.

The Company currently complies with the following principles of the UK Corporate Governance Code:

•  The Company is led by an effective and entrepreneurial board of directors (‘’Board’’), whose role is to

promote the long  term sustainable success of the Company, generating value for shareholders and

contributing to wider society;

•  The Board ensures that it has the policies, processes, information, time and resources it needs in order

to function effectively and efficiently; and

•  The Board ensures that the necessary resources are in place for the Company to meet its objectives and

measure performance against them.

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M6+n1NmWlubOY8aIOfiIiCn4iI9D81B3ImMNMDt90/tGrTjUOvmzt93pZekHmz1Lawqr83PXPorak1m3jHtp714F3GUkGDATrCEBXhFYA63/jwrdboyvaW+5hG0Rqf3PnQ9Il9cfoDZ00go+VIdgsBhqgR3UDAqjADgiX5sGQIL7MoyjiGwa85qHktyn6GQHThPaBGPY8TRy68+tPp0ZVTz/zrPLSK7DBbAnIw2KoiITKZCUfUZK9/sv0mOnSWOl6E1T2c/Thm5kfv/y7G16CaGNp2TwwNzR993fI8wwhD1CUn9m9nNCs/M+BMXpXKZNP8xI3sIepwoD08tOfZdY88d+nIe3jvZ7xxCvEbPNcR4e6IUsaEH3n7zD/8WWf9ncu/9/tcuTECnucRvab+CiDVSHmOPbSJ1kh717fWP/7D+vSn3Vf+H1w5WTYnft0XmROOgEVJ7xEskx0yIzM0y09ERMFPRERQVgAaLBI9BzC6csOeJ7rnTuD6aaDyqByBqBHuZWVhAFEjcn+RaCDgQN38vm5G2wUykBEe2WLeTx2ZP3di3VM/xMhaEogyO2GpRAoE6wCQid4Mzn40e/Lo+se/i6lN7obcGttx//DkxPnDe617PTwTkbxGBJbo5RhlVkUQKEPVm8WcZWBgRPOfvnCPvpB6ylJSBwMOB40k6rr++O1PXvtptWrbxu//cSzbBBuK/tud0UDCo5k319y8Znoeo4ln3vRLcYSje3Xm2Hujazdh3d2IKoxYvm7l7kenz57Elc9Z9xClotoEu4hodruVw7K/R3FwJxIijFaRRCCGVmL3t1Y/9M1P3393bu/fY+4cfA7uCESugV7AfbDIM8rxAwEPBIOWETW61+Pgz4+9+eLybY8se+wHGFmRmWBIqUOkVNrPRC7Z1CzBPXKgswx3P778oW+cPfnx1bf/Bt0L8B7qgKN8bW9atuAW1oFayd+LEjkQqVR9Q7McREQU/EREBGUWHQwt86hTaoGd1vqtQ6OTsyffh4OoiEEcWvwRPJq9ZCXBNLvNym/z4FckjIHpC1fef701NmEb74aNMwxWY6lOIk1eiUwAvRpzV64dfrsaHm5tvQedSWMK62Bq45pHvnH1xCf4/BPW3QQaI3K91FsMAWtGyXmgWa5pYAUGmLBojuHgNjWP6xfWPAI5wuGBiBrew4nD5978u6mR1uon/yUmNpDtMlAvGwA0q0QTQKSyZpQJSOU+DDb5mSUwkABkfH782qmPJ7fdjaFxWMpeoxod2XZ/e2Ri9pMPyXkzBlMzVTCCbAYkgICVLXuDemX5h2AKGkiSjg7G1g/t+faGPU9f+ehX11/7GW6cadbJxsK2w3KA8vDw3KwaJdx78Pn5918++9Jfrl2/YfyZP+TyLbCOM0WZVh+DgSAJqOCw0uonpToHhle373l681PfmTt5ePq955GnywsqhztQ9wdcLFmwC1hzvsTiJwyDpbkiIqLgJyIi5RMynEFzOmAYX9Pe8cD0kXdx/SzrzAxEK9O8rEJsxn0nLwkvgHBDVP2tXBkpE8FIyMlhkXunDs2c+4Q7H0ZnGMaAwauIpSbHldkEbCGiTu5nPrl65IPWzgcxMg6g6ZxpQ9h0//iy5TNv/wN61+HwoPOLfUh+K/eoPy+9xMSIBDISYDBEFd3u4bcuvvQXI8vWTz7zb7FsdakaRlPUW1g1uvSJZQCsc43eTO/wuz2vbNNdUc8hspkFEiZWD2/fPXP8PcxehrtFk9GWmF1Yzt6jH9siEGHMYdFeXj3w7MSup+aOHpzd+xJ611HnQEK0GGXse4mCOSJ6qAAYgm4Jrfrk0Wv7Xuisv3v80e9hZDyYAonR75ZT/naAHvBgXnz9ieYZUS3DrqcmH3z22vtvzux/Gb0rEb1gMvTHUsBTfzWpiIgo+ImIyG0GP8DpTNkMNKTR0Tvvj0vncXwv8hz6PSINuWw/i1L8gaH0EKGDzmbVpwUYCJY/HGQ9fe3DdycmJibufABVB8xwAq2lg1kzzC6AqGz++uF3hzwv2/4QWh33jEQgejUwsWlq613nPj4QZz5CuCMlq34bd2XRr9i0KG1WHwLshQEZ7l4nn8OJg5ff/pve8NjU07+DqU2o2mhVYQk0d29C160JOGgpen7++NnD+1ZsuhvDK9lCZm1m8IRqfOSO++trp+tPDiD3Fp3uLQSkiGZBafkhRwCR2hhZPfLQd1be+9iVD9/HR+/AZqPMovdmFCMARkpgx+A5hzMhcOWzq6/+ZWf1huXP/h5WbEQ1hDTk6LebaYYsDJJuLOyYhEeQAFMbrZVD9z07tu6uS2/8JI68SMxaIMHacAA1rWy51LepiIiCn4iI3CZvVmUGMprGKDG5ur3yjguH38H1E0EAkQIWidHsKPP+B3sHnFy8Iq8MxAMiYBE9nDp44+L5sbsexsQ6hCEcEQgL85uv4wvQyw62qHHigxtnTy6/78FYtg7RKoO6YUypAoY7Ox7g2LLrB15D95IZPAj6b2WN35eqdAvDDBgOGJmim4++ferFn6aptWu//4exfH2dkhs9mAMAWjZoXhr9UeNxsy+XGFEzetcPv1lX7ZFte4BOgM6qjLIH25jc0Fq55srBN3HldA5YlKpa4DerjXmynIAAel7F8Ao++NzKex6++PbzOPSq1eeBXIZWDPY3RnigtgR67SffP/N3/1vNPPHEc5hYl224FykHwxfPz4v+2z1LE5Yyn7D8JQNZthMa2svGH/vdyTt3n973ou/7e5u+0lQH4VEmNOgDg4iIgp+IiPw2BNjfygVHIFJ79N4nr5w5MXfmMDHb9MUvHVBYJpU3/z/ugIPe7CsDgf5MuQQkzl3BgTeHRpfZ7m9FVBi0TAkHlxy1x5yB6NGn59/5ZafTTg99izZcz2cygdbtdc0MBCY33PHU9+Lsp/jsoPk8mP6rdnIMhrcQhPk8Lp86+9rfLhsbWfnkjzC1qa6GYBaoctnk5rGQhokYbLf79TJg0cOVz2aPH9i8+0ms2gyzOocxzXXnm2Ol4dFdD904dSyfPmz1DDx8sNVyiTfehT1vBCJ3yZqEJYCturOq9eh3hqeWnfrlX3WP7UVMZ+aazQ5ELw+HI+Zx/qNzL/1VXD29+qnvYfW22kYcBtKIikhpcMlWviQXdhkaSEdk9kAvz56H9SbWj3/nj6fWbfn4538xe+gt5PmytraCa5eeiIiCn4iI/FYwIsCayAndZno4qmrd9k077rv64X7MnPUIj8EYcFvUfL8kGyOsJDmPjAg4A+aee6cOfnzkgxW7HkJ7GS2APJgnzlvo2pGSgV6fOHDhxLGp7fdhaLVbVbWGCSKi1RpqJuGlMdz9RIyMnt//AmbOAeG3l/yIaIYElBMpjTYjGGERORyRzWdx7bMrb/3N6PI1Y0/+PlbckdMQw1LZBEkzIJlxodJHh331eMHSMDOaJwOzl+cOvW2s0o6H0B7NZJWGUkRnaCgMEeFInY33TazZdPXIPs6fQ+TsvnQbFDbRsHS2AZJVFRBEttLYNKUYWj78xA9GNm659s7L88f3Wu96cs+l2Up0HRG57p46dPGFPzPvrv/2H3PD7hrD5qgcVRP4ywVh0S4/DIqRdCvFY8KADNRANqJqVWgvG3ns91Y88O0rv/pF98DzmL/sGQBZ96CJDCIiCn4iInL7wc9ARAajih6IsDaQYmJZ5/5nY2Y+9r2EmekwZHiwbFlL1ny+Z4JV4anp8w9j9GcMgHMXL7/zD8vueqja8XDU7gldI1g5ieRE4hJvBG6s0Z2+8s7Ph+7Ynu5+AtUylpgCL8sH+70cDWly9PEfzp083j30usVsut23mGaD2uLERHjZ5diKqHK3PvL25z/5n+uclz33b7B2p1vHglUYg7ZoBiD6fU59Ya78F7JfxMIkP8KrmI+TBz597RcTe57Fqo1RpVIpLNU8lqHtCT60fvlzfzQ3fT2/+dfRu9qiGWzJ7FcOVFJ3IGW0MqrmZINOBiqu2rX8+/++s/Ou83/3573XfpZunE3o5UzS0szl+lcvXf77P7XxFat/8D/izqejtSohWX/mYhlWAfTX2Q7yHxGl0SgATwktogVWYRa0gDEIJp9cP/XdP1r2yLNnXvu/p1/8P6q5q+hmsNK3qIiIgp+IiPxWJKBqpgHQ3cOQAsDaHROb7z7/wb64dCJFXdqCWBNRmjaS/SLPwvayOkeQjF58/nE9Pb388e+gM05aXepd4bEwH+Cm2YtE7tqVs/MXL6546BtYtjqcjDL4vRQfbXAyYGpt2Ll+555Lh95H90qTOn4rsRgLMxGQa+QaeQ6fHLr6yt/YyMqV3/wxRle6VQRBZkQunTPjq++y/Zqx9WzGzWV0L1w/8qvxiRVD20ovHFopl1l/rWSy8GxsYfWOqY3bPjuwl5dP0rPnTOOS19LcvP7YBwNL/G6ePxJIGFkxvvs7Gx958sKBN7HveUxfTtZjbxYfvP75L/58eOXmqW//Plfd2bV2BBEe4YsmRkTz8oiFOYJoQl+EORDWv5qA+WByBFvGBEvDdz+65Xt/dP74h/X7z5M9966+P0VEFPxEROT2lbWdLQdrJiCIOjLIFtoTw9t2zcJnj72J+aupzMOO+h8lFy+DApoP8CkRQPf69JH9wxu2Y2qdV8NeVQaroszlyyCA+ubdGgNAnpk5snd03Vas3ZphOXpoNhiyeRPxACMYQMLwVNr1cHd+Duc+RXRvM/l9eeyCBSJAIure8XfPvPoXrdWbVn7nD2J8bc0WIhh0DzIsfWHa4aAKZ00/y69Mff3nIWd8evDK+TNrH3kGEysC1iwzXbgjQBhZWuy0OlvujfbojWPvoZ6mJb/VK2smKzCC3vSFAZACjHBDsBXDa7H726seeOzEgTdm3/1bXD8Zp987u/+V5Tvun3jyhxhZlVmVBaIRAbPBJsZymxbfvmAGctMgFI6mD00gghHlQU54RLCK6ERrOe58cv1jPzzz4Ztze/+zzV8Ean2Xiogo+ImIyG1jlNaLjgTAEmgAU2bi2s0jm++YPvUBrp6NuiaIhZWJ5WN984mfQILDwxIi15i7fP3oofF7H4d16qCTKZhQ1kwurEnsBwRfFEH7/9LnMXP1xtH3RrftRjVJa6WKIN17LMsH2Tymv6qyhfV3j61aN3P8A8Rs8AvT5uM3me0Xiy+webwBhM/XJz44++4vJiZak0/8EMvv8GoEyEYDQHcyevXc4uWcpcCXBumuBGWCg019HGx3DMszl/a+mlpDdt+TQCuyg2yqgf0AWGenVWVdra3duuqeh2Y/PoBrF8DIzZEWAiDxpbaktuh5a9IXolkwy25NhhscqKPC8Pr2nm9tfvDRK4ffxb5/uPTKT4dWrBr59r/2FZu61qaxCidglkh4RDMgfnH3mMGPaJ6NaJaENudEuPUb/pgxgrR2oIrWZHv3s8vWbznx+s/mjr6FPIPIg5dFNHHab6GbjYiIKPiJiMgXck6P4YNunGUzWALQnlh1/zfMOXtgv/WulVYqzQfvCI8cCEQVUSEc4c4KHpYvXn775+3RibR6e9hQZUhRdoAZLPVHI1SA9We01RHwCCBHjhxwZPauzx14C47WprsRQxZW5gNWqYWFxZ50GMoDrYU0Prnj/sufHsL5j8LrEm0ygIjc32hXJs7fPAM6mm4rjrKzEQh4GC6fvvbaT6rZ6dGHfoCp1V1WOcLKqEHCUgLQqtoLyYcsrTCbPDTY59Y0PHEvww8dHvA8O3f8vUtnz6y59zFUk5E6/e1xzXmX06jM5mEwQ1VhdMXI3Q+jnp8/9r5NXwaiRhAZyGDAzJrhGU307Z9P6a1ioMGsqdcB3qmCZuU5TojoYWgV7v/B+H3PXHzrhdSLyad+D6NTSFWrDGmsUtloGUBZZUqQpXPowjWDMCCFlc6xBi9fnSDKBj+AqZyeAcxGz3WO9vj4Yz9aefejl97+xdwHr2H6knfnwnvR6wZKB6EMeHlaRUREwU9ERH4D/OIPAIAWVm0e2rj9sw/fxOVTRPmM3/znRBqQ2Xy6b0p/lvH5iZNvvjK8bTeGxwFDOBFsog8XFz1cHcgAACAASURBVIP6Q//K5D2LIFOuUCcELpw59/677S13YXIlWlVgsHmMBMvWMEYpphnIYETVTlvum59HHNxrvWl4FxFwBFENGsHQSwXupu9PYVjoxFKG09GA4bGR9Vvq69dw8ijyfJueQHiiA0RmGcOX+BV3dfFvFmYb1LQuwRKG6u61998YW7m22rwDaQhBs2rRoxcqaakpnSGsg8mNrc27Tr/7S1w/04rcKvMgkIDUXEEQ9LDFYXdRUW4hng025rHsAaS1nBWGp8bu2j08MTG6cTOnVpeNis2EhsFg9pu+nvrHjkW//fJd6Rc9m02IVUqAYWL98mf/1fCWXSee/49zB1+0VIfXaA0FLGAZLSAqeNL3rYiIgp+IiNymQEI1PnLH7uF2vn50P+quc9F/RIkgPlhwCa/RvXr98L7lk5NjOx4Ak0fJdYyvWpfXjEwIAjXDQUT0gIzu9MzRA8MVR7be72wFo6S8wCC+9NeLOiLoSBF1zZTby9dsv//skfd7Z4+CdcDJcn69socNtzAXbrAZjwGDgYioQcTo8qFHf7Bqz9OfvvvG9Jt/j2unk+egBftLWAd9PG9yR7nQ5pKgAY6MehrnjvmFU2sf/kZMrs9uBBBpYdUpremVgkjwgDfF0vbE2M5Hkk/PH9uPXhdhsbBENQYJy5eenjHYmRdWmrMCYIUwpOHr2dgeBs1pwQqwL1zj7S+4ZL0w7Z0oMysCFVorpx77nfW7Hv78wKu9d39i+Ub0euV1YAFHCqjmJyKi4CciIrf/gRwGjqSN96576LEbH7+Py5/VJVE0LUEsiCoMQCaBZKhx6PVLH3+w8Xd+H8s3BYwk+euylg9qeIu2sZnnjOPvXT32/ur7H2hvvMfQigggsRSvCG9KU3AMxiaQkSzA1Bm957FqYvL6/l9ifhYBQ0b0Bhv3/BYHgttgFyHAMiM9B4YwvnHosd/b/L0/uHF439W//z9x+eNAHQRB8yAymG86ozDArnkpJubKUTmMhssnzrz4k9bGO7Flj7cnmBABz04MOnVaAEEH61LzdAAOWCttvGfDQ0+f/+g93DjvLPXVHtCDhwXBAMlYouNn0/Jl8R69cl+tBbaiGs7WRqoyKo/FewXx25mv3i+uOuB0ty4tO1JYJyY2jz3zP6x9+Nsn3n3x2vP/u904bXXPAiRqMKMV+jghIqLgJyIiv4XP5EFPw3bXo61OO5853OrNLBTdYtC0A1EC3PXz84feHptaibV3IbXJsiaw6SDylR/4vWSYqEDLCDJZdxonPrC2YdNOVCOoo3RPKY0+vcluRLPKNMgwwGipBjOwYv3UPY9Mn/0Ul85a7oKeyDIOrhmmwCXn3TWTLUAv61hTasODMA/z9nJuf3j1U89dOXns7Is/rXpXrJloX97XlmxBmVlCFYPhyEBEnDx09fTRiXuexMiqGhbhQWdKzVX3p+H1C3nNDAbSAc8cSvc/w1Zn/uwxa9bD1kBuFlfSAVrQlspoJbP28xdy3Q+ddbeycssSyFRifCyUE3/NiIrf6C8Y0uDyHGXPZG3hXjuYYniqfc93tn3v3144tH/m9Z/i+mnQFy3Ypb5JRUQU/ERE5LcQ/bK1MLpxfOt91z7az9kzkeumOJcdjpzrKO026u7cyYMnTn06dvfDGF69sPmLbP75cuqzheV9UeYdJLjn04dPHXlv2bbdmLoDTE3+6G9SGxyl3wnUmhwSgVT2CQ5X2x8bnlxz6Z1fYPY83B3mSEFH00MyL9ncpf8nMpADdBgtsZS6iKgmsOPxzT/6g96lC/Nv/C2mT8Jrb8a83/xeAmE9z2V1KOgwYObq+UP71u28p9p4b7Bq0RNz2Wi4sLQ1yi0IR1PGSwhDRnhiwvCaVTvuu/rBO5g9Fx6BVjgRcBiaWuXSCzL71b5mtWpJnXBHxV5vzgDALBYqrIMLyre92HPwSmDTf8eAxISUQGT3iGoEWx5d/9y/u3Lyo8uv/iWun6cHPCx3Da5vURERBT8REbnd1EciEdkmOnc8MHvtEj5+i9ElLaJMfUCqLHIXnoG52YNvD6/f3tlyb6TWr1/h+YWIBXhpjoLSDtLn5g691Uutzpbd6KwKpiAAJzOYgcrCLJrlhlVzjgYELId5kGSF1oqxbQ9eOvQ2Pj+CXjdYDfbKGfpdYm4agawkmzJ2vKlEEcxNjDWL9ji3Pbn+iW+fe+dFHHgN85eMpXLVQfBm73253fS6YRXmHoELn0xfuTT51O8ijfa73fTT2pdTYwqk/knWQMCqcKAaat+xa/rspzi1LyI7KqYOImdjcwmlmHdTVX/YIBeenIDlUvmMfq2UWOjPEs2zdntFNza79MqzY0hEC6hAKwturSkXp6F7n1n79O9d/PSQH3nR6hspMjXQQUREwU9ERH4LiEBm1BHAis3DU2suHXgXV894d6587i9DuVvWqjBXnzrQvXxx9e6nMbbaUcYzLJH62JT7CGYiUp6LTw70zp9cu/sJLN8IIBNuADzCvzCar8khwYVSUdSl1yeA1Bnact/kyhVXD+9D9yqy26KHEbhpNhuMIrfSG7PflbIZQxcM96AncDhtf2j1fY999vbrM/tfQH2VOX9FXvuy1O9mSoSbX73+0b6Vd9yNlXcSqexyA5IDhszB7jd8OXYhPGh1gImeMybWT23aeu3dl236ktVl+58FM5D6ezL95ll34cjwxY1h0NQluWhsXgx2ZH5FJffrfCCI/rB7EmaD/X4wR/P0o9UOmu14dPMzPz699+V4/+8wdxmJnlXxExFR8BMRkdsTZMAYsECk4fEt91y+cLF7+pChC9LLdjMinJy/8tkbf2fLVra33gcO2a0t/7MAvWSHYATnrswceTdbGr73cbRGIrwJFh6BlJGa7plN/PFFLT7N0eJgbEAClq1Z9eATF05/ivPHEurBSAEHGLz56G9i0LvUUC6/+XpEGajuYFggvDM59NTvrr3v4TNvvzyz73nUl8HeEpfOMNCCCNAd85+fO/bh+K5HwLF+P5kEVAYjHMxuzcAMgFaazpQWp7TSvaXZfdeZGtt23yefftz77APGLOBIqKIuK1PZxDksmf36v2mG7TVFuEjNy2FR8Bv80m6zv0qUml6zfbGftGOhoJisBoJGI9qT7buentqy49gv/2Lmw9eR54za4yciouAnIiJLG1SUYnFiiYUNXwRT2WdXbbpr5cZd14/sRfcGPIKpqfwQ+djB+VMfje95DK2R0ickbNHBSuL58tuAN8spm4/uNc58dPmj98d2PICx1Z5STtkCljPcwCpghPfgeTCBjgH0+gPOkQCLHOxlC68qbHtkfGrNjQNv4MZ5LAxkX0hA8YW5gouTSCn5DSpuXkYRBhiwyGFgNgQTYTGyIj323TV7Hjr31s9n33sevUtNf5dmX13EF7JSIOVWwCLgNbrd7lu/HBobw6o7YFVpltl0ymma4ngs1NZKM9NysIgSDiMiMlOrh6q6495ld+y6dvB15EvwOeS68hogUNHTkl09vbnw0nam6btTUp+VpqD0oDfDLtjfbxlfeuHcPFdyUVZfdEbe3Kz+ZAYHaqImnIEcSImIjLAIRDU++uS/XLHnqYvv/Xz67V9g/hrCv+r1vPDKExERBT8Rkf/fKx/z4QYHM8wzkJvVfWDAyNoqELSEZRsm73mk9/lnOHPc6pmEMPrc3Dxj9sbR99as2TS0aTeqVukrWbkxmnYdGdZsMgsHDKiCzDAn6sG7gXevHdo7tWy82roHaZheJSQjYAkpsdnRl1qwNNgSCAMTSAJVs3EvkZWV7iejd4xv2nXp1Eczn30Q7mDuZz6CCTRnAiog9QPVIGUlwvpFL/anlltCKhP1UCEMQYZVtA6GV449/N319z9x8p1f4MjzqK9E9nAgaqDO5ZhNtDLAwutARp7DlTMfv/vWiq33YHgFiDLqkM2uOQMrsDIw9XMTB4G3TFEnKjIxEagMGF69+bEf4crFfPh9IMM62dpNS9VbKIs14yIQjMQMBh3w5tb6F8IbS48bb97Ml2oYGkDQmqcoAKBuZnJ4/yDNXPh+o86yyDaVhcAVyzTFBDMSoGFs/dQ3fjy6YcfZ1/86H3mR+Vo4+psEW45WWanrYaHoJyKi4CciIosw+sWm0rvSFpVy+kUmgB1suGtk7ZYz7/wS184iIoLDnWGc/fTK2TOTjz+H9nhYFQlRwbmwUaw/0sEBJA9EzcgJHp6NiPAI4OrZGxfPjG6/Py3fiBKxyjsFywLLL2SfwWkPYkd/P1p/WSQJVsOb72pPrpw9uo8+F+7muYoIBKJG1M0+Mvd+5Gs29S0+evPTl+YGLNp5lwMZ7Rhd3XngmbW7Hj766kuz+19mXAW64QZPTdfRZsGow4PtlhOw3tWDr2FkYnj7nkALDto/fqO0W2ydQgBsYd1WTK4/f3gvpi+hLl09oxTU4ouX9hXvytG/yhgcM4gMD4tB585Sm/tyMfcWQmWNcCs9O5uRgbEwF4KLb/PCtfcfHYh+U9dwwINtdNYsf+J31t+z5/RbL2D/z23+cnh27wK9YJnq3jU4QwtBRUQU/EREZPDBmgy2So3FAIvaoocos8ijFV5W94UljK8Z3fOd+vOPu4dex9z18EB9Y/ZXL09tuhNbH472cIAB91RnRiYcZNAiJ9QBlCSDyETNyBZuiEBmd64+/HZnYgK7vxU21t+O93VTLMBAjsDKraseeC5fOOvnDhMgkrkTvf5wiAxkRgZzZtQAnWxqczeNMXRrgkomw8mabR9dN/Hkv7rz2T+8+v5bF/72f+H1Y2V4gw2yEbMzA5jNJDI+/WDm6P6dP/wjrNjSTE73GrcxnCDM0R6eevxf9C6cmD74BvK8RUZyMDddSW9+xwC60c0NkRzsJvTo+YsLKb/e05GJHpomnBZAQs9QA3Ak51KhkdHv2tNMVvQMRyfGNg9/+49XP/TNs3tfuvrCn7J7gQBQt2ImLMBSk9W3t4iIgp+IiJTYRwCpKWKFYWEHnS3aeFVmmsNZpQ07192x4/KxDzj3uWEOl45cPHV44q49UY2TyZrOIFE1Yxaayk7zA5M3M/0IJ63lQSLj8+PXjh1atu1eTKwjW2j2kn3tawKBVBFpON1xf1q+bvboXnjNcnWpVPas3xK0VOIGxc1bGEge1r9HUbpzBllbO4aW250PrHz06asfH7zy6t8y34A18+D7OyYJWrJUzV++9v4rQxOTtnlXts58rmGg3e47Y6QWVmzctOuB2aMHMXe+5bm/h5K/yc1Df8eflS6bPliD+fXf8RMANwPToBFoWWC71DWXKjT7r5+A5eYVlNrorOzsfmb1g89eP3Zg5uArjF5/sKMBw24Gy/oOFxFR8BMRkZLoylJJt3CUmgwNsDIrHGUNZBCBQJiFV6PVQ89FRO+9FzB3ZuaNv66G2li3o0blPlgiasy06AcJGiKVsk1tAaZA21nVgBPsTuP4/nq+ThvuDlYwZL/9Hv0RAaehPTGx87HZTw/h9MeIHLQ6DNYCKgRhEWbRrCxFE3mWjCL94QMBA8K8a5GNcBo649XOR7c+98ezZ053D/wCvSulN0wAddnkRq+8zsffv/jJhyP3Pg0bBdCqWLs3a2xv45I9wJFR7HxyPmd89GY7zyHKJsGlR7gHvSzubBqHehWRAi2QztvaKhewQAtmdTOQwhBp0KeGcQsb8fovpBrIcFpm80yZt1fYnu+uevIHl997tXvoZXSvebTp1h8sn/QdLiKi4CciIoOP3DmZt6vBpr5mlFwpA3rZNAcaMpDDOli7c2Ltlmsf7sWHb5z/YN+anfdjaKplZiToUUaZ9xuKRH80txFA3aqaKk4ESFiew7XPPj/41vCazRhbB7jDmVq3NSOAZZMfjIBVrY33GNj96F30rgQRJdCmVkXAPAwAy7ZENBn1FqpQbAacAzRDRa/ghgAN7eV217Prnvj+uTf+AUdeQe9S1HM5nECdMyKPWn3t1PH1W7Z17nwQbCWjGWgWvM1B6AzvhddYf/f4pu1X9r+R52eRvYzH6+X5Jd+X+xvvHAhEin4KbEeubrdLisFYpcEy2lTWfN5SS9DybDZ7AVM0fWdq0kuvoNwaq+77zuiGrZ/8/M/x8b6VVbZ6HlWPXhPa4yciouAnIiLlc3U4POdcz8x1gRjs6Wp6WnIwCcCD7kgRQBoZ2nIXUufCa78cW7mFG3YhtZqGjVio1gVg8KbBSLO8r87dLrwm3BAW2WLm+uG9vVSNbt2F1jC8v47y9oJGoN+QxIihsda6Hec+2ofzxyLPpsiMjNyt61xyB5tRchnWn2CxxLEHkYXR9J8kmnkPCZG8GsH2h5fvevD4S3/TPfgKOZ+8Z1FXqQXHPHKeWNPa/lh0loFR+srcfkAJj8oqS6mH1sQ9j8yNr52xIaQWwhFRpfatHMSbmRf9Xj/uqOe87kZkNGk6vtZrLOBed+cR3fDyCjFDGDxws3QWTQeeQOkxCwOqZg0qy7/rBYOtsWUP/2DTXXuuHdh35dND7LRQg0wa7i4iouAnIiJAqV0FQEZreC4Nwyr0+3H2hxkMmk06QC+FPKOt3zl2x+5r83nFA9/Gys2eHbm/MQxkIAhnf/rcoiNENQx2iGBkehd55srpU+31O2zTdsBo/UWAtzmYm4OGjoaqGtn+kAM3PjuaUlnR2gtLGBqDtexLSYZL37JSBGWT/SxQAVUgNbPvDB4+1142+tj3N9/34Im9r10/uJdREw4QaehGeyI2PWB3Pc3UAnOQzYQE+O09lQmRAtHLXay+o9r+5I2RNU2WvXm6arJZ83poElcZl0EHmVvDNdsl+EV8jRMD4LChaI2ACagHQxuIpTuwRH+nKAELJBhRBRi0YBkzUtPhy7cPP/qD9uadF3t1L43Chpeu3IqIyP8n0p/8yZ/oLoiI/NNHPwCOem7G2hNj6+9EZ5SM5kMzB3kNgIMWYYmIXLMaqqZWD69dX931UHQmaS3SAAdTWbNIwAlbPAKOZJ6fn63H1t2J0SmYISKuXu3Nzy/b+WBasSGsIpkDBt52CYyED2KtDQ23Ivc6k8NrtgTbpHl3tvZqZO02VEP9NjZs1h/ePCT1h+01NacYjJoYTMCoKybAojOclq+pHFXVbq3eMF+NpHDSRpavGN3xaJpcDzisWfkazZC727lsuoOGysBoDa/cPLxhY2vNRrRGjQkediv3lLQgUDIVkLt0zM1eH16/Na3YCKb+5frC5IylD+qMQLfXzRzduI1Dk/2n14HwxRssvzJlN6FvYbhGMxKyv18wcjZrAcaRUVu1trNm68jGXWlyNZgQILXaU0Tkn/qjRoS6LIuI/FMLRPkEXU8DVaTKUzJkemqqdWU3Wyrj7wwesMi0ZvBf5BzdlDrMBgaYgVag1MQikIAaIJHKIkKgtgiwigAS3MMCjPmghbUJANmDyVJ43E74c3ezHoKIViaJbHkeoFvHaQhU6CF7oENDpH6MaELFLQSwhW4pi8MxQUR0IyrCiBrM4RlMmclZVWXRY8BrMAVSBJJ5Ux2tbi/4RVl7yv4zFQira1qEtQMMh9nNDt/vsVIKcJllboXDSL9OA6KD1A6AwUAumyhv6YwD4UEGvBdMZNWfGVkbAtG6+VmVOnEZJphQ6oNl2ochDKwDEdFiZIQRAUSwzmz1J80r+ImIKPiJiMiirFSqfPGP612LP93HF/bfcZB5mqENvmglf3lYPxF9VUSIQYtM8jarXV99RQDC+vMkHEH0FxayCTpfGs3+9fPzouOUTIL+wAL0G5l8+UsNglb8ls7iq0PT4MvzN7uW6C9nZdlnB7vdbRqD04hBmfMWBjp88Xz6r5vBKy2w+CDNH/bSHEiZT0REwU9ERERERET+q9OWaxEREREREQU/ERERERERUfATERERERH5f9m7s2bLzvOw78/zrrX3GXpCNxrzRIIACAKcSYkSFckaosFDbKdkV/nGrspNKuVKPkLK5XyA3CfOlZOqlKdKynbFsSRLFMsSKVIkQRAgCYAYuompMTXQ3afPOXuv9T652LsBUCIZk76IHf9+F8A53Xufs9fCqdr4n3dC+AEAACD8AAAAEH4AAAAIPwAAAH7A6BYA8B+dP38IbaZzwgFA+AHwU/RVRFbF0ZW3vvovd2JdtejL0/sf/mQ7fWuOO1GRm0dl9E189Z5tPb3ywtH3vhF5POXu/v0fW976wWh7FZUx9xxrM9uk95yuHz39tfUb35+GdvpDHx9uebAWO32eYxiyV2b0jFaZvaJFREZE1ZzzQVx7o792Yb769urwsM/zOC7GU+eW5++Oc7fF3smqMWOo7auPqJ7ZIuP9pZg3PqmMiOo9hn5w9YkvDgfvTFPs3/fAeOejNe5HzpXtxoMzY471tcPvPb5+7UIud09+4ldy/0xlZAwVmdsezcpoFe99v9y89ht/0teHF75+dOlC9cXJBz+zuPXOjIw+bG/l9ptlRvToGRWRWZvpOXNkRbU/O1snI6I2VxLiFwDhB8BPIyuuvr7+V//LMg5a7a1O3D7tj7uP/lqvyvc6YzMAly0j4nj1nT+af/d/bXFQ+7e0xd+Jc3fEcm/TYT2iolpF9CkuPXv0B/9oePGxadidfuGvDr95b9aytTZHtMysnrkZxsttxPU5+5XrX/wXl5/66nj1lcXRlX647nNvi2Xunq6zt9Z9H7nlP/uLefruyL1sm+qLyPZuH9W7oZQRtfm0R1RrQ7x24eD3/uHO6y9U3zn69C+d/PXzefaDPWuqaayW2Soiq8fqyvz4781/+jvtzC35oY/FiTMVkVFZGdkjojI30ZcZUT/sfk7H9eQXVl//g4rT/fT5uuWOzBZZ76vD7VPz/dVYN2Lwh3/Z0nwACD8AflpVEXPM0yLHIXczqh9eXl14eveRX+7zMIwZ1SKrIlvMEXPNkVdfX7343G6LuXZq6jn1qF7Zo0flEBFD7zlPEet47onjt148vbtcHs+HF57aOXw99oYc9rJ65NDnbL1iyNoMu/XjeOeld/7o/5yf+LfDtettb384e+f+XWei7czHR0dvXuyvfHe4/OLbr148+fn/cnz4c1FZmZWZmfPUx6Ftxyc3Q3wZGdmzIvpQETlNb77WDg/29vZiam9d+N7eGxeHm+/JyEUOm3HB3LbtUGP0nWqLFrWMPkaLiIqqyLlnmyNaVOUcsbnejOgt5ojoOWZlRu70tp5jGnsMUTFWZGaP6FEtq6J6ZfYchmoRMWf0jEVEROuRPSqyhoisqMjKiuhN/AEg/AD49ym/iB7RM9o05+4i9/vx9PJzcXgwntyJmCN7xHZwLTfjUe+8Mb36fKuaYxzbMOQyWvSYW2XPFpt5ii3i4K3j731zmK/vnL+1v31w/OYr9fTX8hO/XtNiGJcV0YbcTGCcqi3mKd66eO0P/+nx47+/yLZz90fO/OxvtQ99PPZ2IxaxOjzx7Ncufelf95ee2bnw+DvHxzef3I97Hp7nGBY7U/3QcbceOdy4wIjjg9XFpxd9Xpy5eT46bu+8fvz8E/sf+li0M/Pcx8X7HpmtqiLmXu3dkbcpMlpkLDL6ouaoihxiu+awR8wRPaLldtBuHdGyDZnr7NeHuUcbInNbpTVE1OYp784ybTe+eauMVlNUi81gaFXMLeaINueQwg+AH82ungD8mO6rqIiWFTnkYtg/M/e53nklXnsu+nqzsG+zuiwjoypW1+Pid+PgyuLmWyuHmnv02PRORvaM3jd5M69efvbg0vMVY3vwU6uzt+fq6LXH/iQO3uqt1WbUK6oy5s2zDy6vvv4Hh49/cbe3/U/9+tm/8d+1j/1KnLmjdk7NO/t14nw88ku3/Y3/dvnoz81xPL7+7et/8i/i6ttjZvQ5o8bxB97sKntGZEVuFg/2iung8OJ323J3+OCj8213nchp9cKT8dZLkdGG9t5GMrkZxRsXfTFURs1RxxlzRbXoGT2rorZzP6O244ARQ9QiasyKiHWM89ymuaaojDZUxvzuYzfrIDMrhlaZNUVMQ/VW1bMqYzPGN7x3KRnRKsaosdV7CxcBQPgB8BPYbIsSEXPvQ1u0m2+fFvvzlTePX/xuHF27MW1ks69Ji8i4dvnKY1+a5zk/8ODxaoqozVq6dmP7l20oVj9++Xvz9bfnxan45C/XnQ9Uj/VLz8XrLw9Dq83OLn29XSwXU7z49MFjXzyXU7vpvp1f+Jtx7kPzYnczHBhRc/Z5eWI6de+ZX/pr8y13rVbXX3v6yXdevBCRGdWyrft75bap1LzxqjKGiCleeHK+9PxqsR+f/635oU8Oi8X86gtx8bs1rXPIys3ONX3z4nMeYsrWI2Id0bPmRa3a+kqb3s5+FLWKuhrz5ZjebNPbbT7IuaK37eYrERVz5pyZEUP1lrEa4krOb8XqrZiuZD9oscqIrM2Kvnk7oTMrcx3zUR5fHdZvt/VbsX47V1eH+bj1zQYwwg+AH8dUTwB+XPpFj4g2ZE3Vd/bOnn3o7Fvf+crlp756+8Ofi/1zN9aXRfXIyPmtl49ff6lOnYvb7qv8t5EZQ4saog8xRIuerdVcOR3OT31jGfP65jvjzD0n7nn48Nt/uj8fXHnhO6fv+3TFfkRli5a9VY/V1cPHv7i49vpRjfGRX6gzt/dcVS4ihqidFi2yV0Ts7MT5++Ohz+fpe86dvns8eWbTpL16e/e3nDeWwfXqLeeIVnPm0dWrX/nCcn2tbn00Tt8/3Hr9YNzfOz58+xt/ctOjv9SXGTFWRM8cekRvmWMOY4spWkaO0Vu9fuH1L/zjg4PLd37uPx92d6fnHzt49eV+eLi7f6qdvXP3oc8Mdz3Ud05VtKhFi71FDdn7MOY4HddTf3J44fHjS9/P9dSWu+Otdy0e+Pjivk/HcKK3YbussFdbX4m3Xz7+7jfmV55dH1xZz+s2LBZ7Z8dzdy3vfyTvfySGvaoc/D4XAOEHwE+qZ7Q2RrSxYmrzfP6u4a776/nvrF/4Tn3/u3n+QzGMrl6drwAAIABJREFUNUWOEVkxHR5/56ur44NTn/jFOnFztYjskX070LZZnhaR08H07a/kpQvr4/mmj382dk7tfOjj67seOLrw1YMnv3z6wc+2uz+6Xtc4DlWZUf2V56YXv5Wrg8PT955/5LN9MVZuFs616ENmVGbWnDnOi5PnfvVvR45RY4wx97kNY1UM7zvibzMsNkdmVvTKmqbvP3H83DeHXqcf/YUYb9m7+xPx8M8eff2Li0sXrz/5x/uf/dWK/YqhRw6beatVWfPcegxztKi5cn20eO4b54/eWC6nt159df3O63ni7M5it7/0XJu+8tbXfvfEZ39x73O/meceiFzGlFHL6rmcDvqf/t9vvvRi9Wmx3B1b69ferGf+5J0//b2Tv/Ff7X7mN6p25mzZV8PhG0e//4+vfevfxupatuVy9+TO2NbHB+uDg7nH9a/fdPI3/ubOp36zD6f8xAIg/AD49yrAyPU8DMO9D7Wzt+0ffO/o2Sf3PvFrMZzMISrmrHWs3jl+8Zla7C/ufmCOYZ7nG7GV0TbbkwzZp1i98/If/5tz83p97u7h9g9U28lT54a7Pzxd+Hp759V44fG85e62eyZrMz0yj668fXj9ymJs86nTceutEWNsDunLHq3dmEHZI/rcc9g9E1FVWfMUQ4schqyaK9r79z1pLXqPyJizjq49/bUTrQ53bx7uvD8qY+fU3oMfP/je48vrV6YL346PfS539jYjb5GbCZ9zRu+biaIxRRui9Yj1Yj6anv/2vDx/2y/9dj7ys7G7Oz/7xKv/5p+dvPb6tT/5vYjc//Vb14vTQ0zR22JY7EzXLz//7fUHPnz3z/9W3PFQzBXf+eqVP/5nJ65fuf7El3Y/8Ohw833D0KKOVt/4wyvf+P3F6p2455Fzv/a34+xt0Vexunr8zOMHX//D3csvr772xzv3/Fw7dzIWtncB4IczJwSAHykroveI3ltWzDH3WOyPd9wzjnn0+vfj+Opmv5Gp5ojV9NyT85uv7J67dfe2uzNaa8ONVWfVMyqrqkWLeunZ+ZVn13M/8cAn8ux9PRfVljsfeLSG/Z2jq4dPf6W/8+qQbd4cE9jX0+FR9XkYFqduOheLncwYKoaIjJo2u79UZgxZMQxZEXPFFHOOw9AWUdUqhrY9Eq/y3aP8sm1OHXz71fbK96pPw/l74uTZGqMy476HhvO3T+vr7aXn4+WXYp4yq22e2aoPfW5VmdFb9JZzj6px0ebF8PY0nfv8X8yf/atxx8Nx/sHhE79819/6u8NtH1weHR5++7E4ujZEa1VV1bOO+3rvpjvu/st/Oz78i3H6A3Hug/GZXzv9uV+/XsP0+ktx+dWo3tdTvfH6G0890efp2unbb/oLfz0+8PE6e1+cfzDu+uTOZ//SmZ/7S/O4n5dfm994MdrsJxYA4QfATx5+N/qvZ8b2CIGh7n1oHnbatbf6a9+PrKqozJivv/PUN9t0vHvLXXn21oze+/zuG03FZu/KiL669szjt4xz3zkxfuCROHVrxNCHnXbrXTfd8aFF5tsXn5rffjk223FmRE19Omq9Z4/d3ZMVrSJymrNPEfnukGLUME+9RWVFbGeIxjT3rOxzxXYTz6iMfmPaafSKmo4uPDW/8cq6cueuB2PvdGT1qjh9fufuD+bOzurVC3Hpxah5eyuqImvO6Ju5o5VRQ9QYwzDN66na4o77x0/+Utx0R8VOzS12bo47Hx0/+UtzW9bl1+LlF1u1qKFarWu6Hrl88FNxy0ciz0RbRlvWiTNx/ycXt949Xb0ch1ciqy3HXCzP3ffwqU/+yt5n/ov2wGdrudfHsXKMWsbOTcMnPjePu/N0cHD10nv3AwCEHwA/cfzl5vTzoSpisX/ilo/007fVweX5ze9Hj6hc1Bhvv3b04nfX486JD30sTtxUGZvDyKMqeh969cjox/HGxem156JfH8/dsbj3/hqyzfMQFbvLvU/9wvF4er/m9RNfielojB7Vow1zHC6zDxGr3rdTRoeIrDmyve8MwRgi+ioqchN/LYcxIiuzVUSPHjVvzkSIiKjI1uKd16aLT80Hh4ex3Ln7gaqhqrJV9WH3gU9cH08s4/idx78Yly5ERZ/nqIqqVtl665uTFFpFi6jes+V62L/twdg/WxHRWrZW0WJ5cue+h6bd/eUwHV56PmoVrSp7q2iL0/0DH4lhL4btZWQNsTg5jcsc5ujrqKqqOnvb7q/8jf2/9ndv+dXfjtyL+Tjmgzi+HK89u37uK8df/VfLuj7k6tS4E7NtPQH4kazxA+DfIf6yR2QOY8x9uPWu/dvuObz84vHFZxYfu5yLmyPWRxefa9feWd50Pu9+IHIva9kr58x5mIehR9VyjqgpnnuqLr10XOv9e26N/THXVyKGyBaxjg/df+LsLdNrB0fPPrf/yovtrg/1YZnTsNg9M4wn5unoaDUvo7fsMWTVMmKTgb2ysoaaModFVayjTTUts88ZQ2Rm1PbXnJW1HcPsGS2iv/HKfPHpnXHYvfV83nsy6s08HqKtI5Z5000333zb6uj6wYWnT7x6cbztwXGxmPswZKvoQ0xVfbtRTM9Y1bLGjHFx9nyMGTFlZkSvyMyWJ06fOH9zvPJmXns9YrVZ7NiyVRtrsYhokRHvJVu2akPPqM1OolnDompuOcXRlfrek/Hq86vLrx6+/VY/ujKsrh+8/ur5vbbqp+Z5HpsFfgAIPwB+GtuD+CKi9YjNgXjjcu9DD197/lurVy/G6p1YnInpYHr14rBet9vujVvurlhEDFVZ0baH4EVGr1hdXT372OLgzWEcp+9+6/CV//H6HHNbRmtZ6/2+6pdf3qn1dPDa1Se/dOqOuyJ3IttisT9lRB2tDt5o0/UYTswx9ogxKnvW5hDBHsNiqJpyurJz+c2dYYz9E33/dMUY2VpERIuKiO0iv4yM1bWjl55aXXr2TPbrb1668r//g1U7tZ7HRR6vhnF3fbB866Ux68T6yvHzjw8f/flcnKrIaENWRrXNP7cnqMcUUeteubsfPTNbZc7RI6pFRQ417lZvLRdRLW4caJi5mTr7g3e7plaV1SKzMqepj23Oo9fXj/3R29/5yvqtl5dHV9vcpxjn3WFenjpz70N1+cUhlnNMY0x+XgEQfgD85NmXkdv0q1Yte8RiGTHkRz+38+2vHV54Jp77Zjx8Jl595vqz38ocTjz66dg9Hdky54wcqrXeIrO3zJhXL3734MLXT9b6aD759mG041cj5swxY+h9dVzjTu7VMC/7lUuP/97Jj3223fnJaLlz/taj02fb4Wt59cXjl5/Zue9ctmGoKbMiFtt1iK2mXkMdxHe+8OLv/vOTw87wyM+d/sXfqt1zmZttPoe+2ZUzIipymmL12sFTX9prx6vaP6z96c132ny51bjOXq2OW6xqsTPE7u7h1YvfOHH11dg5PW5OkahxzkXFIvoQkdXmXPRV9soh5hZzi6FFROXYoqJPMa2XQzvOcd0Xy1hE/OiVeBnR5p69b4Yms7XMfOvF63/4Tw4f+/39oeab71x84i8MN9/Zdk8N+/tx8mwu4+o/+O9rXi8z3z0jHgCEHwA/oU0qbY5WaENERg5x4uad2+9dv/DU+unHF/d/PN76/vFbr5+46dx45wc3w2kVc2bP6q0iIisjo0/PPLk4uno87J3+9C+f/vyvRixjaJuzAqMfRS3j6uXDL/7z+XtfPnvw5vr5by9v/2jvvZ2/a7jrofVbr+yuD1eXXti565NtuRlIbJHZc7NvS9Q8tX796OlvnLn6/ePDaXzwk7FYZGvRY7vsL7eHt0dVTIfxylPrV5/fHZc7D/7MHb/x29GGWLa4dhiL/ZjXkS2m9eFX/82VL/+L4epb15//7v65B6IqeqvIG6dDbCZoVmymkw6L6j2zRURWHzMqWlSL4+P1tberVdvbiWkV76uzqvqz9zoXlUPkHLmO6EP245effe1rX7h1sTo+defZv/7fxG0freWJ6Ns9T+P1765Wq8wp5owa/LQCIPwA+KlVVEX1mHtEqzZk7u3e++Grf/w7l7/3rVsvPT09+dU2rc8++pk6eT5zyJrn6NGyco42xlTDULU6yueeWOb4zqnbT/38X4ybPhDDzo2wjMh11Binry8fevXqxadO1+HVZx9f/sxvzsubovZOf+wvvPHc0/n2xfzWV+KRX67Fcm7LIVqvmCuGzN77kH26+Ozlp57cW11f3HL3/v2PRp6cY8iIjKl6DNlqnqJVREV/58qX//DENF9Z5fmHfibOPBjjTmTFiYieVRVjZj8eHri8/M6fjlffnC48Ex+5HLsno81jzq2O51hF9ajMOWPKRQ1zHV5//eKJWE2xGHKaY4yKVjlff/vtSy/t7rST58/HkNvpspsDJvLPj9HtZI0ZPVpkVdR6unTxXEyHO3tnP/dbcfMH+risiGGzLPD4arzyvfH4OHcXrdmtDYAfx/sEAD/G9lCFquq9b1f7VVYs4pb7hv3T8ealeuKP+kvPLPb286M/W4vTEeNmv8s5Wo82r4dou9F7Xn39+pWXrq2nxd33x813xnAy2rKGZbVltGXksoZF7OwP9z20uPmu1Xq1fu1CvP3qomWPiPse2v3gI3NbTM9/I575cl67PMaUtco4bq1axBir4e0Lh1/+v84dXYnxxMkPf3a47+G5LaOievXolT16ZY0Ri14trrxx7fkX2jpO33X/zj33x3IvYhGxrGEnFi3HnWhDjOPy9vv2z97aelz7/lOxulSxjmWr9XH0Va85IiOGamO0HHJeTlfXFx+Lty6OEZUtoo3zHNdevf6nv3vTTh4tbxru+nDUzvYW9s2WnX+2rzcnX/SYY3NyRq88up7razEf9nkdi2W0cVr1+bhHj3j94ttf+t3qx8u2PDp+J9IaPwCEHwA/dftltGxt3MzJzIzqc8Sp88vb79kf4/Dpb05Xr+7dfm+cuiVzsTngITOzRcbYM6O1iPXBs98cpsN1X5667+EYdysqcq6cInpURI1RLXKM83e2O+4/rMx3LtVLz8Z83Nqyt739T//ydPfDNQ5v/sE/OfrDfzR994/j6ottvjxOr+XBxfW3/uDy//E/5bOPHVw/XnzoM+Nnf7PvnZkzsqq12JzWvrmQqMiow6ce271+pXJ3//6Px+lbIjdrGaNi8/I3cdvqpvM79z7Y9/aGqy+tnvijXB3E8SrbGLmsNtyItYoW65h2xnl485XjL//rePGxdvD6ePxOvPTk0e/8w+nCN6+vp1MPfCr2bolhEdm2NzV/2IBfTJFTz4xolVm5WNx273rn5M48X3viS/X84+3ojZ24PBy/0r/zhat/8E+OXvhWLObjqGEY3783KAD8GaZ6AvCjm6+24bc9LW/z28KqoWcs9vvt9ywvPhbXrqxqsbjvgThxLqtFbZ6RLdZD69mm6MdR6/mlb+f6eOfm+8fb74/ciTEqpozKWERFtMyKypbLvb0PPXz1iS+cWF29/u1vnHjk87F7ti9ODvd99Ja/8nde/+dHi0vPTl//nbce/1K7/b7FqTNzrvvB9X7x2f3rb/dWiwc/deJzfzlu/3CPYcjeqkcMfY4cWg0RPTIiV0er7z1+Ypiu75wd7v1YLU9n9MiMGFtExdAzolpGi9zPD3+mP/PY3mtPXfvml849+AuxezKHRbWxt00rbhYxtuPInRiXw/KtL//+4uknFrffs86xX3phefnCqo76nQ+f+eyvxM7pyj8zvfPP7eqZ8+ZGRLTKaDm2ux7s93zk8Nmvn3njxdf/6f/c7nkwFnl87ep06YXx6Pqd93zg6Ojta4fTqc10XAAQfgD8dKrieg3rnjHNJzIierQhYnni3gcufW1/ZzWv9s/efPcD67a76JuTCGKe62A998XqVJtiPuyXXjn4/rPVd2555NNx7p7exx5ztZ2hNgcExpwx1OZYhiHue+Dg9B1xeTq69P39ly+0+0711nrutFsfPvtb//XhV/7l8bOPn5gPjl54bO5jtHmsXCx285a72oOPnvy5vxJnP9j7chyi16oysg9jjnPVlNGyDznPl1+5/talKdZx931x1wPRxoh1z2VEteqRQ0ZF9BZjjyHu/nje/fD6le9dffXSiRef3/noJ6/P82Fvc+XZmLJPURHrGob9gzw+98FHz62mo5efPXrqpb6o1iNOnt194KMnf+bX485HpsyIeax+XO16LCoWy+1RgO9LwN4Oa+eodmLqra8id+KW+8788m8fxPL4rRfj2pv96TfmGHPcOXFmd+/Tn88P/2z/4u8fP/2Vt168cP5TR7E47ccVAOEHwE9mrhoye+72T/zm4XR88p4PR79ei1NRETEMdz08/Oxfuvra5fHcLcNtD1RkZd9s6Rlnbu8f/WvrncXRyXv32s7h8Wp1x8PL2x+tBz4fJ2/OFuM8RwyVUUP07aHmEb2ihti55aZf/FvvvPBEZVw9uH56vRp3d9Yx1OLEeO+jp267I165cPz9Z9rl1w6vH09Vi91Ti1vv3P/gg3HrnbE4E7lskRHRchER0TIzWo/MnOY+jONR7ly96+Pt9odv+/jPxemzGS1iZ7PyLrIypqyqHObIaBGxXH78V95ZZUQe5GKnxvrAR9erHE/d1IebhiGj9xhi7Ote03zzvTuf+sXh4pMHL72yWq1On7v19J33tUc+GYtTPXaGaBk9ok13fezq1drd38+Tt9R229HY3oa906v7PjPf/MD65O2LHCIiFvuLhz530/m7jp554uCVC/PhwdAWp+645+SHH46bb4+2aJ9aHQ+L6cS5s0eHw76fWQB+uCwzQwD4Eaois2I+jOkgoiKXMe71tpwrx4is67E6iBojWuzs9hwrhh69Yl70KdfraD3Gvd6j5RTTtagWi5vmXPSqsfWMISJ6bk80z96HrKgevUf1iFXUFG1ZsYg2Vo4V0aKy1lE9pqOIzfYqm/V7LYaxtyFiaNGibhy4cEPvPTOrKjOjTzldjcxoi8idiiGGVpt5rdmz5oqqHHoMUTH0Vc7HEeuIihhqsZvTKqpHj744GUNmzfnyd9/+3/6HfuWtkz//15e/+Xe2pztURo8YxhqXc44Z0aqyqvdVqx59HVExjH080SNbbQ6YX0VfRZ+jzzGM0XYqd6eKarGoVfbDmHtsDiPMoY+7m0sapqOIKaLHuB+564cWgB/KiB8AP172tojxRLYxYogYomKMzfzMvdzdzV6ZUZW5OdCuWmSLNtZiWS0qhhiqxyKWY0ZmjUNFRvYbu6O02IZSttZrjqg2tKisONFzuwFKRvR51XLIbFWLzKzlbkRU356iF1l9u81Kbnu1/twCuojW2jzPGUMsb+qRLSMiq1fGu2e7b85enzcfZUS2ZbShaq5sFcO6chx3h+gRc+VQUUNl9JY1tsqMimFnbnttM/AZEZmbY9UzIjcby7Tdyp61rKyKlpui3T5ynIfF0Cr7FC3nysztOGiPxZBDHzMyWu9VUTlGRO9zG/d7n2tYeFMHQPgB8FM1X8Y0rXqLHPY2g3/ZY8hN4FVl9siI3vo8tBaR1fvYWkTMc7Y2ZEbOkS3nqMqdrBqyIuZWrfeKYbsx5ibQevWWLTLnmntFz4wchu32030YWkRVn3MYtyfhZWR7N+5y2ORj3/xV/rkLyYjovQ/DUBVzRbaoHpnRtt0ZtT3fvW3ib3twfcRcEW2xybpF2yRly5ij5qjMHlHz2PtcGTFEtRYx9x7Rh2HIjHz3vTYzahOybYrtiOe73yUiKto0Zw7Rcqi+HoZh81etYq6sGCI3pzxEVg2bk+hb9Jpz85JrE8EAIPwA+IlUH1pmts2sysxq206qqHmMsSp6Rmar6tXnHIZevUUbMqoie+uxjhyq94xWVb31irm1ysiIvt0BdDNoF1m1Gfga2tBi7kNVVN0YDIyIqqisqW3zpmpzOkNkRFZlRGTb9k/LH9qxuTk+b4iW8xy5+ZIV29PPh4rNtb377IqI1lpkVkXMvbXsm4G6qqGNkRk1Ra6mYZ4zphwWUVnz0DbbofbqlXmj73Kz2rCi17Bp3KqM2u7wkhHRlsPmsmIzNTWjR1VmbnI6KmKuzdagVVE92tAyMqq1itruvwoAwg+An0hGZg7RhhvDcu/uQ5nZNqmxGRuLHLItpoiWsRlA2xya19qiIobWNqc1zNH6drXeja7afp/NgQ4REZtBtbFFxhSZkUNFRLZtFcYc0SOGzQjYu322+Zp9+8p+SPK97+OIWG9fX0RUbsfitksGozJ6vvfQiGib6xorYr5xDN9Qm2MuWk0VL++eOb5ed+6c2asxNpuy5HbXlvfPOa3ombUd+6u6Md5Xm9mp23uS2TOyjdvHb59YfXMWYWZlzpspspsRwc2LLNEHwI99S7e5CwA/St8MeW0mQVaPrMpe2z7KTfNNGRnRKipizsiIoaJH9IwxKivff654f1+dVL5XiPleh8WNjOkRc0SLzWnm8W5BVWy/bG4X590oyO256zeK9UdfVm02hrnxpNz21maqaEXk8O6WM9so3SxfjF7RM3pGRo0RWVkV61bHceWVmCsW52L//Dz8wCENbXtp9e63zhvrByM2/bdJwU3wVcW2DmN7ybUZ7Kv3crFtp92+e8eyb0ZL44c0LwAIPwD+X8IvapM9FZvjzytj3g7XxRCVUXO07RTJiN42I281RVb0IWqoIX7o+0zG/L40a39mK5aKnlFRbbvyrr0/2iK2p//9qHe2+Hcb/bqxJPDd/uubqZURw6Z2693Lv1Gqc0SLqUVEjVER2XtGj1a9FhExV4ytfnCUb1O470Zmjx6bnK1N+G1fwxA3tinNeneB4XQjHVtUj8qYMiJijM3JELWN3cgeMUUMJvIA8KN4hwDgx8n3/tXejbR3k6ZibrEppYiIVtu5oEPk9qN8X0JmVrV3/6zV+79BvPfZe6Nd270w/8wL2o5C1ly5/TKbTU+iMnI7G7X9+Pi70WEt3/tu21rLaNWjKmN4/84rcSNAK4Z+Y8Btc2UtYs7crGKMeZVjZrXtPclesR3Te/91z9GH3I5bvvdCb9zrrM2d254l3yKy59BqjjZHtu2SxE3vtYisaBXtB//TAMAPvn8a8QPgxwZSRfYbydXen2g95x41xJCRUZupm/1GutyYrfjukr/Nbi838innG53zXtxtD6l7X27V9u/yB964InpF27yszV9u19v1d6dt/rtsb1nvGz3cfJ43PugZmTW8d7FtuvHoFjFl9KhlREyZQ8+co4aYcmrRMlpktdom2Oae9OgR2WrY/GnP6DFn1BARNdb2gntGVQw9Kjc5Xa3nsFna1zaji1ERbTvzNqfalu64vYp8r8ABQPgBAAD8p8WsEAAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAA/KdmdAv+o/D3//7fdxMAAPgP09/7e3/PTfgPXFaVuwAAAPD/Y6Z6AgAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCzy0AAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOHNgRL+AAAYCklEQVQHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD83AIAAADhBwAAgPADAABA+AEAAPD/idEtAADgx8h0D/5TV+UeCD8AAPxPP/AfNlM9AQAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADh5xYAAAAIPwAAAIQfAAAAwg8AAADhBwAAgPAD/p/269AAQBgIguA/oYD0XyUFQB6ZaEwQM+7suQUAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHw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MANAGEMENT REPORT

5

Given the size and nature of the Company, the Board has not established any committees and intends to make

decisions as a whole. If the need should arise in the future, for example following any acquisition, the Board may

set up committees and may decide to comply with the UK Corporate Governance Code.

