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)

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)

SOLGOLD PLC

(Company number 05449516)

2025 ANNUAL REPORT

FOR THE YEAR ENDED 30 JUNE 2025

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

CONTENTS

SolGold plc Annual Report for the Year Ended 30 June 2025

2

Strategic Report ........................................................................................................................................................................................................ 3

Company Overview .................................................................................................................................................................................................. 3

2025 – Year in Review .............................................................................................................................................................................................. 3

Outlook for 2026 ...................................................................................................................................................................................................... 5

Chairman’s Statement .............................................................................................................................................................................................. 6

Chief Executive Officer’s Review .............................................................................................................................................................................. 7

Business Model ......................................................................................................................................................................................................... 8

Our Strategy ............................................................................................................................................................................................................. 9

Key Performance IndicAtors ................................................................................................................................................................................... 11

Market Overview .................................................................................................................................................................................................... 12

Operations Overview .............................................................................................................................................................................................. 13

Financial Performance and Position ....................................................................................................................................................................... 14

Risk Management ................................................................................................................................................................................................... 16

Section 172 Statement ........................................................................................................................................................................................... 19

SolGold plc 2025 Sustainability Report and TCFD disclosures ................................................................................................................................ 20

Corporate Governance Report ............................................................................................................................................................................... 32

Corporate Governance Statement ......................................................................................................................................................................... 34

Quoted companies alliance Corporate Governance disclosures ............................................................................................................................ 41

Nomination Committee Report .............................................................................................................................................................................. 42

Audit and Risk Committee Report .......................................................................................................................................................................... 43

ESG Committee Report ........................................................................................................................................................................................... 46

Directors’ Remuneration Report ............................................................................................................................................................................ 47

Directors’ Remuneration Policy .............................................................................................................................................................................. 57

Directors’ Report .................................................................................................................................................................................................... 59

Directors’ Responsibility Statement ....................................................................................................................................................................... 64

Independent auditors’ report to the members of SolGold plc ....

........................................................................................................................... 65

Consolidated Statement of Profit or Loss and Other Comprehensive Income ....................................................................................................... 75

Consolidated Statement of Financial Position ........................................................................................................................................................ 76

Company Statement of Financial Position .............................................................................................................................................................. 77

Consolidated Statement of Changes in Equity ....................................................................................................................................................... 78

Company Statement of Changes in Equity ............................................................................................................................................................. 79

Consolidated and Company Statement of Cash Flows ........................................................................................................................................... 80

Notes to the Financial Statements ......................................................................................................................................................................... 81

Additional Information ......................................................................................................................................................................................... 124

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

3

STRATEGIC REPORT

COMPANY OVERVIEW

ABOUT US

SolGold is a leading mineral exploration and development company with offices in Zug, Switzerland and London, United Kingdom. Incorporated

in  the  United  Kingdom  and  listed  on  the  London  Stock  Exchange  (LSE:  SOLG),  the  Company  is  focused  on  the  discovery,  definition and

development  of world-class  copper  and  gold deposits.  SolGold  is committed  to  responsible  mining practices,  sustainability  and creating

meaningful partnerships with local communities.

Founded in 2006, SolGold has established itself as one of the largest concession holders in Ecuador, exploring the length and breadth of the

highly prospective Andean Copper Belt. The Company's flagship project, Cascabel, located in northern Ecuador's Imbabura Province, represents

one of the world's most significant undeveloped copper-gold porphyry deposits and is positioned to become a cornerstone mining operation in

South America.

The Cascabel Project encompasses two significant deposits: the Alpala  porphyry copper-gold-silver  deposit  and  the Tandayama-América

porphyry copper-gold deposit. These mineralised systems are hosted within the Andean Porphyry Belt that extends from southern Chile through

to Ecuador, Colombia and Panama, hosting the largest concentrations of copper in the world.

KEY CORPORATE MILESTONES

2012-2014: Entered Ecuador, discovered the Alpala deposit at Cascabel

2016-2017: Strategic investments from Newcrest; LSE Main Market and TSX listings

2018-2019: BHP becomes major shareholder; maiden Mineral Resource Estimate for Alpala announced

2020-2022: Completion of PEA and PFS for Cascabel, confirming world-class potential

2023: Consolidated 100% ownership of Cascabel Project

2024: Published phased approach PFS; signed Exploitation Contract

2025: New leadership appointed; secured major financing; strategic realignment implemented; TSX delisting.

2025 – YEAR IN REVIEW

The 2025  financial year  has been  a year  of substantial progress  for SolGold,  marked by important steps toward development status  and a

strengthening of our leadership capabilities. The Company advanced the Cascabel Project through major financing and feasibility study activities,

secured critical approvals at Porvenir while progressing plans for its broader exploration portfolio, and restructured its Board and management

to align with its next phase of growth. Alongside these operational and governance developments, we continue to navigate changes in Ecuador’s

regulatory environment, ensuring that SolGold remains positioned to deliver long-term value for shareholders.

CASCABEL PROJECT DEVELOPMENT ACCELERATION

MAJOR FINANCING COMPLETION

x  Completed  the  US$750  million  Gold  Stream  Agreement  with  Franco-Nevada Corporation and OR Royalties Inc. (“OR Royalties”)

(formerly Osisko Gold Royalties Ltd) in July 2024, providing critical funding for project advancement

x  Agreement  structured  as  US$100  million  in  pre-construction  funding  across  three  tranches  and  US$650  million  for  construction

activities

x  Financing arrangement preserves significant copper, silver, and the majority of gold revenues for SolGold while providing development

capital

x  Includes strategic change of control  buy-back option,  providing corporate flexibility for up  to 50%  of the stream  reduction within

specified timeframe

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

4

CASCABEL PROJECT DEVELOPMENT ACCELERATION (CONTINUED)

FEASIBILITY STUDY ADVANCEMENT

x  Appointed G Mining Services as Project Manager for the Feasibility Study in October 2024, bringing world-class expertise to accelerate

development timelines

x  Initiated  comprehensive  trade-off  studies  examining  underground  access,  power  supply,  tailings  management,  and  metallurgical

optimisation

x  Developed early production strategy focusing on Tandayama-América (TAM) deposit via open-pit operations to generate early cash

flow

x  Commenced 5,400-metre drilling programme across 11-15 holes targeting near-surface TAM mineralisation for resource upgrade and

pit optimisation

STRATEGIC DEVELOPMENT APPROACH

x  Advancing "TAM First, Alpala for Generations" strategy to deliver cash flow generation

x  Advanced integrated infrastructure planning for multi-stage district expansion

x  Progressed site layout optimisation focused on accelerated development and reduced capital expenditure

x  Established parameters for early works, including access roads, power infrastructure, and construction material sourcing

EXPLORATION PORTFOLIO DEVELOPMENT

EXPLORECO

In addition to Cascabel, the Company has a considerable exploration portfolio of 89 licences covering more than 3,000km² of highly prospective

copper-gold exploration targets. The portfolio covers eighteen exploration targets, of which twelve are high priority. The intellectual property

built by SolGold’s exploration team underscores the importance of the exploration portfolio in the Company’s growth plans and the opportunity

to unlock significant shareholder value.

In March 2025, SolGold announced its intention to establish a distinct exploration subsidiary (“ExploreCo”) to hold these tenements. Work is

ongoing  to  assess  the  most  efficient structure to unlock further value  for  shareholders.  Importantly,  the  assets  would  include  Porvenir  in

southern Ecuador, which is being internally assessed at scoping study level to evaluate value-add strategies (the project currently has a resource

of  493.7Mt  @  0.43%  CuEq).  SolGold  continues  to  work closely  with  brokers  and  potential  cornerstone  investors  to  evaluate  transaction

structures and capital pathways.

PORVENIR ENVIRONMENTAL LICENCE GRANTED AND PEA

During the year, SolGold secured the Environmental Licence for the Porvenir Project following completion of the Environmental Impact Study

and a constructive public consultation process. This approval allows the Company to advance a comprehensive programme of exploration and

technical work across the concessions, including the Cacharposa deposit and nearby porphyry targets. In parallel, SolGold has commenced work

on a Preliminary Economic Assessment to evaluate the potential scale and economics of Porvenir, incorporating recent drilling and updated

assumptions. As a cornerstone asset within the Company’s ExploreCo strategy, Porvenir continues to be assessed for the most effective pathway

to deliver long-term shareholder value.

ENHANCED LEADERSHIP CAPABILITIES

x  Appointed Dan Vujcic as Chief Executive Officer in March 2025, bringing extensive metals and mining capital markets and funding

experience and a proven track record: co-founding a mining SPAC which secured over US$1.1 billion in capital to acquire a copper

mine from Glencore, after a career raising billions of dollars in funding for mining companies to fund project development

x  Appointed  Paul  Smith as  Non-Executive  Chairman,  leveraging his  strategic  expertise  as  former  Head  of  Strategy  and  Executive

Committee member at Glencore plc

x  Transitioned Scott Caldwell to Non-Executive Director role, maintaining valuable continuity while enabling leadership renewal

x  Appointed Charles Joseland as Senior Independent Director, further strengthening governance and oversight

REGULATORY UPDATE

In June 2025, the Government of Ecuador, through the Agencia de Regulación y Control Minero (“ARCOM”), introduced a new “Supervision and

Control Fee” (Tasa de Fiscalización Minera), applicable across all stages of mining activity. SolGold is actively engaging with relevant authorities

and  legal  advisors  to  clarify  the  application  of  this  fee,  and has  determined  that  payment  is  not  required  while  this  process  is  ongoing.

Administrative enforcement actions may be initiated, which the Company is preparing to defend through established legal channels.

![](data:image/png;base64,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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

5

REGULATORY UPDATE (CONTINUED)

In addition, reforms to the mining law introduced on 28 August 2025 revised the concession expiry regime including provisions related to both

fee payments and exploration expenditure requirements. At present these changes do not result in automatic forfeiture, and the  Company

retains the ability to maintain operational  flexibility, including making payments (with interest) if considered prudent. SolGold continues to

engage with legal advisors and industry associations as the legislative and judicial frameworks evolve, ensuring shareholder value and strategic

objectives remain protected.

On 18 June 2025 the Company delisted from the Toronto Stock Exchange.

OUTLOOK FOR 2026

STRATEGIC PRIORITIES AND OPERATIONAL TARGETS

CASCABEL DEVELOPMENT ADVANCEMENT

x  Feasibility Study Completion: Target completion of comprehensive Feasibility Study in late 2026, incorporating TAM early

production strategy and optimised development approach

x  TAM Drilling Results Integration: Complete 5,400-metre drilling programme and integrate results into early production planning

and resource optimisation

x  Permitting Progression: Advance Environmental and Social Impact Assessment submission and regulatory approval processes to

align with the construction timeline

x  Construction Preparation: Complete detailed engineering, contractor selection, and early works planning to enable construction

commencement following permit approval

x  Advancement of Early Works: – Begin contractor mobilisation to support early work initiatives, including construction camp

development, portal development, and other support infrastructure allowable under the existing permit

x  ESIA Completion: Submit a comprehensive Environmental and Social Impact Assessment demonstrating world-class environmental

and social management

FINANCIAL AND STRATEGIC DEVELOPMENT

x  Source Remaining Project Financing: Secure remaining project financing through debt markets, strategic partnerships, and potential

equity components

x  Stream Funding Utilisation: Progress development milestones to trigger second (drawn post year-end) and third tranches of Franco-

Nevada/OR Royalties stream funding totalling US$67 million

x  Group ASX Secondary Listing: Advance Australian Stock Exchange listing opportunity and determine optimal capital markets

strategy

x  Corporate Structure Optimisation: Finalise corporate structure enhancements to support development phase requirements and

stakeholder value creation

EXPLORECO FORMATION AND PORTFOLIO OPTIMISATION

x  ExploreCo Establishment: Complete formation of exploration subsidiary with cornerstone investor participation and definitive

structure announcement by end of calendar 2026.

x  Public Listing: Explore public listing and associated regulatory approvals, investor materials, and market positioning

x  Strategic Partnerships: Explore joint venture structures with major mining partners for key exploration assets

ORGANISATIONAL CAPABILITY ENHANCEMENT

x  Technical Capability Strengthening: integration of block caving expertise and specialised consultants into project development team

x  Systems and Processes: Implement enhanced project management, environmental management, and stakeholder engagement

systems

x  Workforce Development: Expand training and capability building programmes to prepare local workforce for construction and

operational phases

![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBUAAAXaCAIAAAAkKsKFAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd7RdZZn48ed53r3PvbnpBVIJaUCA0AUEBESkCaJiA8U6Fmw/HWZEpzijM+KoM44VKyoiIIKCBRUEkSLSQ2+BBEICCent5p6z936f5/fHDRAcIjcanVnh+1lZS/+4OWeffcNa7/fst2hECAAAACASEar6PPxJdxcRM+MuPaeC/04AAADwPGdm/d+q/8F36wMfVT9/0A8AAACAhHuTs6paSsQD/QAAAAARkaZTVWalinmIeeMphSy5//7H7npowX1zehcuWrtiTSPSPXTwqBEjh4wbM2HXHcbOnD5qxvYd0bLpWMuasLITba8GDx5ci7UK+8tdrTe1WwoPU1WpJDRLUVV51f0PjJo1s5TQokz2HKP8uqkjJKk0LoVWoWWupbO+b9mcOYvvmffY/XPXLljUXr5m7ZrVUdWtooyUiu6u4aNHDp00bpspEybtusPoXaYPHrdtFm+ylOaNayF1JalLyjqlbsmNhdfa3V3+BX9xTWMiopo9kmkjbiJN03TW1uvufaBnr1nDuwsr/8QLaLJLZFXzkJREQpocuV0ve+DBxbfeO+XVR2wzZoTqhnBQ1j8AAAA8f9RVR0UlpDHtXbj4tgsuufenlz+xYOGU3Xbb5chDx+87a9jY0VFV1bLlj9015+6rb5j3+9s06egZU/Y9/qg9X31M17ajIscln/7ypN133uvlh4dJWbT++Dv+ObPwq6Z2UVFTkfaavqWz73jgsqvuve4m8fy3V1+sZmpqf7QfIqLTtItQE+1Iqlavu/+yq+795eUL77ivWr7aJcZsP2GHww6cfvD+Y6dNKUaMjNJyXfu63lWPLVp477wF198894bZtcv4aZNnHXPo9Je+aNzOO3hdq2YpCl/dN++6m2cee3g7chlWtoot+Nn/cIhfd0I1WVE3LqqydOWjv7919lVXPXjTbWufWPGRS38wbMcpxZNPTjb33at2XZhliSyycs4jj918+/3X/v6xu+5b9sSyLkmnXXH+4KkT05NxQj8AAAA8j7Sbughbvbb3li9/4/qzL6rW12N3mfGKT3x0/N67ShGFefZcWKtRU9GmyksfePDX//GFB6692cSGjBmx77tPHpNaF3/yyyd9/hM7veIwS5FS11+uH+q+Kq9Z9+j1N9/1m6vmXnHTsrVrwl1Dxk6a8O7fXVxqtIpCn6sfcm5yaF687Kqzzrv5vJ+vX7M2snuyifvtduy73rL9oQeEWUquqiIakc00XDSVUleR0vplq+b89LKrvnfB8vmPp2Tb7zvryFPfv80+s8zjon/4t7xy7RvO+mLVdLqssOIv2A+5qXOo9VVzr/r9DT/6yQM331mv6S08sqiWxT9dfdGQ7cf/wfrvgb/7mieWPnzD7Q9ec/38629e8viSaLLmcHFP2pO6Tr3ywqFTJxZP3mfmLwEAADyPeCOrFy/6wbtPW3Dn/a6y6xEHn/S5T8jwlvavIM6aUhmqhYZ6lQqdtNvMk8/8wk3fPOfnZ3xn3dIVV5/+pUa0COlIY6be5Gd+5b2FPfy7W8/58MfyE6vWq4uJRqhKksgm3RKSPNRVnuMKmt7OrWedf/mZ5/UuXx3iKaR77KjXfPj9M199rCZJRWrq2lJXdndXU4sQVWlynZJK5J4xI3Z/2+t3ecOrb/zW2b/96tkPXnfHI7e//5C3vC6r3nXhr2cdfmA7e09R9O/g9JfTaKrmP/aN9/zdkrvnuufSLIvnZCLSJaESIS7yJ84lW7Vk2V0/vvyBa66t63bWkFA11QgPaQqxwkzyU+FAPwAAAGzlcm7CJcxqr1YuWHzeG9+3bOEiERk/fcprPvevNmqwZU1Fkj/4xtqSRERE2dN10AffNnzyuAs+/Kmq6miIhPXPG/Ki6y965ZNetPf/++G3rvziN++49Kq+drvLpU6aRULUTHK4bmLEnD28acKadYtWXfief5p3y+1VIS0RCZmw646vP+MzI6ePbz0586rVlUTE1LR4+tv69MwsKYti//e+fceDD/z+Bz66cv7jV3z9e55UJUSi2zSHJLW/6K0ovBOTx3/g3G/94j++MPvCS/pydrNuj0bEklYiPX/GBUzYZcYbz/zU2sVL77niujsuumT+7fe2tWk1oqqlS0jIRi9u/BcFAACwtVMTaZqcqvjFh//tiQWPdZKEylEffn8aMcxEZNNTgMxMIlRt1quOfclpp0gqa42wv9IE+KTN8Onbveq//+29F3x91OQJjWmWSAOYk2ORO5Hrtlz0wY89OPt2lTCRLDFj/73fdPaXx0wZn/LmDYMbr1vJR+05893f+0pr7Egz62oip7/iBk3WlZLKyJ6Xffof3/z5T/QMHdwS9S30/hoSRRo8cezebzr+rT/8xqTddtDGfRP3mX4AAADY2utBTUzKwm77wU8eueE2N+uuY9TE8VMOP9BzNk0uz94DEeHullKIqMUBbzvpoKNf2lJV/2v1Q2HJwkodt+esvV98qIaoqg/g3UO16ORffuhf51w/WyWyqYVM2GHKq7/8qaHbjPCkvpkJlGpv3E1i2PTJR73vnV7nTrLS/3q/xBBJHqWESj3tuCMm7rFz5XkL/gsJiSwiGrk0lyjVNhUn9AMAAMBWLtw73jTrO9ed/aNOoUkkq0zeY1Yr5W4RF8nRbOJvhpm5u6pKSEv94E98aOiksSp/pe/dQ1oSpqKhUku0QjQkBjCAbbL87B//48ZLrggLUY3wIUOHvP5Lnx627VC1onFJUm/WlTStLpWkYnXEbq88ZuKOUzVn+StuRKThWa0KE21ZoUXO3a5brF/U1L2UXKoNci0lZZNNFRb9AAAAsJVrwrs0LbrrgeVzH04eWUVUh48ancpu62qpSGnPfm5A/0lqKSUzizAty0HbDH/Zu94qKWWJUIvc/EWvvCySpWQpFSmJpsYkySbbpWlyX6edq3Xrq+b6//r6dT/7lVmEaDYptDji7987Zub2RVdPkayn1Url4M26klbSrq5Wqyy6y2LwyCFHf+K0rqKrsb/e/KVUFGWy7rJoFZbVRFNOuqXmkamKFYWm0sykZa5iLsHzBwAAgOenZKYqj9xxn0e4avIQ08ZUVFU13NNANlEy1RBT2/2EY0fP2L7ltukZ8v9LHzPEVd26Ft8w+9dnntOVI1xCpGhi4q4z9n39K2xLLXGO2PGg/XY9+tBW/Xw8CIF+AAAA2MqpirsvnTvPVSJEQprwdY893j83yVIayIFgquIRhVrfoNZ+bzhhfTQW8n/qILFI2srR6Wsu+ZfPNOvb4aFJI0LMXvJ3p2hXYVtor1lLlk1efMqbrLvrefjPif1bAQAAtnJN9kJNVq/1CBNVUZN46ObZq5cvGzpyVH88POdBYyqhKhrSU+j+b3h577p1EiGS/u98TBVvinT3eRctun9ek7R/+k0SnTBzxvSDX5hSdHJOWyIhcnaVPGbWzGn77fk8/OfE8wcAAICtXGmp7WqlSFiouImKrl279uavnrOuyU27t87eNI17E95EPPuuPqqWitKKlIqyNXTIiHFji1ar1drkcLyqq5xzzrmq66Zp2nXTbpqqyU1uGvfcNLmqszftuqrrKpotsI4ih9navmu+eXanMA0vPMosErLPa14hpUlksy1TO2rJNKSQ3Y47qszSiEdUnebZn8V49qZpOk1dNVWVm05dedVp6naVm9pznZsIr5q6rtp1Vfd1aq/bnpuqbrbUgXThnnN295xz1a6yR9PU3tSduuNNlZuqqivPHp6bps5eZ88eEhK6iV256AcAAICtXEiUZsO3GVM+c0B4zXcvXHX1TbWWSV1VVZOaxRbam7Xw2iKrRGkaTdtzFhfLoU1oXWf3OsSr3BIVlUa2wJsm1fuvvHbRY4uKiGwqIq5hrXLXow4xMxFT21JDX9VITY5ZRxwyYu+Z4pHEdBNrqfuPci5Di7DSvZDcDnFtSePJJblEE6mR0OTSdGldaamWymTZt9jiaFVR1ZRSjnD37NKEmaQQUysKtezecc+qHim55vBQ3dTuTsxfAgAAeD4khE954QuaM8+XjUbq7b7133j/R1/7L3+/w2uO7dEIz5JMttCeQk0qsyT1WDvv8fuuuHbB9Td3nli+um99x/OgoUMGDx8+fe89Jh2w5+QX7hMiXeWWeDIQMfsnvyqzhEQUIiKuOnbC+KHbT1CV3LhoyJbYeVY1QrQszMeOOPxD75aIUNvUbVPxEMlmEZFD1z269PHf3/LQTbNXPvLY6tVrc87dRdEzcvj2L9h9j5cfMXjmDt0uObIlsy20uVLOOaWUm0ZVI6xZ31ly5z2P3nLnw7PvW7FsWXt976AmypSGjB45csaUCbvPnDprZinaSHRt4l7RDwAAAFs5jcg5TzzwBaO3Hb1sybKnR5YpYu368z9y+p6XXXXA3//NdjvvrLLFjhTIjfTOm3v1N86585Iry67u/U9+5c4fese4nabXVbV0zsP3X/G76865aP2Xvj1iu21f+NbX7XfSq7pHDP0z37G9unfuTbeFiqv0n+wWKhOnTbOoTMooyshZ0hZ4BKEeYalQjeh0snRZ2YgVsol5XxKNu4Quv/mOy772vbm/v01ys/uxRx36oXdut8euSXTlsiVzb77j2i9+5zdf+/7kWTvv+47X7nnskZVIVzTS2gJj9ZRSRKSUli9ZfMe5P7/1hz9bsWjp5B13mvWqww/dZWYxdMjqZctvOf9n9/z6t3LDTY2plYVVjZnFJiZQ0Q8AAABbOVfpTkUzpNzvLa+59LPfDM0q0oSaWGg00dzym6vvuvrGGQe94KB3njjtRftXJp5zYWIioeJhKmqmT62x3tRi605VJWs6jRSV/P5b517ztbN6+/q2mTb5lDO/OGj6pJBIpsXQnskH7DX5gL0OfMdJP/7I6fdefu2v/v0LN539o6P/+dQdjjgwiVqR+jeGkoiB7JjkERq1hz5x6x29fe1koi6h6uJltnLa+FR0S/9zB9syQ1/t3xBXRFP3oCQi0hL5g3UBfU3uqtq51XK3zhMrLv3Pr95+0S/b4iNGjHj9f/77di89pFvFiiQiY8cM22anqTsdtN/3/+Zv599518IP3Hv7uRcf/a+njp+1Y67qpFnNmqytVrkZv3HP2UMj1HLOEo3MPu+i337xu6tXLO0ZPurEz3x819cdURYbXnCiyA6HH3TPjy756ae+1LtilfZVuVDZsP7hWX7RrH8AAADY2qmKiLsf/NaTxu++g4XkiOKZs2M69fp5V/7u22/54BnHnXz9V767bN4C9RSNiJu5i2mdPSK0/8iITezbWkQnu9bL1p33tg/96nNf66ztbam98hOnDZoywUSK/uMYntQzduQrv3L67kcd0lFZPm/Bee89bc4lv63D++MkwmVgp0u4Z1FVsUfum9OdRXOYbjjaQlRGbTvmf+WWt0T6CpOwJffO+eZJ7771ol82jQ8ZOuRtX/n0+EMPHBQh6elPp1mGbDfu5DP/e+yOUzqFP3T97DPf8N77Lr5C1LKkiM2edOWhhZpEiKdqVfviD/7Ljz7+X2uWLhs8cvS7zjljp1e/1OpnHr+tMfVVL3vveV8bPHlsXUiRw7JUm5iSRT8AAABs9flgIlIki8GD3vylT/WMH2MhuXzG6DCSri08mvz4nXN+8ekzvn7ESV857uTLvvjthbPvaTeS21VLTVXd/Y8cFuGp1V667tx3nDrndzeLhqS0+4nHTz14v7JM4h5W5I1OcNOInpa9/JOnjZswriq0yfnH//qZtY88HhE555QKG8hy5xBT8zDNsfCBh9QjVCMiJEwiVEZsu+3/yj1v3Lu1WP3IgrPe/sFlDy9s6mzJjj71PeMO2LunLGp7xl2sVFV8yJQJJ37+kz1ly0tbt2bd+R/+t3t/cLGGilj/k4rN+Y2re90n2rty7Tnv/PvbfnGFiFqRXn36P4+YNUO0qYpnPM1QiSGmo2ZO/5tvfnHI6BE5Iictg34AAAB4fsoupupNoT508sR3nXXGqMkTU/2M+fqp0TJrFm9SZNV2rh+96/5rvvjtb7zmXV8/8vW//fK3Vzwy33PuH9Nvav5SdPSSf/jUo7ff2+kyc+/ZZvTLPniKSR3iViR1t/z0lPrQ5Jby6BHHfPBdRWiOaC9bce4pH1m3amX/I44BbWAaISI5REJWLF3WmERSFdEQDRGTNLj7f+WWF6auesVXvrV20dIqclHY9nvstPebXmvqIdkkNJ7+dK2oc0TR+JjdZuz7hld3NSIadd2++JNffOy2O7PH5m+KFRLS5dWvPnr63JtvqS0G5Zh15Et2OO7glklEKqpn/PZzmEuI6aidpr3+n07VVtGqJW/iqQf9AAAAsJVLRTKzVLSsaJUtG7nT1Pf86Dt7HfUSEw2RLBEqoW5JRVVDVEVU1bRRr7xe/PD8K7/87c+99MSfvu9jKx6Yl3PdaarGq9y0q3a7rjtVdq9zu2lu/O55s397TU6SahdN+77huCHjR4u1zAozS2VhG+2zlENKjcFlzDzuqOHbjS9CsuhjD8699nPfi5zdO3kg/aDZQwqJ2kJ6264i2UNVQ+qkkqW7q9yse+U5N03TyV41uarruq7anSrXjddNzhv+hOen/nSqXNW1uzedTtXUEe7Zm5wjdOm9c2//2W9cJZnl8Bed8pZWK6VWqyxbRdGy9PRiDC26usuuoqvVVXYdePIJPrjbXF2lb+26n/zDp7y37ZtYnL0pJuEiD183++ZLr2qSJpemlQ5990mtVKSi7OnqKp+ZVa0ylV2tVKSels181ctGb79d1jDOfwAAAIDnSCnptiNO+Oon3/H1z8zYY+chVhZZI1InxEQtQp+5bDZEPKSq6+t/fumXXvm2G79zoTaqbhKSikJCPNe1RF6+6opvnF007iKiokWx3ytfLp5tEw8r+lcgm6Q8qNj7+KNU1VU04pof/njFg/OarJEH+KV7hGcVFRF96tnIhjO1VTZ/P6kIL0WKxptlqzsrenO76l27pm/NumpNu/9P7+q+NavW9/+p1q7oW7ly3fLVnTV9trpTd5o6skaVRS7/7Jdzp1KVlGPMdhN2OfzQGMAxFyOnb7/DXrPEI4WoyPw58+7/6WUemzd/KYeo680//FlolC4aMm7q5HF77v7cn11CTbtapalu6mrZfwkAAOD5xEy9GWqeU0w5+rCTjzx07b1z773k1w9ccc2CefNzbmrTFNI/Ft94/BgqEtJevfbiT35h7dwFB3/871qFJTVLauJ16C1nX1wvXdW/SVOITNllx55pk7O4bWq9RISombgUtuOLD7z8jO+IaXik3r47Lv7VIad9YGBj/w3PSsSj1Wo9FTwqYhES0jSb9829mplqzl71rv39BT954pa7F9553+oly9S0fvJABuufHPXkm5nIiDGjJ+2+y3bHv/iAE15eR1azJbff88DVN/bPrwqPmS89tC6L1gD6wU12OvLFD1x3q6t7RLfr1d/7wa4nvlLKzfsUed26h66+0TQki5rufOSLmyTpue+mhoj/0elS9AMAAMDzSeRatFta7l5Y9KTomjXlRbPeffBppzxx9wO3n//z2T+7rG/duuifQb9xRXioahVu2a8698IJL9xzp+NekiQ8JKlLFfdcckUnRf/6ZVObdtB+hUhbfPAmnj8kU88uaq3I42ftNGxQz8r2+q7Qjsk9l119yN++pyl0IGPmCO9vhqHDhm3UPNG/i1NdV5t3f9wlIsxaI0Yc9r63NN5Ua6uFV153/me+WC1a2v8jjTy9NVRRtl526rtmnfTqISN7QiTCW5o85Naf/0bqXBeaJLQopr9wb7P+7aeeYwyvud5+j13FpDY106aRx+ctWHnfg9vutfNmRGLEnddc37tufURISjli8q47qfhzvntIyHPte8X8JQAAgOeRVLQGlaWWqatVpqJIRatVdneXXV1drcn77Pbyz/7DaTde8oav/8c+xx4+fNhwFVXvf/CwISSSmohV4td8/byUo26aCBGVtQsWLZw711zURFWLHOP2muVaD7ZyU0c+q2oqipSSFa3uwYOG7Lh9IeImIrF4/mOdx5e00nM/fwixIqVQS0mH7DipaCI8QsRNUtasvnbpss26P5pSKopWsjJZUZTdrUHDRg/f5bUve9853xgyarhKuIl5aIhGmMv+Jxx7wLtP7Bo+KELMUlKxlM300Wuub1RUQj2kKMbuOEM1qxYD+QWN3mlqdHWVHimLqoT7I3fcu1mfIos+euXV/Rcb4RI6dpcZqgMd+Qf9AAAAgAHqHj5kh6MOe+XXPvN3V15w0un/OHnHaRr9W8DqUyNLC3nk7nseveFWVUsm4f7EQ3Nrz6oqHhLiScdMHFeYDfTgArPR226johEhKk2dF89/VHWgf1tVzdLk6TOapKYb5ha5hoqsX7p8i9yWUdMmvfiNr40QyxL9M6tCTHXKPns2akVRqIiKarJwba9dt/jRhWX/z5gNHzJ0xPhxSU0HcD/CvRzcM2r48BBxDZeQOi+698HNulrzeOSBuSHR/xCpKItBw4aJxBa5FfQDAAAANhqLh3eJt3Iuth21w0nHv/0X553wqY8OGT1i49Gnipbu1194STLzEA1dsXCRqT11XrGVRc+okR4e8cxD4zb5rtIzfHhIaIiIJpc1K1YNZKSqquGuqhE+abdd+0xUQlVSiJtK6PonVm6R2xJmuxx9WJjJhtXlESKm0j1iWCTTxkVCwhsP0bTy0celaiqJJCIhg4YOlkGleP4jR2dsVFKWTYcNG2qqERKmJrJu6dLNutpmXXvt0pUqKiomMqjVVQ4aZKpb5FbQDwAAANh4SG5hRZXEouk2b7VkjxNfdep53xo5bbunvj2PkCrFIzfcXvVW2SOy596OR4iKhYRKqyy11TIJiYgYyDQkkaKI/rXXERYSVT2QkarnbClFeESMnL795AkTTNUlTCJLqMhjcx/eInelTD5ku4lDBg1uTNWfWhIiJpIiUmHRf2qbSITkTt1INKn/47iVrUZFRAeQDxISjUdqtSQ2nN/WmNR581aB507d6e3rL5yISEVRu+uWefxAPwAAAGztqjo3Vbuvs77TaZ47H1SLInWlIhVdZdlVtLoGdZfDd532zm9+oRg5XCNUxXKE6Pply1c9sbjLLIru1rBByZ/OC1U10Syqqkmfe+/RcCnaHcuRk4iqF6KDWnkAh6ZZSiJillIqvLRdDn+RuJhJrVa4WsSq+Qs669p100RTdTZzL6ZnXqJaq2vosCHJI0z1yUXGjYSZeERhKVRLNfOwQUUhGk+epdE/jUjVBjSfyyOZrV+/XiJMw1zUtejavFPwChE3FQl3ddGqvb5xiz9hL1v6AQAA4Hkombiore6o/ekzWEbtNOUlr3uVqYaLJFWRXDXVypU5QsRHbjMqm8iGldba1+nUvetFtH/30ud88SyyatWKUNEQ88gi4yaNT5s536aQ2P01x1mrsEa0fx2Fytrlq564595GNNRK07/ofVZxkZBko8aPs5TKHCHhKrlTtUQkYiDzlzQly3ntqtUhKqKuYqZjtp+4eZfS3d3qaqlKf7i0q6pZukSZvwQAAIABjWvDq77ON977EfszvoB31Z2PPUwsicrGSxo8ItxHT5vcFCohoSoiXjftVau9f07PAIatFrHu8SUR2r8ouezpGj55cni9eR9TdZvdZ045cG9zFRWPEFNxv/3iS8VDRTw3f9kbvSEPYtDIEUPHbaMihaiLtnt7c29HBlYvHpFXrulb1xv9U55EQmPc7jtu3oV0FcNGj9xwNSKl67I5c3ULjfzpBwAAgK0+IMw0rX5w4cPXXf+njxq9HrnTToO6B4WIhYRIahWtkSMbb0xkxJQp40eP1pAwCZEydPlji1QshwzkoUdes/7xRxf2z3PKGrvsspOOGuG6eSPVECmjPuKD72ul0iVMVSJq09suubxZsSo861985OumIhoeMXn/F7hKeIjK6nXrVj/xhA9s+6MQWTzngVw3opIlQmVoq2vqfntv3oWUNnbSeIn+ZxgaHg/cdW+w/gEAAAADygfVsii7usqrv/y9tX1V1be+qdpVvX7zXkS0KNTKlFzCNDR6RowYMW58d1G6NdKdZhzyQjcR6V9+EE/c80Dh6pLdn33afXjTrivv1HXTzL/znujksAiTFGnmK442k7SZ410X1dQav88O+77p5YVbjujfKmn98lW3nPXDtqdo/qznD3VVNU0jEZs80cJaokk1JbO9jzgoTENVxKRpls2b724iz/1EJcLn3zYnqfa/TavR8S96wZBRQzczpWL6vvu5WVK18JC467Irc9XkXHldVx51X2cTN7FpcmMq6hKb+Jj0AwAAwFYvskhI3H/rHfMvvrQqStFs2tq810ip7u106so1JKKr0akH7FX2lG6axEJknxNfWRZFyyXc3WT+TbdWqsUfWf2g1n+GQhP6yNXXi3uIasjQcaN3e8XRZa7FNvP5Q3iEq6Zj/u79283ayUQbiSTeJL3qu+f3zV/YlvLPuIdqVbVi9WozkwF8kz/14BeOmzReI1JE5Pzwjbc1OQYy9u64zrvq2iayeKQcUuiRb39jvZkp1RKZ+pIDuiy5h4rWSVY8snDh9TdXUUhK5jl1PfutcEtN401fJzQ29THpBwAAgK2chySzMCvq/JPPnuGPLxFJsZmb8YToygfm1Os7kUxUGrP9Tnx5RIi7SGGWJuy7+15HHla5JzGPePiO+6rHl4bYpr6tl9AiFS5etutbfnVFLlUjQu3IU97sQ3ssJd/MS0yqEprUquFDTv7aZ0dNHt8KDTMNWb+u9ycf+aT1dv6cButbusTrJg9wGtLg7qNOeWtdaESY6f2/ubrL1eO5t6Lqe3jBI3fcJxIm2pjOOuyAbQ/cJzZ30B4xcuepY6ZNFtMQEdNU58u/9N2yU9dVNtVNnSWXI3XmLVz8+OJsm1y3Qj8AAABs9f0QSaQoC0+2evHSH/7jp7wvXDZvLbXmuO3XV/pAKREAACAASURBVBWN1+pZY/ouu0x+4QtM3ExctH/b1UNPe//IbUeHShFSd6obf/Kz/nOaN3FZHhG1yLyrrl/52BPSZBWdedABO55wXCs8e+2b+aW7iouGhnSZ90wZ+/Zv/teYaZOiFhMJkYd+P/vSz53xp99E1Yfuud/yQJPGvN7xda+YuuOOrlIlWfzwgrnX3TCQvzj7p1e0+/pUxU1HbDvmmI+dmiVam3l2QyRLudr1mCMjIolqeG0y78bbbzj3AjENVfdnn8qVIq754Y+HZsubfkf6AQAAYKsXlTfi3phI4fddc8Pl//752q3dqeqqrquqqp99Xn72aHfqqqo7VWf1o4/f+ONfSJKUo9vtoPe+IWu4mllRFCmlVKRy1JRRJ/736d2DhmQJF7/p+xe1Fy3PnjtNzu7uuc5NUzdR1dFUtTbaZF3vl37rrFZuNHTYNmNe81//PHL08NTVVbZ6WmUr5w3LJyJCPUTURUIkibiIeMhGkaFWpKJMRSqKViE2Yucd33ne1yfuuH3/nrJ18lvOuuDS079ar233djp1XztXTc7eNHWTq2fcrCd1sldVbqq6aTrV+s7tP7okqSQPVVERV01FWQ7vcS8bkYhnjMjDisL8iFPfmVKhoSnnS884s6qbpspVu66bOvLT97zK0anbTa5WLVpy4/d+kDUalZ6uQcef/pGRUyaXRXrGGvSQJruFp+yuESaNSFKJjc6YCw/RYt/XHjN06DANz6ZFllrzJf/5jfmXXl2166bJdY7I7jnnXHun7lTrctV+4MqbOjmN3XOnIsTEkketKsvXrmvXdVX3tmt3px8AAAC2diplkQrRwqWsTdyv+cGPr/7457RxkVCzFM/+LMK9CWmaxos19cX/+Kn1q1Z59kLTC9/8uulHvaRIZn8wx0W7Jhywxxv/+2NDhg1T0bULl1z+2TO8aUpva+TI2cRSkdys1qLJuj7s1u+e8+htd/eJpKI47mMf6hk/ZuPXS0+eLS0iVdE/78ZFxVXCTMw2uSlq5DJF9/ht3vSdz0/fa5Z7qKZ2+G+/euaF/3C6r17fkWisEa8tRCVtHA+qqqoRUeRKpZMltO3Xfe3s+2+8LZvWScS16Ora68gXv+/Cb87Yey9TMdU/mKZlqqoy5aWHvuL978hdSUPn33LP7G98Xzx79KXIzUbf45fSaEjVjl/963+vW7mqaGxwV89Jn/nn3Y44rFHpv/hnFo54ssY0iUpIMg1322i5SIiI6NBJ44//6PubstXK1jExU1+7/ty//Zdbzzo/KlGJJsJDPGtOUkf3g9fedc33zn35//ub2rOERoSYtvv6vvLm9/z+019Zfv/cbg3RSB//+Mf5bwoAAGCrzgeJHHf94OfLli+tC2t55Ij5d963/L77d3jBPtWQwUk1pQ0j1I2nvbt7xzWvXP3DD33snmtvSNkHjRj2io984JD/986yZeJ1aJE2Gra6R5fmYTtO33n/fefdOnvd6jWP3/fQxEkTRu86sx2aUrL+Vc5qkV3FHr74lz8+/YvWbnpGDHvdv58264RjctMuy6cXdueczVKEi8TcK65/9I67QsREBw8besDbXq/mJulZ5+lHhHguzFrDhu18/NHjtxu/9L4H+9b2mscT9zx41+VXTho/fsT2UySl7JJENdnGn72/ImqR9ZV7b99V//GVy771vUE5Umguyn2POuzNX/j3Pd72ukHjty1KE5WkKvqMFQMeYlGnlMbvv/ekKdvNu+m2vKZvzuw7Ro4cNnqP3VS1tI2uPHxdLTd8+ivX/vhnZcjgiWNPPuMzU196kCQLkUJFRJ7Kg4gw97svvGTxY4vUI0RN9dC3nVgOG2yWnv74uXGLbXffdVR3z4M33prq3Kh40pzznKtuuP93N3jTDBk8uBwyLCVbfvcDv/vcmXf+8oq3f+mTacyI2ef/bOXiJ0q1OtySdTrVIzfeNfuCXzx40817HX+0xpbaCRYAAAD/J0VuGpevHvuWatmyN33903dcfcvs7/941fIl7jp09PADT3rl7q962ba7zHhq3PzUX1y/pve+i35x5Ze/s+SxJwb19Oxy5KGHvf8tQ2dsX5RJPau6SisVxdOD5qZuwnOoWvKVa645+4LbvnV+r9dHnfLWXU9+9eCRQ1rqWUzFehcvu/rb595w1gVW+eTDD3rZh9+zzfTtcildUVqr2Dhg+o+0XvLYgnPfctrS++Z0TMqQQSNGnvrbC4eOHqJa9g/9/4BnDxGPkAiNnNW008y57KrrL7h0wexbmnV9VUqTZs7Y/6QTdjzywMFjRnYP6nnqs/f/n9w0axctv/+y3177rXNWLFiUitboqdvv+PKX7HPUwWN2mhrJTJOGNJJTqIil4hmPCJqmEW0ixCSF6qr5i6750ndv//lluW72Pv7IQz741jFTJ2uxYROkqrd9zee/9Zuvn91qpd1POO7IU99RbDO6VDPNGppdJFnxZOBl94W33vmdt/1t38o1EjnUxNLbz/nCzoccKBv1j3sWr7OU7SYvvem2X33icwseeDikCZesWoSWLj6oZa2iDMku+77quMP/6X3FEE3S+uZxb593131ZcrdYlhg+asx2e+226+EHTjlg7xEzptAPAAAAW7m60+e5+M4bTjn+Hz8wfp+dazdf2777yuvmXHH1glvvWL5oyaBUjNllh2m77zJxz111aE+063ULljxy6+2P3nVvtXbdpF1mTDnisN2OOXSbadulougfXv9BaTzLCL5pV1LmpauuO+uHd//yitUrVk7deedBk7br6ipXP/zIvHvuGTpo8LQD99n75FdO2HM3K6wwe+qVJULN+nrXXfG5s9YsfKxeuGjunIc6fX1Pvbh6jBy37dgdpnWNGD5om5FHvuctXePGqFn6H9OZ/uA6c9OsWbTkkWtveei6m5fd+9Ci+QtqjynTpw3eYeLEGdMHbzNazNavWLN6/qPL7pv7yLyHx44eOWbWDtMO2H/83jMn7LqTWv9DhtCBnUW38b3KTbNi/sI7L77i4d9cO3/eI1OmTx86ZUI5Ynjv0qWL7p7T5Lz3sS/d7bXHTdhl+rP/Etv1nedf/PAtd6165LGH7r5HO7WHRKHWuIqkYUOmztypZ8zoQSOG7XHsoZMPOSCVacO7e9OuPVX17Zdeec+Pfjnntrs6vetFNVQsZNCQwdN23/XAt79xyuEHqEZS18a+fMJbF9/70KQZU2cctP/0l+w/cY9duocNe2quGv0AAACwtfdDblcdaVVuQ7pUJYtIRCFRhRXtplq6dP68eavnL126dGleuaLutMshQ1sjRowaPXrbqduN3mnqoNEjVEVVLKWNh+N/vB/qTkeKVGc3kdRI76LFKxYsXLdilYqkwT2jJ08aPnmSdhUmWoR4RGptKBP3LCFqlpum94kV7rkoWx6y8WOGOqQ0jbqJ8L7sw8ZvU6ZImjQVf7wfvM51/2qBCA/19e3eJUueWPiYL169bNmKpup4xKChg4eNHj16yuThk8Z2Dxts3YWHqEphKqL2ZOcMsB+ecRkeLtHueF61eu3DC1ctWdZIlJbGTRw7ZIft6+5SRAd3Pfu5HOubpl6xUqqmDiuSFaG1N94qJUQ9CtN2XSUrzHNr+JBWT3f5ZOnlqhNF6TmKiDrE1qxbt3jximUr1GTMNtt2b7uNDBusFiZqlsKr2u3xm28fPWZMa/LEsitVrqWKRdiTD1joBwAAgK1c5DqydFTK3GjZlb0JcTPJnpKpZzcrPBpRUREVTSohEqqRwz2yeqFaWBK1/ln4/QPI53j+4B7ZLRpJ1uTQVKpIzi5mpqHuHllNTIosovb08wcRCXdRdXc1DQ9RUVHfaNQa7iYhZuIiEZI0cm2ptOfqhyb3nzEXkZtkKmp1logU6kWSJBIi2cMsIhqVlKwI8eyulpIWIuKezdJm9UP/D7t7jojclCY5IkcUKWnkUOtf7qzimt1aPc/6Un1VXahahKiIWYhkCW28NHFLIaKRTS3E6lyloihsQz80TZPdU1G4h4ubSqHJPSRCTEL6t9+tNawO7V9kUbg1kRvxwkQlmSZTfWoPKPoBAABgK9dk96ZOKYVIVi1ENUJFXWrR5NG//ZBHqKhlD48wEzXViAgTkf5pOxs/eRjA/KXs/RESbhGilrOoSdIQiZD+gXASldTfLU/2g7v3f8cfESLhuVG1EN14f6Gm/zVFxSVETUOThUj6H0dW/8F11rkpNDXZI0SSJBHdcG2h5jlEIgozVfUsIdG/LjpEVPvzSszMn7nZ0R/vhw0zsjaEXBZRTVY3jYmZqWioqHtkCbMk2Yvy2c+Y61TZ+s/i86yiav0bM5n2l0eER1ZJrilpqERKG/qhyp4kTEI0PLtHaCpUVCTcXVVVVMwiIqnVdacoW5HDNUQkQpOK5MbKUp/8yPQDAAAAnn20zU/yk/8T5z8AAAAAGCj6AQAAAMBAMX8JAAAAwEDx/AEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAAD8eYr+/znz22dyLwAAAAD8cTx/AAAAADAgLzvmGPoBAAAAwEBpRIjI448/xr0AAAAAMKB+AAAAAIDnxPwlAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAD/n737DJezqhc+vNZ6Zu+dAIGEooBCKAoISPdEzwEFEQm9ipSAdERaQEAhhJ4IhN5CD12qgATkUEQUEJUiqLSgQkKNIaSXPfOs9X6YiIHjy4EgR8p9f+DiyjWZPZM9H9Zvnue/FgD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAJ/0fiilfNB/5ePxIwAAQD8AAACfUHEOvraPMb7/x5ecQwghxhhjzrn9MnLJjarx7p//X/Vi/l2PBwCAj5bGv+sHt6slhjBh/Oujnnl6+rTp3c3uRRZZdPmVVvZbAQCAT2g/lFJyySGXmFIoZdbljhjHvzr27p/fffvPbnvs94+/Mf71qmrUua6qxp133bXMssvFEEopqar8hgAA4JPVD+1gaP9Pd6v15JNP3nTj9TfdcOOMGdP79eu3zz77rLrqavP27vPn557bfdednxs1aunPL9OoKrcBAQDAJ64fYgi5lLqU7mbz4YceOvesMx76zW+W/8Lye+3zvQ023nSJxftWMYQY65xvvO6aum4tssgiVUql5JRcfAAAgE9aP8RYcv3wb39zwpAhTzzxh379+o0Ycdmaa361s2dXbjVTiqXOpbR+8+tfn3f+8K+sudZyK36xrutGo+F3AwAAHzYfyP5LrVYrptieeXjp5VcGH/aDe35+z+qrr3Ho9w/qt+ZXQykhxlBaMaYQqtxqjXnp5W9ttVnVaFxz/Y1L9O1r/yUAAPhw+kC+5q9SyjmXEJ955uk9d92l1Wyec9Y5667fv0ePrhhjCaGUUuqSGrHVbE2dOnng/vtOmDDh0suuWGyRhf1KAADgQ+uDOj+u1arvuG3kdltvtdpqq9008vaNNt2sq6NRSs65jjHGGKuqkesys9U66IADHn/isTPPPOs/11zTl/cAAPBh9oFcfxg/cdKwHw3979tHHjH4qM223CrFUEoOKcUYU0o55xhjKGHy5EkH7rfPfff/6uyzzll//f4h13WVHIgNAAAfz37Idd0+tCGEUtetEkKI1bNPPjVwv31CCCMuv3LlVVYpJaRqVhQ0u6fH0BlKDqF6Y9z4fff73oMPPThs2Ckbb7Z5+wGdb+73CgAAfPi8r6/7Y0qNqlFyjjE1qo4qVj+75eZvbbX5yquuetX1Nyy3wgp1nWP6xy1JKVYhhFzixIkT9ztg3wd//cDwc8/feutv+TUAAMBHwvu9f6mUElNqNZshptNPOvGCC8/ff+ABu++9b2ejKqWkGEIoIcxKiFQ16lwmT52639573X3P3ScMPXG9b66X61ZqOOoBAAA+Gf0QSsk5nzrshBGXXnrKaadvvOkmJZQUSo4hxPiPegih5PLGG+MP3G/fX97/q8MHDd5+xwFVo5H9EgAA4GPcD3XdCiWEGGMMdd0qJZ487ORLR1xy2qmn9t940xBTau+wNKsZ6pxbpcQQw4ujxww8cP/HH//98PPO33iTTdvP9n85MF1K+ft8RW61mjNnNv/8zKhp06Ytu/zyvXvPl0tOVcMINwAA/Ov6ob3+jiGllOs8s7v7yEGDfvebh6666sdr9OuX6/ptO7CWEEqMOYSn/vCHXXf+TojhwgsvWnvtdf4t77bkHFMKIZQQf/fQw0cecfgfnvxTjHHRRRY96ZRT1l33G7aPBQCAdzAn50/XdV1VVavZnD5j5vf23P2550b9+NrrF1988VhVMcb2Gv3Nkxzqui4h3nH77YcdevDyKyx/wrBT+i6+WIgxper/9/wf3PnTOef2X/nlvffutcfuveabd+tttl11jS+NuPjCl8aMvvOee3t0ds0+8O38aQAAmN2c3L+UUsq5LqUcc8ThDzxw/3XX3rD44ovFKv1989UYSgl/X0bnur784ouOOf64DTbe7OSTh83V2VlKmZnrudK/YWa6lBxCfOoPT3x3z937LrnEhSMuXewzi5S6jBk16qRTh02ZMrmrX0v8gAAAIABJREFUT0cMhrkBAOBf1A+l1CGEKVOmHfbDH951x21nn332qv3+I4QQ46xrDqWU7roV62YVqhLC8PPPH/ajIYccdPB399uvs6ur/SRzvYsflHMOIcQYc12HEGMo7WsHVapSmuPv+OPYseMGDhyYqurcCy5YfLHFSymxCq+Pf733vPN2dr3l4sN7lXMuOZdScimNRiPXdUoxxJBSw+cMAICPh/c8Kxxj1WzWQ4456pofX3nQ9w9ef6NN0lvqosQYO1JqxCqkeNUVlw0/8/Rzzj3/uwcc8J5fWUrtcedUValKIaWYUooxhDk/YC7X5fprrv7947//wWGH911iqXaiTJ029baRt/5Hv349unrOtlnUHDx5HVMKMaaq8ct7733ttVfruo7RNDYAAJ/gfiil3HTjDZdeftlKK35xwM67ppRiSiHn9lx1jLG9o+uUadOOPerIwYOPOGLwkRtusnGKsare28/KOccYc90KIUyaPGnqjOm5lJLz+xkwmDhpwjnnnP3VNdfadvsBVYw557rkkbf+9IUxY/bYY89Gel+jC1VV5ZxjCCNv/sm2225z6UUXpUbH+wkSAAD4yPfDa6+8ctTgwSHGQwcdMVfPHiGUUuc42xx2Xdd/+ctft9tm66t/fPWwYadut8OOMYQUQwlzctJDTNWvf/mLDb6+9knHHxtjSlUVypxff3jogQfGjX9919337GhUoZSU0rhx404+6cTNt9hyxZVWCe9v9DnnHEKZPHHiST8a2nOuufpvsvnM6dPruvYhAwDgE9cPdd1qNpszu7uHDx/+ythX+6/7jfXX+2YoJeZSSgkpllC6Z0zPrXrkLT/daIP+06ZOveaaa7fe5tsxxaqqUtVoNLrezQ8qpTSbzVarGUJuNZsPPvjgLrvt/tzzL6ywwoohhjrX5T0u8uu6LjmHEFqt1h//+MfPLLJIvy9/uQ4xxNiqWz+/42crfeELhw86PMTwvndOqrtnNo87bsifn3/+iMOPyHXr619d6/aRt9Z1q71plU8bAAAfde92tDfGlEv98suvXHXl5fPP1+fQww5vnzsdU0pVKiGEXKZMn37aycdffPGF22277SGHDerdu3dMYfa9mN5lP1RVFUKIpTz6yMN77LbL+PHjjz7yyM22+lYoZQ4W+THGEGNd1ymlZ559duutvtV7/j4hlJJLR9XYfOttth2wUyk5lFLC+9p8NaXGgw/ed9llF39nhx2332nn/b631zPPjarr+n3MawAAwIeyH/7XUyDqVn7yT3/ce689JkyceNTgI5dbYYWSW6lqlBLqup42beqdd9xx+qmn9u4935VXXf1fa63VUVUxplbdrKrGe7zjqLQvQfz4iiuOOfaYqtG4ZMSI9ftvUDU6SskxhJJLSGX2R/+v/dCek548ceKjjz6y1557phBbpTRizDl3dXXlnKuqal+j+J/P9u7Px3hpzMs/OPSQAQMGHD1k6Gknn3jryJF77fndDTbapH3PVYpvP2rDSREAAHxU++GfrmVzrmMIJcQY47jXx+29x25Pjxq1/HLL7b3f/jGUqurIIYQYRr/wwiEHHvD4E48ffvgRA3b8TqOjEUodU8o5V1XjzX1d30Gu69QePo4xl5xidcUlIw4bdFhnZ+elF1y09jrrdHR2tlf57asZbz7huzmvrc65/R7+8tyoGTNmLPOFFXLOVZVCKVVV5RBCeyY7xhBjSuktHfP3FX97M6hc55RSTLNKIMZY17l72rTX//a3seNeHzr0+Fartc32O55x6qlnnnPWAvMv8IUVvnjbT2/JpYRQUqo6OxoLLbDgpz69cK/55lvwUwv58AEA8FHth3+q1Wo2qkYMcWaredzRRz797LMhhAE77pRSKDmUFHMJN91w/XFHH9W7d+8rr76m35e/UtetVFUhVPHvGy69m+/vc8khx1JKyTmFeNkllxx97NF1nXfaaeevrbtuo6pCnnVT0xzMKNQ5VyGEGB955LHPfvYz880376znKKGu65hSSinGGKt/cmxcO05ijK1ms4Qwo7v51J/++OdRo/70xz9Mmjjxmaeemjx96sTxEyZNnjyz1Zw5c2aV0uabbDizu7urs3Pa1KnHHDWou7u72Wq1z70uIaSUOhqNXr16bbPVVsedcJLPHwAAH59+aDQ6S53rkC8459zrrrs2xjhvr16bb7FliKmVWxPGvzH0+GNvuOH6rbbY8qhjj+vTp08IpdHoyLl+N9ccZpdS1c6MEsJvH/z1EYMHTZ027ZvrfuPgHx6W61xSitWcn6LQSKnk3GzVTz3z1PJfWCGG0D6WoUox5hRziO983nQpdc4xhN/85qFBP/zBn55+um61evTo0dnRufDCCy+04AJrf329W2++6dXXXt1p2+3nW2ihc84+c/NNNt1t9z2WW36FKlVTpk6eOHHi1ClTpk+f3qzz2LFj//TE479/9JG61fLhAwDgY9UPoZRSwl//+uezzz4zhFhCWP+b6y/0qYVyDk/+6clDDxr48ssvnXH66RtttnnPzq66bsVU5ZJTqubgdcQYm93dzWb3j4b+aMq0acssvfTpZ50zb69ejUYKJYdQ5vgghbpuxVhNmjzp4Yd/N23qtF12GpBLWaxv35VWWmXppZda8YsrdaXO+E7xUMeYcozXXXVFs7t78OCjl1t2maU+9/mec83dZ4H5q1KuvOKy8a+/vvMOO/1g8OAtt9h0heWWO/Psc+aZb75QSoxx3vl6Lbb44iHMOvUu55y23z63WiEZfgAA4KMnvsP9RbmuW7nsvdsuP//Fvd3N1kILLXjTLSM/u9hiV1x6yQlDh6y+2mpHHn3ssssvH0IoubSnAkrJOeeOjlnjCjnXIbxlqOCfajVnpqoj5zL4h4ecd+GFvfv0ue7aG9b4jy+FEHKuU0ol51Q1/mngzH6h4x9nUJQSc44xlRifefbZn91803XXXfPMc3/u2bPHEost1tnVNWHChNEvvtjV1TXkuCG77rlnySXEUEqJKcUQSs7tG6Vyztdfc3UJcYutt2l2z2xUVVePnimWdk2Vuh552x177bnLN76x3qmnn3nSCUNuu+22m27+6TLLLJtDrlJ68+XFEEMIuZT2yESMsX3PlM8fAAAfLe90/aGUcs9d/33nXXd9Z8COl/34qoMOPKhv377Dzz5ryNDjB+5/wL4HDOzR1WNWG6RZ08YxpqqKsyahc851rhrvYovYGOtW886f3XHJZZellAYfMXjlVVYJpcSUqqoRQng39y/VrVYupdFolFLa52G/MWH8ueeeO+KSi2ZOn9GnT58Qw2lnnLnFFltWjY5pU6f1X3ft555/vruur7/mmjXXWmuhBRdMjUau6/Y7KnUdYpoxY8bJw06eMGni19Zaa9HF++b2Wyp1qhp1q/7Lc8/94OADl15yqRNPPf2SC84bMeKSYcNO+fwyy4RQGu2X/dZASDGGEBqNyscOAICPqHe6/jB9+sxNN1z/4Ucf6ers/Oyin7ntjrtuuuG6U047ZcjQEzbfeuuYc6OjEeOslX3OuT1rPOsqRJ2rRiPnuqoa/+sX7a1Wc8yLL22ywfovvvTSul9f99Krf9yzsyOl9L/eCjX79Yd2tJRSQikll0cfefigAwc+M+rZDfv332f/Ax979LHDDjvk3nvuXeGLK5UQ7rvvFwN22G7GzJlVTK26dcTgwQMHfj+U0g6VlFLOueS6hPir++6bPGXKRhttlFJ6c+unuq4nTJw0YJutnnzmmWuuuf7F0S8ccOAB63z1a+ddPGKuHl1VoyO6PQkAgI+jd7o4cNuttzz2+O9LCJ2dXSeefOpFF1949llnDDvx5C233jrGGNKs23LaUkp1XYdSUkqtZt3R2Znruqoa72Z0obu7ecyRR4x56aU+8/UefNTRXR0dKcb3eGpEaC/rq6qq6/ruu+8+8ID9qqoafs55G222aWdn5xknn9Sz51yf+vTCdaue3uo+ceiQadOmd3V1hhCrUFZccaXuVn3jNVe3Ws0dvrNzCWHGtKlzzT13yflr66yT6xJCie3rEu2tlEI858wzHv7974ced3xJafDgIxpV41vb71DnXEJ4P9MaAADwYfb2+4JyrnNdl5y7u5sXDB/ebDY7Ozp33W2Py0ZcfPFFFxx//NDtdtihSimEkqpGq27VuS6l5LouuU4pvvD8C0OOPmr/vff67a8fiKnKOb9tJV3ay+8QWnWzruv2anzkT0feOnJkj66uk08+9YsrrdzRaIQYY3qPey6VEkuoW/UdP7v9u3vu0adPn+tuvGWLrbaqqqrV3Xph9OjFFvvsfH16x0Z1+YgRjzz2aI+uzqOPOvYziy664PzzL7/C8pdefNHAgwZeefllMcR777pz/XXXOWbQD2c1ViM1Ojpm/XtVVSjhmaeeunTExeusvfZaa69zwD7ffe1vY6dMmbLnbrsesO/3UqORcx3eenwEAAB8PDT+xyI8x5BareaVl1766O8fiym16tbw4WfPM/c8Z5197gYbbhRKjilVIYUQUhVCDrnkGEJdwq/u/fn3Dxz4/OjRq6+66pQpU+q61R59fvNohfaAcsm5zjnkHGLIJb74/PPHHHVEyfnQwwdtsvlm7cHiGN/zkEAJIaQ46umnDzrwwKWXWuq8iy5ecsklS8kxhnGv/e3FV15Za601Ozu7Hn300VOGnZhSGjrkR5/7/DJjxozecafvPDvquRNOGNJoNA4bfNTP77574AH7vvTqq337LlFK+4asEGc7Yq+UfNqwk5rN5sCDDznk4IOffe65RRdZ5NDvHzKj2Roy5Nibb7hu8y22ynWdc26fPP2eQwgAAD4q/RBDajWbb0yYePoZZzTrOsRQ1/WC889//gUXf2XNNeu6lWYfZsglxJjrHKvq7rvu/O4euzeq6rQzztzq29v16OyIIbx99VxKCaF9jFouVSllzJjRe+2264svv7zh+uvvvude72tHopxbuRx71OAUw3kXXrR438VTSiW3QoxPPv2nSZMnbbLxpjNmzjz26CMnTpo0eNDgAbvutufOO8WqWu1L/X5w8EGTJk364vIrTp027YD9922/wqWWXjpVVSnlbXPQjzzy8O3//bM1Vv/SpRde8Kv7f/mVfl8+5bTTV1hxxVbODzzwq0GDBq286upLLLlkOx6KXZYAAPgYeftX43UuHZ2dN1x77egXx7QPgVugd5/zhl/w1a99raNRhZJnXw7HGEvOOYRf3nvPgfvt02ueXj+55dbtttu+q0qTJk7Idf0/ZxhKzu3jnP829m8nDDl+/fXW/c1jj/bqNc8PDz9i7p49YpjzG35KiPf94uf33nffwO8fsuSSSzZSlXMrphBjvPknN/bs0XOlL670wK9++asH7l/zP9f83r77j/nr8/fe94tWs3noQQe89uqrIca/jn5+rz12X2jBBU897cyOqjHffL3/MZM9m+uuvXb69OlPPPH4Yw8/svmmm116+RVfWO4Ldc6hbu2y8y5jx4494bhjWq1m+y/KBwAAPs79kFIZO3bcxRdfWEIIMTRSOvTQH3x17bVTSjGUt23GWkrJufzh8Sf23XvvV159rapSSo1pU6edPOS4tb78H0OPObqEMHr0mEce/t24cePqUkqpSyjdzeZPb/rJhv3XO+2M0xZbbPGq0dhisy1WWGmlGFOsGnP+TlK86847l1pq6W9vv0OJoYQcY8o5vPbyK/f8/J5ll1lmic997v5f3Td/796Djz2mo6tj8sQJze5mCeUr/b585VXXzD3XXJOnTP3SGmv8+LobJox/vZT8xZVXrqqq/cztsY26rse++sptI0emlA4++JD7HvrNRZde/ulPL5waVYgxxfSVNddcZ511bh458qrLL6+brRRjrusQQq7rutWq69oHDgCAj7S3r9frXN984w1/feH5UErOebvtdthpt93rum50dsTQCLOd0RZCiCE+N2rULjsNePnVV+ftNe/YsWM32fCbPXv0fOW1V0OM51944TPPPvvb3/3ujTfG912878GH/uAb/df/4+NPnHHaqffff/+CCyxwwo9O2GCzrdbqt8Yyyy6XYowptXKe43cyY2b3g/ffv9LKq8w9V8+UYskh17mqGsPPPnf8hDdOPPXURlWt9831v77uuqutvkb3zJkrrLzySScNa9Z586226jX33Mccdcyzzz578OGD5pt33t8+9GCPHj36LrlUCKF9HESr1UwppZQuu/iil195ZdNNNtl59917dDWqv492NGKs67qzq+uYoT/aZovNDh90eKOjc9vtt+/s6Mg5t2fIk0EIAAA+Zv2Qc7z22qtzzgstuOA239pm3wO/39nREeM/v62oxHjbrbe8MOaFJRZfYsQVV48b++pJJwx9YfTofffb/7OLLHrSsBPvuOvO1VZdbdPNthx568377bvP/AssMHHihK6uri233mbQYYd95rOLvv76G6GU0WNeyCGkXKo45yvsXNcTJ03q6urKda5iKrmEmC4afu6Fl1y022679++/Qcz1l//zP0sJpa4bjUZp1QN22imXUnc3qxB32W33nHOsUojxe/vst943N1hm2eXefPJ23tR1vcqqq2684QaDjjy6Z88e8a1bS8WqCrn+/Oc+f9Ell33vu3secughf/3Lnw848KB55503l5JSCv9jlAIAAD5a3n5z/+23/HSnXb+T6/qs08/49oAdZ21AlOuOzh6zmmH2I9vq+qkn//jjq6769nYDll1++RJC3WqNHzdu4UUXLTk/+/RTo0e/8F9rfa3HXHM9/tijQ4458sUXX/7qWmvtssceyy6/QlVCKc1x4yd8bc3/atX1yNvvWGaZZWIMMaZ3PzMw+4upc/7WFpuPf/31G2+6ufcCC4wZPeaE44698eafbNC//1nnDO/Va5665BSrlGLOJZQcYqqbzUZHRyl51tnQMdZ1K4QSS4ypCiGkataLyTmXXHLIKaYYQqtuxZiqqpr9kkKz2axSKiGUkp94/PF999rzqWef3Wzjjc+54MKurh5Vo5Hr+l2dxg0AAB/yfsh1HVPKuWy+0Qa/fPCB1Vdd7ZZbb51nnl7tVXqI8c1zpmdfss867DnGmEsuJVap1HVKVSk5xhRie1o65FynqqpLqZu5o6MRSo6h5JBSDHUIRx32w18/8MCpZ5y50qqrl1ynqprDfmi1/vzX53fabpupUyZ/6tMLjx49ptns3m77AYcNPmKennPHKrZKacQUQogx5pxzKVVK7bdf51y1rw/M2l4qvnmtYFY/1HX78OlSSgg5hlhCDG+9Jal97HYKscSQcx7/t3FXXXF598wZ+x90cFePHrmUhngAAOBj0w+lLqOeG7XuuuvMmDnjrLPP2W7b7f7pwQXvdU+h/9/j21sbtY+sjim11/TtcYI57Ifu7hzjSy+/dMmF57/w/OhVV1tjk0036bvEko1G9S9/8e/8+FJK+93FGJvd3e2z50opbw5LAADAR7sfWs1miOnEoUNOGnbiqiuvcusdd/bobHR0dn2A/VDXJZSUqrfskVrKHF9/yDmHEHIpOeeUqpDrqmrUrVajs+P/uB/quo4xxjdzIrQvXcSSs7PkAAD4SJu1nK2qavLkyTfddGPVaHxvn33n7tmjanywX5a36lYps65CxNA+4HlWA8yxnHMMoVFVKYaYYg45Nv4NX/n/Y2QilDJ7hBieBgDgI27WHfl1nR995JHnX3j+80svvV7/DeqcQywf6HflnZ1dOeeUUs45xBhKSakKjTlfYZcSUkoxxvYWsylV5a27zf4f90Oabdqh5Ny+BuEDBwDAx6EfSigPPPDL7mZrow03nGueuVNV/R8sddvDx+3/xlkntaU5XvFXVXrL+j2E9vjzv6sf3vInblsCAOBjYda6dvK06ffeffc888yz7Q4DqpRCyf5pAACAf94Pubs75rxJ/w0W79u3SimUEP4dd/4AAAAfZrM2PqpbramTp/Sce+5Gx9/v2i/lA92/9V/y+A/Vi5mDxwMAwEeyHz6iS3D9AAAAH+p+AAAAPrHsCwQAAOgHAABAPwAAAPoBAADQDwAAgH4AAA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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

6

CHAIRMAN’S STATEMENT

Dear Shareholders,

As Chairman of SolGold, I am pleased to present the Company's Annual Report for the financial year ended 30 June 2025, a period that has

demonstrated meaningful strategic progress and continued focus on governance across our organisation.

The Board has continued to improve oversight of the Cascabel Project's development advancement, ensuring appropriate risk management

frameworks are developed as the Company moves closer towards the construction and production phases. The appointment of experienced

leadership will help enhance our governance systems, positioning SolGold for the operational complexities ahead.

Throughout the 2025 financial year, the Board has remained focused on stakeholder value creation through disciplined capital allocation. The

successful completion of the US$750 million Gold Stream Agreement with Franco-Nevada and OR Royalties represents a significant validation

of our strategic approach, providing essential development funding while preserving substantial revenue upside for shareholders.

SolGold's commitment to ESG excellence and sustainable development remains central to our governance philosophy. The Board continues to

ensure  that  environmental  stewardship,  community  partnerships,  and  responsible  development  practices  are  integrated  into  all  strategic

decisions.

I have full confidence in our management team and strategic direction under the leadership of Chief Executive Officer Dan Vujcic. His extensive

experience in mining finance and capital markets, combined with the broader leadership capabilities across our organisation, positions SolGold

to execute on our development objectives while maintaining the highest standards of operational and ethical conduct.

From the Board's perspective, the market opportunities for high-quality copper-gold assets continue to strengthen, driven by global energy

transition requirements  and supply-demand  fundamentals. SolGold's competitive  positioning, with  our world-class Cascabel  Project and

extensive regional exploration portfolio, provides compelling prospects for long-term value creation across commodity cycles.

I wish to acknowledge the continued support of our shareholders and the strength of our community partnerships throughout Ecuador. These

relationships remain fundamental to our success and underscore the collaborative approach that defines SolGold's operations.

Yours sincerely,

Paul Smith

Non-Executive Chairman

y

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

7

CHIEF EXECUTIVE OFFICER’S REVIEW

Dear Shareholders and Stakeholders,

I am pleased to present my first annual review as Chief Executive Officer of SolGold, having assumed this role in March 2025. My vision for the

Company  centres  on  accelerated  development  and  sustainable  value  creation,  leveraging  our  world-class  Cascabel  Project  and  extensive

regional portfolio to establish SolGold as a leading global copper and gold producer.

The leadership transition during the 2025 financial year has strengthened our organisational capabilities significantly. Working alongside our

Board and management team, we have enhanced our technical expertise through the appointment of G Mining Services as our engineering

consultant, a group that had significant success developing Fruta del Norte for Lundin Gold, a now major gold company.

Cascabel development progress has accelerated substantially under our early production strategy. The completion of the US$750 million Gold

Stream Agreement provides essential funding for our ‘TAM First, Alpala for Generations’ approach, which prioritises the Tandayama-América

deposit for open-pit operations to generate early cash flow while advancing underground development of the main Alpala resource.

The  formation  of  ExploreCo  will  represent  a  strategic  initiative  to  unlock  significant  value  from  our  extensive  exploration  portfolio  while

maintaining focused development of Cascabel. This subsidiary structure enables dedicated exploration management and strategic partnerships

with major mining companies, providing shareholders with direct  exposure  to  regional  discovery  potential  across  our  10  priority  licences

covering approximately 1,000 km² of highly prospective territory in southern Ecuador.

SolGold's market positioning within global copper fundamentals continues to strengthen as supply-demand dynamics favour high-quality, long-

life  projects  such as Cascabel.  Our bottom-quartile cost  position,  combined  with the scale  and  grade  characteristics  of our resource  base,

positions the Company to benefit from growing copper demand driven by energy transition and infrastructure development requirements.

Stakeholder engagement and partnership development remain central to our operational approach. The additional US$18 million investment

from Jiangxi Copper Corporation demonstrates continued confidence from our strategic partners, while our  ongoing collaboration with the

Government of Ecuador and local communities ensures strong support for project advancement.

Our commitment to operational excellence and sustainable development guides all strategic decisions. SolGold’s track record of zero significant

environmental incidents, combined with our comprehensive community investment programmes and local workforce development initiatives,

establishes a strong foundation for responsible project development.

During the year, the Government of Ecuador introduced a number of new initiatives, relating to streamlining government ministries (merging

the  Ministry  of  Environment  into  the  Ministry  of  Energy  and  Mining)  and  introduced  the  supervisory  fee,  "Tasa  de  Fiscalización Minera",

alongside other broader reforms to the mining law, including updated provisions on concession expenditure requirements. SolGold is working

closely with government authorities, industry associations, and legal advisors to ensure the fair and practical application of these new initiatives

and  for  potential  avenues  to  use  these  reforms  to  help  accelerate  permitting  and  other key  project  critical  path  items.  We  believe  this

collaborative approach provides the best pathway to protect operational flexibility while advancing our projects responsibly.

Looking towards FY2026, our strategic priorities focus on defining an open pit min

e at Tandayama, accelerating early works at Alpala, feasibility

study completion, permitting advancement, securing remaining project financing, assessing regulatory changes, and ExploreCo establishment.

These initiatives position SolGold to commence construction activities and progress toward production while maintaining our commitment to

stakeholder value creation and sustainable development practices.

I am confident that SolGold is well-positioned to execute on our strategic objectives and deliver sustainable value creation for all stakeholders.

The strength of our world-class asset base, combined with our experienced leadership team and robust financing partnerships, provides a solid

foundation for the exciting development phase ahead.

I extend my sincere appreciation to our shareholders for their continued confidence and support during this important transition period. I also

wish to acknowledge the dedication of our employees, the partnership of our local communities in Ecuador, and the collaboration of government

authorities at all levels. Their collective support enables SolGold to advance responsibly toward our goal of becoming a leading global copper

producer while contributing meaningfully to Ecuador’s economic development.

As we progress through this transformative period, I look forward to sharing our continued achievements and milestones as we work towards

realising the full potential of the Cascabel Project and our broader portfolio.

Sincerely,

Dan Vujcic

Chief Executive Officer

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

8

BUSINESS MODEL

HOW WE CREATE VALUE

SolGold's business model is designed to unlock value from world-class copper and gold resources while maintaining sustainable development

practices and strong stakeholder relationships.

OUR CAPITAL INPUTS

NATURAL CAPITAL

x  World-class Cascabel copper-gold deposit with 15.6 Mt CuEq in Measured and Indicated Resources

x  Extensive exploration portfolio across 3,000+ km² of highly prospective Andean Copper Belt territory

x  Strategic positioning within proven mineralised systems hosting global copper production

HUMAN CAPITAL

x  98% Ecuadorian workforce across the organisation

x  Enhanced leadership team with proven mining and finance expertise

x  Technical capabilities strengthened through strategic partnerships and specialist consultants

x  Total workforce: 257 employees across Ecuador and corporate offices

SOCIAL CAPITAL

x  Strong community relationships built over 15+ years of operations in Ecuador

x  Government support evidenced through 33-year Exploitation Contract

x  Strategic partnerships with Franco-Nevada, OR Royalties and Jiangxi Copper Corporation

x  Local procurement prioritisation supporting community economic development

FINANCIAL CAPITAL

x  US$750 million Gold Stream Agreement providing development funding

x  Additional strategic investments from major mining companies

x  Strong balance sheet with cash position of US$11.8 million as at 30 June 2025, with another US$33.3 million received subsequent to

year end

x  Access to capital markets

OUR VALUE CREATION PROCESS

1.  Resource Discovery and Definition: Systematic exploration and resource definition across the Ecuadorian portfolio

2.  Development Planning: Technical studies and engineering to optimise project economics and minimise environmental impact

3.  Stakeholder Engagement: Community partnerships and government collaboration to maintain social licence

4.  Financial Structuring: Strategic partnerships and innovative financing to fund development

5.  Operational Excellence: Implementation of best practices in mining, processing, and environmental management

VALUE DISTRIBUTION TO STAKEHOLDERS

SHAREHOLDERS

x  Capital appreciation through development progression and future production growth

x  Direct equity exposure to regional exploration upside through ExploreCo structure

WORKFORCE AND COMMUNITIES

x  US$8.8 million in total compensation and benefits for local workforce

x  US$915 thousand invested delivered in partnership with local authorities

x  Professional development and training programmes enhancing local capabilities

x  Support for community businesses, including coffee plantations, nurseries, and local enterprises

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

9

GOVERNMENT AND SOCIETY

x  US$5 billion in estimated total tax and royalty contributions over mine life to the Government of Ecuador

x  US$75 million advance royalty payment to be paid to the Government of Ecuador

x  Significant local and national economic multiplier effects from mining operations

x  Infrastructure development, including roads, power, and community facilities

ENVIRONMENT

x  "One Million Trees" reforestation programme supporting biodiversity conservation

x  Advanced water recycling and watershed protection initiatives

x  Exploring the use of renewable energy sources for operations

STRATEGIC PARTNERS

x  US$900,000 joint investment with Franco-Nevada and OR Royalties in waste and recycling infrastructure

x  Technology and expertise sharing to advance development timelines

x  Joint venture opportunities in regional exploration portfolio

OUR STRATEGY

STRATEGIC VISION

SolGold's strategy is focused on becoming a leading copper and gold producer in South America through the responsible development of the

world-class  Cascabel  Project  while  unlocking  value  from  the  Company's  extensive  regional  exploration  portfolio.  The  values  by  which  the

Company adheres to are aimed at protecting the Company from unnecessary risk and securing its long-term future.

STRATEGIC PILLARS

1. CASCABEL DEVELOPMENT EXCELLENCE

x  Advance Cascabel through feasibility completion and into the construction phase

x  Implement an early production strategy through the TAM deposit to accelerate cash flow generation

x  Maintain technical leadership through partnerships with industry-leading consultants and contractors

x  Optimise development approach to minimise capital requirements and execution risk

2. FINANCIAL STRENGTH AND FLEXIBILITY

x  Leverage existing US$750 million financing package to advance development milestones

x  Secure remaining project financing through debt and equity markets and strategic partnerships

x  Maintain a strong balance sheet to support development activities and growth opportunities

x  Explore optimal capital structure, including potential ASX listing for enhanced market access

3. EXPLORATION VALUE REALISATION

x  Planned establishment of ExploreCo structure to unlock value from regional exploration portfolio

x  Develop strategic partnerships with major mining companies for exploration funding

x  Focus exploration efforts on the highest-probability targets with Tier 1 discovery potential

4. OPERATIONAL EXCELLENCE AND ESG LEADERSHIP

x  Implement industry-leading health, safety, and environmental management systems

x  Maintain strong community relationships and social licence to operate

x  Advance sustainability initiatives, including renewable energy integration and carbon footprint reduction

x  Develop local workforce capabilities and support community economic development

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

10

5. STAKEHOLDER VALUE CREATION

x  Generate sustainable returns for shareholders through disciplined development and production growth

x  Create meaningful economic benefits for Ecuador and local communities

x  Maintain transparent and collaborative relationships with government and regulatory authorities

x  Deliver reliable, sustainable copper supply to support the global energy transition

STRATEGIC IMPLEMENTATION

NEAR-TERM PRIORITIES (12-18 MONTHS)

x  Complete Cascabel Feasibility Study and advance permitting processes

x  Commence permitting process for Cascabel

x  Progress TAM drilling programme and early production planning

x  Finalise ExploreCo structure and cornerstone investment arrangements

x  Secure remaining project financing and optimise capital structure

x  Accelerate early works activities, including upgrading camp infrastructure and portal development

MEDIUM-TERM OBJECTIVES (2-4 YEARS)

x  Commence Cascabel construction and progress toward first production

x  Establish ExploreCo as an independent entity with a dedicated exploration focus

x  Generate early cash flows from TAM operations to support ongoing development

x  Advance regional exploration through strategic partnerships and joint ventures

LONG-TERM VISION (5+ YEARS)

x  Establish SolGold as a leading global copper producer

x  Achieve full Cascabel development potential through phased expansion

x  Realise additional discoveries from the regional exploration portfolio

x  Contribute meaningfully to global copper supply and energy transition

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

11

KEY PERFORMANCE INDICATORS

We recognise that our success is measured not just by our financial performance but also by our ability to create sustainable value for all

stakeholders while advancing our projects responsibly. Our Key Performance Indicators (KPIs) reflect this holistic approach, aligning with our

strategic objectives and core values.

These KPIs serve as guideposts, ensuring we remain focused on advancing the world-class Cascabel project while maintaining the highest

standards of operational excellence, fiscal responsibility, and sustainable development. They are designed to drive performance across all

aspects of our business, from safety and environmental stewardship to technical advancement and stakeholder engagement.

While specific metrics for each KPI are monitored internally, we present here the overarching objectives that guide our efforts and against

which we measure our progress:

Strategic Pillar  Long-Term Objective  2025 Highlights

Safety &

Sustainability

Maintain the highest standards of

health, safety, and environmental

stewardship across all operations

x Zero significant environmental or safety incidents

x Continued implementation of water recycling practices

x Continued progress towards One Million Trees reforestation programme

Financial

Stewardship

Optimise financial management to

support long-term stability and

project advancement

x Successfully drew the first draw of $33.4 million under $750 million Gold

Stream Agreement

x Sold the company’s Own Sharees at a premium to market to existing

shareholder Jiangxi Copper Corp.

Project

Development

Advance the Cascabel Project

through comprehensive technical

studies and strategic optimisation

x Engaged G Mining Services to provide project management and

engineering services for the Cascabel Project

Permitting  Progress all necessary permitting for

Cascabel in collaboration with

relevant authorities

x Engaged ENTRIX for Environmental Impact Assessment (EIA)

Growth &

Discovery

Strategically advance our diverse

portfolio of mineral exploration

assets

x Plans to unlock value via ExploreCo have been approved by the Board

Stakeholder

Engagement

Foster transparent and collaborative

relationships with all stakeholders

x Continued active engagement with all stakeholders, from local

communities, to state and national government and international

investors

Operational

Excellence

Cultivate a culture of innovation and

continuous improvements

x Strengthened  project  delivery  discipline  through  the  appointment  of

G Mining Services as Feasibility Study project manager and the initiation of

trade-off  studies  focused  on  optimising  underground  access,  power,

tailings, and metallurgical design.

x Enhanced governance and  oversight by  refreshing Board  leadership and

embedding  independent  director  roles,  supporting  stronger  risk

management  and  accountability  as  the  Company  transitions  toward

development.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

12

MARKET OVERVIEW

GLOBAL COPPER AND GOLD MARKET FUNDAMENTALS

The global copper market continues to experience structural supply constraints while demand growth accelerates, driven by energy transition

initiatives and infrastructure development, with supply growth constrained by declining ore grades and limited new discoveries.

Gold markets  demonstrate similar  supply constraints  alongside robust demand  from both traditional  investment sources  and emerging

industrial applications, with declining ore grades and limited new Tier 1 discoveries affecting long-term supply outlook.

COPPER DEMAND DRIVERS

x  Energy  Transition: Electric  vehicle  adoption, renewable energy infrastructure,  and  grid  modernisation are  driving  unprecedented

copper demand growth

x  Infrastructure Development: Global infrastructure investment programmes requiring substantial copper consumption

x  Technology Advancement: Data centres, telecommunications, and emerging technologies are increasing copper intensity

x  Emerging Markets: Continued urbanisation and industrialisation in developing economies

GOLD DEMAND DRIVERS

x  Central Bank Purchasing: Continued central bank gold accumulation supporting price fundamentals and market stability

x  Investment Demand: Portfolio diversification and inflation hedging are driving institutional and retail investment flows

x  Technology Applications: Growing industrial demand from electronics, renewable energy systems, and emerging technologies

x  Jewellery and Consumer Demand: Sustained consumer demand from key markets despite price volatility

SUPPLY CHALLENGES - BOTH METALS

x  Resource Depletion: Declining ore grades at existing mines requiring increased processing to maintain production

x  Discovery Deficit: Limited new Tier 1 discoveries constraining future supply pipeline for both copper and gold

x  Development Timelines: Extended permitting and construction periods delaying new supply additions

x  Geopolitical Risks: Concentration of production in limited jurisdictions creating supply security concerns

x  Environmental Constraints: Increasing environmental regulations and community expectations affecting development feasibility

MARKET POSITIONING AND OUTLOOK

PRICE ENVIRONMENT

Long-term consensus copper price forecasts of US$4.32/lb reflecting supply-demand fundamentals and energy transition requirements

Long-term consensus gold price forecasts of US$2,636/oz supported by monetary policy uncertainties and continued institutional demand

STRATEGIC POSITIONING

SolGold's Cascabel Project is strategically positioned to benefit from strengthening fundamentals in both copper and gold markets through:

x  Large-scale, long-life production profile providing supply security for both metals

x  Bottom-quartile cost position ensuring profitability across commodity cycles

x  Phased development approach enabling capital-efficient growth and production optimisation

x  High-grade copper-gold mineralisation providing natural diversification across metal markets

x  ESG leadership supporting access to responsible sourcing premiums and sustainable finance

INVESTMENT OUTLOOK

The convergence of supply constraints and demand growth in both copper and gold markets creates favourable conditions for the development

of world-class polymetallic projects. Cascabel's scale, quality, dual-metal production profile, and advanced development status position SolGold

to capture significant value creation as global metal markets tighten and investors seek exposure to critical mineral assets supporting energy

transition and economic stability.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

13

OPERATIONS OVERVIEW

CASCABEL PROJECT STATUS

The Cascabel Project encompasses two significant deposits: the Alpala  porphyry copper-gold-silver  deposit  and  the Tandayama-América

porphyry copper-gold deposit. These mineralised systems are hosted within the Andean Porphyry Belt that extends from southern Chile through

to Ecuador, Colombia and Panama, hosting the largest concentrations of copper in the world.

MINERAL RESOURCES AND RESERVES

Alpala Mineral Resource Statement (Effective Date: 11 November 2023)

x  Measured and Indicated: 3,013 Mt @ 0.52% CuEq containing 15.6 Mt CuEq

x  Inferred: 607 Mt @ 0.36% CuEq containing 2.2 Mt CuEq

x  Total Contained Metal: 10.7 Mt Copper, 26.8 Moz Gold, 91.3 Moz Silver

Alpala Mineral Reserve Statement (Effective Date: 31 December 2023)

x  Proven and Probable: 539.7 Mt @ 0.60% Cu, 0.54 g/t Au containing 3.2 Mt Cu, 9.4 Moz Au

x  Reserve represents only 18% of Measured and Indicated Resource

Tandayama-América Mineral Resource Statement (Effective Date: 11 November 2023)

x  Total Indicated: 722 Mt @ 0.36% CuEq containing 2.6 Mt CuEq

x  Total Inferred: 247 Mt @ 0.35% CuEq containing 0.9 Mt CuEq

x  Open-pit potential: 492 Mt Indicated @ 0.35% CuEq

PRODUCTION PROFILE AND ECONOMICS (BASED ON 2024 PRE-FEASIBILITY STUDY)

x  Initial Mine Life: 28 years @ 12-24 Mtpa throughput

x  Total Production: 2.9 Mt Cu, 6.9 Moz Au, 18.4 Moz Ag over initial mine life

x  Peak Annual Production: 216 kt Cu, 734 koz Au

x  Economic Returns: After-tax NPV8% of US$3.22 billion, IRR of 24%

x  Capital Requirements: Initial pre-production capex of US$1.55 billion

DEVELOPMENT PROGRESS

During the year, SolGold advanced several key milestones in positioning Cascabel for development:

x  Financing: The Company continued to benefit from its US$750 million gold stream agreement with Franco-Nevada and OR Royalties.

The second advance of US$33.3 million was released in July 2025, following approval of the Project Execution Plan (PEP).

x  Investment Protection Agreement: In  May 2025,  SolGold  executed an  Amended  Investment Protection  Agreement with  the

Government of Ecuador, providing long-term legal and fiscal certainty and recognising US$311.5 million of historical investment.

x  Project Execution Planning: G Mining Services completed and delivered the PEP, which outlines an optimised development pathway.

The plan prioritises early cash flow from an open pit at TAM, followed by underground development of Alpala. Early works, including

site access and on-concession tailings facilities, are being prepared in parallel with feasibility-stage studies.

x  Technical Work: Drilling continued at TAM with a 5,400-metre programme designed to upgrade near-surface resources and support

assessment  of  open-pit  potential.  Independent  geotechnical  studies  confirmed  suitability  of  on-site  tailings  storage  sites.

Environmental Impact Assessment work also progressed in support of full permitting.

These  initiatives  collectively  advance  Cascabel  toward  construction  readiness,  while  maintaining  focus  on  sustainability,  community

engagement, and responsible development.

EXPLORATION PORTFOLIO DEVELOPMENT

Beyond  Cascabel,  SolGold  maintains  an  extensive  exploration  portfolio  of  89  licences  covering  more  than  3,000  km²  across  Ecuador.  This

portfolio underpins the Company’s long-term growth strategy and is being structured into a dedicated exploration vehicle (“ExploreCo”). As of

year end, ExploreCo remains at the concept stage, with transaction structures and capital pathways under review.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

14

PORVENIR PROJECT

The Porvenir Project in southern Ecuador is expected to form the cornerstone of ExploreCo. In May 2025, SolGold was granted the Environmental

Licence  for advanced exploration activities  across  the project concessions,  following  completion  of  the  Environmental Impact  Study  and  a

constructive public consultation process.

Resource: Cacharposa deposit hosts a Mineral Resource Estimate (effective 26 October 2021):

x  Indicated: 396.8 Mt @ 0.44% CuEq

x  Inferred: 96.9 Mt @ 0.37% CuEq

x  Including a conceptual starter pit of 44 Mt @ 0.64% CuEq

Technical Work: A Preliminary Economic Assessment is in progress, incorporating recent drilling and updated assumptions on mining methods

and costs.

Porvenir’s location, in proximity to the Mirador and Fruta del Norte mines, highlights its strategic positioning within Ecuador’s most established

mining district.

CORPORATE UPDATE

x  Leadership Transition: In March 2025, Dan Vujcic was appointed Chief Executive Officer and Paul Smith as Non-Executive Chairman.

Scott Caldwell transitioned  to Non-Executive Director,  ensuring  continuity of technical  oversight. Charles  Joseland was appointed

Senior Independent Director

x  Strategic Reset: Alongside leadership changes, the Company reset its strategy to prioritise development of Cascabel and formation of

ExploreCo, supported by a newly established Technical Committee

x  Strategic Investment: In March 2025, Jiangxi Copper increased its holding to 12.2% through an US$18.1 million investment at a 45%

premium to market price, strengthening the balance sheet and reinforcing support for Cascabel’s development

x  TSX De-listing: In June 2025, SolGold delisted from the Toronto Stock Exchange to reduce administrative costs, with the London Stock

Exchange remaining the Company’s primary listing

FINANCIAL PERFORMANCE AND POSITION

FINANCIAL HIGHLIGHTS

HIGHLIGHTS

The Group  maintained financial  discipline and position  during the financial  year ended  30 June  2025, continuing  progress towards  the

development of SolGold, and in particular, the development of the Cascabel project. Key highlights included:

x  Repaid the US$10.2 million short-term financing on time following the completion of the Gold Stream agreement

x  Raised US$18.1 million through sale of own shares to Jiangxi Copper in March 2025

x  Maintained an all-in cash burn rate of US$3.0 million per month in 2025 (2024: US$3.0 million per month)

x  Subsequent to 30 June 2025, successfully received US$33.3 million associated with the second Tranche of the Initial Deposit under

the Gold Stream Agreement

RESULTS

The Group reported a loss after tax of US$36,249,093 (2024: US$60,299,953). This loss was driven by US$21.8 million of interest incurred on

the net smelter royalty (“NSR”) financial liability and US$14.1 million of Administrative expenses. The reduction in loss compared to the prior

year is primarily due to the absence of significant one-off items that impacted 2024’s results. In 2024, these included a US$24.1 million non-

cash remeasurement expense related to the NSR financial liability, as well as the write-off of Australian exploration properties that resulted in

US$8.3 million of non-cash expenses.

Net cash outflows from operations and investing activities were US$2.2 million in 2025 versus US$35.5 million in 2024, a 94% reduction primarily

arising from the net operating proceeds from the Gold Stream agreement of US$31.8 million. Cash-based administrative expenses remained

consistent with 2024, reflecting continued focus on cost control. There were 30,000,000 options granted during 2025 versus 20,000,000 in 2024.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

15

STATEMENT OF FINANCIAL POSITION

Total assets at 30 June 2025 were US$493.4 million compared to US$463.8 million at 30 June 2024, representing an increase of US$29.6 million.

Current assets overall increased by US$5.0 million, primarily the result of a higher cash and cash equivalents position at 2025 due to proceeds

from the Gold Stream Agreement received in July 2024 and the continued focus on cost control, offset in part by a reduction in other receivables.

Non-current assets increased by US$24.6 million, largely due to increases in capitalised exploration and evaluation expenditures, classified as

intangible assets. Capitalised exploration and evaluation expenditures were approximately $25.1 million, predominantly due to expenditures

on the Alpala project and the various regional projects in Ecuador.

Total liabilities at 30 June 2025 were US$254.4 million, compared to US$209.2 million at 30 June 2023, representing an increase of approximately

US$45.2 million.

Current liabilities at 30 June 2025 were US$7.0 million, compared to US$17.3 million at 30 June 2024, representing a decrease of approximately

US$10.2 million as a result of  repaying the short-term borrowings in July 2025.  The funds were provided by Franco-Nevada Corporation to

provide working capital until the Gold Stream Agreement was completed. The Group also settled the US$0.7 million provision during the financial

year.

Non-current liabilities increased by US$55.5 million primarily due to accreted interest on the NSR royalty borrowings of approximately US$21.8

million, and recognition of the deferred revenue liability of US$34.7 million in connection with accounting for the Gold Stream Agreement.

CASH FLOW

Cash expenditure (before financing activities) for the year ended 30 June 2025 was US$2.2 million (2024: US$35.5 million). The largest category

of  cash  outlay  was  for  capitalised  exploration  and  evaluation  costs,  which  was  US$21.9  (2024:  US$25.1).  The  overwhelming  majority  of

capitalised exploration and evaluation costs in 2025 and 2024 relate to the Group’s exploration properties in Ecuador. This spend was offset by

the net operating proceeds from the Gold Stream agreement of US$31.8 million.

The net cash increase in 2025 was US$5.4 million, which includes financing activities of US$18.1 million proceeds from the sale of own shares,

and US$10.2 million outflow for the repayment of short-term borrowings (2024: net cash decrease of US$26.4 million, including US$10 million

in financing proceeds).

COST MANAGEMENT AND PERFORMANCE AGAINST BUDGET

To ensure the business’s continued success, SolGold must be adequately funded at all times in order to retain employees, meet expenditure

requirements and keep operations running across all projects. As part of the Group’s cost management strategy, the Group has implemented

several cost reduction initiatives to preserve cash. These include, but are not limited to, ongoing reviews of budgets and regular forecasts to

ensure effective use of cash in core activities, reductions of corporate overheads where possible and active working capital management.

FINANCIAL CONTROLS AND RISK MANAGEMENT

The Board regularly reviews the risks to which the Group is exposed and ensures through Board Committees and regular reporting that these

risks are managed across all sectors of the Company. The Audit and Risk Committee is responsible for the overview of the Group’s internal

financial controls and financial risk management systems. Further information can be found under the Corporate Governance: Audit, Risk, and

Internal Controls section.

EQUITY

During 2025, the Company issued 30,000,000 options over ordinary shares and issued no ordinary shares. At year-end, the Company had a total

of 3,001,106,975  fully paid ordinary  shares and 103,100,000  options on issue. At the date of this report, the Company had a total of

3,001,106,975 fully paid ordinary shares and 103,350,000 options on issue.

Further information regarding equity movements can be found in Note 18 and Note 23 of the 2024 financial statements.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

16

RISK MANAGEMENT

RISK GOVERNANCE FRAMEWORK

SolGold maintains a risk management framework overseen by the Board and implemented through management systems designed to identify,

assess, and mitigate risks that could impact the Company's strategic objectives and stakeholder interests.

Risk Management Structure

x  Board Oversight: Audit & Risk Committee provides governance oversight of enterprise risk management

x  Management Implementation: Executive team responsible for risk identification, assessment, and mitigation

x  Operational Integration: Risk management embedded in project development and operational decision-making

x  External Review: Independent verification of risk management systems and controls by an external advisor during the period under

review

PRINCIPAL RISKS AND UNCERTAINTIES

DEVELOPMENT AND CONSTRUCTION RISKS

Project Execution Risk

x  Risk: Delays, cost overruns, or technical challenges during feasibility completion and construction phases

x  Impact: Increased capital requirements, delayed cash flow generation, reduced project returns

x  Mitigation: Appointment of G Mining Services as an experienced project manager, phased development  approach reducing initial

capital requirements, comprehensive technical studies and engineering optimisation

x  Trend: Stable

Permitting and Regulatory Approval Risk

x  Risk: Delays in obtaining environmental permits, construction approvals, or changes in regulatory requirements

x  Impact: Project timeline delays, additional compliance costs, potential scope modifications

x  Mitigation: Early engagement with regulatory authorities, comprehensive ESIA preparation, experienced local legal and environmental

consultants, established Government of Ecuador support through Exploitation Contract

x  Trend: Increasing as permitting workload increases with progress at the Cascabel Project

Technical and Operational Challenges

x  Risk: Block caving implementation challenges, metallurgical variability, or infrastructure performance issues

x  Impact: Production shortfalls, increased operating costs, reduced resource recovery

x  Mitigation: Extensive metallurgical testing  completed,  experienced  technical  consultants  and  contractors,  TAM  early  production

strategy to gain operational experience, and comprehensive geotechnical studies

x  Trend: Stable

Commodity Price and Market Volatility

x  Risk: Significant declines in copper and gold prices affecting project economics and financing capacity

x  Impact: Reduced project value, potential financing challenges, delayed development decisions

x  Mitigation: Bottom-quartile cost position providing margin protection; long-term offtake contracts and hedging strategies; phased

development enabling capital deployment optimisation

x  Trend: Decreasing – Metal price trends increasing – particularly Gold

OPERATIONAL AND POLITICAL RISKS

Political and Regulatory Risk

x  Risk: Changes in government policy, taxation, or mining regulations in Ecuador

x  Impact: Increased costs, operational restrictions, potential asset impairment

x  Mitigation: 33-year Exploitation Contract with economic imbalance protection mechanism, political risk insurance coverage, strong

government relationships at multiple levels, Investment Protection Agreement negotiations

x  Trend: Increasing. Increased number of changes in Ecuadorian government policy

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

17

PRINCIPAL RISKS AND UNCERTAINTIES (CONTINUED)

Community Relations and Social Licence Risk

x  Risk: Loss of community support, social conflicts, or breakdown in stakeholder relationships

x  Impact: Operational disruptions, permitting delays, increased security costs, reputational damage

x  Mitigation: 15+ years of positive community engagement, significant local employment and procurement, ongoing socioeconomic

investment programmes, transparent communication and grievance mechanisms

x  Trend: Slight increase as the development of the Cascabel Project has an increasing impact on the local communities

Environmental and Climate Risk

x  Risk: Environmental incidents, climate change impacts, or failure to meet environmental standards

x  Impact: Regulatory penalties, operational disruptions, increased costs, reputational damage

x  Mitigation: Comprehensive environmental management systems, zero significant incidents track record, climate adaptation planning,

renewable energy integration, robust monitoring and reporting

x  Trend: Stable

Workforce and Capability Risk

x  Risk: Inability to attract and retain skilled personnel, labour disputes, or capability gaps

x  Impact: Operational inefficiencies, increased costs, project delays, safety incidents

x  Mitigation: Strong local workforce development programmes, competitive compensation and benefits, ongoing training and capability

building, strategic partnerships for specialised expertise

x  Trend: Stable

FINANCIAL AND MARKET RISKS

Capital Markets Access and Funding Risk

x  Risk: Inability to secure remaining project financing on acceptable terms or capital market disruptions

x  Impact: Development delays, dilutive equity issuances, sub-optimal capital structure

x  Mitigation: US$750 million Gold Stream Agreement providing significant development funding, strong strategic partnerships, Main

Market LSE listing providing market access options, potential ASX listing for enhanced capital access

x  Trend: Stable

Liquidity and Working Capital Risk

x  Risk: Insufficient cash resources to fund operations and development activities

x  Impact: Operational constraints, delayed development, potential asset sales

x  Mitigation: Strong  cash position enhanced  by stream  funding, disciplined  capital allocation, available credit  facilities, strategic

partnership funding options

x  Trend: Decrease – Gold Stream Agreement providing sufficient ongoing working capital for the short term

STRATEGIC AND COMPETITIVE RISKS

Market Competition and Industry Dynamics

x  Risk: Increased competition for skilled resources, strategic partnerships, or market share

x  Impact: Increased costs, reduced strategic options, market share erosion

x  Mitigation: Tier 1 asset quality providing competitive advantages, established  strategic partnerships, first-mover advantage in

Ecuador, strong ESG credentials

x  Trend: Stable

Strategic Execution Risk

x  Risk: Failure to execute ExploreCo formation, partnership strategies, or corporate development initiatives

x  Impact: Missed value creation opportunities, sub-optimal capital allocation, stakeholder dissatisfaction

x  Mitigation:  Experienced  leadership  team,  clear  strategic  frameworks,  regular  progress  monitoring,  stakeholder  engagement  and

communication

x  Trend: Increase with respect to execution of ExploreCo development

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gwiVqR+jeGkoiB7JjkERq1hz5x6x29fe1koi6h6uJltnLa+FR0S/9zB9syQ1/t3xBXRFP3oCQi0hL5g3UBfU3uqtq51XK3zhMrLv3Pr95+0S/b4iNGjHj9f/77di89pFvFiiQiY8cM22anqTsdtN/3/+Zv599518IP3Hv7uRcf/a+njp+1Y67qpFnNmqytVrkZv3HP2UMj1HLOEo3MPu+i337xu6tXLO0ZPurEz3x819cdURYbXnCiyA6HH3TPjy756ae+1LtilfZVuVDZsP7hWX7RrH8AAADY2qmKiLsf/NaTxu++g4XkiOKZs2M69fp5V/7u22/54BnHnXz9V767bN4C9RSNiJu5i2mdPSK0/8iITezbWkQnu9bL1p33tg/96nNf66ztbam98hOnDZoywUSK/uMYntQzduQrv3L67kcd0lFZPm/Bee89bc4lv63D++MkwmVgp0u4Z1FVsUfum9OdRXOYbjjaQlRGbTvmf+WWt0T6CpOwJffO+eZJ7771ol82jQ8ZOuRtX/n0+EMPHBQh6elPp1mGbDfu5DP/e+yOUzqFP3T97DPf8N77Lr5C1LKkiM2edOWhhZpEiKdqVfviD/7Ljz7+X2uWLhs8cvS7zjljp1e/1OpnHr+tMfVVL3vveV8bPHlsXUiRw7JUm5iSRT8AAABs9flgIlIki8GD3vylT/WMH2MhuXzG6DCSri08mvz4nXN+8ekzvn7ESV857uTLvvjthbPvaTeS21VLTVXd/Y8cFuGp1V667tx3nDrndzeLhqS0+4nHTz14v7JM4h5W5I1OcNOInpa9/JOnjZswriq0yfnH//qZtY88HhE555QKG8hy5xBT8zDNsfCBh9QjVCMiJEwiVEZsu+3/yj1v3Lu1WP3IgrPe/sFlDy9s6mzJjj71PeMO2LunLGp7xl2sVFV8yJQJJ37+kz1ly0tbt2bd+R/+t3t/cLGGilj/k4rN+Y2re90n2rty7Tnv/PvbfnGFiFqRXn36P4+YNUO0qYpnPM1QiSGmo2ZO/5tvfnHI6BE5Iictg34AAAB4fsoupupNoT508sR3nXXGqMkTU/2M+fqp0TJrFm9SZNV2rh+96/5rvvjtb7zmXV8/8vW//fK3Vzwy33PuH9Nvav5SdPSSf/jUo7ff2+kyc+/ZZvTLPniKSR3iViR1t/z0lPrQ5Jby6BHHfPBdRWiOaC9bce4pH1m3amX/I44BbWAaISI5REJWLF3WmERSFdEQDRGTNLj7f+WWF6auesVXvrV20dIqclHY9nvstPebXmvqIdkkNJ7+dK2oc0TR+JjdZuz7hld3NSIadd2++JNffOy2O7PH5m+KFRLS5dWvPnr63JtvqS0G5Zh15Et2OO7glklEKqpn/PZzmEuI6aidpr3+n07VVtGqJW/iqQf9AAAAsJVLRTKzVLSsaJUtG7nT1Pf86Dt7HfUSEw2RLBEqoW5JRVVDVEVU1bRRr7xe/PD8K7/87c+99MSfvu9jKx6Yl3PdaarGq9y0q3a7rjtVdq9zu2lu/O55s397TU6SahdN+77huCHjR4u1zAozS2VhG+2zlENKjcFlzDzuqOHbjS9CsuhjD8699nPfi5zdO3kg/aDZQwqJ2kJ6264i2UNVQ+qkkqW7q9yse+U5N03TyV41uarruq7anSrXjddNzhv+hOen/nSqXNW1uzedTtXUEe7Zm5wjdOm9c2//2W9cJZnl8Bed8pZWK6VWqyxbRdGy9PRiDC26usuuoqvVVXYdePIJPrjbXF2lb+26n/zDp7y37ZtYnL0pJuEiD183++ZLr2qSJpemlQ5990mtVKSi7OnqKp+ZVa0ylV2tVKSels181ctGb79d1jDOfwAAAIDnSCnptiNO+Oon3/H1z8zYY+chVhZZI1InxEQtQp+5bDZEPKSq6+t/fumXXvm2G79zoTaqbhKSikJCPNe1RF6+6opvnF007iKiokWx3ytfLp5tEw8r+lcgm6Q8qNj7+KNU1VU04pof/njFg/OarJEH+KV7hGcVFRF96tnIhjO1VTZ/P6kIL0WKxptlqzsrenO76l27pm/NumpNu/9P7+q+NavW9/+p1q7oW7ly3fLVnTV9trpTd5o6skaVRS7/7Jdzp1KVlGPMdhN2OfzQGMAxFyOnb7/DXrPEI4WoyPw58+7/6WUemzd/KYeo680//FlolC4aMm7q5HF77v7cn11CTbtapalu6mrZfwkAAOD5xEy9GWqeU0w5+rCTjzx07b1z773k1w9ccc2CefNzbmrTFNI/Ft94/BgqEtJevfbiT35h7dwFB3/871qFJTVLauJ16C1nX1wvXdW/SVOITNllx55pk7O4bWq9RISombgUtuOLD7z8jO+IaXik3r47Lv7VIad9YGBj/w3PSsSj1Wo9FTwqYhES0jSb9829mplqzl71rv39BT954pa7F9553+oly9S0fvJABuufHPXkm5nIiDGjJ+2+y3bHv/iAE15eR1azJbff88DVN/bPrwqPmS89tC6L1gD6wU12OvLFD1x3q6t7RLfr1d/7wa4nvlLKzfsUed26h66+0TQki5rufOSLmyTpue+mhoj/0elS9AMAAMDzSeRatFta7l5Y9KTomjXlRbPeffBppzxx9wO3n//z2T+7rG/duuifQb9xRXioahVu2a8698IJL9xzp+NekiQ8JKlLFfdcckUnRf/6ZVObdtB+hUhbfPAmnj8kU88uaq3I42ftNGxQz8r2+q7Qjsk9l119yN++pyl0IGPmCO9vhqHDhm3UPNG/i1NdV5t3f9wlIsxaI0Yc9r63NN5Ua6uFV153/me+WC1a2v8jjTy9NVRRtl526rtmnfTqISN7QiTCW5o85Naf/0bqXBeaJLQopr9wb7P+7aeeYwyvud5+j13FpDY106aRx+ctWHnfg9vutfNmRGLEnddc37tufURISjli8q47qfhzvntIyHPte8X8JQAAgOeRVLQGlaWWqatVpqJIRatVdneXXV1drcn77Pbyz/7DaTde8oav/8c+xx4+fNhwFVXvf/CwISSSmohV4td8/byUo26aCBGVtQsWLZw711zURFWLHOP2muVaD7ZyU0c+q2oqipSSFa3uwYOG7Lh9IeImIrF4/mOdx5e00nM/fwixIqVQS0mH7DipaCI8QsRNUtasvnbpss26P5pSKopWsjJZUZTdrUHDRg/f5bUve9853xgyarhKuIl5aIhGmMv+Jxx7wLtP7Bo+KELMUlKxlM300Wuub1RUQj2kKMbuOEM1qxYD+QWN3mlqdHWVHimLqoT7I3fcu1mfIos+euXV/Rcb4RI6dpcZqgMd+Qf9AAAAgAHqHj5kh6MOe+XXPvN3V15w0un/OHnHaRr9W8DqUyNLC3nk7nseveFWVUsm4f7EQ3Nrz6oqHhLiScdMHFeYDfTgArPR226johEhKk2dF89/VHWgf1tVzdLk6TOapKYb5ha5hoqsX7p8i9yWUdMmvfiNr40QyxL9M6tCTHXKPns2akVRqIiKarJwba9dt/jRhWX/z5gNHzJ0xPhxSU0HcD/CvRzcM2r48BBxDZeQOi+698HNulrzeOSBuSHR/xCpKItBw4aJxBa5FfQDAAAANhqLh3eJt3Iuth21w0nHv/0X553wqY8OGT1i49Gnipbu1194STLzEA1dsXCRqT11XrGVRc+okR4e8cxD4zb5rtIzfHhIaIiIJpc1K1YNZKSqquGuqhE+abdd+0xUQlVSiJtK6PonVm6R2xJmuxx9WJjJhtXlESKm0j1iWCTTxkVCwhsP0bTy0celaiqJJCIhg4YOlkGleP4jR2dsVFKWTYcNG2qqERKmJrJu6dLNutpmXXvt0pUqKiomMqjVVQ4aZKpb5FbQDwAAANh4SG5hRZXEouk2b7VkjxNfdep53xo5bbunvj2PkCrFIzfcXvVW2SOy596OR4iKhYRKqyy11TIJiYgYyDQkkaKI/rXXERYSVT2QkarnbClFeESMnL795AkTTNUlTCJLqMhjcx/eInelTD5ku4lDBg1uTNWfWhIiJpIiUmHRf2qbSITkTt1INKn/47iVrUZFRAeQDxISjUdqtSQ2nN/WmNR581aB507d6e3rL5yISEVRu+uWefxAPwAAAGztqjo3Vbuvs77TaZ47H1SLInWlIhVdZdlVtLoGdZfDd532zm9+oRg5XCNUxXKE6Pply1c9sbjLLIru1rBByZ/OC1U10Syqqkmfe+/RcCnaHcuRk4iqF6KDWnkAh6ZZSiJillIqvLRdDn+RuJhJrVa4WsSq+Qs669p100RTdTZzL6ZnXqJaq2vosCHJI0z1yUXGjYSZeERhKVRLNfOwQUUhGk+epdE/jUjVBjSfyyOZrV+/XiJMw1zUtejavFPwChE3FQl3ddGqvb5xiz9hL1v6AQAA4Hkombiore6o/ekzWEbtNOUlr3uVqYaLJFWRXDXVypU5QsRHbjMqm8iGldba1+nUvetFtH/30ud88SyyatWKUNEQ88gi4yaNT5s536aQ2P01x1mrsEa0fx2Fytrlq564595GNNRK07/ofVZxkZBko8aPs5TKHCHhKrlTtUQkYiDzlzQly3ntqtUhKqKuYqZjtp+4eZfS3d3qaqlKf7i0q6pZukSZvwQAAIABjWvDq77ON977EfszvoB31Z2PPUwsicrGSxo8ItxHT5vcFCohoSoiXjftVau9f07PAIatFrHu8SUR2r8ouezpGj55cni9eR9TdZvdZ045cG9zFRWPEFNxv/3iS8VDRTw3f9kbvSEPYtDIEUPHbaMihaiLtnt7c29HBlYvHpFXrulb1xv9U55EQmPc7jtu3oV0FcNGj9xwNSKl67I5c3ULjfzpBwAAgK0+IMw0rX5w4cPXXf+njxq9HrnTToO6B4WIhYRIahWtkSMbb0xkxJQp40eP1pAwCZEydPlji1QshwzkoUdes/7xRxf2z3PKGrvsspOOGuG6eSPVECmjPuKD72ul0iVMVSJq09suubxZsSo861985OumIhoeMXn/F7hKeIjK6nXrVj/xhA9s+6MQWTzngVw3opIlQmVoq2vqfntv3oWUNnbSeIn+ZxgaHg/cdW+w/gEAAAADygfVsii7usqrv/y9tX1V1be+qdpVvX7zXkS0KNTKlFzCNDR6RowYMW58d1G6NdKdZhzyQjcR6V9+EE/c80Dh6pLdn33afXjTrivv1HXTzL/znujksAiTFGnmK442k7SZ410X1dQav88O+77p5YVbjujfKmn98lW3nPXDtqdo/qznD3VVNU0jEZs80cJaokk1JbO9jzgoTENVxKRpls2b724iz/1EJcLn3zYnqfa/TavR8S96wZBRQzczpWL6vvu5WVK18JC467Irc9XkXHldVx51X2cTN7FpcmMq6hKb+Jj0AwAAwFYvskhI3H/rHfMvvrQqStFs2tq810ip7u106so1JKKr0akH7FX2lG6axEJknxNfWRZFyyXc3WT+TbdWqsUfWf2g1n+GQhP6yNXXi3uIasjQcaN3e8XRZa7FNvP5Q3iEq6Zj/u79283ayUQbiSTeJL3qu+f3zV/YlvLPuIdqVbVi9WozkwF8kz/14BeOmzReI1JE5Pzwjbc1OQYy9u64zrvq2iayeKQcUuiRb39jvZkp1RKZ+pIDuiy5h4rWSVY8snDh9TdXUUhK5jl1PfutcEtN401fJzQ29THpBwAAgK2chySzMCvq/JPPnuGPLxFJsZmb8YToygfm1Os7kUxUGrP9Tnx5RIi7SGGWJuy7+15HHla5JzGPePiO+6rHl4bYpr6tl9AiFS5etutbfnVFLlUjQu3IU97sQ3ssJd/MS0yqEprUquFDTv7aZ0dNHt8KDTMNWb+u9ycf+aT1dv6cButbusTrJg9wGtLg7qNOeWtdaESY6f2/ubrL1eO5t6Lqe3jBI3fcJxIm2pjOOuyAbQ/cJzZ30B4xcuepY6ZNFtMQEdNU58u/9N2yU9dVNtVNnSWXI3XmLVz8+OJsm1y3Qj8AAABs9f0QSaQoC0+2evHSH/7jp7wvXDZvLbXmuO3XV/pAKREAACAASURBVBWN1+pZY/ouu0x+4QtM3ExctH/b1UNPe//IbUeHShFSd6obf/Kz/nOaN3FZHhG1yLyrrl/52BPSZBWdedABO55wXCs8e+2b+aW7iouGhnSZ90wZ+/Zv/teYaZOiFhMJkYd+P/vSz53xp99E1Yfuud/yQJPGvN7xda+YuuOOrlIlWfzwgrnX3TCQvzj7p1e0+/pUxU1HbDvmmI+dmiVam3l2QyRLudr1mCMjIolqeG0y78bbbzj3AjENVfdnn8qVIq754Y+HZsubfkf6AQAAYKsXlTfi3phI4fddc8Pl//752q3dqeqqrquqqp99Xn72aHfqqqo7VWf1o4/f+ONfSJKUo9vtoPe+IWu4mllRFCmlVKRy1JRRJ/736d2DhmQJF7/p+xe1Fy3PnjtNzu7uuc5NUzdR1dFUtTbaZF3vl37rrFZuNHTYNmNe81//PHL08NTVVbZ6WmUr5w3LJyJCPUTURUIkibiIeMhGkaFWpKJMRSqKViE2Yucd33ne1yfuuH3/nrJ18lvOuuDS079ar233djp1XztXTc7eNHWTq2fcrCd1sldVbqq6aTrV+s7tP7okqSQPVVERV01FWQ7vcS8bkYhnjMjDisL8iFPfmVKhoSnnS884s6qbpspVu66bOvLT97zK0anbTa5WLVpy4/d+kDUalZ6uQcef/pGRUyaXRXrGGvSQJruFp+yuESaNSFKJjc6YCw/RYt/XHjN06DANz6ZFllrzJf/5jfmXXl2166bJdY7I7jnnXHun7lTrctV+4MqbOjmN3XOnIsTEkketKsvXrmvXdVX3tmt3px8AAAC2diplkQrRwqWsTdyv+cGPr/7457RxkVCzFM/+LMK9CWmaxos19cX/+Kn1q1Z59kLTC9/8uulHvaRIZn8wx0W7Jhywxxv/+2NDhg1T0bULl1z+2TO8aUpva+TI2cRSkdys1qLJuj7s1u+e8+htd/eJpKI47mMf6hk/ZuPXS0+eLS0iVdE/78ZFxVXCTMw2uSlq5DJF9/ht3vSdz0/fa5Z7qKZ2+G+/euaF/3C6r17fkWisEa8tRCVtHA+qqqoRUeRKpZMltO3Xfe3s+2+8LZvWScS16Ora68gXv+/Cb87Yey9TMdU/mKZlqqoy5aWHvuL978hdSUPn33LP7G98Xzx79KXIzUbf45fSaEjVjl/963+vW7mqaGxwV89Jn/nn3Y44rFHpv/hnFo54ssY0iUpIMg1322i5SIiI6NBJ44//6PubstXK1jExU1+7/ty//Zdbzzo/KlGJJsJDPGtOUkf3g9fedc33zn35//ub2rOERoSYtvv6vvLm9/z+019Zfv/cbg3RSB//+Mf5bwoAAGCrzgeJHHf94OfLli+tC2t55Ij5d963/L77d3jBPtWQwUk1pQ0j1I2nvbt7xzWvXP3DD33snmtvSNkHjRj2io984JD/986yZeJ1aJE2Gra6R5fmYTtO33n/fefdOnvd6jWP3/fQxEkTRu86sx2aUrL+Vc5qkV3FHr74lz8+/YvWbnpGDHvdv58264RjctMuy6cXdueczVKEi8TcK65/9I67QsREBw8besDbXq/mJulZ5+lHhHguzFrDhu18/NHjtxu/9L4H+9b2mscT9zx41+VXTho/fsT2UySl7JJENdnGn72/ImqR9ZV7b99V//GVy771vUE5Umguyn2POuzNX/j3Pd72ukHjty1KE5WkKvqMFQMeYlGnlMbvv/ekKdvNu+m2vKZvzuw7Ro4cNnqP3VS1tI2uPHxdLTd8+ivX/vhnZcjgiWNPPuMzU196kCQLkUJFRJ7Kg4gw97svvGTxY4vUI0RN9dC3nVgOG2yWnv74uXGLbXffdVR3z4M33prq3Kh40pzznKtuuP93N3jTDBk8uBwyLCVbfvcDv/vcmXf+8oq3f+mTacyI2ef/bOXiJ0q1OtySdTrVIzfeNfuCXzx40817HX+0xpbaCRYAAAD/J0VuGpevHvuWatmyN33903dcfcvs7/941fIl7jp09PADT3rl7q962ba7zHhq3PzUX1y/pve+i35x5Ze/s+SxJwb19Oxy5KGHvf8tQ2dsX5RJPau6SisVxdOD5qZuwnOoWvKVa645+4LbvnV+r9dHnfLWXU9+9eCRQ1rqWUzFehcvu/rb595w1gVW+eTDD3rZh9+zzfTtcildUVqr2Dhg+o+0XvLYgnPfctrS++Z0TMqQQSNGnvrbC4eOHqJa9g/9/4BnDxGPkAiNnNW008y57KrrL7h0wexbmnV9VUqTZs7Y/6QTdjzywMFjRnYP6nnqs/f/n9w0axctv/+y3177rXNWLFiUitboqdvv+PKX7HPUwWN2mhrJTJOGNJJTqIil4hmPCJqmEW0ixCSF6qr5i6750ndv//lluW72Pv7IQz741jFTJ2uxYROkqrd9zee/9Zuvn91qpd1POO7IU99RbDO6VDPNGppdJFnxZOBl94W33vmdt/1t38o1EjnUxNLbz/nCzoccKBv1j3sWr7OU7SYvvem2X33icwseeDikCZesWoSWLj6oZa2iDMku+77quMP/6X3FEE3S+uZxb593131ZcrdYlhg+asx2e+226+EHTjlg7xEzptAPAAAAW7m60+e5+M4bTjn+Hz8wfp+dazdf2777yuvmXHH1glvvWL5oyaBUjNllh2m77zJxz111aE+063ULljxy6+2P3nVvtXbdpF1mTDnisN2OOXSbadulougfXv9BaTzLCL5pV1LmpauuO+uHd//yitUrVk7deedBk7br6ipXP/zIvHvuGTpo8LQD99n75FdO2HM3K6wwe+qVJULN+nrXXfG5s9YsfKxeuGjunIc6fX1Pvbh6jBy37dgdpnWNGD5om5FHvuctXePGqFn6H9OZ/uA6c9OsWbTkkWtveei6m5fd+9Ci+QtqjynTpw3eYeLEGdMHbzNazNavWLN6/qPL7pv7yLyHx44eOWbWDtMO2H/83jMn7LqTWv9DhtCBnUW38b3KTbNi/sI7L77i4d9cO3/eI1OmTx86ZUI5Ynjv0qWL7p7T5Lz3sS/d7bXHTdhl+rP/Etv1nedf/PAtd6165LGH7r5HO7WHRKHWuIqkYUOmztypZ8zoQSOG7XHsoZMPOSCVacO7e9OuPVX17Zdeec+Pfjnntrs6vetFNVQsZNCQwdN23/XAt79xyuEHqEZS18a+fMJbF9/70KQZU2cctP/0l+w/cY9duocNe2quGv0AAACwtfdDblcdaVVuQ7pUJYtIRCFRhRXtplq6dP68eavnL126dGleuaLutMshQ1sjRowaPXrbqduN3mnqoNEjVEVVLKWNh+N/vB/qTkeKVGc3kdRI76LFKxYsXLdilYqkwT2jJ08aPnmSdhUmWoR4RGptKBP3LCFqlpum94kV7rkoWx6y8WOGOqQ0jbqJ8L7sw8ZvU6ZImjQVf7wfvM51/2qBCA/19e3eJUueWPiYL169bNmKpup4xKChg4eNHj16yuThk8Z2Dxts3YWHqEphKqL2ZOcMsB+ecRkeLtHueF61eu3DC1ctWdZIlJbGTRw7ZIft6+5SRAd3Pfu5HOubpl6xUqqmDiuSFaG1N94qJUQ9CtN2XSUrzHNr+JBWT3f5ZOnlqhNF6TmKiDrE1qxbt3jximUr1GTMNtt2b7uNDBusFiZqlsKr2u3xm28fPWZMa/LEsitVrqWKRdiTD1joBwAAgK1c5DqydFTK3GjZlb0JcTPJnpKpZzcrPBpRUREVTSohEqqRwz2yeqFaWBK1/ln4/QPI53j+4B7ZLRpJ1uTQVKpIzi5mpqHuHllNTIosovb08wcRCXdRdXc1DQ9RUVHfaNQa7iYhZuIiEZI0cm2ptOfqhyb3nzEXkZtkKmp1logU6kWSJBIi2cMsIhqVlKwI8eyulpIWIuKezdJm9UP/D7t7jojclCY5IkcUKWnkUOtf7qzimt1aPc/6Un1VXahahKiIWYhkCW28NHFLIaKRTS3E6lyloihsQz80TZPdU1G4h4ubSqHJPSRCTEL6t9+tNawO7V9kUbg1kRvxwkQlmSZTfWoPKPoBAABgK9dk96ZOKYVIVi1ENUJFXWrR5NG//ZBHqKhlD48wEzXViAgTkf5pOxs/eRjA/KXs/RESbhGilrOoSdIQiZD+gXASldTfLU/2g7v3f8cfESLhuVG1EN14f6Gm/zVFxSVETUOThUj6H0dW/8F11rkpNDXZI0SSJBHdcG2h5jlEIgozVfUsIdG/LjpEVPvzSszMn7nZ0R/vhw0zsjaEXBZRTVY3jYmZqWioqHtkCbMk2Yvy2c+Y61TZ+s/i86yiav0bM5n2l0eER1ZJrilpqERKG/qhyp4kTEI0PLtHaCpUVCTcXVVVVMwiIqnVdacoW5HDNUQkQpOK5MbKUp/8yPQDAAAAnn20zU/yk/8T5z8AAAAAGCj6AQAAAMBAMX8JAAAAwEDx/AEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAAD8eYr+//n2t8/kXgAAAAD443j+AAAAAGBAjjnmGPoBAAAAwEBpRIjI448/xr0AAAAAMKB+AAAAAIDnxPwlAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAD/v107tkEYBgIoakvZASkskTU8R1ghU7BCvFOGiAumMAUSpeOGANJ71ZXWdV9nAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+uFLyigAACBJJREFUAAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAM405LzaAgAA0DbPt+D+AAAAHEopvYZYym4dAABA2zheQwix1moXAABAD/+XAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAOATBisAAICfdb9MX3/D8tjes/sDAADQSz8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAgH/xBIeM4YQzc9QOAAAAAElFTkSuQmCC)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

18

RISK MONITORING AND REPORTING

RISK ASSESSMENT PROCESS

x  Regular enterprise risk register updates with impact and probability assessments

x  Annual risk appetite review and tolerance setting by the Audit & Risk Committee

x  Regular scenario planning and stress testing exercises

RISK MITIGATION IMPLEMENTATION

x  Regular monitoring of mitigation effectiveness and control adequacy

x  External advisor review of corporate risk management processes

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mx1b8AAAAASUVORK5CYII=)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

19

SECTION 172 STATEMENT

In accordance with the provisions outlined in section 172 of the Companies Act 2006 (UK) (the “Act”), the Board of Directors of SolGold plc is

committed to considering the interests of all its stakeholders when determining the Group’s strategy and objectives. The Board of Directors is

aware of its duty to act in good faith and promote the success of the Company for the benefit of all of its members equally and fairly, and, in

doing so, it has regard for the interests of wider stakeholders.