Risks

A robust risk assessment was carried out by the Directors of the Company, along with its advisers, in preparation

for the Company’s IPO on 24 December 2021 and the Directors have identified a wide range of risks, which are

set out in the Company’s prospectus dated 17 December 2021. The risks relevant to the Company are formally

reviewed by the Board on at least an annual basis, with more frequent updates being made as and when

circumstances require. The Board believe that the risks identified in the prospectus remain appropriate for the

Company at this time. The Company’s prospectus is available on the Company’s website: www.mac-alpha.com.

The Company’s risk management framework incorporates a risk assessment that identifies and assesses the

strategic, operational and financial risks facing the business and mitigating controls. The risk assessment is

documented through a risk register which categorises the key risks faced by the business into:

•  Business risks;

•  Shareholder risks;

•  Financial and procedural risks; and

•  Risks associated with the acquisition process.

The risk assessment identifies the potential impact and likelihood of each of the risks detailed on the risk register

and mitigating factors/actions have also been identified.

The Company’s risk management process includes both formal and informal elements. The size of the Board and

the frequency with which they interact ensures that risks, or changes to the nature of the Company’s existing

risks, are identified, discussed and analysed quickly. The Company has a formal framework in place to manage

the review, consideration and formal approval of the risk register, including the risk assessment.

The Group’s only significant asset is cash. As at the balance sheet date the Group’s cash balance was £464,322

(2024: £270,534). Price, credit, liquidity and cashflow risk are not considered to be significant due to the simple

nature of the Company’s assets and liabilities and the current activities undertaken by the Group. As the Group’s

assets are predominantly cash and cash equivalents, market risk, and liquidity risk are not currently considered

to be material risks to the Group. The Directors have reviewed the risk of holding a singular concentration of

assets as predominantly all credit assets held are cash and cash equivalents, however, do not deem this a

material risk. The risk is mitigated by all cash and cash equivalents being held with Barclays Bank plc, which holds

a short-term credit rating of P-1 (2024: P-1), as issued by Moody’s. The Directors have set out below the principal

risks faced by the business. These are the risks the Directors consider to be most relevant to the Company based

on its current status. The risks referred to below do not purport to be exhaustive and are not set out in any

particular order of priority.