The Board is conscious that the decisions it makes have long-term consequences and is aware of the need to foster close relationships with all

of the Company’s stakeholders and employees, as well as to consider the  impact of the Company’s business  on local communities and the

environment.

The Company’s key stakeholder groups and how we engaged with them during the 2025 financial year are summarised below:

Stakeholder  Importance  Engagement Methods  Key Topics

Investors

Critical for ongoing growth and

project development

x  Investor meetings and webinars with

total attendance of over 400

investors

x  Interviews

x  Presentations

x  Social media

x Strategy

x Governance

x Project advancements

x Performance

Employees

Essential for long-term success

and project execution

x  Regular town hall meetings

x  Performance reviews

x  Safety initiatives

x  Training

x Project updates

x Health and safety

x Career development

Government

Bodies

Crucial for maintaining our

licence to operate in Ecuador

x  Ongoing dialogue with various levels

of government

x  Routine environmental inspections

x Cascabel Project development

x Infrastructure requirements

x Regulatory compliance

x Exploration licences

Communities

Vital for social licence and

sustainable operations

x  Weekly interaction

x  Information sessions

x  Local partnerships

x  Bi-Annual Project updates

x Local employment

x Community development initiatives

x Environmental stewardship

Suppliers

Critical for project

development and operational

efficiency

x  Local vendor engagement

x  Collaboration on project studies

x Responsible resource management

x Ethical conduct

x Local economic development

Throughout this Strategic Report section of this Annual Report, the Company has set out its short to long-term strategic priorities and described

the plans to support their achievement. Throughout the  Annual Report, we have illustrated how section 172 factors have been considered

during the year and how we have engaged with key stakeholder groups.

Throughout the year and post-year end, the Board has considered these stakeholder interests in key decisions, particularly regarding:

•  Changes to the Project design to include the TAM resource in early project delivery

•  Local employment and training initiatives

•  Availability and options for power for the Project

The development of the Cascabel Project is a long-term endeavour, and the considerations taken into account during the year focussed on

securing the short to medium term financial stability of the Company whilst putting the Project into a position to accelerate development to

generate long-term benefits to benefit our key stakeholders and our shareholders, and the community and environment in which we operate.

By maintaining  an open dialogue  with our stakeholders and considering  their diverse perspectives, we aim to create sustainable value and

advance our projects responsibly.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

20

SOLGOLD PLC 2025 SUSTAINABILITY REPORT AND TCFD DISCLOSURES

Building on our successes from 2024, during 2025, SolGold has been actively working towards developing forward-looking metrics and targets

based on the detailed climate risk assessment, as explained later in this report.

SolGold has improved its sustainability performance during 2025, while it has elevated this topic to a much higher level of corporate priority.

This 2025 report shows how sustainability is integrated into our day-to-day operations, providing a summary of our performance over the past

12 months. The Report also contains key information about our emissions.

Already in an advanced exploration phase aimed at discovering and developing copper and gold deposits in Ecuador, we work in some of the

world’s most biodiverse natural environments and engage very closely with local communities to ensure smooth relationships with those who

live in our geography. Our work on sustainability has its foundations on a deep understanding of our activities' potential environmental and

socio-economic impacts, as well as our commitment to respecting and protecting natural resources and communities. The core pillars of this

approach are:

Our Environment

Our Personnel

Health & Safety

Our Local Communities

Our commitment to sustainability is clearly demonstrated through our alignment with the UN Sustainable Development Goals (SDGs), which

were  developed  in  response  to  ten  fundamental  principles  across  human  rights,  labour,  environment  and  anti-corruption,  as  part of our

participation in the UN Global Compact. SolGold´s SDG-aligned objectives lead our operations, strategy, and culture, allowing us to adapt and

evolve in response to emerging global challenges. Our contributions align with SDGs such as:

SDG 8: Promoting an injury and incident-free workplace

SDG 5: Ensuring equal opportunities for all employees

SDG 11: Proactively contributing to local communities

SDG 12: Supporting responsible mining practices

SDG 15: Rehabilitating and reforesting land

SDG 6, 7, and 12, Ensuring the responsible use of energy, water and waste

OUR CLIMATE-RELATED FINANCIAL DISCLOSURES

As a mineral exploration and development company, SolGold is aware of its pivotal role in the transition to a low-carbon economy and the

opportunities and challenges this presents. We understand how our operations may impact the environment and climate, and consequently

our workforce and nearby communities.

The Company adheres to the guidelines from the former ´Task Force on Climate-Related Financial Disclosures (TCFD)´ in our reporting.

Following the introduction of global standards for sustainability and climate-related disclosures in 2023, we continue working toward better

managing and disclosing climate-related risks and opportunities. Moreover, SolGold is moving in the directions provided by the IFRS Foundation

(https://www.ifrs.org/sustainability/tcfd/).

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

21

GOVERNANCE OF CLIMATE-RELATED RISKS AND OPPORTUNITIES

Climate-related risks and opportunities are overseen at the board level and managed by our Executive management team.

THE BOARD’S OVERSIGHT

The Board of Directors is responsible for overseeing the Company´s sustainability progress, as well as climate-related risks and opportunities

faced in its operations. Day-to-day management monitoring is delegated to the Environmental and Social Governance Management (ESGM)

Committee. The ESGM Committee is comprised of the environmental manager, social manager, communications manager, the sustainability

director and director of corporate operations.

The ESGM Committee incorporates climate considerations into SolGold’s strategic and operational decisions. It identifies and assesses climate-

related risks, monitors progress towards climate-related goals and provides reports to the Board. The Committee also develops strategies for

climate change mitigation and provides guidance on the transition to low-carbon technologies and energy efficiency.

MANAGEMENT’S ROLE

SolGold's management committee integrates climate-related considerations into our operations and strategies, with several key performance

indicators (KPIs) aligned with and supporting ESG principles, including:

x  Safety and Environmental Performance - Reducing safety and environmental incident rates to zero.

x  Governance and Compliance  - Maintaining 100% compliance with governance  standards  and protocols and going even further in the

adoption of select IFC standards.

x  Stakeholder Engagement - Organising community engagement events, including, among others, training and capacity building workshops,

and increasing the number of stakeholder meetings.

x  Operational Efficiency - Implementing cost control plans and meeting budget targets to enhance business sustainability.

x  Project Implementation- Completion of technical studies with integrated sustainability considerations.

x  Compliance and Transparency Initiatives - Management oversees our adherence to the Extractive Sector  Transparency Measures Act

(ESTMA) and supports the principles of the Extractive Industries Transparency Initiative (EITI),  maintaining up-to-date reporting and

disclosures.

The  Management Committee  is  responsible  for  identifying,  evaluating,  and developing  strategies  to  address climate-related  risks  and

opportunities within our enterprise risk management process, including:

x  Overseeing the implementation of mitigation and adaptation measures

x  Monitoring progress against our sustainability goals

x  Ensuring climate considerations are integrated into strategic planning and decision-making

Our  approach  to  climate-related  risks  and  opportunities  continues  to  evolve  as  we  develop  our  activities  and  strengthen  the  Company´s

management team. This evolution is an integrated component of our existing enterprise risk management framework, therefore ensuring that

processes and procedures are fit for purpose and support sustainable project development. Key approach aspects are:

x  Refining our corporate risk register, which includes climate-related considerations

x  Conducting risk reviews encompassing climate factors

x  Improved reporting to the Audit and Risk Committee on all material risks, including those related to climate change

x  Aligning climate risk management practices with project development strategies

x  Leveraging our ESGM Committee to provide oversight on environmental and social aspects of our operations

By integrating  climate considerations  into our  established risk management  processes, we will  maintain a  balanced, practical approach

supporting our business objectives while addressing the evolving challenges posed by climate change.

STRATEGY

CLIMATE-RELATED RISKS AND OPPORTUNITIES

As a copper-gold exploration and development company, SolGold faces various climate-related risks that could affect our operations, assets,

and business models. Currently in  an advanced  exploration and  de-risking  phase in  the  Cascabel concession,  our environmental and social

impacts are minimal compared to full-scale mining operations. In SolGold, we are aware of the future implications of climate-related risks and

opportunities on our strategic and operational plans.

As part of our overall risk management process, we have identified the following key climate-related risks and opportunities most relevant to

our business, particularly in the context of our Cascabel Project.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

22

Risk Category  Risk Description  Opportunity

Environmental Stewardship  Climate change may exacerbate

environmental challenges, requiring

an increased effort from our

Company to ensure compliance with

environmental and social laws and

safeguards.

Adopt sustainable mining practices and

technologies that minimise

environmental impact, enhancing

regulatory compliance and stakeholder

relationships.

Project Development  Extreme weather events and changing

climate patterns could affect

construction timelines and

operational planning, particularly

power supply.

Design and construct climate-resilient

infrastructure, reducing the risk of

operational disruptions and enhancing

long-term cost savings.

Social Licence to Operate  Climate-related impacts on local

communities may influence our

relationships and ability to maintain

community support.

Engage with local communities on

climate adaptation projects,

strengthening community relations

and enhancing our social licence to

operate.

To address these risks and capitalise on opportunities, we are:

x  Implementing  comprehensive  Environmental  Management  Plans  that  consider  climate  change  impacts,  as  required  by  local

regulations

x  Designing infrastructure and energy supply with climate resilience in mind

x  Exploring renewable energy options for our operations

x  Engaging with local communities on climate adaptation projects

x  Investing in water-efficient technologies and practices

By  integrating  these  climate  considerations  into  our  broader  risk  management  and  strategic  planning  processes,  we  aim  to  enhance  our

resilience to climate-related challenges while positioning SolGold as a responsible and forward-thinking player in the mining industry.

IMPACTS ON OUR BUSINESS, STRATEGY & FINANCIAL PLANNING

Our assessment of climate-related risks and opportunities is integrated into our broader risk management framework. This approach ensures

we identify, assess, and manage climate-related issues alongside other material business risks. The findings from this assessment inform our

strategic planning and decision-making processes, aligning with our long-term objectives and resilience strategies.

As we progress from advanced exploration to early works development in the Cascabel Project, we continue to refine our understanding of

climate-related impacts on our operations. This ongoing evaluation allows us to adapt our strategies to the changing climate landscape while

pursuing sustainable growth.

CLIMATE CONSIDERATIONS IN PROJECT DEVELOPMENT PHASES

During our Project ‘s pre-construction and construction phases, we will consider various climate-related scenarios. These considerations will

inform  our  approach  to  mitigating  environmental  impacts  while  aligning  with  global  resilience  best  practices.  Our  assessment  will  include

potential risks, their impacts, and strategies to address these challenges, ensuring continuity and efficiency while safeguarding the environments

in which we operate and the local people with whom we share a landscape.

CLIMATE RISK OPPORTUNITIES

In addition to managing risks, we have identified several opportunities to enhance sustainability and operational efficiency in response to climate

change. These initiatives aim to reduce our environmental impacts while increasing community resilience, therefore positioning SolGold as a

leading player in the responsible mining industry. By neutralising impacts and increasing resilience, SolGold´s operations will become a strong

driver for the country´s sustainable development. Key areas of focus include:

x  Investing in renewable energy sources

x  Improving energy efficiency across our operations

x  Adopting innovative technologies to reduce our carbon footprint

x  Invest in and promote ecosystem restoration while at the same time capturing atmospheric carbon

x  Enhancing our resilience to climate variability

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

23

ASSESSING TRANSITION RISKS IN A CHANGING CLIMATE

As SolGold continues its journey towards a low-carbon economy, understanding and managing transition risks is crucial for our sustainability

and operational adaptability. We have enhanced our strategies to address an evolving regulatory landscape, taking advantage of technological

innovations and shifting market dynamics. Our proactive measures are designed to mitigate risks and harness opportunities arising from these

transitions, ensuring that SolGold remains resilient and competitive, and the table below describes how we do this.

Risk Category  Risk Description  Mitigation Measures

Policy and Legal

Risks

Introduction of stricter environmental

regulations, carbon pricing mechanisms, and

emission reduction targets

Stay informed about regulatory changes, engage in policy

discussions in Ecuador, and proactively implement

measures to comply with anticipated regulations, ensure

robust environmental compliance, and proactively

address potential impacts.

Reputational

Risks

Negative public perception and stakeholder

pressure regarding environmental and social

impacts

Enhance transparency and communication about

sustainability efforts, engage with stakeholders, and

demonstrate commitment to environmental

stewardship.

Technological

Risks

Shifting demand for environmentally

responsible mining practices and products

Embrace and invest in innovative mining technologies to

maintain operational efficiency and reduce our

environmental footprint.

Market Risks  Shifting demand for environmentally

responsible mining practices and products

Adjust operations and market strategies to meet the

growing demand for sustainable mining practices and

position SolGold as a leader in climate resilience,

environmental sustainability and social safeguarding

within the industry.

OUR NEXT STEPS

Progressing towards a more sustainable operational model, SolGold is enhancing its approach to managing climate-related and environmental

challenges through the following actions:

x  Enhanced Climate Scenario Analysis: As SolGold progresses towards key milestones in the Cascabel Project's development, we will

broaden the scope of our climate scenario analysis to better assess the resilience of our strategic development and operating plans

against a variety of potential future climate scenarios.

x  Refined Risk Management Framework: Update and refine our Climate-Related Risk Management Framework to integrate the latest in

risk identification, assessment, and mitigation practices.

x  Robust Monitoring and Reporting: Implement more rigorous monitoring and reporting mechanisms to track the effectiveness of our

climate strategies and improve transparency in our disclosures in line with global standards such as the TCFD.

x  Targeted Stakeholder Engagement: Strengthen engagement with stakeholders to refine our understanding of climate-related impacts

and enhance the inclusiveness of our response strategies.

RISK MANAGEMENT

OUR CLIMATE-RELATED RISK MANAGEMENT FRAMEWORK

SolGold  has  developed  a  Climate-Related  Risk  Management  Framework  to  help  identify,  assess,  manage,  and  report  on  climate  risks  and

opportunities that may have potential impacts on our operations, financial performance, and reputation.

Key components of our framework include:

x  Risk Identification: Regular assessment of climate-related risks and opportunities across our operations.

x  Risk Assessment: Evaluation of potential impacts and likelihood of identified risks.

x  Risk Management: Development and implementation of mitigation strategies for key risks.

x  Monitoring and Reporting: Ongoing monitoring of climate-related issues and regular reporting to the Board and stakeholders.

By  implementing  this  framework,  we  aim to  make  informed  decisions,  evaluating  and  responding to  risks while  taking  advantage  of

opportunities that may arise as we advance towards responsibly managing our impacts and a low-carbon economy.

![](data:image/png;base64,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P7JQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAAB4D8kEAADQrO9XN5/+P3z78+vwt98fAACAvfQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAAOjFX8Nuk1FIda0eAAAAAElFTkSuQmCC)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

24

METRICS AND TARGETS

CURRENT METRICS & TARGETS TO ASSESS CLIMATE-RELATED RISKS AND OPPORTUNITIES

SolGold  monitors  key  ESG  and  sustainability  parameters,  including  climate  change,  environmental  stewardship,  responsible  consumption,

human capital, zero harm, and social opportunities, which align with the UN Sustainable Development Goals that are specific to our activities.

As we progress through different stages of project development, we recognise the need to evolve our metrics and targets to align with our

operational  realities.  Our  approach  is  to  implement  fit-for-purpose metrics that reflect our activities' changing scale and nature.  We  are

committed to continuous improvement in our sustainability practices, including the assessment and management of climate-related risks and

opportunities. This adaptive strategy allows us to balance our growth objectives with responsible environmental stewardship, ensuring that our

metrics and targets remain relevant and achievable as our operations expand and evolve.

OUR EMISSIONS PROFILE

SolGold currently monitors its Scope 1 and Scope 2 emissions, as well as the total energy consumed and the consumption rate. We have yet to

establish specific metrics and targets related to emissions reduction. However, upon the conclusion of a climate-related risks assessment and

opportunities, forward-looking metrics and targets will be developed to address our contribution to a global low-carbon economy.

METHODOLOGY

The methodology used by SolGold is based on the GHG Corporate Accounting and Reporting Standard, validated by the European Union, and

uses various calculation tools based on IPCC concepts:

Emissions Sources  2025  2024

Total Scope 1 Emissions (tCO

2

-e)  319  254

Total Scope 2 Emissions (tCO

2

-e)  38  28

ENVIRONMENT

Our exploration and development operations are located in some of the most naturally diverse and ecologically rich environments, and our

environmental management approach reflects this context.

GHG EMISSIONS AND ENERGY

As per our climate-related disclosures, SolGold have measured and calculated Scope 1 and 2 emissions based on the GHG Protocol methodology.

In 2025, our total emissions were 357 tCO

2

-e. Energy consumption from our operations totalled 1,453,944.59 kWh. The main source of energy

consumption  and Scope  1  emissions  was diesel, primarily  used  for drilling operations  (power  generators,  machinery for cleanup  activities,

transportation, etc.) which contributes around 73% of emissions.

Regarding our Scope 1 and 2 emissions, we observed in 2025 a 26.59% increase compared to last year's total emissions. This increase is due to

resuming drilling activities  during the  reporting period,  which has  also increased resource consumption at  the camps.  This is  reflected  in a

proportional rise in organic waste, wastewater, fuel consumption, electricity, and LPG.

Energy Source  Annual Energy Consumption (kWh)

Diesel  897,411.69

LPG  141,487.86

Electricity  313,761.24

Gasoline  101,283.8

Total  1,453,944.59

Emissions Sources  2025  2024

Total Scope 1 Emissions (tCO

2

-e)  319  254

Total Scope 2 Emissions (tCO

2

-e)  38  28

GHG Emissions Intensity  0.21  N/A

GHG Emissions Intensity Unit

tCO

2

-e per metre drilled

As we look to respond to climate change, through the preparation of a detailed climate-risk identification and assessment, we  will develop

adaptive strategies to manage those risks and opportunities. Our commitment to transition towards a low-carbon economy is also demonstrated

by our joining the Zero Carbon Ecuador Program (“PECC”), an initiative promoted by the Ministry of the Environment, Water and Ecological

Transition (MAATE),  aimed at engaging the industry to  achieve the  Nationally Determined  Contributions (NDCs) to the country´s  emissions

reduction.

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

25

WATER AND WASTE MANAGEMENT

Responsible water and waste management are paramount in an exploration and development mining operation.

WATER MANAGEMENT

Our approach to water management is outlined in our Environmental Policy and is guided by national environmental regulations applicable in

the countries where we operate, in this case, Ecuador. We aim to use water as efficiently as technically possible, reducing usage and treating

wastewater before it is discharged.

To achieve these aims and comply with requirements relating to water quality, we have established specific guidelines centred around treatment

of drilling fluids and wastewater, water quality monitoring,  chemical suitability and  degradability for drilling and cleaning fluids, water  flow

control at intake facilities, and efficient water use training for local communities.

In 2025, total water withdrawal for our activities was 14,928 m³, with a discharge of 6,805 m³. This represents an increase in our discharge and

water withdrawal levels compared to 2024. Surface water was the primary source of water withdrawal and discharge.

Water Withdrawn (m³)  2025  2024

Surface Water  14,861  13,365

Groundwater  -  -

Seawater  -  -

Produced Water  -  -

Third-party Water (bottled water for human consumption) 67  76

Total Water Withdrawn (m³)  14,928  13,441

Water Discharge (m³)  2025  2024

Surface Water  6,424  6,336

Groundwater  -  -

Seawater  -  -

Produced Water

(water reused as part of the recirculation process)

381  -

Third-party Water  -  -

Total Water Discharge (m³)  6,805  6,336

WASTE MANAGEMENT

We prioritise responsible waste management through recycling, waste reduction and responsible disposal practices. Distinguishing between

hazardous  and  non-hazardous  waste  ensures  its  appropriate  management,  aiming  to  bring  zero  hazardous  waste  to  landfills.  Overall,  our

commitment to responsible waste management is detailed in our Environmental Management Plan.

In our effort to reduce waste in our operations, during 2025, we recycled a total of 6,577 kg of non-hazardous waste, preventing it from reaching

the landfills. All hazardous waste is collected and managed by a contractor accredited by the Ministry of the Environment, Water, and Ecological

Transition. The organic waste generated is composted on-site in our facilities.

Waste Category  Waste Generated and Sent to Landfill (Kgs)

2025  2024  Unit

Non-Hazardous Waste  10,867.8  9,094  kg

Hazardous Waste  -  -  kg

Waste Category  Recycled Waste (Kgs)

2025  2024  Unit

Non-Hazardous Waste  1,912  1,583  kg

Hazardous Waste  2,074.20  5,330  kg

Composted Waste  4,665  4,289  N/A

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STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

26

BIODIVERSITY AND LAND REHABILITATION

Our exploration activities are located in Ecuador, in some of the world’s most biologically rich and ecologically significant regions. We recognise

our responsibility to minimise the impacts of our operations while protecting and enhancing the natural ecosystem fragments in and around

our concessions. Our goal is to implement responsible mining practices and leave a positive environmental legacy.

BIODIVERSITY

We conduct environmental and biotic surveys to identify and understand the ecological makeup of the operational areas, using the International

Union for Conservation of Nature (IUCN) Red List to assess the presence of threatened species of flora (vascular plants) and fauna (vertebrates).

These surveys are conducted on new and existing exploration projects to actively monitor and mitigate impacts on ecosystems and threatened

species.

Biological Classes & Clades

Threatened Species According to

the IUCN Redlist registered in

surveys and monitoring

Species According to IUCN Conservation Status

Tracheophytes (Vascular plants)  22

Almost threatened  7

Vulnerable  8

Endangered  7

Critically endangered  -

Mammals  11

Almost threatened  4

Vulnerable  5

Endangered  1

Critically endangered  1

Birds  19

Almost threatened  12

Vulnerable  6

Endangered  1

Critically endangered  -

Amphibian  33

Almost threatened  4

Vulnerable  16

Endangered  10

Critically endangered  3

Reptiles  11

Almost threatened  3

Vulnerable  4

Endangered  4

Critically endangered  -

In FY2025, our field staff from Cascabel played an important role in launching a series of community meetings aimed at protecting the local sub-

population of jaguars that inhabits the landscape between the Cascabel concession and the Cotacachi-Cayapas National Park. Through concerted

and quick action between SolGold staff and specialists from the Ecuadorian Environment Ministry, working with the Urbina community in the

Northeastern border of the concession, a series of training events took place that led to better management of human-jaguar conflicts. The

Jaguar populations in Ecuador´s Northwest are Critically Endangered.

LAND REHABILITATION AND NATURE RESTORATION

Our land rehabilitation and nature restoration efforts focus on restoring and rehabilitating landscapes disturbed by exploration activities to a

functional state, mitigating long-term environmental impacts. In 2025, we rehabilitated a total of 0.06 hectares of land. The reduction from the

prior year is a result of a decrease in exploration fieldwork.

Total Land Rehabilitated  2025  2024

Area Rehabilitated (ha)  0.06  0.18

ONE MILLION TREES PROGRAMME

In addition to our rehabilitation activities, through SolGold’s One Million Trees Programme, we planted a total of 33,107 native plants, covering

a total area of 29.82 hectares in 2025. This Programme is designed to facilitate the restoration of areas that have been impacted by historical

agricultural activities. Over the years, since the inception of this programme, SolGold has planted a total of 282,288 saplings in an area of 222.59

hectares.

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DoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAADg1p0fP/7utwAAAHzdhw+/3Pn/BwAA4D89Pj7+/cPx6dOffh0AAMDXvXv3/u7u7ogIvwsAAOBbeH8JAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAH6E068AAAD+t3776eft/4Zf//rjn5/9/wMAAPCt9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAAuBWfAboRPXgwZ2pqAAAAAElFTkSuQmCC)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

27

OUR PEOPLE

At SolGold, our commitment to sustainability extends beyond environmental considerations to encompass the well-being of our employees and

communities. Our approach is underpinned by our rigorous health and safety framework, engagement with local communities, and providing

educational, health, and socioeconomic opportunities.

OUR WORKFORCE

We are committed  to fostering a local,  inclusive and diverse workplace. To achieve this, we have been actively working towards increasing

female participation in our workforce and promoting employment for women in the broader community. At the end of the 2025 reporting

period, 16.1% of our workforce was female, with a total of 54 women among 336 employees. Our employees also represent all age groups,

reflecting the diverse communities that make up our workforce. The Company has one female director and seven male directors. Of the three

senior managers within the Group, including directors of subsidiary entities, there are two males and one female holding these positions.

Employment Type  Male  Female  Other  Total

Permanent Employees  153  35  -  188

Temporary Employees  129  19  -  148

Non-guaranteed hours employees  -  -  -  -

Total  282  54  -  336

Employment Type  Under 30  30-50 years old  Over 50 years old  Total

Permanent Employees  34  147  29  210

Temporary Employees  83  36  7  126

Non-guaranteed hours employees  -  -  -  -

Total  117  183  36  336

It is important to highlight that 71% (238 people) of our workers come from the local communities, while 29% (98 people) came to work with

SolGold/ENSA from other regions.

HEALTH AND SAFETY

Occupational health and safety are fundamental pillars in the sustainable management of our operations. Through a preventive approach and

the  continuous  strengthening of  our  organisational culture in health  and safety, we  promote  proactive  management  of  the  inherent  risks

associated with  our activities.  This commitment enables us to  protect the well-being of our  employees, ensure operational  continuity, and

contribute to the responsible development of our organisation.

Incidents  2025  2024

Number of Fatalities  -  -

Lost Time Injury (“LTI”)  1  -

Restricted Work Injury (“RWI”)  -  -

Medical Treatment Injury (“MTI”)  3  -

First Aid Injury  2  3

Hours Worked  697,518  863,443

Total Recordable Injury Frequency Rate (“TRIFR”)  1.43  -

The TRIFR performance in 2025 represents a strategic opportunity for continuous improvement and for strengthening the organisational culture

in occupational health and safety. This trend has been thoroughly analysed, and corrective and preventive actions have been implemented to

enhance operational risk management, reinforce a preventive culture  at all levels  of the organisation, and ensure ongoing improvement  in

Occupational Health and Safety performance indicators.

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gwiVqR+jeGkoiB7JjkERq1hz5x6x29fe1koi6h6uJltnLa+FR0S/9zB9syQ1/t3xBXRFP3oCQi0hL5g3UBfU3uqtq51XK3zhMrLv3Pr95+0S/b4iNGjHj9f/77di89pFvFiiQiY8cM22anqTsdtN/3/+Zv599518IP3Hv7uRcf/a+njp+1Y67qpFnNmqytVrkZv3HP2UMj1HLOEo3MPu+i337xu6tXLO0ZPurEz3x819cdURYbXnCiyA6HH3TPjy756ae+1LtilfZVuVDZsP7hWX7RrH8AAADY2qmKiLsf/NaTxu++g4XkiOKZs2M69fp5V/7u22/54BnHnXz9V767bN4C9RSNiJu5i2mdPSK0/8iITezbWkQnu9bL1p33tg/96nNf66ztbam98hOnDZoywUSK/uMYntQzduQrv3L67kcd0lFZPm/Bee89bc4lv63D++MkwmVgp0u4Z1FVsUfum9OdRXOYbjjaQlRGbTvmf+WWt0T6CpOwJffO+eZJ7771ol82jQ8ZOuRtX/n0+EMPHBQh6elPp1mGbDfu5DP/e+yOUzqFP3T97DPf8N77Lr5C1LKkiM2edOWhhZpEiKdqVfviD/7Ljz7+X2uWLhs8cvS7zjljp1e/1OpnHr+tMfVVL3vveV8bPHlsXUiRw7JUm5iSRT8AAABs9flgIlIki8GD3vylT/WMH2MhuXzG6DCSri08mvz4nXN+8ekzvn7ESV857uTLvvjthbPvaTeS21VLTVXd/Y8cFuGp1V667tx3nDrndzeLhqS0+4nHTz14v7JM4h5W5I1OcNOInpa9/JOnjZswriq0yfnH//qZtY88HhE555QKG8hy5xBT8zDNsfCBh9QjVCMiJEwiVEZsu+3/yj1v3Lu1WP3IgrPe/sFlDy9s6mzJjj71PeMO2LunLGp7xl2sVFV8yJQJJ37+kz1ly0tbt2bd+R/+t3t/cLGGilj/k4rN+Y2re90n2rty7Tnv/PvbfnGFiFqRXn36P4+YNUO0qYpnPM1QiSGmo2ZO/5tvfnHI6BE5Iictg34AAAB4fsoupupNoT508sR3nXXGqMkTU/2M+fqp0TJrFm9SZNV2rh+96/5rvvjtb7zmXV8/8vW//fK3Vzwy33PuH9Nvav5SdPSSf/jUo7ff2+kyc+/ZZvTLPniKSR3iViR1t/z0lPrQ5Jby6BHHfPBdRWiOaC9bce4pH1m3amX/I44BbWAaISI5REJWLF3WmERSFdEQDRGTNLj7f+WWF6auesVXvrV20dIqclHY9nvstPebXmvqIdkkNJ7+dK2oc0TR+JjdZuz7hld3NSIadd2++JNffOy2O7PH5m+KFRLS5dWvPnr63JtvqS0G5Zh15Et2OO7glklEKqpn/PZzmEuI6aidpr3+n07VVtGqJW/iqQf9AAAAsJVLRTKzVLSsaJUtG7nT1Pf86Dt7HfUSEw2RLBEqoW5JRVVDVEVU1bRRr7xe/PD8K7/87c+99MSfvu9jKx6Yl3PdaarGq9y0q3a7rjtVdq9zu2lu/O55s397TU6SahdN+77huCHjR4u1zAozS2VhG+2zlENKjcFlzDzuqOHbjS9CsuhjD8699nPfi5zdO3kg/aDZQwqJ2kJ6264i2UNVQ+qkkqW7q9yse+U5N03TyV41uarruq7anSrXjddNzhv+hOen/nSqXNW1uzedTtXUEe7Zm5wjdOm9c2//2W9cJZnl8Bed8pZWK6VWqyxbRdGy9PRiDC26usuuoqvVVXYdePIJPrjbXF2lb+26n/zDp7y37ZtYnL0pJuEiD183++ZLr2qSJpemlQ5990mtVKSi7OnqKp+ZVa0ylV2tVKSels181ctGb79d1jDOfwAAAIDnSCnptiNO+Oon3/H1z8zYY+chVhZZI1InxEQtQp+5bDZEPKSq6+t/fumXXvm2G79zoTaqbhKSikJCPNe1RF6+6opvnF007iKiokWx3ytfLp5tEw8r+lcgm6Q8qNj7+KNU1VU04pof/njFg/OarJEH+KV7hGcVFRF96tnIhjO1VTZ/P6kIL0WKxptlqzsrenO76l27pm/NumpNu/9P7+q+NavW9/+p1q7oW7ly3fLVnTV9trpTd5o6skaVRS7/7Jdzp1KVlGPMdhN2OfzQGMAxFyOnb7/DXrPEI4WoyPw58+7/6WUemzd/KYeo680//FlolC4aMm7q5HF77v7cn11CTbtapalu6mrZfwkAAOD5xEy9GWqeU0w5+rCTjzx07b1z773k1w9ccc2CefNzbmrTFNI/Ft94/BgqEtJevfbiT35h7dwFB3/871qFJTVLauJ16C1nX1wvXdW/SVOITNllx55pk7O4bWq9RISombgUtuOLD7z8jO+IaXik3r47Lv7VIad9YGBj/w3PSsSj1Wo9FTwqYhES0jSb9829mplqzl71rv39BT954pa7F9553+oly9S0fvJABuufHPXkm5nIiDGjJ+2+y3bHv/iAE15eR1azJbff88DVN/bPrwqPmS89tC6L1gD6wU12OvLFD1x3q6t7RLfr1d/7wa4nvlLKzfsUed26h66+0TQki5rufOSLmyTpue+mhoj/0elS9AMAAMDzSeRatFta7l5Y9KTomjXlRbPeffBppzxx9wO3n//z2T+7rG/duuifQb9xRXioahVu2a8698IJL9xzp+NekiQ8JKlLFfdcckUnRf/6ZVObdtB+hUhbfPAmnj8kU88uaq3I42ftNGxQz8r2+q7Qjsk9l119yN++pyl0IGPmCO9vhqHDhm3UPNG/i1NdV5t3f9wlIsxaI0Yc9r63NN5Ua6uFV153/me+WC1a2v8jjTy9NVRRtl526rtmnfTqISN7QiTCW5o85Naf/0bqXBeaJLQopr9wb7P+7aeeYwyvud5+j13FpDY106aRx+ctWHnfg9vutfNmRGLEnddc37tufURISjli8q47qfhzvntIyHPte8X8JQAAgOeRVLQGlaWWqatVpqJIRatVdneXXV1drcn77Pbyz/7DaTde8oav/8c+xx4+fNhwFVXvf/CwISSSmohV4td8/byUo26aCBGVtQsWLZw711zURFWLHOP2muVaD7ZyU0c+q2oqipSSFa3uwYOG7Lh9IeImIrF4/mOdx5e00nM/fwixIqVQS0mH7DipaCI8QsRNUtasvnbpss26P5pSKopWsjJZUZTdrUHDRg/f5bUve9853xgyarhKuIl5aIhGmMv+Jxx7wLtP7Bo+KELMUlKxlM300Wuub1RUQj2kKMbuOEM1qxYD+QWN3mlqdHWVHimLqoT7I3fcu1mfIos+euXV/Rcb4RI6dpcZqgMd+Qf9AAAAgAHqHj5kh6MOe+XXPvN3V15w0un/OHnHaRr9W8DqUyNLC3nk7nseveFWVUsm4f7EQ3Nrz6oqHhLiScdMHFeYDfTgArPR226johEhKk2dF89/VHWgf1tVzdLk6TOapKYb5ha5hoqsX7p8i9yWUdMmvfiNr40QyxL9M6tCTHXKPns2akVRqIiKarJwba9dt/jRhWX/z5gNHzJ0xPhxSU0HcD/CvRzcM2r48BBxDZeQOi+698HNulrzeOSBuSHR/xCpKItBw4aJxBa5FfQDAAAANhqLh3eJt3Iuth21w0nHv/0X553wqY8OGT1i49Gnipbu1194STLzEA1dsXCRqT11XrGVRc+okR4e8cxD4zb5rtIzfHhIaIiIJpc1K1YNZKSqquGuqhE+abdd+0xUQlVSiJtK6PonVm6R2xJmuxx9WJjJhtXlESKm0j1iWCTTxkVCwhsP0bTy0celaiqJJCIhg4YOlkGleP4jR2dsVFKWTYcNG2qqERKmJrJu6dLNutpmXXvt0pUqKiomMqjVVQ4aZKpb5FbQDwAAANh4SG5hRZXEouk2b7VkjxNfdep53xo5bbunvj2PkCrFIzfcXvVW2SOy596OR4iKhYRKqyy11TIJiYgYyDQkkaKI/rXXERYSVT2QkarnbClFeESMnL795AkTTNUlTCJLqMhjcx/eInelTD5ku4lDBg1uTNWfWhIiJpIiUmHRf2qbSITkTt1INKn/47iVrUZFRAeQDxISjUdqtSQ2nN/WmNR581aB507d6e3rL5yISEVRu+uWefxAPwAAAGztqjo3Vbuvs77TaZ47H1SLInWlIhVdZdlVtLoGdZfDd532zm9+oRg5XCNUxXKE6Pply1c9sbjLLIru1rBByZ/OC1U10Syqqkmfe+/RcCnaHcuRk4iqF6KDWnkAh6ZZSiJillIqvLRdDn+RuJhJrVa4WsSq+Qs669p100RTdTZzL6ZnXqJaq2vosCHJI0z1yUXGjYSZeERhKVRLNfOwQUUhGk+epdE/jUjVBjSfyyOZrV+/XiJMw1zUtejavFPwChE3FQl3ddGqvb5xiz9hL1v6AQAA4Hkombiore6o/ekzWEbtNOUlr3uVqYaLJFWRXDXVypU5QsRHbjMqm8iGldba1+nUvetFtH/30ud88SyyatWKUNEQ88gi4yaNT5s536aQ2P01x1mrsEa0fx2Fytrlq564595GNNRK07/ofVZxkZBko8aPs5TKHCHhKrlTtUQkYiDzlzQly3ntqtUhKqKuYqZjtp+4eZfS3d3qaqlKf7i0q6pZukSZvwQAAIABjWvDq77ON977EfszvoB31Z2PPUwsicrGSxo8ItxHT5vcFCohoSoiXjftVau9f07PAIatFrHu8SUR2r8ouezpGj55cni9eR9TdZvdZ045cG9zFRWPEFNxv/3iS8VDRTw3f9kbvSEPYtDIEUPHbaMihaiLtnt7c29HBlYvHpFXrulb1xv9U55EQmPc7jtu3oV0FcNGj9xwNSKl67I5c3ULjfzpBwAAgK0+IMw0rX5w4cPXXf+njxq9HrnTToO6B4WIhYRIahWtkSMbb0xkxJQp40eP1pAwCZEydPlji1QshwzkoUdes/7xRxf2z3PKGrvsspOOGuG6eSPVECmjPuKD72ul0iVMVSJq09suubxZsSo861985OumIhoeMXn/F7hKeIjK6nXrVj/xhA9s+6MQWTzngVw3opIlQmVoq2vqfntv3oWUNnbSeIn+ZxgaHg/cdW+w/gEAAAADygfVsii7usqrv/y9tX1V1be+qdpVvX7zXkS0KNTKlFzCNDR6RowYMW58d1G6NdKdZhzyQjcR6V9+EE/c80Dh6pLdn33afXjTrivv1HXTzL/znujksAiTFGnmK442k7SZ410X1dQav88O+77p5YVbjujfKmn98lW3nPXDtqdo/qznD3VVNU0jEZs80cJaokk1JbO9jzgoTENVxKRpls2b724iz/1EJcLn3zYnqfa/TavR8S96wZBRQzczpWL6vvu5WVK18JC467Irc9XkXHldVx51X2cTN7FpcmMq6hKb+Jj0AwAAwFYvskhI3H/rHfMvvrQqStFs2tq810ip7u106so1JKKr0akH7FX2lG6axEJknxNfWRZFyyXc3WT+TbdWqsUfWf2g1n+GQhP6yNXXi3uIasjQcaN3e8XRZa7FNvP5Q3iEq6Zj/u79283ayUQbiSTeJL3qu+f3zV/YlvLPuIdqVbVi9WozkwF8kz/14BeOmzReI1JE5Pzwjbc1OQYy9u64zrvq2iayeKQcUuiRb39jvZkp1RKZ+pIDuiy5h4rWSVY8snDh9TdXUUhK5jl1PfutcEtN401fJzQ29THpBwAAgK2chySzMCvq/JPPnuGPLxFJsZmb8YToygfm1Os7kUxUGrP9Tnx5RIi7SGGWJuy7+15HHla5JzGPePiO+6rHl4bYpr6tl9AiFS5etutbfnVFLlUjQu3IU97sQ3ssJd/MS0yqEprUquFDTv7aZ0dNHt8KDTMNWb+u9ycf+aT1dv6cButbusTrJg9wGtLg7qNOeWtdaESY6f2/ubrL1eO5t6Lqe3jBI3fcJxIm2pjOOuyAbQ/cJzZ30B4xcuepY6ZNFtMQEdNU58u/9N2yU9dVNtVNnSWXI3XmLVz8+OJsm1y3Qj8AAABs9f0QSaQoC0+2evHSH/7jp7wvXDZvLbXmuO3XV/pAKREAACAASURBVBWN1+pZY/ouu0x+4QtM3ExctH/b1UNPe//IbUeHShFSd6obf/Kz/nOaN3FZHhG1yLyrrl/52BPSZBWdedABO55wXCs8e+2b+aW7iouGhnSZ90wZ+/Zv/teYaZOiFhMJkYd+P/vSz53xp99E1Yfuud/yQJPGvN7xda+YuuOOrlIlWfzwgrnX3TCQvzj7p1e0+/pUxU1HbDvmmI+dmiVam3l2QyRLudr1mCMjIolqeG0y78bbbzj3AjENVfdnn8qVIq754Y+HZsubfkf6AQAAYKsXlTfi3phI4fddc8Pl//752q3dqeqqrquqqp99Xn72aHfqqqo7VWf1o4/f+ONfSJKUo9vtoPe+IWu4mllRFCmlVKRy1JRRJ/736d2DhmQJF7/p+xe1Fy3PnjtNzu7uuc5NUzdR1dFUtTbaZF3vl37rrFZuNHTYNmNe81//PHL08NTVVbZ6WmUr5w3LJyJCPUTURUIkibiIeMhGkaFWpKJMRSqKViE2Yucd33ne1yfuuH3/nrJ18lvOuuDS079ar233djp1XztXTc7eNHWTq2fcrCd1sldVbqq6aTrV+s7tP7okqSQPVVERV01FWQ7vcS8bkYhnjMjDisL8iFPfmVKhoSnnS884s6qbpspVu66bOvLT97zK0anbTa5WLVpy4/d+kDUalZ6uQcef/pGRUyaXRXrGGvSQJruFp+yuESaNSFKJjc6YCw/RYt/XHjN06DANz6ZFllrzJf/5jfmXXl2166bJdY7I7jnnXHun7lTrctV+4MqbOjmN3XOnIsTEkketKsvXrmvXdVX3tmt3px8AAAC2diplkQrRwqWsTdyv+cGPr/7457RxkVCzFM/+LMK9CWmaxos19cX/+Kn1q1Z59kLTC9/8uulHvaRIZn8wx0W7Jhywxxv/+2NDhg1T0bULl1z+2TO8aUpva+TI2cRSkdys1qLJuj7s1u+e8+htd/eJpKI47mMf6hk/ZuPXS0+eLS0iVdE/78ZFxVXCTMw2uSlq5DJF9/ht3vSdz0/fa5Z7qKZ2+G+/euaF/3C6r17fkWisEa8tRCVtHA+qqqoRUeRKpZMltO3Xfe3s+2+8LZvWScS16Ora68gXv+/Cb87Yey9TMdU/mKZlqqoy5aWHvuL978hdSUPn33LP7G98Xzx79KXIzUbf45fSaEjVjl/963+vW7mqaGxwV89Jn/nn3Y44rFHpv/hnFo54ssY0iUpIMg1322i5SIiI6NBJ44//6PubstXK1jExU1+7/ty//Zdbzzo/KlGJJsJDPGtOUkf3g9fedc33zn35//ub2rOERoSYtvv6vvLm9/z+019Zfv/cbg3RSB//+Mf5bwoAAGCrzgeJHHf94OfLli+tC2t55Ij5d963/L77d3jBPtWQwUk1pQ0j1I2nvbt7xzWvXP3DD33snmtvSNkHjRj2io984JD/986yZeJ1aJE2Gra6R5fmYTtO33n/fefdOnvd6jWP3/fQxEkTRu86sx2aUrL+Vc5qkV3FHr74lz8+/YvWbnpGDHvdv58264RjctMuy6cXdueczVKEi8TcK65/9I67QsREBw8besDbXq/mJulZ5+lHhHguzFrDhu18/NHjtxu/9L4H+9b2mscT9zx41+VXTho/fsT2UySl7JJENdnGn72/ImqR9ZV7b99V//GVy771vUE5Umguyn2POuzNX/j3Pd72ukHjty1KE5WkKvqMFQMeYlGnlMbvv/ekKdvNu+m2vKZvzuw7Ro4cNnqP3VS1tI2uPHxdLTd8+ivX/vhnZcjgiWNPPuMzU196kCQLkUJFRJ7Kg4gw97svvGTxY4vUI0RN9dC3nVgOG2yWnv74uXGLbXffdVR3z4M33prq3Kh40pzznKtuuP93N3jTDBk8uBwyLCVbfvcDv/vcmXf+8oq3f+mTacyI2ef/bOXiJ0q1OtySdTrVIzfeNfuCXzx40817HX+0xpbaCRYAAAD/J0VuGpevHvuWatmyN33903dcfcvs7/941fIl7jp09PADT3rl7q962ba7zHhq3PzUX1y/pve+i35x5Ze/s+SxJwb19Oxy5KGHvf8tQ2dsX5RJPau6SisVxdOD5qZuwnOoWvKVa645+4LbvnV+r9dHnfLWXU9+9eCRQ1rqWUzFehcvu/rb595w1gVW+eTDD3rZh9+zzfTtcildUVqr2Dhg+o+0XvLYgnPfctrS++Z0TMqQQSNGnvrbC4eOHqJa9g/9/4BnDxGPkAiNnNW008y57KrrL7h0wexbmnV9VUqTZs7Y/6QTdjzywMFjRnYP6nnqs/f/n9w0axctv/+y3177rXNWLFiUitboqdvv+PKX7HPUwWN2mhrJTJOGNJJTqIil4hmPCJqmEW0ixCSF6qr5i6750ndv//lluW72Pv7IQz741jFTJ2uxYROkqrd9zee/9Zuvn91qpd1POO7IU99RbDO6VDPNGppdJFnxZOBl94W33vmdt/1t38o1EjnUxNLbz/nCzoccKBv1j3sWr7OU7SYvvem2X33icwseeDikCZesWoSWLj6oZa2iDMku+77quMP/6X3FEE3S+uZxb593131ZcrdYlhg+asx2e+226+EHTjlg7xEzptAPAAAAW7m60+e5+M4bTjn+Hz8wfp+dazdf2777yuvmXHH1glvvWL5oyaBUjNllh2m77zJxz111aE+063ULljxy6+2P3nVvtXbdpF1mTDnisN2OOXSbadulougfXv9BaTzLCL5pV1LmpauuO+uHd//yitUrVk7deedBk7br6ipXP/zIvHvuGTpo8LQD99n75FdO2HM3K6wwe+qVJULN+nrXXfG5s9YsfKxeuGjunIc6fX1Pvbh6jBy37dgdpnWNGD5om5FHvuctXePGqFn6H9OZ/uA6c9OsWbTkkWtveei6m5fd+9Ci+QtqjynTpw3eYeLEGdMHbzNazNavWLN6/qPL7pv7yLyHx44eOWbWDtMO2H/83jMn7LqTWv9DhtCBnUW38b3KTbNi/sI7L77i4d9cO3/eI1OmTx86ZUI5Ynjv0qWL7p7T5Lz3sS/d7bXHTdhl+rP/Etv1nedf/PAtd6165LGH7r5HO7WHRKHWuIqkYUOmztypZ8zoQSOG7XHsoZMPOSCVacO7e9OuPVX17Zdeec+Pfjnntrs6vetFNVQsZNCQwdN23/XAt79xyuEHqEZS18a+fMJbF9/70KQZU2cctP/0l+w/cY9duocNe2quGv0AAACwtfdDblcdaVVuQ7pUJYtIRCFRhRXtplq6dP68eavnL126dGleuaLutMshQ1sjRowaPXrbqduN3mnqoNEjVEVVLKWNh+N/vB/qTkeKVGc3kdRI76LFKxYsXLdilYqkwT2jJ08aPnmSdhUmWoR4RGptKBP3LCFqlpum94kV7rkoWx6y8WOGOqQ0jbqJ8L7sw8ZvU6ZImjQVf7wfvM51/2qBCA/19e3eJUueWPiYL169bNmKpup4xKChg4eNHj16yuThk8Z2Dxts3YWHqEphKqL2ZOcMsB+ecRkeLtHueF61eu3DC1ctWdZIlJbGTRw7ZIft6+5SRAd3Pfu5HOubpl6xUqqmDiuSFaG1N94qJUQ9CtN2XSUrzHNr+JBWT3f5ZOnlqhNF6TmKiDrE1qxbt3jximUr1GTMNtt2b7uNDBusFiZqlsKr2u3xm28fPWZMa/LEsitVrqWKRdiTD1joBwAAgK1c5DqydFTK3GjZlb0JcTPJnpKpZzcrPBpRUREVTSohEqqRwz2yeqFaWBK1/ln4/QPI53j+4B7ZLRpJ1uTQVKpIzi5mpqHuHllNTIosovb08wcRCXdRdXc1DQ9RUVHfaNQa7iYhZuIiEZI0cm2ptOfqhyb3nzEXkZtkKmp1logU6kWSJBIi2cMsIhqVlKwI8eyulpIWIuKezdJm9UP/D7t7jojclCY5IkcUKWnkUOtf7qzimt1aPc/6Un1VXahahKiIWYhkCW28NHFLIaKRTS3E6lyloihsQz80TZPdU1G4h4ubSqHJPSRCTEL6t9+tNawO7V9kUbg1kRvxwkQlmSZTfWoPKPoBAABgK9dk96ZOKYVIVi1ENUJFXWrR5NG//ZBHqKhlD48wEzXViAgTkf5pOxs/eRjA/KXs/RESbhGilrOoSdIQiZD+gXASldTfLU/2g7v3f8cfESLhuVG1EN14f6Gm/zVFxSVETUOThUj6H0dW/8F11rkpNDXZI0SSJBHdcG2h5jlEIgozVfUsIdG/LjpEVPvzSszMn7nZ0R/vhw0zsjaEXBZRTVY3jYmZqWioqHtkCbMk2Yvy2c+Y61TZ+s/i86yiav0bM5n2l0eER1ZJrilpqERKG/qhyp4kTEI0PLtHaCpUVCTcXVVVVMwiIqnVdacoW5HDNUQkQpOK5MbKUp/8yPQDAAAAnn20zU/yk/8T5z8AAAAAGCj6AQAAAMBAMX8JAAAAwEDx/AEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAAD8eYr+//n2t8/kXgAAAAD443j+AAAAAGBAjjnmGPoBAAAAwEBpRIjI448/xr0AAAAAMKB+AAAAAIDnxPwlAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAD/n707C5Lsuu/8/vv/z703M2vtqu5G72igsRELF3HfxAFFiaukocYjaUajmZBnHjx2KBx+kGIiHJ5wOLy8WGE7LGse7Bh7HCPPjEeypNFOSRRBSuIiEiBIAATBxtqN3rurl9oy895z/n7IquoFoNjghm7w+4mMXm5nZVZkRnbcb517zgEA0A8AAAAA6AcAAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAMBrXcVLAHwzv7LrTbwIAPAD65dOPcqLALwU4w8AAAAA6AcAAAAA321cvwR8/zxtvT/3qYhsKjlVVsIjUhRXbN0nIsxMunxo64i++ZHrvFtEyFN4JavMKpPUDa2smdrOpib3+dlYnb3i+wEAAKAfgFfHnsgfiVZRJLWx4rKkSublylN80+Yp/5W/X10LLz1ynXczhTrlscnd3JVKRPFk5qlsNMOA9wkAANAPwI1gWqPZsiYzyTyH5Ka6RBR1VwTExjm/bV1eGKFrRhteeuQ67xYRVsKKSxbhoZC3pS7yvm98D63sZeIEAACAfgC+z3LYKKpQClmjvlSkTsrXnq/HpB+2/mYW1/z7tUeu824hi+iVSMmKqZhyVhQppJW88YSNvUybAAAA0A/A95vLawspQu5qpWI2CpVQvXUfi6102DyLf+lsh5eb//DSg3bFkdi8j6x1jSaPXiKF6loRKsx4AAAA9ANwYwm5KUutqa1MOao2lCwpLg82bJ3H2+Y5/9WzqV/+yMseDNM1j7ZZExbyHC4LRduq1KYS9eVvEwAAgH4AXnUmScWsk2IYM7W5RUhdZd0VZ+4bAxDf+eLK+YoaqS5fD2URFgoplwipVFaNw6Vy7XcKAABAPwCvqiIpoglLFs1Ia/cdSIO5ElYun9tr45oj3xyU+LbXb7WircWcim/cpyhyZE8hjzoGx4/pzLko0biNeXsAAAD9ANxQQvKQh5Lbqmz94L0z2+63gU/XqddWWW0ydbJQVOGv4DoiU5mMW1hcvhjKiiySwi1cVVukYupSazmiaofDpW1dVR4qR89JbvXla6gYfAAAAPQDcEOY7MgQFl0xT0pdKC3eMpMOVXkqpsZJ82HrZkUxiK2Lmq5j/KGEeblytnSEJG89XKVSpKKRLEoKa5Kv1evtidH4K+PhuuXURJNV+N8AAADQD8CNy2U5FEU7dz7wp//+7InDT0fTpXFdUpHCojblV/BoUUlKmyMWxRRS8ZEpFDKZFy+uYpGLT3f17L54x/v2lHLaNJaSR5IxbRoAANAPwI0qQiZTuJXe6aMXzr2wZGk8Hf1WRQpTVV1ec/Vbjz9kFQ+5bVzBFFKRIkKmUJHkqiYt0VpaL7Zmw35vdtnWw1zhIbMr97ADAACgH4AbSpEadzNX6g3NzdzcuxzdZLwgYnR5QaR4yZyEa48UyUxp46AVRZEqayQVdUUlR3FZZQrPtUqvGhdbj3pUPIU1EYlJDwAAgH4AbizXbAKXi4q3XmJQrJWXSH1V2boc2cOay5MZ7OXq4eoRCUUJFQuFSljlbhZVFJOFUiiNfNSLOim1pe1UWZlds+lsw5Aaa81HufS3Hop3CgAA0A/ADVsVYRahKIoulENF8qvP4+OqCPkbhwqs9NwiVMmLum5yIZM0UK+YupInyyzlkn2yWqxUNq5fAgAA+NaclwC4AURRKVEm1x1tfjJjcovNP1zXztBmbShMXeQSsfXF66XbvWt23x2Lw6qMlE2lDrMcCmWlLvhRAgAAuC6cNACvNouwCEVYmOSSu2pFe9Xww/UOD9Spv3d623OXTrvlKpIrlVBIg70zH/4nH7zUW7v1sy985g+/YgrbmPQQEZ5ltRXeCgAAQD8AN5AwKSZTnWvZMCIVsyxLJZIqK93YuirMoxpFVL6xXXRIbuZSW6yVNbLac1Eppa80LiVyqbraprK1dfujP/2mu95zz5f/4BvHv37u6LNPRRpF51kzH/7ZH18d/FY+PzVfH3Srco5sZr4etlApuxnbxgEAgOvB9UvADaqomkx9ljyUipLMTVYUuagLz1ZUGlMTVppchrl++zvuue3NgycO/94bP774wV/8+Ty7MBe96aTp7d2MP3/h/NJif9vx50+nyS52psKQAwAAoB+A14YcFnKTmzxCJWSSK0IRsi48KyQ3uSx6lmd29d/+k4fOnfjS1PpzR77x29778ut/+C3LXbXa7//4L7yvN/V8dPbCU+MvPPl8LjkUZs6saQAAQD8ArxWRQ9mU3XJEVyK7utpzbcXMJFeJ0MhsWCuWk378Hx04duwzzcWLB5p929bs5Jf/7bver50P3PKx/+Lvz90zuHTmiV0Lr3v+aUtt1zNVppyjBP0AAADoB+CmZgpFKFq1YbmxTrL5ffO+WHfhir55VVm4TOayUbFxqgcf/fEHq6kXNVrdffDtf/Flj+E9s3v2nTz6+x/9x3O3vru3/vAne3U/7M2HnzyZlIpy8UjF3djqAQAAvDLMnwZurHoIySwU4aYo9aXodh/a83d+8b2nn/vGC082D332md7ahR2V1W4Kt5haa/KP/+237Ll76eS5Y4cOvPdzf7z+6OcuPf94/un/7Een5r9y5OjDO49+vYwv7bzn/U9/PjfjvBpVY11xpeIK+gEAALwyjD8AN6iBR1/NzHT/Rz62++Tzv9mzL7zzZ6Z+4h88oAVbUamj9FyjqvdTP/W+nT90sbTkegAAIABJREFU/tKpz+zYe88jnxx96tNfnyszcT79+q89NBi822+5fbxytrv/1s//tf/x//cnEeoZn3oAAEA/AK85XWoW797xoz+1LzWP9bXmmjn28J/t2f7oL/8PH7zlgb1Lyit1fOjv3bPjjWeXDj/SzN537oldn3zo8YUqh60WWxtduPjQ//vwof7HB3d8fO+enz3xxLnpnFdjnJR4bQEAwLeN65eAVzvirU6Sec4RrqqyrqgrVj34kR994MO7Txz/D2uXlqd3Pbh0bn73/lPHv/EXyyu//96fevOzr7vvtv5g2x2Pv/jCV/dvv6NdefcnfvcTcyW5l5JLNut5evbRw7/6xJEP/Ng7Hz76F8997ekpM4U6dZUlK5Y9h8kiwib7WjOXGgAAXMepCy8B8CoxSQqZeqVTRB4plzAr1XLl7/+Jv3XoQ/biI/9PnFzadffHP/P75/7s//5ik9922zv+QTW1PZ//yjvf3c0feuHEmae2L+yPfP9v/5uH1laWO0VXqrAkhUWRSrRrn/6jhx5/7Il+sSJVsmI55B5eUg4LDzEHAgAAXD/GH4BXWZiS10m1qzPvzkf58MfecejHtp38+r+emdnW1O987JPp6194anv4//nf/+aOQzs/9KF3DvXwqa/+Vurn5pZ7vHvTb/zLL124cHHgLlno8pqstWlgniNkis3hBWoBAAB8Jxh/AF7tftBaePaoS6QL6vbfvu2N75k5+vQfza5XO7e/9Td+74VP/c4nFk1r1sb6paXHn/s//tc/dd0/tetgTgsHp979h//m8NqF9Uap3dxg7soHzxEu61nlmmwXx45xAACAfgBuZlmr8nHIUjSv333Hu957//GjX11YPT574B1P/snQDq/NWBdWN5pSKeu2msbx8J+fW/Y3L+7/4Bf+4MKFZ1eSZ7OqtjoirhxgyBFZ6qS1kqWQ2C4OAAB8p7h+CXi1hGQypTI9VLes9YPvfOAn/vOfOf/E/6bjz87f+uFHv9j85ecems0qahqzvuf1bFXUZvlrjz3x3OH0xvvu/uxXnuyHd+GN5Ygw29gQzjeuVvLJX82UN580xAJMAADg28f4A/Aqy95O57T//vs+9ss/duHL/+Pp9sjcgz/71a9MP/SJz3qp1tWMol4t1SgsLJuFZJW0PBx/8Stfm5G3Gnc+KoqQiuLK6dAm+dU3Y5UlAABAPwA3tZQqRVLx1ZPPrg4v7D70sUcfqj/9+w9Pj1WVaiw3hankIsktqmQuK9OqpsNziZ5XjW3Fw1XsJTdn/gMAAKAfgJuaDW29Tse/9tQnf/XPd97z0xeP3POZX//TBV8KU1E0UQY2nvZRJSkas14nVVJlvhp5HN6WNBVNkUIqVy+vNAmGK2+MPwAAgO8Q8x+A72MqhDZnH2SFh1ovKbxXq5vz4XOHx5/47750Zvmi5fVVVUWabA+RwyczJVxdiZDUhbJ1LnPrJK3G5K7XtsFLl2oNqTZXsVKPLabHPt1acnWhaWnMGwQAAOgH4AYSL3dWHyXaHK3MpcOnjjRSMrmlEt+TrRrGCkVYZ4Oxte24Cc+KsdoBbw8AAKAfgBufmbvXo1DPUs+Vo4vJpm/fG5NrnCzMi7lKWJHcIsk63gsAAPAtMf8BeJVFLuMuh3xy9VHIcsQ48vfo6dLkY+/RpTKurLWUVPXV8EYAAIDrwfgD8H1MBSlCpsl0hjApSvIUPY9KKlGywkxVqLHUbl7plEzN5tSGMhlAMJlUVLYe2cwlyZTiip8KXDEfYrTxaGEhs6xQKcreK0qhurbC6AMAAKAfgBuTmcLlnUpJufX1wY6Z3rmZ7F6VUpQt3KRq8+w/m8Zp4y8Wkz2kJ7tAXL7GqYRN9o/Lpm5zjdbJkcmfe11IipAr9T1tn80aD5pSNdFmS21cahiCAAAA9ANww6WDzDZGD9zNvGlfPP0XH/rpfb3xnV2qvYxLT4pkYR4bQwIhhV9ODzPb2Lr6igWTYqsZLORlsx8ub/ewcSxkkWLcxujsqTPP9+phsqaNLlmroB8AAAD9ANxY8SBZmGRmXZQSlst0e/rCmZWT1mvWFY3yKJkVV1jyjeEFj6jyZhLIymY/uF2+UilPto8z8wh/ubnX42qybmx07mOpUunV1qZtS5EU1jAVCgAA0A/AjWYybCCFIipZp2pb3LGrv63MRkneU9eLInPJVZQsYjL4IIVZ+KQ8yvQwRqWnWl09djMb27geWLXq434qnVkbkxGOorDL4xKWy8Y30DYpV5EsSmmqtNA8I3sxWZ2j8AYBAAD6AbixFG3sBucqWeV3/uwx/ZnqeLldoc1CKiYPpVCn6Eydd3M5tVFXlmXKYbNWL3k2jVLXc5XsOWS+USkvs9t0tsjaGs1IVqxxG2bVxs7UAACAfgBuLDG59igUnaxWKm3rVrnVV9xlY90kD9v8gvCwSkoWqavbqEK2qpFNed3qkpWZcSSbyhGtuXVVCq9cJUpRsWuqYFIMl/shSkhS7ZW+ZyvGAgAA+gHAt9kPoTDJpKTURVRqikqrK6ZC20ZAVFLYZLu3y1chSZG97UqZvn//z//SRy89+tltt97xf/2LL8SzS60N3ZJHk9WVKLIcm6vFXvngTVS1NnKlVXFZltroajH+AAAAvjUmTQLfP7axHlKEQmp7JpmSvInLt15JvfBeeGWeYnJLfVXTkQbhPdNM9BZ33fkL/+yfrDz3hf7646tnHvvH/+nPz+/bmYr3VaeQZCXCFU3Y5KF6mw9el1SkNXVrymvKrTSOCJUQgw8AAIB+AG7IhJAUCpcVhYeFPCtNbkWpbMx3mGwE5wqPSJ3cVYVSJ79Y9LaPfWDt4mfymceG4wvl/OE8/uyH/tF7rR6sFnd3qYRUwkukzYdKm08xWcc1NhImwpWlLil4awAAAP0A3Hj5sHGZkJWNtZWuOXGfrLkUoYiNfzOXPHxdeT26C5GmD+099O7uzDc+ka3suO9uzTUrL3yif+DEvW+/t1LVaezWJalEVeQbD3XFs9gV30gy1bJGxsVLAACAfgBu2ITwyRTqIhW7KiBCKpPjUglFmFlUphIlm521sveuQ//xf/l3Th39rX6tbff/vWdPvUXVuzV7YOmJz7zzJw8u7Jtqc84Rjclk3dZDvcx3MJmGMbmiyoJ+AAAA9ANwA4qNIQiLzWB4ST9s3UwKk4qVUDcs3etuu/PnfvHvnjnzh/1Tx3fe+w/Xnp/53V/71J/+y8e3zfxIPTV/fukTf/+ff2B6z+6kviuSjYvKS/vh8giIqZNGYSPZmH4AAAD0A3CjufIH/0kpyVOoUqTNWyXVW7eUw6tsko2mNLvrjnt/8r/50MrKvxo++9f1nT986vD8b/zP/25q1F08c+l3f/WvBvMfb4bjSy/86c//8k8u3Lq3i9rcG7v8aFtP4TKXu9xDrmLKtjkrAwAAgH4AblbDXHK0EbGcq3Rox9/95x9tlz599umnt9/+jkd+b/l3fu1fjfKqWySlF86e/81f/Q+z239o6dyx9bXf/I/+2dvswP5cBokPOAAAoB+AHxDJUk+5i7xt976f+69/5tKJP1j760cO7Lp/28GPvfDk8mCYG8mkojLjGp1Y/ss/unjrrW8bnTx6/uinfuE/ef/cnm3J+IADAAD6AfjBYKZkbePxlre/+dTJT7eHH5m564H0rn/67/+n3xudOlVCM+pNloF1H1W1PfX5Yw8/sm3HgQ+2Z0+ds089+LfvHpfCywgAAL672H8auEENS+p5z8Iil9ndB8/YG+bv+Ie/+V/99uHHDs966oVGkpQVasugWCrSX/7O5+fijQsPvn8wlVYOT7WWQt3mR91e7ucHxuQHAADwijD+ANy4H84uoii+/IWvbvcH7nzjR7786584+dWvNJGTolVIbUhSMkvSWq22KuX5M91tBz82t37PZz75cCkdLyMAAPjusgj2nQVe3q/setN3+RFf8mmLCDN72SPrYX3r2tCKmtffdWA8denY4XPza1X2PIwSclMnuVRJKexirX5XXDMzOw7sHa+sHj92bFBi67En4w9/w9Nd8T1eewQAfjD90qlHeRGAl+L6JeAGVZtlyUzbTacOP1uZJbdV6ywmuzpkReWqkpVka2M1JZK7tysr57/+tIXm3LNlfjwAAADoB+BmFXrpEITFNzlSm2W5y3LpWsWauRebCh/LpEimoipkRWFhJaoskyIsd2qTWQ5T+NbchvhWT3fFAQYfAAAA/QDcAIoiv4KT88nshXBTZTY32ZDa1FdEyEzFR5ttYCqRlSWZvIRP1l0KuxwO+bqftZbEjGoAAEA/AK86tzC7+qf98ZJz9XiZs/etdVgtLv9jLpfXP6i8bH3h1h3ieh78ZY6wrAIAAKAfgBvAWL7yyhc9i1DZuqbIiixCYbIrT/ST0uUgsK3c8G9jJGGbSuKtAgAA9APwbfuuLcFRItpr9nS7jhGBKNrcCS7CJNPkAqaIKJJkLqvT5hfG5SkWpm9jAMIaZwoEgB9k3/3F9wD6AcC3yc16V/1w/7oWVA3fOmJX3KdEbN3PzK7vob71EQAAgL/pdIaXALhJtaUrUUqUln3iAADA9wvjD8DNquc2WV6pYgABAADQDwD+ZqUdTSZAmLk3fJYBAAD9APwAiOikYrKYTGWONJn/3OZcuVkpYSqSmVkoSxbZ1k4MLxwZnj25Pjzu6qZ7O+r9h5qZW6PZUyyFiuShkmzyRV5CHsWTK3IJuW3NwWDgAgAA0A/ATSZJabKeUokIbfxepxJFIckqU7a8WlbPdBdeaC8cHZ94sT13Zjg8ksvQLXLqVYf3N4t7erccqhfuTHP7bWZQPBQDlcqV3WVVLakUllYCAAD0A/BaYTJTSKVY15YmWbG8ni+eHJ97enTx5PrSifGl57rh6Wij3/RmFu6Zmt4eoeWVC+36N5aPHvPTj9SDuWZ232DxznrhrnrbAZ9djKpXlLyMQ25yhhwAAAD9ANzUslQUJoWKFGbWWh7a2vPjC8e7M8+MTj49On9iNFx171I1N5h9oLn70ODWO6upHZZ2h1Wz7VK1dHbtxNeGJ57oLpxYP/Pk8vPPNLOfG2zbPth9e9pxKM3vy72dVd0zHyhICAAAQD8AN289FC9yKapoSzvM6+fKycfGZ47kC0+sXFpdX193t8Hs4szeOwY7D1aLd/jM3qq/YPXM1iyGarBPc7vTntt7q+8q50/kM8+Mzz/bXjp6/tij5048WU8tzMzv0O790/MH+gv3p8HO3My0paotTK2ZSxVXNQEAAPoBuFlElYvOH83nHls+/9yl0y/kcy9W41XXVD2zMLX39qk999cLb0jz2zWYUV1Z8giX+VUbWUfnzXy/Nx3z+2zv6zW6kJdPz50+vHbqG8MLL66++I32yOFLvf5g++L0jjsHO97Q3HK3zewOm+xaDQAAQD8AN4NSikW3fvzJ1a/9yejUI113Xr3Z/s79/blbpuZf1yzusZndmrvFqioUOSJkKsmtqIxTuvz5jXCZhariUfpNGsym+f2DXW8cHDqVLz0zvnA0nzq8unJ+benM6qlTVfP16f33zt31nsHe+2UN7wIAAKAfgJtFxMUj64f/eOnFL1dN1999+9SOu6f2vbVZPBTVgjd981RKl8vY3N2syMxK0th8FOPLIxCmqagaM6vcJVeEpGjkvT2+bVe9t41DJ6fOHbl49LHRySfWlo4tPTf06Zn+jr3W28V7AAAA6AfgRlciFBGlLUvPrJ1+LOqYvft9cwdeX8/f6r2dqmbCvEge2cxSGmx0QrRRSl5/cXTuSCpFkRSVlNybanGv5vaqG8tcXsmyqTNV4X01g0iD1Nu5sO22vO+2i89++cyR5y4efXxu333Nnp1mXYnk5rwpAACAfgBuUBEySWW8fubYaHhp2/67dtz3UU3vstRzqyKs8smc5hQRtjm/2dSV1YvnH/vd88892XRrkw3gIqKtFxfuvn/bm38upZ5s8rk2U09WTb7SUyWfUzNdzc7PDfaM1/7tyrlj46UX691vlqKE0Q8AAOB6cMYAvFr9ECZTlLw+9K70+lM2NV+sMiXJv9mk5qxmvHrp/JEnvFubmr5ldn773ML0zLaqWntu5fhfdaMXw6rNz7VLW/tMy8zNkimVNF/P7Z2bGlSly+PxxjfD+wEAAK4P4w/Aq8PMQiHzZqpvVeqKVKpU9WSbm8i9nBKlG50to+Wdt711+t4Pe6qlKDn3/upfn155LtbWre9KJWJs1lz7AwIzyRUqo65bH4Uab6Y3/oX3AwAA0A/AjSg2ysAm1wy5pbm5qKpubRzDsdWSSRGmeNmz+hRdb3xpvlsfzO7VjtuLNabaStbcwVg7YV2tkKKYiqLoikuSrrgIymJ4oRsPfTDfzG4zlVBTgoIAAADXheuXgO9rPWzdTCGTufvUQkq9GK51w2XJFCHFN9vPLWwQaeCROk+mvqwvmatte+uRcrESXiQ3q6/5dG/Fg+RleCGP16yZVjNlFqEq+K8AAADQD8ANbVIKqqxZTPVMGV3Mw3Om8q36o3R1HlWeLZvCFGZhimLJI8u6sDJJBfsmCZJMMbrUra80/Snvz00mWKdv9bwAAAD0A/Aqf/hyRLEq9W+perNlfKlbPa1ov9UXFZmymihhKm5hKlLx0jRjr7JMForJ7eULJOdu7UKM15vpGe9vmyzW5MYMagAAcF2Y/wB8P9mVf3Izk0evtsG2ci6XlTMxLuplsyqHIjpXllSUImRKbtGFIiqprrpxlNa8J3lEm7JqhZcIpRJmk5WXLDzyZCJEKJmkUqIdd2sXs0eamvWqL4UiG+MPAADg+jD+AHyfC8I2b57czMzqrN5syMv6JeWUSw7JZF0ks0oREXkyv9kks5K6lcjZYlyinRyLyK1ZdhUbu3kyczO3YlEm87DbksrGqERRu9YNV3JTR2/KzSKKrLAAEwAAuE6MPwCvdlB4v+7NytS2K5HXzaaiZFOu2ijr52287NGZVYrUWTZd8qWvKY9LM23ehMIks7r06y7G+eKzVX9GoWIhcwvPlqKZ8/4OS1HUc7c8Xu7GK+ap7s/LGpOzfCsAAKAfgJuHD5qpRat8PD6vvOI+r2jLyrHR4U9dPPpMWb9oJrOqKBUvRW1ZPtV5FXN7zXtFxRXu/emZ2dX15eOf//2pmb90j+JVtqSuiyKb2b7jzgeag++N3m7JUj6f1y+U1FSDHbKezI1+AAAA9ANw8/RDvze9zZONR8vt6GIqe1K0a2deOHP4j8ery1ODqkQdnWeviodZ3TT1wt47ersOmdUlOrOQVc3+d2+/7Uvnj5/Oq6td1WWvszdVWbVuePH8ieiWdkzd2t+3UyXGl061o+XU9KvBNk0GH4x+AAAA9ANw0+hisKtu9pX1U+petHKnlfHqpef84oWZxQcW73xPmp/PNvJS1DURil5Vb9tfDXaYe0/NRoPM7Zp66y9Ul06Xkn1zMnQndevn8uN/3p5faZdO9XZ3xZuyvhZl2Ezts8HCZJY1AAAA/QDcRKzqz1a96dXVLq8t1xZSeI6SZvo77ujf8b6Y2d5YG1FUUkhKxWTXLH7QqV9vv7/Zfr8im7rJwb5ZrDzfHv3Kyqnjii5kVrp2bSm3uTe9kOqpEsWNhgAAAPQDcDNx68+nwXyUMl5eGkQnRZVVxShppNJGmKxxz/I0KtYV1ab66rXTmrKqNEg22TeunhwsXWfdqIn1Ka0mz0WyvFZWzyhUT+9SNcXEBwAAQD8AN5lSiqemNzsv2XD54lxuQ5GKhtVUvxpEU8tUQhFRFMlyYyWUrvnwtt5ri/WtNZW8eVGTeU/1wqhaWEsr89HJFN2wXTnv7v25nUq9iCLGHwAAAP0A3Ezco27Lwn5L837++TK66IMdbrIubHVFS6diTpFa01rqphWeXd6bKWbuvZBkZu4e3uRzZbRm6mULWVdlL5Z87VisHE86r25YLMV4WJZP1v1FzRyQtcn4HwAAANAPwE0mJE/9OW96o/U1G6/FlEdvpvEL62e+tPL1JU0vZBWzVl3Pu7DK61vfYvve1XjKpbibTCkPh8c+Nz76ZN01kbxLrSy8WBkvD8+d9H4/pva4V2X9XGmH1dyC92bMPNj6AQAA0A/AzcUV4XU9u7MazLWnjsTa2bT9jnphfzOz7eKFs+0LZz31ctQmi4iqFCu5Wj8/tXi3T+2VRygU1p197twTD+VjT/fafvEYN7m4eVe6SO16LOw6EIt3Jlm5dKxrR83UXOrPhBLxAAAA6AfgJmNSiVRN757dsefisWe6sy9UB97R2/u6ufv/qS19JYbHq86l6aIm0rrlks8cWT/y5MzBL+c7dvYsWSja0ejooyunnp2dXezN7MlVa5VLjbe58+ltdW/20Ntj+6Eow+HZI8Wr3uJuNTMR7mbBGwAAAOgH4CYSoRLm9fRg+4HV3mC4dKyXV0o13zv0/t7tb1J33rIUjaySjyOsff6L5eHf8OVzVenM65BUSrt+qm7S/Fs/Mth5f1QqlixqK0Xe80il2S5PWj25dvF0N7W9v+sOVdNSSEXsAQEAAOgH4GZik4pIaXZvmtu1vHRydvV4zC3W067YIS1E5FBs3tfS4i5z7zybRZFkyaqUUyQ3337Qtx2U9dNWmsglTzJZdCun1i+cTjsP1Ntvk/fMSijTDwAA4BVxXgLg1c4Hl2Rm1fye6QN3r69f6E4+4XmomGwjnWS1bd6kkI1kY/M2S20oS1ly9epcvLhUm9LkJqvM3Exmyt14fPJrMby4sO/O1N+eQxFMnwYAAPQDcLMJySJMssH23r57UurWXviq1pelIik2tppOk1tEKl1VSh2lTpNWkJIUUXvJygpVMt+4ySIUUUKtVo6vHXl0MKj7u+6LNNNFxOS5AQAA6AfgpmJubmbyutp+sL9t26WTL45OPF9KRLRSF7lEbNzM3FUVNRZTHnIzt1AUeTZrPBqzFBtyRJaK1EUZrr74hZUzL/R3HqgWD5n1KneXs3kcAACgH4Cb8HPobpJZ8sGe2f2vb8drq89+sl07GZFLuExSbN5KlFHxknIbVndhXSi88tR2VsV4HGUkdVKRzKQ2PBTd+edXn/9SF2Ww7wFPc2apdnNPRj8AAAD6Abi5mNnmhzFJzWD7vamph+ceyRe+rrASFlauvLvkZlFrWTGurFRWFOOUuuJKKczGUje5Z4TlMEU3PvHk+MzxNFhsFu8y5jwAAIDvAOsvAa+2iM0wqIoizd/e33Fw/eSXRi8+3J895HOHSnTJ6s37Rles5G584Zgf/2L0ZiWV0fLq2eMlrKSeyy8XglmtrIvPrx59bDxan97/gM0dFLOmAQAA/QDc7A0h84iQRjZ9y/yhd46Wnlp++hGfuWv23j1XbhMdUjM12+tXZ488PTh3plgtyaO9dOn8wuKiTe3Kmqo27tiVcB+eGj77+ZUXn+7Nzy0+8J7c31GVVt7wigMAgG8P1y8BN0ZARCiUoipeDw6+Zfb2H2mHw+Eznywv/mWJJiRTUQmLlLYfnHrdB9L07rYteTzK41Hblpm5PVN3fcCnp3Mob0yUcCtte/zLp578gtn63KG39xZvkyd5zasNAAC+bYw/ADdMQkgba7b2d83d87di6ci5E0/ZNz6zsPjGMr2jqEpuUYr1F+bv+ZGZ3feVdrz1talJPr8vUp0iu6UcblbKpRfPfu1TKxeX9tz19pm7HozmFoWx5zQAAKAfgJs6G2JjE4jJkkkRXdT19vvm7v2xlbWlc0cen97z6am7P9pWU6EwK0VJ07dVM7fGVeOHeTKNwjceqkvd0uqzD104/tzcnttm7/1IWri3DXdj9gMAAPiOcP0ScGN9JF2qVCysvvUd21/3nn6vufD4J7pj3/B23EVXNJKKhSmk8Ms31abKVClSCaldWT/y12effGh6duGW+x6sdt+rsNqKb2xIBwAAQD8ANyczN0tmltzca/M6VZVVVWnmpu76yMKdPzy+eOrcY78RJ77YlDZZU1m45aLkbls3i1AZSyVbqF0fH33q3MN/NB6XxTf8aO/Wt3ndd5ebucLJBwAA8B3g+iXgBi6Lwfa51394fWV56elHzX5nMbpq79uimQqZSxGjrbuGqs6aJFl7YfTCQ6ef+OP18yd33//g7KG3xWD7uESPnxUAAAD6AXgtixKqNHXbwhs/3q2cu3jimdHwt3bev9S79S2a3hfhdtW6rtktbOVY9/znzzz252vLp7YdeGDudR+Iqf3jqBhyAAAA9APwGpe8mCyUqm237rj7nRfy6sq5Z848vrYzRX1ozqoZt97lfohVb9dGz/3VmUf+rL14adue1y++7sO+cKiLxqVkY4k9HwAAAP0AvJZ5lCwzr3r1gTfPlvXx11bHZ19YPvy5/uytza7XubkiSZIV5RgdeXz5a5/Pl07N7Ts0d+97e3veGNY3hVmYbGPZJUYiAAAA/QC8JpklpSRJEWl2z9RdP+J1s/LU584ffWHQ/bvdb35f2fMeq7ZLEeMzo6MPn/7SH8XF07OH7pt/w4O+683Wm7PNvJBck6udNtaIBQAAoB+A1yyPaKzZPbj9g83ifdXjnxgefmj1s8fK/cOFQ++KMl567q/WnvhkO7q08MZ3z9/9Y9W2uzpNl6LKwqgFAABAPwA/YEwymay3mHbMbfuh2UvS2ae+VL70h3H08VyGy+efT6Pmltd/ZPqBD9vU3lBdKcxisqM1AAAA/QDctOKak/qXnuVvHtkcOghN8kERESGbu3X2LT/bTS2sPP3ppef/WqXMLOyefv1HZ+95MKZ2K8xdiqIIWbo842Hjeb/5012uFYYsAAAA/QDcGPWga87W4yX7QV8+cvk3s7Txdy8h99ndC6//QG9+aum5L6WSth98Z3Xng9ZMSzKXmckqSRFxOQaifKunuxwQvE8AAIB+AF4b/WElrMtV3TswuH1h7963Wrg3u9SruyKzcIYPAAAA/QBgwkpKJiWZ3Jp5NXMbx01VCkUo8mTwQRvXO21iJC58AAAgAElEQVQMdzhVAQAAvhuclwC4mYSUw6K16CxCIVl2ayWLXNS1G9cpAQAAfG8w/gB8H0/+Q/n6509HvuLI5lxqjwhZeChkWZKKityshLlVjSQrG194ZUmU+FZPtykZEyAAAAD9ANw4DXH138xewREL842eyFJzRR9MpkdPfrni/N/0Sp9OV866BgAAoB+AV+pXdr3pu/I49/zkhz78v/y315ysh9krOFJKRIQ8LEnjKzLBN0/77fIST/aSELiOp/vff/gnlo+d4E0HAAAvyyLYYgr43mbDlpG0+p0+RjGpqArVYWtXfJLTVjK4tjaOeMlysddhXkq89wAg/dKpR3kRgJdi/AH4/qkj5q4+EhF29Y//t46YsmShFGFmkwuWislMHtGZdTn86q8LMzPZ1vyFiKwrrk0K2eQudvlIRJRrvgEXW8gBAAD6Abj52GT6gilMIZnkG79aXHWd0lWyKW/mwcv6dgYlAAAA6Afghhaa7DldtBkPsREVIVn8DV+3mQcmv2IuddAPAACAfgBew1wb8bAVDC7JZJvXOOWX/yrbCgW7YgGmzAsKAADoB+DmCgK7ZsvGkK7ZbmHrSFExSbKN3xQWRRv/FKGolELFLBRhykVpcoFTxOaGEWGTiCiKWq6NGdUuWaiY4nKdbO1Z/XI7RAAAANAPwI3ONmvCZWFSFHkoFDIL86sXSYqNveQjpAgLSRauHBaS2bU7zU+2owvfWKzJsorYNQ4AANAPwM0sT6ZQx8YFSxHK5hFhblVEXH3G71KYwqwUK6EilfBQJEXanEGhrcYwhaRQmWz+4BYKVm0FAAD0A3ATK5JLbnJTZ2GDqq5dy13bluwbzbDZBHJZkUqoS16mK3MvbadhV4rMrxp/iM2RjSIr06lO8uUypB8AAAD9ANzETGlz2nTJKj0ve7cNdm7vH79w6di58bhrpM42FnI1WSgU3k73Y998f3HOVcXKMJ84211Y9hzjEpUrpMpUh1opF+VBX4d2u7I9c0qjES85AACgH4Cb++MZrsgbE6mz9drZXdXr9qTylI6dishVqExubklh83O6/bbYfUsnzyXSouqF7Xr+merEhdEo90KdpNpc4Z1iajpuv7Xat8dPHolU+K8AAADQD8DNrEjamLVglaUuyomlTvXK7Yeau+4atHl04vRsV0ptxb1VsTrFwT31gT3tpZX22IkyXivzCzq43w/d1g0P1ycv9bPGleWI9WJlbtbuvL23e99w6Uw+dqpeb7PE9UsAAIB+AG7yhJjMVSjhoXp5OB4ea9tOd97ld9+X27R8/Ix1ba8Kl/LsTNl+i128pMNPVafO1RaxdH5Uu+/dGzuWBssrebWEqYR1M7N+zx3Nvt06d0FPPV3OL5cwJVZtBQAA18F5CYAbNR5KKEpEyEzuSil60U4dO6nnjgx7M+0D967t217qFFIty9NT0Qzi5IV48ULqykCe1od24lQ7ymVqrjT1eqWQxcxs3HNns2NPd+bc+jee8vPne4qKHyUAAAD6AbjZP5xhijCVUNnYiDpJTe56R4758ad7U2n+DXelnYujUBuR3BTquq6N6OSjLoaKZtRFsdqakaooEYO+Dt3R7dk7Pnc2P344Ti95hMlKFWz+AAAA6AfgZmaTnaIlKUKlbEyVDjMfDqvjRwfnTg6mt4127xvNNKFS5ShWci9FZW2JzqIJVU1TJ+/ncSlZbrFtTrt25eHa8NQRv3ih10UdKpIye04DAAD6AXhtfERtstGbSiiH5TbGVaRLa+n48W5lLe/eEwuLFqlbHclydcvc9I6pvlnXWram27nDTb3xWhp2OVXtzp3q1c2xY+nMUqSokswmO0GQDwAA4Ppw0TNw45bD5hJMESomC7miTfr/2buTZ7nONLHP7/edk5l3xsUFiJEgQbJYLNbcVdVDRQ/RGq2Wwq0IW+FJXji8sVdeeeed1/oLtJI3DtsRsi1b0d2ywuqWeq5mlVhdI4cCSZAEARC4mO6Yec73enEBkjW5WapWEWw+T2QQzMRF3ohzIxHnh28aotQxpm/d2quv5jMfn519YrZ3sHtnp1y/UU6fjqeeLGvbh/tDHl+bPPp4vn2rXb9RIvP8iTh1qr56eXbptXa4KFEWNSKiDHn/GwEA6Af4sMoo5f7hcLU82Fx1jMjoakRkmefKjbfy5NJw5ol7w4Xlb71w743vTaf9wdbJldVTS4vucNLKwY2Nt185uHV3XF1r55+qi0V9/XtlflDGbF2JMUrN0heLHwAA/QB/hcsis5RWs+0d5qtvtWPHutOnDy6/GVdv5c5365nNeuL4Ur8at+7GlbcOb94dJlEfeaTfOtZefW13e2+S0ZdSWlg0DQDoB/grHw/RokRE60sd29L2vXLtSvfoswePHJ/e2K57u5M3Dtpbb491koshhsM6Rt1aqafPxPwgrl4rpXU1aouMqOX+GwIA6Af4K9sP+WBTpq6LyeFQ3rqZy3f6rc2llen8YJ5Di/2h1sNpROtK19f2yIl+Y23/5lvT2/dq5GQoYxelRD16N9cUAHj/7L8EHyZd1D4mmV1EG2O+iMMaw8He4f52WVmbL63UIfohu1JK1FJLDnG4NNlZ3drfb/3bN2sZSi3jJEqNKNGKeAAA9AN8VOTR3X85zLh1t8/MldlYymGNgxJjZhmji6h9100npR203f2DMQ6yLFw5AEA/wEdPOeqHOmQ3jt2Yi0lXjiY3ZURmZNYWtetKP41ocThkRFd86gGAn4L1D/DhzYdskaV0pWSUsXRDFysZ3Xh0aHVkRB0zskSWWGRmdq1Na3nnYAkAAP0AD7F8z3qDGjUjs2TG/fv9yKORgdZiLCUiuxKlRGZpLWrJLiOH6LvIqHtZ+q7VEhlliGiltax9K9FHHTNatBpHb1Fq61uJzCxZM7qMZttWAEA/wIdMibGUMubRVKMScRQLkVEiaslSYsz7+yOVdvRL1BLdWIaaLaKU7EoZI1uW1mcM0bcyTqLLEmO0yK5G1ihd6yPGUrOPLBEZoylMAMC/M7cR8LOthgePMYbIViIzxjFaixqRWYZSuj5nJbqaXY2uRB85iYwsiyhZY17isGRfMoc6lsgSZZL1x3+/UkrpfNABgL8kxh/gZyrfmaxUytqkX1oe7h7MD+dLi6w1xhJDiWhlsTSdr65MlqcxDOXubh4c1jFKLZll0WcdIlZm4/pGa/Nya2dsrf6Y7xUlspQoxU6tAIB+gA9hPpTIjBpRujI5cWx68fHJGzfGN6/lsD/PUiNriWFjdbh4rm6dna8s98PYvf764vJrsbvfR2TWsctueZofezxPni53r8f8tZwf1ncOlXtwHtz9iU8ZtZVFlqPNXlspLZUEAPBTMK0Bfqb9ENHu39y3ujvfqf3B009PLz6+WFs5qNFqLnV99+i57tEnJpM+rt9ud+fzCxcPz51ukz6HLNlK7eZPnhsee2roo966WxaLyZg1o0SJEg9WUkRGiTxaNV3yfjOUd747AIB+gA+BElFLZIk2Zt66t/juqzt7i72LTwxPXojVWavR1pa7s2emO7n/8nem3/jz/pvfKPO9PHW6rq7GGDntuvOn8qknhnu3h0svtjeu9wfD7LC0zMjMiGJvJQDg3yvzl+Bn2g8ZUWKMyFIi29JbNxb5Uv3Ex5aeeLyVMV95fXcyy8ls+e075crNtn8w29kvN94u507NZrO9btLOnlh74qk4HMZLL3TXbuVhi1IyM4+OolYPAMC/b8Yf4IPIiMiMseV0MV+6dqO+9mZdRJw9U7c2xkk/by26cTadLLpuyDL20ZWclDpszMbzj/Srm/3l6+Pbt0rLPmq0GGYPPsjlnaMkAAD0A3z4syFqRIkuYtJFX8owKa3Mx+0r85vXh6XNwxNnZkObtMXB5vHF1trKZLp4ZKMtb7adw/0c6qlTdf383t7t+faVcpg1ou8z+sghcp4HZWy1zOatlla76CMyakbUFtPZfDoZZ9Emi6hFYgAAPwXzl+ADNkS9sT/GpVhdqWdOL3buTq5enVx8cv7xT+6dvdPNJtPV1fbia7uT5emjZ5a7Rb702t7Nvexj+t510GVYjszpdJF1HLLen84UrZXdsT8YumE4mC1aKVlqSQuoAYB/Z8Yf4IOW3VIs3b03+96lUsr81FZ960ZefrW2bFtbdXnWv/56e/tO2zo5WVudvvVmvnm9ZJtFfl/8dzktJcdut9VFlFJL7aI/Ome66/paN8cxhpalFPEAAPw0jD/AB/0hzG6MaDG9sT1cvVrOnGiTUl54rVy5MZ3NYlwc3r6b61srx090d3YOX3trMT+cZkz7Mhvj4N0Gyez64exWjGfbou2X7CP7FmN0dX2rm6wu7d1rGWNmn2UwgQkA0A/wITNERkRGZlmU6PqobV62r/SnTrSN4/Xu7bp9ULuyaJFjmTy7WVYnNy/fnN29t5xRMxfzMjw4U7qUKEMcxqKunI6nVpfKOGm1tTpGbV3Uvuv76d1788Mssz66mjXL4PoDAPoBPpRqZMZQSx2j296bHB72x9bb691iaLNF9hFl1pe15XpwsLR9Zzq2Lh5MQXrvSuj9w9mbr+bGjYxYZN0dS2Yp2UofNbMtcn7n7X5YZJb9FqVE57IDAPoBPrQFEVliaBGLsV+MpfZjlqgRY/QZpe8W/aQuDmd78+87O/q9/TAf45U3h1JqrbWUvmXXonZRa/YZmaVrY45jidIysqR+AAD0A3xYTSNaxGGJVks/xphRak5LzEtMx8woixZdRh3rwViye/Cxre/Z/6CVgxzrkJOujjVa5iSzn5ehxpgRUbK1WRc1okWMrjgAoB/gQ/fZKxFH4wmLiBiyRtSapctcRGtljOhL1r4u+rFvtbUyzBZL0yjl/iHWJaO9826lTTOzL2NkZEwjopQxMqKUEhHZd2WMGCOzOKQaAPgp2L8VHiYlHtzf5w+8HiV/8EUAAP0A/CgZkRICAPjAmb8ED5GW2Vr+0CyjjCIeAICHgvEH+MBl3F/JUCLLMGapXYmj5QstM7NE5tFhD1VAAAD6AT7SytEpchElSmtxOLRSY1JqZi1RImtGqVGjRWslwupnAOCDZP4SfMCOVjZElIwSkX0Xk8kYdTjaOKnEWEpr0ebjsGh9iYkrBgDoB/goKw/+WzJLiyzdWLtSamaWiDabxGTSHYx5FBsGIAAA/QAfXRkl8+gs6cwy9NHW1uL82XbsXje2PktsrLfl5W6+VyO7kkfHPwAA6Af4aPZDvhMSOUbMF8vTpXruyaGOB2N2WUs3bctdvT22KGOUSUTnogEA+gE+okrJvD8pqUZ2d2+X29fqpE4WbYgYsrZxntuLcutWGcdq+hIAoB/gI+7oYIeaWbLFzRuH+/tRSnRtGnXRSrYow1gO9ibDYV+zZWkuGQCgH+Cj3g8RtZVy97DePZy07ProxxKtlNJqjb5ElHqYJWv62AIA+gE+qmp0JfqWfSlDySjZRRlryYyui2mXNWpm1JJjybE4swUA0A/w0TaWODpfeogYs9SIWqLVmB8NTWSWjC6iRNSItAACAPgA+bdMeBhkRHswkamL6CMyY8hoGZFZSowR7eiYORcLAPgAGX+AD9zR8EKfESXGjKPxh8woGTWjL9G6cpBZHwxByH4AQD/AR8D9E6S/75USWSKyxKJkREwixhJjxOTBWEPLyPbeNdN59Kd++M3Lj3rzn/iVKIY4AAD9AD+F//7a838p7/Ptf/rb//y//R9+RFT8Ra+8+1HN+8fN5Y/rk5/6lf/mq//82IVzfujAR9Y/Ov15FwH0AzwUjj1z8dn/7h9+3717/uA/9//wK+8dI8goUX7U17y/t3o/r0zW1/ykAAD9AB+8859+9vynn3UdAIAPLwsxAQAA/QAAAPxlM38JPkiZWd6z/uDHPc3Mo4XTmVlKG6OUqHXIeW3TWiJyzOiiK7VEzEtM3n2HKO/n/QEA9AP8lfLOjX7Jg3p0qFxXprEcQ8u+ltLq0SLrrI6YAwD0A4iH+xZtNctY8l5d3BsPhm62md1aRmZpEdNS+h+zuSsAgH6Aj57JMIz7b9x74892Xv9WW1yfLJ/fePRTy499dlw+09VJlBqpHwAA/QAfQdmODqEeskWU0qKUYX77leHr/2T/xVf3pwfLk53D3Teuv37p2K03Nj/7t4eVp7pY1G72nnfQEgCAfoAPbxH80A39D7zyI5+WozlJZRz337773P95+9pzS2eeOPfsb0zWH2tvvbrz8p9uf+tPss62Pn8qphvv5w1/5FNrqQEA/QAPlx+4R/+L9l+6//U1S4uSsX+4/dr+tee7Y6dP/dJ/Vc/+4thaOf1LG1sn9v/ofz649NX25K/UU8ff/4ZL9l8CAH5Szn+AD097RAyLe327vb51crL+aJdlWubRTfrj55bW+vHw3jA/GDMe7PQ6Zg4uGgCgH+AjJyNKRIm+W1obuhP7e/vt8HbJtmiTvrV273A+Hw+yRtfVo82XMiMyYnTpAAD9AB+9D2oppUSWbrZ+YWnrmcOrNw++9fvt+rcmi6vjzee3X3zu7t35yqlHJ6vHSg4RGZElarznIDkAgL8U1j/Ah0BGtoyM2i2dWb74xf2dl26+8JXp9kurmyt37ty6d2O3W1vfePLnYmmr1EnEPKMr0bluAIB+gA95CfxE+y+V+s6TWiKjlH66/PQvbG3u3fnuV8eb23cuv1HXT5584uPHnvzM9OwXxn51MYyzrkRElvfx/vZfAgD0AzzMfsL9l77vaYnIyG7lxOpj/+Ha2V9dXH0j2s1++UJsnI+llYzassy6oZR6dGpElGL/JQBAP8BHVGa21koelmGed2/lcHdY7Nf5nTpdjUkp3XJfamSLYl0TAKAfQD9kZmuLO9/dfe35wzf+fHH7WqvD6nhi3NxYfuIzy2d/YbL1WFTLHgAA/QB/NYOgRWZEub/bammZY6ldRImoUUrkcDQTKTOGLC0O49aLN772T+69+dpSzJdWVsbZ2cM7mW+9sLj2rfb4y6tf+o/K8U9Ma5+ZmWOJjPunV0dENS4BAOgH+KuSEke//OBihPLgpdZHzZ29G9/8nb1Xv7N58jPHnv5yf/Z8mW7G7e3da8/d/N4333r10smNPzrx+XNt6VhEKVEz7y+DePA9Mu4XxfDu++d7xiushQAA9AM8XJ3w3u2P7h8UnXl/u6Qs73xByciI0uX9uigx7B1c/oP9y1/beOrzJ5/5B+Xk54dZzYxuNTbOPzO78OKNr/2z3Zf/8NjJT3VPfL7rphEls5ZaHny/Ftnuh8r3LaF+cMZcqSX0AwDwFzCfAX6mynseETFktCiRpWTJKMPR4dHvniH9zn5NLRfXdq491083Nn7uP+sufDamfR+LaRlqqS02p6e/cPZzf3M67O6+9nyZ72bWiIjSog0ZQ2ZrWTJKlNKiZHRji4gaWd7lZwMAvA/GH+Bn7/6QQMsyZosY67hfxoNaZ6VMs+uydC2zPthcNTMzyniwvdi51q89Plu+kNlHVyOnGSVKrTEu2tCtPz1bPr3Yfa3t361LpyPHVrKW2jK6EpmLXOxELEqZRJnVbhpR8/tmLCkIAEA/wEOsREzKfuxdWdy6tHPzSlvMlldPrZx/pqxutrqcdfLuHX0ruRhj3Bsnkzo51rIrJSLGMbssR6ura52dysnmuLgxLPZn5f5EpRY1ImO8F/deObj+wu7tm9FN148/OTt5sa2ea2VWVQMAoB/gQ2GRrdu9cvvrv333jZfHxU4O404tq2ee3nzmi9PHvrRoW/XBZqxjiTGW83C1X7mT9SCilJjEWGr3YIOlUsviXqt7ZVwqdcxoUUpkKSXqeLDYfunWd3/38MpL4+HemPXe9Ksbj39y85N/vRx7KmLmBwEA6Ad4SGW0EjUiMoY6zPcu/avtF/6klqVTF86Xvtu/dWX7ta+UdmtrcjzOnTj6IyWyRHST5cnKycWtt9rdN4eNi/1YuzJGdrW0jFqj5q1Xxt3tySNPT6abZRiim5TINhzm21dvfOtf3X71uc3VlRPnnx4W9eb2q7de+qMS+5uf/y/bypmMsUYXGaUzGAEA6Ad4uLQ86odsuX3t1veeq8eOnfviP1g696mxTGf3rh3+6T/eef2FleU/nh5/OlZPZB6tdG7d+snJxc/t/9krt7/6W8d+7jfq5tNjqbWUyKHkELuXbr/4z+JwsfLxX+7WzmadtFJajmV+uPfK7925+tzGExce+czfi2PPLo399Nrz21//X29den7p3K+sXHxkzLEWp84BAO+L/ZfgZ+2dDY+G21fnezvHn/zc7LFfbJMTdbIx3Xpy64lfW55NDrdfGQ/fjhyOJiHV2o+TzbVnfm3liU/f+t4fL771L2P/+ph9Zislc+eNO9/8re3XvnXsmZ+fnP+leYkxokWJiLrY3d/+s+x2jp3/Qr/55ZicqtOtyYUvH7vwTA6L+fZrpR120UepYSUEAKAf4KH++JU2jcW4mLfsa51ERotJLrpFWVr0y2OpEcPRwdQRUSPrdGX5qS8tzRZ3Xn1h2H5tUoZSMjPnt69sX3p9aeni7OKvR1/7WroSXWSfGSVaV+q8j/1ZZtfiMOq8DW2xfxjjfNIN0cYSXUQcDXQAAOgHeIiUMomjLVlzUjePd/3W/LWv55u/E8P1sfTt1gv7b/zuzni9nqiTyWYOfcs6ZmZbxO1vD1e+3h97fOnEF28cvn1w8yvjYm/MNl/sHb7x3GTxyvKFM7F0oVz+znjvRsmxtZalxdJstv5kDks7l//t4trXSgztcJFvPre48mq/6PvV89kvRcnW0t8GAMD7Yf0DfHAtcfzRlfMfu/7NP6x/9rvrb2/3Gyd2Lr+wuHTp2PqTm6d+OWdLrY+hxawO8+vf3n3hX967feeRL/7dlbPnlm58597Vq7OP3esmG+Pujbs33pzO6sbW2eHelZvf/seTjWdOfvE3D6ePTqNkN11/9OfvXv/e7Zvfqd9eHDv4zsGddvjqn91++8qxi5/qT1ws0ZdS7m/iBACgH+Dh7Yfp6tozf23/1o39N1/dv3EpposylOnaY6c+9Rv9qV8au0lEdGWRu5d2X/5/t19+LtbO1OnSeOxEl1H3dnJ+p66d7g6253dvrfWr3fKptjKZ37uzc/0PpkvTjU/+vVw6N5bp9NSnt5798s1v/Zvb33vp3qUXI5fH3F86/9Tqs79W1s88GHZoESXCKmoAQD/Aw+RomUFmycwaOZ78/CO/emK4+vr+9qUh3pqtne3PfrEcf7x1693Ysou489r2N/7pzRe/unL89Obn/1a/9Vhb3F7quuHOrcXOjcnm2eH2K2WxaMunyuaFuvH46U/+w2vf/ae3n/vd2c68+8J/Otk405a61Y/9ndkjn5tff/Hw2ovdZG1y4unu9GP9xvlSJ2Me7Q/bIkuxCxMAoB/gITOWqKWUjJqZNUu/vtnVbrK1WcrdsnQuls62bpq1ZHZ593t7f/K/3Ln8/Prpx05+/u/1538+uvXJ6pMbW2fevvTtW9/4l9Pd125/548PxsX62YtlZSu75dnHf/HcysrdP/3frn/3D5bqcOIX/pMye6xOTk43V/rJyvL6IzGsdieP5fRE1o2ILCVqqSXuH1gNAKAf4GH70GUcHQ0dO929Wwev/97uzW8f7O3OD/uVtUc2Tn5yduHnytajQzlcvPG1w1e/vrR69tjnfrM++rlFXc+hxMqZpWd+bfnu9r3Xv7H95tcOY2nt3LObF79Up1tjq2W22V/4peOHb+89/3/dvvwHS489uX5mbXH7xnDlq7vXv73Yuzspa7G2sn72C9Nzn6jHNyI2s/VRI6JYAQEA6Ad4CJWMsbVF7L6x/e3fvv3yV2vb6SbLGcfv3vnG/pt/vnz53x5/9lenjz+9dzgMJ5489olfWb7w5eymkyjZl4guLnx5dSyLS3+8uLW9duLsyjO/XE9/eqyTLjNba9OV/uKvbhzMDy99bbz59uL2b91+5Zu7Ny7VOo/Z5OCgjG+v3LlyeeXqY6e++Lf79U+WfrVlRITjpwEA/QAPmRxa6VtbtP1ru9/6w2sv/9FsunHiyV+cHXuq1uO7Oy/fu/Q7dy5/Jfe2t/Jvr5x9YunUx+vxx6NbqlEix4ysNdvyI2uf+A9WLnxmfuv6ZG2jrjwy1JVsbVJKKaXmUJZPrj7zG0snnpjf/u61r/xWjvdWTz2+duFTk81TOR/mV6/duP7Vm5e/VqYbZ750NrtplInRBwBAP8BDaJHZl3FxeOWr29/9vZXVzXNf+PuTR38hp1slZpvt59bPPbr9Z//3vbfeGL/z+6d+5T+fnPl0xiQiS60Rfc0spe8iosy69SeWVs5HKRnZZ4laMrOUrrVWS5aVrdnWqf1L/+Jwb//4M5859tnf6B/5zNivlWzTx69N3jx3/dv/5u4rzx8799Tyk3+tRdcdHVIHAPD/y+0C/GyVGDLzzpU73/z90rbPfvbvTy/8regfKa1G24+clJO/vvWL//XqE5/b2b60f/V7By2GLCVLZmZm3D977r5F9EN0LfooXYlyfyV0jSG6lm1x/dWDl7+z9ekvHfv5f1jO/Hz2G9FqK/Vw5XT/1G+e+9x/vN7Pb3z39xf7VyIXmQYgAAD9AA+Z1qZj2z+89XK59ubqsWemZ744r9Osw1i6IWZj7UvNcuLjGxe/tDJZX9z83kosJrVFHUsppZSIKO8xKW1Ssi9ZS77zu10b+yj94nC8dvlgNp0986nJ1rmos4zaZZQcJ+P+UKfd+c9ubF4cty/t3PzzKGMMfjgAgH6Ahy4gSinj3t7NLhbT1Yu5tNKV0o3dpNZpV7tyWCKylOn68bFbrwd3cxiilWhtbPOh5dHxEe8q3f3Hez7LQ/SllDoejvt3urI6XT8/5rTP0ne1TLpJv9x1q7M6tLq+OHbxMLvpnZ1ow9C1o/ENAAD9AA/NR66WWalLbdGNe2PZiSxRa3T3Jw+V6MboF61GiVrbUEvGmKVFae//Wye0rFQAABKWSURBVJSSGdGijqWf5MGYk7HMMt6dnpS1jJnZ930MK+POJLOWaS3+NgAA9AM8dJ+5LDHpZscOppP5/rVysF2jZSwyxoiIMqkR09oWuzeGvZs5W2+lj1J/os2RSsmIyH4yWdsch8O891ZtB+09x8O1LLVkGe+O+2+XrtTljSh9fTA/CgBAP8DDYxzLtHvkqfnJCzs3ru6//e2aexGROdy/+R8Xi3tvb19+oV/cWjp2KiYrYys/0eLmEtEio5/Ojm0tWt594U/j3uVa3u2HMmTN+fzWpbt33izHT9Wt80N0Ec3PBgDQD/Cw5UNXYpgcO7P19N+dztZvP/8v5m+/NAxLpUyy7WWObb69/43/4+CV5ydnn14++4sRXVcjoytRa4wRmTm+84h3tmOKyChRakYp0Up0fSn13Kc3nvzs4oXn7jz/z4bdV7Mt2phDO8g6jG9fvvn8v5iPeeqTvxmbF2vJbP42AAD0Azxsuojoc3J64xO/vvXMX9/ffeXOt/6ffv9mtjHLUon5vVf++N7Lf7K+unT85/7B5JGPRdQWJUpfSnf0iKjvPrKVyHceR0+zzMaMsfR17fzmp//O8vFT2y99fe+Vfx3jdpSsEWV3b++lP9h/6zubT322f/zXWt2KlqVYPA0A6Ad4yAytRWQtpfazpae+tLR6bOetl8Y7L5ZctKjD/p28+pXDMdef/NL07JcWMe3L0OVhiUXEEDFEDvf/5/5jzPuP4Z1HGYcaQ+YYMcmNp/qLX25t3LvyjWH3SouMlovDq/tXv7na140Lv1T69a70pXRh8QMA8D44fxp+tsleusiIzCiZ62dWNx+98cqlO9uvb577QkYsdq/tXH+zXz1VT30ua4mD/Ww3Y9zJfhoxiyhR5i3f/dhm3F/zXKKUqJkZpeQ4Zo3aTbP03WRt+ewXu1e/snv7+ubuzdl6xDjeuf3a/PDtjY2LdfXRzKHc33lJPwAA+gEeun4oUY5u1mf9pEzWz5TxheHu1S7uRZvGvcsH+4cbJ1f75WNluHvvz//1we2XW+7Uris5i+yz7nYxfbcf8sGxcRklSmaUEmMrUctiyLWN9eVn/06/tjJbWTq8c3W49cb01EEpu4tbbx0uDvuVR+rSSu1qiYhqKBIA0A/wkGsZ6+czcnKwHYuDYdrlfNEN+9OlaV1anR/uD9eeO7hxeWwHtauR08gu6t50fM9JDu+OGmR5sENry76Ubmg5bq61j/98bJyaTpfbzry7eyfHMuawsnt1L7px+USawQgA6Ad4yL1zzHOJrjv+1GTS7197cfHGn/cnZveuXhqzTY+fHmZbXR2O/cJ/sb5zvXY1I0pOIvqoOz9y2dJ7j4ertWaWUvuoXd18tpWydPzJxctf37/y0uTJK23/jfGNl0o/q8cfLXWW2SIyIiPC+Q8AgH6Ah8vRPXrLzIha62zz4vrjn7r70ldu/OH/NFv/3+9du7529pPL579Q61LU0p/9YimltVbi/v5ImZnRvTdF3nvTf/S0vmcy0jiOEXfXnvjs3tXv3Lj2wuLf/I+7e30Zbm5+7K+tXPhkq7UWfwkAAPoBPhQtEUMsbWw8+9ejdHcuf2/32r3VE49ufeFv1EeeytqXyB/88vcUyA8EyXuftvaek+CytbI6PfnJ45/8jcOuXrv1wnI9vvbUrx//1K/H0kbnZwAA6Af48MgxppNzv7Cxdn564XLZ3+lPnOnPPR3dsfKDuyGV+/1Q8i/sh3fmRx09H7Nr/ebs8b/x6PFPbN362nSx3j/+bLd+MmOaNm0FAPQDfFi0KKVEy1m/8ej66mN5sIjlPus0okYO8zyc1tV3MuD+rf77OOTt++YvtZhEiZy36aJtbS0f+xt9v1pKbREtSw0BAQDoB3i4lVK6+7fts8wsdRLZRW1lMsso9SgRSjcrK/lDPfCTqqV0tUTMIqd9l9lnKSVK7SK6H1o+AQCgH+Bhb4mIiFKPdlW6fxbcO7/7477+/T39vldK+eHfFw8AwE/K7u8AAIB+AAAA9AMAAPBBsf4B/mL/6PTnXQQAgDD+AAAA6AcAAOAv3/cfVQsAAPDjGX8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAPj/2rVjG4RhIICitpQdkMISWcNzhBUyBSvEO2WIuGAKUyBROm5QAL1XXWld93UG/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA+G9DzqstAAAAbfN8C+4PAADAoZTSa4il7NYBAAC0jeM1hBBrrXYBAAD08H8JAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAD5hsAIAAPha98t0+huWx/ae3R8AAIBe+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA/Ionh2N0vuGkZbkAAAAASUVORK5CYII=)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

28

COMMUNITIES AND SOCIAL MANAGEMENT PROGRAMMES

Building strong relationships with our communities is fundamental to creating safe, sustainable and successful operations. An important aspect

of our business is to invest in and create opportunities that positively impact the communities in the landscapes in which we operate.

Social Management aims to foster economic and social development in influence communities through diversifying opportunities and cultivating

respectful relationships between  the Company and  the Community.  The cooperation of  ENSA-SolGold, through  agreements with local

governments,  public  institutions,  and communities,  is  fundamental  for  promoting  sustainable  development,  reducing  inequalities,  and

improving the quality of life for vulnerable populations. The influence communities of the Cascabel Project face challenges such as limited access

to basic services (education, health, potable water), lack of infrastructure, and economic exclusion.