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M6+n1NmWlubOY8aIOfiIiCn4iI9D81B3ImMNMDt90/tGrTjUOvmzt93pZekHmz1Lawqr83PXPorak1m3jHtp714F3GUkGDATrCEBXhFYA63/jwrdboyvaW+5hG0Rqf3PnQ9Il9cfoDZ00go+VIdgsBhqgR3UDAqjADgiX5sGQIL7MoyjiGwa85qHktyn6GQHThPaBGPY8TRy68+tPp0ZVTz/zrPLSK7DBbAnIw2KoiITKZCUfUZK9/sv0mOnSWOl6E1T2c/Thm5kfv/y7G16CaGNp2TwwNzR993fI8wwhD1CUn9m9nNCs/M+BMXpXKZNP8xI3sIepwoD08tOfZdY88d+nIe3jvZ7xxCvEbPNcR4e6IUsaEH3n7zD/8WWf9ncu/9/tcuTECnucRvab+CiDVSHmOPbSJ1kh717fWP/7D+vSn3Vf+H1w5WTYnft0XmROOgEVJ7xEskx0yIzM0y09ERMFPRERQVgAaLBI9BzC6csOeJ7rnTuD6aaDyqByBqBHuZWVhAFEjcn+RaCDgQN38vm5G2wUykBEe2WLeTx2ZP3di3VM/xMhaEogyO2GpRAoE6wCQid4Mzn40e/Lo+se/i6lN7obcGttx//DkxPnDe617PTwTkbxGBJbo5RhlVkUQKEPVm8WcZWBgRPOfvnCPvpB6ylJSBwMOB40k6rr++O1PXvtptWrbxu//cSzbBBuK/tud0UDCo5k319y8Znoeo4ln3vRLcYSje3Xm2Hujazdh3d2IKoxYvm7l7kenz57Elc9Z9xClotoEu4hodruVw7K/R3FwJxIijFaRRCCGVmL3t1Y/9M1P3393bu/fY+4cfA7uCESugV7AfbDIM8rxAwEPBIOWETW61+Pgz4+9+eLybY8se+wHGFmRmWBIqUOkVNrPRC7Z1CzBPXKgswx3P778oW+cPfnx1bf/Bt0L8B7qgKN8bW9atuAW1oFayd+LEjkQqVR9Q7McREQU/EREBGUWHQwt86hTaoGd1vqtQ6OTsyffh4OoiEEcWvwRPJq9ZCXBNLvNym/z4FckjIHpC1fef701NmEb74aNMwxWY6lOIk1eiUwAvRpzV64dfrsaHm5tvQedSWMK62Bq45pHvnH1xCf4/BPW3QQaI3K91FsMAWtGyXmgWa5pYAUGmLBojuHgNjWP6xfWPAI5wuGBiBrew4nD5978u6mR1uon/yUmNpDtMlAvGwA0q0QTQKSyZpQJSOU+DDb5mSUwkABkfH782qmPJ7fdjaFxWMpeoxod2XZ/e2Ri9pMPyXkzBlMzVTCCbAYkgICVLXuDemX5h2AKGkiSjg7G1g/t+faGPU9f+ehX11/7GW6cadbJxsK2w3KA8vDw3KwaJdx78Pn5918++9Jfrl2/YfyZP+TyLbCOM0WZVh+DgSAJqOCw0uonpToHhle373l681PfmTt5ePq955GnywsqhztQ9wdcLFmwC1hzvsTiJwyDpbkiIqLgJyIi5RMynEFzOmAYX9Pe8cD0kXdx/SzrzAxEK9O8rEJsxn0nLwkvgHBDVP2tXBkpE8FIyMlhkXunDs2c+4Q7H0ZnGMaAwauIpSbHldkEbCGiTu5nPrl65IPWzgcxMg6g6ZxpQ9h0//iy5TNv/wN61+HwoPOLfUh+K/eoPy+9xMSIBDISYDBEFd3u4bcuvvQXI8vWTz7zb7FsdakaRlPUW1g1uvSJZQCsc43eTO/wuz2vbNNdUc8hspkFEiZWD2/fPXP8PcxehrtFk9GWmF1Yzt6jH9siEGHMYdFeXj3w7MSup+aOHpzd+xJ611HnQEK0GGXse4mCOSJ6qAAYgm4Jrfrk0Wv7Xuisv3v80e9hZDyYAonR75ZT/naAHvBgXnz9ieYZUS3DrqcmH3z22vtvzux/Gb0rEb1gMvTHUsBTfzWpiIgo+ImIyG0GP8DpTNkMNKTR0Tvvj0vncXwv8hz6PSINuWw/i1L8gaH0EKGDzmbVpwUYCJY/HGQ9fe3DdycmJibufABVB8xwAq2lg1kzzC6AqGz++uF3hzwv2/4QWh33jEQgejUwsWlq613nPj4QZz5CuCMlq34bd2XRr9i0KG1WHwLshQEZ7l4nn8OJg5ff/pve8NjU07+DqU2o2mhVYQk0d29C160JOGgpen7++NnD+1ZsuhvDK9lCZm1m8IRqfOSO++trp+tPDiD3Fp3uLQSkiGZBafkhRwCR2hhZPfLQd1be+9iVD9/HR+/AZqPMovdmFCMARkpgx+A5hzMhcOWzq6/+ZWf1huXP/h5WbEQ1hDTk6LebaYYsDJJuLOyYhEeQAFMbrZVD9z07tu6uS2/8JI68SMxaIMHacAA1rWy51LepiIiCn4iI3CZvVmUGMprGKDG5ur3yjguH38H1E0EAkQIWidHsKPP+B3sHnFy8Iq8MxAMiYBE9nDp44+L5sbsexsQ6hCEcEQgL85uv4wvQyw62qHHigxtnTy6/78FYtg7RKoO6YUypAoY7Ox7g2LLrB15D95IZPAj6b2WN35eqdAvDDBgOGJmim4++ferFn6aptWu//4exfH2dkhs9mAMAWjZoXhr9UeNxsy+XGFEzetcPv1lX7ZFte4BOgM6qjLIH25jc0Fq55srBN3HldA5YlKpa4DerjXmynIAAel7F8Ao++NzKex6++PbzOPSq1eeBXIZWDPY3RnigtgR67SffP/N3/1vNPPHEc5hYl224FykHwxfPz4v+2z1LE5Yyn7D8JQNZthMa2svGH/vdyTt3n973ou/7e5u+0lQH4VEmNOgDg4iIgp+IiPw2BNjfygVHIFJ79N4nr5w5MXfmMDHb9MUvHVBYJpU3/z/ugIPe7CsDgf5MuQQkzl3BgTeHRpfZ7m9FVBi0TAkHlxy1x5yB6NGn59/5ZafTTg99izZcz2cygdbtdc0MBCY33PHU9+Lsp/jsoPk8mP6rdnIMhrcQhPk8Lp86+9rfLhsbWfnkjzC1qa6GYBaoctnk5rGQhokYbLf79TJg0cOVz2aPH9i8+0ms2gyzOocxzXXnm2Ol4dFdD904dSyfPmz1DDx8sNVyiTfehT1vBCJ3yZqEJYCturOq9eh3hqeWnfrlX3WP7UVMZ+aazQ5ELw+HI+Zx/qNzL/1VXD29+qnvYfW22kYcBtKIikhpcMlWviQXdhkaSEdk9kAvz56H9SbWj3/nj6fWbfn4538xe+gt5PmytraCa5eeiIiCn4iI/FYwIsCayAndZno4qmrd9k077rv64X7MnPUIj8EYcFvUfL8kGyOsJDmPjAg4A+aee6cOfnzkgxW7HkJ7GS2APJgnzlvo2pGSgV6fOHDhxLGp7fdhaLVbVbWGCSKi1RpqJuGlMdz9RIyMnt//AmbOAeG3l/yIaIYElBMpjTYjGGERORyRzWdx7bMrb/3N6PI1Y0/+PlbckdMQw1LZBEkzIJlxodJHh331eMHSMDOaJwOzl+cOvW2s0o6H0B7NZJWGUkRnaCgMEeFInY33TazZdPXIPs6fQ+TsvnQbFDbRsHS2AZJVFRBEttLYNKUYWj78xA9GNm659s7L88f3Wu96cs+l2Up0HRG57p46dPGFPzPvrv/2H3PD7hrD5qgcVRP4ywVh0S4/DIqRdCvFY8KADNRANqJqVWgvG3ns91Y88O0rv/pF98DzmL/sGQBZ96CJDCIiCn4iInL7wc9ARAajih6IsDaQYmJZ5/5nY2Y+9r2EmekwZHiwbFlL1ny+Z4JV4anp8w9j9GcMgHMXL7/zD8vueqja8XDU7gldI1g5ieRE4hJvBG6s0Z2+8s7Ph+7Ynu5+AtUylpgCL8sH+70cDWly9PEfzp083j30usVsut23mGaD2uLERHjZ5diKqHK3PvL25z/5n+uclz33b7B2p1vHglUYg7ZoBiD6fU59Ya78F7JfxMIkP8KrmI+TBz597RcTe57Fqo1RpVIpLNU8lqHtCT60fvlzfzQ3fT2/+dfRu9qiGWzJ7FcOVFJ3IGW0MqrmZINOBiqu2rX8+/++s/Ou83/3573XfpZunE3o5UzS0szl+lcvXf77P7XxFat/8D/izqejtSohWX/mYhlWAfTX2Q7yHxGl0SgATwktogVWYRa0gDEIJp9cP/XdP1r2yLNnXvu/p1/8P6q5q+hmsNK3qIiIgp+IiPxWJKBqpgHQ3cOQAsDaHROb7z7/wb64dCJFXdqCWBNRmjaS/SLPwvayOkeQjF58/nE9Pb388e+gM05aXepd4bEwH+Cm2YtE7tqVs/MXL6546BtYtjqcjDL4vRQfbXAyYGpt2Ll+555Lh95H90qTOn4rsRgLMxGQa+QaeQ6fHLr6yt/YyMqV3/wxRle6VQRBZkQunTPjq++y/Zqx9WzGzWV0L1w/8qvxiRVD20ovHFopl1l/rWSy8GxsYfWOqY3bPjuwl5dP0rPnTOOS19LcvP7YBwNL/G6ePxJIGFkxvvs7Gx958sKBN7HveUxfTtZjbxYfvP75L/58eOXmqW//Plfd2bV2BBEe4YsmRkTz8oiFOYJoQl+EORDWv5qA+WByBFvGBEvDdz+65Xt/dP74h/X7z5M9966+P0VEFPxEROT2lbWdLQdrJiCIOjLIFtoTw9t2zcJnj72J+aupzMOO+h8lFy+DApoP8CkRQPf69JH9wxu2Y2qdV8NeVQaroszlyyCA+ubdGgNAnpk5snd03Vas3ZphOXpoNhiyeRPxACMYQMLwVNr1cHd+Duc+RXRvM/l9eeyCBSJAIure8XfPvPoXrdWbVn7nD2J8bc0WIhh0DzIsfWHa4aAKZ00/y69Mff3nIWd8evDK+TNrH3kGEysC1iwzXbgjQBhZWuy0OlvujfbojWPvoZ6mJb/VK2smKzCC3vSFAZACjHBDsBXDa7H726seeOzEgTdm3/1bXD8Zp987u/+V5Tvun3jyhxhZlVmVBaIRAbPBJsZymxbfvmAGctMgFI6mD00gghHlQU54RLCK6ERrOe58cv1jPzzz4Ztze/+zzV8Ean2Xiogo+ImIyG1jlNaLjgTAEmgAU2bi2s0jm++YPvUBrp6NuiaIhZWJ5WN984mfQILDwxIi15i7fP3oofF7H4d16qCTKZhQ1kwurEnsBwRfFEH7/9LnMXP1xtH3RrftRjVJa6WKIN17LMsH2Tymv6qyhfV3j61aN3P8A8Rs8AvT5uM3me0Xiy+webwBhM/XJz44++4vJiZak0/8EMvv8GoEyEYDQHcyevXc4uWcpcCXBumuBGWCg019HGx3DMszl/a+mlpDdt+TQCuyg2yqgf0AWGenVWVdra3duuqeh2Y/PoBrF8DIzZEWAiDxpbaktuh5a9IXolkwy25NhhscqKPC8Pr2nm9tfvDRK4ffxb5/uPTKT4dWrBr59r/2FZu61qaxCidglkh4RDMgfnH3mMGPaJ6NaJaENudEuPUb/pgxgrR2oIrWZHv3s8vWbznx+s/mjr6FPIPIg5dFNHHab6GbjYiIKPiJiMgXck6P4YNunGUzWALQnlh1/zfMOXtgv/WulVYqzQfvCI8cCEQVUSEc4c4KHpYvXn775+3RibR6e9hQZUhRdoAZLPVHI1SA9We01RHwCCBHjhxwZPauzx14C47WprsRQxZW5gNWqYWFxZ50GMoDrYU0Prnj/sufHsL5j8LrEm0ygIjc32hXJs7fPAM6mm4rjrKzEQh4GC6fvvbaT6rZ6dGHfoCp1V1WOcLKqEHCUgLQqtoLyYcsrTCbPDTY59Y0PHEvww8dHvA8O3f8vUtnz6y59zFUk5E6/e1xzXmX06jM5mEwQ1VhdMXI3Q+jnp8/9r5NXwaiRhAZyGDAzJrhGU307Z9P6a1ioMGsqdcB3qmCZuU5TojoYWgV7v/B+H3PXHzrhdSLyad+D6NTSFWrDGmsUtloGUBZZUqQpXPowjWDMCCFlc6xBi9fnSDKBj+AqZyeAcxGz3WO9vj4Yz9aefejl97+xdwHr2H6knfnwnvR6wZKB6EMeHlaRUREwU9ERH4D/OIPAIAWVm0e2rj9sw/fxOVTRPmM3/znRBqQ2Xy6b0p/lvH5iZNvvjK8bTeGxwFDOBFsog8XFz1cHcgAACAASURBVIP6Q//K5D2LIFOuUCcELpw59/677S13YXIlWlVgsHmMBMvWMEYpphnIYETVTlvum59HHNxrvWl4FxFwBFENGsHQSwXupu9PYVjoxFKG09GA4bGR9Vvq69dw8ijyfJueQHiiA0RmGcOX+BV3dfFvFmYb1LQuwRKG6u61998YW7m22rwDaQhBs2rRoxcqaakpnSGsg8mNrc27Tr/7S1w/04rcKvMgkIDUXEEQ9LDFYXdRUW4hng025rHsAaS1nBWGp8bu2j08MTG6cTOnVpeNis2EhsFg9pu+nvrHjkW//fJd6Rc9m02IVUqAYWL98mf/1fCWXSee/49zB1+0VIfXaA0FLGAZLSAqeNL3rYiIgp+IiNymQEI1PnLH7uF2vn50P+quc9F/RIkgPlhwCa/RvXr98L7lk5NjOx4Ak0fJdYyvWpfXjEwIAjXDQUT0gIzu9MzRA8MVR7be72wFo6S8wCC+9NeLOiLoSBF1zZTby9dsv//skfd7Z4+CdcDJcn69socNtzAXbrAZjwGDgYioQcTo8qFHf7Bqz9OfvvvG9Jt/j2unk+egBftLWAd9PG9yR7nQ5pKgAY6MehrnjvmFU2sf/kZMrs9uBBBpYdUpremVgkjwgDfF0vbE2M5Hkk/PH9uPXhdhsbBENQYJy5eenjHYmRdWmrMCYIUwpOHr2dgeBs1pwQqwL1zj7S+4ZL0w7Z0oMysCFVorpx77nfW7Hv78wKu9d39i+Ub0euV1YAFHCqjmJyKi4CciIrf/gRwGjqSN96576LEbH7+Py5/VJVE0LUEsiCoMQCaBZKhx6PVLH3+w8Xd+H8s3BYwk+euylg9qeIu2sZnnjOPvXT32/ur7H2hvvMfQigggsRSvCG9KU3AMxiaQkSzA1Bm957FqYvL6/l9ifhYBQ0b0Bhv3/BYHgttgFyHAMiM9B4YwvnHosd/b/L0/uHF439W//z9x+eNAHQRB8yAymG86ozDArnkpJubKUTmMhssnzrz4k9bGO7Flj7cnmBABz04MOnVaAEEH61LzdAAOWCttvGfDQ0+f/+g93DjvLPXVHtCDhwXBAMlYouNn0/Jl8R69cl+tBbaiGs7WRqoyKo/FewXx25mv3i+uOuB0ty4tO1JYJyY2jz3zP6x9+Nsn3n3x2vP/u904bXXPAiRqMKMV+jghIqLgJyIiv4XP5EFPw3bXo61OO5853OrNLBTdYtC0A1EC3PXz84feHptaibV3IbXJsiaw6SDylR/4vWSYqEDLCDJZdxonPrC2YdNOVCOoo3RPKY0+vcluRLPKNMgwwGipBjOwYv3UPY9Mn/0Ul85a7oKeyDIOrhmmwCXn3TWTLUAv61hTasODMA/z9nJuf3j1U89dOXns7Is/rXpXrJloX97XlmxBmVlCFYPhyEBEnDx09fTRiXuexMiqGhbhQWdKzVX3p+H1C3nNDAbSAc8cSvc/w1Zn/uwxa9bD1kBuFlfSAVrQlspoJbP28xdy3Q+ddbeycssSyFRifCyUE3/NiIrf6C8Y0uDyHGXPZG3hXjuYYniqfc93tn3v3144tH/m9Z/i+mnQFy3Ypb5JRUQU/ERE5LcQ/bK1MLpxfOt91z7az9kzkeumOJcdjpzrKO026u7cyYMnTn06dvfDGF69sPmLbP75cuqzheV9UeYdJLjn04dPHXlv2bbdmLoDTE3+6G9SGxyl3wnUmhwSgVT2CQ5X2x8bnlxz6Z1fYPY83B3mSEFH00MyL9ncpf8nMpADdBgtsZS6iKgmsOPxzT/6g96lC/Nv/C2mT8Jrb8a83/xeAmE9z2V1KOgwYObq+UP71u28p9p4b7Bq0RNz2Wi4sLQ1yi0IR1PGSwhDRnhiwvCaVTvuu/rBO5g9Fx6BVjgRcBiaWuXSCzL71b5mtWpJnXBHxV5vzgDALBYqrIMLyre92HPwSmDTf8eAxISUQGT3iGoEWx5d/9y/u3Lyo8uv/iWun6cHPCx3Da5vURERBT8REbnd1EciEdkmOnc8MHvtEj5+i9ElLaJMfUCqLHIXnoG52YNvD6/f3tlyb6TWr1/h+YWIBXhpjoLSDtLn5g691Uutzpbd6KwKpiAAJzOYgcrCLJrlhlVzjgYELId5kGSF1oqxbQ9eOvQ2Pj+CXjdYDfbKGfpdYm4agawkmzJ2vKlEEcxNjDWL9ji3Pbn+iW+fe+dFHHgN85eMpXLVQfBm73253fS6YRXmHoELn0xfuTT51O8ijfa73fTT2pdTYwqk/knWQMCqcKAaat+xa/rspzi1LyI7KqYOImdjcwmlmHdTVX/YIBeenIDlUvmMfq2UWOjPEs2zdntFNza79MqzY0hEC6hAKwturSkXp6F7n1n79O9d/PSQH3nR6hspMjXQQUREwU9ERH4LiEBm1BHAis3DU2suHXgXV894d6587i9DuVvWqjBXnzrQvXxx9e6nMbbaUcYzLJH62JT7CGYiUp6LTw70zp9cu/sJLN8IIBNuADzCvzCar8khwYVSUdSl1yeA1Bnact/kyhVXD+9D9yqy26KHEbhpNhuMIrfSG7PflbIZQxcM96AncDhtf2j1fY999vbrM/tfQH2VOX9FXvuy1O9mSoSbX73+0b6Vd9yNlXcSqexyA5IDhszB7jd8OXYhPGh1gImeMybWT23aeu3dl236ktVl+58FM5D6ezL95ll34cjwxY1h0NQluWhsXgx2ZH5FJffrfCCI/rB7EmaD/X4wR/P0o9UOmu14dPMzPz699+V4/+8wdxmJnlXxExFR8BMRkdsTZMAYsECk4fEt91y+cLF7+pChC9LLdjMinJy/8tkbf2fLVra33gcO2a0t/7MAvWSHYATnrswceTdbGr73cbRGIrwJFh6BlJGa7plN/PFFLT7N0eJgbEAClq1Z9eATF05/ivPHEurBSAEHGLz56G9i0LvUUC6/+XpEGajuYFggvDM59NTvrr3v4TNvvzyz73nUl8HeEpfOMNCCCNAd85+fO/bh+K5HwLF+P5kEVAYjHMxuzcAMgFaazpQWp7TSvaXZfdeZGtt23yefftz77APGLOBIqKIuK1PZxDksmf36v2mG7TVFuEjNy2FR8Bv80m6zv0qUml6zfbGftGOhoJisBoJGI9qT7buentqy49gv/2Lmw9eR54za4yciouAnIiJLG1SUYnFiiYUNXwRT2WdXbbpr5cZd14/sRfcGPIKpqfwQ+djB+VMfje95DK2R0ickbNHBSuL58tuAN8spm4/uNc58dPmj98d2PICx1Z5STtkCljPcwCpghPfgeTCBjgH0+gPOkQCLHOxlC68qbHtkfGrNjQNv4MZ5LAxkX0hA8YW5gouTSCn5DSpuXkYRBhiwyGFgNgQTYTGyIj323TV7Hjr31s9n33sevUtNf5dmX13EF7JSIOVWwCLgNbrd7lu/HBobw6o7YFVpltl0ymma4ngs1NZKM9NysIgSDiMiMlOrh6q6495ld+y6dvB15EvwOeS68hogUNHTkl09vbnw0nam6btTUp+VpqD0oDfDLtjfbxlfeuHcPFdyUVZfdEbe3Kz+ZAYHaqImnIEcSImIjLAIRDU++uS/XLHnqYvv/Xz67V9g/hrCv+r1vPDKExERBT8Rkf/fKx/z4QYHM8wzkJvVfWDAyNoqELSEZRsm73mk9/lnOHPc6pmEMPrc3Dxj9sbR99as2TS0aTeqVukrWbkxmnYdGdZsMgsHDKiCzDAn6sG7gXevHdo7tWy82roHaZheJSQjYAkpsdnRl1qwNNgSCAMTSAJVs3EvkZWV7iejd4xv2nXp1Eczn30Q7mDuZz6CCTRnAiog9QPVIGUlwvpFL/anlltCKhP1UCEMQYZVtA6GV449/N319z9x8p1f4MjzqK9E9nAgaqDO5ZhNtDLAwutARp7DlTMfv/vWiq33YHgFiDLqkM2uOQMrsDIw9XMTB4G3TFEnKjIxEagMGF69+bEf4crFfPh9IMM62dpNS9VbKIs14yIQjMQMBh3w5tb6F8IbS48bb97Ml2oYGkDQmqcoAKBuZnJ4/yDNXPh+o86yyDaVhcAVyzTFBDMSoGFs/dQ3fjy6YcfZ1/86H3mR+Vo4+psEW45WWanrYaHoJyKi4CciIosw+sWm0rvSFpVy+kUmgB1suGtk7ZYz7/wS184iIoLDnWGc/fTK2TOTjz+H9nhYFQlRwbmwUaw/0sEBJA9EzcgJHp6NiPAI4OrZGxfPjG6/Py3fiBKxyjsFywLLL2SfwWkPYkd/P1p/WSQJVsOb72pPrpw9uo8+F+7muYoIBKJG1M0+Mvd+5Gs29S0+evPTl+YGLNp5lwMZ7Rhd3XngmbW7Hj766kuz+19mXAW64QZPTdfRZsGow4PtlhOw3tWDr2FkYnj7nkALDto/fqO0W2ydQgBsYd1WTK4/f3gvpi+hLl09oxTU4ouX9hXvytG/yhgcM4gMD4tB585Sm/tyMfcWQmWNcCs9O5uRgbEwF4KLb/PCtfcfHYh+U9dwwINtdNYsf+J31t+z5/RbL2D/z23+cnh27wK9YJnq3jU4QwtBRUQU/EREZPDBmgy2So3FAIvaoocos8ijFV5W94UljK8Z3fOd+vOPu4dex9z18EB9Y/ZXL09tuhNbH472cIAB91RnRiYcZNAiJ9QBlCSDyETNyBZuiEBmd64+/HZnYgK7vxU21t+O93VTLMBAjsDKraseeC5fOOvnDhMgkrkTvf5wiAxkRgZzZtQAnWxqczeNMXRrgkomw8mabR9dN/Hkv7rz2T+8+v5bF/72f+H1Y2V4gw2yEbMzA5jNJDI+/WDm6P6dP/wjrNjSTE73GrcxnCDM0R6eevxf9C6cmD74BvK8RUZyMDddSW9+xwC60c0NkRzsJvTo+YsLKb/e05GJHpomnBZAQs9QA3Ak51KhkdHv2tNMVvQMRyfGNg9/+49XP/TNs3tfuvrCn7J7gQBQt2ImLMBSk9W3t4iIgp+IiJTYRwCpKWKFYWEHnS3aeFVmmsNZpQ07192x4/KxDzj3uWEOl45cPHV44q49UY2TyZrOIFE1Yxaayk7zA5M3M/0IJ63lQSLj8+PXjh1atu1eTKwjW2j2kn3tawKBVBFpON1xf1q+bvboXnjNcnWpVPas3xK0VOIGxc1bGEge1r9HUbpzBllbO4aW250PrHz06asfH7zy6t8y34A18+D7OyYJWrJUzV++9v4rQxOTtnlXts58rmGg3e47Y6QWVmzctOuB2aMHMXe+5bm/h5K/yc1Df8eflS6bPliD+fXf8RMANwPToBFoWWC71DWXKjT7r5+A5eYVlNrorOzsfmb1g89eP3Zg5uArjF5/sKMBw24Gy/oOFxFR8BMRkZLoylJJt3CUmgwNsDIrHGUNZBCBQJiFV6PVQ89FRO+9FzB3ZuaNv66G2li3o0blPlgiasy06AcJGiKVsk1tAaZA21nVgBPsTuP4/nq+ThvuDlYwZL/9Hv0RAaehPTGx87HZTw/h9MeIHLQ6DNYCKgRhEWbRrCxFE3mWjCL94QMBA8K8a5GNcBo649XOR7c+98ezZ053D/wCvSulN0wAddnkRq+8zsffv/jJhyP3Pg0bBdCqWLs3a2xv45I9wJFR7HxyPmd89GY7zyHKJsGlR7gHvSzubBqHehWRAi2QztvaKhewQAtmdTOQwhBp0KeGcQsb8fovpBrIcFpm80yZt1fYnu+uevIHl997tXvoZXSvebTp1h8sn/QdLiKi4CciIoOP3DmZt6vBpr5mlFwpA3rZNAcaMpDDOli7c2Ltlmsf7sWHb5z/YN+anfdjaKplZiToUUaZ9xuKRH80txFA3aqaKk4ESFiew7XPPj/41vCazRhbB7jDmVq3NSOAZZMfjIBVrY33GNj96F30rgQRJdCmVkXAPAwAy7ZENBn1FqpQbAacAzRDRa/ghgAN7eV217Prnvj+uTf+AUdeQe9S1HM5nECdMyKPWn3t1PH1W7Z17nwQbCWjGWgWvM1B6AzvhddYf/f4pu1X9r+R52eRvYzH6+X5Jd+X+xvvHAhEin4KbEeubrdLisFYpcEy2lTWfN5SS9DybDZ7AVM0fWdq0kuvoNwaq+77zuiGrZ/8/M/x8b6VVbZ6HlWPXhPa4yciouAnIiLlc3U4POdcz8x1gRjs6Wp6WnIwCcCD7kgRQBoZ2nIXUufCa78cW7mFG3YhtZqGjVio1gVg8KbBSLO8r87dLrwm3BAW2WLm+uG9vVSNbt2F1jC8v47y9oJGoN+QxIihsda6Hec+2ofzxyLPpsiMjNyt61xyB5tRchnWn2CxxLEHkYXR9J8kmnkPCZG8GsH2h5fvevD4S3/TPfgKOZ+8Z1FXqQXHPHKeWNPa/lh0loFR+srcfkAJj8oqS6mH1sQ9j8yNr52xIaQWwhFRpfatHMSbmRf9Xj/uqOe87kZkNGk6vtZrLOBed+cR3fDyCjFDGDxws3QWTQeeQOkxCwOqZg0qy7/rBYOtsWUP/2DTXXuuHdh35dND7LRQg0wa7i4iouAnIiJAqV0FQEZreC4Nwyr0+3H2hxkMmk06QC+FPKOt3zl2x+5r83nFA9/Gys2eHbm/MQxkIAhnf/rcoiNENQx2iGBkehd55srpU+31O2zTdsBo/UWAtzmYm4OGjoaqGtn+kAM3PjuaUlnR2gtLGBqDtexLSYZL37JSBGWT/SxQAVUgNbPvDB4+1142+tj3N9/34Im9r10/uJdREw4QaehGeyI2PWB3Pc3UAnOQzYQE+O09lQmRAtHLXay+o9r+5I2RNU2WvXm6arJZ83poElcZl0EHmVvDNdsl+EV8jRMD4LChaI2ACagHQxuIpTuwRH+nKAELJBhRBRi0YBkzUtPhy7cPP/qD9uadF3t1L43Chpeu3IqIyP8n0p/8yZ/oLoiI/NNHPwCOem7G2hNj6+9EZ5SM5kMzB3kNgIMWYYmIXLMaqqZWD69dX931UHQmaS3SAAdTWbNIwAlbPAKOZJ6fn63H1t2J0SmYISKuXu3Nzy/b+WBasSGsIpkDBt52CYyED2KtDQ23Ivc6k8NrtgTbpHl3tvZqZO02VEP9NjZs1h/ePCT1h+01NacYjJoYTMCoKybAojOclq+pHFXVbq3eMF+NpHDSRpavGN3xaJpcDzisWfkazZC727lsuoOGysBoDa/cPLxhY2vNRrRGjQkediv3lLQgUDIVkLt0zM1eH16/Na3YCKb+5frC5IylD+qMQLfXzRzduI1Dk/2n14HwxRssvzJlN6FvYbhGMxKyv18wcjZrAcaRUVu1trNm68jGXWlyNZgQILXaU0Tkn/qjRoS6LIuI/FMLRPkEXU8DVaTKUzJkemqqdWU3Wyrj7wwesMi0ZvBf5BzdlDrMBgaYgVag1MQikIAaIJHKIkKgtgiwigAS3MMCjPmghbUJANmDyVJ43E74c3ezHoKIViaJbHkeoFvHaQhU6CF7oENDpH6MaELFLQSwhW4pi8MxQUR0IyrCiBrM4RlMmclZVWXRY8BrMAVSBJJ5Ux2tbi/4RVl7yv4zFQira1qEtQMMh9nNDt/vsVIKcJllboXDSL9OA6KD1A6AwUAumyhv6YwD4UEGvBdMZNWfGVkbAtG6+VmVOnEZJphQ6oNl2ochDKwDEdFiZIQRAUSwzmz1J80r+ImIKPiJiMiirFSqfPGP612LP93HF/bfcZB5mqENvmglf3lYPxF9VUSIQYtM8jarXV99RQDC+vMkHEH0FxayCTpfGs3+9fPzouOUTIL+wAL0G5l8+UsNglb8ls7iq0PT4MvzN7uW6C9nZdlnB7vdbRqD04hBmfMWBjp88Xz6r5vBKy2w+CDNH/bSHEiZT0REwU9ERERERET+q9OWaxEREREREQU/ERERERERUfATERERERH5f9m7s2bLzvOw78/zrrX3GXpCNxpjYyBBAAQBzqREiYpkSIoGD7Gdkl3lG7sqN6mUK/kIKZfzAXKfOFdOqlKeKinbFSeWLEEsS6RIkQRBgCQAYugmpsbQ3ejuM+291/vkYu9ugBJJm3SpbMq/3wVwTp9pr4WN2v0/74TwAwAAQPgBAAAg/AAAABB+AAAAfJ/RLQDgp86fPoQ20znhACD8APgJ+ioiq+Lw6qWv/MutWFbN+vzk7oc/2U7enuNWVOT6szL6Or56z7Zcvf7y4Xe/Hnm0yu3dBz42v/2D0XYqKmPqOdZ6tknvudo/fO6ry7e/txrayQ99fLjtoZpt9WmKYchemdEzWmX2ihYRGRFVU057cf3t/ub56dqVxcFBn6ZxnI0nzszP3hNn7oid41VjxlCbRx9RPbNFxvtLMW+8UxkR1XsMfe/a018Y9t5drWL3/gfHux+rcTdyqmw3PjkzplheP/juU8s3z+d8+/gnfjl3T1VGxlCRuenRrIxW8d7Py/Vjv/EnfXlw/muHF89Xnx1/6DOz2+/OyOjD5lZuflhmRI+eURGZtZ6eM0VWVPuTs3UyImp9JSF+ARB+APwksuLaW8t/9b/NY6/VzuLYnavdcfuxX+1V+V5nrAfgsmVEHC2+/QfTb//vLfZq97Y2+ztx5q6Y76w7rEdUVKuIvoqLLxz+3j8aXnlyNWyvfuGvDr9xX9a8tTZFtMysnrkexstNxPUp+9X9L/yLy89+Zbz2+uzwaj9Y9qm32Ty3T9bp2+v+j9z2X/zFPHlP5E62dfVFZLvZR3UzlDKi1u/2iGptiDfP7/3OP9x66+XqW4ef/qXjv3Y2T3+wZ61qNVbLbBWR1WNxdXrqd6Y//tft1G35oY/FsVMVkVFZGdkjojLX0ZcZUT/ofq6O6pknFl/7vYqT/eTZuu2uzBZZ76vDzZfm+6uxbsTgD/62pfkAEH4A/KSqIqaYVrMch9zOqH5weXH+ue1HH+/TMIwZ1SKrIltMEVNNkdfeWrzy4naLqbZq1XPVo3pljx6VQ0QMvee0iljGi08fXXrl5PZ8fjQdnH926+Ct2Bly2MnqkUOfsvWKIWs97NaP4t1X3/2D/3t6+t8O1/fbzu5w+u7dc6eibU1Hh4fvXOivf2e4/MqVNy4c//x/PT7yuaiszMrMzGnVx6FtxifXQ3wZGdmzIvpQEblavfNmO9jb2dmJVbt0/rs7b18Ybr03I2c5rMcFc9O2Q43Rt6rNWtQ8+hgtIiqqIqeebYpoUZVTxPp6M6K3mCKi55iVGbnV23KK1dhjiIqxIjN7RI9qWRXVK7PnMFSLiCmjZ8wiIlqP7FGRNURkRUVWVkRv4g8A4QfAf0j5RfSIntFWU27PcrcfrV57MQ72xuNbEVNkj9gMruV6POrdt1dvvNSqphjHNgw5jxY9plbZs8V6nmKL2Lt09N1vDNP+1tnb+5W9o3der+e+mp/4tVrNhnFeEW3I9QTGVbXZtIpLF67//j89eup3Z9m27vnIqZ/9zfahj8fOdsQsFgfHXvjqxS/+f/3V57fOP/Xu0dGtx3fj3kemKYbZ1qp+4LhbjxxuXGDE0d7iwnOzPs1O3TodHrV33zp66endD30s2qlp6uPsfZ+Zraoipl7t5sjbKjJaZMwy+qymqIocYrPmsEdMET2i5WbQbhnRsg2Zy+z7w9SjDZG5qdIaImr9JTdnmbYbP7xVRqtVVIv1YGhVTC2miDblkMIPgB/Orp4A/Ijuq6iIlhU55GzYPTX1qd59Pd58MfpyvbBvvbosI6MqFvtx4Tuxd3V26+2VQ009eqx7JyN7Ru/rvJkWr72wd/GlirE99KnF6Ttzcfjmk38Ue5d6a7Ue9YqqjGn91XuXF1/7vYOnvrDd2+6nfu303/gf2sd+OU7dVVsnpq3dOnY2Hv2lO/7Gfz9/7OemOBrf+tb+H/2LuHZlzIw+ZdQ4ft+LXWXPiKzI9eLBXrHaO7jwnTbfHj742HTHuWO5Wrz8TFx6NTLa0N7bSCbXo3jjrM+Gyqgp6ihjqqgWPaNnVdRm7mfUZhwwYoiaRY1ZEbGMcZraaqpVVEYbKmO6+bnrdZCZFUOrzFpFrIbqrapnVcZ6jG9471IyolWMUWOr9xYuAoDwA+DHsN4WJSKm3oc2a7feuZrtTlffOXrlO3F4/ca0kfW+Ji0i4/rlq09+cZqm/MBDR4tVRK3X0rUb279sQrH60WvfnfavTLMT8cnH6+4Hq8fy1RfjrdeGodV6Z5e+3CyWi1W88tzek184k6t2y/1bv/A348yHptn2ejgwoqbs0/zY6sR9p37pr023nVss9t987pl3XzkfkRnVsi37e+W2rtS88agyhohVvPzMdPGlxWw3Pv+b08OfHGaz6Y2X48J3arXMISvXO9f09YPPaYhVth4Ry4ieNc1q0ZZX2+pK9sOoRdS1mC7H6p22utKmvZwqettsvhJRMWVOmRkxVG8ZiyGu5nQpFpdidTX7XotFRmStV/RNmwmdWZnLmA7z6NqwvNKWl2J5JRfXhumo9fUGMMIPgB/FVE8AflT6RY+INmStqm/tnD798OlL3/7y5We/cucjn4vdMzfWl0X1yMjp0mtHb71aJ87EHfdX/tvIjKFFDdGHGKJFz9ZqqlwdTM9+fR7T8ta749S9x+595OBbf7w77V19+dsn7/90xW5EZYuWvVWPxbWDp74wu/7WYY3xkV+oU3f2XFTOIoaorRYtsldEbG3F2Qfi4c/nyXvPnLxnPH5q3aS9erv5W84by+B69ZZTRKsp8/DatS8/MV9er9sfi5MPDLfv7427O0cHV77+R7c89kt9nhFjRfTMoUf0ljnmMLZYRcvIMXqrt86/9cQ/3tu7fPfn/sthe3v10pN7b7zWDw62d0+003dvP/yZ4dzDfetERYuatdiZ1ZC9D2OOq6N69o8Ozj91dPF7uVy1+fZ4+7nZgx+f3f/pGI71NmyWFfZqy6tx5bWj73x9ev2F5d7V5bRsw2y2c3o8c27+wKP5wKMx7FTl4Pe5AAg/AH5cPaO1MaKNFas2TWfPDeceqJe+vXz52/W97+TZD8UwR1/MbgAAIABJREFU1ipyjMiK1cHRt7+yONo78YlfrGO3VovIHtk3A23r5WkRudpbfevLefH88mi65eOfja0TWx/6+PLcg4fnv7L3zJdOPvTZds9Hl8sax6EqM6q//uLqlW/mYu/g5H1nH/1sn42V64VzLfqQGZWZNWWO0+z4mV/525Fj1BhjTH1qw1gVw/uO+FsPi02RmRW9slar7z199OI3hl4nH/uFGG/buecT8cjPHn7tC7OLF/af+cPdz/5KxW7F0COH9bzVqqxpaj2GKVrUVLk8nL349bOHb8/nq0tvvLF89608dnprtt1ffbGtvnzpq7997LO/uPO538gzD0bOY5VR8+o5X+31P/5/33n1leqr2Xx7bK1ff6ee/6N3//h3jv/6f7P9mV+v2pqyZV8MB28f/u4/vv7NfxuL69nm8+3jW2NbHu0t9/amHvtfu+X4r//NrU/9Rh9OeMYCIPwA+A8qwMjlNAzDfQ+303fs7n338IVndj7xqzEczyEqpqxlLN49euX5mu3O7nlwimGaphuxldHW25MM2VexePe1P/w3Z6bl8sw9w50fqLaVJ84M93x4df5r7d034uWn8rZ72vaprPX0yDy8euVg/+psbNOJk3H77RFjrA/pyx6t3ZhB2SP61HPYPhVRVVnTKoYWOQxZNVW09+970lr0HpExZR1ef+6rx1odbN863P1AVMbWiZ2HPr733afm+1dX578VH/tcbu2sR94i1xM+p4ze1xNFYxVtiNYjlrPpcPXSt6b52Tt+6bfy0Z+N7e3phaff+Df/7Pj1t67/0e9E5O6v3b6cnRxiFb3NhtnWav/yS99afuDD9/z8b8ZdD8dU8e2vXP3Df3Zs/+r+01/c/sBjw633D0OLOlx8/fevfv13Z4t3495Hz/zq347Td0RfxOLa0fNP7X3t97cvv7b46h9u3ftz7czxmNneBYAfzJwQAH6orIjeI3pvWTHF1GO2O9517zjm4Vvfi6Nr6/1GVjVFLFYvPjO98/r2mdu377gno7U23Fh1Vj2jsqpatKhXX5hef2E59WMPfiJP399zVm2+9YHHatjdOrx28NyX+7tvDNmm9TGBfbk6OKw+DcPsxC1nYraVGUPFEJFRq/XuL5UZQ1YMQ1bEVLGKKcdhaLOoahVD2xyJV3nzKL9s61MHr7zRXv9u9dVw9t44frrGqMy4/+Hh7J2r5X579aV47dWYVpnV1l/Zqg99alWZ0Vv0llOPqnHWptlwZbU68/m/mD/7V+OuR+LsQ8MnHj/3t/7ucMcH54cHB996Mg6vD9FaVVX1rKO+3Lnlrnv+8t+OD/9inPxAnPlgfOZXT37u1/ZrWL31alx+I6r35arefuvtZ5/u0+r6yTtv+Qt/PT7w8Tp9f5x9KM59cuuzf+nUz/2ladzNy29Ob78SbfKMBUD4AfDjh9+N/uuZsTlCYKj7Hp6GrXb9Un/ze5FVFZUZ0/67z36jrY62bzuXp2/P6L1PN19oKtZ7V0b0xfXnn7ptnPrWsfEDj8aJ2yOGPmy128/dcteHZplXLjw7XXkt1ttxZkSt+uqw9Z49trePV7SKyNWUfRWRN4cUo4Zp1VtUVsRmhmispp6VfarYbOIZldFvTDuNXlGrw/PPTm+/vqzcOvdQ7JyMrF4VJ89u3fPB3NpavHE+Lr4SNW1uRVVkTRl9PXe0MmqIGmMYVtNyVW121wPjJ38pbrmrYqumFlu3xt2PjZ/8panN6/Kb8dorrVrUUK2WtdqPnD/0qbjtI5Gnos2jzevYqXjgk7Pb71lduxwHVyOrzceczc/c/8iJT/7yzmf+q/bgZ2u+08excoyax9Ytwyc+N43b02pv79rF9+4HAAg/AH7s+Mv16edDVcRs99htH+kn76i9y9M734seUTmrMa68efjKd5bj1rEPfSyO3VIZ68PIoyp6H3r1yOhH8faF1ZsvRt8fz9w1u++BGrJN0xAV2/OdT/3C0Xhyt6bl01+O1eEYPapHG6Y4mGcfIha9b6aMDhFZU2R73xmCMUT0RVTkOv5aDmNEVmariB49alqfiRARUZGtxbtvri48O+0dHMR8654Hq4aqylbVh+0HP7E/HpvH0btPfSEuno+KPk1RFVWtsvXW1ycptIoWUb1ny+Wwe8dDsXu6IqK1bK2ixfz41v0Pr7Z358Pq4OJLUYtoVdlbRZud7B/4SAw7MWwuI2uI2fHVOM9hir6Mqqqq03ds//Lf2P1rf/e2X/mtyJ2YjmLai6PL8eYLyxe/fPSVfzWv/SEXJ8atmGzrCcAPZY0fAP8e8Zc9InMYY+rD7ed277j34PIrRxeen33scs5ujVgeXnixXX93fsvZvOfByJ2sea+cMqdhGoYeVfMpolbx4rN18dWjWu7ee3vsjrm8GjFEtohlfOiBY6dvW725d/jCi7uvv9LOfagP81wNs+1Tw3hsWh0eLqZ59JY9hqyaR6wzsFdW1lCrzGFWFctoq1rNs08ZQ2Rm1ObXnJW1GcPsGS2iv/36dOG5rXHYvv1s3nc86p08GqItI+Z5yy233nrH4nB/7/xzx964MN7x0DibTX0YslX0IVZVfbNRTM9Y1LzGjHF2+myMGbHKzIhekZktj508dvbWeP2dvP5WxGK92LFlqzbWbBbRIiPeS7Zs1YaeUeudRLOGWdXUchWHV+u7z8QbLy0uv3Fw5VI/vDos9vfeeuPsTlv0E9M0jc0CPwCEHwA/ic1BfBHResT6QLxxvvOhR66/9M3FGxdi8W7MTsVqb/XGhWG5bHfcF7fdUzGLGKqyom0OwYuMXrG4tnjhydneO8M4rr7zzYPX/+f9KaY2j9aylrt90S+/tlXL1d6b15754om7zkVuRbbZbHeVEXW42Hu7rfZjODbF2CPGqOxZ60MEewyzoWqVq6tbl9/ZGsbYPdZ3T1aMka1FRLSoiNgs8svIWFw/fPXZxcUXTmXff+fi1f/zHyzaieU0zvJoMYzby735pVfHrGPLq0cvPTV89OdzdqIiow1ZGdXW/9ycoB6riFr2yu3d6JnZKnOKHlEtKnKocbt6azmLanHjQMPM9dTZ77/btWpVWS0yK3O16mOb8vCt5ZN/cOXbX15eem1+eK1NfRXjtD1M8xOn7nu4Lr8yxHyK1Rgrz1cAhB8AP372ZeQm/apVyx4xm0cM+dHPbX3rqwfnn48XvxGPnIo3nt9/4ZuZw7HHPh3bJyNb5pSRQ7XWW2T2lhnT4pXv7J3/2vFaHk7HrxxEO3ojYsocM4beF0c1buVODdO8X7341O8c/9hn292fjJZbZ28/PHm6HbyZ1145eu35rfvPZBuGWmVWxGyzDrHVqtdQe/HtJ1757X9+fNgaHv25k7/4m7V9JnO9zefQ17tyRkRFrlaxeHPv2S/utKNF7R7U7uqdd9t0udW4zF6tjlosarY1xPb2wbULXz927Y3YOjmuT5GoccpZxSz6EJHVppz1RfbKIaYWU4uhRUTl2KKir2K1nA/tKMdln81jFvHDV+JlRJt69r4emszWMvPSK/u//08Onvzd3aGmW++efeIvDLfe3bZPDLu7cfx0zuPaP/gfa1rOM2+eEQ8Awg+AH9M6ldZHK7QhIiOHOHbr1p33LV9+dvncU7MHPh6Xvnd06a1jt5wZ7/7gejitYsrsWb1VRGRlZPTV88/MDq8dDTsnP/34yc//SsQ8hrY+KzD6YdQ8rl0++MI/n777pdN77yxf+tb8zo/23tvZc8O5h5eXXt9eHiwuvrx17pNtvh5IbJHZc71vS9S0an3/8Lmvn7r2vaOD1fjQJ2M2y9aix2bZX24Ob4+qWB3E688u33hpe5xvPfQzd/36b0UbYt7i+kHMdmNaRrZYLQ++8m+ufulfDNcu7b/0nd0zD0ZV9FaRN06HWE/QrFhPJx1m1Xtmi4isPmZUtKgWR0fL61eqVdvZitUi3ldnVfUn73XOKofIKXIZ0YfsR6+98OZXn7h9tjg6cffpv/7fxR0frfmx6Js9T+Ot7ywWi8xVTBk1eLYCIPwA+IlVVEX1mHpEqzZk7mzf9+Frf/ivL3/3m7dffG71zFfaann6sc/U8bOZQ9Y0RY+WlVO0MVY1DFWLw3zx6XmO756488TP/8W45QMxbN0Iy4hcRo1xcn/+8BvXLjx7sg6uvfDU/Gd+Y5rfErVz8mN/4e0Xn8srF/KbX45HH6/ZfGrzIVqvmCqGzN77kH114YXLzz6zs9if3XbP7gOPRR6fYsiIjFX1GLLVtIpWERX93atf+v1jq+nqIs8+/DNx6qEYtyIrjkX0rKoYM/vR8ODl+bf/eLz2zur88/GRy7F9PNo05tTqaIpFVI/KnDJWOathqoP9ty4ci8UqZkOuphijolVO+1euXHx1e6sdP3s2htxMl10fMJF/eoxuK2vM6NEiq6KWq4sXzsTqYGvn9Od+M279QB/nFTGslwUeXYvXvzseHeX2rDW7tQHwo3idAOBH2ByqUFW9981qv8qKWdx2/7B7Mt65WE//QX/1+dnObn70Z2t2MmJc73c5RevRpuUQbTt6z2tv7V999fpyNbvngbj17hiOR5vXMK82jzaPnNcwi63d4f6HZ7eeWywXyzfPx5U3Zi17RNz/8PYHH53abPXS1+P5L+X1y2OsshYZR61VixhjMVw5f/Cl/+fM4dUYjx3/8GeH+x+Z2jwqqlePXtmjV9YYMevV4urb1196uS3j5LkHtu59IOY7EbOIeQ1bMWs5bkUbYhznd96/e/r21uP6956NxcWKZcxbLY+iL3pNERkxVBuj5ZDTfHVteeHJuHRhjKhsEW2cprj+xv4f//YtW3k4v2U49+Gorc0t7OstO/9kX69PvugxxfrkjF55uJ/L6zEd9GkZs3m0cbXo01GPHvHWhStf/O3qR/M2Pzx6N9IaPwCEHwA/cftltGxtXM/JzIzqU8SJs/M7790d4+C5b6yuXdu58744cVvmbH3AQ2Zmi4yxZ0ZrEcu9F74xrA6WfX7i/kdi3K6oyKlyFdGjImqMapFjnL273fXAQWW+e7FefSGmo9bmve3sfvrx1T2P1Di883v/5PD3/9HqO38Y115p0+Vx9WbuXVh+8/cu/1//S77w5N7+0exDnxk/+xt959SUkVWtxfq09vWFREVGHTz75Pb+1crt3Qc+Hidvi1yvZYyK9cNfx22rW85u3fdQ39kZrr26ePoPcrEXR4tsY+S82nAj1ipaLGO1NU7DO68ffen/i1eebHtvjUfvxqvPHP7rf7g6/4395erEg5+KndtimEW2zU3NHzTgF6vIVc+MaJVZOZvdcd9y6/jWNF1/+ov10lPt8O2tuDwcvd6//cS13/snhy9/M2bTUdQwjO/fGxQA/gRTPQH44c1Xm/DbnJa3/m1h1dAzZrv9znvnF56M61cXNZvd/2AcO5PVotZfkS2WQ+vZVtGPopbTq9/K5dHWrQ+Mdz4QuRVjVKwyKmMWFdEyKypbznd2PvTItaefOLa4tv+trx979POxfbrPjg/3f/S2v/J33vrnh7OLL6y+9q8vPfXFduf9sxOnplz2vf1+4YXd/Su91eyhTx373F+OOz/cYxiyt+oRQ58ih1ZDRI+MyMXh4rtPHRtW+1unh/s+VvOTGT0yI8YWUTH0jKiW0SJ388Of6c8/ufPms9e/8cUzD/1CbB/PYVZt7G3diutFjO0ocivG+TC/9KXfnT339OzOe5c59osvzy+fX9Rhv/uRU5/95dg6Wfknpnf+qV09c1rfiIhWGS3Hdu6hfu9HDl742qm3X3nrn/6v7d6HYpZH16+tLr48Hu7ffe8HDg+vXD9YnVhPxwUA4QfAT6Yq9mtY9ozVdCwjokcbIubH7nvw4ld3txbTYvf0rfc8uGzbs74+iSCmqfaWU58tTrRVTAf94ut733uh+tZtj346ztzb+9hjqrY11PqAwJgyhlofyzDE/Q/unbwrLq8OL35v97Xz7f4TvbWeW+32R07/5n978OV/efTCU8emvcOXn5z6GG0aK2ez7bztXHvoseM/91fi9Ad7n49D9FpURvZhzHGqWmW07ENO0+XX9y9dXMUy7rk/zj0YbYxY9pxHVKseOWRURG8x9hjino/nPY8sX//utTcuHnvlpa2PfnJ/mg56mypPxyr7KipiWcOwu5dHZz742JnF6vC1Fw6ffbXPqvWI46e3H/zo8Z/5tbj70VVmxDRWP6q2H7OK2XxzFOD7ErC3g9o6rK1Y9dYXkVtx2/2nHv+tvZgfXXolrr/Tn3t7ijHHrWOntnc+/fn88M/2L/zu0XNfvvTK+bOfOozZSU9XAIQfAD+eqWrI7LndP/EbB6uj4/d+OPp+zU5ERcQwnHtk+Nm/dO3Ny+OZ24Y7HqzIyr7e0jNO3dk/+teWW7PD4/fttK2Do8Xirkfmdz5WD34+jt+aLcZpihgqo4bom0PNI3pFDbF12y2/+Lfeffnpyri2t39yuRi3t5Yx1OzYeN9jJ+64K14/f/S959vlNw/2j1ZVs+0Ts9vv3v3gQ3H73TE7FTlvkRHRchYR0TIzWo/MXE19GMfD3Lp27uPtzkfu+PjPxcnTGS1ia73yLrIyVllVOUyR0SJiPv/4L7+7yIjcy9lWjfWBjy4XOZ64pQ+3DENG7zHE2Je9VtOt92196heHC8/svfr6YrE4eeb2k3ff3x79ZMxO9NgaomX0iLY697Fr12p7dzeP31abbUdjcxt2Ti7u/8x064PL43fOcoiImO3OHv7cLWfPHT7/9N7r56eDvaHNTtx17/EPPxK33hlt1j61OBpmq2NnTh8eDLueswD8YFlmhgDwQ1RFZsV0EKu9iIqcx7jT23yqHCOy9mOxFzVGtNja7jlWDD16xTTrq1wuo/UYd3qPlqtYXY9qMbtlylmvGlvPGCKi5+ZE8+x9yIrq0XtUj1hEraLNK2bRxsqxIlpU1jKqx+owYr29ynr9Xoth7G2IGFq0qBsHLtzQe8/MqsrM6KtcXYvMaLPIrYohhlbrea3Zs6aKqhx6DFEx9EVORxHLiIoYaradq0VUjx59djyGzJryte9c+T/+p3710vGf/+vz3/g7m9MdKqNHDGON8ynHjGhVWdX7olWPvoyoGMY+HuuRrdYHzC+iL6JP0acYxmhbldurimoxq0X2g5h6rA8jzKGP2+tLGlaHEauIHuNu5LYnLQA/kBE/AH607G0W47FsY8QQMUTFGOv5mTu5vZ29MqMqc32gXbXIFm2s2bxaVAwxVI9ZzMeMzBqHiozsN3ZHabEJpWyt1xRRbWhRWXGs52YDlIzo06LlkNmqZplZ8+2IqL45RS+y+mabldz0av2pBXQRrbVpmjKGmN/SI1tGRFavjJtnu6/PXp/Wb2VEtnm0oWqqbBXDsnIct4foEVPlUFFDZfSWNbbKjIpha2o7bT3wGRGZ62PVMyLXG8u07cqeNa+sipbrot185jgNs6FV9lW0nCozN+OgPWZDDn3MyGi9V0XlGBG9T23c7X2qYeZFHQDhB8BP1HwZq9Wit8hhZz34lz2GXAdeVWaPjOitT0NrEVm9j61FxDRla0Nm5BTZcoqq3MqqIStiatV6rxg2G2OuA61Xb9kic6qpV/TMyGHYbD/dh6FFVPUph3FzEl5Gtptxl8M6H/v6Q/mnLiQjovc+DENVTBXZonpkRtt0Z9TmfPe2jr/NwfURU0W02TrrZm2dlC1jipqiMntETWPvU2XEENVaxNR7RB+GITPy5mttZtQ6ZNsqNiOeN39KRFS01ZQ5RMuh+nIYhvWHWsVUWTFErk95iKwa1ifRt+g15foh1zqCAUD4AfBjqT60zGzrWZWZ1TadVFHTGGNV9IzMVtWrTzkMvXqLNmRURfbWYxk5VO8Zrap66xVTa5WREX2zA+h60C6yaj3wNbShxdSHqqi6MRgYEVVRWau2yZuq9ekMkRFZlRGRbdM/LX9gx+b6+LwhWk5T5PpbVmxOPx8q1td286srIlprkVkVMfXWsq8H6qqGNkZm1CpysRqmKWOVwywqaxraejvUXr0yb/RdrlcbVvQa1o1blVGbHV4yItp8WF9WrKemZvSoysx1TkdFTLXeGrQqqkcbWkZGtVZRm/1XAUD4AfBjycjMIdpwY1ju5j6UmW2dGuuxscgh22wV0TLWA2jrQ/Nam1XE0Nr6tIYpWt+s1rvRVZufsz7QISJiPag2tshYRWbkUBGRbVOFMUX0iGE9Anazz9bfs28e2Q9Ivve9HRHLzeOLiMrNWNxmyWBURs/3PjUi2vq6xoqYbhzDN9T6mItWq4rXtk8d7dfdW6d2aoz1piy52bXl/XNOK3pmbcb+qm6M99V6durmnmT2jGzj5vM3X1h9fRZhZmVO6ymy6xHB9YMs0QfAj3xJt7kLAD9MXw95rSdBVo+syl6bPsp1860yMqJVVMSUkRFDRY/oGWNUVr7/XPH+vjqpfK8Q870OixsZ0yOmiBbr08zjZkFVbL5tbhbn3SjIzbnrN4r1h19WrTeGufFFuemt9VTRisjh5pYzmyhdL1+MXtEzekZGjRFZWRXLVkdx9fWYKmZnYvfsNHzfIQ1tc2l180fnjfWDEev+W6fgOviqYlOHsbnkWg/21Xu52DbTbm/esezr0dL4Ac0LAMIPgH9H+EWts6diffx5ZUyb4boYojJqiraZIhnR23rkrVaRFX2IGmqIH/g6kzG9L83an9iKpaJnVFTbrLxr74+2iM3pfz/slS3+/Ua/biwJvNl/fT21MmJY127dvPwbpTpFtFi1iKgxKiJ7z+jRqtcsIqaKsdX3j/KtC/dmZPbosc7ZWoff5jEMcWOb0qybCwxXN9KxRfWojFVGRIyxPhmiNrEb2SNWEYOJPAD8MF4hAPhR8r1/tZuRdjNpKqYW61KKiGi1mQs6RG7eyvclZGZVu/lnrd7/A+K9994b7drshfknHtBmFLKmys23WW96EpWRm9mo7UfH340Oa/neT9vUWkarHlUZw/t3XokbAVox9BsDbusraxFT5noVY0yLHDOrbe5J9orNmN77r3uKPuRm3PK9B3rjXmet79zmLPkWkT2HVlO0KbJtliSue69FZEWraN//nwYAvv/104gfAD8ykCqy30iu9v5E6zn1qCGGjIxaT93sN9LlxmzFm0v+1ru93MinnG50zntxtzmk7n25VZuP5fe9cEX0irZ+WOsPbtbb9ZvTNv99tres940ert/PG2/0jMwa3rvYtrrx2S1ildGj5hGxyhx65hQ1xCpXLVpGi6xWmwRb35MePSJbDes/7Rk9powaIqLG2lxwz6iKoUflOqer9RzWS/vaenQxKqJtZt7mqjalO26uIt8rcAAQfgAAAP95MSsEAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAD/uRndgp8Kf//v/303AQCA/zT9vb/399yE/8RlVbkLAAAAf46Z6gkAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAADAnyujW/DT5YknnnATAAD4j+vxxx93E4Qf/jfjP7InnnjC8wQA+LP7m4ab8FPHVE8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAIA/I6Nb8FPniSeecBPwPAEAQPj9efb444+7Cfw7q8/zBAD4s/ubhpvwU8dUTwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+LkFAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOH7ISPWAAAYoUlEQVQHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAARESMbsFPnSeeeMJNwPMEAADh9+fZ448/7ibw76w+zxMA4M/ubxpuwk8dUz0BAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEH/3+7dmyDMAyEYTQGD8BIN/qNxADAUZIuASlCdt7r0v66Ip9kAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPAzAQAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAADYpZtgOJlpBNwJAADCb2YRYQQ2q8+dAADH/WkYYTieegIAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAA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MANAGEMENT REPORT