Cooperation, whether through SolGold, international organisations, local governments, public institutions, or local  initiatives, promotes the

transfer of resources, knowledge, and technologies, empowering communities to lead their own development. By driving projects that prioritise

community participation, cooperation strengthens social cohesion, respects local traditions, and promotes solutions tailored to specific needs.

Furthermore, it  contributes to  environmental sustainability,  food  security, and  economic development through  the  implementation of

innovative agricultural practices, access to markets, and job creation. In an interconnected world, development cooperation not only benefits

rural communities but also builds bridges of global solidarity, fostering inclusive and equitable growth.

SolGold invests in its local communities through various socioeconomic development initiatives, focusing on the following activities:

Education and training

Health care

Socioeconomic investment

Social, cultural and sporting activities in partnership

with local governments of our communities

TRANSPARENCY AND STAKEHOLDER ENGAGEMENT

As a Canadian Reporting Issuer, SolGold complies with the Extractive Sector Transparency Measures Act (ESTMA), which supports Canada's role

in the Extractive Industries Transparency Initiative (EITI). Our ESTMA reports are maintained online and submitted annually to Natural Resources

Canada (NRCAN), demonstrating our commitment to open and accountable practices in our operations and financial dealings.

Ecuador has been part of the EITI initiative since 2020, aiming to improve the management of natural resources and ensure their benefits reach

the entire population. SolGold is committed to complying with the EITI Initiative, which involves:

x  Transparency in Resource Management: Publication of information on revenues, payments, contracts, production, and other relevant

data from extractive industries.

x  Multi-Stakeholder Participation: Involvement of government, companies, and civil society in resource governance.

x  Accountability: Seeking to ensure that the wealth from natural resources benefits the population and is managed responsibly.

x  Access to Public Information: Facilitating access to key data for informed decision-making and citizen participation.

The EITI initiative in Ecuador aligns with the Global Open Government Partnership and fosters the fight against corruption, as well as improved

governance in the extractive sector.

SOLGOLD’S COMMITMENT TO THE ESCAZÚ AGREEMENT

SolGold is committed to complying with the Escazu Agreement, which seeks to guarantee access to information, public participation, and justice

in environmental  matters. SolGold  has pledged  to implement this  agreement by promoting  transparency, citizen  participation, and the

protection of environmental defenders. The agreement aims to strengthen environmental governance and protect human rights in relation to

the environment in Ecuador.

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)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

29

WORKING WITH OUR NEIGHBORING COMMUNITIES

Our social intervention strategy aims to promote economic and social development in communities located in and adjacent to our concessions

through  opportunity diversification  and  seed resources.  SolGold´s strategy  is  developed  in three  phases:  Planning,  Implementation, and

Evaluation. The strategy seeks inclusive, sustainable, and participatory development, with actions that respond to local needs and promote

shared responsibility among communities, the State, and SolGold/ENSA.

During the current period, SolGold/ENSA has signed several agreements with the parishes and communities in Cascabel’s area of influence,

including two general agreements with the parishes of Lita and La Carolina for the amount of US$168,000 each, benefiting 35 communities and

approximately 7,500 inhabitants.

Activities Developed with the Lita Parish:

Activity / Agreement  Beneficiaries  Results

Strengthening  the Lita  Parish council  on  vector-borne

disease control, waste  management, and  equipment

maintenance

3,964  Improved  operational capacity  of  the  Parish  GAD to  provide  efficient environmental

control and sanitation services in 16 communities.

Development  and  Installation  of  Tourism  Informative

Signage in communities and the parish capital

140  Enhanced  visual  communication,  information,  and  orientation  system for  individuals

visiting selected tourist attractions in the parish.

Commercialisation: Community Bartering  560  Four bartering events implemented in five communities.

Comprehensive  Care  for  Seniors,  People  with

Disabilities, and Youth

480  Strengthened community care for seniors, people with disabilities, and youth, through

promoter  support,  physiotherapy  services,  delivery  of  food  kits,  and  quarterly

workshops.

Lita 2025 Multi-Adventure Holiday Camp  100  Acquisition of supplies and refreshments for holiday camps in Lita, as part of efforts to

strengthen recreational and learning opportunities for children and youth.

Inter-Parish Games  80  Strengthened sports engagement through participation in the Rural Inter-Parish Games

of Ibarra Canton, as a strategy to promote sports, social cohesion, and visibility of rural

territories.

Cultural Promotion  3,964  18  cultural events  developed  in  Lita  parish, contributing  to stronger  social  cohesion,

cultural preservation, and community participation.

Parish Technical Strengthening  3,964  Hiring of a project technician for Lita Parish GAD.

Strengthening Community Health  3,964  Ensured the operationality  and improvement of infrastructure and equipment at  the

Lita Health Centre through preventive and corrective  maintenance, as well as the

provision of protective equipment for healthcare personnel.

Educational Strengthening  1,025  Improvement of infrastructure and IT equipment in 6 educational institutions.

Education – "Growing with Our Children" Project  270  Strengthening the operational capacities of the "Growing with Our Children" centre in

Lita.

Public Infrastructure Improvements  400  Improvement of 10 infrastructures in Lita parish and its communities.

Comprehensive Maintenance of Lita Parish machinery  3,964  Necessary  preventive  and  corrective  maintenance  to  ensure  efficient  operation  and

availability of road machinery.

Activities Developed with La Carolina Parish:

Activity/Agreement  Beneficiaries  Results

Provision  of  irrigation  supplies  to  farmers  in

communities of La Carolina Parish

150  Provision of supplies in 4 communities in the upper part of La Carolina parish.

Acquisition of  tools and  materials  to improve  honey

production for the "Abeja Maya" Artisanal Beekeeping

Association

114  Acquisition of an extractor machine for optimising the honey extraction process.

Technical  assistance  and  training  for  agricultural

production and innovation Projects

3,258  Improvement  of the parish nursery, increasing the  production of native fruit and

agroforestry species.

Revaluation of Cultural Artistic Expressions  3,258  Development of 40 cultural events in 19 communities of La Carolina Parish.

Sports and recreation activities for the youth integrated

development

3,258  Promotion of sports and recreation through participation in the inter-Parish games of

Ibarra Canton, including a soccer championship.

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D0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAgK34AAf2X4EC1LdDAAAAAElFTkSuQmCC)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

30

Activity/Agreement  Beneficiaries  Results

Community strengthening

(Workshops and Community Mingas)

1,000  Promotion of "mingas" (communal workdays) and workshops in the communities.

Support to Fire Crews in prevention activities  3,258  30 crew members equipped for fire prevention and management in the parish.

Strengthening Community Health in La Carolina Parish  3,258  Community health in  La Carolina parish  was strengthened through  the hiring  of  a

physiotherapy professional and the provision of fumigation supplies, medical supplies,

and  basic care  kits,  improving the  coverage  and  operational  capacity  of  local  health

services.

Schools’ infrastructure maintenance  1,500  Improvement of infrastructure and IT equipment in four educational institutions in La

Carolina parish.

Strengthening  the  "Growing  with  Our  Children"  Early

Childhood Education Program

170  Strengthening the operational capacities of the "Growing with Our Children" centre in

La Carolina.

Contributing to paving the Rocafuerte - Chinambí Road  500  As per an agreement with the Parish Council, SolGold is contributing 30% of the cost of

this work. Currently, it is 40% complete.

Improvement  and  partial  maintenance  of  local

community roads in La Carolina Parish

3,258  Routine maintenance and road improvement in 19 communities.

An additional thirteen agreements were signed under the "Community Investment Fund" programme, benefitting 13 communities: Santa Cecilia,

El Carmen, Parambas, Getzemaní, Santa Rita, La Esperanza del Verde, Urbina, Collapí, San Pedro, Rocafuerte, Santa Rosa, Cachaco, and Palo

Amarillo. Total investment in these agreements was US$96,903, benefitting 1,030 people in Lita and La Carolina municipalities.

OTHER INITIATIVES

COFFEE GROWERS ASSOCIATION

Launched in 2019 with the aim of diversifying local economies through alternative productive ventures, the project has developed 107 hectares

of coffee plantations, delivering 45,130 saplings in the last year. Technical assistance has been provided to 38 farmers, with a total of 42,000

kilograms of dry coffee commercialised in the calendar year 2024.

AGRO-PRODUCTIVE NURSERY

Initiated in 2012, this activity´s purpose is to provide training on sustainable agriculture practices and fruit plants to farmers in our communities,

aiming at improving health, nutrition, their family economy and environmental conditions. Last year, the programme provided nearly 62,000

saplings of improved varieties of citrus and guava, among other cultivars.

AGROWOMEN

With the aim of generating opportunities for women, the Company sponsors the "Agromujeres" project in the Santa Cecilia community, at the

heart  of Cascabel.  Women  receive training  and  technical  assistance in soil management, seed handling, germination, cultural practices,

irrigation, harvesting, post-harvest, and commercialisation of fruits and vegetables.

SANTA CECILIA BAKERY

This project  is implemented in the  Santa Cecilia Community, benefiting 13  local women and their  families. During the  current period,

participating women received a Certification in “Bakery and Pastry” from the National Training Service (SECAP). The Santa Cecilia bakery provides

SolGold´s Cascabel cafeteria with bread and other specialties.

ROCAFUERTE COMMUNITY DINING HALL

This  is an  initiative  of  the Rocafuerte Community,  where  several  of its  members,  with the Company's  support,  operate an  enterprise  that

provides  prepared  meals  to  Company  workers  and  private  buyers.  The  Company  has  also  contributed  to  improving  the  dining  hall's

infrastructure, water system and kitchenware.

EDUCATIONAL INCENTIVES

As of June 2025, the Company provides partial support to 45 university students from our communities. Beneficiaries are attending studies on

mechanics, electricity, industrial management and transportation, medicine,  nursing, and dentistry, among  other  fields.  Out of the 45

scholarship recipients, 20 are women and 25 are men. To date, 7 young people have graduated.

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)

STRATEGIC REPORT

SolGold plc Annual Report for the Year Ended 30 June 2025

31

"SOY OPERADORA" SCHOLARSHIPS (I AM AN OPERATOR)

The "Soy Operadora" (I Am an Operator) scholarships have been granted to women who are receiving training through WIM Ecuador (Women

in Mining Ecuador), a joint training initiative developed by WIM, the Private Technical University of Loja (UTPL) and mining companies committed

to gender equity and increasing the participation of women in the industry. In the IV edition of the Soy Operadora scholarships programme,

SolGold provided scholarships to 12 women, most of them from communities near Cascabel.

COMMUNITY COMPUTER AND INTERNET CENTRES

The Company supports equipping and partial staffing for four community computer centres in Santa Cecilia, Urbina, Parambas, and Getzemaní.

These centres serve users of all ages, especially school-aged children and youth. During the current reporting period, the following user statistics

were recorded:

Community  Number of users

Parambas  25,149

Getzemaní  2,142

Urbina  1,271

Santa Cecilia  3,440

INFORMATION PROGRAMME

A key element of the social management strategy is the information programme, aimed at strengthening transparent and trusting relationships

between SolGold/ENSA and communities in and around our Cascabel concession. Providing clear and timely information about the project's

scope, impacts, and compliance with the government-approved Environmental Management Plan is pivotal to ensuring social licence for our

activities. Between October 2024 and May 2025, SolGold/ENSA organised 424 meetings in 16 communities with the participation of well over

3,500 people.

COMMUNITY ENVIRONMENTAL OBSERVATORY (CEO)

For transparency purposes related to environmental and local community issues in the Cascabel Project area, SolGold has provided training to

local communities  in the influence area. At  the same time,  project information  has been delivered to local  people in a  easy to understand

language. The aim is to enable the engagement of local people in citizen monitoring and environmental oversight. During the reporting period,

several activities have been carried out by the 32 members of the Community Environmental Observatory.

Main activities have been:

•  16 CEO members (7 women and 9 men) participated in a workshop in which Cascabel staff provided information on the monitoring

results for the second half of 2024.

•  27 members  of the  CEO (8  women and  19 men)  participated in  a workshop  in which  Cascabel staff  provided information  on the

monitoring result for the first half of 2025.

•  5 other CEO members (3 women and 2 men) formed a ‘Citizen Oversight Committee’ that closely followed biotic monitoring activities

during the first half of 2025.

•  All  CEO  members (13  women  and  19  men)  participated in  a  training  workshop  about  the  different environmental  parameters

monitored in Cascabel during the first half of 2025 (water quality, aquatic invertebrates, vertebrate diversity, among others).

LOCAL AND COMMUNITY INVESTMENT

Compared to 2024, during 2025, we saw an increase of over 20% of our investment in this area. The main driver of this investment has been

the reinitiation of drilling activities in Tandayama.

Community Investment Activity  2025 (US$)  2024 (US$)

Grants and Sponsorships  944,069.38  1,043,477.00

Infrastructure  and  Services  (including

local easements / permits)

1,143,305.02  574,564.00

Total  2,087,374.40  1,618,041.00

The Strategic Report was authorised for issue and signed on behalf of the Directors by:

Slobodan (Dan) Vujcic

Directors

24 September 2025

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SolGold plc Annual Report for the Year Ended 30 June 2025

32

CORPORATE GOVERNANCE REPORT

CORPORATE GOVERNANCE REPORT

CHAIR’S INTRODUCTION

Dear Shareholders,

I am pleased to present the Corporate Governance Report for the financial year end 30 June 2025.

EVOLUTION AND GOVERNANCE

The past year has been one of transition and evolution for the Board. As an international company, we benefit from diverse perspectives across

geographies, but coordinating those perspectives requires well-structured processes. To strengthen effectiveness, we increased the frequency

of in-person meetings and refreshed the Board with the appointment of Dan Vujcic as CEO and my own appointment as Chair in March 2025. I

would like to thank outgoing CEO Scott Caldwell for his leadership and commitment during his tenure, and I am pleased that he will continue to

support the Company as a Non-Executive Director, bringing valuable technical expertise to the Board.

The  appointment  of  Dan  Vujcic  as  CEO  has marked  a  new  phase  in  the  Company’s  strategy while maintaining  our  strong  commitment to

governance. The committees established in  2024 have provided a solid  foundation, and further refinements were made  following the CEO

transition. Post year end, the Board reviewed the composition and remit of its committees and determined that the Remuneration Committee

would also assume  the functions of a  Nominations Committee where these cannot be undertaken by the full Board.  Looking ahead, Board

succession planning will remain a priority, with a continued focus on ensuring the right skills and continuity at both Board and executive level

to deliver on the Company’s strategy.

GOVERNANCE FRAMEWORK AND COMPLIANCE

SolGold has historically been operating with reference to the UK Corporate Governance Code 2018. Following the finalisation of the 2024 Annual

Report  and  Annual  General  Meeting  (“AGM”)  held  in  December  2024 , the Board reviewed the appropriateness of the existing Code and

determined that to ensure the Company reports to a code that is fit for purpose, supports our strategic objectives, and aligns with shareholder

expectations,  that  going  forward  the  Company  would  transition  to,  and  report  against,  the  Quoted  Companies  Alliance  (QCA)  Corporate

Governance Code. The QCA Code is more appropriate for our size and stage of evolution and compliance against this code along with areas

where our practices continue to evolve, is reported on in this Report. In my position as Chairman of the Company, I am responsible for ensuring

that the Group maintains such high standards.

As the Company continues to develop the Cascabel Project and its long-term growth, I will work with the Board to ensure that the strategy of

the Company is delivered against good values and principles for the benefit of all shareholders and stakeholders.

SELF ASSESSMENT

During  the  year,  the  Board  conducted  a  self-assessment  review  via  an  online  questionnaire.  This  review  was  conducted  by  the  Company

Secretary and the results of that review were analysed by the Company secretary and shared with the Board. Due to the significant changes to

Board composition over the previous few years, comparisons to previous assessments were not considered meaningful. The Board has not had

an external review completed and there is currently no intention to do so until such time that there is stability of membership at the Board and

its committees.

SHAREHOLDER ENGAGEMENT

Shareholder engagement has been a focus point for me, and for Dan Vujcic, since our appointments. Furthermore, the appointment of Charles

Joseland as Senior Independent Director creates another channel for engagement with all our stakeholders. The Directors were pleased that

Shareholders supported all resolutions at the AGM in December 2024, but note the valuable feedback received on the disapplication of pre-

emption rights resolutions.

Individual or small group Shareholder meetings are the predominant method of communication with our shareholders. Over the latter half of

the year under review, Dan Vujcic and Paul Smith have held numerous one-on-one meetings with shareholders to discuss the Company and

understand shareholder needs and expectations. The Annual General Meeting and presentations at conferences around the world also offer

shareholders the chance to meet with management and directors as appropriate.

The Sustainability Report and TCFD reporting on environment and social matters on pages 20 to 31 is the primary reporting to shareholders on

these subjects. Taking into account the  needs learnt at  shareholder meetings enables the Company to report the  Group’s performance  on

environmental and social matters

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SolGold plc Annual Report for the Year Ended 30 June 2025

33

CORPORATE GOVERNANCE REPORT

LOOKING AHEAD

As we focus on fast tracking the development of the Cascabel Project, the Board looks forward to supporting Dan Vujcic and his management

team to drive the strategy forward. In addition, the Board will look to evolve our governance framework to reflect the current development of

the Company for the benefit of all stakeholders.

CONCLUSION

I would like to take this opportunity to thank all our shareholders for their continued support and to our Board, the Management Team and

Staff for their commitment to developing SolGold and creating long-term value for all our stakeholders.

Sincerely,

Paul Smith

Chairman

24 September 2025

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

34

CORPORATE GOVERNANCE REPORT

CORPORATE GOVERNANCE STATEMENT

SolGold plc (the “Company”, the “Group” or “SolGold”) is listed on the Transition Segment of the Main Market of the London Stock Exchange

and is required to apply a recognised corporate governance code. Over the past three years, the Company has reported against the UK Corporate

Governance Code. In December 2024, the Board of Directors determined that the Quoted Companies Alliance Corporate Governance Code 2023

(the “QCA Code”) was better suited to the Group, taking into account the size and current development of the Group.  The QCA Code can be

obtained from the Quoted Companies Alliance

The Board intends to assess its compliance with the QCA Code on an annual basis, and this governance report is the first such assessment. The

Board will ensure that the Company’s website is also updated with these new disclosures in the future.

The application of the QCA Code is fundamental to establishing a high standard of corporate governance at SolGold and provides the Board and

Management  a  pathway  to  the  development  and  maintenance  of  good  corporate  governance  to  ensure  alignment  with  and  support  the

Company’s goals and medium and long-term success. The Board has considered how we apply the QCA Code to the business, considering the

appropriateness of the principles of the QCA Code to the Company in its current circumstances and stage of development. This review is the

first for the Company and has highlighted areas of deficiency upon which the Company can improve. Those areas include balancing the Director

independence ratios and ensuring that opportunities are provided to Directors to keep their individual skill sets up to date.

Since the appointment of Paul Smith in early March 2025, the board has appointed Charles Joseland to the role of Senior Independent Director.

This role  had  been vacant  for a  number  of years  and the  Board  believes that  this role  is crucial to  maintaining corporate  governance

communications with our external stakeholders, especially during the development of the Cascabel Project.

BOARD OF DIRECTORS AND EXECUTIVE MANAGEMENT

OVERVIEW

SHAREHOLDERS

EXECUTIVE MANAGEMENT

BOARD OF DIRECTORS

Audit & Risk

Committee

Remuneration

Committee

Environmental, Social &

Governance Committee

THE BOARD OF DIRECTORS

The Board of SolGold leads the strategic objectives of the Group, makes critical decisions, and is responsible for its long-term growth and success.

The Board:

x  ensures the Company creates sustainable value for shareholders while maintaining responsible development practices;

x  oversees management's execution of strategy, monitors performance against objectives, and ensures appropriate risk management

and internal controls are in place; and

x  is accountable to shareholders for the stewardship of the Company's assets and the delivery of long-term sustainable growth.

The matters reserved for the Board are available on the Company’s website in the Corporate Governance Charter

(https://solgold.com/documents/corporate-governance-charter/ ).

The Board has a schedule of matters and responsibilities specifically reserved to itself, the main items of which include:

x   CEO appointment and determination of the terms of the appointment

x   Strategy, annual budget, balance sheet management and funding strategy

x   Approval of the published financial results and other external and regulatory reporting

x   Performance assessment of Executive Directors against its strategic goals and financial plans

x   Establishment/approval/maintenance of corporate policies, including Corporate Governance

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QDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAABm8Qi4uNp/jA83xAAAAABJRU5ErkJggg==)

SolGold plc Annual Report for the Year Ended 30 June 2025

35

CORPORATE GOVERNANCE REPORT

x  Determination of commitments, acquisitions, and divestments within specified limits

x   Overview of risk management initiatives and reporting protocols

x   Consideration of material contracts and transactions

x   Health and safety of our employees through monthly reporting of KPIs to the Environmental, Social, and Governance Committee

x   Monitoring investor sentiment regularly and frequently engaging with the Group’s major shareholders

x   Approval of significant financing arrangements

x   Approval of the allotment of equities and other financial instruments

Outside the formal schedule  of matters reserved for the Board,  the Chair and Non-Executive Directors make themselves available for

consultation with the Management Team as often as necessary.

The clear separation of responsibilities for the Board and the Executive ensures that good governance is central to strategic and critical decision

making. The  terms of reference of  the Board  and its committees  and the interaction with the Executive allows for effective  operation and

oversight.

MAJOR BOARD DECISIONS

x  Entering into the US$750m Stream Agreement with Franco-Nevada and OR Royalties

x  Appointment of Dan Vujcic as CEO

x  Appointment of Paul Smith as Chairman

x  Approval of the sale of shares to Jiangxi Copper Company

x  Overview of the change in strategy to accelerate development of the Cascabel Project

x  Approval of the strategy of an Exploration entity for the Ecuadorian exploration assets

x  Voluntary TSX de-listing

The Board currently consists of eight Directors, four of whom are considered independent under the QCA Corporate Governance Code. This is

an area of focus for improvement. The appointment of Dan Vujcic as CEO has meant he is no longer considered independent.

BOARD COMPOSITION

Name  Role  Appointment Date  Age  Nationality  Independence  Key Expertise

Paul Smith

Non-Executive

Chairman

March 2025  55  Swiss  Independent

Strategy, Corporate Finance,

M&A

Dan Vujcic

Chief Executive

Officer

March 2025  46  British  Executive

Investment Banking, Corporate

Development

Nicholas

Mather

Non-Executive

Director

May 2005  68  Australian  Non-Independent

1

Strategy, Exploration, Corporate

Finance

María Amparo

Albán Ricaurte

Non-Executive

Director

October 2020  56  Ecuadorian  Independent  Environment and Social

Scott Caldwell

Non-Executive

Director

November 2022  68  American  Non-Independent

2

Mining Operations, Strategy &

Leadership

Charles

Joseland

Senior Independent

Director

February 2024  62  British  Independent

Finance, Governance, Risk

Management

Steve van

Barneveld

Independent Non-

Executive Director

December 2023  62  New Zealander  Independent

Minerals Processing,

Engineering

John Liu

Independent Non-

Executive Director

February 2024  60  Canadian  Independent  Financial Advisory, M&A

Notes

1.  Nicholas Mather is considered non-independent due to his previous executive role as CEO

2.  Scott Caldwell is considered non-independent due to his previous executive role as CEO

Throughout the year under review, the Directors’ development of their skill set is focussed on their roles outside of the Company. Directors

received update presentations on their responsibilities as directors from the Company’s external legal and financial advisers. Charles Joseland

attended conferences to improve his knowledge on governance at Board level. Directors have access to the Company Secretary and external

advisers to improve their understanding and knowledge as appropriate.

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SolGold plc Annual Report for the Year Ended 30 June 2025

36

CORPORATE GOVERNANCE REPORT

BOARD CHANGES DURING FY2025

Appointments:

x  Paul Smith appointed as Non-Executive Chairman (March 2025)

x  Dan Vujcic appointed as Chief Executive Officer (March 2025)

Role Changes:

x  Scott Caldwell transitioned from CEO to Non-Executive Director (March 2025)

x  Charles Joseland appointed Senior Independent Director (April 2025)

BOARD COMMITTEES

The Company’s Board operated a number of formal committees during the year under review. In addition to the committees below, effective

as of the date of this Annual Report, a Nomination Committee operated but was disbanded in August 2025. Current committee details are as

follows:

Committee  Chair  Members  Key Responsibilities

Audit & Risk  Charles Joseland  Paul Smith, John Liu  Financial oversight, risk management, internal controls

Remuneration  Paul Smith

Charles Joseland, Steve

van Barneveld

Executive compensation, incentive design

ESG

María Amparo

Albán Ricaurte

Scot Caldwell, Nicholas

Mather

Environmental, social, governance oversight

The Remuneration Committee engaged external remuneration consultants to assist with their review of executive and director remuneration

and the Audit & Risk Committee had access to the external adviser to management on risk and internal controls.

The Terms of Reference for each of these Committees are set out within the Company’s Corporate Governance Charter and are all available on

the Company’s website. During the period 1 July 2024 to 30 June 2025, there were 21 Board meetings (including sub-committees). Directors’

attendance at Board and Committee meetings (when they held membership of such committees during the year), which they were eligible to

attend during this period, was as follows:

Board (inc. sub)

(21)

Audit and Risk

Committee (6)

Remuneration

Committee (2)

Nomination

Committee (0)

ESG Committee

(1)

Paul Smith  4/4  -  -  -  -

Dan Vujcic  17/19  4/6  -  -  -

Scott Caldwell  21/21  -  -  -  1/1

Nicholas Mather  18/19  -  -  -  -

María Amparo Albán Ricaurte  16/19  6/6  2/2  -  1/1

Steve van Barneveld  18/19  -  2/2  -  1/1

John Liu  15/18  -  -  -  -

Charles Joseland  17/19  6/6  2/2  -  -

EXECUTIVE MANAGEMENT TEAM

Name  Position

Appointment

Date

Age  Nationality  Key Experience

Chris Stackhouse

Chief Financial

Officer

April 2023  42  Canadian

Development stage mining finance, South

American operations

KEY MANAGEMENT PROFILES

DAN VUJCIC - CHIEF EXECUTIVE OFFICER

x  B.Bus (Hons), CA

x  Almost two decades of global capital markets experience

x  Former Chief Development Officer at MAC Copper Limited (NYSE: MTAL)

x  Instrumental in securing over US$1.1 billion for CSA Copper mine acquisition from Glencore

x  Previous experience at Jefferies, Morgan Stanley, and Citi

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

37

CORPORATE GOVERNANCE REPORT

x  Led First Quantum Minerals' C$5 billion acquisition of Inmet Mining

CHRIS STACKHOUSE - CHIEF FINANCIAL OFFICER

x  BBA (Hons), CPA, CA

x  Non-Executive Director – Rocky Shore Gold Ltd. (formerly Hemlo Explorers Inc)

x  Almost 20 years of development stage mining finance and accounting experience

x  Extensive South American operations experience

x  Former senior roles at Guyana Goldfields Inc., Rockcliff Metals and Generation Mining

x  Instrumental in Aurora Gold Mine development and project financing

DIVERSITY AND INCLUSION TARGETS

In accordance with the disclosure requirements under FCA UK Listing Rule 22.2.30, as at 30 June 2025, only one (12.5%) individual on the Board

is female, which is below the recommended 40%. Currently, a woman does not hold any of the senior positions of Chair, Senior Independent

Director, CEO,  or CFO. There are three  members of the  Board who are from a  minority ethnic background.  The Company has not met the

identified targets of female representation on the Board and women holding senior positions. The Company acknowledges the importance of

diversity  in  its  broadest  sense,  including  diversity  of  thought,  experience,  and  background.  The  Board  recognises  the  value  that  different

perspectives can bring to decision-making processes and is committed to maintaining a balanced and effective leadership team. As part of our

ongoing commitment to good governance, the Board regularly reviews its composition to ensure it has the right mix of skills, experience, and

diversity to drive the Company's strategy forward. Information collected  for the purposes  of  UK  Listing  Rule  22.2.30 has  been  collated  by

management.

GENDER IDENTITY REPORTING (AT 30 JUNE 2025)

Number of Board

Members

Percentage of the

Board

Number of senior

positions on the

Board (CEO, SID

and Chair)

Number in

Executive

Management

Percentage of

Executive

Management

Men  7  87.5  3  2  100

Women  1  12.5  -  -  -

ETHNIC BACKGROUND REPORTING (AT 30 JUNE 2025)

Number of Board

Members

Percentage of the

Board

Number of senior

positions on the

Board (CEO, SID

and Chair)

Number in

Executive

Management

Percentage of

Executive

Management

White  British  or  other  White

(including minority-white groups)

5  62.5  2  1  50

Mixed/Multiple Ethnic groups  1  12.5  1  1  50

Asian/Asian British  1  12.5  -  -  -

Black/African/Caribbean/Black

British

-  -  -  -  -

Other ethnic group  1  12.5  -  -  -

Not specified/ prefer not to say  -  -  -  -  -

Additional information as required by UK Disclosure Guidance and Transparency Rules sourcebook (DTR) 7.2 can be found in the Corporate

Governance Report and the Directors report on pages 32 to 63.

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SolGold plc Annual Report for the Year Ended 30 June 2025

38

CORPORATE GOVERNANCE REPORT

BOARD LEADERSHIP AND COMPANY PURPOSE

PURPOSE, CULTURE AND STRATEGY

Purpose: SolGold's purpose  is  to  responsibly  develop  world-class copper and gold  resources  to  support  the  global  energy transition while

creating sustainable value for all stakeholders.

Culture: The Company promotes a culture of safety, integrity, collaboration,  and  excellence,  with  particular  emphasis on  environmental

stewardship and community partnership in Ecuador.

Strategy:  SolGold's  strategy  focuses  on  advancing  the  Cascabel  Project  through  development  while  unlocking  exploration  portfolio  value

through the ExploreCo structure, maintaining strong ESG practices and stakeholder relationships.

BOARD ACTIVITY DURING THE YEAR

During FY2025, the Board held 21 scheduled and additional meetings  (including sub committees) to  address specific matters. Key  activities

included:

x  Overseeing CEO transition and leadership appointments

x  Monitoring Cascabel feasibility study progress and G Mining Services appointment

x  Reviewing ExploreCo formation strategy and structure

x  Approving annual budget and strategic priorities

x  Oversight of Gold Stream Agreement milestone achievements

x  ESG performance monitoring and community engagement review

x  Risk management assessment and mitigation strategies

RESOURCES AND CONTROLS

The Board ensures SolGold has adequate resources and controls through:

x  A Corporate Governance Charter

x  A Whistleblower policy

x  Regular review of financial position and funding requirements

x  Oversight of internal control systems and risk management frameworks

x  Monitoring of key performance indicators and operational metrics

x  Ensuring appropriate technical expertise through strategic partnerships

WORKFORCE POLICIES AND PRACTICES

SolGold maintains comprehensive workforce policies covering:

x  Health and safety standards and training requirements

x  Equal opportunity and diversity practices

x  Professional development and career advancement programmes

x  Local hiring and capability building initiatives in Ecuador

x  Competitive compensation and benefits aligned with local markets

x  Grievance procedures and employee engagement mechanisms

The  Company’s  Whistle-blower,  Anti-Bribery  &  Anti-Corruption,  and  Code  of  Conduct  are  available  on  the  Company’s  website  at

https://solgold.com/

STAKEHOLDER ENGAGEMENT

SolGold maintains active engagement with key stakeholder groups:

x  Shareholders:  Regular  communication  through  annual  and  interim  reports,  investor  presentations,  AGM  participation,  and

management availability for investor meetings.

x  Communities: Ongoing dialogue through  community liaison officers,  public consultation  processes, socioeconomic  investment

programmes, and grievance mechanisms.

x  Government: Regular engagement with national, provincial, and local authorities on regulatory compliance, permitting processes,

and economic development opportunities.

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SolGold plc Annual Report for the Year Ended 30 June 2025

39

CORPORATE GOVERNANCE REPORT

x  Employees:  Staff  meetings,  professional  development  programmes,  health  and  safety  committees,  and  open  communication

channels.

x  Strategic Partners: Regular progress reporting and collaboration with Franco-Nevada, OR Royalties, and G Mining Services.

x  Environment: Comprehensive environmental monitoring, stakeholder consultation on environmental management, and collaboration

with environmental organisations.

The Board receives regular reports on stakeholder engagement activities and ensures management maintains appropriate relationships with all

stakeholder groups.

DIVISION OF RESPONSIBILITIES

CHAIR

The Chairman leads the Board and is responsible for:

x  Setting the Board agenda and ensuring effective Board meetings

x  Facilitating constructive Board discussions and decision-making

x  Ensuring adequate information flow to Board members

x  Leading Board evaluation and succession planning processes

x  Representing the Company to key stakeholders and investors

x  Ensuring appropriate governance standards and regulatory compliance

CEO

The Chief Executive Officer is responsible for:

x  Developing and implementing Company strategy as approved by the Board

x  Managing day-to-day operations and business performance

x  Leading the executive management team

x  Ensuring effective risk management and internal controls

x  Maintaining stakeholder relationships including government and community engagement

x  Reporting to the Board on operational performance and strategic progress

CONFLICTS OF INTEREST

The Company maintains a comprehensive conflicts of interest policy requiring:

x  Annual declaration of interests by all Directors

x  Disclosure of potential conflicts before Board discussions

x  Recusal from relevant Board discussions and decisions where conflicts exist

x  Regular review and updating of the conflicts register

x  Clear procedures for managing related party transactions

During FY2025, no material conflicts were identified.

NON-EXECUTIVE DIRECTORS’ ROLE AND TIME COMMITMENT

Non-Executive  Directors  are  expected  to provide  objective  judgement,  hold  management  accountable,  and demonstrate  sufficient  time,

knowledge, and skill for their responsibilities. The performance of directors is assessed.

SENIOR INDEPENDENT DIRECTOR

In March 2025, it was announced that the Board had agreed to appoint Charles Joseland to the role of Senior Independent Director. This position

was formalised at a Board meeting on 11 April 2025.

COMPANY SECRETARY

Ryan Wilson currently serves as Company Secretary and is responsible for Board functioning, maintenance of materials and records, and certain

regulatory filings. The Board has access to the Company Secretary’s advice and services as required.

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SolGold plc Annual Report for the Year Ended 30 June 2025

40

CORPORATE GOVERNANCE REPORT

AUDIT RISK AND INTERNAL CONTROL

INTERNAL AND EXTERNAL AUDIT

While maintaining overall responsibility, the Board delegates oversight of the external audit functions to the Audit and Risk Committee. The

Audit  and  Risk  Committee  is  responsible  for  reviewing  the  relationship  and  independence  of  our  appointed  external  Auditors,

PricewaterhouseCoopers  LLP  (“PwC”),  and  additionally  is  responsible  for  scrutinising  the  integrity  of  the  financial  statements  prepared  by

Executive Management to ensure the assessment of SolGold’s position is accurately reflected. The Audit and Risk Committee met six times

during the year under review.

FAIR, BALANCED AND UNDERSTANDABLE ASSESSMENT

The Board and Audit and Risk Committee are responsible for carefully reviewing the Company’s quarterly financial, half year and annual results

and  consider  that the Annual  Report  and  accounts,  taken  as  a whole,  are  fair, balanced and  understandable  and  provide  the information

necessary for shareholders to assess the Company’s position, performance, business model and strategy.

RISK MANAGEMENT

The Board  is responsible for the Company’s  risk management system, internal controls, and their effectiveness. The Board  delegates some

responsibilities for risk management oversight to the Audit and Risk Committee, where risk is monitored continually and formally reviewed

annually. This enables  Executive Management  to  review the  risks, mitigate them  and implement controls  to ensure the  boundaries of the

Company’s risk appetite are maintained.

Key internal control procedures, which form part of the review of the effectiveness of risk management and internal control, include:

•  The Code  of  Conduct is  supported  by Company  policies  and procedures, including  delegations  of authority  and  divisions of

responsibility

•  Training of staff on current policies and procedures relevant to their position in Spanish and/or English

•  Constant monitoring of business performance, including Key Performance Indicators

•  A formal  whistleblowing policy,  with an external third-party  whistleblowing hotline and  web submission, the  results of  which are

reported to the Board

•  Defined controls and quality assurance over, but not limited to, financial reporting and health and safety procedures

Post year end, the Audit and Risk Committee conducted a robust assessment of the Company’s principal and emerging risks. This comprehensive

report of the principal and emerging risks and how these are managed and/or mitigated can be found on pages 16 to 18.

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SolGold plc Annual Report for the Year Ended 30 June 2025

41

CORPORATE GOVERNANCE REPORT

QUOTED COMPANIES ALLIANCE CORPORATE GOVERNANCE DISCLOSURES

PRINCIPLE 1:  ESTABLISH  A  PURPOSE,  STRATEGY  AND  BUSINESS  MODEL  WHICH  PROMOTES  LONG-TERM

VALUE FOR SHAREHOLDERS.

Disclosure: see pages 3 to 12.

PRINCIPLE 2: PROMOTE A CORPORATE CULTURE THAT IS BASED ON ETHICAL VALUES AND BEHAVIOURS

Disclosure: see pages 37 to 38.

Whilst the culture of the Company is the responsibility of the Board, particular review of culture is completed in determining the KPIs of executive

management. During the year, no actions deviated from what was expected.

PRINCIPLE 3: SEEK TO UNDERSTAND AND MEET SHAREHOLDER NEEDS AND EXPECTATIONS

Disclosure: see pages 20 to 31 and 32.

PRINCIPLE 4:  TAKE  INTO  ACCOUNT  WIDER  STAKEHOLDER  INTERESTS,  INCLUDING  SOCIAL  AND

ENVIRONMENTAL RESPONSIBILITIES, AND THEIR IMPLICATIONS FOR LONG-TERM SUCCESS

Disclosure: see pages 20 to 31.

PRINCIPLE 5:  EMBED  EFFECTIVE  RISK  MANAGEMENT,  INTERNAL  CONTROLS  AND  ASSURANCE  ACTIVITIES,

CONSIDERING BOTH OPPORTUNITIES AND THREATS, THROUGHOUT THE ORGANISATION

Disclosure: see pages 16 to 18, 20 to 31 and 45.

PRINCIPLE 6: ESTABLISH AND MAINTAIN THE BOARD AS A WELL-FUNCTIONING, BALANCED TEAM LED BY THE

CHAIR

Disclosure: see pages 34 to 40.

PRINCIPLE 7: MAINTAIN APPROPRIATE GOVERNANCE STRUCTURES AND ENSURE THAT, INDIVIDUALLY AND

COLLECTIVELY, DIRECTORS HAVE THE NECESSARY UP-TO-DATE EXPERIENCE, SKILLS AND CAPABILITIES

Disclosure: see page 32.

PRINCIPLE 8:  EVALUATE  BOARD  PERFORMANCE  BASED  ON  CLEAR  AND  RELEVANT  OBJECTIVES,  SEEKING

CONTINUOUS IMPROVEMENT

Disclosure: see page 32.

PRINCIPLE 9: ESTABLISH A REMUNERATION POLICY WHICH IS SUPPORTIVE OF LONG-TERM VALUE CREATION

AND THE COMPANY’S PURPOSE, STRATEGY AND CULTURE

Disclosure: see pages 47 to 58.

PRINCIPLE 10: COMMUNICATE HOW THE COMPANY IS GOVERNED AND IS PERFORMING BY MAINTAINING A

DIALOGUE WITH SHAREHOLDERS AND OTHER RELEVANT STAKEHOLDERS

Disclosure: see pages 32 to 58.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

42

CORPORATE GOVERNANCE REPORT

NOMINATION COMMITTEE REPORT

A statement to shareholders from the Final Chair of the Nomination Committee.

Dear Shareholders,

During the year ended 30 June 2025, the functions of the Nomination Committee were assumed by the Board as a whole and no meetings were

held.

At a meeting of the Board held on 28 August 2025, it was resolved that the functions of the Nomination Committee not performed by the Board

as a whole would be assumed into the Remuneration Committee going forward; the Nomination Committee was subsequently disbanded.

Dan Vujcic

Final Chair – Nomination Committee

24 September 2025

Nomination Committee Membership

Member  Attendance

Dan Vujcic: Chair  -

Nicholas Mather  -

John Liu  -

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SolGold plc Annual Report for the Year Ended 30 June 2025

43

CORPORATE GOVERNANCE REPORT

AUDIT AND RISK COMMITTEE REPORT

A statement to shareholders from the Chair of the Audit & Risk Committee.

Dear Shareholders,

I am pleased to present the Audit and Risk Committee (“ARC”) Report for 2025.

The ARC is responsible for ensuring that the financial performance, position and prospects of the Group are properly monitored as well as liaising

with the Company’s external auditors to discuss the audit of the financial statements and the Group’s internal controls.

The execution of the Gold Stream Agreement at the beginning of the year and the placement of the own shares strengthened the balance sheet

allowing management to focus more on the development of the Cascabel Project and to improve internal controls. The funds made available

under the Gold Stream Agreement are specific to the development of Cascabel, and so cost control remains a key focus.

The CEO, CFO, Group General Counsel, Company Secretary, and external auditors also participate in meetings of the Committee by invitation

from the Chair of the ARC. The Committee’s Terms of Reference were updated in 2022 and are available to view on the Company’s website,

which includes a list of responsibilities.

The Board discussed the merits of  continuing  to report against the UK Corporate Governance  Code,  considering the  current  stage of

development of the Company and whether the Company would be better suited to report against the Quoted Companies Alliance Code (“QCA

Code”). Following debate, it was determined that the Company would report against the QCA Code from this report on.

ROLE AND RESPONSIBILITIES

The ARC’s primary function is to assist the Board in discharging its responsibility to exercise due care, diligence and skill by:

Audit-related:

x   Monitoring  the  integrity  of  the  financial  statements  of  the  Company  and  any  formal  announcements  relating  to  the  Company’s

financial performance and reviewing significant financial reporting judgements contained in them prior to their approval by the Board

x   Assessing the Company’s internal financial controls

x   Reviewing the appointment, scope and performance results of external audits

x   Monitoring corporate conduct and business ethics and ongoing compliance with laws and regulations

x   Maintaining open lines of communication between the Board, management and the external auditors, thus enabling information and

points of view to be freely exchanged

x   Ensuring that  systems of accounting and reporting of financial information to shareholders,  regulators and the general  public are

adequate

x   Considering the appointment, reappointment, removal, remuneration and terms of engagement of the external auditors and making

recommendations to the Board in respect of the same

x   Monitoring and reviewing the external auditors’ independence, objectivity and the  effectiveness of the  audit process, taking into

consideration relevant professional and regulatory requirements

Risk-related:

x   Ensuring  the  development  of  an  appropriate  risk  management  policy framework  that  will  provide  guidance  to  management  in

implementing appropriate risk management practices throughout the Company’s operations, practices and systems

x   Determining the amount and nature of risk that the Company wishes to take in pursuit of its strategy

x   Reviewing methods of risk identification

x   Setting parameters or guidelines for business risk reviews

Audit & Risk Committee Membership

Member  Attendance

Charles Joseland: Chair  6/6

Dan Vujcic (until August 2025)  4/6

María Amparo Albán Ricaurte (until

August 2025)

6/6

Paul Smith (from August 2025)  -

John Liu (from August 2025)  -

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SolGold plc Annual Report for the Year Ended 30 June 2025

44

CORPORATE GOVERNANCE REPORT

x   Reviewing and assessing the effectiveness of the Company’s internal control and risk management systems and making informed

decisions in respect of the same

x   Implementing and reviewing arrangements by which Directors, management, employees and contractors may, in confidence, raise

concerns about possible improprieties in matters of financial reporting or other matters.

COMMITTEE DISCUSSIONS

The ARC met six times during the year ended 30 June 2025, paying particular attention to financial planning, reporting and controls and the

Group’s liquidity position. The key topics discussed by the Committee are set out on the following pages.

SYSTEM OF INTERNAL CONTROL

Review of internal controls

Reviewing the Group’s internal financial controls

An external advisor was engaged to review internal financial

controls. Proposals  for change put forward  and discussed with  the

Committee.  This  is  part  of  the  increased  focus  on  developing  and

strengthening the overall control environment across the Group.

RISK ASSURANCE

Risk management

Assessing the Group’s risk profile and the process by which risks are

identified and assessed

The ARC discussed  and reviewed  the  risk management  framework

and processes with management; also, the key risks, related controls

and the mitigation  plans in  place  were debated,  as  well as  the

rationale for the risk appetite for the identified risks.

External audit

Reviewing the results of  the external audit work, evaluating the

quality of the external audit and consideration of management letter

recommendations

The ARC reviewed and approved the 2025 Audit Plan. They received

the  presentation  of  the  final  audit  findings  memo  from  PwC,  and

discussed  the  audit  findings,  control  recommendations  and  other

observations.  The  ARC  also  met  with  PwC  in  private  without

management present.

PwC has  been  the Group's  auditors  since its  appointment on  11

November 2021, following a competitive tender process. The period

of total uninterrupted engagement is four years.

Internal audit

The Group does not currently have an internal audit function.  This

will  be  kept  under  review  as  the  internal  control  framework  is

improved and embedded, and different sources of assurance sought.

SIGNIFICANT ACCOUNTING ISSUES CONSIDERED BY THE AUDIT AND RISK COMMITTEE IN RELATION TO THE GROUP’S FINANCIAL

STATEMENTS

Financial statements

Monitoring the integrity of the financial statements of theථCompany

and Group

The ARC reviewed the presentation of the Group’s audited results for

the year ended 30 June 2025 and the unaudited results for the six

months ended 31 December 2024, as well as the quarterly interim

financial statements (Q1 and Q3) to ensure they were fair, balanced

and  understandable,  when  taken  as  a  whole.  The  results  were

assessed  to  ensure  they  provide  sufficient  information  for

shareholders and other users of the accounts to assess the Group’s

position and performance, business model and strategy.

The  ARC  reviewed  the  significant  judgements  associated  with  the

2025 financial statements, including the supporting evidence for the

Group  being  a  going  concern,  and  the carrying  value  of  the  E&E

assets, the status of the licences and the need for any impairment

calculations.  The  ARC  considered  legal  changes  after  the  year-end

which impact the costs of holding explorations licences, the ongoing

review of non-core licences and the potential for impairment on any

licences which may be relinquished.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

45

CORPORATE GOVERNANCE REPORT

In  addition,  accounting  judgements  and  estimates  on  the  Net

Smelter Royalty agreement, the deferred revenue liability, and the

Company’s  investments  in,  and  loans  to,  the  subsidiaries  were

considered.

Focus was also given to the disclosures on these matters included in

the basis  of preparation in  Note 1 and other relevant  notes in the

Consolidated Financial Statements.

The  ARC  reviewed  papers  prepared  by  the  finance  team  and  the

findings from the external auditors in relation to the above matters.

EXTERNAL AUDITOR INDEPENDENCE

A key factor that may impair an auditor’s independence is the provision of non-audit services by the external auditor. Non-audit work is only

undertaken where there is commercial sense in using the auditor without jeopardising auditor independence; for example, where the service is

related to the assurance provided by the auditor or benefits from the knowledge the auditor has of the business. The External Auditor provided

services as part of the acquisition of SolGold Canada Inc. (formerly Cornerstone Capital Resources Inc.) in previous years, but for the year under

review, has  not provided any  non-audit services apart  from the review of  the interim results.  The ARC has satisfied itself that the external

auditors’ independence was not impaired with the provision of these services.

WHAT WE WILL DO MOVING FORWARD

As the development of the business continues apace, the upcoming year will be focussed on ensuring that internal controls, risk management

and governance are updated and/or developed to ensure that they are appropriate and relevant to our growing business.

Charles Joseland

Chair – Audit and Risk Committee

24 September 2025

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

46

CORPORATE GOVERNANCE REPORT

ESG COMMITTEE REPORT

A statement to shareholders from the Chair of the ESG Committee.

Dear Shareholders,

I am  pleased to  present the  Environmental, Social  and Governance  Committee (“ESG  Committee”) Report  for 2025.  The ESG Committee is

responsible  for  shaping  the  Company's  policies,  objectives,  and  guidelines  on  environmental,  health,  safety,  governance,  and  community

relations matters (“ESG”) and for analysing and reporting to the Board of Directors on the expectations of the Company's various stakeholders.

I encourage  shareholders to  review the  “SolGold plc 2025 Sustainability Report and  TCFD disclosures” section of this Annual Report, which

provides insights into our sustainability initiatives and climate-related disclosures.

The ESG Committee's Terms of Reference were reviewed and updated in 2022 and are available to view on the Company's website.

COMMITTEE DISCUSSIONS IN 2025

The Committee met once during the year ended 30 June 2025. Key matters discussed included:

x   Safety, Environment, Community Relations, and Security

x   Permitting progress and challenges

x   Climate-related risks and opportunities

x   Advancements in local community engagement and development initiatives

HIGHLIGHTS AND ACHIEVEMENTS

x   One lost time injury and a Total Recordable Injury Frequency Rate of 1.43

x  Kept Scope 1 and 2 emissions increase to 26.59% compared to the previous year, notwithstanding the resumption of drilling activities

during the reporting period

x   Planted 33,107 native plants, covering 29.82 hectares as part of our reforestation efforts

x    Invested US$944,069 in community grants and sponsorships

As the Company moves into early works at the Cascabel Project, there will be an increased focus on ensuring the environmental impact on the

surrounding areas is kept to a minimum. Furthermore, the relocation of the Santa Cecilia community will be a major focus for the Board.

María Amparo Albán Ricaurte

Chair – ESG Committee

24 September 2025

ESG Committee Membership

Member  Attendance

María Amparo Albán Ricaurte: Chair  1/1

Scott Caldwell  1/1

Adrian (Steve) van Barneveld (until Aug

2025)