6

Key risk

Explanation

The Company

requires further

funding to pursue

its stated

investment

strategy.

The Company does not currently have sufficient cash to pursue its stated investment

strategy. On 16 December 2021, the Company entered into a FPA with Marwyn Value

Investors II LP and Marwyn General Partner II Limited, under which the Company has

the ability to drawdown up to £20 million, which may be drawn down for working

capital purposes and to fund due diligence on potential acquisition targets, through

the issue of unlisted A shares. Any drawdown under the FPA is subject to the prior

approval of Marwyn Value Investor II LP (the manager of the Marwyn Fund) and the

satisfaction of conditions precedent.

On 5 March 2023, pursuant to the FPA the

Company drew down £600,000, and on  14  February  2025,  a further £500,000 was

drawn down.

The Company could

incur costs for

transactions that

may ultimately be

unsuccessful.

There is a risk that the Company may incur substantial legal, financial and advisory

expenses arising from unsuccessful transactions which may include public offer and

transaction documentation, legal, accounting and other due diligence which could

have a

material adverse effect on the business, financial condition, results of

operations and prospects of the Company.

The Company may

not be able to

complete an

acquisition and

may face significant

competition for

acquisition

opportunities.

The Company's future success is dependent upon its ability to not only identify

opportunities but also to execute a successful acquisition. There can be no assurance

that the Company will be able to conclude agreements with an

industry leading

management team and/or any target business and its shareholders in the future and

failure to do so could result in the loss of an investor's investment. In addition, the

Company may not be able to raise the additional funds required to acquire any target

business, fund future operating expenses after the initial twelve months, or incur the

expense of due diligence for the pursuit of acquisition opportunities in accordance

with its investment objective.

There may also  be significant competition for some,  or all,

of the acquisition

opportunities that the Company may explore. Such competition may for example come

from strategic buyers, sovereign wealth funds, special purpose acquisition companies

and public and private investment funds, many of which are well established and have

extensive experience in identifying and completing acquisitions. A number of these

competitors may possess greater technical, financial, human and other resources than

the Company. Therefore, the Company may identify an investment opportunity in

respect of which it incurs costs, for example through due diligence and/or financing,

but the Company cannot assure investors that it will be successful against such

competition. Such competition may cause the Company to incur significant costs but

be unsuccessful in executing an acquisition.

The success of the

Company's

investment

objective is not

guaranteed.

The Company's return will be reliant upon the performance of the assets acquired and

the Company's investment objective from time to time. The success of the investment

objective depends on the Directors' ability to identify investments in accordance with

the Company's strategy

and to interpret market data and predict market trends

correctly. No assurance can be given that the strategy to be used will be successful

under all or any market conditions or that the Company will be able to generate

positive retu

rns for shareholders. If the investment objective is not successfully

implemented, this could adversely impact the business, development, financial

condition, results of operations and prospects of the Company.

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MANAGEMENT REPORT

7

Directors Interests

The Directors have no direct interests in the ordinary shares of the Company. The Directors have interests in the

Company’s long term incentive plan, as detailed in Note 15 to the Financial Statements. James Corsellis is the

Chief Investment Officer of Marwyn Investment Management LLP (“MIM LLP”), and Antoinette Vanderpuije and

Tom Basset are partners in MIM LLP which manages 90 per cent. of the ordinary share capital and matching

warrants and 100 per cent. of the A share capital and matching A warrants and the 1 sponsor share in issue.

James Corsellis is also the managing partner of Marwyn Capital LLP (“MC LLP"), and Antoinette Vanderpuije and

Tom Basset are partners in MC LLP, a firm which provides corporate finance, company secretarial and ad-hoc

managed services support to the Company.

Details of the related party transactions which occurred during the year are disclosed in Note 16 to the Financial

Statements, save for the participation in the Company’s long term incentive plan as disclosed in Note 15 to the

Financial Statements. There were no loans or guarantees granted or provided by the Company and/or any of its

subsidiaries to or for the benefit of any of the Directors.

Statement of Going Concern

The Financial Statements are prepared on a going concern basis, which assumes the Group will continue to be

able to meet its liabilities as they fall due for the foreseeable future. The Group had cash resources of £464,322

(2024: £270,534) at 30 June 2025 and net assets of £381,940 (2024: £216,483). The Directors have considered

the financial position of the Group and reviewed forecasts and budgets for a period of at least 12 months

following the approval of the Financial Statements.

On 16 December 2021, the Company entered into a forward purchase agreement (“FPA”) with Marwyn Value

Investors II LP (‘’MVI II LP’’) of up to £20 million, which may be drawn for general working capital purposes and

to fund due diligence costs. Any drawdown is subject to the prior approval of MVI II LP, who has assigned

discretionary authority for portfolio and risk management to MIM  LLP under the terms of a management

agreement, and the satisfaction of conditions precedent. On 5 March 2023, the Company drew down £600,000

under the FPA and accordingly issued 600,000 A shares and 600,000 matching A Warrants as set out in the FPA.

On 14 February 2025, the Company drew down a further £500,000 under the FPA and accordingly issued 500,000

A Shares and 500,000 matching A Warrants as set out in the FPA. As at the date of these accounts, MIM LLP as

manager of the Marwyn Funds has provided a letter of support (“Letter of Support”) which states that its current

intention is to provide the financial resources needed to support the Group in continuing to pursue its stated

strategy. It is expected that any necessary financing will be provided via the FPA.

The Directors have reviewed the working capital model for the Group in detail and considered the Letter of

Support and are therefore satisfied that the Company will have sufficient cash to meet its ongoing operating

costs.

Based on this review the Directors are satisfied that at the date of approval of the Financial Statements, the

Company and the Group have sufficient resources to continue to pursue its stated strategy.

Outlook

The Directors remain highly confident that the listed status and flexible structure of the Company will provide

an attractive platform from which to appoint an experienced management partner and execute a buy-and-build

growth strategy.

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RESPONSIBILITY STATEMENT

8

The Directors are responsible for preparing the Financial  Statements in accordance with applicable laws and

regulations,

including the BVI Business Companies Act, 2004. The Directors have prepared the Financial

Statements for the year to 30 June 2025, which give a true and fair view of the state of affairs of the Group and

the profit or loss of the Group for that year.

The Directors have acted honestly and in good faith and in what the Directors believe to be in the best interests

of the Company.

The Directors have chosen to use International Financial Reporting Standards as adopted by the European Union

(“EU adopted IFRS" or “IFRS”)  in preparing the Financial  Statements. International Accounting Standard 1

requires that financial statements present fairly for each financial period the Group’s financial position, financial

performance and cash flows. This requires the faithful presentation of the effects of transactions, other events

and conditions in accordance with the definitions and recognition criteria for assets, liabilities, income and

expenses set out in the International Accounting Standards Board’s “Framework for the preparation and

presentation of financial statements”. In virtually all circumstances, a fair presentation will be achieved by

compliance with all applicable IFRS.

A fair presentation also requires the Directors to:

•  select consistently and apply appropriate accounting policies;

•  present information, including accounting policies, in a manner that provides relevant, reliable,

comparable and understandable information;

•  make judgements and accounting estimates that are reasonable and prudent;

•  provide additional disclosures when compliance with the specific requirements in IFRS is insufficient to

enable users to understand the impact of particular transactions, other events and conditions on the

entity’s financial position and financial performance;

•  state that the Group has complied with IFRS, subject to any material departures disclosed and explained

in the Financial Statements; and

•  prepare the Financial Statements on the going concern basis unless it is inappropriate to presume that

the Company will continue in business.

The Directors are also required to prepare financial statements in accordance with the rules of the London Stock

Exchange for companies trading securities on the Stock Exchange.

The Directors are responsible for keeping proper accounting records which disclose with reasonable accuracy at

any time the financial position of the Group, for safeguarding the assets, for taking reasonable steps for the

prevention and detection of fraud and other irregularities and for the preparation of financial statements.

Financial information is published on the Group’s website. The maintenance and integrity of this website is the

responsibility of the Directors; the work carried out by the auditor does  not involve consideration of these

matters and, accordingly, the auditor accepts no responsibility for any changes that may occur to the financial

statements after they are presented initially on the website. Legislation in the British Virgin Islands governing

the preparation and dissemination of financial statements may differ from legislation in other jurisdictions.

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RESPONSIBILITY STATEMENT

9

Directors’ Responsibilities Pursuant to DTR4

In compliance with the Listing Rules of the London Stock Exchange, the Directors confirm to the best of their

knowledge:

•  the Financial Statements have been prepared in accordance with IFRS and give a true and fair view of

the assets, liabilities, financial position and loss of the Group; and

•  the management report includes a fair review of the development and performance of the business and

the financial position of the Group, together with a description of the principal risks and uncertainties

that it faces.

Independent Auditor

Baker Tilly Channel Islands Limited (“BTCI”) remains the Company's independent auditor for the year ended 30

June 2025 and has expressed its willingness to continue to act as auditor to the Group.

Disclosure of Information to Auditor

Each of the Directors in office at the date the Report of the Directors is approved, whose names and functions

are listed in the Report of the Directors confirm that, to the best of their knowledge:

•  the Financial Statements, which have been prepared in accordance with EU adopted IFRS, present fairly

the assets, liabilities, financial position and loss of the Group;

•  the Report of the Directors includes a fair review of the development and performance of the business

and the position of the Group and Company, together with a description of the principal risks and

uncertainties that it faces;

•  so far as they are aware, there is no relevant audit information of which the Group’s auditor is unaware;

and

•  they have taken all the steps that they ought to have taken as a Director in order to make themself

aware of any relevant audit information and to establish that the Group’s auditor is aware of that

information.

This Directors’ Report was approved by the Board of Directors on 19 August 2025 and is signed on its behalf.

By Order of the Board

James Corsellis

Chairman

19 August 2025

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M6+n1NmWlubOY8aIOfiIiCn4iI9D81B3ImMNMDt90/tGrTjUOvmzt93pZekHmz1Lawqr83PXPorak1m3jHtp714F3GUkGDATrCEBXhFYA63/jwrdboyvaW+5hG0Rqf3PnQ9Il9cfoDZ00go+VIdgsBhqgR3UDAqjADgiX5sGQIL7MoyjiGwa85qHktyn6GQHThPaBGPY8TRy68+tPp0ZVTz/zrPLSK7DBbAnIw2KoiITKZCUfUZK9/sv0mOnSWOl6E1T2c/Thm5kfv/y7G16CaGNp2TwwNzR993fI8wwhD1CUn9m9nNCs/M+BMXpXKZNP8xI3sIepwoD08tOfZdY88d+nIe3jvZ7xxCvEbPNcR4e6IUsaEH3n7zD/8WWf9ncu/9/tcuTECnucRvab+CiDVSHmOPbSJ1kh717fWP/7D+vSn3Vf+H1w5WTYnft0XmROOgEVJ7xEskx0yIzM0y09ERMFPRERQVgAaLBI9BzC6csOeJ7rnTuD6aaDyqByBqBHuZWVhAFEjcn+RaCDgQN38vm5G2wUykBEe2WLeTx2ZP3di3VM/xMhaEogyO2GpRAoE6wCQid4Mzn40e/Lo+se/i6lN7obcGttx//DkxPnDe617PTwTkbxGBJbo5RhlVkUQKEPVm8WcZWBgRPOfvnCPvpB6ylJSBwMOB40k6rr++O1PXvtptWrbxu//cSzbBBuK/tud0UDCo5k319y8Znoeo4ln3vRLcYSje3Xm2Hujazdh3d2IKoxYvm7l7kenz57Elc9Z9xClotoEu4hodruVw7K/R3FwJxIijFaRRCCGVmL3t1Y/9M1P3393bu/fY+4cfA7uCESugV7AfbDIM8rxAwEPBIOWETW61+Pgz4+9+eLybY8se+wHGFmRmWBIqUOkVNrPRC7Z1CzBPXKgswx3P778oW+cPfnx1bf/Bt0L8B7qgKN8bW9atuAW1oFayd+LEjkQqVR9Q7McREQU/EREBGUWHQwt86hTaoGd1vqtQ6OTsyffh4OoiEEcWvwRPJq9ZCXBNLvNym/z4FckjIHpC1fef701NmEb74aNMwxWY6lOIk1eiUwAvRpzV64dfrsaHm5tvQedSWMK62Bq45pHvnH1xCf4/BPW3QQaI3K91FsMAWtGyXmgWa5pYAUGmLBojuHgNjWP6xfWPAI5wuGBiBrew4nD5978u6mR1uon/yUmNpDtMlAvGwA0q0QTQKSyZpQJSOU+DDb5mSUwkABkfH782qmPJ7fdjaFxWMpeoxod2XZ/e2Ri9pMPyXkzBlMzVTCCbAYkgICVLXuDemX5h2AKGkiSjg7G1g/t+faGPU9f+ehX11/7GW6cadbJxsK2w3KA8vDw3KwaJdx78Pn5918++9Jfrl2/YfyZP+TyLbCOM0WZVh+DgSAJqOCw0uonpToHhle373l681PfmTt5ePq955GnywsqhztQ9wdcLFmwC1hzvsTiJwyDpbkiIqLgJyIi5RMynEFzOmAYX9Pe8cD0kXdx/SzrzAxEK9O8rEJsxn0nLwkvgHBDVP2tXBkpE8FIyMlhkXunDs2c+4Q7H0ZnGMaAwauIpSbHldkEbCGiTu5nPrl65IPWzgcxMg6g6ZxpQ9h0//iy5TNv/wN61+HwoPOLfUh+K/eoPy+9xMSIBDISYDBEFd3u4bcuvvQXI8vWTz7zb7FsdakaRlPUW1g1uvSJZQCsc43eTO/wuz2vbNNdUc8hspkFEiZWD2/fPXP8PcxehrtFk9GWmF1Yzt6jH9siEGHMYdFeXj3w7MSup+aOHpzd+xJ611HnQEK0GGXse4mCOSJ6qAAYgm4Jrfrk0Wv7Xuisv3v80e9hZDyYAonR75ZT/naAHvBgXnz9ieYZUS3DrqcmH3z22vtvzux/Gb0rEb1gMvTHUsBTfzWpiIgo+ImIyG0GP8DpTNkMNKTR0Tvvj0vncXwv8hz6PSINuWw/i1L8gaH0EKGDzmbVpwUYCJY/HGQ9fe3DdycmJibufABVB8xwAq2lg1kzzC6AqGz++uF3hzwv2/4QWh33jEQgejUwsWlq613nPj4QZz5CuCMlq34bd2XRr9i0KG1WHwLshQEZ7l4nn8OJg5ff/pve8NjU07+DqU2o2mhVYQk0d29C160JOGgpen7++NnD+1ZsuhvDK9lCZm1m8IRqfOSO++trp+tPDiD3Fp3uLQSkiGZBafkhRwCR2hhZPfLQd1be+9iVD9/HR+/AZqPMovdmFCMARkpgx+A5hzMhcOWzq6/+ZWf1huXP/h5WbEQ1hDTk6LebaYYsDJJuLOyYhEeQAFMbrZVD9z07tu6uS2/8JI68SMxaIMHacAA1rWy51LepiIiCn4iI3CZvVmUGMprGKDG5ur3yjguH38H1E0EAkQIWidHsKPP+B3sHnFy8Iq8MxAMiYBE9nDp44+L5sbsexsQ6hCEcEQgL85uv4wvQyw62qHHigxtnTy6/78FYtg7RKoO6YUypAoY7Ox7g2LLrB15D95IZPAj6b2WN35eqdAvDDBgOGJmim4++ferFn6aptWu//4exfH2dkhs9mAMAWjZoXhr9UeNxsy+XGFEzetcPv1lX7ZFte4BOgM6qjLIH25jc0Fq55srBN3HldA5YlKpa4DerjXmynIAAel7F8Ao++NzKex6++PbzOPSq1eeBXIZWDPY3RnigtgR67SffP/N3/1vNPPHEc5hYl224FykHwxfPz4v+2z1LE5Yyn7D8JQNZthMa2svGH/vdyTt3n973ou/7e5u+0lQH4VEmNOgDg4iIgp+IiPw2BNjfygVHIFJ79N4nr5w5MXfmMDHb9MUvHVBYJpU3/z/ugIPe7CsDgf5MuQQkzl3BgTeHRpfZ7m9FVBi0TAkHlxy1x5yB6NGn59/5ZafTTg99izZcz2cygdbtdc0MBCY33PHU9+Lsp/jsoPk8mP6rdnIMhrcQhPk8Lp86+9rfLhsbWfnkjzC1qa6GYBaoctnk5rGQhokYbLf79TJg0cOVz2aPH9i8+0ms2gyzOocxzXXnm2Ol4dFdD904dSyfPmz1DDx8sNVyiTfehT1vBCJ3yZqEJYCturOq9eh3hqeWnfrlX3WP7UVMZ+aazQ5ELw+HI+Zx/qNzL/1VXD29+qnvYfW22kYcBtKIikhpcMlWviQXdhkaSEdk9kAvz56H9SbWj3/nj6fWbfn4538xe+gt5PmytraCa5eeiIiCn4iI/FYwIsCayAndZno4qmrd9k077rv64X7MnPUIj8EYcFvUfL8kGyOsJDmPjAg4A+aee6cOfnzkgxW7HkJ7GS2APJgnzlvo2pGSgV6fOHDhxLGp7fdhaLVbVbWGCSKi1RpqJuGlMdz9RIyMnt//AmbOAeG3l/yIaIYElBMpjTYjGGERORyRzWdx7bMrb/3N6PI1Y0/+PlbckdMQw1LZBEkzIJlxodJHh331eMHSMDOaJwOzl+cOvW2s0o6H0B7NZJWGUkRnaCgMEeFInY33TazZdPXIPs6fQ+TsvnQbFDbRsHS2AZJVFRBEttLYNKUYWj78xA9GNm659s7L88f3Wu96cs+l2Up0HRG57p46dPGFPzPvrv/2H3PD7hrD5qgcVRP4ywVh0S4/DIqRdCvFY8KADNRANqJqVWgvG3ns91Y88O0rv/pF98DzmL/sGQBZ96CJDCIiCn4iInL7wc9ARAajih6IsDaQYmJZ5/5nY2Y+9r2EmekwZHiwbFlL1ny+Z4JV4anp8w9j9GcMgHMXL7/zD8vueqja8XDU7gldI1g5ieRE4hJvBG6s0Z2+8s7Ph+7Ynu5+AtUylpgCL8sH+70cDWly9PEfzp083j30usVsut23mGaD2uLERHjZ5diKqHK3PvL25z/5n+uclz33b7B2p1vHglUYg7ZoBiD6fU59Ya78F7JfxMIkP8KrmI+TBz597RcTe57Fqo1RpVIpLNU8lqHtCT60fvlzfzQ3fT2/+dfRu9qiGWzJ7FcOVFJ3IGW0MqrmZINOBiqu2rX8+/++s/Ou83/3573XfpZunE3o5UzS0szl+lcvXf77P7XxFat/8D/izqejtSohWX/mYhlWAfTX2Q7yHxGl0SgATwktogVWYRa0gDEIJp9cP/XdP1r2yLNnXvu/p1/8P6q5q+hmsNK3qIiIgp+IiPxWJKBqpgHQ3cOQAsDaHROb7z7/wb64dCJFXdqCWBNRmjaS/SLPwvayOkeQjF58/nE9Pb388e+gM05aXepd4bEwH+Cm2YtE7tqVs/MXL6546BtYtjqcjDL4vRQfbXAyYGpt2Ll+555Lh95H90qTOn4rsRgLMxGQa+QaeQ6fHLr6yt/YyMqV3/wxRle6VQRBZkQunTPjq++y/Zqx9WzGzWV0L1w/8qvxiRVD20ovHFopl1l/rWSy8GxsYfWOqY3bPjuwl5dP0rPnTOOS19LcvP7YBwNL/G6ePxJIGFkxvvs7Gx958sKBN7HveUxfTtZjbxYfvP75L/58eOXmqW//Plfd2bV2BBEe4YsmRkTz8oiFOYJoQl+EORDWv5qA+WByBFvGBEvDdz+65Xt/dP74h/X7z5M9966+P0VEFPxEROT2lbWdLQdrJiCIOjLIFtoTw9t2zcJnj72J+aupzMOO+h8lFy+DApoP8CkRQPf69JH9wxu2Y2qdV8NeVQaroszlyyCA+ubdGgNAnpk5snd03Vas3ZphOXpoNhiyeRPxACMYQMLwVNr1cHd+Duc+RXRvM/l9eeyCBSJAIure8XfPvPoXrdWbVn7nD2J8bc0WIhh0DzIsfWHa4aAKZ00/y69Mff3nIWd8evDK+TNrH3kGEysC1iwzXbgjQBhZWuy0OlvujfbojWPvoZ6mJb/VK2smKzCC3vSFAZACjHBDsBXDa7H726seeOzEgTdm3/1bXD8Zp987u/+V5Tvun3jyhxhZlVmVBaIRAbPBJsZymxbfvmAGctMgFI6mD00gghHlQU54RLCK6ERrOe58cv1jPzzz4Ztze/+zzV8Ean2Xiogo+ImIyG1jlNaLjgTAEmgAU2bi2s0jm++YPvUBrp6NuiaIhZWJ5WN984mfQILDwxIi15i7fP3oofF7H4d16qCTKZhQ1kwurEnsBwRfFEH7/9LnMXP1xtH3RrftRjVJa6WKIN17LMsH2Tymv6qyhfV3j61aN3P8A8Rs8AvT5uM3me0Xiy+webwBhM/XJz44++4vJiZak0/8EMvv8GoEyEYDQHcyevXc4uWcpcCXBumuBGWCg019HGx3DMszl/a+mlpDdt+TQCuyg2yqgf0AWGenVWVdra3duuqeh2Y/PoBrF8DIzZEWAiDxpbaktuh5a9IXolkwy25NhhscqKPC8Pr2nm9tfvDRK4ffxb5/uPTKT4dWrBr59r/2FZu61qaxCidglkh4RDMgfnH3mMGPaJ6NaJaENudEuPUb/pgxgrR2oIrWZHv3s8vWbznx+s/mjr6FPIPIg5dFNHHab6GbjYiIKPiJiMgXck6P4YNunGUzWALQnlh1/zfMOXtgv/WulVYqzQfvCI8cCEQVUSEc4c4KHpYvXn775+3RibR6e9hQZUhRdoAZLPVHI1SA9We01RHwCCBHjhxwZPauzx14C47WprsRQxZW5gNWqYWFxZ50GMoDrYU0Prnj/sufHsL5j8LrEm0ygIjc32hXJs7fPAM6mm4rjrKzEQh4GC6fvvbaT6rZ6dGHfoCp1V1WOcLKqEHCUgLQqtoLyYcsrTCbPDTY59Y0PHEvww8dHvA8O3f8vUtnz6y59zFUk5E6/e1xzXmX06jM5mEwQ1VhdMXI3Q+jnp8/9r5NXwaiRhAZyGDAzJrhGU307Z9P6a1ioMGsqdcB3qmCZuU5TojoYWgV7v/B+H3PXHzrhdSLyad+D6NTSFWrDGmsUtloGUBZZUqQpXPowjWDMCCFlc6xBi9fnSDKBj+AqZyeAcxGz3WO9vj4Yz9aefejl97+xdwHr2H6knfnwnvR6wZKB6EMeHlaRUREwU9ERH4D/OIPAIAWVm0e2rj9sw/fxOVTRPmM3/znRBqQ2Xy6b0p/lvH5iZNvvjK8bTeGxwFDOBFsog8XFz1cHcgAACAASURBVIP6Q//K5D2LIFOuUCcELpw59/677S13YXIlWlVgsHmMBMvWMEYpphnIYETVTlvum59HHNxrvWl4FxFwBFENGsHQSwXupu9PYVjoxFKG09GA4bGR9Vvq69dw8ijyfJueQHiiA0RmGcOX+BV3dfFvFmYb1LQuwRKG6u61998YW7m22rwDaQhBs2rRoxcqaakpnSGsg8mNrc27Tr/7S1w/04rcKvMgkIDUXEEQ9LDFYXdRUW4hng025rHsAaS1nBWGp8bu2j08MTG6cTOnVpeNis2EhsFg9pu+nvrHjkW//fJd6Rc9m02IVUqAYWL98mf/1fCWXSee/49zB1+0VIfXaA0FLGAZLSAqeNL3rYiIgp+IiNymQEI1PnLH7uF2vn50P+quc9F/RIkgPlhwCa/RvXr98L7lk5NjOx4Ak0fJdYyvWpfXjEwIAjXDQUT0gIzu9MzRA8MVR7be72wFo6S8wCC+9NeLOiLoSBF1zZTby9dsv//skfd7Z4+CdcDJcn69socNtzAXbrAZjwGDgYioQcTo8qFHf7Bqz9OfvvvG9Jt/j2unk+egBftLWAd9PG9yR7nQ5pKgAY6MehrnjvmFU2sf/kZMrs9uBBBpYdUpremVgkjwgDfF0vbE2M5Hkk/PH9uPXhdhsbBENQYJy5eenjHYmRdWmrMCYIUwpOHr2dgeBs1pwQqwL1zj7S+4ZL0w7Z0oMysCFVorpx77nfW7Hv78wKu9d39i+Ub0euV1YAFHCqjmJyKi4CciIrf/gRwGjqSN96576LEbH7+Py5/VJVE0LUEsiCoMQCaBZKhx6PVLH3+w8Xd+H8s3BYwk+euylg9qeIu2sZnnjOPvXT32/ur7H2hvvMfQigggsRSvCG9KU3AMxiaQkSzA1Bm957FqYvL6/l9ifhYBQ0b0Bhv3/BYHgttgFyHAMiM9B4YwvnHosd/b/L0/uHF439W//z9x+eNAHQRB8yAymG86ozDArnkpJubKUTmMhssnzrz4k9bGO7Flj7cnmBABz04MOnVaAEEH61LzdAAOWCttvGfDQ0+f/+g93DjvLPXVHtCDhwXBAMlYouNn0/Jl8R69cl+tBbaiGs7WRqoyKo/FewXx25mv3i+uOuB0ty4tO1JYJyY2jz3zP6x9+Nsn3n3x2vP/u904bXXPAiRqMKMV+jghIqLgJyIiv4XP5EFPw3bXo61OO5853OrNLBTdYtC0A1EC3PXz84feHptaibV3IbXJsiaw6SDylR/4vWSYqEDLCDJZdxonPrC2YdNOVCOoo3RPKY0+vcluRLPKNMgwwGipBjOwYv3UPY9Mn/0Ul85a7oKeyDIOrhmmwCXn3TWTLUAv61hTasODMA/z9nJuf3j1U89dOXns7Is/rXpXrJloX97XlmxBmVlCFYPhyEBEnDx09fTRiXuexMiqGhbhQWdKzVX3p+H1C3nNDAbSAc8cSvc/w1Zn/uwxa9bD1kBuFlfSAVrQlspoJbP28xdy3Q+ddbeycssSyFRifCyUE3/NiIrf6C8Y0uDyHGXPZG3hXjuYYniqfc93tn3v3144tH/m9Z/i+mnQFy3Ypb5JRUQU/ERE5LcQ/bK1MLpxfOt91z7az9kzkeumOJcdjpzrKO026u7cyYMnTn06dvfDGF69sPmLbP75cuqzheV9UeYdJLjn04dPHXlv2bbdmLoDTE3+6G9SGxyl3wnUmhwSgVT2CQ5X2x8bnlxz6Z1fYPY83B3mSEFH00MyL9ncpf8nMpADdBgtsZS6iKgmsOPxzT/6g96lC/Nv/C2mT8Jrb8a83/xeAmE9z2V1KOgwYObq+UP71u28p9p4b7Bq0RNz2Wi4sLQ1yi0IR1PGSwhDRnhiwvCaVTvuu/rBO5g9Fx6BVjgRcBiaWuXSCzL71b5mtWpJnXBHxV5vzgDALBYqrIMLyre92HPwSmDTf8eAxISUQGT3iGoEWx5d/9y/u3Lyo8uv/iWun6cHPCx3Da5vURERBT8REbnd1EciEdkmOnc8MHvtEj5+i9ElLaJMfUCqLHIXnoG52YNvD6/f3tlyb6TWr1/h+YWIBXhpjoLSDtLn5g691Uutzpbd6KwKpiAAJzOYgcrCLJrlhlVzjgYELId5kGSF1oqxbQ9eOvQ2Pj+CXjdYDfbKGfpdYm4agawkmzJ2vKlEEcxNjDWL9ji3Pbn+iW+fe+dFHHgN85eMpXLVQfBm73253fS6YRXmHoELn0xfuTT51O8ijfa73fTT2pdTYwqk/knWQMCqcKAaat+xa/rspzi1LyI7KqYOImdjcwmlmHdTVX/YIBeenIDlUvmMfq2UWOjPEs2zdntFNza79MqzY0hEC6hAKwturSkXp6F7n1n79O9d/PSQH3nR6hspMjXQQUREwU9ERH4LiEBm1BHAis3DU2suHXgXV894d6587i9DuVvWqjBXnzrQvXxx9e6nMbbaUcYzLJH62JT7CGYiUp6LTw70zp9cu/sJLN8IIBNuADzCvzCar8khwYVSUdSl1yeA1Bnact/kyhVXD+9D9yqy26KHEbhpNhuMIrfSG7PflbIZQxcM96AncDhtf2j1fY999vbrM/tfQH2VOX9FXvuy1O9mSoSbX73+0b6Vd9yNlXcSqexyA5IDhszB7jd8OXYhPGh1gImeMybWT23aeu3dl236ktVl+58FM5D6ezL95ll34cjwxY1h0NQluWhsXgx2ZH5FJffrfCCI/rB7EmaD/X4wR/P0o9UOmu14dPMzPz699+V4/+8wdxmJnlXxExFR8BMRkdsTZMAYsECk4fEt91y+cLF7+pChC9LLdjMinJy/8tkbf2fLVra33gcO2a0t/7MAvWSHYATnrswceTdbGr73cbRGIrwJFh6BlJGa7plN/PFFLT7N0eJgbEAClq1Z9eATF05/ivPHEurBSAEHGLz56G9i0LvUUC6/+XpEGajuYFggvDM59NTvrr3v4TNvvzyz73nUl8HeEpfOMNCCCNAd85+fO/bh+K5HwLF+P5kEVAYjHMxuzcAMgFaazpQWp7TSvaXZfdeZGtt23yefftz77APGLOBIqKIuK1PZxDksmf36v2mG7TVFuEjNy2FR8Bv80m6zv0qUml6zfbGftGOhoJisBoJGI9qT7buentqy49gv/2Lmw9eR54za4yciouAnIiJLG1SUYnFiiYUNXwRT2WdXbbpr5cZd14/sRfcGPIKpqfwQ+djB+VMfje95DK2R0ickbNHBSuL58tuAN8spm4/uNc58dPmj98d2PICx1Z5STtkCljPcwCpghPfgeTCBjgH0+gPOkQCLHOxlC68qbHtkfGrNjQNv4MZ5LAxkX0hA8YW5gouTSCn5DSpuXkYRBhiwyGFgNgQTYTGyIj323TV7Hjr31s9n33sevUtNf5dmX13EF7JSIOVWwCLgNbrd7lu/HBobw6o7YFVpltl0ymma4ngs1NZKM9NysIgSDiMiMlOrh6q6495ld+y6dvB15EvwOeS68hogUNHTkl09vbnw0nam6btTUp+VpqD0oDfDLtjfbxlfeuHcPFdyUVZfdEbe3Kz+ZAYHaqImnIEcSImIjLAIRDU++uS/XLHnqYvv/Xz67V9g/hrCv+r1vPDKExERBT8Rkf/fKx/z4QYHM8wzkJvVfWDAyNoqELSEZRsm73mk9/lnOHPc6pmEMPrc3Dxj9sbR99as2TS0aTeqVukrWbkxmnYdGdZsMgsHDKiCzDAn6sG7gXevHdo7tWy82roHaZheJSQjYAkpsdnRl1qwNNgSCAMTSAJVs3EvkZWV7iejd4xv2nXp1Eczn30Q7mDuZz6CCTRnAiog9QPVIGUlwvpFL/anlltCKhP1UCEMQYZVtA6GV449/N319z9x8p1f4MjzqK9E9nAgaqDO5ZhNtDLAwutARp7DlTMfv/vWiq33YHgFiDLqkM2uOQMrsDIw9XMTB4G3TFEnKjIxEagMGF69+bEf4crFfPh9IMM62dpNS9VbKIs14yIQjMQMBh3w5tb6F8IbS48bb97Ml2oYGkDQmqcoAKBuZnJ4/yDNXPh+o86yyDaVhcAVyzTFBDMSoGFs/dQ3fjy6YcfZ1/86H3mR+Vo4+psEW45WWanrYaHoJyKi4CciIosw+sWm0rvSFpVy+kUmgB1suGtk7ZYz7/wS184iIoLDnWGc/fTK2TOTjz+H9nhYFQlRwbmwUaw/0sEBJA9EzcgJHp6NiPAI4OrZGxfPjG6/Py3fiBKxyjsFywLLL2SfwWkPYkd/P1p/WSQJVsOb72pPrpw9uo8+F+7muYoIBKJG1M0+Mvd+5Gs29S0+evPTl+YGLNp5lwMZ7Rhd3XngmbW7Hj766kuz+19mXAW64QZPTdfRZsGow4PtlhOw3tWDr2FkYnj7nkALDto/fqO0W2ydQgBsYd1WTK4/f3gvpi+hLl09oxTU4ouX9hXvytG/yhgcM4gMD4tB585Sm/tyMfcWQmWNcCs9O5uRgbEwF4KLb/PCtfcfHYh+U9dwwINtdNYsf+J31t+z5/RbL2D/z23+cnh27wK9YJnq3jU4QwtBRUQU/EREZPDBmgy2So3FAIvaoocos8ijFV5W94UljK8Z3fOd+vOPu4dex9z18EB9Y/ZXL09tuhNbH472cIAB91RnRiYcZNAiJ9QBlCSDyETNyBZuiEBmd64+/HZnYgK7vxU21t+O93VTLMBAjsDKraseeC5fOOvnDhMgkrkTvf5wiAxkRgZzZtQAnWxqczeNMXRrgkomw8mabR9dN/Hkv7rz2T+8+v5bF/72f+H1Y2V4gw2yEbMzA5jNJDI+/WDm6P6dP/wjrNjSTE73GrcxnCDM0R6eevxf9C6cmD74BvK8RUZyMDddSW9+xwC60c0NkRzsJvTo+YsLKb/e05GJHpomnBZAQs9QA3Ak51KhkdHv2tNMVvQMRyfGNg9/+49XP/TNs3tfuvrCn7J7gQBQt2ImLMBSk9W3t4iIgp+IiJTYRwCpKWKFYWEHnS3aeFVmmsNZpQ07192x4/KxDzj3uWEOl45cPHV44q49UY2TyZrOIFE1Yxaayk7zA5M3M/0IJ63lQSLj8+PXjh1atu1eTKwjW2j2kn3tawKBVBFpON1xf1q+bvboXnjNcnWpVPas3xK0VOIGxc1bGEge1r9HUbpzBllbO4aW250PrHz06asfH7zy6t8y34A18+D7OyYJWrJUzV++9v4rQxOTtnlXts58rmGg3e47Y6QWVmzctOuB2aMHMXe+5bm/h5K/yc1Df8eflS6bPliD+fXf8RMANwPToBFoWWC71DWXKjT7r5+A5eYVlNrorOzsfmb1g89eP3Zg5uArjF5/sKMBw24Gy/oOFxFR8BMRkZLoylJJt3CUmgwNsDIrHGUNZBCBQJiFV6PVQ89FRO+9FzB3ZuaNv66G2li3o0blPlgiasy06AcJGiKVsk1tAaZA21nVgBPsTuP4/nq+ThvuDlYwZL/9Hv0RAaehPTGx87HZTw/h9MeIHLQ6DNYCKgRhEWbRrCxFE3mWjCL94QMBA8K8a5GNcBo649XOR7c+98ezZ053D/wCvSulN0wAddnkRq+8zsffv/jJhyP3Pg0bBdCqWLs3a2xv45I9wJFR7HxyPmd89GY7zyHKJsGlR7gHvSzubBqHehWRAi2QztvaKhewQAtmdTOQwhBp0KeGcQsb8fovpBrIcFpm80yZt1fYnu+uevIHl997tXvoZXSvebTp1h8sn/QdLiKi4CciIoOP3DmZt6vBpr5mlFwpA3rZNAcaMpDDOli7c2Ltlmsf7sWHb5z/YN+anfdjaKplZiToUUaZ9xuKRH80txFA3aqaKk4ESFiew7XPPj/41vCazRhbB7jDmVq3NSOAZZMfjIBVrY33GNj96F30rgQRJdCmVkXAPAwAy7ZENBn1FqpQbAacAzRDRa/ghgAN7eV217Prnvj+uTf+AUdeQe9S1HM5nECdMyKPWn3t1PH1W7Z17nwQbCWjGWgWvM1B6AzvhddYf/f4pu1X9r+R52eRvYzH6+X5Jd+X+xvvHAhEin4KbEeubrdLisFYpcEy2lTWfN5SS9DybDZ7AVM0fWdq0kuvoNwaq+77zuiGrZ/8/M/x8b6VVbZ6HlWPXhPa4yciouAnIiLlc3U4POdcz8x1gRjs6Wp6WnIwCcCD7kgRQBoZ2nIXUufCa78cW7mFG3YhtZqGjVio1gVg8KbBSLO8r87dLrwm3BAW2WLm+uG9vVSNbt2F1jC8v47y9oJGoN+QxIihsda6Hec+2ofzxyLPpsiMjNyt61xyB5tRchnWn2CxxLEHkYXR9J8kmnkPCZG8GsH2h5fvevD4S3/TPfgKOZ+8Z1FXqQXHPHKeWNPa/lh0loFR+srcfkAJj8oqS6mH1sQ9j8yNr52xIaQWwhFRpfatHMSbmRf9Xj/uqOe87kZkNGk6vtZrLOBed+cR3fDyCjFDGDxws3QWTQeeQOkxCwOqZg0qy7/rBYOtsWUP/2DTXXuuHdh35dND7LRQg0wa7i4iouAnIiJAqV0FQEZreC4Nwyr0+3H2hxkMmk06QC+FPKOt3zl2x+5r83nFA9/Gys2eHbm/MQxkIAhnf/rcoiNENQx2iGBkehd55srpU+31O2zTdsBo/UWAtzmYm4OGjoaqGtn+kAM3PjuaUlnR2gtLGBqDtexLSYZL37JSBGWT/SxQAVUgNbPvDB4+1142+tj3N9/34Im9r10/uJdREw4QaehGeyI2PWB3Pc3UAnOQzYQE+O09lQmRAtHLXay+o9r+5I2RNU2WvXm6arJZ83poElcZl0EHmVvDNdsl+EV8jRMD4LChaI2ACagHQxuIpTuwRH+nKAELJBhRBRi0YBkzUtPhy7cPP/qD9uadF3t1L43Chpeu3IqIyP8n0p/8yZ/oLoiI/NNHPwCOem7G2hNj6+9EZ5SM5kMzB3kNgIMWYYmIXLMaqqZWD69dX931UHQmaS3SAAdTWbNIwAlbPAKOZJ6fn63H1t2J0SmYISKuXu3Nzy/b+WBasSGsIpkDBt52CYyED2KtDQ23Ivc6k8NrtgTbpHl3tvZqZO02VEP9NjZs1h/ePCT1h+01NacYjJoYTMCoKybAojOclq+pHFXVbq3eMF+NpHDSRpavGN3xaJpcDzisWfkazZC727lsuoOGysBoDa/cPLxhY2vNRrRGjQkediv3lLQgUDIVkLt0zM1eH16/Na3YCKb+5frC5IylD+qMQLfXzRzduI1Dk/2n14HwxRssvzJlN6FvYbhGMxKyv18wcjZrAcaRUVu1trNm68jGXWlyNZgQILXaU0Tkn/qjRoS6LIuI/FMLRPkEXU8DVaTKUzJkemqqdWU3Wyrj7wwesMi0ZvBf5BzdlDrMBgaYgVag1MQikIAaIJHKIkKgtgiwigAS3MMCjPmghbUJANmDyVJ43E74c3ezHoKIViaJbHkeoFvHaQhU6CF7oENDpH6MaELFLQSwhW4pi8MxQUR0IyrCiBrM4RlMmclZVWXRY8BrMAVSBJJ5Ux2tbi/4RVl7yv4zFQira1qEtQMMh9nNDt/vsVIKcJllboXDSL9OA6KD1A6AwUAumyhv6YwD4UEGvBdMZNWfGVkbAtG6+VmVOnEZJphQ6oNl2ochDKwDEdFiZIQRAUSwzmz1J80r+ImIKPiJiMiirFSqfPGP612LP93HF/bfcZB5mqENvmglf3lYPxF9VUSIQYtM8jarXV99RQDC+vMkHEH0FxayCTpfGs3+9fPzouOUTIL+wAL0G5l8+UsNglb8ls7iq0PT4MvzN7uW6C9nZdlnB7vdbRqD04hBmfMWBjp88Xz6r5vBKy2w+CDNH/bSHEiZT0REwU9ERERERET+q9OWaxEREREREQU/ERERERERUfATERERERH5f9m7sydL7/Ow78/ze99zepkNMxjsGwkCIAhwJyVKVCRTkrV4ie2U7Crf2FW5SaVcyZ+Qm/wBuU+cKydVKW+VlO2KY0mWKJYlUqRIgiBAEgCxzBDbYBtgZnq6+5z3/T25OGcAUCIZk76x48/nAuyePqf7vC+76tS3fxvCDwAAAOEHAACA8AMAAED4AQAA8ENGtwCA/+T8xUNoM50TDgDCD4Cfoa8isiqOrrz1tX+1E+uqRV+e3v/wJ9vpW3PciYrcPCqjb+Kr92zr6ZUXjr7/zcjjKXf37//Y8tYPRturqIy551ib2Sa953T96Omvr9/4wTS00x/6+HDLg7XY6fMcw5C9MqNntMrsFS0iMiKq5pwP4tob/bUL89W3V4eHfZ7HcTGeOrc8f3ecuy32TlaNGUNtX31E9cwWGe8vxbzxSWVEVO8x9IOrT3xpOHhnmmL/vgfGOx+tcT9yrmw3HpwZc6yvHX7/8fVrF3K5e/ITv5r7ZyojY6jI3PZoVkareO/n5ea13/iXvj688I2jSxeqL04++JnFrXdmZPRheyu3PywzokfPqIjM2kzPmSMrqv352ToZEbW5khC/AAg/AH4WWXH19fW//l+XcdBqb3Xi9ml/3H3013tVvtcZmwG4bBkRx6vv/vH8e/9bi4Pav6Ut/n6cuyOWe5sO6xEV1SqiT3Hp2aM//MfDi49Nw+70S39j+K17s5attTmiZWb1zM0wXm4jrs/Zr1z/0r+8/NTXxquvLI6u9MN1n3tbLHP3dJ29te77yC3/xV/J03dH7mXbVF9Etnf7qN4NpYyozac9olob4rULB7//j3Zef6H6ztGnf+Xkb5zPsx/sWVNNY7XMVhFZPVZX5sd/f/6z321nbskPfSxOnKmIjMrKyB4RlbmJvsyI+lH3czquJ7+4+sYfVpzup8/XLXdktsh6Xx1un5rvr8a6EYM/+tuW5gNA+AHws6qKmGOeFjkOuZtR/fDy6sLTu498oc/DMGZUi6yKbDFHzDVHXn199eJzuy3m2qmp59SjemWPHpVDRAy95zxFrOO5J47fevH07nJ5PB9eeGrn8PXYG3LYy+qRQ5+z9YohazPs1o/jnZfe+eP/a37i3w3Xrre9/eHsnft3nYm2Mx8fHb15sb/yveHyi2+/evHk5/+r8eHPRWVlVmZmzlMfh7Ydn9wM8WVkZM+K6ENF5DS9+Vo7PNjb24upvXXh+3tvXBxuvicjFzlsxgVz27ZDjdF3qi1a1DL6GC0iKqoi555tjmhRlXPE5nozoreYI6LnmJUZudPbeo5p7DFExViRmT2iR7WsiuqV2XMYqkXEnNEzFhERrUf2qMgaIrKiIisrojfxB4DwA+A/pPwiekTPaNOcu4vc78fTy8/F4cF4cidijuwR28G13IxHvfPG9OrzrWqOcWzDkMto0WNulT1bbOYptoiDt46//61hvr5z/tb+9sHxm6/U01/PT/xGTYthXFZEG3IzgXGqtpineOvitT/6Z8eP/8Ei287dHznz87/dPvTx2NuNWMTq8MSzX7/05X/TX3pm58Lj7xwf33xyP+55eJ5jWOxM9SPH3XrkcOMCI44PVhefXvR5cebm+ei4vfP68fNP7H/oY9HOzHMfF+97ZLaqiph7tXdH3qbIaJGxyOiLmqMqcojtmsMeMUf0iJbbQbt1RMs2ZK6zXx/mHm2IzG2V1hBRm6e8O8u03fjhrTJaTVEtNoOhVTG3mCPanEMKPwB+PLt6AvATuq+iIlpW5JCLYf/M3Od655V47bno683Cvs3qsoyMqlhdj4vfi4Mri5tvrRxq7tFj0zsZ2TN63+TNvHr52YNLz1eM7cFPrc7enquj1x770zh4q7dWm1GvqMqYN88+uLz6xh8ePv6l3d72P/UbZ//2f98+9qtx5o7aOTXv7NeJ8/HIr9z2t/+75aO/MMfx+Pp3rv/pv4yrb4+Z0eeMGscferOr7BmRFblZPNgrpoPDi99ry93hg4/Ot911IqfVC0/GWy9FRhvaexvJ5GYUb1z0xVAZNUcdZ8wV1aJn9KyK2s79jNqOA0YMUYuoMSsi1jHOc5vmmqIy2lAZ87uP3ayDzKwYWmXWFDEN1VtVz6qMzRjf8N6lZESrGKPGVu8tXAQA4QfAT2GzLUpEzL0PbdFuvn1a7M9X3jx+8XtxdO3GtJHNviYtIuPa5SuPfXme5/zAg8erKaI2a+naje1ftqFY/fjl78/X354Xp+KTX6g7H6ge65eei9dfHoZWm51d+nq7WC6mePHpg8e+dC6ndtN9O7/0d+Lch+bF7mY4MKLm7PPyxHTq3jO/8jfnW+5ara6/9vST77x4ISIzqmVb9/fKbVOpeeNVZQwRU7zw5Hzp+dViPz7/2/NDnxwWi/nVF+Li92pa55CVm51r+ubF5zzElK1HxDqiZ82LWrX1lTa9nf0oahV1NebLMb3ZprfbfJBzRW/bzVciKubMOTMjhuotYzXElZzfitVbMV3JftBilRFZmxV983ZCZ1bmOuajPL46rN9u67di/Xaurg7zceubDWCEHwA/iameAPyk9IseEW3Imqrv7J09+9DZt7771ctPfe32hz8X++durC+L6pGR81svH7/+Up06F7fdV/nvIjOGFjVEH2KIFj1bq7lyOpyf+uYy5vXNd8aZe07c8/Dhd/5sfz648sJ3T9/36Yr9iMoWLXurHqurh49/aXHt9aMa4yO/VGdu77mqXEQMUTstWmSviNjZifP3x0Ofz9P3nDt993jyzKZJe/X27l85byyD69VbzhGt5syjq1e/+sXl+lrd+micvn+49frBuL93fPj2N//0pkd/pS8zYqyInjn0iN4yxxzGFlO0jByjt3r9wutf/CcHB5fv/NxfHnZ3p+cfO3j15X54uLt/qp29c/ehzwx3PdR3TlW0qEWLvUUN2fsw5jgd11N/enjh8eNLP8j11Ja74613LR74+OK+T8dwordhu6ywV1tfibdfPv7eN+dXnl0fXFnP6zYsFntnx3N3Le9/JO9/JIa9qhz8PRcA4QfAT6tntDZGtLFiavN8/q7hrvvr+e+uX/hu/eB7ef5DMYw1kho6GQAAIABJREFURY4RWTEdHn/3a6vjg1Of+OU6cXO1iOyRfTvQtlmeFpHTwfSdr+alC+vj+aaPfzZ2Tu186OPrux44uvC1gye/cvrBz7a7P7pe1zgOVZlR/ZXnphe/nauDw9P3nn/ks30xVm4WzrXoQ2ZUZtacOc6Lk+d+7e9FjlFjjDH3uQ1jVQzvO+JvMyw2R2ZW9Mqaph88cfzct4Zepx/9pRhv2bv7E/Hwzx9940uLSxevP/kn+5/9tYr9iqFHDpt5q1VZ89x6DHO0qLlyfbR47pvnj95YLqe3Xn11/c7reeLszmK3v/Rcm7761td/78Rnf3nvc7+V5x6IXMaUUcvquZwO+p/9P2++9GL1abHcHVvr196sZ/70nT/7/ZO/+V/vfuY3q3bmbNlXw+EbR3/wT659+9/F6lq25XL35M7Y1scH64ODucf1b9x08jf/zs6nfqsPp/zGAiD8APgPKsDI9TwMw70PtbO37R98/+jZJ/c+8esxnMwhKuasdazeOX7xmVrsL+5+YI5hnucbsZXRNtuTDNmnWL3z8p/823Pzen3u7uH2D1TbyVPnhrs/PF34Rnvn1Xjh8bzl7rZ7JmszPTKPrrx9eP3KYmzzqdNx660RY2wO6cserd2YQdkj+txz2D0TUVVZ8xRDixyGrJor2vv3PWkteo/ImLOOrj399ROtDndvHu68Pypj59Tegx8/+P7jy+tXpgvfiY99Lnf2NiNvkZsJn3NG75uJojFFG6L1iPViPpqe/868PH/br/xOPvLzsbs7P/vEq//2n5+89vq1P/39iNz/jVvXi9NDTNHbYljsTNcvP/+d9Qc+fPcv/nbc8VDMFd/92pU/+ecnrl+5/sSXdz/w6HDzfcPQoo5W3/yjK9/8g8XqnbjnkXO//vfi7G3RV7G6evzM4wff+KPdyy+vvv4nO/f8Qjt3Mha2dwHgRzMnBIAfKyui94jeW1bMMfdY7I933DOOefT6D+L46ma/kanmiNX03JPzm6/snrt197a7M1prw41VZ9UzKquqRYt66dn5lWfXcz/xwCfy7H09F9WWOx94tIb9naOrh09/tb/z6pBt3hwT2NfT4VH1eRgWp246F4udzBgqhoiMmja7v1RmDFkxDFkRc8UUc47D0BZR1SqGtj0Sr/Ldo/yybU4dfPvV9sr3q0/D+Xvi5NkaozLjvoeG87dP6+vtpefj5ZdinjKrbZ7Zqg99blWZ0Vv0lnOPqnHR5sXw9jSd+/xfyZ//G3HHw3H+weETX7jr7/6D4bYPLo8OD7/zWBxdG6K1qqrqWcd9vXfTHXf/tb8XH/7lOP2BOPfB+Myvn/7cb1yvYXr9pbj8alTv66neeP2Np57o83Tt9O03/aW/FR/4eJ29L84/GHd9cuezf/XML/zVedzPy6/Nb7wYbfYbC4DwA+CnD78b/dczY3uEwFD3PjQPO+3aW/21H0RWVVRmzNffeepbbTreveWuPHtrRu99fveNpmKzd2VEX1175vFbxrnvnBg/8EicujVi6MNOu/Wum+740CLz7YtPzW+/HJvtODOipj4dtd6zx+7uyYpWETnN2aeIfHdIMWqYp96isiK2M0RjmntW9rliu4lnVEa/Me00ekVNRxeemt94ZV25c9eDsXc6snpVnD6/c/cHc2dn9eqFuPRi1Ly9FVWRNWf0zdzRyqghaoxhmOb1VG1xx/3jJ38lbrqjYqfmFjs3x52Pjp/8lbkt6/Jr8fKLrVrUUK3WNV2PXD74qbjlI5Fnoi2jLevEmbj/k4tb756uXo7DK5HVlmMulufue/jUJ3917zP/ZXvgs7Xc6+NYOUYtY+em4ROfm8fdeTo4uHrpvfsBAMIPgJ86/nJz+vlQFbHYP3HLR/rp2+rg8vzmD6JHVC5qjLdfO3rxe+tx58SHPhYnbqqMzWHkURW9D716ZPTjeOPi9Npz0a+P5+5Y3Ht/DdnmeYiK3eXep37peDy9X/P6ia/GdDRGj+rRhjkOl9mHiFXv2ymjQ0TWHNned4ZgDBF9FRW5ib+WwxiRldkqokePmjdnIkREVGRr8c5r08Wn5oPDw1ju3P1A1VBV2ar6sPvAJ66PJ5Zx/M7jX4pLF6Kiz3NURVWrbL31zUkKraJFVO/Zcj3s3/Zg7J+tiGgtW6tosTy5c99D0+7+cpgOLz0ftYpWlb1VtMXp/oGPxLAXw/YysoZYnJzGZQ5z9HVUVVWdvW33V//2/t/8B7f82u9E7sV8HPNBHF+O155dP/fV46/962VdH3J1atyJ2baeAPxY1vgB8O8Rf9kjMocx5j7cetf+bfccXn7x+OIzi49dzsXNEeuji8+1a+8sbzqfdz8QuZe17JVz5jzMw9CjajlH1BTPPVWXXjqu9f49t8b+mOsrEUNki1jHh+4/cfaW6bWDo2ef23/lxXbXh/qwzGlY7J4ZxhPzdHS0mpfRW/YYsmoZscnAXllZQ02Zw6Iq1tGmmpbZ54whMjNq+2fOytqOYfaMFtHfeGW++PTOOOzeej7vPRn1Zh4P0dYRy7zppptvvm11dP3gwtMnXr043vbguFjMfRiyVfQhpqq+3SimZ6xqWWPGuDh7PsaMmDIzoldkZssTp0+cvzleeTOvvR6x2ix2bNmqjbVYRLTIiPeSLVu1oWfUZifRrGFRNbec4uhKff/JePX51eVXD99+qx9dGVbXD15/9fxeW/VT8zyPzQI/AIQfAD+L7UF8EdF6xOZAvHG596GHrz3/7dWrF2P1TizOxHQwvXpxWK/bbffGLXdXLCKGqqxo20PwIqNXrK6unn1scfDmMI7T9759+Mr/dH2OuS2jtaz1fl/1yy/v1Ho6eO3qk18+dcddkTuRbbHYnzKijlYHb7Tpegwn5hh7xBiVPWtziGCPYTFUTTld2bn85s4wxv6Jvn+6YoxsLSKiRUXEdpFfRsbq2tFLT60uPXsm+/U3L135P/7hqp1az+Mij1fDuLs+WL710ph1Yn3l+PnHh4/+Yi5OVWS0ISuj2ua/2xPUY4qoda/c3Y+ema0y5+gR1aIihxp3q7eWi6gWNw40zNxMnf3hu11Tq8pqkVmZ09THNufR6+vH/vjt7351/dbLy6Orbe5TjPPuMC9Pnbn3obr84hDLOaYxJr+vAAg/AH767MvIbfpVq5Y9YrGMGPKjn9v5ztcPLzwTz30rHj4Trz5z/dlvZw4nHv107J6ObJlzRg7VWm+R2VtmzKsXv3dw4Rsna300n3z7MNrxqxFz5pgx9L46rnEn92qYl/3Kpcd//+THPtvu/GS03Dl/69Hps+3wtbz64vHLz+zcdy7bMNSUWRGL7TrEVlOvoQ7iu1988ff+xclhZ3jkF07/8m/X7rnMzTafQ9/syhkRFTlNsXrt4Kkv77XjVe0f1v705jttvtxqXGevVsctVrXYGWJ39/DqxW+euPpq7JweN6dI1DjnomIRfYjIanMu+ip75RBzi7nF0CKicmxR0aeY1suhHee47otlLCJ+/Eq8jGhzz943Q5PZWma+9eL1P/qnh4/9wf5Q8813Lj7xl4ab72y7p4b9/Th5Npdx9R/+DzWvl5nvnhEPAMIPgJ/SJpU2Ryu0ISIjhzhx887t965feGr99OOL+z8eb/3g+K3XT9x0brzzg5vhtIo5s2f1VhGRlZHRp2eeXBxdPR72Tn/6C6c//2sRyxja5qzA6EdRy7h6+fBL/2L+/lfOHry5fv47y9s/2ntv5+8a7npo/dYru+vD1aUXdu76ZFtuBhJbZPbc7NsSNU+tXz96+ptnrv7g+HAaH/xkLBbZWvTYLvvL7eHtURXTYbzy1PrV53fH5c6DP3fHb/5OtCGWLa4dxmI/5nVki2l9+LV/e+Ur/3K4+tb157+3f+6BqIreKvLG6RCbCZoVm+mkw6J6z2wRkdXHjIoW1eL4eH3t7WrV9nZiWsX76qyq/vy9zkXlEDlHriP6kP345Wdf+/oXb12sjk/defZv/bdx20dreSL6ds/TeP17q9Uqc4o5owa/rQAIPwB+ZhVVUT3mHtGqDZl7u/d++Oqf/O7l73/71ktPT09+rU3rs49+pk6ezxyy5jl6tKyco40x1TBUrY7yuSeWOb5z6vZTv/hX4qYPxLBzIywjch01xunry4devXrxqdN1ePXZx5c/91vz8qaovdMf+0tvPPd0vn0xv/3VeOQLtVjObTlE6xVzxZDZex+yTxefvfzUk3ur64tb7t6//9HIk3MMGZExVY8hW81TtIqo6O9c+cofnZjmK6s8/9DPxZkHY9yJrDgR0bOqYszsx8MDl5ff/bPx6pvThWfiI5dj92S0ecy51fEcq6gelTlnTLmoYa7D669fPBGrKRZDTnOMUdEq5+tvv33ppd2ddvL8+RhyO112c8BE/sUxup2sMaNHi6yKWk+XLp6L6XBn7+znfjtu/kAflxUxbJYFHl+NV74/Hh/n7qI1u7UB8JN4nwDgJ9geqlBVvfftar/KikXcct+wfzrevFRP/HF/6ZnF3n5+9OdrcTpi3Ox3OUfr0eb1EG03es+rr1+/8tK19bS4+/64+c4YTkZb1rCstoy2jFzWsIid/eG+hxY337Var9avXYi3X1207BFx30O7H3xkbovp+W/GM1/Ja5fHmLJWGcetVYsYYzW8feHwK//3uaMrMZ44+eHPDvc9PLdlVFSvHr2yR6+sMWLRq8WVN649/0Jbx+m77t+55/5Y7kUsIpY17MSi5bgTbYhxXN5+3/7ZW1uPaz94KlaXKtaxbLU+jr7qNUdkxFBtjJZDzsvp6vriY/HWxTGiskW0cZ7j2qvX/+z3btrJo+VNw10fjtrZ3sK+2bLzz/f15uSLHnNsTs7olUfXc30t5sM+r2OxjDZOqz4f9+gRr198+8u/V/142ZZHx+9EWuMHgPAD4Gduv4yWrY2bOZmZUX2OOHV+efs9+2McPv2t6erVvdvvjVO3ZC42BzxkZrbIGHtmtBaxPnj2W8N0uO7LU/c9HONuRUXOlVNEj4qoMapFjnH+znbH/YeV+c6leunZmI9bW/a2t//pL0x3P1zj8OYf/tOjP/rH0/f+JK6+2ObL4/RaHlxcf/sPL/+f/3M++9jB9ePFhz4zfva3+t6ZOSOrWovNae2bC4mKjDp86rHd61cqd/fv/3icviVys5YxKjYvfxO3rW46v3Pvg31vb7j60uqJP87VQRyvso2Ry2rDjViraLGOaWechzdfOf7Kv4kXH2sHr4/H78RLTx797j+aLnzr+no69cCnYu+WGBaRbXtT80cN+MUUOfXMiFaZlYvFbfeud07uzPO1J75czz/ejt7YicvD8Sv9u1+8+of/9OiFb8diPo4ahvH9e4MCwJ9jqicAP775aht+29PyNn8trBp6xmK/337P8uJjce3KqhaL+x6IE+eyWtTmGdliPbSebYp+HLWeX/pOro93br5/vP3+yJ0Yo2LKqIxFVETLrKhsudzb+9DDV5/44onV1evf+eaJRz4fu2f74uRw30dv+et///V/cbS49Oz0jd996/Evt9vvW5w6M+e6H1zvF5/dv/52b7V48FMnPvfX4vYP9xiG7K16xNDnyKHVENEjI3J1tPr+4yeG6frO2eHej9XydEaPzIixRVQMPSOqZbTI/fzwZ/ozj+299tS1b3353IO/FLsnc1hUG3vbtOJmEWM7jtyJcTks3/rKHyyefmJx+z3rHPulF5aXL6zqqN/58JnP/mrsnK78c9M7/8KunjlvbkREq4yWY7vrwX7PRw6f/caZN158/Z/9L+2eB2ORx9euTpdeGI+u33nPB46O3r52OJ3aTMcFAOEHwM+mKq7XsO4Z03wiI6JHGyKWJ+594NLX93dW82r/7M13P7Buu4u+OYkg5rkO1nNfrE61KebDfumVgx88W33nlkc+Hefu6X3sMVfbGWpzQGDMGUNtjmUY4r4HDk7fEZeno0s/2H/5QrvvVG+t50679eGzv/3fHH71Xx0/+/iJ+eDohcfmPkabx8rFYjdvuas9+OjJX/jrcfaDvS/HIXqtKiP7MOY4V00ZLfuQ83z5letvXZpiHXffF3c9EG2MWPdcRlSrHjlkVERvMfYY4u6P590Pr1/5/tVXL5148fmdj37y+jwf9jZXno0p+xQVsa5h2D/I43MffPTcajp6+dmjp17qi2o94uTZ3Qc+evLnfiPufGTKjJjH6sfVrseiYrHcHgX4vgTs7bB2jmonpt76KnInbrnvzBd+5yCWx2+9GNfe7E+/MceY486JM7t7n/58fvjn+5f+4Pjpr7714oXznzqKxWm/rgAIPwB+OnPVkNlzt3/itw6n45P3fDj69VqcioqIYbjr4eHn/+rV1y6P524ZbnugIiv7ZkvPOHN7/+jfXO8sjk7eu9d2Do9XqzseXt7+aD3w+Th5c7YY5zliqIwaom8PNY/oFTXEzi03/fLffeeFJyrj6sH10+vVuLuzjqEWJ8Z7Hz112x3xyoXjHzzTLr92eP14qlrsnlrceuf+Bx+MW++MxZnIZYuMiJaLiIiWmdF6ZOY092Ecj3Ln6l0fb7c/fNvHfyFOn81oETublXeRlTFlVeUwR0aLiOXy47/6zioj8iAXOzXWBz66XuV46qY+3DQMGb3HEGNf95rmm+/d+dQvDxefPHjpldVqdfrcrafvvK898slYnOqxM0TL6BFtuutjV6/W7v5+nrylttuOxvY27J1e3feZ+eYH1idvX+QQEbHYXzz0uZvO33X0zBMHr1yYDw+Gtjh1xz0nP/xw3Hx7tEX71Op4WEwnzp09Ohz2/c4C8KNlmRkCwI9RFZkV82FMBxEVuYxxr7flXDlGZF2P1UHUGNFiZ7fnWDH06BXzok+5XkfrMe71Hi2nmK5FtVjcNOeiV42tZwwR0XN7onn2PmRF9eg9qkesoqZoy4pFtLFyrIgWlbWO6jEdRWy2V9ms32sxjL0NEUOLFnXjwIUbeu+ZWVWZGX3K6WpkRltE7lQMMbTazGvNnjVXVOXQY4iKoa9yPo5YR1TEUIvdnFZRPXr0xckYMmvOl7/39v/+P/Yrb538xb+1/K2/vz3doTJ6xDDWuJxzzIhWlVW9r1r16OuIimHs44ke2WpzwPwq+ir6HH2OYYy2U7k7VVSLRa2yH8bcY3MYYQ593N1c0jAdRUwRPcb9yF2/tAD8SEb8APjJsrdFjCeyjRFDxBAVY2zmZ+7l7m72yoyqzM2BdtUiW7SxFstqUTHEUD0WsRwzMmscKjKy39gdpcU2lLK1XnNEtaFFZcWJntsNUDKiz6uWQ2arWmRmLXcjovr2FL3I6tttVnLbq/UXFtBFtNbmec4YYnlTj2wZEVm9Mt49231z9vq8+Sgjsi2jDVVzZasY1pXjuDtEj5grh4oaKqO3rLFVZlQMO3Pba5uBz4jI3ByrnhG52Vim7Vb2rGVlVbTcFO32keM8LIZW2adoOVdmbsdBeyyGHPqYkdF6r4rKMSJ6n9u43/tcw8KbOgDCD4CfqfkypmnVW+Swtxn8yx5DbgKvKrNHRvTW56G1iKzex9YiYp6ztSEzco5sOUdV7mTVkBUxt2q9VwzbjTE3gdart2yROdfcK3pm5DBst5/uw9Aiqvqcw7g9CS8j27txl8MmH/vmS/kXLiQjovc+DENVzBXZonpkRtt2Z9T2fPe2ib/twfURc0W0xSbrFm2TlC1jjpqjMntEzWPvc2XEENVaxNx7RB+GITPy3ffazKhNyLYptiOe7/6UiKho05w5RMuh+noYhs2XWsVcWTFEbk55iKwaNifRt+g15+Yl1yaCAUD4AfBTqT60zGybWZWZ1badVFHzGGNV9IzMVtWrzzkMvXqLNmRURfbWYx05VO8Zrap66xVza5WREX27A+hm0C6yajPwNbShxdyHqqi6MRgYEVVRWVPb5k3V5nSGyIisyojItu2flj+yY3NzfN4QLec5cvMtK7annw8Vm2t799kVEa21yKyKmHtr2TcDdVVDGyMzaopcTcM8Z0w5LKKy5qFttkPt1SvzRt/lZrVhRa9h07hVGbXd4SUjoi2HzWXFZmpqRo+qzNzkdFTEXJutQauierShZWRUaxW13X8VAIQfAD+VjMwcog03huXe3Ycys21SYzM2FjlkW0wRLWMzgLY5NK+1RUUMrW1Oa5ij9e1qvRtdtf05mwMdIiI2g2pji4wpMiOHiohs2yqMOaJHDJsRsHf7bPM9+/aV/Yjke9/HEbHevr6IqNyOxW2XDEZl9HzvoRHRNtc1VsR84xi+oTbHXLSaKl7ePXN8ve7cObNXY2w2Zcntri3vn3Na0TNrO/ZXdWO8rzazU7f3JLNnZBu3j98+sfrmLMLMypw3U2Q3I4KbF1miD4Cf+JZucxcAfpy+GfLaTIKsHlmVvbZ9lJvmmzIyolVUxJyREUNFj+gZY1RWvv9c8f6+Oql8rxDzvQ6LGxnTI+aIFpvTzOPdgqrYftvcLs67UZDbc9dvFOuPv6zabAxz40m57a3NVNGKyOHdLWe2UbpZvhi9omf0jIwaI7KyKtatjuPKKzFXLM7F/vl5+KFDGtr20urdH5031g9GbPpvk4Kb4KuKbR3G9pJrM9hX7+Vi2067ffeOZd+MlsaPaF4AEH4A/H+EX9Qmeyo2x59XxrwdroshKqPmaNspkhG9bUbeaoqs6EPUUEP8yPeZjPl9adb+3FYsFT2jotp25V17f7RFbE//+3HvbPHvN/p1Y0ngu/3XN1MrI4ZN7da7l3+jVOeIFlOLiBqjIrL3jB6tei0iYq4YW/3wKN+mcN+NzB49Njlbm/DbvoYhbmxTmvXuAsPpRjq2qB6VMWVExBibkyFqG7uRPWKKGEzkAeDH8Q4BwE+S7/1PezfS3k2airnFppQiIlpt54IOkduP8n0JmVnV3v23Vu//AfHeZ++Ndm33wvxzL2g7Cllz5fbbbDY9icrI7WzU9pPj70aHtXzvp21rLaNVj6qM4f07r8SNAK0Y+o0Bt82VtYg5c7OKMeZVjpnVtvcke8V2TO/91z1HH3I7bvneC71xr7M2d257lnyLyJ5DqznaHNm2SxI3vdcisqJVtB/+vwYAfvj904gfAD8xkCqy30iu9v5E6zn3qCGGjIzaTN3sN9LlxmzFd5f8bXZ7uZFPOd/onPfibntI3ftyq7Zfyx9644roFW3zsjZf3K636+9O2/z32d6y3jd6uPk8b3zQMzJreO9i23Tj0S1iyuhRy4iYMoeeOUcNMeXUomW0yGq1TbDNPenRI7LVsPnXntFjzqghImqs7QX3jKoYelRucrpaz2GztK9tRhejItp25m1OtS3dcXsV+V6BA4DwAwAA+M+LWSEAAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAPjPzegW/Cfhi1/8opsAAMB/nL7whS+4Cf+Ry6pyFwAAAP5/zFRPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4uQUAAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAACwB4/iAAAX9UlEQVQQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAISfWwAAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAwP/bfh0bAQjDQBCUMAW4/yopACxCOybxMLObffrZAcIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAA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INDEPENDENT AUDITOR’S REPORT