1/1

Nicholas Mather (from Aug 2025)  -

![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBgAAAXaCAIAAADR1Ek1AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd7SdVZn48ed59vuec+696YWQECCBAKEjRQQVRDqoiA0VHOenjuNYhxEdyxQce2VULGMZHEfsgDoqqIhKkd5rSEIqCSmk33LO++7n+f1xAgYG5F4muFjk+1n5466sm1N27l1rf8+797s1IgQAAADbvBwu3p0ZhqqFiIiaiqo+6jsj4n//5f/2NP+27jS4+83uIaoSISEqruJiJiIiKmrPgDf7VHxbwe8MAAAARMREQ0VFwlVFRCVHiGjSZ+j7Neu2RISHhEiEiIqLmmgKkRxqKomfjMdBSAAAAECk+yG9+8Z1a6v+Ac1R9vX2jZ9gZXoGv193N7Oq0xlYsaZa2z802D80OOSRi55Go6dn9MQJY7abLM2Snw1CAgAAANKphnIUDY9Ksll4rWvmLbz3t1csue6ORXPmtspm77jROdfrH1zr7WrsmHET99ltxwP33vXIQ8bMmNFqmEYWLRddesWEww7s62mVKVnxFMZG3amyipqpZ1GR0M6D6xfcfNsDN88/7O1n9DSjLpqN9AQvYLBdJ5VQMRHxjls5tGLN/CuvvffaW1ffds/AstVrBzc2e5sTt9+uNXF80Wx6pz20dsP61WsG250dd9ppxhGHTD9o3x32n90aN84ahXYqK1IOiYgwy+1Km9YQDSsKe6ou33iE19nDRTzUipS0zpUV1crVc6+7cdWcRUe8/bWtvtFP7sFzdo3wuiNlIVG7JI0kGwfmX3fzghtuXXXXvFd+5aM9Y0c96l8peyQAAAC2KUND/YX4UGoWQ37nBb+6/Ls/XHbHnAk7Tt//1S86/EXH9s2YVosWZprjwfsW3Xf1jdee970V8xap2fYH7HXM61+164uPX3XPvP941Zve+6vv9UzdTgorisf+zH6rLM3vVIMSpiKD6zbe+7tr7vnlpQuuu3n9pv7tJk5+x29/3BiT3Mpyi5B4zEerOm3XlHJWS4v/eNONF/3ilksua28ccJWd95y13ykn7PK8Z0+aObNolVqYikeIh3gd/ctXz//9VTd+98Kld8/Tnsbs5x6y50uO2/2o5+qovl5ti1r/xuri93/s1M+erU3TVBSbd1Y8yTf7Z76tXVcR2jCT7OFRVfXS2+6464c/u/6S31WbBiZPnvr2ay9qNhtP7kmrXHeqwVIbdae98rZ7515785Jrbpx/yx1Vf394TJ68/T/84cfF+FGPejSuSAAAAGxbUmp61Otvm/Pj931kxd3zwv2Ff/Pq5739b/rGjPEUHlUhIq6mNnnX6WNmTj/wZSfe/L2LfvmFbyy+8fbzb75zynd+VHRcXQbEespCon5KX230+6I/XnfnZVfffslvhtasr8QrEzFxlVyWYpGeaO4uIp2wwn3htTf95pyvLrzp7qizRuy8124nvO0NOx5/pDdS4Z4itJSOdLrz5NJU1NL0CQf81UsOOuOU+66/6arPfuvOS6+c85srWztMft5pLz3o9a/QMaMved/Zc6+8UTSJhOlT+AF9IaLh1fqBhVfdcMNlVyy+8toN96+oJULCRTqFSTz5iyEWWq3c+NPPfW3xpX9cv2aNh4dIVk0qYtqW6JgWj/WSAAAAsA1x1TkX/vbH//ypgY0bU7KTPvDOZ7/hNWWhbZXCpZCGi0tKoeoujeRDPcXef/Wq3Q875Ctvfc+6hcuWXH+rivU2eyQkhXTcn9IJ5crVy68+/8f3/P7aHJWrhEjDPbImD/McoRIiTzSFzqtW/+xDn73lkj/k2lVcVfY+5ZiXf/JDZV8zRZhKlVKtZioNMY9w0VCtVURVvNai2Omgg6ed/6z5F/zPTz71pQ3LVv7i81/743cunLb3bnf+4erRE8dmkyIiunvVnyIag54fXLDo6vN+eO/VN9SS68I0S2iUohrZJYs82e0cUfdMGLP7s5+1/t7FazeulUokXE09REMK0VLisV4RS5sAAACe6epcuYuGhsV9v77+/Le9e6g9JKJ7HXvE6V/7lGgnpZ6U0p9fA7N2yYqvveqNaxcurUT7+vrOuvSHvTtNUff0VC5tykOb6tSz5IrrL/iXj6+et9gL0+xhut3kKe+68qeNXjFrPOajDXY6jSRDVTxw5c0/+Mez1yxfkUIriyJkvxc+/8Vf/OjoMS1L5fBfXruqrPIHFyz5r7ectWb+0o7mRo66sPHjJnzgtl+715ZKe6L3+38ck7qqVOWey6+74pNfnn/bPSIuqmExacq091zzk1Ruhf+I+2+fc+uFv7jyvAtyNegSETF+8vbvvfKicnTPox7N+L0CAAB4xlMRM4lknZVrfvTBs9tDQxIiqie8/U2unsSG89HymKkTX/WVTxfjx+pfcAoZqZE1dnj+QX/7n19sjunTCNNhffDfEI+s9/70V//15nevXb7S1FSkCN3/2CNP+eJHRvW1YoR3dk1apWYatfvMN533+XHTJiWXOlnK/hcahwh3TymJ6O5HPvuvvv/VZ7/sBNetfwVk/OxdTzjzrb2Tx+YnWqlFSAAAADzzmaSI8Kq67NxvbVqxujatkuy0x66T9t2jUTTVhrckxnTK7JkvffdbNf6CR0tYaoiXUvdMm1j29WqIS8gwusetvOVHP//u+z7a3xlyiaxRS+x+wL4nn/ORVl8rq+sI77AUolK3e9XHTp/yus9+qKevr+laF3+h6XS4i4RHpKJIkb2vOX2v2ekpWErVkKojHfUoKkICAABgmxcREjk29N/880trDYvorXXKbrOscIkINRvG3FxFimQHvPalU/fe4y+YQLWphZQiZWEpVFQtDWNx/rxfXv7TD3462pV5bSLmMXbihJPO+VDPmFJTIWqS2yOcyqdctFwtysbEww867u9e31H9i12R6P4PqKp7DmuIa/cwva0/4FqEm0rKT3RTXUICAADgmS+HDEZadv3tA2vWmIuIZo2+iROzFK4SETKs5UpWSLS1OvilJ5QRHa9zFrGn9uY9lpqWirIs7KF1RBqRH+diQs6ec7vdGVp95/yf/OO/baqGREUluWkh6diz3jJuxrRm0SySlamwojWiV9JoNMqUipTKZE3zQ//u9VP3miGqod1Qe4qDKiXbLIlqqzRvPCVnjoeaFo3C3dUJCQAAgG2dqbRSWnjbPeEeKiaRVTcMbCqTmUhKaTibcV0kRBpluc9xLxh0La0MrzXXT5+3qR45TLL+6AMfXrlhfVKNiBApckzbd7eDTzul2EprgbJHatiLznyrSbfDRFW3uR8qfq8AAAC2gZBQFVm3fLlo97wBdY11c+ZFnSVCRPIwPlKPcLUihY3eeYeDjj+iI66qT68JdBLJcsePfrbghtuTSLirqEu46jFnviVMbSttaVBLIj7j6CNm7LPnNpgQhAQAAMC2IouIhA8NZZEkliVUdMkdc5bOuVsiYngrc5JKhIuYqZ/4yff17TDRVPLTaT6pEtGpLjv3W1nEQkw0JEx12m677Pr8Qy15tZWun0SISuWWD37NK1J3Vdi2d6QCIQEAALANzPk8RCy3LLm5RPc6Qsfryz7yjYFO5XVbslfZO9nrnHPOj/0gllJRWpGsKHvHjuktW2XZKB7/M/6cc6fTznVVV1Xu1F7XnU67rnPVqau6brfbnXY7cs51bg/VOWd3zzmHP/nty7XY/dff8uDS5RohEaESKkXoAS86MTeLLLmZyq0ynslMradZFDOOO2Sg0BiqNPzxaizC3XOdvVPVtcdgu6qqutNu17l2r93rOtdeV1Wnqqq6qr2qcnbPdTsib5VX6+7ZvdMd4jrXdfa6yrmuO7W3O3X2/k5V1zl3Ks91VQ9q7Soh/gRXWjjZGgAA4Jkvm0iud5w54zaRzhZ/f/cVV/7+41889n3vrMto+WCSUq3wrXVTUa/LVPbXdVgqNHTTUGft+v7+TZpzq9lMEyamcWPalTcKzTLUTKMiQiTk/7BSSEPuuepaF3GN7i1qU0iUac8Tnh8hSc230ufo3eVM4TFp6g6nf+yDXqRCuiXxGC/eQyK7iYtXEVGmhofWHR984MENG9ZLyKhRo8pRo3rG9ol4YXWWkBxWNOvsZZG2yqsNidKsypVIWBRZU3YZ2rjJN20aXLc2ma5TGTNxcmPi+NBmKqNtUnpkIyQAAAC2bSoSqjOfe0hdfkO2WN6Txa/45g82LVt98j+903ec4iKFiIaLbIX5ax2aQ/L8pXf++sq7rrj6/nvuHTN+/KhpU5LHpuUrlz2wYpcdp08/ZJ+DXv/KsXvMynUdEakocs5F8STnqCax5LpbQ8VEQjQiNHTitO3H77GLmqmUHlsnJbprwbpnge989HNDxcMfb7OEqUZRVDlrYRvuX337j36x+IrrFs+ZN3b8+InbT4mIB5evWPnA8p1n7jz50P33O/GYnZ69f11aeJRp68zVXSSJRl1bSLTrJdddf9uv/rDy5ruWLV3W7Gk1m621D66pNg14smk77zhhn5l77XVAXVdVQ82DkAAAANimmUqtOmqvPWfO3nX+nXP+FBIqEX7LL39z7w03PO/1px/6upenCaNMY6uExPrlq3//yS/e/tur2v2Du+y/1+u//IntD9nXzFRFJK26/Z4rz/veZT/8yTUXXnzIaace9s7XTtxu+4hI6ck/dT2UH7j3Pg0JldIjq4rETgftX5qrJg9JtpW2MkSomXuOkIbU4qZF2jxjf4xv9k6ddSjf8sOf/ebcb25c/eCMg/Y947xzpu27W24WIpLa9dK7Ft70tW9d850Lrj//oh323v1FH/vA1H1niYtslZaICJHO0NBNF/3qqq9/b819i8buMOXIN57+ihcc1jt1Wiqsf+PAgsv/+OvPfHHJwvnL5s+/7ee/F8/2RCdbExIAAADPfCoRIr1lcfiZb170prPqiNq0zDmZiUqtsmH1ul999kvXff+CQ1932j7HHDluxrS6kGaSyK5WREiIukgKtwhPkVLzMZ+o067cvBRbveD+89/83hVz53csjjzjZSd+4F1lb48nC5HSTESmHbzPyw/88KznHfSjf/zkVed997af//rFH33fHsc+X1IuU9JQDw2R4gnX9oS7Z7XCQ9bdObd/cDA0QrTWEBFV3W7f2VY0RCSJbq0dwpaSiKgmEZGUunN13eIsjk6OIrfdtJKkWQcWLv3B+z50/9W3DxTywtNfccw//0PZ10wPX8EoGjP3233Glz8+/XsX/OJfzrnvjju/dfrbXvGJ9+128tFW13V47gz2tvp0JFHhnSpEJUmdO2rF6rvm//g9H15455wiywEvOeGkj57VN6EvWaP7zX2tvv1eevT0g/b59hvOXHHvQst1qLiq/tlN+Gy2BgAA2AaEqmqtus8xRzz3jFOTe6t2TY+YCtYi6xYv+83HPv/vJ776Wy9/0w1fPn/VnYvruqjE+l1EsnrtKWUzffzT6zpSJ48Vt8z5ymv+dvnceZb9wBOOetG/vrfo7RHTFJHiT3upI+d9Xv6Sg1794qyyaeWq89/23lu+/l+5tjpSJ0RNzYazX0K7E3pTWTJvfoTb5ncspqoqO86c/pcf7zKiUs2aSpflN9z6hdP+ZsF1d3RM9jhw/8M+cGZZFlX9iPtHVYV0pH7Waaec8MG3plqH1q3/5pn/cs2Xv2VZTJMWTbGRzdvbqpo0IgptLr/hrq+e9pald9xjHge85NhTz/nX1qhey2mLzjQV7Zk+5W+/e+7M/fZwkdrUn+hWXoQEAADAtkA1wkyyyjFnvW23E44MlerRs/TomA4mGag699x6508/de5nTz79qye95vefOLf/9ru9ihxqHmrm+XGnmA3R9XOXfPlN7xq6f1W4902bcsq/nCWlhqmIRNRbPqemZFV91Jtf12w2Okk8/IJPf/Xm//5h8lCxHKHDuINT97pD5BCPlQsXSYiFhHavwnhEjNt+yl9+uN20DK2r+sFb7/7vN797cMXa2l3NDnvzGaN6S7VHT9IL96bnVOhhf/3afU9+YR2hVf7lp7563be/33ZpWREjvL9sKyRyZ8g9r9t04Xs+0l63cUBj4szpL/vIP1baMbO8RUaGhJj1mrQmjXn5Vz81aacdyiqeMOIICQAAgGe+ULWQQrzQ7GNGnX7OR5/9she1Hnl/TwtJomWOFG6RS/eoO0vn3nfZued9/pQ3fOXk11/9tfP7V62WEHv8NTYDa/vPe9s/1ivX5hSm+sK3vrGYMkHNk6qquIhvMSGuPTr1YM/0KQe99MQyonb37Bd/5Ny5l19dROScQ4dxTF53WZGI5FizcoVGdO/YFCrWXY7V2/uXH3CL6JjW69b/51n/1P/gejdpiEyaMW3PFxzuufLIpeZHhkfhoTl7RBz/rjdYszT3CL/wE+duuv7WIVGNkd3MqlbNFuZ+8cf/ffmC+ZVGsvSid71Fx/T1NlpqIVvc5NckctRZLWuzNXnCy//tA95s6BNFHCEBAADwzGemqSysKC01WoXI6N4Xf+qfX/rJD0yePFldCo/QyCq1RahaWITWIi4SEdm0jrxkzr0Xf/zcL5xwxjXfOL8a7OROXdXtenCgU+c6t+tOnau6quurvvSt1XMX1Roa2hoz+oBXnlBaYdpQM7VUFM20xUkOZbJG3+hWUR7w+lOlbBaurlJV7Uv+7d+roaGkXuUnDgkVCfGwCBXNYaLtZJY9Zckqhao2R3h2RISEe85e57r2dlV3Op1OZ7Cuq6FOu6o6ddWJ7A//qTrtemjAq6G6bufcyXnQPdfhZdhvPv21dfcuGSwlIsLs0Ne9quht9bR6ikarKFpbPmeZrGj1tBqtolGM32uPabvNiJDs4UOdH5/9Ka3qkd4V15JKXS787TXX/PDnEWFi07bffveTX1g2G5aKVDSKstjix6Moimay1ChTX7Ox42HPGj169BM+I5utAQAAti3u0Sw0F3rAy148++gjbrroF7f9+Bf33zVfNCRcCqu6n+aLFKLh8fBH4SqxYcWqn/3bv69d/MAx//KuiNQsrfZIyVS90qL/voVX/eAilcgqITLrgH2lpydFuER6rAMWVEJVRHTG3nvvsOvOS+6eqyGhunTO/Dt/9fsDTjle0zBmzyGm5uGmlsNDREJEN0+DI2KkJ9xlzyqhmupO567fX1Wt3pQjyrLQnItUDNWVFmnL26K65KSpzu6muxy49+TdZkTOSYsV98677sJfpJDCI4k0RvUeeOIxw3kBqrHrwQcuvWteLqxR+aK77l1w6eV7vuiYkR3vkbNk/9U5X6lzLSJe6P7HHhWtxlb8QSIkAAAAti1mRbhrYVHoqAljn/c3Zxz+hjOW3nH33F/+/oafXbxx2YqGu0iISi3dsxE2T2A7JoVZhFz+7R+N3WHSc95wRk7RKIqQEK06OV97/k98w0CoqFkSmbbvbDMTr1z08W69pBKiEqa7HPncpXfPi4gs2hS95rsX7nfiMbmhxRPeDfahYBCR3lGjorvkRjW6OyVEq6ozovFR1fAQiaLRGL/9dktWrr3rZ79ectOdg52hwiWZDYk34hH/wFKx/wlHzTrmiN7Ro3KuNcLMr/3+T4qBdtukCI2IaXvumrafKPrYh9Y98gXIpH12N5FaIquUWa45/8ezT3qh2ghujKuSl15704q755tqiIbITocfGOJbcUUSIQEAALBt0YgwlfAici1m4UUhM/bbfYcDZh3xd6cv/N01N/76srnX3jT04LoipN7ilLUiJEeYhmX/5ae/On761N1PeKG3O3VKTfGU9e6L/1Cn7neGhEyctUvKOSfRx9koHOESLqqhNm3v3UIlqbrIQIrlt9yzaeXa3ukThvOOuhUhKhMnThLdPFdX1RBRlcH+/pENUMTmg6uz77DP7Ml7zTr0tacuv/Hm7779n1Y9sKLKtSTrbLF5w4rmmz73r9NPPrphahaqElLUA9W8X/2+XVqoSPacdM/DnlOrhj/6ZlmPwX3iLjsXopFzu7Dsct8Ntw2u29Q3aezw30Qn5KafXJxDXbKqtiztuOfsUrfmDxJ7JAAAALYtVqRkVqSiKBrNZlE2GqlopEazVfT0TBq/16tOOv0/PvGBP1zwui99bP+jjxzV7DMXiVAJkShFNSSL1p364rM/v3HtRivELMKkWrx82bIlmzc6R5jq2J2maiEhRXqcz+DNCiuaqimZTdp9hqt2z7soRIaqzro77/ZhTFZV1SwVqdRk42btklxzCnHNEsmjNhlcuHxk45MKS4WlZI0ilWWr0SrKtONzDn7t1z/T09NnmlKEhHX/aNiMg/ff5ZSji6JIydRKtYZZWj9/yYPLV2nk5F6bmsuE/ffokXo4VxWy2MTtJgwlC7UypJAYHGqvuXPuiN5FQ4rFf7xZpBZLKpJGj+mZPtFjOJP/8M2Lwbj9KwAAAEbCXXTs2J1PeuErzvvMOy793tFnvnHsuLGRNUKzhIiGRESsfGDlnJ9eHJq6p9rdv+A+8RDRCBHVEOkbN0ZFdHhL+8dtt51ad6GThEhkX3H/ChvhDuMpO0/3pOIiKiZaS1joA4uWbZVh2X6/vfY78vAIedSWi1322tu2OLute3lk2aJFkV1EIrpbQXS7aVNTkYZ5E9dmb+/mNV0R3RF/YOn9ESO4A+y6FatWr12rZhIhEaNGjXKVZFvzkgQhAQAAgEdIqkXOfUkKy+OnTz7yzLe85af/deAxz/cQMetuxHaNFHH9j/7HxMJFNK1ZsaoUC5VQiRAzK/t6LcRMhpMSjVFjGkUZGiYSEilk49q1GiPbJz1lr92ao3tV1MXFQ8wi+4q7790qw1J5vfPzD7UtNo1snk83m/JwMUR0p/vrVq8WjxBVEQtxkZ7xE2uP4QyFmVqz2VM2NkebiIVsXLe2+8jDzIn+NWu808nh3Ssgjd4e0a38c0JIAAAA4BEiSZirpZAiq5r6mJnTX37uR4487SV1uKp2b4mURVYvun/DqjWevXaxHPLQzYxCpVATs+4VBhnG3Ddv/uhdRcREi+5eDh3ZZNUbNm2XGRpqairqIiY696bbtsqwlJHHT58a7vlRn+unlN1NNSS6H/+LiHc6KaQ7UpsPZCgKVRMfxg1tI+ro7vHYvPcjiViVZSQhUQ8OSe2i6h6iWkmo2ggPtSMkAAAAtnk556ra1Klzp9N+4gmipqJomqWUUqNsNIqyWaTmuNEnfex9O++9u2VxDRUVi05/e9P9y1Myk6I5YXQnaXcmrSKV54g6xHNsvsnrn1e1B6I95CJZIpuJR2PyBI+RzXyT+M7POVAlTNxNkkg2Gbj/gYU33zHUqduddlXnJz9vLhpFb0uS2SMfwyKSaahqqKVkKdVV1TdunGmq1SqVEFcV7XTcKxnG4qJQqdvVYKfdvZZTi0Ro34SJlpKImA1rAt9UE1XvbjqPkPXrB2sRyVvxh4qQAAAAeOZTkbq2lX+4tiPpyT9Ks3HsX59RJzNR9ShExWPTunUhLuE7TN1ewkWku2U6u9eDbVV7aKP2Exh8YEXd3VChYjki2eTpUxojXNOfI2Yd8RwT8e6dX0VEpA5feNlVg6GNlJ7qUe4ubbKUJk7dvtIw99IlqUWOwQ3rTGw4F2fcxQf6vapFREMK0Wyy/c47jOi1FKNHSdk9hiNEdNPGTbZxYOu+XUICAABgGwgJ1bqSb//zJ9LG/if9IKYy46jDW62mR4SIS4hqKgoR8agn7jKj7Gk9dByyJrXOpiGPsOHFwPoFS7ozfxNJKtFTbjd7j8gj+wTdzHY8aL/xO0/tPlR3zu4St1x0SauqHtoE/tR1hD78MibsMqPoKQvVCMkiher6latM03D2i5jawJr1patLqKi6pJ5y3OxZI3ox46ZPb/b1WoiIusrQwODauXODpU0AAAAYkQhviDX78y0X/vz/MHF0Gz9mTG+vmHnSWiSVxYSpU0XDzXT82F33nv3QbuMIiQ2r1qkVmw+LeCJL710SD50t5yq77jGrtcOULCPbbC3uzZ7GyW97k8Uj8mXZoqULfvP7OkIiP6XjrKrdMyh6p06aMWPHHJFV3DRcli9dFh7D2eEQEg8sXSbuYVpruOq+++9lE8aM7H+8VW43ZcrmQVCTOs+9+TbRrTn5JyQAAACe+VStaKR2b3n5l7+9ftXaamCgGtjYrquR9kjLNJtYhISbSO/E8WN2nOKRmuK15D1fdHwZSUzUpI5YO29BVQ/VdRYpH/vhcj1U17mqq7p93zXXinh3g7WGHvTaU1UkjXCyGppybu/+suP2PfZ5EaERJuLhUVcXf+VbeVMne3LP4e45P3RawvAjRYYGhiSGdVmjSLr7qSeWnsQsJEz8gZvv7OQY1iURzxvmL+ykSC45aSG63ytPHemdcCupdjvyORHJNdTdNe752W/rqs515dnrus6eH2cMXWoR1Sc8dIKQAAAAeOZzCXdveKxasfLqc7/pqeyUrXKEH/d3QttrNw4MDkaEhTay7HX0c7VRiEiEhuiBpxzXt934sgpXTREr71sYWoSaP94VCUuFmUcMPrhhxW33qKqrFDkm7DR17xcdq+FRFCPrpRxJik7ROPmj7580c4cUkiMKS5HsgdvmXP/tH9Q5VM3DLZmOcGoeIv0rVnWPzX7iVyJywCtf3BrTmzyatbQLnX/NDR46nOl3223prXeFSnj0uU6ZMX36SUe3RnjHpaal/U4+ulBJoipaJ51z5z0rr71toI4sIe76OFcncuShDevaGzcmdUICAABgW6chkpKHJJfLv33BksuvKd19xCvmbeVtd3YG2t3dAFVf6/AzTqmrOplGaDJNk8ad8Pa/7pSmoSGy4PobLcz98W/aFGESZnLPzy/b0N+fJQo1KdKpZ7216ustNEb6EmuTbNZKqW/7if/vG59vTBlfdCPGXZJe+oVvrr/p9oiQkGGuMnrUq91w3+I/7b34syqPUePHvfDMN6pEbeIqG5etWnHdjcN50ka7vejGW0UlF1q7H//+dzQa5iPc3aGiE/bbc+aBe0d3xZhqI/tPPnNub8ez5/T4heZe3nfVdVVdhRMSAAAAhJtiCqcAACAASURBVISIq2ir4aZ5sPr++z+8bvnKPMJ7IjVErv7ZL1OdXULDjnzVyybstVtRFJKzlWWKSN7e+7Wv2O/5zyld6qQr71u87La7Wmb6OLPnyOHunv2P51+o2RtZaonnvPRFO594bEs8wnWEq48KFRPRXCfN43aa/s7vfm3yzB0jh6hm1Xb/4Hnv+sDyxQvVnswcOETn3HDDMO9IW2qE5ANe8/JZhx+sqkUOqerrv3fRcP7trf/z600bN7lI4fr817xs52OPaBUmI9wukkM02XFnvb0sihDxiNp9yQ23X/6Vb4qK5/x4//c+MHT9D/+nZ9ToJxwlQgIAAOCZrxYvvHtWWlSWNy5f/f03nbn+/pU511XOdc7V0FBEhETtXtW1d4XnnDtV3elUVadafM2tt/7itx2LwnX3Zx98zHvekiRq0VSWqpqKsih7Gs3ilM/86/QDZjeqkOwXf/bLWbV26XQ6XtWdTqfqVNk9u+c6u+ROFQuvuHHZnLndaJh9yLOO//BZPb1lKsuy0Sob5VB2r7NXVai4ShGSNcxDVXP2nHOd/zTDNkuWiqLRSEWzbOr4WTPe8KNvHHDUc4tsKaSy2LB8xQ9Pe9eyW+6pJLwazHVnoFNV7vmhB4kIz3V4znWVva6zd6rcHhrqVEOLf3/N4lvvEYvufV4LURcZN2nidnvPyFXyiC0/wg+JKFKzt+f0z3144h4zTa2d4uZL/rB6zoJ6qNPfrjqDne49crNXEbm/XXUGhjrtasPqtb/7wnnZvXSdddRzj/ngu5ophSUNce8+iWudh2pJEWEqGt2D+1y0u/Gje9EjmUkMbn/ovoe85hRVKeuspup+yVe/fes3vtdxGRhq97c77bpT5brTrgbb/Z32pk67/uXZn3vhO97U6u3L2r2Yof2dgUVX3VRXnc7QYKeqqoe21hASAAAAz3xFSM51SklEUtLIvuyO+779xrM2LHogqpxzpSmHu3hEeEopIkTVc9aoIw9uqPP6OYvOf88/V+26yDFtn9mn/cdHh/qKEC/SI+aTmqtRkyac9rXP7XbYASK68PLrrzrnPwazm1nllWq2pCYSVSek494OlT984zuaRbXY7+gjXvW1T9uoxpYPmCSLRZjmOkv3AGxVF9HsKlFYYZsPb3j0hYKcRUxt8oRXf/3jL//YWWO3m9CqNbItXLbsW6e/dfGVN2ZtZEsmknItvsXea1V3FxXxSJJNatG08vZ5F777bB3oqFp4qKWx07Y79ay3vOPi/97rhKMtiUlsuYTLRM2jMC2nTnrLeefusv9ejZy8qi794tezJfFaijpEQrR7ESXl/mikKuTiD5+zavGSQtL+Rz///33xYzqq11VEQjV1O0dVxerCPCLMQ0NNxUVqF0vJzLon0FmouWXVk9//99P33MtSkZO2U0RVXfjRL17yDx/2+1f0qLiHRq7CTcqh/vzDd/7TuNk7Tz/0Wc0QEckqkczXbvzPN/39uSe//tbv/Gxg2aqkm4/jSGeffTa/WgAAAM9sdbgWxa3/fdGDa1bvMG3HDVXb6rxp9aqbf/GbKZMmjpu1q6dUiIqqqW2erUZ0v8hSPPiHa7/79vevW7IiRex40N6v/PInx00ZW5okLeucU/rTgvvKKyvLVk/P7OOOWn3/spVz7pt//a1jU5q65+6p1dp8ZptIpRKavNKrPvGF6y+6xEa1jn7jq4//2PvLMS3LdSr+dJcnlVrERLRo15d947+93YkcRbJW35iD/upVZctyaPHIndPdr0PFVCwPWcOm7n/AgS87KY3qWbl4ia7r76/acy7+XdFobr/jDo1RowZDLKUtikjNTFxMtJProVpu/84FF7znw6s3bLAQ7Wnsd+hBJ77770760HsnH3Zw35hWrWYSZskjHj522kOzqrqnZGVvzx4vPj6120vvmrP6rvlFabMOPajjuUylqamou+eQ6MiV//zpK37wU1U55NQTX/L5j1hvQ5KJ56QW4arWvb1sFq2qzrI/3nTXtTeoSET0tPqOeOOrxTZv31DV/toLlTIla5Y777/37Zf+rt4w0AxrW6QsS++69+qfXLL8pruqdQMbH1w/MH/xfX+45lcfPmff44589umvMtE/fPsHecOmIsRVzCVr9K9Yu+DqG1bOmzP72BeUraaIaETwqwUAAPDMlnMdrl876fWjtxt/2lc/tere+Vd//bu3/e6qauOmCNl+txkHvvwlu73kedtN30nN1CwiJGJoYGD+9bfe+u2L7v7tlVll5qyZ+/3dGQedcLT2JI+UTFVco7Ki5+En6nQGQ7S0oo6o2vUt3/vJ1f/1g5WL7t9139mH/vVpM446vGdMr5rm/s7SK2747X+ev+C6W3bcb69TP/Kesfvu2StDHbdw6+lt/emV13VV5Xr9pqu/d+Gln/lqpSEhFlEWrZd84r0HH/vcund0UZql1O2ZzRUkUtWdCFWzyG4WLklrr/sH51x25c0/vWT+1TfGpqEx203Y9ejDZx93xM4H7dcaP7ZsNCIiu5tZVHlw/dp519x003kXzLn2plZP707P2nPP414w+5jnj95h+6xeaPfKiKh4WMpZUrL0UI14p65VUjLJVTYLr8uwRXfO//XZ5yy8/padDtz7sDe8ZuaRB/eOHm2Whgb6F19182Vf+s/Ft9w5acqUZ7/ljMNe85LcSC21kBBNopbDi5Qioj040N44uOiqm37xiS+su39ZpdqIsEbrlZ/5wOzjj0xFUZQNS6lTdVKYmmRz9bxx2bpLP/fNW376S223h8yzaekioYVoIeqqvePGnXj2P+z/smPanXZnMH/jqNesWr1CIrQoJk6asMMLnvusI5899eBnNSeNL5MVRSIkAAAAtglVnaPyX37oI8ed+c7W5PESoWbrVq9c9tub5lx7w4N3zV27dPn6TRtn7Lrr+D1375i1sg8suX/R3LmtRmPirJ1mHH7I7kcfPmXfPVORtpys/3kREeF1Vd13zQ1zf/PHB2+++/6ly4ue3r5Gc8OGtX0Txm4/e7c9j3r+bice0WhaKptb/sPu+py6qn7xwc+uXbC4vWFDSoU/tDv8oZVM6uGtsqUTxhz/92+cut8sEVEt/vxry3XbI21cvmLBlTc8cNucB+bM61+2cs2G9aNGjRo/Zfvm+HFaFP3r1g6uWTvQ3z9p8qQdD9p35hGHTH3WAWMmj/nzb3Y4Y9IebC/643VzL71y2e13r12yykb1Nsty04Nrx0wcM/2AvXY9+nm7HvGcnrGj//ejuVfSlh9/8NP9Cxa1B/u1exXokfeirXLd1xoT40cd+46/2vHAfR712nJdr7tvye3/c9niq65f98DKDQODpdnYCWPHzpi+2xGH7nniC1rjxtWm4ln7O1965RvGtkbNPO6o3Q9/1nb77FYUqql81DslJAAAAJ752nXlIeYSSZspiUiu61QU/XUuTC1H7h9as25dtW5dbNyUq7roaRWj+lpjx/ZNmJCapSaNCFPtrv8Z5qQ552xmEZ67802XerDuDLUt180ypVG9dVJXEY9mMkvpf4dEznUnW6tQD6k8mg8/55ZPHlLVWYpUmJiI2BMcEOG5DjXPkVVq0YZIqn1gw6bO4EAeGtROJarWaDRGj272jUqtJKY5KlUpt7jw8qRDos45u6ul8IiBqtMeFJGiKFJfb3frQUg0i+J/P1q4R47wqEVUojDrfrNuMRaVaenhOWqrWo2eLSLERURVh7KHSBGSVIb622VZpEbqhCdNhYqoSITkqEx93XrvG9UotRNimkqVh5d+ERIAAADbkMhVeK60KLo7CFRVNdwld0JVLblICnONWrpHmInnHKYSUaQUHiJhlrq3BB3+FQl3TymF55xriWyasoekpBIeoRoSnrQIK9Jj3Ww0Itw7JiKhES5bxIZIbP44PkLcJRUiqXtgwhOFhOdciyWRnCS7JFWNEFUNzy66+ban7hFiaqFqZu5eFun/HhJeV93/gB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SolGold plc Annual Report for the Year Ended 30 June 2025

47

CORPORATE GOVERNANCE REPORT

DIRECTORS’ REMUNERATION REPORT

A statement to shareholders from the Chair of the Remuneration Committee.

Dear Shareholders,

I am pleased to present the Remuneration Committee Report for the financial year end 30 June 2025. I note that I was appointed Chair of the

Remuneration Committee in August 2025, and as such report on the work of my colleagues.

The Report has been prepared by the Remuneration Committee on behalf of the Board in accordance with the requirements of the Listing Rules

of the FCA and Schedule 8 of the Large and Medium-sized Companies and Groups (Accounts and Reports) Regulations 2008 (as amended in

2013, 2018 and 2019). The elements subject to audit are highlighted throughout.

APPLICATION OF THE REMUNERATION POLICY

The Committee operated under its terms of reference without conflicts of interest and operated under the Directors’ Remuneration Policy which

was passed at  the AGM  held  on 5  December 2024.  SolGold’s primary objective is to  discover, define and  develop world-class  copper-gold

deposits and the Company is building the capability to advance this strategy, through which it is expected to maximise shareholder value and

the potential attractiveness of the Company. The Directors’ Remuneration Policy aims to support this objective.

In line with its commitment to good corporate governance, the Committee continues to reflect on feedback from stakeholders and will continue

to  receive shareholder  feedback  and monitor developments in best  practices  and  market trends  on  executive  remuneration. The  Board  is

committed to long-term,  sustainable value creation  for our  shareholders.  With this  in mind, it  is the intention  of the  Board  to update the

Directors’ Remuneration Policy at the upcoming AGM. It is envisaged that more flexibility be given to the Board to remunerate directors to take

into account the current development stage of the Company and to incentivise the retention and recruitment of appropriate executives.

SolGold’s remuneration approach is focused on ensuring we can continue to attract, motivate and retain exceptional people across the global

markets in which we operate. SolGold’s remuneration framework aims to:

x  Attract, retain and motivate the right calibre of talent for the Company;

x  Facilitate  the  achievement  of  the  Company’s  short-  and  long-term  objectives  without  rewarding  conduct  that  is  contrary  to  the

Company’s values or risk appetite;

x  Provide appropriate incentives for delivery against agreed-upon measurable objectives;

x  Reflect good corporate governance and create value for shareholders; and

x   Be robust, transparent and simple to understand and administer.

Members of the Remuneration Committee are Non-Executive Directors, including myself (as Chair), Adrian (Steve) van Barneveld and Charles

Joseland. María Amparo Albán Ricaurte served as Chair of the Remuneration Committee until August 2025, and I thank her for her leadership.

The Remuneration  Committee’s  composition  provides a  proper  balance  with different  views,  both  from  a  geographical  and historical

perspective.

The  Committee  has  a  mandate  in  the  area  of  remuneration  to  analyse,  formulate  and  periodically  review  the  remuneration  framework

applicable to Directors and Senior Executives and to design new remuneration plans that enable the Company to attract, retain and motivate

the  most  outstanding  professionals,  bringing  their  interests  into  line  with  the  strategic  objectives  of  the  Company.  For  this  purpose,  the

Remuneration Committee meets periodically,  as convened by  its Chair. The  Committee has considered  market trends and benchmark data

where appropriate. Internal departments or independent third parties can also assist the Committee in measuring the level of achievement of

the targets set in the Annual Bonuses or Long-Term Incentives. The Committee has had input into the remuneration of other senior management

to ensure it aligns with the Executive Director’s remuneration. As noted in the Directors’ Remuneration Report, no comparison is given between

the Executive’s remuneration and that of the employees of the parent company due to the small number of employees of the parent

company.

Also, due to significant fluctuations in employee numbers across the Group any comparison would not be useful.

Remuneration Committee Membership

Member  Attendance

María Amparo Albán Ricaurte: Chair

(until August 2025)

2/2

Charles Joseland  2/2

Steve van Barneveld  2/2

Paul Smith: Chair (from August 2025)  -

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SolGold plc Annual Report for the Year Ended 30 June 2025

48

CORPORATE GOVERNANCE REPORT

KEY ACTIVITIES OF THE COMMITTEE

This year, the Committee’s main objective has been to ensure that  the  remuneration  structure  supports  the  recruitment,  retention  and

incentivisation of the best talent. Furthermore, this main objective considered delivery of the Company’s long-term strategy, and alignment

with the interests of shareholders. The Committee met on two occasions. Specific activities have included:

x   Ongoing monitoring of market developments to ensure our remuneration structure allows us to compete globally for talent and that

our offering is compelling, fair and responsible;

x   Reviewing SolGold’s Directors’ Remuneration Policy, as approved by Shareholders at the AGM on 5 December 2024;

x   Providing background to and advising the Board regarding the new CEO’s remuneration;

x   Providing background to and advising the Board regarding remuneration for Senior Management; and

x   Providing input to the Board on Share Incentives for Employees and making recommendations for incentive awards and remuneration

for senior management.

CEO REMUNERATION

During the period under review, the Committee considered the terms of our new CEO’s remuneration arrangements.

In designing a competitive remuneration package, the Committee sought external market advice and took into account long-term incentive and

performance bonus opportunities subject to performance objectives to ensure that it was appropriate to motivate and incentivise Mr. Vujcic in

line with the Company’s purpose and values as well as the interests of the shareholders. The grant of options to Mr. Vujcic was considered and

debated and ultimately considered to be appropriate to retain the services of Mr. Vujcic.

SENIOR MANAGEMENT REMUNERATION

The Committee considered the remuneration of Senior Management during the year. Having obtained external benchmarking advice, it was

determined that increases in remuneration were warranted. These increases were approved by the Board with effect from 1 January 2025. In

addition, short term cash bonus incentives were approved, and the grant of long-term incentive options over ordinary shares were considered

and recommendations made to the Board, which were approved.

NON-EXECUTIVE DIRECTOR REMUNERATION

External advice was received on the levels of Non-Executive Director fees and whilst that advice indicated that increases to the fees payable to

Non-Executive Directors were appropriate, the Committee determined that no changes would be made to base fees. The recruitment process

of a  new Chair  of the  Company indicated  that the  existing fee  level was insufficient to attract the quality of Chair that the Board  deemed

appropriate for the Company. The appointment of myself as Chairman of the Company included a fee of US$240,000 per annum which was

significantly higher than that of the previous Chair. Prior to my appointment, detailed discussion and debate were had in relation to this fee by

the Committee and ultimately the Board, the outcome of which was that the fee to be paid to myself was deemed appropriate and in the best

interests of the Company and its stakeholders. Furthermore, the Board determined that Mr. Charles Joseland be paid an additional US$10,000

for additional responsibilities and work he performed during the two-month period up to the appointment of myself as Chair of the Board of

Directors.

Following the appointment of myself as Chair of the Board of Directors, the Board appointed Mr. Joseland as the Senior Independent Director.

This role brings with it an additional US$7,500 fee for the extra responsibilities and work performed.

CONCLUSION

Shareholders will be asked to approve the Annual Remuneration Report as an ordinary resolution at the AGM in late 2025. At the AGM held in

2024, shareholders approved a Directors’ Remuneration Policy which had few changes from that previously in effect.

The  Remuneration  Committee  has  had  further  opportunity  to  assess  the  2024  Directors’  Remuneration  Policy’s  effectiveness  and

appropriateness for the Company, taking into account the Company’s current stage of development and considers that further amendments

are warranted. Once finalised, the Directors believe that an updated policy will further align with current market standards.  and it is intended

that it will be proposed for shareholder approval at the upcoming AGM in late 2025.

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SolGold plc Annual Report for the Year Ended 30 June 2025

49

CORPORATE GOVERNANCE REPORT

I hope that you find this report informative  and that our shareholders  remain supportive of our approach to executive and Director pay at

SolGold and vote in favour of the resolution.

The Committee welcomes all input on remuneration matters, and if you have any comments or questions on any element of the Remuneration

Report, please do not hesitate to contact me at info@solgold.com.

Paul Smith

Chair – Remuneration Committee

24 September 2025

ANNUAL REPORT ON REMUNERATION

This report  outlines how the SolGold Directors’  Remuneration Policy will  be implemented  over the next financial year and  provides details

regarding remuneration paid to the Executive Director during FY25. A copy of the Directors’ Remuneration Policy can be found on the Company’s

website.

The current Directors’ Remuneration Policy was part of the meeting materials at the AGM held on 5 December 2024. This policy was approved

with  97.8% support.  A  remuneration policy shall  be  presented to  the general meeting  at least every  three  years unless  a  revised policy  is

presented to the general meeting before that. The Remuneration Committee reviews the appropriateness of the Policy at least annually. As

noted above, an updated Remuneration Policy will be put to shareholders at the upcoming AGM of the Company.

The Remuneration Committee met on two occasions during the year under review.

REMUNERATION PRINCIPLES

When determining executive remuneration policy, the Committee includes the following principles during their decision-making process:

Principle  Application

Clarity

Targets for incentives that are aligned with the implementation of the strategy are monitored through

corporate and individual scorecards, which include a list of KPIs specific to each participant. This provides clarity

to stakeholders and shareholders on the association between the successful delivery of the Company’s strategy

and remuneration paid.

Simplicity

The structure of incentive is clear to both participants and shareholders through simple and straightforward

language, so all stakeholders are clear on the underlying award principles and the way award outcomes are

determined.

Risk

Malus and clawback provisions apply to all awards to ensure that inappropriate risk-taking is not encouraged

and will not be rewarded through employee incentives.

Predictability

Employee incentive plans are subject to performance objectives as listed in the participants’ individual and

corporate scorecard. All Executive Management and the Executive Director are invited to participate in the

incentive plans at the beginning of each financial year with their scorecard KPIs.

Proportionality

The Committee takes care to exercise its discretion to ensure that remuneration outcomes are aligned with

Company performance.

Alignment to Culture

The Committee reviews overall pay and conditions for employees across the Company when determining

performance objectives and award outcomes. The individual and corporate scorecards include non-financial

KPIs linked to the Company’s overall culture.

pp

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

50

CORPORATE GOVERNANCE REPORT

AUDITED INFORMATION – DIRECTORS’ REMUNERATION

SINGLE TOTAL FIGURE OF REMUNERATION

The detailed emoluments received by the Executive and Non-Executive Directors during the financial years ended 30 June 2025 and 2024 are

detailed below:

ථ

Total salary and

fees

Taxable Benefits  Bonusථ  Other  Pensions  Total

Total Fixed

Remuneration

Total Variable

Remuneration

ථ  US$  US$  US$  US$  US$  US$  US$  US$

Chair

ථ

Paul Smith

Paul Smith was appointed on 3 March 2025

2025  79,068  -  -  -  -  79,068  79,068  -

2024  -  -  -  -  -  -  -  -

Liam Twigger

Liam Twigger’s period in office ended on 20 December 2023

2025  -  -  -  -  -  -  -  -

2024  50,622  -  -  -  5,570  56,192  56,192  -

Non-Executive Directors

Nicholas Mather

2025  89,130  -  -  -  -  89,130  89,130  -

2024  65,532  -  -  -  -  65,532  65,532  -

María Amparo Albán Ricaurte

2025  98,364  -  -  -  -  98,364  98,364  -

2024  81,111  -  -  -  -  81,111  81,111  -

Adrian (Steve) van Barneveld

Adrian (Steve) van Barneveld was elected 20 December 2023

2025  92,644  -  -  -  10,654  103,298  103,298  -

2024  37,909  -  -  -  3,844  41,753  41,753  -

Jian (John) Liu

Jian (John) Liu was appointed 25 February 2024

2025  91,169  -  -  -  4,461  95,630  95,630  -

2024  23,192  -  -  -  1,327  24,519  24,519  -

Charles Joseland

Charles Joseland was appointed 27 February 2024

2025  113,385  -  -  -  -  113,385  113,385  -

2024  22,468  -  -  -  -  22,468  22,468  -

James Clare

James Clare’s period in office ended on 20 December 2023

2025  -  -  -  -  -  -  -  -

2024  32,606  -  -  -  -  32,606  32,606  -

Totalථ

2025  563,760  -  -  -  15,115  578,875  578,875  -

2024  313,440  -  -  -  10,741  324,181  324,181  -

Total salary

and fees

Taxable Benefits  Bonus  Other

1

Pensions  Total

Total Fixed

Remuneration

Total Variable

Remuneration

US$

US$

US$

US$

US$  US$

US$

US$

Chief Executive Officer

Dan Vujcic

Dan Vujcic was appointed as a Director on 24 October 2022, and Chief Executive Officer on 3 March 2025

2025  213,949  -  -  -  23,089  237,038  237,038  -

2024  65,672  -  -  -  6,919  72,591  72,591  -

Scott Caldwell

Scott Caldwell was appointed as a Director on 24 October 2022, Interim Chief Executive officer on 10 November 2022, Chief Executive Officer on 20 March 2023, and Non-Executive

Director on 4 March 2025

2025  561,405

2

90,000

3

195,000

5

-  -  -   846,405   651,405  195,000

2024  250,000  60,000  -  93,750  3,002  406,752  406,752  -

Darryl Cuzzubbo

2025  596,709

4

-  -  -  -  596,709  596,709  -

2024  -  -  -  -  -  -  -  -

Grand Total

2025  1,372,063  90,000  195,000  -  23,089   1,680,152   1,485,152  195,000

2024  315,672  60,000  -  93,750  9,921   479,343   479,343  -

Notes:

1.  Other relates to a sign-on bonus paid to Mr. Caldwell.

2.  Mr. Caldwell’s total salary and fees includes a severance payment from the CEO position on 4 March 2025 of US$319,615.

3.  For the period 1 July 2024 – 4 March 2025, Mr. Caldwell was eligible for an overseas living allowance of US$10,000 per month.

4.  Court case settled in February 2025 for the payment of AU$950,000.

5.  Bonus determined by reference to KPIs across a number of categories and determined at 65% of base salary at the discretion exercised by the Remuneration Committee.

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WFNJNEdrUiQkLURVK4RXiKlJpP+EKdduXmpdjKeQ9d+Jb3Lpszt2NxxOmvOOED7yp7ezxZiJRmIjLtoL1fecCHd3nBgT/8x09ec8F37vjZr1760fftfswLJeUyJQ310BApnnbaT7h7Vis8ZM3dc/oHB0MjRGsNEVHVbfaZZUVDRJLoM7WE2FISEdUkIpJSd9Cum+zp0clR5LabVpI068D8xd9/34ceuvbOgUJefNqrjv7nfyj7mumP1zSKxsx9d5vx5Y9P/+5FP/+Xcx+86+5vnva2V33ifbuedJTVdR2eO4O9rT4dSV14pwpRSVLnjlqx8p65P3rPh+ffPbvIsv/Ljj/xo2f3TehL1ug+uK/Vt+/Lj5p+4N7fetNZy+6fb7kOFVfVYW+zwcpsAACArV2oqtaqex99+PNPPyW5t2rX9JhxYC2yZuGSX3/s8/9+wmu/+cozbvryhSvuXljXRSXW7yKS1WtPKZvpk2+H15E6eSy7bfZXXve3S+c8YNkPOP7Il/zre4veHjFNESn+tPA6ct77lS878LUvzSoblq+48G3vve1r/5VrqyN1QtTUbDhrKrQ7sjeVRQ/MjXDb+InFVFVl+5nT//LHu4yoVLOm0mXpTbd/4dS/mXfDXR2T3Q/Y79APnFWWRVU/5q5TVSEdqZ9z6snHf/CtqdahNWu/cda/XPflb1oW06RFU2xkg/a2qiaNiEKbS2+65/xTz1x8133msf/Ljjnl3H9tjeq1nDYJTlPRnulT/vY7583cd3cXqU19JLv2URQAAABbPdUIM8kqR5/9tl2PPyJUqscP16NjOphkoOrcd/vdP/nUeZ896bTzT3zdlZ84r//Oe72KHGoeaub5SceaDdG1cxZ9+Yx3DT20Itz7pk05+V/OllLDVEQi6k1fU1Oyqj7yLW9oNhudJB5+0afPv/W/f5A8VCxH6DDu+9S9EhE5xGP5/AUSYiGh3esyHhHjtp3ylz/cblqG1lX9yO33/vdb3j24bHXtrmaHvuX0Ub2l2uNH64V703Mq9NC/fv0+J724jtAq/+JT59/wre+1XVpWxAhvT9sKidwZcs9rNlz8no+016wf0Jg4c/orPvKPlXbMLG/SkyEhZr0mrUljXnn+pybtsF1ZhY1khTxFAQAAsJULVQspxAvNPmbUaed+9LmveEnrsbcHtZAkWuZI4Ra5dI+6s3jOg1ecd8HnT37TV05647VfvbB/xUoJsSeffjOwuv+Ct/1jvXx1TmGqL37rm4spE9Q8qaqKi/gmI+Pao1MP9kyfcuDLTygjanfPfulHzpvzu2uLiJxzDGMqf3RnHIlIjlXLl2lE9z5PoWLdmVq9vX/5A24RHdN6zdr/PPuf+h9Z6yYNkUkzpu3xosM8Vx651PzYAik8NGePiOPe9SZrluYe4Rd/4rwNN94+JKoxsltg1arZwtwv/fi/L503t9JIll7yrjN1TF9vo6UWssk9gk0iR53VsjZbkye88t8+4M2GjuQuvhQFAADAVs5MU1lYUVpqtAqR0b0v/dQ/v/yTH5g8ebK6FB6hkVVqi1C1sAitRVwkIrJpHXnR7Psv/fh5Xzj+9Ou+fmE12Mmduqrb9eBAp851btedOld1VdfXfOmbK+csqDU0tDVm9P6vPr60wrShZmqpKJppkx0hymSNvtGtotz/jadI2SxcXaWq2pf9279XQ0NJvcpPXxQqEuJhESqaw0TbySx7ypJVClVtjnAPiggJ95y9znXt7arudDqdzmBdV0OddlV16qoT2f/4T9Vp10MDXg3VdTvnTs6D7rkOL8N+/emvrrl/0WApERFmh7zhNUVvq6fVUzRaRdHa9DXLZEWrp9VoFY1i/J67T9t1RoRkDx/q/OicT2lVj/SmupZU6nL+b6677gc/iwgTm7bttrud9OKy2bBUpKJRlMUmPx5FUTSTpUaZ+pqN7Q99zujRo0f0iqzMBgAAeBZxj2ahudD9X/HSWUcdfsslP7/jRz9/6J65oiHhUljV/X5fpBANjz9+Oa4S65at+Om//fvqhQ8f/S/vikjN0mqPlEzVKy36H5x/zfcvUYmsEiK77L+P9PSkCJdIT7RRg0qoiojO2Guv7XbecdG9czQkVBfPnnv3L6/c/+TjNA1jUBtiah5uajk8RCREdON4OCJGumVe9qwSqqnudO658ppq5YYcUZaF5lykYqiutEib3lXVJSdNdXY33emAvSbvOiNyTlosu/+BGy7+eQopPJJIY1TvASccPZw3oBo7H3TA4nseyIU1Kl9wz/3zLv/dHi85emTbhOQs2X957lfqXIuIF7rfMUdGq7GFfqgoCgAAgGcRsyLctbAodNSEsS/4m9MPe9Ppi++6d84vrrzpp5euX7Ks4S4SolJLd4+FjSPZjklhFiG/+9YPx2436XlvOj2naBRFSIhWnZyvv/DHvm4gVNQsiUzbZ5aZiVcu+mQ3bFIJUQnTnY54/uJ7H4iILNoUve47F+97wtG5ocXT3kz20XIQkd5Ro6I7A0c1uqspRKuqM6Ljo6rhIRJFozF+220WLV99z09/teiWuwc7Q4VLMhsSb8Rj/oKlYr/jj9zl6MN7R4/KudYIM7/+ez8uBtptkyI0IqbtsXPadqLoE++C99g3IJP23s1EaomsUma57sIfzTrxxWojuK+uSl58/S3L7p1rqiEaIjscdkCIb6EJShQFAADAs4hGhKmEF5FrMQsvCpmx727b7b/L4X932vzfXnfzr66Yc/0tQ4+sKULqTbZtK0JyhGlY9l98+vzx06fudvyLvd2pU2qKp6z3XnpVnbqPDAmZuMtOKeecRJ9kVXGES7iohtq0vXYNlaTqIgMplt5234blq3unTxjOJ+rmhKhMnDhJdOOgXVVDRFUG+/tHdoAiNm6JnX27vWdN3nOXQ15/ytKbb/3O2/9pxcPLqlxLss4mCzysaJ7xuX+dftJRDVOzUJWQoh6oHvjlle3SQkWy56R7HPq8WjX88bfYegLuE3fasRCNnNuFZZcHb7pjcM2Gvkljh/8hOiG3/PjSHOqSVbVlafs9ZpW6pX6oWEcBAADwLGJFSmZFKoqi0WwWZaORikZqNFtFT8+k8Xu+5sTT/uMTH7jqojd86WP7HXXEqGafuUiESohEKaohWbTu1Jee8/n1q9dbIWYRJtXCpUuWLNq4KjrCVMfuMFULCSnSk3wrb1ZY0VRNyWzSbjNctbtvRiEyVHXW3H2vD2OkqqpmqUilJhu3y07JNacQ1yyRPGqTwflLR3Z8UmGpsJSsUaSybDVaRZm2f95Br//aZ3p6+kxTipCw7j8aNuOg/XY6+aiiKFIytVKtYZbWzl30yNIVGjm516bmMmG/3XukHs51hiw2cZsJQ8lCrQwpJAaH2qvunjOiT9GQYuEfbhWpxZKKpNFjeqZP9BjOyD984zwx7h4LAACAzeIuOnbsjie++FUXfOYdl3/3qLPePHbc2MgaoVlCREMiIpY/vHz2Ty4NTd1t8h6a96B4iGiEiGqI9I0boyI6vOn/47bZRq07B0pCJLIve2iZjXA58pQdp3tScREVE60lLPThBUuekcOy7b577nvEYRHyuGUZO+25l22yGVz3gsmSBQsiu4hEdJeL6DbTpqYiDXOU3uzt3TjdK6J7xB9e/FCMZIOINctWrFy9Ws0kQiJGjRrlKsm21EUKigIAAAB/klSLnPuSFJbHT598xFlnnvmT/zrg6Bd6iJh1V227Roq48Yf/Y2LhIppWLVtRioVKqESImZV9vRZiJsNpisaoMY2iDA0TCYkUsn71ao2RLaqesueuzdG9Kuri4iFmkX3Zvfc/I4el8nrHFx5imyws2TiYbjblj+kQ0R33r1m5UjxCVEUsxEV6xk+sPYZzKMzUms2esrGx3kQsZP2a1d1nHmZX9K9a5Z1ODu9eE2n09ohuwZ8ZigIAAAB/EknCXC2FFFnV1MfMnP7K8z5yxKkvq8NVtXsjpSyycsFD61as8uy1i+WQR2+BFCqFmph1rznIMAbBeeOX8SoiJlp013voyEaq3rBpO83QUFNTURcx0Tm33PGMHJYy8vjpU8M9P+6b/pSyu6mGRPeCgIh4p5NCukdq48YORaFq4sO4H25EHd11IBvXhyQRq7KMpCjqwSGpXVTdQ1QrCVUb4S55FAUAAAD+OF7Puao2dOrc6bSffnSoqSiaZiml1CgbjaJsFqk5bvSJH3vfjnvtZllcQ0XFotPf3vDQ0pTMpGhOGN1J2h1Sq0jlOaIO8Rwb7xH71Kr2QLSHXCRLZDPxaEye4DGyIXAS3/F5B6iEibtJEskmAw89PP/Wu4Y6dbvTruq8+YPmolH0tiSZPfY5LCKZhqqGWkqWUl1VfePGmaZarVIJcVXRTse9kmHMOwqVul0Ndtrdqzu1SIT2TZhoKYmI2bBG7001UfXuCvUIWbt2sBaRvIV+wCgKAACArZyK1LUtv+r6jqTNf5Zm45i/Pr1OZqLqUYiKx4Y1a0Jcwrebuq2Ei0h3fXV2rwfbqvboqu6nMfjwsrq76ELFckSyydOnNEY47z9H7HL480zEuzeOFRGROnz+FdcMhjZS2tJHuTvryVKaOHXbSsPcS5ekFjkG160xseFcrnEXH+j3qhYRDSlEs8m2O243ovdSjB4lZXc7jxDRDes32PqBLffRKQoAAICtvShU60q+9c+fSOv7N/tJTGXGkYe1Wk2PCBGXENVUFCLiUU/caUbZ03p0o2VNap0NQx5hw6uCtfMWdRPARJJK9JTbzNo98si+Uzez7Q/cd/yOU7tP1R28u8Rtl1zWqqpHV4xvuaDQP76NCTvNKHrKQjVCskihunb5CtM0nDUlpjawam3p6hIqqi6ppxw3a5cRvZlx06c3+3otRERdZWhgcPWcOcGsJwAAAGyeCG+INfvzbRf/7H8xanQbP2ZMb6+YedJaJJXFhKlTRcPNdPzYnfea9ejS5AiJdSvWqBUbN514OovvXxSPblbnKjvvvktruylZRrYyW9ybPY2T3naGxWM6ZsmCxfN+fWUdIZG36HFW1e5eFr1TJ82YsX2OyCpuGi5LFy8Jj+GsggiJhxcvEfcwrTVcdZ/99rQJY0Z2xlvlNlOmbDwIalLnObfeIbqlRv4UBQAAwFZO1YpGaveWv/vyt9auWF0NDFQD69t1NdIwaZlmE4uQcBPpnTh+zPZTPFJTvJa8x0uOKyOJiZrUEasfmFfVQ3WdRconfrpcD9V1ruqqbj943fUi3l2NraEHvv4UFUkjHKmGppzbu73i2H2OeUFEaISJeHjU1aVf+Wbe0Mme3HO4e86P7row/FqRoYEhiWFd6CiS7nbKCaUnMQsJE3/41rs7OYZ1kcTzurnzOymSS05aiO776lNGeiPdSqpdj3heRHINdXeN+376m7qqc1159rqus+cnOYYutYjq8DavoCgAAACeHVzC3RseK5Ytv/a8b3gqO2WrHOEFgE5oe/X6gcHBiLDQRpY9j3q+NgoRidAQPeDkY/u2GV9W4aopYvmD80OLUPMnu0ZhqTDziMFH1i274z5VdZUix4Qdpu71kmM0PIpiZOGUI0nRKRonffT9k2Zul0JyRGEpkj18x+wbv/X9Ooeqebgl0xGO0UOkf9mK7obcT/9ORPZ/9UtbY3qTR7OWdqFzr7vJQ4cz9m67Lb79nlAJjz7XKTOmTz/xqNYI79PUtLTvSUcVKklUReuks+++b/n1dwzUkSXEXZ/kekWOPLRuTXv9+qQj+PmgKAAAALZyGiIpeUhy+d23Llr0u+tKdx/xrHpbfsfdnYF2d8VA1dc67PST66pOphGaTNOkcce//a87pWloiMy78WYLc3/yWz1FmISZ3PezK9b192eJQk2KdMrZb636eguNkb7F2iSbtVLq23bi//v65xtTxhfdmnGXpJd/4Rtrb7kzIiRkmBOQHvdu1z248E/rM55S5TFq/LgXn/VmlahNXGX9khXLbrh5OC/aaLcX3Hy7qORCa/fj3v+ORsN8hCtAVHTCvnvMPGCv6E4mU21k//FnzuvtePacnjzV3MsHr6YdjUoAACAASURBVLmhqqtwigIAAAB/Gl+Kq2ir4aZ5sPre+z+8ZunyPMI7KTVErv3pL1KdXULDjnjNKybsuWtRFJKzlWWKSN7e6/Wv2veFzytd6qTLH1y45I57Wmb6JMPoyOHunv0PF16s2RtZaonnvfwlO55wTEs8wnWEE5MKFRPRXCfN43aY/s7vfHXyzO0jh6hm1Xb/4AXv+sDShfPVNmcAHKKzb7ppmDe0LTVC8v6ve+Uuhx2kqkUOqeobv3vJcP7u7f/zqw3rN7hI4frC171ix2MObxUmI1xSkkM02bFnv70sihDxiNp90U13/u4r3xAVz/nJzr0PDN34g//pGTV6REeJogAAANjK1eKFdzdfi8ry+qUrv3fGWWsfWp5zXeVc51wNDUVESNTuVV17V3jOuVPVnU5VdaqF191++89/07EoXHd77kFHv+fMJFGLprJU1VSURdnTaBYnf+Zfp+8/q1GFZL/0s1/OqrVLp9Pxqu50OlWnyu7ZPdfZJXeqmP/7m5fMntOth1kHP+e4D5/d01umsiwbrbJRDmX3OntVhYqrFCFZwzxUNWfPOdf5T0Nts2SpKBqNVDTLpo7fZcabfvj1/Y98fpEthVQW65Yu+8Gp71py232VhFeDue4MdKrKPT/6JBHhuQ7Pua6y13X2TpXbQ0OdamjhldctvP0+sejeJrYQdZFxkyZus9eMXCWP2PRL/ZCIIjV7e0773Icn7j7T1Nopbr3sqpWz59VDnf521RnsdG+xm72KyP3tqjMw1GlX61au/u0XLsjupesuRz7/6A++q5lSWNIQ9+6LuNZ5qJYUEaai0d0J0EW7i0O6l0GSmcTgtofsc/DrTlaVss5qqu6Xnf+t27/+3Y7LwFC7v91p150q1512Ndju77Q3dNr1L8753IvfcUarty9r9/KG9ncGFlxzS111OkODnaqqnmj5DUUBAACwlStCcq5TSiKSkkb2JXc9+K03n71uwcNR5ZwrTTncxSPCU0oRIaqes0YdeXBdndfOXnDhe/65atdFjml7zzr1Pz461FeEeJEeM5jUXI2aNOHUr35u10P3F9H5v7vxmnP/YzC7mVVeqWZLaiJRdUI67u1Querr39YsqsW+Rx3+mq9+2kY1Nn3CJFkswjTXWbpba6u6iGZXicIK27gJxOMvHeQsYmqTJ7z2ax9/5cfOHrvNhFatkW3+kiXfPO2tC6++OWsjWzKRlGvxTRZqq7q7qIhHkmxSi6bldz5w8bvP0YGOqoWHWho7bZtTzj7zHZf+957HH2VJTGLT2V0mah6FaTl10pkXnLfTfns2cvKquvyLX8uWxGsp6hAJ0e5llZT7o5GqkEs/fO6KhYsKSfsd9cL/98WP6aheVxEJ1dQNHlUVqwvziDAPDTUVF6ldLCUz625pZ6HmllVPev/fT99jT0tFTtpOEVV18Ue/eNk/fNgfWtaj4h4auQo3KYf68w/e+U/jZu04/ZDnNENEJKtEMl+9/j/P+PvzTnrj7d/+6cCSFUmfYFuPdM455/BrBgAAsBWrw7Uobv/vSx5ZtXK7aduvq9pW5w0rV9z6819PmTRx3C47e0qFqKia2sZha0T3P7IUj1x1/Xfe/v41i5aliO0P3OvVX/7kuCljS5OkZZ1zSn+alF95ZWXZ6umZdeyRKx9asnz2g3NvvH1sSlP32C21Whs3gROpVEKTV3rNJ75w4yWX2ajWUW9+7XEfe385pmW5TsWf7g2lUouYiBbt+oqv/7e3O5GjSNbqG3PgX72mbFkOLR67zLr736FiKpaHrGFT99v/gFecmEb1LF+4SNf091ft2Zf+tmg0t91+u8aoUYMhltImaaRmJi4m2sn1UC13fvuii97z4ZXr1lmI9jT2PeTAE979dyd+6L2TDz2ob0yrVjMJs+QRf9zQ2kOzqrqnZGVvz+4vPS6124vvmb3ynrlFabsccmDHc5lKU1NRd88h0ZGr//nTv//+T1Tl4FNOeNnnP2K9DUkmnpNahKta9+60WbSqOkv+cMs919+kIhHR0+o7/M2vFdu4xENV+2svVMqUrFnuuN9ed17+23rdQDOsbZGyLL7n/mt/fNnSW+6p1gysf2TtwNyFD1513S8/fO4+xx7x3NNeY6JXfev7ed2GIsRVzCVr9C9bPe/am5Y/MHvWMS8qW83H/YBpRPBrBgAAsBXLuQ7Xr574xtHbjD/1/E+tuH/utV/7zh2/vaZavyFCtt11xgGvfNmuL3vBNtN3UDM1iwiJGBoYmHvj7bd/65J7f3N1Vpm5y8x9/+70A48/SnuSR0qmKq5RWdHzxxfqdAZDtLSijqja9W3f/fG1//X95Qse2nmfWYf89akzjjysZ0yvmub+zuLf3/Sb/7xw3g23bb/vnqd85D1j99mjV4Y6buHW09v60zuv66rK9doN13734ss/c36lISEWURatl33ivQcd8/y6d3RRmqXUDZuNOSRS1Z0IVbPIbhYuSWuv+wdnX3H1rT+5bO61N8eGoTHbTNj5qMNmHXv4jgfu2xo/tmw0IiK7m1lUeXDt6geuu+WWCy6aff0trZ7eHZ6zxx7HvmjW0S8cvd22Wb3Q7rUSUfGwlLOkZOnRLPFOXaukZJKrbBZel2EL7p77q3POnX/jbTscsNehb3rdzCMO6h092iwNDfQvvObWK770nwtvu3vSlCnPPfP0Q1/3stxILbWQEE2ilsOLlCKiPTjQXj+44Jpbfv6JL6x5aEml2oiwRuvVn/nArOOOSEVRlA1LqVN1UpiaZHP1vH7Jmss/943bfvILbbeHzLNp6SKhhWgh6qq948adcM4/7PeKo9uddmcwf/3I161YuUwitCgmTpqw3Yue/5wjnjv1oOc0J40vkxVFoigAAACeXao6R+W/+NBHjj3rna3J4yVCzdasXL7kN7fMvv6mR+6Zs3rx0rUb1s/Yeefxe+zWMWtlH1j00II5c1qNxsRddphx2MG7HXXYlH32SEXadNT+1CIiwuuqevC6m+b8+g+P3HrvQ4uXFj29fY3munWr+yaM3XbWrnsc+cJdTzi80bRUNjf9i92pO3VV/fyDn109b2F73bqUCn90Kfmjk5zUw1tlSyeMOe7v3zx1311ERLV46veW67ZHWr902byrb3r4jtkPz36gf8nyVevWjho1avyUbZvjx2lR9K9ZPbhq9UB//6TJk7Y/cJ+Zhx889Tn7j5k85qk/7HCOSXuwveAPN8y5/Oold967etEKG9XbLMsNj6weM3HM9P333PmoF+x8+PN6xo7+82dzr6QtP/rgp/vnLWgP9mv3utBjb2Vb5bqvNSbGjzrmHX+1/QF7P+695bpe8+CiO//nioXX3Ljm4eXrBgZLs7ETxo6dMX3Xww/Z44QXtcaNq03Fs/Z3vvTqN41tjZp57JG7HfacbfbetShUU/kUn5SiAAAA2Mq168pDzCWSNlMSkVzXqSj661yYWo7cP7RqzZpqzZpYvyFXddHTKkb1tcaO7ZswITVLTRoRptqdGjTM0XPO2cwiPHcHmy71YN0Zaluum2VKo3rrpK4iHs1kltKfF0XOdSdbq1APqTyaf3zNTV88pKqzFKkwMRGxp9lownMdap4jq9SiDZFU+8C6DZ3BgTw0qJ1KVK3RaIwe3ewblVpJTHNUqlJucilms4uizjm7q6XwiIGq0x4UkaIoUl9vd3lCSDSL4s+fLdwjR3jUIipRmHUfrJsci8q09PActVWtRs8mNeIioqpD2UOkCEkqQ/3tsixSI3XCk6ZCRVQkQnJUpr5mrfeNapTaCTFNpcofZ4VRFAAAAM9GkavwXGlRdFcZqKpquEvuhKpacpEU5hq1dPdEE885TCWiSCk8RMIsde8oOvxrFO6eUgrPOdcS2TRlD0lJJTxCNSQ8aRFWpCe6V2lEuHdMREIjXFJ6zP/slkWEuEsqRFJ344WnKwrPuRZLIjlJdkmqGiGqGp5ddONdU90jxNRC1czcvSzS/74ovK66JyDEc7iFSHhWKTSpWXiIZ2u0nuAaRc4iEiq110m1u4X243bbC88qKqKhkdLjr/m4u3oOySHWXV8eKiFRaORQtcJExOtaUqfutArLngtTUQstpXvzqCf/pAW/YwAAAFu3LFaHljmySlGoRIiqqGYrzTRCVSLUVbSIiHA1S8myu6lpSKi5iIeUI3lR96xq7h5hIoVZkUVcXLOEqomZqJi6hER+whuQqqpG4Sqhqhr26Pj5jy2hqnVktUIiXMRU09O9qzqkUJPIYRaSNHTjHnyqaqYe5qGmkcrK3SWbRHZN+gzdH9UKlzAVcSmszBGqWkiIu4S6dNdePBEVFZeIUkt9zB9vUhSiWUVVJYukJwiebMnDzCU8wkWShWnuvp/w0HCNQmorUmghVmQJE7WIHFms8RQfi2sUAAAA+NO4k4dxTEb6MPajAAAAALD5KAoAAAAAm49ZTwAAAAA2H9coAAAAAFAUAAAAACgKAAAAABQFAAAAAIoCAAAAACgKAAAAABQFAAAAAIoCAAAAwNal6P7rG9/4OscCAAAAwFN785vPeNyfcI0CAAAAwLCccMIJf/6HFAUAAACAzacRISJLljzEsQAAAADw1KZN2+6JiwIAAAAANgOzngAAAABQFAAAAAAoCgAAAAAUBQAAAACKAgAAAAAoCgAAAAAUBQAAAACKAgAAAABFAQAAAAAUBQAAAACKAgAAAABFAQAAAICiAAAAAEBRAAAAAABFAQAAAICiAAAAAEBRAAAAAKAoAAAAAICiAAAAAEBRAAAAAKAoAAAAAFAUAAAAACgKAAAAAKAoAAAAAFAUAAAAACgKAAAAABQFAAAAAFAUAAAAACgKAAAAABQFAAAAAIoCAAAAAEUBAAAAABQFAAAAAIoCAAAAAEUBAAAAgKIAAAAAAIoCAAAAAEUBAAAAgKIAAAAAQFEAAAAAoCgAAAAAgKIAAAAAQFEAAAAAoCgAAAAAUBQAAAAAQFEAAAAAoCgAAAAAUBQAAAAAKAoAAAAAoCgAAAAAUBQAAAAAKAoAAAAAFAUAAAAAigIAAAAAKAoAAAAAFAUAAAAAigIAAAAARQEAAAAAFAUAAAAAigIAAAAARQEAAACAogAAAABAUQAAAAAARQEAAACAogAAAABAUQAAAACgKAAAAACAogAAAABAUQAAAACgKAAAAABQFAAAAAAoCgAAAACgKAAAAABQFAAAAAAoCgAAAAAUBQAAAABQFAAAAAAoCgAAAAAUBQAAAACKAgAAAABFAQAAAAAUBQAAAACKAgAAAABFAQAAAICiAAAAAACKAgAAAABFAQAAAICiAAAAAEBRAAAAAABFAQAAAICiAAAAAEBRAAAAAKAoAAAAAFAUAAAAAEBRAAAAAKAoAAAAAFAUAAAAACgKAAAAAKAoAAAAAFAUAAAAACgKAAAAABQFAAAAAIoCAAAAACgKAAAAABQFAAAAAIoCAAAAAEUBAAAAABQFAAAAAIoCAAAAAEUBAAAAgKIAAAAAQFEAAAAAAEUBAAAAgKIAAAAAQFEAAAAAoCgAAAAAgKIAAAAAQFEAAAAAoCgAAAAAUBQAAAAAKAoAAAAAoCgAAAAAUBQAAAAAKAoAAAAAFAUAAAAAUBQAAAAAKAoAAAAAFAUAAAAAigIAAAAAKAoAAAAAFAUAAAAAigIAAAAARQEAAACAogAAAAAAigIAAAAARQEAAACAogAAAABAUQAAAAAARQEAAACAogAAAABAUQAAAACgKAAAAABQFAAAAABAUQAAAACgKAAAAABQFAAAAAAoCgAAAACgKAAAAABQFAAAAAAoCgAAAAAUBQAAAACKAgAAAAAoCgAAAAAUBQAAAACKAgAAAABFAQAAAAAUBQAAAACKAgAAAABFAQAAAICiAAAAAEBRAAAAAABFAQAAAICiAAAAAEBRAAAAAKAoAAAAAICiAAAAAEBRAAAAAKAoAAAAAFAUAAAAACgKAAAAANhcuvOOMzgKAAAAADbDA/PnFSJy5uA4jsUWdX7PGg4ypwOcDs4FOB2cDnA6tr7TIcx6AgAAAPC/QVEAAAAAoCgAAAAAUBQAAAAAKAoAAAAAFAUAAAAAUBQAAAAAKAoAAAAAFAUAAAAAigIAAAAAKAoAAAAAFAUAAAAAigIAAAAARQEAAACAogAAAAAAigIAAAAARQEAAACAogAAAABAUQAAAAAARQEAAACAogAAAABAUQAAAACgKAAAAABQFAAAAABAUQAAAACgKAAAAABQFAAAAAAoCgAAAACgKAAAAABQFAAAAAAoCgAAAAAUBQAAAACKAgAAAABGTnfecQZHAQAAAMDmKUTkgfnzOBBb1C4zZnKQOR3gdHAuwOngdIDTsVWeEWY9AQAAANh8FAUAAAAAigIAAAAARQEAAACAogAAAABAUQAAAAAARQEAAACAogAAAABAUQAAAACgKAAAAACAogAAAABAUQAAAACgKAAAAABQFAAAAAAoCgAAAACgKAAAAABQFAAAAAAoCgAAAAAUBQAAAABQFAAAAAAoCgAAAAAUBQAAAACKAgAAAABFAQAAAAAUBQAAAACKAgAAAABFAQAAAGDrpTvvOIOjAAAAAGDzFCLywPx5HIgtapcZMznInA5wOjgX4HRwOsDp2CrPCLOeAAAAAGw+igIAAAAARQEAAACAogAAAABAUQAAAACgKAAAAACAogAAAABAUQAAAACgKAAAAABQFAAAAABAUQAAAACgKAAAAABQFAAAAAAoCgAAAAAUBQAAAABQFAAAAAAoCgAAAAAUBQAAAACKAgAAAAAoCgAAAAAUBQAAAACKAgAAAABFAQAAAICiAAAAAACKAgAAAABFAQAAAICiAID/364d42xtRGEYvZbc0NFFIgUzYhbANv51QMEGsopsgCLsKQuwZBehoKOjvBRIaex/Io+Evtic0xCNm2i+V0iPGADgvqY3r4tbAAAAxswRsWyri/ipWqku2c+Bn8NvgZ/Dz4Gf45a/iFdPAADAOEUBAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAsDe9eV3cAgAAMFgUmekWAACAMV49AQAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAA9uYff7RS3QUAANCxbOuzRRERH769dEf8Ij6++GrwgL+gAM7+BXV47tUTAAAwTlEAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAcF1TZkZEK9VdAAAAHcu27g/nf//rw7eX7ohfxMcXXw0ec8KisCg4O6fDc6+eAACAcYoCAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAADwaFNmRkQr1V0AAAAdy7buD+f+Z7ilVqrBY05YFBYFZ+d0eO7VEwAAME5RAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAHBdU2ZGRCvVXQAAAB3Ltu4P5/5nuKVWqsFjTlgUFgVn53R47tUTAAAwTlEAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAcF1TZkZEK9VdAAAAHcu27g/n/me4pVaqwWNOWBQWBWfndHju1RMAADBOUQAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAAB5tysyIaKW6CwAAoGPZ1v3h3P8Mt9RKNXjMCYvCouDsnA7PvXoCAADGKQoAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAArmvKzIhopboLAACgY9nW/eHc/wy31Eo1eMwJi8Ki4OycDs+9egIAAMYpCgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAACua8rMiGilugsAAKBj2db94dz/DLfUSjV4zAmLwqLg7JwOz716AgAAxikKAABAUQAAAIoCAABQoHN3LgAACtRJREFUFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAADAo02ZGRGtVHcBAAB0LNu6P5z7n+GWWqkGjzlhUVgUnJ3T4blXTwAAwDhFAQAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAMB1TZkZEa1UdwEAAHQs27o/nPuf4ZZaqQaPOWFRWBScndPhuVdPAADAOEUBAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAwHVNmRkRrVR3AQAAdCzbuj+c+5/hllqpBo85YVFYFJyd0+G5V08AAMA4RQEAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAADAdU2ZGRGtVHcBAAB0LNu6P5z7n+GWWqkGjzlhUVgUnJ3T4blXTwAAwDhFAQAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAeLQpMyOileouAACAjmVb94dz/zPcUivV4DEnLAqLgrNzOjz36gkAABinKAAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAAC4rikzI6KV6i4AAICOZVv3h3P/M9xSK9XgMScsCouCs3M6PPfqCQAAGKcoAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAALiuKTMjopXqLgAAgI5lW/eHc/8z3FIr1eAxJywKi4Kzczo89+oJAAAYpygAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACPNmVmRLRS3QUAANCxbOv+cO5/hltqpRo85oRFYVFwdk6H5149AQAA4xQFAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAANc1ZWZEtFLdBQAA0LFs6/5w7n+GW2qlGjzmhEVhUXB2TofnXj0BAADjFAUAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAA1zVlZkS0Ut0FAADQsWzrs0UBAAAwwKsnAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAoCgAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAAAARQEAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAgKIAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAEBRAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAABFAQAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACAogAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAQFEAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAUBQAAoCgAAAAUBQAAoCgAAABFAQAAKAoAAEBRAAAAKAoAAEBRAAAAigIAAFAUAAAAigIAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAAEUBAAAoCgAAQFEAAACKAgAAUBQAAACKAgAAUBQAAICiAAAAFAUAAICiAAAAFAUAAKAoAAAARQEAAKAoAAAARQEAACgKAABAUQAAAIoCAABAUQAAAIoCAABQFAAAgKIAAABQFAAAgKIAAAAeZ/706S+3AAAA9L179/7w3L9RAAAA/+Hp6em5T9Pnz/+4IAAAoO/Vq9+PiyIz3Q4AADDGqycAAEBRAAAAigIAAFAUAACAogAAAFAUAACAogAAABQFAACgKAAAABQFAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAA4GebXQEAAPxv/fnb24f/P/zx5e/OV/9GAQAAjFMUAACAogAAABQFAACgKAAAAEUBAACgKAAAAEUBAAAoCgAAQFEAAAAoCgAAQFEAAACKAgAAUBQAAICiAAAAUBQAAICiAAAAFAUAAKAoAAAAFAUAAKAoAAAARQEAACgKAABAUQAAACgKAABAUQAAAIoCAABQFAAAAIoCAABQFAAAgKIAAACu7js8JuXNhcPCkAAAAABJRU5ErkJggg==)