10

INDEPENDENT AUDITOR’S REPORT TO THE MEMBERS OF MAC ALPHA LIMITED

Opinion

We have audited the consolidated financial statements of MAC Alpha Limited (the “Company” and, together

with its subsidiary, MAC Alpha  (BVI) Limited, the “Group”), which comprise the consolidated statement of

financial position as at 30 June 2025, and the consolidated statement of comprehensive income, consolidated

statement of changes in equity and consolidated statement of cash flows for the year then ended, and notes to

the consolidated financial statements, including a summary of significant accounting policies.

In our opinion, the accompanying consolidated financial statements:

•  give a true and fair view of the consolidated financial position of the Group as at 30 June 2025, and of its

consolidated financial performance and its consolidated cash flows for the year then ended in accordance

with International Financial Reporting Standards as adopted by the European Union (IFRSs); and

•  have been prepared in accordance with the requirements of the BVI Business Company Act 2004, as

amended.

Basis for Opinion

We conducted our audit in accordance with International Standards on Auditing (UK) (ISAs) and applicable law.

Our responsibilities under those standards are further described in the Auditor’s Responsibilities for the Audit of

the Consolidated Financial Statements section of our report. We are independent of the Group in accordance

with the ethical requirements that are relevant to our audit of the consolidated financial statements in Jersey,

including the FRC’s Ethical Standard, and we have fulfilled our other ethical responsibilities in accordance with

these requirements. We believe that the audit evidence we have obtained is sufficient and appropriate to

provide a basis for our opinion.

Key Audit Matters

Key audit matters are those matters that, in our professional judgement, were of most significance in our audit

of the consolidated financial statements of the current period and include the most significant assessed risks of

material misstatement (whether or not due to fraud) identified by us, including 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. We have determined that there are no key audit matters to be communicated in our report.

Our Application of Materiality

Materiality for the consolidated financial statements as a whole was set at £17,200 (PY: £9,700), determined

with reference to a benchmark of net assets, of which it represents 4.5% (PY: 4.5%).

In line with our audit methodology, our procedures on individual account balances and disclosures were

performed to a lower threshold, performance materiality, so as to reduce to an acceptable level the risk that

individually immaterial misstatements in individual account balances add up to a material amount across the

consolidated financial statements as a whole.

Performance materiality was set at 85% (PY: 70%) of materiality for the consolidated financial statements as a

whole, which equates to £14,600 (PY: £6,700). We applied this percentage in our determination of performance

materiality because we did not identify any factors indicating an elevated level of risk.

We reported to the Board of Directors any uncorrected omissions or misstatements exceeding £860 (PY: £485),

in addition to those that warranted reporting on qualitative grounds.

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INDEPENDENT AUDITOR’S REPORT

11

The work on all the components was performed by the Group audit team.

Conclusions relating to Going Concern

In auditing the consolidated financial statements, we have concluded that the Directors’ use of the going concern

basis of accounting in the preparation of the consolidated financial statements is appropriate.

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 of at least twelve months from when the consolidated financial

statements are authorised for issue.

Our responsibilities and the responsibilities of the Directors with respect to going concern are described in the

relevant sections of this report.

Other Information

The other information comprises the information included in the annual report other than the consolidated

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 consolidated financial statements does not cover the

other information and, except to the extent otherwise explicitly stated in our 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 consolidated 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 consolidated financial statements themselves. If, based on the work

performed, we conclude that there is a material misstatement of this other information, we are required to

report that fact.

We have nothing to report in this regard.

Responsibilities of the Directors

As explained more fully in the Directors’ responsibilities statement set out on page 8 and 9, the Directors are

responsible for the preparation of consolidated financial statements that give a true and fair view in accordance

with IFRSs, and for such internal control as the Directors determine is necessary to enable the preparation of

consolidated financial statements that are free from material misstatement, whether due to fraud or error.

In preparing the consolidated 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 management either intends to liquidate the Company or to

cease operations, or has no realistic alternative but to do so.

The Directors are responsible for overseeing the Group’s financial reporting process.

Auditor’s Responsibilities for the Audit of the Consolidated Financial Statements

Our objectives are to obtain reasonable assurance about whether the consolidated financial statements as a

whole are free from material misstatement, whether due to fraud or error, and to issue an auditor’s report that

includes our opinion. Reasonable assurance is a high level of assurance but is not a guarantee that an audit

conducted in accordance with ISAs will always detect a material misstatement when it exists.

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INDEPENDENT AUDITOR’S REPORT

12

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

consolidated financial statements.

The extent to which our procedures are capable of detecting irregularities, including fraud, is detailed below:

•  Enquiry of management to identify any instances of non-compliance with laws and regulations, including

actual, suspected or alleged fraud;

•  Reading minutes of meetings of the Board of Directors;

•  Review of legal invoices;

•  Review of management’s significant estimates and judgements for evidence of bias;

•  Review for undisclosed related party transactions;

•  Using analytical procedures to identify any unusual or unexpected relationships; and

•  Undertaking journal testing, including an analysis of manual journal entries to assess whether there were

large and/or unusual entries pointing to irregularities, including fraud.

The Company is required to include these financial statements in an annual financial report prepared using the

single electronic reporting format specified in the TD ESEF Regulation. The auditor’s report provides no assurance

over whether the annual financial report has been prepared in accordance with that format.

A further description of the auditor’s responsibilities for the audit of the financial statements is located at the

Financial Reporting Council’s website at www.frc.org.uk/auditorsresponsibilities.

This description forms part of our auditor’s report.

Other Matters which we are Required to Address

We were appointed by MAC Alpha  Limited to audit the consolidated financial statements. Our total

uninterrupted period of engagement is 4 years.

The non-audit services prohibited by the FRC’s Ethical Standard were not provided to the Group and we remain

independent of the Group in conducting our audit. Our audit opinion is consistent with the additional report to

the audit committee in accordance with ISAs.

Use of this Report

This report is made solely to the Members of the Company, as a body, in accordance with our letter of

engagement dated 5 June 2025. Our audit work has been undertaken so that we might state to the 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 its

Members, as a body, for our audit work, for this report, or for the opinions we have formed.

Sandy Cameron

For and on behalf of Baker Tilly Channel Islands Limited

Chartered Accountants

St Helier, Jersey

Date: 19 August 2025

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CONSOLIDATED STATEMENT OF COMPREHENSIVE INCOME

13

The Group’s activities derive from continuing operations.

The notes on pages 17 to 28

form an integral part of these Financial Statements.

Year ended

30 June

2025

Year ended

30 June

2024

Note

£’s

£’s

Administrative expenses

6

(342,074)

(306,135)

Total operating loss

(342,074)

(306,135)

Finance income

7,531

20,607

Loss before income taxes

(334,543)

(285,528)

Income tax

-

-

Loss for the year

(334,543)

(285,528)

Total other comprehensive income

-

-

Total comprehensive loss for the year

(334,543)

(285,528)

Loss per ordinary share

£’s

£’s

Basic and diluted

7

(0.2251)

(0.2196)

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CONSOLIDATED STATEMENT OF FINANCIAL POSITION

14

The notes on pages 17 to 28 form an integral part of these Financial Statements.

The Financial Statements were issued and approved by the Board of Directors on 19 August 2025 and were

signed on its behalf by:

James Corsellis

Chairman

Antoinette Vanderpuije

Non-Executive Director

As at

30 June 2025

As at

30 June 2024

Assets

Note

£’s

£’s

Current assets

Other receivables

9

5,500

5,325

Cash and cash equivalents

10

464,322

270,534

Total current assets

469,822

275,859

Total assets

469,822

275,859

Equity and liabilities

Equity

Ordinary shares

12

319,000

319,000

A shares

12

938,000

498,000

Sponsor share

12

1

1

Warrant reserve

12, 13

105,000

105,000

Warrant reserve A shares

12, 13

162,000

102,000

Share-based payment reserve

13, 15

67,516

67,516

Accumulated losses

13

(1,209,577)

(875,034)

Total equity

381,940

216,483

Current liabilities

Trade and other payables

11

87,882

59,376

Total liabilities

87,882

59,376

Total equity and liabilities

469,822

275,859

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CONSOLIDATED STATEMENT OF CHANGES IN EQUITY

15

The notes on pages 17 to 28

form an integral part of these Financial Statements.

Ordinary

shares

A shares

Sponsor

share

Warrant

reserve

Warrant

reserve A

shares

Share-based

payment

reserve

Accumulated

losses

Total

equity

£’s

£’s

£’s

£’s

£’s

£’s

£’s

£’s

Balance at 1 July 2023

319,000

498,000

1

105,000

102,000

67,516

(589,506)

502,011

Total comprehensive loss for the

year

-

-

-

-

-

-

(285,528)

(285,528)

Balance at 30 June 2024

319,000

498,000

1

105,000

102,000

67,516

(875,034)

216,483

Ordinary

shares

A shares

Sponsor

share

Warrant

reserve

Warrant

reserve A

shares

Share-based

payment

reserve

Accumulated

losses

Total

equity

£’s

£’s

£’s

£’s

£’s

£’s

£’s

£’s

Balance at 1 July 2024

319,000

498,000

1

105,000

102,000

67,516

(875,034)

216,483

Issuance of 500,000 A shares and

matching warrants

-

440,000

-

-

60,000

-

-

500,000

Total comprehensive loss for the

year

-

-

-

-

-

-

(334,543)

(334,543)

Balance at 30 June 2025

319,000

938,000

1

105,000

162,000

67,516

(1,209,577)

381,940

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CONSOLIDATED STATEMENT OF CASH FLOWS

16

Year ended

30 June

Year ended

30 June

2025

2024

Note

£’s

£’s

Operating activities

Loss for the year

(334,543)

(285,528)

Adjustments to reconcile total operating loss to net cash flows:

Finance income

(7,531)

(20,607)

Working capital adjustments:

(Increase)/ decrease in other receivables

(175)

1,296

Increase in trade and other payables

28,506

320

Net cash flows used in operating activities

(313,743)

(304,519)

Investing activities

Interest received

7,531

20,607

Net cash flows received from investing activities

7,531

20,607

Financing activities

Proceeds from issue of A shares and matching A warrants

12

500,000

-

Net cash flows received from financing activities

500,000

-

Net increase/ (decrease) in cash and cash equivalents

193,788

(283,912)

Cash and cash equivalents at the beginning of the year

270,534

554,446

Cash and cash equivalents at the end of the year

10

464,322

270,534

The notes on pages 17 to 28

form an integral part of these Financial Statements.

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)

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

17

1.  GENERAL INFORMATION

MAC Alpha Limited was incorporated on 11 October 2021 in the British Virgin Islands ("BVI") as a BVI business

company (registered number 2078235) under the BVI Business Company Act, 2004. The Company was listed on

the Main Market of the London Stock Exchange on 24 December 2021  and has its registered address at

Commerce House, Wickhams Cay 1, P.O. Box 3140, Road Town, Tortola, VG1110, British Virgin Islands.

The Company has been formed for the purpose of effecting a merger, share exchange, asset acquisition, share

or debt purchase, reorganisation or similar business combination with one or more businesses.

The Company

has one subsidiary, MAC Alpha (BVI) Limited (together with the Company, the "Group").

2.  MATERIAL ACCOUNTING POLICIES

(a)  Basis of preparation

The Financial Statements for the year ended 30 June 2025 have been prepared in accordance with International

Financial Reporting Standards and IFRS Interpretations Committee interpretations as adopted by the European

Union (collectively,  “EU adopted IFRS” or  “IFRS”)

and  are presented in British pounds sterling, which is the

presentational currency of the Group and the functional currency and presentational currency of the Company.

The Financial Statements have been prepared under the historical cost basis.

The principal accounting policies adopted in the preparation of the Financial Statements are set out below. The

policies have been consistently applied throughout the year presented.

(b)   Going concern

The Financial Statements are prepared on a going concern basis, which assumes the Group will continue to be

able to meet its liabilities as they fall due for the foreseeable future. The Group had cash resources of £464,322

(2024: £270,534) at 30 June 2025 and net assets of £381,940 (2024: £216,483). The Directors have considered

the financial position of the Group and reviewed forecasts and budgets for a period of at least 12 months

following the approval of the Financial Statements.

On 16 December 2021, the Company entered into a FPA with MVI II LP of up to £20 million, which may be drawn

for general working capital purposes and to fund due diligence costs. Any drawdown is subject to the prior

approval of MVI II LP, who has assigned discretionary authority for portfolio and risk management to MIM LLP

under the terms of a management agreement, and the satisfaction of conditions precedent. On 5 March 2023,

the Company drew down £600,000 under the FPA and accordingly issued 600,000 A shares and 600,000

matching A Warrants as set out in the FPA. On 14 February 2025, the Company drew down a further £500,000

under the FPA and accordingly issued 500,000 A Shares and 500,000 matching A Warrants as set out in the FPA.

As at the date of these accounts, MIM LLP as manager of the Marwyn Funds has provided a Letter of Support

which states that its current intention is to provide the financial resources needed to support the Group in

continuing to pursue its stated strategy. It is expected that any necessary financing will be provided via the FPA.

The Directors have reviewed the working capital model for the Group in detail and considered the Letter of

Support and are therefore satisfied that the Company will have sufficient cash to meet its ongoing operating

costs.

Based on this review the Directors are satisfied that at the date of approval of the Financial Statements, the

Company and the Group have sufficient resources to continue to pursue its stated strategy.

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)

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

18

2.  ACCOUNTING POLICIES (CONTINUED)

(c)   New standards and amendments to International Financial Reporting Standards

Standards, amendments and interpretations issued but not yet effective:

The following standards are issued but not yet effective. The Group intends to adopt these standards, if

applicable, when they become effective. It is not currently expected that these standards will have a material

impact on the Group.

Standard

Effective date

Amendments IFRS 9 and IFRS 7 regarding the classification and measurement of financial

instruments. \*

1 January 2026

IFRS 18 – Presentation and Disclosure of financial Statements\*; and

1 January 2027

IFRS 19

– Subsidiaries without Public Accountability: Disclosures.  1 January 2027

\* Subject to EU endorsement

(d)  Basis of consolidation

Subsidiaries are entities controlled by the Company. Control exists when the Company 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. The financial information of subsidiaries is fully consolidated in these  Financial

Statements from the date that control commences until the date that control ceases.

Intragroup balances, and any gains and losses or income and expenses arising from intragroup transactions, are

eliminated in preparing these Financial Statements.

(e)  Financial instruments

A financial instrument is any contract that gives rise to a financial asset of one entity and a financial liability or

equity instrument of another entity. The Group initially recognises financial assets and financial liabilities at fair

value and are subsequently remeasured at amortised cost using the effective interest rate.

(f)  Cash and cash equivalents

Cash and cash equivalents comprise cash balances and demand deposits at banks. All deposits are readily

convertible to known amounts of cash and which are subject to an insignificant risk of change with a short

maturity of less than 2 months.

(g)  Stated capital

Ordinary shares, A shares and sponsor shares are classified as equity

. Incremental costs directly attributable to

the issue of new shares are recognised in equity as a deduction from the proceeds.

(h)  Corporation tax

There is no corporate, income or other tax of the BVI imposed by withholding or otherwise on BVI companies.

The Company will therefore not have any tax liabilities or deferred tax in the BVI. The Company is exempt from

all provisions of the Income Tax Act of the British Virgin Islands.

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)

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

19

2.  ACCOUNTING POLICIES (CONTINUED)

(i)  Loss per ordinary share

The Group presents basic earnings per ordinary share (“EPS”) data for its ordinary shares. Basic EPS is calculated

by dividing the profit or loss attributable to ordinary shareholders of the Company by the weighted average

number of ordinary shares outstanding during the period. Diluted EPS is calculated by adjusting the weighted

average number of ordinary shares outstanding to assume conversion of all potential dilutive ordinary shares.

(j)  Share-based payments

The A ordinary shares in MAC Alpha (BVI) Limited (the “Incentive Shares”), represent equity-settled share-based

payment arrangements under which the Company receives services as a consideration for the additional rights

attached to these equity shares, over and above their nominal price.

Equity-settled share-based payments to Directors and others providing similar services are measured at the fair

value of the equity instruments at the grant date. Fair value is determined using an appropriate valuation

technique, further details of which are given in Note 15. The fair value is expensed, with a corresponding increase

in equity, on a straight-line  basis from the grant date to the expected exercise date. Where the equity

instruments granted are considered to vest immediately, the services are deemed to have been received in full,

with a corresponding expense and increase in equity recognised at grant date.

(k)  Warrants

The Company has issued Ordinary shares with matching warrants and A shares with matching A warrants. Under

the terms of the warrant instruments, warrant holders are able to acquire one corresponding share per warrant

at a price of £1 per share. Warrants are accounted for as equity instruments under IAS 32 and are measured at

fair value at grant date. Fair value of the warrants has been calculated using a Black Scholes option pricing

methodology and details of these estimates and judgements used in determining fair value of the warrants are

set out in Note 3.

3.  CRITICAL ACCOUNTING JUDGEMENTS AND KEY SOURCES OF ESTIMATION UNCERTAINTY

The preparation of the Group’s Financial Statements under IFRS requires the Directors to make estimates and

assumptions that affect the reported amounts of assets and liabilities and the disclosure of contingent assets

and liabilities. Estimates and judgements 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. Actual results may differ from these estimates.

Critical accounting judgements

Classification of warrants

On 24 December 2021, the Company issued 700,000 ordinary shares and matching warrants (“Warrants”).

Under the terms of the warrant instrument, warrant holders are able to acquire one ordinary share per warrant

at a price of £1 per ordinary share.

The Warrants are exercisable at any time until five years after the IPO date,

being 24 December 2021. Further on 5 March 2023, the Company issued 600,000 A shares and matching Class

A Warrants (“A Warrants”)

being issued on the basis of one Class A Warrant per A Share at a price of £1 per

share. The Warrants are exercisable at any time until five years after the IPO date being 24 December 2021.

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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

20

3.   CRITICAL ACCOUNTING JUDGEMENTS AND KEY SOURCES OF ESTIMATION UNCERTAINTY (CONTINUED)

On  14  February  2025, the Company issued a further 500,000 A shares and matching Class A Warrants  (“A

Warrants”)

on the same terms as the 5 March 2023 issue.

The Warrants and A Warrants can only be classified as equity if they will be settled only by the issuer exchanging

a fixed amount of cash or another financial asset for a fixed number of its own equity instruments. The warrant

instruments contain an exercise price adjustment (“Exercise Price Adjustment”), whereby if the corresponding

shares are issued at less than £1 before or as part of an acquisition then the exercise price equals the discounted

issue price, as a result the fixed-for-fixed requirement is breached. However, it is the opinion of the Directors

that whilst the Exercise Price Adjustment exists, the likelihood of this being used is remote, and therefore it is

most appropriate for the warrants and A Warrants to be classified as equity.

4.  SEGMENT INFORMATION

The Board of Directors is the Group’s chief operating decision-maker. As the Group has not yet acquired an

operating business, the Board of Directors considers the Group as a whole for the purposes of assessing

performance and allocating resources, and therefore the Group has one reportable operating segment.

5.  EMPLOYEES AND DIRECTORS

The Group does not have any employees. During the year ended 30 June 2025, the Company had three serving

directors  as detailed on page 3,  no director received remuneration under the terms of their director service

agreements (2024: 3 directors and £Nil). The Company’s subsidiary has issued Incentive Shares as more fully

disclosed in Note 15 in which the Directors are indirectly beneficially interested.

6.  ADMINISTRATIVE EXPENSES

Year ended

30 June

2025

Year ended

30 June

2024

£’s

£’s

Group expenses by nature

Professional support

319,639

285,334

Audit fees payable in respect of the audit of the Group (Note 18)

20,135

19,122

Other expenses

2,300

1,679

342,074

306,135

7.  LOSS PER ORDINARY SHARE

Basic EPS is calculated by dividing the loss attributable to equity holders of the company by the weighted average

number of ordinary shares in issue during the period. Diluted EPS is calculated by adjusting the weighted average

number of ordinary shares outstanding to assume conversion of all dilutive potential ordinary shares. The

weighted average number of shares has not been adjusted in calculating diluted EPS as there are no instruments

which have a current dilutive effect.

The Company maintains different share classes, of which ordinary shares, A shares and sponsor shares were in

issue in the current and prior year. The key difference between ordinary shares and A shares is that the ordinary

shares are traded with voting rights attached and the A shares are not listed and do not carry voting rights. The

ordinary share and A share classes both have equal rights to the residual net assets of the Company, which

enables them to be considered collectively as one class per the provisions of IAS 33.

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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

21

7.  LOSS PER ORDINARY SHARE (CONTINUED)

The sponsor share has no distribution rights so has been ignored for the purposes of IAS 33.

Refer to Note 15 (share-based payments) for instruments that could potentially dilute basic EPS in the future.

Year ended

30 June

2025

Year ended

30 June

2024

Loss attributable to owners of the parent (£’s)

(334,543)

(285,528)

Weighted average in issue

1,486,301

1,300,000

Basic and diluted loss per ordinary share (£’s)

(0.2251)

(0.2196)

8.  INVESTMENT IN SUBSIDIARY

Principal subsidiary undertakings of the Group

The Company owns directly the whole of the issued ordinary share capital of its subsidiary undertaking. Details

of the Company’s subsidiary are presented below:

Subsidiary

Nature of

business

Country of

incorporation

Proportion of

ordinary shares

held by parent

Proportion of

ordinary shares

held by the Group

MAC Alpha (BVI) Limited

Incentive vehicle

BVI

100%

100%

The share capital of MAC Alpha (BVI) Limited consists of both ordinary shares and A ordinary shares  (the

“Incentive Shares”). The Incentive shares are held by Marwyn Long Term Incentive LP (‘’MLTI’’) and are non-

voting. Further detail on the Incentive Shares is given in Note 15.

The registered office of MAC Alpha (BVI) Limited is Commerce House, Wickhams Cay 1, P.O. Box 3140, Road

Town, Tortola, VG1110, British Virgin Islands.

9.  OTHER RECEIVABLES

As at

30 June

2025

As at

30 June

2024

£’s

£’s

Amounts receivable within one year:

Prepayments

5,500

5,325

5,500

5,325

There is no material difference between the book value and the fair value of the receivables. Receivables are

considered to be past due once they have passed their contracted due date. Other receivables are all current.

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AAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPyMAAAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAADwwTICABgoIgxhrMy0URTfKP5/SJ0TAABAbz71BAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAC8sYwAAEaJCEMYLjMtFZU3ii0vf+cEAADQmxs/AJjF5Qxu/Ci+UWx5+TsnAACA3vzcBQAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfkYAAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4GQEAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAE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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

22

10.  CASH AND CASH EQUIVALENTS

As at

30 June

2025

As at

30 June

2024

£’s

£’s

Cash and cash equivalents

Cash at bank

464,322

270,534

464,322

270,534

Credit risk is managed on a group basis. Credit risk arises from cash and cash equivalents and deposits with banks

and financial institutions. For banks and financial institutions, only independently rated parties with a minimum

short-term credit rating of P-1 (2024: P-1), as issued by Moody’s, are accepted.

11.  TRADE AND OTHER PAYABLES

As at

30 June

2025

As at

30 June

2024

£’s

£’s

Amounts falling due within one year:

Trade payables

11,941

3,647

Accruals

42,094

38,743

Due to a related party (Note 16)

33,847

16,986

87,882

59,376

There is no material difference between the book value and the fair value of the trade and other payables. All

trade payables are non-interest bearing and are usually paid within 30 days.

12.  STATED CAPITAL

Authorised

Unlimited ordinary shares of no par value

Unlimited A shares of no par value

Unlimited B shares of no par value

100 sponsor shares of no par value

As at

30 June

2025

As at

30 June

2024

£’s

£’s

Issued and fully paid

700,000 ordinary shares of no par value

319,000

319,000

1,100,000 A shares of no par value

938,000

498,000

1 sponsor share of no par value

1

1

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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

23

12.  STATED CAPITAL (CONTINUED)

On incorporation, the Company issued 1 ordinary share of no par value to MVI II Holdings I LP. On 28 October

2021, it was resolved that updated memorandum and articles (“Updated M&A”) be adopted by the Company

and with effect from the time the Updated M&A be registered with the Registrar of Corporate Affairs in the

British Virgin Islands, the 1 ordinary share which was in issue by the Company be redesignated as 1 sponsor

share of no par value (the “Sponsor Share”).

On 24 December 2021, the Company issued 700,000 ordinary shares and matching warrants at a price of £1 for

one ordinary share and matching Warrant. Under the terms of the warrant instrument, warrant holders are able

to acquire one ordinary share per warrant at a price of £1 per ordinary share. Warrants are accounted for as

equity instruments under IAS 32 and are measured at fair value at grant date, the combined market value of one

ordinary share and one warrant was considered to be £1, in line with the market price paid by third party

investors. A Black Scholes option pricing methodology was used to determine the fair value of the Warrants,

which considered the exercise price, expected volatility, risk free rate, expected dividends and expected term.

Warrants have been assigned a fair value of 15p per Warrant and each ordinary share has been valued at 85p

per share, therefore, on issuance of the Warrants £105,000 was recorded in the warrant reserve. Costs of

£276,000 directly attributable to the equity raise were taken against stated capital at the issuance date.

A Warrants are accounted for as equity instruments under IAS 32 and are measured at fair value at grant date.

For both the issuance on 5 March 2023 and the issuance on 14 February 2025, the A shares and matching A

Warrants were issued at a price of £1 for one A share and matching A Warrant. Under the terms of the warrant

instrument, warrant holders are able to acquire one A share per warrant at a price of £1 per A share. A Black

Scholes option pricing methodology was used to determine the fair value of the A Warrants at their respective

grant dates, which considered the exercise price, expected volatility, risk free rate, expected dividends and

expected term.

For the 600,000 A shares and matching A Warrants issued by the Company on 5 March 2023, A Warrants have

been assigned a fair value of 17p per A Warrant and each A share has been valued at 83p per share, therefore,

on issuance of the Warrants £102,000 was recorded in the warrant reserve.  There were no costs directly

attributable to the issue of shares.

For the 500,000 A Shares and matching A Warrants issued by the Company on 14 February 2025, A Warrants

have been assigned a fair value of 12p per A Warrant and each A share has been valued at 88p per share,

therefore, on issuance of the Warrants £60,000  was recorded in the warrant reserve.  There were no costs

directly attributable to the issue of shares.

Holders of ordinary shares are entitled to receive notice and attend and vote at any meeting of members and

have the right to a share in any distribution paid by the Company and a right to a share in the distribution of the

surplus assets of the Company on a winding up. The A Shares are ordinary equity shares with the same economic

rights as the Company's ordinary shares but without voting rights.

The Sponsor Share confers upon the holder no right to receive notice and attend and vote at any meeting of

members, no right to any distribution paid by the Company and no right to a share in the distribution of the

surplus assets of the Company on a winding up. Provided the holder of the Sponsor Share holds directly or

indirectly 5 per cent. or more of the issued and outstanding shares of the Company (of whatever class other

than any Sponsor Shares), they have the right to appoint one director to the Board.

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)

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

24

12.  STATED CAPITAL (CONTINUED)

Provided the holder of the Sponsor Share holds directly or indirectly 5 per cent. or more of the issued and

outstanding shares of the Company (of whatever class other than any Sponsor Shares) or is a holder of incentive

shares the Company must receive the prior consent of the holder of the Sponsor Share in order to:

i.  issue any further Sponsor Shares;

ii.  issue any class of shares on a non pre-emptive basis where the Company would be required

to issue such share pre-emptively if it were incorporated under the UK Companies Act 2006

and acting in accordance with the Pre-Emption Group’s Statement of Principles;

iii.  amend, alter, or repeal any existing, or introduce any new share-based compensation or

incentive scheme in respect of the Group; or

iv.  take any action that would not be permitted (or would only be permitted after an affirmative

shareholder vote) if the Company were admitted to the Premium Segment of the Official List.

The holder of the Sponsor Share has the right to require that: (i) any purchase or redemption by the Company

of its shares; or (ii) the Company’s ability to amend the Memorandum and Articles, be subject to a special

resolution of members whilst the Sponsor (or an individual holder of a Sponsor Share) holds directly or indirectly

5 per cent. or more of the issued and outstanding shares of the Company (of whatever class other than any

Sponsor Shares) or are a holder of Incentive Shares.

13.  RESERVES

The following describes the nature and purpose of each reserve within shareholders’ equity:

Accumulated losses

Cumulative losses recognised in the Consolidated Statement of Comprehensive Income.

Share-based payment reserve

The share-based payment reserve is the cumulative amount recognised in relation to the equity-settled share-

based payment scheme as further described in Note 15.

Warrant reserve

The warrant reserve is the cumulative fair value attributed to warrants issued attached to ordinary shares.

Warrant reserve A shares

The warrant reserve is the cumulative fair value attributed to warrants issued attached to A shares.

![Graphics](data:image/png;base64,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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

25

14.  FINANCIAL INSTRUMENTS AND ASSOCIATED RISKS

The Group has the following categories of financial instruments:

As at

30 June

2025

As at

30 June

2024

£’s

£’s

Financial assets measured at amortised cost

Cash and cash equivalents (Note 10)

464,322

270,534

464,322

270,534

Financial liabilities measured at amortised cost

Trade and other payables (Note 11)

54,035

42,390

Due to a related party (Note 16)

33,847

16,986

87,882

59,376

The fair value and book value of the financial assets and liabilities are materially equivalent.

The Group’s risk management policies are established to identify and analyse the risks faced by the Group, to

set appropriate risk limits and controls, and to monitor risks and adherence limits. Risk management policies

and systems are reviewed regularly to reflect changes in market conditions and the Group’s activities.

Treasury activities are managed on a Group basis under policies and procedures approved and monitored by the

Board. These are focussed on maximising the interest earned by the Group on its cash deposits (refer Note 10)

through effective management of the amount available to be placed on deposit being cognisant of the ongoing

working capital requirements of the Company. Any movement in interest rates will not have a significant effect

on the Company or its ability to continue to pursue its stated strategy and such movements are therefore not

considered to be a material risk to the Company.

As the Group’s assets are predominantly cash and cash equivalents, market risk and liquidity risk are not

currently considered to be material risks to the Group.

15.  SHARE-BASED PAYMENTS

Management Long Term Incentive Arrangements

The Group has put in place a Long-Term Incentive Plan (“LTIP”), to ensure alignment between shareholders, and

those responsible for delivering the Company’s strategy and attract and retain the best executive management

talent.

The LTIP will only reward the participants if shareholder value is created. This ensures alignment of the interests

of management directly with those of Shareholders. As at the balance sheet date, an executive management

team is not yet in place and as such MLTI is the only participant in the LTIP. Any future issuances of Incentive

Shares to management will be dilutive to MLTI. Under the LTIP, Incentive Shares are issued by MAC Alpha (BVI)

Limited (the “Subsidiary”).

As at the statement of financial position date, MLTI had subscribed for redeemable A ordinary shares of £0.01

each in the Subsidiary entitling it to 100 per cent. of the incentive value.

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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

26

15.  SHARE-BASED PAYMENTS (CONTINUED)

Preferred Return

The incentive arrangements are subject to the Company’s shareholders achieving a preferred return of at least

7.5 per cent. per annum on a compounded basis on the capital they have invested time to time (with dividends

and returns of capital being treated as a reduction in the amount invested at the relevant time) (the “Preferred

Return”).

Incentive Value

Subject to a number of provisions detailed below, if the Preferred Return and at least one of the vesting

conditions have been met, the holders of the Incentive Shares can give notice to redeem their Incentive Shares

for ordinary shares in the Company (“Ordinary Shares”) for an aggregate value equivalent to 20 per cent. of the

“Growth”, where Growth means the excess of the total equity value of the Company and other shareholder

returns over and above its aggregate paid up share capital (20 per cent.  of the Growth being the “Incentive

Value”).

Grant date

The grant date of the Incentive Shares is the date that such shares are issued.

Redemption / Exercise

Unless otherwise determined and subject to the redemption conditions having been met, the Company and the

holders of the Incentive Shares have the right to exchange each Incentive Share for Ordinary Shares  in the

Company, which will be dilutive to the interests of the holders of Ordinary Shares. However, if the Company has

sufficient cash resources and the Company so determines, the Incentive Shares may instead be redeemed for

cash. It is currently expected that in the ordinary course of business, the Incentive Shares will be exchanged for

Ordinary Shares. However, the Company retains the right but not the obligation to redeem the Incentive Shares

for cash instead. Circumstances where the Company may exercise this right include, but are not limited to, where

the Company is not authorised to issue additional Ordinary Shares or on the winding-up or takeover of the

Company.

Any holder of Incentive Shares who exercises their Incentive Shares prior to other holders is entitled to their

proportion of the Incentive Value to the date that they exercise but no more. Their proportion is determined by

the number of Incentive Shares they hold relative to the total number of issued shares of the same class.

Vesting Conditions and Vesting Period

The Incentive Shares are subject to certain vesting conditions, at least one of which must be (and continue to

be) satisfied in order for a holder of Incentive Shares to exercise its redemption right.

The vesting conditions are as follows:

i.  it is later than the third anniversary of the initial acquisition and earlier than the seventh anniversary of

the Acquisition;

ii.  a sale of all or substantially all of the revenue or net assets of the business of the Subsidiary in

combination with the distribution of the net proceeds of that sale to the Company and then to its

shareholders;

iii.  a sale of all of the issued Ordinary Shares of the Subsidiary or a merger of the Subsidiary in combination

with the distribution of the net proceeds of that sale or merger to the Company's shareholders;

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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

27

15.  SHARE-BASED PAYMENTS (CONTINUED)

iv.  whereby corporate action or otherwise, the Company effects an in-specie distribution of all or

substantially all of the assets of the Group to the Company's shareholders;

v.  aggregate cash dividends and cash capital returns to the Company's Shareholders are greater than or

equal to aggregate subscription proceeds received by the Company;

vi.  a winding-up of the Company;

vii.  a winding-up of the Subsidiary; or

viii.  a sale, merger or change of control of the Company.

If any of the vesting conditions described in paragraphs (ii) to (viii) above are satisfied before the third

anniversary of the initial acquisition, the A Shares will be treated as having vested in full.

Holding of Incentive Shares

MLTI holds Incentive Shares entitling it in aggregate to 100 per cent. of the Incentive Value. Any future

management partners or senior executive management team members receiving Incentive Shares will be

dilutive to the interests of existing holders of Incentive Shares, however the share of the Growth of the Incentive

Shares in aggregate will not increase.

The following shares were issued on 25 November 2021.

Nominal Price

Issue price per A

ordinary share

£’s

Number of

A ordinary

shares

Unrestricted

market value

at grant date

£’s

IFRS 2 Fair

value

£’s

Marwyn Long Term

Incentive LP

£0.01  7.50  2,000  15,000  67,516

Valuation of Incentive Shares

A valuation of the Incentive Shares was prepared by Deloitte LLP dated 3 February 2022 to determine the fair

value of the Incentive Shares in accordance with IFRS 2 at grant date.

There were significant estimates and assumptions used in the valuation of the Incentive Shares. Management

considered at the grant date, the probability of a successful first acquisition by the Company and the potential

range of value for the Incentive Shares, based on the circumstances on the grant date.

The fair value of the Incentive Shares granted under the scheme was calculated using a Monte Carlo model. The

fair value used an ungeared volatility of 25 per cent, and an expected term of seven years. The Incentive Shares

are subject to the Preferred Return being achieved, which is a market performance condition, and as such has

been taken into consideration in determining their fair value. A risk-free rate of 0.7 per cent. was applied. The

model incorporated a range of probabilities for the likelihood of an acquisition being made of a given size.

As the shares issued to MLTI were deemed to vest on issue, the full expense of £52,516 relating to the issue was

recognised in the Statement of Comprehensive Income for the period ended 30 June 2022.

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NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

28

16.  RELATED PARTY TRANSACTION

James Corsellis, Antoinette Vanderpuije and Tom Basset have served as directors of the Company during the

year. James Corsellis is the Chief Investment Officer of MIM LLP, and Antoinette Vanderpuije and Tom Basset

are partners of MIM LLP, MIM LLP is the manager of the Marwyn Fund, the Marwyn Fund holds 90 per cent. of

the Company’s issued ordinary share capital, 100 per cent. of the A shares and 1 Sponsor Share.

Marwyn Value Investors II LP is an entity within the Marwyn Fund, the Company has entered into an FPA with

Marwyn Value Investors II LP under which the Company drew down £500,000 on 14 February 2025 (2024: £Nil).

The funds received from this drawdown were passed from the Company to MAC Alpha (BVI), the subsidiary, by

way of a capital contribution, without the receipt of any additional shares or debt.

James Corsellis is the managing partner of MC LLP, and Antoinette Vanderpuije and Tom Basset are also partners.

MC LLP provides corporate finance and managed services support including named company secretary, to the

Company. On an ongoing basis a monthly fee of £10,994 per calendar month (£10,470 up to February 2025,

£10,000 up to January 2024) is charged for the provision of the corporate finance services, and managed services

support is charged by MC LLP on a time spent basis. The total amount charged in the year ended 30 June 2025

by MC LLP was £181,013 (2024: £163,991) and they had incurred expenses on behalf of the Group, which were

subsequently recharged, of £19,895 (2024: £12,683). An amount payable to MC LLP of £33,847 (2024: £16,986)

was outstanding as at the balance sheet date.

17.  COMMITMENTS AND CONTINGENT LIABILITIES

There were no commitments or contingent liabilities outstanding at 30 June 2025  (2024: £Nil)  which would

require disclosure or adjustment in these Financial Statements.

18.  INDEPENDENT AUDITOR’S REMUNERATION

BTCI acts as the Group’s independent auditor. Audit fees payable to BTCI for the year ended 30 June 2025 are

£20,100 (2024: £19,122) (refer Note 6).

19.  POST BALANCE SHEET EVENTS

In anticipation of the expiry of the transitional provisions of the UK Listing Rules ("UKLRs") on 29 July 2025 (which

have applied to the Company as a shell company since 29 July 2024, (the “Transition Period”), the Company

announced on 28 July 2025 that it had adopted a revised memorandum and articles of association of the

Company (the "New Constitution").

The New Constitution was prepared in accordance with the requirements of UKLR13.2.1, which applied to the

Company following the expiry of the Transition Period. UKLR13.2.1 primarily requires that the Company's

constitution includes a requirement that it will cease operations if it has not completed an Initial Transaction (as

defined in UKLR13) within a 24-month period from 30 July 2025 (the "Initial Transaction Deadline"). The New

Constitution also provides that (as permitted by the UKLRs) the Initial Transaction Deadline may be extended by

shareholder approval for up to three further 12-month periods (plus a further six months in certain

circumstances if an incomplete Initial Transaction is in progress).

The Company therefore currently expects that, if an Initial Transaction has not been completed on or before July

2027, an initial shareholder vote will be proposed on or before July 2027 in order to seek an extension to the

Initial Transaction Deadline.

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)

ADVISERS

29

Company Secretary

BVI legal advisers to the Company

Antoinette Vanderpuije

Conyers Dill & Pearman

11 Buckingham Street

Commerce House

London

Wickhams Cay 1

WC2N 6DF

Road Town

Email: MACAlpha@marwyn.com

VG1110

Tortola

British Virgin Islands

Registered Agent

Depository

Conyers Trust Company (BVI) Limited

MUFG Corporate Markets Trustees (UK) Limited

Commerce House

Central Square

Wickhams Cay 1

29 Wellington Street

Road Town

Leeds

VG1110

LS1 4DL

Tortola

British Virgin Islands

English legal advisers to the Company

Registrar

Travers Smith LLP

MUFG Corporate Markets (Guernsey) Limited

10 Snow Hill

Mont Crevelt House

London

Bulwer Avenue

EC1A 2AL

St Sampson

Guernsey

GY2 4LH

Registered office

Independent auditor

Commerce House

Baker Tilly Channel Islands Limited

Wickhams Cay

2

nd

Floor Lime Grove House

1 Road Town

Green Street

VG1110

St Helier

Tortola

Jersey

British Virgin Islands

JE2 4UB

Assistant Company Secretary

Conyers Corporate Services (BVI) Limited

Commerce House

Wickhams Cay 1

Road Town

VG1110

Tortola

British Virgin Islands