SolGold plc Annual Report for the Year Ended 30 June 2025

51

CORPORATE GOVERNANCE REPORT

SHARE OPTION SCHEMES – AUDITED

The Long-Term Incentive Plan Rules (LTIP) and the Performance Bonus Plan (PBP) were approved by Shareholders on 30 June 2022. The SolGold

Employee Share Option Plan 2023 (ESOP 2023) was adopted by the Board on 17 March 2023. All options awarded under the 2017 ESOP have

expired.

As at 30 June 2025, the following options are held by Directors under the LTIP:

Balance at

30 June 2024

Granted as

remuneration

Exercised  Forfeited / Lapsed

Balance at

30 June 2025

Exercise price  Exercise period

Scott Caldwell  30,000,000  -  -  -  30,000,000  17p  17/03/26-17/03/33

Dan Vujcic  -  15,000,000  -  -  15,000,000  7p  11/04/26-11/04/36

Totalථ  30,000,000  -  -  -  45,000,000

The Performance conditions associated with these options are outlined on page 53.

PAYMENTS TO PAST DIRECTORS – AUDITED

A payment of AU$950,000 was made  to Darryl Cuzzubbo in February 2025 in accordance with the terms of a deed of settlement following

litigation. Non-Executive Director fees have been paid  to Scott Caldwell and Nicholas Mather since their respective times as CEO. No other

payments were made to past executive directors in the year ended 30 June 2025.

PAYMENTS FOR LOSS OF OFFICE – AUDITED

A severance payment of US$319,615 from the CEO position was made to Scott Caldwell in March 2025, which was comprised of his contractual

entitlements, including 12 months base salary, accrued vacation and other sundry items.

No other payments were made for loss of office in the year ended 30 June 2025.

STATEMENT OF DIRECTORS’ SHAREHOLDING AND SHARE INTEREST – AUDITED

The interests of the Directors in the shares of the Company, including family and trustee holdings where appropriate, at 30 June 2025, were as

follows:

ථ  Beneficial  Non-Beneficial

ථ  30 June 2024  30 June 2025  30 June 2024  30 June 2025

Non-Executive Directors

Paul Smith  -  -  N/A  -

Nicholas Mather  84,249,282  84,249,282  5,480,658

1

-

María Amparo Albán Ricaurte  51,676  51,676  -  -

Adrian (Steve) van Barneveld  -  -  -  -

Scott Caldwell  19,462,244  17,462,244  N/A  -

Jian (John) Liu  -  -  -  -

Charles Joseland  -  86,000  -  -

Former Directors  -  -  -  -

Liam Twigger  N/A  N/A  N/A  N/A

James Clare  N/A  N/A  N/A  N/A

Total  103,763,202  101,849,202  5,480,658  -

Chief Executive Officer

Dan Vujcic  -  -  -  -

GRAND TOTAL  103,763,202  101,849,202  5,480,658  -

Notes:

1.  The Non-Beneficial holding of Nicholas Mather were shares held in the “Mather Foundation” a trust established for the purpose of providing donations to charitable

organisations. Mr. Mather is no longer a Trustee of the Mather Foundation.

On 6 September 2024, Mr. Mather stepped down as a Trustee of the Mather Foundation and consequently has no Non-Beneficial Interest to

declare as at the date of this document. Prior to him stepping down and post 30 June 2024, the Mather Foundation sold 450,000 shares. Mr.

Smith acquired 250,000 shares on 29 August 2025.

There are no requirements or restrictions on Directors to hold shares in the Company. The Directors’ Remuneration Policy outlines guidelines

that each Executive Director is to maintain a shareholding in the Company equivalent to 200% of base salary to drive a long-term focus and

alignment with shareholders. Scott Caldwell’s holding met this guideline during his tenure as Chief Executive Officer.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

52

CORPORATE GOVERNANCE REPORT

RELATIONSHIP BETWEEN REMUNERATION AND COMPANY PERFORMANCE – UNAUDITED

During the financial year, the Company has generated losses as its principal activity was mineral exploration and project development.

The following table show the share price at the end of the financial year for the Company for the past five years, and the loss per share for each

year then ended:

ථ  30 June 2021  30 June 2022  30 June 2023  30 June 2024  30 June 2025

Share price at year end  £0.285  £0.292  £0.159  £0.0876  £0.0687

Loss per share (cents)  (1.1)  (1.4)  (2.8)  (2.0)  (1.2)

There were no dividends paid during the year ended 30 June 2025, and the previous four years.

10-YEAR TOTAL SHAREHOLDER RETURN (TSR)

The graph below shows SolGold’s TSR against the performance of the FTSE All Share Industrial Metals and Mining Index (FAMETL) over the same

10-year period. The indices shown in the graph were chosen as they include companies within the mining sector.

![](data:image/png;base64,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
SolGold plc Annual Report for the Year Ended 30 June 2025

53

CORPORATE GOVERNANCE REPORT

CEO TOTAL REMUNERATION – UNAUDITED

Executive Officer  Financial Year

Single total figure of

remuneration, US$

Annual Bonus (STI)

(% of maximum)

LTIP (% of maximum)

Dan Vujcic  2025  237,038  -  -

Scott Caldwell  2025

846,405

65%  -

2024

346,752

-  -

2023  231,250  -  -

Darryl Cuzzubbo  2025  596,709

1

-  -

2024  N/A  -  -

2023  996,349  -  -

ථ  2022  271,252  40%

2

-

Keith Marshall  2022  376,531  90%  -

ථ  2021  212,145  -  -

Nicholas Mather  2021  227,381  -  -

ථ  2020  400,162  -  -

ථ  2019  539,422  100%  100%

3

ථ  2018  307,480  -  100%

3

2017  314,382  -  -

2016  109,252  -  -

2015  15,716  -  -

Alan Martin  2015  268,756  -  -

Notes:

1.   Payment of AU$950,000 made in accordance with settlement deed.

2.   Considering the terms of the termination of Darryl Cuzzubbo, the Board determined that his bonus payment for the year ended 30 June 2022 was not payable.

3.  Options granted at an exercise price of £0.60, which subsequently expired and were not exercised.

REMUNERATION OF THE EXECUTIVE DIRECTOR

The Company aims to reward the CEO with a level and mix of remuneration commensurate with their position and responsibilities within the

Company, and to:

x  Demonstrate a clear relationship between individual performance and remuneration.

x  Link rewards to the creation of value to shareholders.

x  Comply with all relevant legal requirements.

Recruitment Inducement (Sign-on Bonus): Sign-on bonuses are payable based on Remuneration Committee discretion and recommendations

to the Board to a maximum of 100% of base salary.

More information can be found in the Directors’ Remuneration Policy.

REMUNERATION STRUCTURE FOR THE CURRENT CEO

Fixed Salary: The CEO receives an annual base salary of US$405,000, payable monthly inclusive of pension contributions, for the performance

of executive duties at the Company.

Short-Term Incentive: 50/100/150% (Threshold/Target/Stretch respectively of base salary US$405,000).

Long-Term Incentive: The maximum long-term incentive is up to 200% of base salary in each financial year. For the first year of employment

the maximum LTI award may be up to 300% of base salary for a ‘Stretch Performance’. LTI awards have a minimum vesting period of three years

and once vested, shares shall be subject to a two-year holding period.

Recruitment Inducement (Sign-on Bonus): The CEO received a Sign-on Bonus via an exceptional award of 15,000,000 options over ordinary

shares  in  the  Company  (granted  11  April  2025),  with  an  exercise  price  of  £0.07  which  vest  in  1/3  tranches  on  the  first,  second  and  third

anniversary of grant.

Benefits: The CEO is entitled to reasonable expenses with respect to his relocation to Europe from Australia.

CEO PERFORMANCE AND OUTCOMES

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SolGold plc Annual Report for the Year Ended 30 June 2025

54

CORPORATE GOVERNANCE REPORT

The performance assessment of the CEO considers overall company performance against a scorecard with a further qualitative and quantitative

assessment of his individual contribution including consideration of risk management and behavioural outcomes. To date, no formal qualitative

and quantitative assessment of the CEO’s contribution has been concluded due to the period that the CEO has held office.  The performance

assessment will be carried out in accordance with the Company’s normal performance assessment timetable.

NON-EXECUTIVE DIRECTOR FEES

During the period, the Remuneration Committee and the Board assessed whether the fees for Non-Executive Directors (NEDs) are competitive,

fair and reasonable. The Committee looked at external information when reviewing the fee structure and levels for our Non-Executive Directors.

The Articles of Association of the Company state that Directors are entitled to receive a fee for their services. This aggregate of fees cannot

exceed USD1,000,000 per annum unless the shareholders pass a resolution at the Annual General Meeting to amend this. An individual Director

may not  be involved  in determining  their own  remuneration, but  may, in  their capacity  as a  member of  the Remuneration  Committee, be

involved in setting as a ‘benchmark’ the appropriate level of remuneration for Directors generally.

Effective 1 January 2024, the Non-Executive Directors’ fee was modified to US$85,000 (from AU$100,000), in line with similar companies. With

the appointment of Mr. Paul Smith as Chairman, the Chair receives an additional fee of US$155,000 for the additional time commitment needed.

The chair of the Audit & Risk Committee receives  an additional  US$8,500, and  the chairs  of other  Board committees  receive an additional

US$7,500 each. The Senior Independent Director receives an additional US$7,500 for undertaking this role.

Other payments may include (and as outlined in the Articles of Association):

x   Travel expenses in accordance with the Company’s travel policy

x   Reimbursement of any taxable or other expenses incurred in performing their role, as well as any related tax cost on such

reimbursement

The Company will reimburse the Director for all reasonable expenses properly, wholly, and necessarily incurred in the performance of their

duties on production of all relevant receipts.

Subject to any statutory provisions, Non-Executive Directors are not eligible to participate in the Company’s incentive programme(s).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

55

CORPORATE GOVERNANCE REPORT

CHANGES IN DIRECTORS’ REMUNERATION – UNAUDITED

The table below sets out the percentage change in remuneration for the CEO’s and Non-Executive Directors. No comparison to the remuneration of the employees of the parent company

is included, as due to the significant changes (both increase and decrease) of employee numbers, the comparison would not provide a useful comparison.

2025  2024  2023  2022  2021

Base Salary

Fees %

Change

Benefits

%

Change

STI %

Change

Base Salary

Fees %

Change

Benefits

%

Change

STI %

Change

Base Salary

Fees %

Change

Benefits

%

Change

STI %

Change

Base Salary

Fees %

Change

Benefits

%

Change

STI %

Change

Base

Salary

Fees %

Change

Benefits

%

Change

STI %

Change

CEO

Dan Vujcic

1

227  - -  41  - -  -  - -  -  - -  -  - -

Scott Caldwell

2

62  50  100  100  -  -  -  -  -  -  -  -  -  -  -

Darryl Cuzzubbo

3

100  -  -  (100)  -  -  14  -  -  -  -  -  -  -  -

Keith Marshall

4

-  -  -  -  -  -  (100)  -  -  68  -  100  -  -  -

Nicholas Mather

5

-  -  -  -  -  -  -  -  -  (91)  -  -  102  -  -

Non-Executive Directors

Paul Smith

6

100

María Amparo Albán

Ricaurte

21  -  -  15  -  -  (20)  -  -  53%  -  -  -  -  -

Steve van Barneveld  147  -  -  -  -  -  -  -  -  -  -  -  -  -  -

John Liu  290  -  -  -  -  -  -  -  -  -  -  -  -  -  -

Charles Joseland  405  -  -  -  -  -  -  -  -  -  -  -  -  -  -

Nicholas Mather

5

36  -  -  (2)  -  -  (22)  -  -  276  -  -  -  -  -

Liam Twigger

7

-  -  -  (56)  -  -  (21)  -  -  28  -  -  117  (100)  -

James Clare

8

-  -  -  (51)  -  -  (22)  -  -  17  -  -  32  -  -

Elodie Grant Goodey

9

-  -  -  (100)  -  -  (53)  -  -  20  -  -  -  -  -

Kevin O’Kane

10

-  -  -  (100)  -  -  (56)  -  -  55  -  -  -  -  -

Keith Marshall

11

-  - - (100) - -  -  - -  68  - 100% -  - -

Jason Ward

12

-  -  -  -  -  -  (100)  -  -  10  -  -  (6)  -  -

Brian Moller

13

-  - -  -  - - (100) - -  (49)  - - (12) - -

Robert Weinberg

14

-  - -  -  - -  -  - - (100) - - (50) - -

Notes:

1.  Dan Vujcic was appointed as CEO on 3 March 2025 from his previous role as a Non-Executive Director

2.  Scott Caldwell’s ceased his role as CEO on 4 March 2025 and returned to the role of Non-Executive Director

3.  Darryl Cuzzubbo ceased being a director on 10 November 2022

4.  Keith Marshall stepped down as Interim CEO on 30 November 2022

5.  Nicholas Mather resigned as CEO on 31 March 2021 and became a Non-Executive Director

6.  Paul Smith was appointed as Chair on 3 March 2025

7.  Liam Twigger ceased being a director on 20 December 2023

8.  James Clare ceased being a director on 20 December 2023

9.  Elodie Grant Goodey ceased being a director on 22 December 2022

10.  Kevin O’Kane ceased being a director on 22 December 2022

11.  Keith Marshall ceased being a director on 12 August 2022

12.  Jason Ward ceased being a director on 13 May 2022

13.  Brian Moller ceased being a director on 15 December 2021

14.  Robert Weinberg ceased being a director on 17 December 2020

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

56

CORPORATE GOVERNANCE REPORT

PAY RATIOS TABLE

A CEO pay ratio has not been included in this report, as the Company has only one non-director employee based in the UK, and any resulting

ratios would not be meaningful.

RELATIVE IMPORTANCE OF SPEND ON PAY

The table below shows the remuneration paid to all employees in the Group, including the Executive Director. The figures have been calculated

in accordance with the Group Accounting Policies and drawn from the Company’s Consolidated Financial Statements Note 4 on page 97 and the

Consolidated Statements of Cash Flows on page 80.

ථ  2025  2024

Difference in spend

between years

Difference in spend

between years (%)

Total Employee Remuneration  10,075,831  9,797,184  278,647  2.84%

Expenditure of exploration and evaluation  21,920,169  25,140,364  (3,220,195)  (12.81)%

Dividends paid to shareholders  -  -  -  -

SHAREHOLDER SUPPORT FOR THE DIRECTORS’ REMUNERATION POLICY AND 2024 DIRECTORS’ REMUNERATION REPORT

The Company received shareholder approval of its Directors’ Remuneration Policy at the 2024 AGM on 5 December 2024 to cover a period of

three years. The policy applied from the date of approval. The Directors’ annual Remuneration Report was put to an advisory shareholder vote

at the 2024 AGM of the Company on 5 December 2024. The table below shows full details of the voting outcomes.

Votes for  Votes against  Withheld

Remuneration Policy (at the 2024 AGM)  1,383,186,465 (97.81%)  30,924,125 (2.19%)  1,915,440

Remuneration report for the year ended 30 June 2024 (at the 2024 AGM)  1,338,115,081 (94.63%)  75,971,678 (5.37%)  1,933,271

SUMMARY OF DIRECTORS’ TERMS

Non-Executive Director  Appointment Date  Notice Period

Paul Smith  3 March 2025  3 months’ notice

Nicholas Mather  11 May 2005  3 months’ notice

María Amparo Albán Ricaurte  21 October 2020  3 months’ notice

Scott Caldwell  10 November 2022 (Non-Executive from 4 March 2025)  3 months’ notice

Steve van Barneveld  20 December 2023  3 months’ notice

John Liu  25 February 2024  3 months’ notice

Charles Joseland  27 February 2024  3 months’ notice

Executive Director  Appointment Date  Notice Period

Dan Vujcic

3 March 2025

(Non-Executive from 24 October 2022

until appointment as CEO)

12 months’ notice

Notice periods in an Executive Director’s contract may be paid out in lieu of notice.

Copies of the Executive Director’s service contract are available for inspection at the Company’s Registered Office.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

57

CORPORATE GOVERNANCE REPORT

DIRECTORS’ REMUNERATION POLICY

STATEMENT OF IMPLEMENTATION OF REMUNERATION POLICY

The 2022  Remuneration Policy was  designed to  attract, motivate  and retain qualified  industry professionals.  In line  with the statutory

requirement for a vote by shareholders on a director remuneration policy every three years, a new policy was proposed at the AGM held in

December 2024 in which the changes over the previous policy were minor in nature.

EXECUTIVE REMUNERATION POLICY TABLE

The 2024 Remuneration Policy for the Executive Director is based on the following key principles:

•  A  significant  proportion  of  remuneration  should  be  tied  to  the  achievement  of  specific  performance  conditions  that  align

remuneration with the creation of shareholder value and the delivery of the Company’s strategic plans;

•  There should be a focus on sustained long-term performance, with performance measured over clearly specified timescales,

encouraging executives to take action  in line with the Company’s  strategic plan, using good business  management principles and

taking well considered risks; and

•  Executive Remuneration should support the values and culture of the Group. Pay should be simple and easy to understand, with all

aspects clear and openly communicated to stakeholders and with alignment with pay philosophies across the Group.

The  remuneration  policy  table  below  is  an extract  of  the  Group’s  2024  Remuneration  Policy  and  sets  out  the  principles  for  the  Executive

Director’s remuneration.

Further details on the variable remuneration elements - Short and Long-Term Incentive can be found below the table.

Component  Link to Company Strategy  Policy Summary

Base Salary

To attract, retain and motivate the Company’s

Executive Director(s), and reward the position-

holder’s ability to carry out the responsibilities

of the role.

Base salary and statutory required superannuation/pension

obligations.

Paid in cash or a portion of base salary in shares of the Company. The

share price value is determined by the average of the closing prices

for a number of dealing days within a period not exceeding 30 days

immediately before that date, as determined by the Remuneration

Committee.

There is no discretionary supplementary pension or retirement plan.

Benefits

Benefits are offered to complement base salary

to attract and retain Executive Directors.

Certain allowances, which may include a lump sum relocation

allowance, medical insurance, the use of a Company car, personal

security, and legal fees (subject to restrictions).

Annual Bonus /

Short-Term

Incentive (‘STI’)

To incentivise participants to focus on outcomes

that are a strategic target for the Company in

the financial year and commitment to operating

responsibly.

The STI reflects performance during the financial

year, the STI measures outcomes that are within

the Director’s control.

The amount of STI payable willථbe based uponථthe percentage STI

opportunity indicated in the employee’s contract of employment

(and not exceeding the percentage stated in the policy). STI will be

paidථas a lump sum,ථin cash,ථor as an allocation of shares at the

discretion of the Remuneration Committee (shares immediately

vest).

Long-Term

Incentive Plan

(‘LTI’)

To directly incentivise sustained shareholder

value through delivery of long-term

performance objectives and to retain high

calibre Executive Directors by providing an

attractive equity-based incentive that builds an

ownership mindset.

Offers to join a LTI are made annually, in the form of shares, options,

or in exceptional circumstances, cash. LTI payments have a

performance and vesting period of at least 3 years, subject to the

meeting of objective performance conditions and continued

employment.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

58

CORPORATE GOVERNANCE REPORT

SHORT-TERM INCENTIVE PLAN (STI) IMPLEMENTATION

The Remuneration Committee believes that a simple and transparent scheme for the annual bonus/STI, with sufficiently stretching targets,

ensures  that  the  Executive  Director(s)  and  Executive  Management  are  focused  on  the  delivery  of  sustainable  business  performance.  The

Performance Bonus Plan (“PBP”) was approved by Shareholders on 30 June 2022. The PBP is a discretionary plan that provides for the grant of

performance bonus awards to both Executive Directors and Executive Management of the Group in order to retain and motivate them. Awards

can  be  paid  in  the  form  of  cash  or  shares,  or  a  combination  of  both,  where  performance  objectives  in  both  the  individual  and  corporate

scorecards are reached.

The  Corporate and  Individual  Scorecard (“Scorecard”), as recommended  by management,  endorsed by  the  Remuneration Committee, and

approved by the Board, determines the specific Key Performance Indicators (“KPI”) that the participant must achieve over a period of 12 months

to receive an award. The Scorecards include a balanced range of measures that consider both financial and non-financial KPIs within the Health

& Safety, Value Creation and ESG categories.

The  Remuneration  Committee  ensures  and  has  ensured  that  the  incentive  structure  for  senior  management  does  not  raise  ESG  risks by

inadvertently motivating irresponsible behaviour.

The Board is provided with the discretion to modify the STI outcomes in extenuating circumstances.

Achievement and performance against each participant’s Scorecard are assessed annually as part of the Company’s broader performance review

process. As soon as practicable after the Company’s financial results become available following the end of each Performance Period, the Board

shall:

x  review the Group’s,  and, if applicable,  any relevant Group  company’s performance  and the  Participant’s performance  during the

Performance Period and determine whether, and to what extent, the Performance Conditions have been satisfied;

x  determine the total value of the Bonus Award payable to each Participant;

x  if any proportion of the total value of the Bonus Award is to be paid in cash, determine the amount of the Cash Award; and

x  if any proportion of the total value of the Bonus Award is to be settled in Bonus Shares, determine the number of Bonus Shares by

reference to the Market Value on the date of determination.

LONG-TERM INCENTIVE PLAN (LTIP) IMPLEMENTATION

The Remuneration Committee believes in setting demanding objectives, which reward progressive growth, in order to incentivise and encourage

long-term growth and enhance shareholder value.

The Long-Term Incentive Plan (LTIP) is operated in conjunction with the Long-Term Incentive Plan Rules (LTIP Rules) approved by Shareholders

on 30  June 2022. Performance  conditions, including non-financial metrics,  are relevant, stretching  and designed  to promote  the long-term

success  of  the  Company.  The  LTIP’s  purpose  is  to  encourage  employee retention  and to  incentivise the  creation of  long-term  value  for

shareholders by the Executive Director(s) and Executive Management.

The LTIP opportunity level reflects the capacity of the participant to influence long-term sustainable growth and performance.

2025 DIRECTORS’ REMUNERATION POLICY

At the upcoming AGM to be held in late 2025, the Board intends to propose a resolution for shareholders to approve an updated Directors’

Remuneration Policy. The Board believes that the current policy can be improved to improve recruitment and retention of directors and will

align the policy closer with market standards.

The Directors' Remuneration Report has been approved by the Board and signed on behalf of the Board by:

Paul Smith

Director

Remuneration Committee Chair

24 September 2025

![](data:image/png;base64,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SolGold plc Annual Report for the Year Ended 30 June 2025

59

DIRECTORS’ REPORT

DIRECTORS’ REPORT

The Directors present the Annual Report of SolGold plc together with the audited consolidated financial statements for the year ended 30 June

2025.

In accordance with section 415 of the Companies Act 2006 (UK), the Directors present their report which incorporates the Strategic Report,

Corporate  Governance  Report  and  responsibility  statements  required  under  the  Disclosure  Guidance  and  Transparency  Rules  sourcebook

(“DTRs”) of the United Kingdom’s Financial Conduct Authority as set out on pages 3 to 64, for listed companies and the audited accounts for the

year ended 30 June 2025 as set out on pages 75 to 123.

PRINCIPAL ACTIVITIES

SolGold plc (“SolGold” or the “Company”) is a mineral exploration and development company with an office in Zug, Switzerland. The Company

is a UK-incorporated public limited company with the registration number 05449516 and registered address of 1 Cornhill, London, EC3V 3ND,

United Kingdom. SolGold is listed on the LSE (SOLG) and has an exploration and project team focused on copper-gold exploration and mine

development with its primary assets in Ecuador and other mineral exploration assets in Australia.

REVIEW OF BUSINESS

A review of the current and future development of the Group’s business is given in the Strategic Report on pages 3 to 31, which forms part of,

and by reference is incorporated in, this Directors’ Report.

Financial risk management has been assessed within Note 24 to the financial statements.

RESULTS AND DIVIDENDS

The  Directors  do  not recommend the  payment  of  a  dividend  (2024:  nil). The results  for  the  year  are  set out in  the  consolidated  financial

statements for the year ended 30 June 2025.

SHARE CAPITAL

Details of the issued share capital of the Company, including details of ordinary shares issued during the year, are set out in Note 18 of the

financialථstatements.

As at the date of this report, the Company’s issued share capital consisted of 3,001,106,975 ordinary shares of GBP0.01 each. During the period,

its subsidiary, SolGold Canada Inc. (formerly Cornerstone Capital Resources Inc.), disposed of 157,141,000 shares in the Company. These shares

were originally acquired as part of the acquisition of SolGold Canada Inc. (formerly Cornerstone Capital Resources Inc.). The Company has one

class of ordinary share, with the rights set out in the Articles of Association. All issued shares are fully paid, and each share has the right to one

vote at a Company general meeting. There are no specific restrictions either on the size of a holding or on the transfer of shares, which are both

governed by our Articles of Association. There are no special rights attached to the control of the Company or special rights attached to shares

under any employee share scheme.

The Directors may only issue shares to the extent authorised by the shareholders in a general meeting, unless an exemption applies.

Details of the Company’s Employee Incentive Plans, including the Incentive Plans approved by shareholders at the EGM on 30 June 2022 and by

the Directors on 17 March 2023, are set out in Note 23. No votes are cast in respect of the options under the Incentive Plans until such time the

options are converted to shares. No person has any special rights of control over the Company’s share capital, and all issued shares are fully

paid. As at 30 June 2025, there were 86,000,000 options outstanding for the issue of ordinary shares under the current employee incentive

plans. In addition, there are 17,100,000 options for the issue of ordinary shares under the Cornerstone scheme, which are to previous directors,

employees and consultants of Cornerstone Capital Resources Inc (now known as SolGold Canada Inc).

The current power to allot shares was granted by shareholder resolution at the 2024 Annual General Meeting (“AGM”), and a new authority

will be sought at the 2025 AGM within the limits which will be set out in the notice of meeting for the 2025 AGM.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

60

DIRECTORS’ REPORT

DIRECTORS AND DIRECTORS’ INTERESTS

The Directors of the Company who held office during the year were as follows:

Appointed

Paul Smith  3 March 2025

Slobodan (Dan) Vujcic

24 October 2022

CEO – 3 March 2025

Nicholas Mather

11 May 2005

CEO: May 2005 – March 2021

María Amparo Albán Ricaurte  21 October 2020

Scott Caldwell

24 October 2022

CEO: November 2022 – 3 March 2025

Adrian (Steve) van Barneveld  20 December 2023

Jian (John) Liu  25 February 2024

Charles Joseland  27 February 2024

Further details about the current Directors and their roles within the Company are available on page 35. Details of the remuneration of the

Directors, and their interests in the shares of the Company are contained in the Directors’ Remuneration Report on pages 47 to 58.

The Board has the power at any time to elect any person to be a director, but the number of Directors must not exceed the maximum number

determined by the Articles of Association. The Board will continue to regularly review and monitor its composition and performance, having

regard to the evolving complexity of the Company’s activities and operations, and make changes as appropriate. Under the Company’s Articles

of Association, each Director submits himself or herself for re-election by shareholders at least every three (3) years, and any director appointed

by the Directors also submits himself or herself for election at his or her first AGM. However, all Directors intend to stand for re-election at the

2025 AGM to be held later this year.

DIRECTORS’ INTERESTS

Before each Board meeting, all Directors are to disclose whether they hold any interests in any matters to be reviewed at the Board meeting.

The Company Secretary is notified promptly of any changes to those reported interests. Information on Directors’ interests in shares of the

Company is set out in the Directors’ Remuneration Report on page 51.

DIRECTORS’ INDEMNITY

The Company has maintained Directors’ and Officers’ insurance during the year. Such provisions remain in force at the date of this report.

The Company has entered into deeds of indemnity with each of the Directors and which were in force as at the date of this Directors’ report.

SUBSTANTIAL SHAREHOLDING

At 30 June 2025, the Company has been notified or is aware of the following interests in the Shares of the Company of 3% or more of the

Company’s total issued share capital.

Name

Number  % of ISC

Jiangxi Copper (Hong Kong) Investment Company Limited  365,757,587  12.19%

BHP Billiton Holdings Limited  310,965,736  10.36%

Newcrest International Pty Ltd  309,309,996  10.31%

DGR Global Ltd  204,151,800  6.80%

Maxit Capital LP  153,366,663  5.11%

Tenstar Trading Limited  107,877,393  3.59%

CORPORATE GOVERNANCE

The Corporate Governance Statement as required by DTR 7.2.1 can be found on pages 34 to 41 for a description of the Company’s Corporate

Governance structure and policies. The Board has made  a concerted effort to ensure the Company’s governance practices and  policies are

current and implemented within the business of the Company. The Corporate Governance Report, as found on pages 32 to 58, forms part of

this Directors’ Report and is incorporated by cross -reference.

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JWpP4NpiRiS3Ze8giN2kOfvO3O3r52MlGXUHXxMls5ZWwquqX/eYRtm2Gw9m+yK6Kpe0ASEWmJPGsdQV+Tu6p2brXcrfPkisv+82t3XPyrtviwYcPe8J//vtPLXtytYkUSkdGjhuwwY/KMQw74wd/87fy77l74wfvuOO+SY/71tLGzpueqTprVrMnaapVb8Rv3nD00Qi3nLNHI7PMv/t2Xvrd6xdKeoSNO+uwndn/9kWWx4QeOF9nliEPu/fGlP/v0l3tXrNK+KhcqG9ZLPMcvmvUSAAAA2xNVEXH3Q9928tg9d7GQHFFsOoOmU6+fd9Xvv/PWD515/Ck3fPV7y+YtUE/RiLiZu5jW2SNC+4+k2MxesEV0smu9bN35b//wrz//9c7a3pbaqz55+oBJ40yk6D/u4Sk9o4e/6qtn7Hn0izsqy+ctOP99p8+59Hd1eH+oRLhs2ekV7llUVezR++d0Z9EcphuOzhCVETuO+l+55S2RvsIkbMl9c7518ntuu/hXTeODBg96+1c/M/awgwdESHrm3WmWQTuNOeWs/x49fVKn8IdvmH3WG993/yVXilqWFLHVE7M8tFCTCPFUrWpf8qF/+fEn/mvN0mUDh49897lnznjNy6ze9Nhvjcmvfvn7zv/6wImj60KKHJal2sy0LVoCAABgu0oJE5EiWQwc8JYvf7pn7CgLyeUmI8VIurbwaPITd8355WfO/MaRJ3/1+FMu/9J3Fs6+t91IblctNVV19z9yGIWnVnvpuvPeedqc398iGpLSniedMPnQA8oyiXtYkTc6LU4jelr2ik+dPmbcmKrQJuef/Otn1z76RETknFMqbEuWSoeYmodpjoUPPqweoRoRIWESoTJsxx3/V+55496txepHF5z9jg8te2RhU2dLdsxp7x1z0L49ZVHbJnexUlXxQZPGnfSFT/WULS9t3Zp1F3zk3+774SUaKmL9TzC25jeu7nWfaO/Ktee+6+9v/+WVImpFes0Z/zxs1jTRpio2ecqhEoNMR8yc+jff+tKgkcNyRE5aBi0BAACA7GKq3hTqgyeOf/fZZ46YOD7Vm8zvT42WWbN4kyKrtnP92N0PXPul73zzte/+xlFv+N1XvrPi0fmec//4fnNznKKjl/7Dpx+7475Ol5l7zw4jX/6hU03qELciqbvlZ6bghya3lEcOO/ZD7y5Cc0R72YrzTv3oulUr+x99bNGmqBEikkMkZMXSZY1JJFURDdEQMUkDu/9Xbnlh6qpXfvXbaxctrSIXhe2814x93/w6Uw/JJqHxzLtrRZ0jisZH7TFt/ze+pqsR0ajr9iWf+tLjt9+VPbZ+c62QkC6vfv2xM+becmttMSDHrKNeusvxh7ZMIlJRbfLbz2EuIaYjZkx5wz+dpq2iVUvezNMQWgIAAGA7kopkZqloWdEqWzZ8xuT3/vi7+xz9UhMNkSwRKqFuSUVVQ1RFVNW0Ua+8XvzI/Ku+8p3Pv+ykn73/4ysenJdz3WmqxqvctKt2u647VXavc7tpbvre+bN/d21OkmoXTfu/8fhBY0eKtcwKM0tlYRvt15RDSo2BZcw8/uihO40tQrLo4w/Nve7z34+c3Tt5S1pCs4cUErWF9LZdRbKHqobUSSVLd1e5VffKc26appO9anJV13VdtTtVrhuvm5w3fIXnp786Va7q2t2bTqdq6gj37E3OEbr0vrl3/Py3rpLMcviLTn1rq5VSq1WWraJoWXpm8YYWXd1lV9HV6iq7Dj7lRB/Yba6u0rd23U//4dPe2/bNLOzeHJNwkUeun33LZVc3SZNL00qHvefkVipSUfZ0dZWbJlarTGVXKxWpp2UzX/3ykTvvlDWM8yUAAACw6Vg5Ukq647ATv/apd37js9P22nWQlUXWiNQJMVGL0E2X3IaIh1R1fcMvLvvyq95+03cv0kbVTUJSUUiI57qWyMtXXfnNc4rGXURUtCgOeNUrxLNt5iFG/+plk5QHFPuecLSquopGXPujn6x4aF6TNfIWfhgf4VlFRUSffmay4Sxvla3flyrCS5Gi8WbZ6s6K3tyueteu6VuzrlrT7v/qXd23ZtX6/q9q7Yq+lSvXLV/dWdNnqzt1p6kja1RZ5IrPfSV3KlVJOUbtNG63Iw6LLThGY/jUnXfZZ5Z4pBAVmT9n3gM/u9xj6+Y45RB1veVHPw+N0kVDxkyeOGbvPZ//vUuoaVerNNXNXS37OAEAAGyvzNSbweY5xaRjDj/lqMPW3jf3vkt/8+CV1y6YNz/npjZNIf3j8o3HkqEiIe3Vay/51BfXzl1w6Cf+rlVYUrOkJl6H3nrOJfXSVf2bPYXIpN2m90yZmMVtc+srIkTNxKWw6S85+Iozvyum4ZF6++685NcvPv2DW9YBG56hiEer1Xo6flTEIiSkabbuE301M9Wcvepd+4cLf/rkrfcsvOv+1UuWqWn91IEP1j+B6qkXM5Fho0ZO2HO3nU54yUEnvqKOrGZL7rj3wWtu6p+DFR4zX3ZYXRatLWgJN5lx1EsevP42V/eIbtdrvv/D3U96lZRb9y7yunUPX3OTaUgWNd31qJc0SdLz300NEf+jU6poCQAAgO1V5Fq0W1ruXlj0pOiaNelFs95z6OmnPnnPg3dc8IvZP7+8b9266J9xv3FReKhqFW7Zrz7vonEv3HvG8S9NEh6S1KWKey+9spOif+2zqU055IBCpC0+cDPPJZKpZxe1VuSxs2YMGdCzsr2+K7Rjcu/l17z4b9/bFLol4+cI7++HwUOGbNQ/0b8bVF1XW3d/3CUizFrDhh3+/rc23lRrq4VXXX/BZ79ULVra/y2NPLPFVFG2Xn7au2ed/JpBw3tCJMJbmjzktl/8VupcF5oktCimvnBfs/5trJ5nPK+53nmv3cWkNjXTppEn5i1Yef9DO+6z61YEY8Rd197Qu259REhKOWLi7jNU/HlfPSTk+fbPYo4TAADAdioVrQFlqWXqapWpKFLRapXd3WVXV1dr4n57vOJz/3D6TZe+8Rv/sd9xRwwdMlRF1fsfSGyIiqQmYpX4td84P+WomyZCRGXtgkUL5841FzVR1SLHmH1mudYDrdzcUdOqmooipWRFq3vggEHTdy5E3EQkFs9/vPPEklZ6/ucSIVakFGop6aDpE4omwiNE3CRlzeprly7bqvujKaWiaCUrkxVF2d0aMGTk0N1e9/L3n/vNQSOGqoSbmIeGaIS5HHjicQe956SuoQMixCwlFUvZTB+79oZGRSXUQ4pi9PRpqlm12JJf0MgZk6Orq/RIWVQl3B+9876tehdZ9LGrrum/2AiX0NG7TVPd0goIWgIAAAB/gu6hg3Y5+vBXff2zf3fVhSef8Y8Tp0/R6N9WVp8eZVrIo/fc+9iNt6laMgn3Jx+eW3tWVfGQEE86avyYwmxLD0YwG7njDioaEaLS1Hnx/MdUt/RPq6pZmjh1WpPUdMP8I9dQkfVLl2+T2zJiyoSXvOl1EWJZon/2VYipTtpv70atKAoVUVFNFq7ttesWP7aw7P8es6GDBg8bOyap6Rbcj3AvB/aMGDo0RFzDJaTOi+57aKuu1jwefXBuSPQ/XCrKYsCQISKxTW4FLQEAAIDNjMvDu8RbORc7jtjl5BPe8cvzT/z0xwaNHLbxSFRFS/cbLro0mXmIhq5YuMjUnj4n2cqiZ8RwD4/Y9IC6zb6q9AwdGhIaIqLJZc2KVVsyalXVcFfVCJ+wx+59JiqhKinETSV0/ZMrt8ltCbPdjjk8zGTDyvQIEVPpHjYkkmnjIiHhjYdoWvnYE1I1lUQSkZABgwfKgFI8/5GjOTaqKsumQ4YMNtUICVMTWbd06VZdbbOuvXbpShUVFRMZ0OoqBwww1W1yK2gJAAAAbG54bmFFlcSi6TZvtWSvk1592vnfHj5lp6c/VY+QKsWjN95R9VbZI7Ln3o5HiIqFhEqrLLXVMgmJiNiSqUoiRRH967YjLCSqektGrZ6zpRThETF86s4Tx40zVZcwiSyhIo/PfWSb3JUy+aCdxg8aMLAxVX96CYmYSIpIhUX/CXEiEZI7dSPRpP6341a2GhUR3YKUkJBoPFKrJbHhrLjGpM5bt4I8d+pOb19/7UREKoraXbfNYwlaAgAAYHtS1bmp2n2d9Z1O8/wpoVoUqSsVqegqy66i1TWguxy6+5R3feuLxfChGqEqliNE1y9bvurJxV1mUXS3hgxI/kxqqKqJZlFVTfr8+5mGS9HuWI6cRFS9EB3QyltwQJulJCJmKaXCS9vtiBeJi5nUaoWrRayav6Czrl03TTRVZyv3dNr0EtVaXYOHDEoeYapPLVBuJMzEIwpLoVqqmYcNKArReOqsjv6pRqq2RXO+PJLZ+vXrJcI0zEVdi66tO3GvEHFTkXBXF63a6xu3+BP2x6UlAAAAtnPJxEVtdUftT5/lMmLGpJe+/tWmGi6SVEVy1VQrV+YIER++w4hsIhtWaWtfp1P3rhfR/h1Rn/eHZ5FVq1aEioaYRxYZM2Fs2so5OYXEnq893lqFNaL96y5U1i5f9eS99zWioVaa/kXvs4qLhCQbMXaMpVTmCAlXyZ2qJSIRWzLHSVOynNeuWh2iIuoqZjpq5/Fbdynd3a2ulqr0R0y7qpqlS5Q5TgAAANjqMW541df55vs+an/GB/Ouuutxh4slUdl4CYRHhPvIKRObQiUkVEXE66a9arX3z/vZgiGsRax7YkmE9i9oLnu6hk6cGF5v3dtU3WHPmZMO3tdcRcUjxFTc77jkMvFQEc/NX/ZGb0iFGDB82OAxO6hIIeqi7d7e3NuRLSsZj8gr1/St643+aVEioTFmz+lbdyFdxZCRwzdcjUjpumzOXN1GFUBLAAAAbFcxYaZp9UMLH7n+hj99BOn18BkzBnQPCBELCZHUKlrDhzfemMiwSZPGjhypIWESImXo8scXqVgO2ZKHIXnN+iceW9g/Fypr7LbbDB0xzHXrRq0hUkZ95Ife30qlS5iqRNSmt196RbNiVXjWv/go2E1FNDxi4oEvcJXwEJXV69atfvJJ37JtlEJk8ZwHc92ISpYIlcGtrskH7Lt1F1La6AljJfqfbWh4PHj3fcF6CQAAAGx1SqiWRdnVVV7zle+v7auqvvVN1a7q9Vv3Q0SLQq1MySVMQ6Nn2LBhY8Z2F6VbI91p2otf6CYi/csV4sl7HyxcXbL7c0/TD2/adeWdum6a+XfdG50cFmGSIs185TFmkrZy7Ouimlpj99tl/ze/onDLEf1bLq1fvurWs3/U9hTNn/Vcoq6qpmkkYrMnZlhLNKmmZLbvkYeEaaiKmDTNsnnz3U3k+Z+0RPj82+ck1f6XaTU69kUvGDRi8FZmVUzd/wA3S6oWHhJ3X35VrpqcK6/ryqPu62zmJjZNbkxFXWIzb5OWAAAA2K5EFgmJB267c/4ll1VFKZpNW1v3M1KqezudunINiehqdPJB+5Q9pZsmsRDZ76RXlUXRcgl3N5l/822VavFHVkuo9Z/R0IQ+es0N4h6iGjJ4zMg9XnlMmWuxrXwuER7hqunYv/vATrNmmGgjkcSbpFd/74K++QvbUv4Z91CtqlasXm1msgWf8E8+9IVjJozViBQROT9y0+1Nji0Zh3dc5119XRNZPFIOKfSod7yp3sqsaolMfulBXZbcQ0XrJCseXbjwhluqKCQl85y6nvtWuKWm8aavExqbe5u0BAAAwHbEQ5JZmBV1/unnzvQnloik2MpNfUJ05YNz6vWdSCYqjdkBJ70iIsRdpDBL4/bfc5+jDq/ck5hHPHLn/dUTS0Nsc5/iS2iRChcv2/Wtv74yl6oRoXbUqW/xwT2Wkm/lJSZVCU1q1dBBp3z9cyMmjm2FhpmGrF/X+9OPfsp6O39Oj/UtXeJ1k7dwqtLA7qNPfVtdaESY6QO/vabL1eP5t7Tqe2TBo3feLxIm2pjOOvygHQ/eL7Z2AB8xfNfJo6ZMFNMQEdNU5yu+/L2yU9dVNtXNnVuXI3XmLVz8xOJsm13nQksAAABsVy0RSaQoC0+2evHSH/3jp70vXLZuHbbmuP03VxeN166lQA8AACAASURBVOpZY+puu0184QtM3ExctH8r18NO/8DwHUeGShFSd6qbfvrz/vOhN3NZHhG1yLyrb1j5+JPSZBWdechB0088vhWevfat/DBexUVDQ7rMeyaNfse3/mvUlAlRi4mEyMN/mH3Z58/802+i6sP3PmB5S/PGvJ7++ldOnj7dVaokix9ZMPf6G7fkD87+2ZXtvj5VcdNhO4469uOnZYnWVp4NEclSrnY/9qiISKIaXpvMu+mOG8+7UExD1f25p3uliGt/9JPB2fLmX5GWAAAA2K5E5Y24NyZS+P3X3njFv3+hdmt3qrqq66qq6ueex5892p26qupO1Vn92BM3/eSXkiTl6HY75H1vzBquZlYURUopFakcMWnESf99RveAQVnCxW/+wcXtRcuz506Ts7t7rnPT1E1UdTRVrY02Wdf7Zd8+u5UbDR2yw6jX/tc/Dx85NHV1la2eVtnKecNyi4hQDxF1kRBJIi4iHrJRcKgVqShTkYqiVYgN23X6u87/xvjpO/fvU1snv/XsCy8742v12nZvp1P3tXPV5OxNUze52uRmPaWTvapyU9VN06nWd+748aVJJXmoioq4airKcmiPe9mIRGwyOg8rCvMjT3tXSoWGppwvO/Osqm6aKlftum7qyM/c8ypHp243uVq1aMlN3/9h1mhUeroGnHDGR4dPmlgWaZP16yFNdgtP2V0jTBqRpBIbnWcXHqLF/q87dvDgIRqeTYssteZL//Ob8y+7pmrXTZPrHJHdc8659k7dqdblqv3gVTd3chq994wixMSSR60qy9eua9d1Vfe2a3enJQAAALYnKmWRCtHCpaxN3K/94U+u+cTntXGRULMUz/2Mwr0JaZrGizX1Jf/46fWrVnn2QtML3/L6qUe/tEhmz5oHo13jDtrrTf/98UFDhqjo2oVLrvjcmd40pbc1cuRsYqlIblZr0WRdH3bb98597PZ7+kRSURz/8Q/3jB218c9LT51pLSJV0T83x0XFVcJMzDa70WrkMkX32B3e/N0vTN1nlnuopnb477521kX/cIavXt+RaKwRry1EJW0cEqqqqhFR5EqlkyW07dd//ZwHbro9m9ZJxLXo6trnqJe8/6JvTdt3H1Mx1WdN5TJVVZn0ssNe+YF35q6kofNvvXf2N38gnj36UuRmo8/3S2k0pGrHr//1v9etXFU0NrCr5+TP/vMeRx7eqPRf/Ka1I56sMU2iEpJMw902Wl4SIiI6eMLYEz72gaZstbJ1TMzU164/72//5bazL4hKVKKJ8BDPmpPU0f3QdXdf+/3zXvH//qb2LKERIabtvr6vvuW9f/jMV5c/MLdbQzTSJz7xCf5NAQAAbDcpIZHj7h/+YtnypXVhLY8cMf+u+5ff/8AuL9ivGjQwqaa0YbS68TR5d++45pWrf/Thj9973Y0p+4BhQ1750Q+++P+9q2yZeB1apI2GsO7RpXnI9Km7Hrj/vNtmr1u95on7Hx4/YdzI3We2Q1NK1r9CWi2yq9gjl/zqJ2d8ydpNz7Ahr//302edeGxu2mX5zKLwnLNZinCRmHvlDY/deXeImOjAIYMPevsb1NwkPee8/ogQz4VZa8iQXU84ZuxOY5fe/1Df2l7zePLeh+6+4qoJY8cO23mSpJRdkqgm2/i99xdFLbK+cu/tu/o/vnr5t78/IEcKzUW5/9GHv+WL/77X218/YOyORWmiklRFN1lh4CEWdUpp7IH7Tpi007ybb89r+ubMvnP48CEj99pDVUvb6MrD19Vy42e+et1Pfl6GDBw/+pQzPzv5ZYdIshApVETk6VSICHO/56JLFz++SD1C1FQPe/tJ5ZCBZumZt58bt9hxz91HdPc8dNNtqc6NiifNOc+5+sYHfn+jN82ggQPLQUNSsuX3PPj7z59116+ufMeXP5VGDZt9wc9XLn6yVKvDLVmnUz16092zL/zlQzffss8Jx2hsq91lAQAA8H9e5KZx+dpxb62WLXvzNz5z5zW3zv7BT1YtX+Kug0cOPfjkV+356pfvuNu0p8fQT//B9Wt677/4l1d95btLHn9yQE/PbkcddvgH3jp42s5FmdSzqqu0UlE8M4Bu6iY8h6olX7nm2nMuvP3bF/R6ffSpb9v9lNcMHD6opZ7FVKx38bJrvnPejWdfaJVPPOKQl3/kvTtM3SmX0hWltYqNY6b/KO0ljy84762nL71/TsekDBkwbPhpv7to8MhBqmV/BjyLZw8Rj5AIjZzVtNPMufzqGy68bMHsW5t1fVVKE2ZOO/DkE6cfdfDAUcO7B/Q8/d77/yM3zdpFyx+4/HfXffvcFQsWpaI1cvLO01/x0v2OPnTUjMmRzDRpSCM5hYpYKjZ5dNA0jWgTISYpVFfNX3Ttl793xy8uz3Wz7wlHvfhDbxs1eaIWGzZTqnrb137h27/9xjmtVtrzxOOPOu2dxQ4jSzXTrKHZRZIVT8Vedl94213fffvf9q1cI5FDTSy949wv7vrig2WjFnLP4nWWst3kpTff/utPfn7Bg4+ENOGSVYvQ0sUHtKxVlCHZZf9XH3/EP72/GKRJWt86/h3z7r4/S+4WyxJDR4zaaZ89dj/i4EkH7Tts2iRaAgAAYDtSd/o8F99946kn/OMHx+63a+3ma9v3XHX9nCuvWXDbncsXLRmQilG77TJlz93G7727Du6Jdr1uwZJHb7vjsbvvq9aum7DbtElHHr7HsYftMGWnVBT9Q+1nVcdzjOabdiVlXrrq+rN/dM+vrly9YuXkXXcdMGGnrq5y9SOPzrv33sEDBk45eL99T3nVuL33sMIKs6d/skSoWV/vuis/f/aahY/XCxfNnfNwp6/v6R+uHsPH7Dh6lyldw4YO2GH4Ue99a9eYUWqW/seUp2ddZ26aNYuWPHrdrQ9ff8uy+x5eNH9B7TFp6pSBu4wfP23qwB1Gitn6FWtWz39s2f1zH533yOiRw0fN2mXKQQeO3XfmuN1nqPU/fAjdsnPvNr5XuWlWzF941yVXPvLb6+bPe3TS1KmDJ40rhw3tXbp00T1zmpz3Pe5le7zu+HG7TX3uX2K7vuuCSx659e5Vjz7+8D33aqf2kCjUGleRNGTQ5JkzekaNHDBsyF7HHTbxxQelMm14dW/ataeqvuOyq+798a/m3H53p3e9qIaKhQwYNHDKnrsf/I43TTriINVI6trYV0582+L7Hp4wbfK0Qw6c+tIDx++1W/eQIU/PZ6MlAAAAtqeWyO2qI63KbVCXqmQRiSgkqrCi3VRLl86fN2/1/KVLly7NK1fUnXY5aHBr2LARI0fuOHmnkTMmDxg5TFVUxVLaeGj+x1ui7nSkSHV2E0mN9C5avGLBwnUrVqlIGtgzcuKEoRMnaFdhokWIR6TWhkpxzxKiZrlpep9c4Z6LsuUhGz9+qENK06ibCO/LPmTsDmWKpElT8cdbwutc968uiPBQX9/uXbLkyYWP++LVy5ataKqORwwYPHDIyJEjJ00cOmF095CB1l14iKoUpiJqTzXPFrbEJpfh4RLtjudVq9c+snDVkmWNRGlpzPjRg3bZue4uRXRg13Of+7G+aeoVK6Vq6rAiWRFae+OtUkLUozBt11Wywjy3hg5q9XSXT1VfrjpRlJ6jiKhDbM26dYsXr1i2Qk1G7bBj9447yJCBamGiZim8qt2euOWOkaNGtSaOL7tS5VqqWIQ99eCFlgAAANiORK4jS0elzI2WXdmbEDeT7CmZenazwqMRFRVR0aQSIqEaOdwjqxeqhSVR65+13z+YfJ7nEu6R3aKRZE0OTaWK5OxiZhrq7pHVxKTIImrPPJcQkXAXVXdX0/AQFRX1jUaw4W4SYiYuEiFJI9eWSnu+lmhy/3l2EblJpqJWZ4lIoV4kSSIhkj3MIqJRScmKEM/uailpISLu2SxtVUv0f7O754jITWmSI3JEkZJGDrX+pdIqrtmt1fOcP6qvqgtVixAVMQuRLKGNlyZuKUQ0sqmFWJ2rVBSFbWiJpmmyeyoK93BxUyk0uYdEiElI/5a+tYbVof2LMgq3JnIjXpioJNNkqk/vJUVLAAAAbEea7N7UKaUQyaqFqEaoqEstmjz6tzHyCBW17OERZqKmGhFhItI/tWfjJxJbMMcpe3+QhFuEqOUsapI0RCKkf1CcRCX1N8xTLeHu/Z/9R4RIeG5ULUQ33qeo6f+ZouISoqahyUIk/Y+jsp91nXVuCk1N9giRJElEN1xbqHkOkYjCTFU9S0j0r6kOEdX+1BIz8003TfrjLbFh1taGqMsiqsnqpjExMxUNFXWPLGGWJHtRPvd5dp0qW/+5f55VVK1/gyfT/gqJ8MgqyTUlDZVIaUNLVNmThEmIhmf3CE2FioqEu6uqiopZRCS1uu4UZStyuIaIRGhSkdxYWepTb5mWAAAAwGbHvnwn3/lHcL4EAAAAgD8FLQEAAADgT8EcJwAAAAB/Cp5LAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAAH89xf/8X9/5zlncFwAAAAB/HM8lAAAAAGy1Y489lpYAAAAA8KfQiHjW/3riice5LwAAAAC2uiUAAAAA4HkxxwkAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAAAALQEAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAAAALQEAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAPD/27V7EwBhKIyiEdxB0CVcIwM5hSvoTg6hhVPEViwCpvAHzilTydddnloCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAHfVoVgAACBxJREFUQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA+JJ6nicrAAAAeTHGtu3OL+4SAABAiWrbVisAAAB5l6NECKFKKdkFAAC4yz9OAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAPCs2gQAAPAjY9O//g3DvgR3CQAAoIyWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAABwdgC35OCpr3D1xgAAAABJRU5ErkJggg==)

SolGold plc Annual Report for the Year Ended 30 June 2025

61

DIRECTORS’ REPORT

WHISTLE-BLOWER REPORTS

During the year ended  30 June 2025, we received no new whistleblowing  reports, and there are no  active whistleblowing cases. The

Whistleblowing Policy is available on the Company’s website, and all reports are individually investigated both internally and, in some instances,

by  an  external  third-party  investigation.  The  introduction  of  the  whistle-blower  hotline  allows  both  employees  and  stakeholders  to  raise

concerns with a guarantee that the matter will be investigated.

EQUAL OPPORTUNITIES/EMPLOYEES WITH DISABILITIES

SolGold values diversity and aims to make the best use of everyone’s skills and abilities. We have given full and fair consideration to applications

for employment by the Company made by disabled persons, having regard to their particular aptitudes and abilities.

If any employees of the Company become disabled while they work for us, where possible, we will retrain employees who become disabled and

adjust their working environment, so they can maximise their potential.

EMPLOYEES

Employees receive regular briefings and updates via internal communications concerning specific events, announcements and presentations by

the CEO to inform them of the performance of the business and issues affecting the business. Communications are tailored to the location and

delivered in the local language.

FINANCIAL INSTRUMENTS

The Company does not undertake financial instrument transactions that are speculative or unrelated to the Company’s or Group’s activities.

The Group’s financial instruments consist of deposits with banks, accounts payable, other financial liabilities in the form of the Franco-Nevada

NSR Financing Agreement and OR Royalties NSR Financing Agreement and the Franco-Nevada Barbados/OR Royalties Gold Stream Agreement.

The loans provided to employees under the Company Funded Loan Plan (“CFLP”) expired on 21 December 2023, see Note 14. In addition to the

Group’s  financial  instruments, the  Company’s  financial  instruments also  include  its  loans to  subsidiaries. Further  details  of  financial risk

management objectives and policies, and exposure of the Company to financial risks are provided in Note 24 in the Financial Statements.

POLITICAL DONATIONS

No political donations were made during the year.

GOING CONCERN

The Directors consider it appropriate to prepare the financial statements on a going concern basis and have identified no material uncertainties

as to the Group’s ability to continue as a going concern for a period of twelve months from the date of approval of the financial statements for

the year ended 30 June 2025. Further details of the Directors’ going concern analysis are included in Note 1(b)(2) to the financial statements for

the year ended 30 June 2025.

Further details of the Company’s cash balances and borrowings are included in Note 17 and Note 21 in the Financial Statements on pages 109

and 111.

PERFORMANCE IN RELATION TO ENVIRONMENTAL REGULATION

CARBON REPORTING

Streamlined Energy and Carbon Reporting (“SECR”) regulations came into effect on 1 April 2019. The Company must report energy consumption

and resultant carbon emissions, as well as a suitable intensity ratio, in its Directors’ Report. The Company applies the practice of “reduce, reuse

and recycle” and is considerate  of the resources used as well as the direct  and indirect impact our operations may have. Furthermore, the

Company now has a roadmap to build the world’s first large-scale carbon-neutral copper mine at Cascabel.

METHODOLOGY

The methodology used for the calculation of emissions was the Greenhouse Gas (“GHG”) Protocol Corporate Accounting and Reporting Standard

(revised edition to 2015). The standard covers the accounting and reporting of seven greenhouse gases: carbon dioxide (CO

2

), methane (CH

4

),

nitrous oxide (N

2

O), hydrofluorocarbons (HFCs), perfluorocarbons (PCFs), sulphur hexafluoride (SF

6

) and nitrogen trifluoride (NF

3

), and it covers

the Company’s operational boundaries.

Scope 1 emissions from direct activities of the operation, included: 1) the use of vehicles owned by the Company for transportation of machinery,

material and personnel, operation of machinery for perforation, the use of generators for electricity in the camps, Liquefied Petroleum Gas

(LPG)  in  camps,  composting  activities  and  the  treatment  of  wastewater  from  the  camps  and  water  used  for  drilling  operations.  Methane

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JWpP4NpiRiS3Ze8giN2kOfvO3O3r52MlGXUHXxMls5ZWwquqX/eYRtm2Gw9m+yK6Kpe0ASEWmJPGsdQV+Tu6p2brXcrfPkisv+82t3XPyrtviwYcPe8J//vtPLXtytYkUSkdGjhuwwY/KMQw74wd/87fy77l74wfvuOO+SY/71tLGzpueqTprVrMnaapVb8Rv3nD00Qi3nLNHI7PMv/t2Xvrd6xdKeoSNO+uwndn/9kWWx4QeOF9nliEPu/fGlP/v0l3tXrNK+KhcqG9ZLPMcvmvUSAAAA2xNVEXH3Q9928tg9d7GQHFFsOoOmU6+fd9Xvv/PWD515/Ck3fPV7y+YtUE/RiLiZu5jW2SNC+4+k2MxesEV0smu9bN35b//wrz//9c7a3pbaqz55+oBJ40yk6D/u4Sk9o4e/6qtn7Hn0izsqy+ctOP99p8+59Hd1eH+oRLhs2ekV7llUVezR++d0Z9EcphuOzhCVETuO+l+55S2RvsIkbMl9c7518ntuu/hXTeODBg96+1c/M/awgwdESHrm3WmWQTuNOeWs/x49fVKn8IdvmH3WG993/yVXilqWFLHVE7M8tFCTCPFUrWpf8qF/+fEn/mvN0mUDh49897lnznjNy6ze9Nhvjcmvfvn7zv/6wImj60KKHJal2sy0LVoCAABgu0oJE5EiWQwc8JYvf7pn7CgLyeUmI8VIurbwaPITd8355WfO/MaRJ3/1+FMu/9J3Fs6+t91IblctNVV19z9yGIWnVnvpuvPeedqc398iGpLSniedMPnQA8oyiXtYkTc6LU4jelr2ik+dPmbcmKrQJuef/Otn1z76RETknFMqbEuWSoeYmodpjoUPPqweoRoRIWESoTJsxx3/V+55496txepHF5z9jg8te2RhU2dLdsxp7x1z0L49ZVHbJnexUlXxQZPGnfSFT/WULS9t3Zp1F3zk3+774SUaKmL9TzC25jeu7nWfaO/Ktee+6+9v/+WVImpFes0Z/zxs1jTRpio2ecqhEoNMR8yc+jff+tKgkcNyRE5aBi0BAACA7GKq3hTqgyeOf/fZZ46YOD7Vm8zvT42WWbN4kyKrtnP92N0PXPul73zzte/+xlFv+N1XvrPi0fmec//4fnNznKKjl/7Dpx+7475Ol5l7zw4jX/6hU03qELciqbvlZ6bghya3lEcOO/ZD7y5Cc0R72YrzTv3oulUr+x99bNGmqBEikkMkZMXSZY1JJFURDdEQMUkDu/9Xbnlh6qpXfvXbaxctrSIXhe2814x93/w6Uw/JJqHxzLtrRZ0jisZH7TFt/ze+pqsR0ajr9iWf+tLjt9+VPbZ+c62QkC6vfv2xM+becmttMSDHrKNeusvxh7ZMIlJRbfLbz2EuIaYjZkx5wz+dpq2iVUvezNMQWgIAAGA7kopkZqloWdEqWzZ8xuT3/vi7+xz9UhMNkSwRKqFuSUVVQ1RFVNW0Ua+8XvzI/Ku+8p3Pv+ykn73/4ysenJdz3WmqxqvctKt2u647VXavc7tpbvre+bN/d21OkmoXTfu/8fhBY0eKtcwKM0tlYRvt15RDSo2BZcw8/uihO40tQrLo4w/Nve7z34+c3Tt5S1pCs4cUErWF9LZdRbKHqobUSSVLd1e5VffKc26appO9anJV13VdtTtVrhuvm5w3fIXnp786Va7q2t2bTqdq6gj37E3OEbr0vrl3/Py3rpLMcviLTn1rq5VSq1WWraJoWXpm8YYWXd1lV9HV6iq7Dj7lRB/Yba6u0rd23U//4dPe2/bNLOzeHJNwkUeun33LZVc3SZNL00qHvefkVipSUfZ0dZWbJlarTGVXKxWpp2UzX/3ykTvvlDWM8yUAAACw6Vg5Ukq647ATv/apd37js9P22nWQlUXWiNQJMVGL0E2X3IaIh1R1fcMvLvvyq95+03cv0kbVTUJSUUiI57qWyMtXXfnNc4rGXURUtCgOeNUrxLNt5iFG/+plk5QHFPuecLSquopGXPujn6x4aF6TNfIWfhgf4VlFRUSffmay4Sxvla3flyrCS5Gi8WbZ6s6K3tyueteu6VuzrlrT7v/qXd23ZtX6/q9q7Yq+lSvXLV/dWdNnqzt1p6kja1RZ5IrPfSV3KlVJOUbtNG63Iw6LLThGY/jUnXfZZ5Z4pBAVmT9n3gM/u9xj6+Y45RB1veVHPw+N0kVDxkyeOGbvPZ//vUuoaVerNNXNXS37OAEAAGyvzNSbweY5xaRjDj/lqMPW3jf3vkt/8+CV1y6YNz/npjZNIf3j8o3HkqEiIe3Vay/51BfXzl1w6Cf+rlVYUrOkJl6H3nrOJfXSVf2bPYXIpN2m90yZmMVtc+srIkTNxKWw6S85+Iozvyum4ZF6++685NcvPv2DW9YBG56hiEer1Xo6flTEIiSkabbuE301M9Wcvepd+4cLf/rkrfcsvOv+1UuWqWn91IEP1j+B6qkXM5Fho0ZO2HO3nU54yUEnvqKOrGZL7rj3wWtu6p+DFR4zX3ZYXRatLWgJN5lx1EsevP42V/eIbtdrvv/D3U96lZRb9y7yunUPX3OTaUgWNd31qJc0SdLz300NEf+jU6poCQAAgO1V5Fq0W1ruXlj0pOiaNelFs95z6OmnPnnPg3dc8IvZP7+8b9266J9xv3FReKhqFW7Zrz7vonEv3HvG8S9NEh6S1KWKey+9spOif+2zqU055IBCpC0+cDPPJZKpZxe1VuSxs2YMGdCzsr2+K7Rjcu/l17z4b9/bFLol4+cI7++HwUOGbNQ/0b8bVF1XW3d/3CUizFrDhh3+/rc23lRrq4VXXX/BZ79ULVra/y2NPLPFVFG2Xn7au2ed/JpBw3tCJMJbmjzktl/8VupcF5oktCimvnBfs/5trJ5nPK+53nmv3cWkNjXTppEn5i1Yef9DO+6z61YEY8Rd197Qu259REhKOWLi7jNU/HlfPSTk+fbPYo4TAADAdioVrQFlqWXqapWpKFLRapXd3WVXV1dr4n57vOJz/3D6TZe+8Rv/sd9xRwwdMlRF1fsfSGyIiqQmYpX4td84P+WomyZCRGXtgkUL5841FzVR1SLHmH1mudYDrdzcUdOqmooipWRFq3vggEHTdy5E3EQkFs9/vPPEklZ6/ucSIVakFGop6aDpE4omwiNE3CRlzeprly7bqvujKaWiaCUrkxVF2d0aMGTk0N1e9/L3n/vNQSOGqoSbmIeGaIS5HHjicQe956SuoQMixCwlFUvZTB+79oZGRSXUQ4pi9PRpqlm12JJf0MgZk6Orq/RIWVQl3B+9876tehdZ9LGrrum/2AiX0NG7TVPd0goIWgIAAAB/gu6hg3Y5+vBXff2zf3fVhSef8Y8Tp0/R6N9WVp8eZVrIo/fc+9iNt6laMgn3Jx+eW3tWVfGQEE86avyYwmxLD0YwG7njDioaEaLS1Hnx/MdUt/RPq6pZmjh1WpPUdMP8I9dQkfVLl2+T2zJiyoSXvOl1EWJZon/2VYipTtpv70atKAoVUVFNFq7ttesWP7aw7P8es6GDBg8bOyap6Rbcj3AvB/aMGDo0RFzDJaTOi+57aKuu1jwefXBuSPQ/XCrKYsCQISKxTW4FLQEAAIDNjMvDu8RbORc7jtjl5BPe8cvzT/z0xwaNHLbxSFRFS/cbLro0mXmIhq5YuMjUnj4n2cqiZ8RwD4/Y9IC6zb6q9AwdGhIaIqLJZc2KVVsyalXVcFfVCJ+wx+59JiqhKinETSV0/ZMrt8ltCbPdjjk8zGTDyvQIEVPpHjYkkmnjIiHhjYdoWvnYE1I1lUQSkZABgwfKgFI8/5GjOTaqKsumQ4YMNtUICVMTWbd06VZdbbOuvXbpShUVFRMZ0OoqBwww1W1yK2gJAAAAbG54bmFFlcSi6TZvtWSvk1592vnfHj5lp6c/VY+QKsWjN95R9VbZI7Ln3o5HiIqFhEqrLLXVMgmJiNiSqUoiRRH967YjLCSqektGrZ6zpRThETF86s4Tx40zVZcwiSyhIo/PfWSb3JUy+aCdxg8aMLAxVX96CYmYSIpIhUX/CXEiEZI7dSPRpP6341a2GhUR3YKUkJBoPFKrJbHhrLjGpM5bt4I8d+pOb19/7UREKoraXbfNYwlaAgAAYHtS1bmp2n2d9Z1O8/wpoVoUqSsVqegqy66i1TWguxy6+5R3feuLxfChGqEqliNE1y9bvurJxV1mUXS3hgxI/kxqqKqJZlFVTfr8+5mGS9HuWI6cRFS9EB3QyltwQJulJCJmKaXCS9vtiBeJi5nUaoWrRayav6Czrl03TTRVZyv3dNr0EtVaXYOHDEoeYapPLVBuJMzEIwpLoVqqmYcNKArReOqsjv6pRqq2RXO+PJLZ+vXrJcI0zEVdi66tO3GvEHFTkXBXF63a6xu3+BP2x6UlAAAAtnPJxEVtdUftT5/lMmLGpJe+/tWmGi6SVEVy1VQrV+YIER++w4hsIhtWaWtfp1P3rhfR/h1Rn/eHZ5FVq1aEioaYRxYZM2Fs2so5OYXEnq893lqFNaL96y5U1i5f9eS99zWioVaa/kXvs4qLhCQbMXaMpVTmCAlXyZ2qJSIRWzLHSVOynNeuWh2iIuoqZjpq5/Fbdynd3a2ulqr0R0y7qpqlS5Q5TgAAANjqMW541df55vs+an/GB/Ouuutxh4slUdl4CYRHhPvIKRObQiUkVEXE66a9arX3z/vZgiGsRax7YkmE9i9oLnu6hk6cGF5v3dtU3WHPmZMO3tdcRcUjxFTc77jkMvFQEc/NX/ZGb0iFGDB82OAxO6hIIeqi7d7e3NuRLSsZj8gr1/St643+aVEioTFmz+lbdyFdxZCRwzdcjUjpumzOXN1GFUBLAAAAbFcxYaZp9UMLH7n+hj99BOn18BkzBnQPCBELCZHUKlrDhzfemMiwSZPGjhypIWESImXo8scXqVgO2ZKHIXnN+iceW9g/Fypr7LbbDB0xzHXrRq0hUkZ95Ife30qlS5iqRNSmt196RbNiVXjWv/go2E1FNDxi4oEvcJXwEJXV69atfvJJ37JtlEJk8ZwHc92ISpYIlcGtrskH7Lt1F1La6AljJfqfbWh4PHj3fcF6CQAAAGx1SqiWRdnVVV7zle+v7auqvvVN1a7q9Vv3Q0SLQq1MySVMQ6Nn2LBhY8Z2F6VbI91p2otf6CYi/csV4sl7HyxcXbL7c0/TD2/adeWdum6a+XfdG50cFmGSIs185TFmkrZy7Ouimlpj99tl/ze/onDLEf1bLq1fvurWs3/U9hTNn/Vcoq6qpmkkYrMnZlhLNKmmZLbvkYeEaaiKmDTNsnnz3U3k+Z+0RPj82+ck1f6XaTU69kUvGDRi8FZmVUzd/wA3S6oWHhJ3X35VrpqcK6/ryqPu62zmJjZNbkxFXWIzb5OWAAAA2K5EFgmJB267c/4ll1VFKZpNW1v3M1KqezudunINiehqdPJB+5Q9pZsmsRDZ76RXlUXRcgl3N5l/822VavFHVkuo9Z/R0IQ+es0N4h6iGjJ4zMg9XnlMmWuxrXwuER7hqunYv/vATrNmmGgjkcSbpFd/74K++QvbUv4Z91CtqlasXm1msgWf8E8+9IVjJozViBQROT9y0+1Nji0Zh3dc5119XRNZPFIOKfSod7yp3sqsaolMfulBXZbcQ0XrJCseXbjwhluqKCQl85y6nvtWuKWm8aavExqbe5u0BAAAwHbEQ5JZmBV1/unnzvQnloik2MpNfUJ05YNz6vWdSCYqjdkBJ70iIsRdpDBL4/bfc5+jDq/ck5hHPHLn/dUTS0Nsc5/iS2iRChcv2/Wtv74yl6oRoXbUqW/xwT2Wkm/lJSZVCU1q1dBBp3z9cyMmjm2FhpmGrF/X+9OPfsp6O39Oj/UtXeJ1k7dwqtLA7qNPfVtdaESY6QO/vabL1eP5t7Tqe2TBo3feLxIm2pjOOvygHQ/eL7Z2AB8xfNfJo6ZMFNMQEdNU5yu+/L2yU9dVNtXNnVuXI3XmLVz8xOJsm13nQksAAABsVy0RSaQoC0+2evHSH/3jp70vXLZuHbbmuP03VxeN166lQA8AACAASURBVOpZY+puu0184QtM3ExctH8r18NO/8DwHUeGShFSd6qbfvrz/vOhN3NZHhG1yLyrb1j5+JPSZBWdechB0088vhWevfat/DBexUVDQ7rMeyaNfse3/mvUlAlRi4mEyMN/mH3Z58/802+i6sP3PmB5S/PGvJ7++ldOnj7dVaokix9ZMPf6G7fkD87+2ZXtvj5VcdNhO4469uOnZYnWVp4NEclSrnY/9qiISKIaXpvMu+mOG8+7UExD1f25p3uliGt/9JPB2fLmX5GWAAAA2K5E5Y24NyZS+P3X3njFv3+hdmt3qrqq66qq6ueex5892p26qupO1Vn92BM3/eSXkiTl6HY75H1vzBquZlYURUopFakcMWnESf99RveAQVnCxW/+wcXtRcuz506Ts7t7rnPT1E1UdTRVrY02Wdf7Zd8+u5UbDR2yw6jX/tc/Dx85NHV1la2eVtnKecNyi4hQDxF1kRBJIi4iHrJRcKgVqShTkYqiVYgN23X6u87/xvjpO/fvU1snv/XsCy8742v12nZvp1P3tXPV5OxNUze52uRmPaWTvapyU9VN06nWd+748aVJJXmoioq4airKcmiPe9mIRGwyOg8rCvMjT3tXSoWGppwvO/Osqm6aKlftum7qyM/c8ypHp243uVq1aMlN3/9h1mhUeroGnHDGR4dPmlgWaZP16yFNdgtP2V0jTBqRpBIbnWcXHqLF/q87dvDgIRqeTYssteZL//Ob8y+7pmrXTZPrHJHdc8659k7dqdblqv3gVTd3chq994wixMSSR60qy9eua9d1Vfe2a3enJQAAALYnKmWRCtHCpaxN3K/94U+u+cTntXGRULMUz/2Mwr0JaZrGizX1Jf/46fWrVnn2QtML3/L6qUe/tEhmz5oHo13jDtrrTf/98UFDhqjo2oVLrvjcmd40pbc1cuRsYqlIblZr0WRdH3bb98597PZ7+kRSURz/8Q/3jB218c9LT51pLSJV0T83x0XFVcJMzDa70WrkMkX32B3e/N0vTN1nlnuopnb477521kX/cIavXt+RaKwRry1EJW0cEqqqqhFR5EqlkyW07dd//ZwHbro9m9ZJxLXo6trnqJe8/6JvTdt3H1Mx1WdN5TJVVZn0ssNe+YF35q6kofNvvXf2N38gnj36UuRmo8/3S2k0pGrHr//1v9etXFU0NrCr5+TP/vMeRx7eqPRf/Ka1I56sMU2iEpJMw902Wl4SIiI6eMLYEz72gaZstbJ1TMzU164/72//5bazL4hKVKKJ8BDPmpPU0f3QdXdf+/3zXvH//qb2LKERIabtvr6vvuW9f/jMV5c/MLdbQzTSJz7xCf5NAQAAbDcpIZHj7h/+YtnypXVhLY8cMf+u+5ff/8AuL9ivGjQwqaa0YbS68TR5d++45pWrf/Thj9973Y0p+4BhQ1750Q+++P+9q2yZeB1apI2GsO7RpXnI9Km7Hrj/vNtmr1u95on7Hx4/YdzI3We2Q1NK1r9CWi2yq9gjl/zqJ2d8ydpNz7Ahr//302edeGxu2mX5zKLwnLNZinCRmHvlDY/deXeImOjAIYMPevsb1NwkPee8/ogQz4VZa8iQXU84ZuxOY5fe/1Df2l7zePLeh+6+4qoJY8cO23mSpJRdkqgm2/i99xdFLbK+cu/tu/o/vnr5t78/IEcKzUW5/9GHv+WL/77X218/YOyORWmiklRFN1lh4CEWdUpp7IH7Tpi007ybb89r+ubMvnP48CEj99pDVUvb6MrD19Vy42e+et1Pfl6GDBw/+pQzPzv5ZYdIshApVETk6VSICHO/56JLFz++SD1C1FQPe/tJ5ZCBZumZt58bt9hxz91HdPc8dNNtqc6NiifNOc+5+sYHfn+jN82ggQPLQUNSsuX3PPj7z59116+ufMeXP5VGDZt9wc9XLn6yVKvDLVmnUz16092zL/zlQzffss8Jx2hsq91lAQAA8H9e5KZx+dpxb62WLXvzNz5z5zW3zv7BT1YtX+Kug0cOPfjkV+356pfvuNu0p8fQT//B9Wt677/4l1d95btLHn9yQE/PbkcddvgH3jp42s5FmdSzqqu0UlE8M4Bu6iY8h6olX7nm2nMuvP3bF/R6ffSpb9v9lNcMHD6opZ7FVKx38bJrvnPejWdfaJVPPOKQl3/kvTtM3SmX0hWltYqNY6b/KO0ljy84762nL71/TsekDBkwbPhpv7to8MhBqmV/BjyLZw8Rj5AIjZzVtNPMufzqGy68bMHsW5t1fVVKE2ZOO/DkE6cfdfDAUcO7B/Q8/d77/yM3zdpFyx+4/HfXffvcFQsWpaI1cvLO01/x0v2OPnTUjMmRzDRpSCM5hYpYKjZ5dNA0jWgTISYpVFfNX3Ttl793xy8uz3Wz7wlHvfhDbxs1eaIWGzZTqnrb137h27/9xjmtVtrzxOOPOu2dxQ4jSzXTrKHZRZIVT8Vedl94213fffvf9q1cI5FDTSy949wv7vrig2WjFnLP4nWWst3kpTff/utPfn7Bg4+ENOGSVYvQ0sUHtKxVlCHZZf9XH3/EP72/GKRJWt86/h3z7r4/S+4WyxJDR4zaaZ89dj/i4EkH7Tts2iRaAgAAYDtSd/o8F99946kn/OMHx+63a+3ma9v3XHX9nCuvWXDbncsXLRmQilG77TJlz93G7727Du6Jdr1uwZJHb7vjsbvvq9aum7DbtElHHr7HsYftMGWnVBT9Q+1nVcdzjOabdiVlXrrq+rN/dM+vrly9YuXkXXcdMGGnrq5y9SOPzrv33sEDBk45eL99T3nVuL33sMIKs6d/skSoWV/vuis/f/aahY/XCxfNnfNwp6/v6R+uHsPH7Dh6lyldw4YO2GH4Ue99a9eYUWqW/seUp2ddZ26aNYuWPHrdrQ9ff8uy+x5eNH9B7TFp6pSBu4wfP23qwB1Gitn6FWtWz39s2f1zH533yOiRw0fN2mXKQQeO3XfmuN1nqPU/fAjdsnPvNr5XuWlWzF941yVXPvLb6+bPe3TS1KmDJ40rhw3tXbp00T1zmpz3Pe5le7zu+HG7TX3uX2K7vuuCSx659e5Vjz7+8D33aqf2kCjUGleRNGTQ5JkzekaNHDBsyF7HHTbxxQelMm14dW/ataeqvuOyq+798a/m3H53p3e9qIaKhQwYNHDKnrsf/I43TTriINVI6trYV0582+L7Hp4wbfK0Qw6c+tIDx++1W/eQIU/PZ6MlAAAAtqeWyO2qI63KbVCXqmQRiSgkqrCi3VRLl86fN2/1/KVLly7NK1fUnXY5aHBr2LARI0fuOHmnkTMmDxg5TFVUxVLaeGj+x1ui7nSkSHV2E0mN9C5avGLBwnUrVqlIGtgzcuKEoRMnaFdhokWIR6TWhkpxzxKiZrlpep9c4Z6LsuUhGz9+qENK06ibCO/LPmTsDmWKpElT8cdbwutc968uiPBQX9/uXbLkyYWP++LVy5ataKqORwwYPHDIyJEjJ00cOmF095CB1l14iKoUpiJqTzXPFrbEJpfh4RLtjudVq9c+snDVkmWNRGlpzPjRg3bZue4uRXRg13Of+7G+aeoVK6Vq6rAiWRFae+OtUkLUozBt11Wywjy3hg5q9XSXT1VfrjpRlJ6jiKhDbM26dYsXr1i2Qk1G7bBj9447yJCBamGiZim8qt2euOWOkaNGtSaOL7tS5VqqWIQ99eCFlgAAANiORK4jS0elzI2WXdmbEDeT7CmZenazwqMRFRVR0aQSIqEaOdwjqxeqhSVR65+13z+YfJ7nEu6R3aKRZE0OTaWK5OxiZhrq7pHVxKTIImrPPJcQkXAXVXdX0/AQFRX1jUaw4W4SYiYuEiFJI9eWSnu+lmhy/3l2EblJpqJWZ4lIoV4kSSIhkj3MIqJRScmKEM/uailpISLu2SxtVUv0f7O754jITWmSI3JEkZJGDrX+pdIqrtmt1fOcP6qvqgtVixAVMQuRLKGNlyZuKUQ0sqmFWJ2rVBSFbWiJpmmyeyoK93BxUyk0uYdEiElI/5a+tYbVof2LMgq3JnIjXpioJNNkqk/vJUVLAAAAbEea7N7UKaUQyaqFqEaoqEstmjz6tzHyCBW17OERZqKmGhFhItI/tWfjJxJbMMcpe3+QhFuEqOUsapI0RCKkf1CcRCX1N8xTLeHu/Z/9R4RIeG5ULUQ33qeo6f+ZouISoqahyUIk/Y+jsp91nXVuCk1N9giRJElEN1xbqHkOkYjCTFU9S0j0r6kOEdX+1BIz8003TfrjLbFh1taGqMsiqsnqpjExMxUNFXWPLGGWJHtRPvd5dp0qW/+5f55VVK1/gyfT/gqJ8MgqyTUlDZVIaUNLVNmThEmIhmf3CE2FioqEu6uqiopZRCS1uu4UZStyuIaIRGhSkdxYWepTb5mWAAAAwGbHvnwn3/lHcL4EAAAAgD8FLQEAAADgT8EcJwAAAAB/Cp5LAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAAH89xf/8X9/5zlncFwAAAAB/HM8lAAAAAGy1Y489lpYAAAAA8KfQiHjW/3riice5LwAAAAC2uiUAAAAA4HkxxwkAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAAAALQEAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAAAALQEAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAPD/27V7EwBhKIyiEdxB0CVcIwM5hSvoTg6hhVPEViwCpvAHzilTydddnloCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAHfVoVgAACBxJREFUQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA+JJ6nicrAAAAeTHGtu3OL+4SAABAiWrbVisAAAB5l6NECKFKKdkFAAC4yz9OAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAPCs2gQAAPAjY9O//g3DvgR3CQAAoIyWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAABwdgC35OCpr3D1xgAAAABJRU5ErkJggg==)

SolGold plc Annual Report for the Year Ended 30 June 2025

62

DIRECTORS’ REPORT

calculations were made separately for both wastewater sources, and N

2

O generation was only calculated for wastewater from camps. These

calculations were made using the GHG Protocol for Cities (“GPC”) methodology.

Scope 2 emissions are from activities of the operation associated with the consumption and purchase of electricity from the grid for the camps.

Reported annual emissions are presented in tonnes of carbon dioxide equivalent (CO

2

eq). Regarding the emissions factors, for energy and fuel,

the updated emissions factors provided by the Government of Ecuador were used, and the IPCC emissions factors were used for the waste

sector.

A third-party consultant, Felipe Castillo, produced SolGold’s emission reports. The Company reported on all of the emission sources required

under the  Companies Act  2006 (UK) (Strategic Report  and Directors’  Reports). The Company does not have responsibility for any  emission

sources that are not included in its consolidated statements.

INTENSITY RATIO

In order to express the GHG emissions in relation to a quantifiable factor associated with the Company’s activities, drilling metres were chosen

as a normalisation factor. This will allow comparison of the Company’s performance over time, as well as with other companies in the sector.

For  the  year  ended  30  June  2025,  the  intensity  ratio  for  the  Cascabel  and  regional  exploration  operations  was  0.21mtCO

2

e/metre  drilled

(2024:N/A due to no drilling activity). For further details on the Company’s emissions report and details refer to page 24.

CURRENCY

The functional currency of the subsidiaries in Australia is considered to be Australian Dollars (AU$). The functional currency of the subsidiaries

in the Solomon Islands is considered to be Solomon Islands Dollars (SBD). The functional currency of the subsidiaries in Ecuador is considered

to  be  United  States  Dollars  (US$).  The  functional  currency  of  the  subsidiary  in  Switzerland  is  considered  to  be  United  States  Dollars.  The

functional currency of the subsidiaries in Canada is considered to be Canadian Dollars (CAD). The functional currency of the subsidiaries in Chile

is considered to be the Chilean Peso (CLP). The presentational currency of the Company and the Group is United States Dollars, and all amounts

presented in the Directors’ Report and financial statements are presented in United States Dollars unless otherwise indicated.

TAKEOVER

There are no significant agreements that take effect, alter or terminate on change of control of the Company following a takeover. Certain

employees may receive compensation on a change of control of the Company following a takeover, in some instances, subject to the discretion

of the Board regarding their Employee Share Incentive Plans.

Furthermore, under the Directors’ Remuneration Policy approved on 5 December 2024, Directors are not provided with compensation for loss

of office or employment that occurs because of a takeover bid.

RELATED PARTY TRANSACTIONS

Details of related party transactions for the Group and Company are given in Note 26. Key management personnel remuneration disclosures

are given in Note 5.

SUBSEQUENT EVENTS

Details of significant events since the balance sheet date are contained in Note 29 to the financial statements. The Directors are not aware of

any other significant changes in the state of affairs of the Group and Company or events after the reporting date that would have a material

impact on the consolidated or Company financial statements.

SECTION 172 STATEMENT

A statement of how the Board has performed its duties under section 172 of the Companies Act 2006 (UK) can be found on page 19 of the

Strategic Report.

In accordance with the Companies Act 2006 (UK), other section 172 considerations have been reported in other sections of the Annual Report

and are included in this Directors’ Report by reference in the details of stakeholder engagement (page 38).

A separate communication will be sent to shareholders and published on the Company’s website regarding the Company’s 2025 AGM, which is

to be held prior to 31 December 2025.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

63

DIRECTORS’ REPORT

WEBSITE PUBLICATION

The  Directors are  responsible  for ensuring  the  Annual Report  and  the  financial statements are  made  available  on the  Company’s  website.

Financial statements are published on the Company’s website in accordance with legislation in the United Kingdom governing the preparation

and  dissemination  of financial  statements,  which  may  vary  from legislation  in  other  jurisdictions.  The maintenance  and  integrity  of  the

Company’s website is  the responsibility of  the  Directors. The Directors’  responsibility  also extends  to  the ongoing  integrity of  the financial

statements contained therein.

ARTICLES OF ASSOCIATION

The  Company’s  amended  Articles  of  Association  were  adopted  by  shareholders  at the  Company’s  AGM  held  on  5  December  2024.  Any

amendment to the Articles requires the approval of shareholders by a special resolution at a general meeting of the Company.

DISCLOSURE OF AUDIT INFORMATION

In the case of each director in office at the date the Directors’ Report is approved:

x  so far as the director is aware, there is no relevant audit information of which the Group’s and Company’s auditors are unaware; and

x  they have taken all the steps that they ought to have taken as a director in order to make themselves aware of any relevant audit

information and to establish that the Group’s and Company’s Auditors are aware of that information.

The Group’s Auditors, PricewaterhouseCoopers LLP, have indicated their willingness to continue in office and, on the recommendation of the

Audit Committee and in accordance with section 489 of the Act, a resolution for their reappointment will be put to the 2025 AGM.

By order of the Board

Ryan Wilson

Company Secretary

SolGold plc

Industriestrasse 47

Zug 6300

Switzerland

24 September 2025

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

64

DIRECTORS’ REPORT

DIRECTORS’ RESPONSIBILITY STATEMENT

The Directors are responsible for preparing the Annual Report and the financial statements in accordance with applicable law and regulation.

Company law requires the Directors to prepare financial statements for each financial year. Under that law the Directors have prepared the

Group and the Company financial statements in accordance with UK-adopted international accounting standards. In preparing the Group and

Company  financial  statements,  the  Directors  have  also  elected  to  comply  with  International  Financial  Reporting  Standards  issued  by  the

International Accounting Standards Board (IFRSs as issued by IASB).

Under company law, Directors must not approve the financial statements unless they are satisfied that they give a true and fair view of the state

of affairs of the Group and Company and of the profit or loss of the Group for that period. In preparing the financial statements, the Directors

are required to:

x  select suitable accounting policies and then apply them consistently

x   state whether applicable UK-adopted international accounting standards and IFRSs issued by IASB have been followed, subject to any

material departures disclosed and explained in the financial statements

x   make judgements and accounting estimates that are reasonable and prudent

x   prepare the financial statements on the going concern basis unless it is inappropriate to presume that the Group and Company will

continue in business

The Directors are responsible for safeguarding the assets of the Group and Company and hence for taking reasonable steps for the prevention

and detection of fraud and other irregularities.

The Directors are also responsible for keeping adequate accounting records that are sufficient to show and explain the Group’s and Company’s

transactions and disclose with reasonable accuracy at any time the financial position of the Group and Company and enable them to ensure

that the financial statements and the Directors’ Remuneration Report comply with the Companies Act 2006.

The Directors are responsible for the maintenance and integrity of the Company’s website. Legislation in the United Kingdom governing the

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

DIRECTORS’ CONFIRMATIONS

Each of the Directors, whose names and functions are listed in Annual Report and the financial statements confirm that, to the best of their

knowledge:

x   the Group and Company financial statements, which have been prepared in accordance with UK-adopted international accounting

standards and IFRSs issued by IASB, give a true and fair view of the assets, liabilities and financial position of the Group and Company,

and of the loss of the Group

x   the Annual Report and the financial statements include 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

Board Approval – 24 September 2025

On behalf of the Board,

Paul Smith

Director

SolGold plc

24 September 2025

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BASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAICzA8o5L7/ISj8VAAAAAElFTkSuQmCC)

SolGold plc Annual Report for the Year Ended 30 June 2025

65

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Independent auditors’ report to the members

of SolGold plc

Report on the audit of the financial statements

Opinion

In  our  opinion,  SolGold  plc’s  Group  financial  statements  and  Company  financial  statements  (the  “financial

statements”):

x  give a true and fair view of the state of the Group’s and of the Company’s affairs as at 30 June 2025 and of the

Group’s loss and the Group’s and Company’s cash flows for the year then ended;

x  have been properly prepared in accordance with UK-adopted international accounting standards as applied in

accordance with the provisions of the Companies Act 2006; and

x  have been prepared in accordance with the requirements of the Companies Act 2006.

We have audited the financial  statements,  included  within  the  2025  Annual Report (the “Annual Report”), which

comprise:  the  Consolidated  and  Company  Statements  of  Financial  Position  as  at  30 June 2025;  the  Consolidated

Statement of Profit or Loss and Other Comprehensive Income, the Consolidated and Company Statements of Changes

in Equity and the Consolidated and Company Statements of Cash Flows for the year then ended; and the notes to the

financial statements, comprising material accounting policy information and other explanatory information.

Our opinion is consistent with our reporting to the Audit and Risk Committee.

Separate opinion in relation to IFRSs as issued by the IASB

As explained in note 1(a) to the financial statements, the Group and Company, in addition to applying UK-adopted

international accounting standards, have also applied international financial reporting standards (IFRSs) as issued by

the International Accounting Standards Board (IASB).

In our opinion, the Group and Company financial statements have been properly prepared in accordance with IFRSs

as issued by the IASB, as applied in accordance with the provisions of the Companies Act 2006.

Basis for opinion

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

Our responsibilities under ISAs (UK) are further described in the Auditors’ responsibilities for the audit of the financial

statements section of our report. We believe that the audit evidence we have obtained is sufficient and appropriate

to provide a basis for our opinion.

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33rrHjUrv9yI23/v5zX135yLw1SxY/eMW1VakWUZkWW5nDRksAAABsQ8LzLi85bKcD9pp/x721SRnSNk1hatKK+o7Lrr7r8ut33WePg844ZfeTju0ZN6YKb0glYbWYqJp4oaqpjIgIVzV9qjsJG9tV6XWdGg9f+LsLP/ml1sqVWeLAU0869T//pXvo0Ng0+3/8LjuOP/v1u73yZf/7zg/MvW3m5V/+7oxf/ObMT39052MP0+wpJR3Uz+O9DrXK68duvLtWF1c1k5BKo5Ft5L77dZmrFen5ezPVrPNoZk2Rpmy2fuCJBSRVu7ct1i3WcmmvWnvRv3zu/iuuD62Hjx7911/++G5HHZpSsiJFhA4bMuGI/c48bP97zz3/l5//2pwbb3305jsPPuu0k//x7fWooRZVSuFuRdkY1EXmXGmYWlS1F643f/8n13/x3PXr13cP7znjMx/e84xTu5Nr6jxm1x4nHTvlmCOu/dzXbvzBz/vFiyq3Smm2t7rlL+slAAAAtiEmKXc3T//UR5ojRxa11iHllusirG4/OHPWjz/62a+c+Lrf/evnll43I7csSypFSxFTqUM6uzZ5dt3KlKSmRhF602e//MNzPta7amUVsdvRh536mQ92Dx0a8YdfNWL8qNed+1/j95ycRdfNX/b9d/zT7d/5abuusgzu/Lsc4h7msuSRRwcG9CIhoiJquvPknf5sR1Nvrg7tkqIOWfXgw1897a1zrrymjqoomq/5749NPPJgKXTzl1laWXje529fe9r731kllaq65Uc//+ab39te+nik0sNUdLCvwTS5RG8t0Vtf9I+f/NWnv7Jh/bqip/v1X/jYtDNO7lKNze4uhNSNnq5jP/q+kz/y7lRYmDSqqIqn+XYCAADANiOksFQO22u3M/+/Dxc9Q1JoXWwxsu8vxSLKkMdXrL7uvPO/9pb3ff7Y0y4652Nzr76xd21vdjNNnQ2TinKrc6DaoVf/5zcv/daPNOc+i+FjRp7yyY9oz5BwVzXf8pBsTdY1oues//hod1G0TVr9/b/49JdmX/BrVRvkSxMRjf5q46rVsukoulDRiFAZPmG8/r/YtrVZNvrc1z284Htv+YeN85ZuDNdkR5/9hl2PPnxood7uzZu9TDfVsiiSHPK2Nxz0kqNqlX6LRffM+f7fvN+XrhRNajrYIAr3LNHd1/75+z56068uLWqvTY99xxumnHhMqd6OevO3JXnUUTcsDn3bG0585+tF1JMVnHsNAAAAFVFLZXi31lNPPer1X/xYz9jRVm+xS1CZ1UNcQjRy0lTnxxcsnfHzS7/11n/8ynGvvvhDn1l672wJefq9hR799RWXfesnRQ6R3OV27NteO2bKhGRqKamqmm55i8DKlEbuN32PV584pI4qSdGuLvzEl1fe8eAgR83mIVVfX//GjSEDq4VdwkSyRDlsmMr/g/sSVX8rbez9wTkfXr9kVbuUMtLYiROPevsbvUgiVpRD0mbrmi3qrBJZtJmOPefd2t3oyrlOvmj2nF9+8gsRkus86D90NdG47L+/cc9l15h5uG+38w5HnP2mlMQ8abjXrSevNpUNTdkKFT3s79++60H7Wo7Y+vtGSwAAAGw7MaGWLBWFFc0UaddTjvv7n39njxcfnlIR0pk9ExIhJq4aIerhImISErX4qpWrZpx/0df/6u3nv/Mjax9Z1K76q9xXVVVd5/Dcquq63d+q2msWLbv0k1+s6kpE2mo9w4ce+IYzk0S56QbIH66yiBCTlOL4155e93QVrpVZ1er/yYc/0b92fdWuOg/1jIoUauJeR3bddF9CRSVUxcsui0EuFfbs4ZXnVl1X7XZ/zlWd67quJPIf/xNee11Xdd2u+nO75R51nSN70dV1zVe/t/jeh8VEQkz18DecXo7oKpMVRZmKstxsBYelRrNoNJsNS2ni3rtPO/xAyylE6iR3XXL1Axdf7akwGdzGudmrFbfMvvbcn+cyNEuSdOgbz+ju7tJUlM2y2exOZdcTn9xIloqiUaRUpOaQrr1PON7UZOu3c1h7DQAAsA154oZAiJnnnt0mvfG8Lyyf+cgjN8yYd8vdc2fev3Ht+jJ7qGQVkc6xcpJUIyIkcoR7697f/H7OdTcccNarT3zPW3VkmcQ9JEcUotntyk98cdmKlabqEU3Xw846TUcM1WQRIU88+2b3JULFPQpNI/fZY8r+0x+7+S7VyCZLZs+544e/OORdb7TIIaHRiZ2QiIjONCuNziOFiIh7JDNJKVSf+HB0qiLEcw53+aPtm55uEUV4JZJyuvd3V6+dM7+vd2MZ4Rp509haNxtlq0iEmosXacTkiYeecUqURY5YMuPea887XyJcw0KaY4Yd9uqT1eOPn/cPPqIaL3rL6+Zcc6uKFLVnk99/7su7vPjgYszI9AdvYAz8N1QGzuvb7HHq/vy/H/6Et1taiKk1Rg0/4JUnuMnWJks9+dWdt7rz78BvRDzxfCL6lGcZAgAA4P+qJ24IaNJSzauWlY1JB+49+oC9D/o7b7byotvvuuuKax664sY1i5a2c53MRMQjRAeGzi5RF9resPGGb/9o8U13vPHc//TthpdaNFQql3X3zbnlkitFRENMzU2mn3JckZJ0Dq3QgdHuHyy/rkWboVLKQa942UO33p08QqXIcf33Ljj0LadLs1BJ0ll33DljTwdeSufAvYEhvaq4pLLZ1dW1oW5v/gRm2tfbO+aPtmr94yvZ4ndFk4ZY7H/isfXL87K777vmi9+46/rbkj/Fl2j4dnvv+op/+rtdjzg4d3dr5+oirvrKud7fEhMNDY89XnRQPX50w+QPnvePr8RFphxxaNf4Ub58lZfJqrxy4ZJHfnvV3m84TTa9BQNrRHQgZnTgT1g3f6j5t9y14uF5YRGudfjUfacX241OkvWpNpnd4jI2HWeoGhqdp1SVLa6cOU4AAADbIjPLEVJ2uZViOiTJ0KRlT9rxmMNe9ckPfuDqC9/yjc/ve/xR1tUsXYqw5KLhIlKGRoSq1OKPzL7/2k9/qSmaPUQk1B644iaTMFMV8YhRY8ZOnLabaWwaiD7lmD0KtVBpJhu/++TODCsVrUxWLVuxduESS8/qoIvwkKi12RgyYnjopv6JcIvwaK1am31w50drMlOzJFFqUaQJB+37um99+Zh3vilUIkWoq0pYhIVYdO844d3f+8YOxx2dhnaXJmHi3t+/fOXc2+7JSUNEVEx158MP0ZCQZ14FHhFFV7HD1F2TaEvDQiuJ2dfdPNhFH/Pvnhmb6qLQtMOe09LAGRvPfAWyaS+srX4X8RcJAABgG6RqRUrJNFlnzJw0FWplYZbMbEi52yuOed25X/rI1Ree+u//OGavXeoyiZiKVJv2WU2iHn7dpVcsuWO2moWZis+/Z3ZEVo8sESojxo8te4YMjMm3so2SmpXJUpFUddSUyYWaaKhHqFjE2hVrn+3oWU3VU1n0bDdWPUQlJDQkVEx11WOLfdBvkaom1TJZMisKs2J418nve8fk3XZREdXOG6EqGqK7H7hvc7vRzRSiKmohElKvWri0v7dXfWA3qVAZs/P2TXtWJ+WpWKgNHTPKI8xFVNRjxaOPDXYfpzULloWIh6qJRwyfOD6pij0/s5NoCQAAADz1SDpJ3TNx7EFve+17LvnJu//r09vvPDlii5kxhaj1Vzf85KLwrKqNVCxdsLAzCakzyhw2buygnrRnzGgz68yoCRUNWb9mzbM8F0JVQ5OZTd5/z0aYhJhLJNMQj1jx6LznZRsn7+ne65UnmKuEeGdnqBAVGTV+QoQkifBsGhJSaLls7iKXJxaoiKhst/1ED49ncXSGSojpqDFjQyR1totVXb5kmbcGt/Z63ZJlKuImKhoqQ0cO82d1V4KWAAAAwHMfJkaOaEkkyaX4Tqce/5ZfffeQV75MNzvbLku46kPX3qLtWkS0jo3rNkRI3VnzrNIYNnRQTxqFlUWhIe4Dy3xzuxX6rIa+ZqGaTHXXIw6ukoRpEeIR6uIhC+68Kz0f50sky2N2nRzy5FZUnbsTUpiWFp7NLMJdRCJV63sHIidCVUOkOWSIqng88z0SFfGQZk+PqppLVgmRaFXFIIuof/36CLEQdRcRK4uBqUu0BAAAAAallT1yjvzMPxcP0UbZ6I5QMUspmXePHHLaZz8y7a9OEA8f2DdIK4v1j6/bsHKVh2SVnkbTddP2sqJiA7cxIuJpbi888bvuUUcWlYEVFyLJymc57o1QURWTXY48tHv4UBPNEtE5dcJkwcPzWms3ZM9R53auI/y5vYEWMWqHSa6xaT26aGdRQUR4pE3Luy3qSiQVhYjEwGwoEZUsIqr2rF5SZPd2q+0mA7s0RRRWyCCDKOe6s8mUqalEq902tRB/Xr6daAkAAIBtRUSkHHWrzs9i1pCqqJk2GqkoU0pqqSzKxshhf/3+dw8bPixtGkWrhNS5f8PGQkWT9owYphEWnTk60dqwMefsT7voufMze1V197xhQ1VX0TndIkRNh48a+SwHrGY2sNfQ0O4DTzy2yFGrJhFVrUXa6zfOveHWKkdnQ6nn/oN5tWyaVHXgh/shKqFinYMY1ERVJCWJLNozdnghGh6m6hrq0trYq6r6bAbhIUll/arVnS1Zk4mFDBs3RrsGt9Sh2dUdIqJaSyTRDasetxB5niY50RIAAADbDNV7f3nJvBl35kGOJVXVzMzM3YftttOUFx2UskhnCbaHRtTtSrJL+Pg9dytEQyRLSET1+NrOEF9E9GmnKnWKYu2CxZrFIzRCRSqTERNGyyDvIbjoIa8/zRqFqlpIVjHTwuP2Cy8xUUkanl/Yt1lErCjVxuw00U0bLqEDB9VVax4P12c1a0slqWxcttxCVLX2EJEx03Z+ljO+ntA1auTAJYWEyIoHHx7Yr5aWAAAAwCBEbFy74bYf/qLI9SC/LvKmL8kRux5+UKmps5g4TMW0u2dIJVZL3vnAvV20szbARDesWOU5dxYMPE2oDNy4iFjw0CPmnU2ixEVGjB3dM2lcPciBb6kxbr+993r5S5JHmGYV9ag0Hrnhjv65i6qoTTVyvHBvs2qEmoqMmjxp+LgxoZolkkiErFi0NFSfzZ6wohrtvGz+Qg3x6JwWLlMPO8RlcCE0crsxnVsoJlqHL7xntmePzBwnAAAADNKwZs+91960dOYD7pFzDs+t+lnsKaRqlgZ+IXX38KGevbOewc0aRaNr9GgN8fBpLzokNZvROTNbZNXKFetXrGzVWaqq3sr4NSJUNOecqzz/vjkioSpuaq5TDztQupsSgxuyqkhut0465+w0cqjkMNVOVGxYv/7GH10QWTy7Ptefy0dErmrxCHvyBOjO72x68oFT40ylOWzYlMMPEhET65wgvWjuPNvs/O8/fvAno8ujd+XqFctXiERtoaJFszH16CMGe8Gjd9perLMjbajq4scWrZo7T03Ds7t7nbeWeSqeLXXO837iQ0FLAAAAbLNyqfXG/t9+8du5yh7R1+5/lsPBJ+YpWUqtvko6K3lVu7KOm7JD14ihSaO0cujO209/0cEW0VmD3O7rW37fw7kzst766Lyua3dv55h//S2VuIZIDi2Lo99werIiDXJxg4uURTli151e+8G/T0UKjzpp6aLi1/z0Fxsfmi9q2Z7jfQlV27hqTecEbt1UD1uGjHSOujAzVTv8jFPCtMwRqqHy2M0z8pPh8dTvRucXtdgjN9+mrboWabiYy17Hv3jMbpN9kBu6br/PHuJhMXAvpG5Vsy76bTt7DnHPIeL+1BdTi5dVFokUm30PBC0BAACwrersBPTgtTffd+GlvVlKKWKQp0Fnt2X3PVRb5HANCfcDznylmYqZhEiRjnrXG6VRps6sJYk5V90k7botWm/lBoiKZrNwXfHAw6sfXSidsylM9znuRWMP2ldj0KchdBZXe673OuuvX/zW16pZkaOlXqrk3tZFH/lcq7/+Eyb5aN+KVaLamXj0jJ+9w5GH7n7EASrROeRh+b0Pr1u60rfeEk8cYxcRM39zeYqQpI0sqbtx1Nlvcs86yHSXSJwAACAASURBVFsqE/ffe+jIYYXYwNVq3PjTX1YrHq9DVJPGVtvEQxbfPdPFn2bTJ1oCAABgG6IpVSbJ46JP/Xf7wUcjntUZzFtoVXNvuFU1VMVyDNt1hwNec8rA4mK1VlVNOmz/g//6lFrFQnLEzF9fZr29KlJubf8hDRNpFGnmz39Tt2uX0JA0duQrP/y+KkmIDfY0BDN1EdGcxV/6z3932GknVElVrBYLlQdvu+OG//hyEek5xljIkpn3eYSFPJvICfUTPvj3xchhISIevRv75116helWphVt6gR375+/bM6Nt9fqIdEq7dg3njFhv+lR6mAPrE7Dug4/87S2hoa4iYSvXrHmui/+T9HO9cA9kKe+mPbCFbffNMNVdevfIbQEAADANhMSKo3CTLXS2LB6zU/f/5H1K1dnd/fs7hHR+W8MHBM3wHMd4d6uc4Rnf+CyaxcuWJAlRLTs6X7NP/+DDR/mkTtzoBpFKgo74Z/P3nHPaSmHaaxetfqOX15iIlVuhXvOOTwi1535+rV7dlevexcsnXHRJZV6MzSajTd99J+7d9m+kZKZmWl4ZI8qog4TCY0Q7fy03FXNs29++puKpJRSKssiNXoar/rCx09691u7i6aLWQ6RuPa8868+74Lor+u6ruqq9ide6xaj6oF3wz28jtojwrPLxtbM2+/Q8IFdYUPUw0JTUbi4dM6t26wx1GX8/vu86r1vt6JIIiJx5Y8vyOv7wj0isocPPG+ISHjkOrfrWqp8xXk/6e/vdxGxNP2wQ17yvneE14VtMTcrR+6cYachubNCxSRXWyysTyFHveOsETtPCvdSRCQKtWt/euFt518YohKu7gOvzkMi+nLlddVX+2Vf+9GRL35J0pQ9wsQ1Uh1VDve68qjcJSJ97GMf4+8VAADANmLxnLkzf3O5m6aQVavWLLt71tRjXtTs7srhOULDUyo2jcg1RMKzmlV1Valpu+5duPRH7//X9rqNGiLN5qvPOXuvV58SSS1JSoWZmpmppa5yj5ccNe/m29auXN3IMn/2AweecFwaPnTTImDLEhouOau7Sqyu5Yp//9zCu+8TUy2L0z7y3j1f96qGSZEKVTGzCNGoLVyqfON5F/StX98Zs3f1DDnsTa/R0sQi2cCVW+e4Ck2q5rl21V1fdMguu+386D0zN67fEMk05JFrbmqtW7fLEQeph5nlXKmIh5s9eb9iYAcqiQitcivnkCpf/oWvz77yBhOtzczFRBujh7/oDacf87azGsN6RDUiOrd6OjcZPCJFPf6AfbtUHptxd0u9XrO+Up182AESobkWETXrVEzOVStXSWTpbTMv+sR/RrsuQ3fZb/qZ//P5nnEjRTor4AeO44gIrfOCO2c9fN2MHG5mGjrtuCMn7Du9SE/eMIiI6GpMnTzlnsuu662qMEshubBHrpsxqkijDthf1auoQ7NFztmj9o2tesbnvj5qyo7DJ0968KrrXSW5JNVFj80t+tqjJk9qNrtUXdRoCQAAgG1FhKx8dP79F15epyjdRHTdgmWP3Dhj4iH7jxg7VjpbvKYnJtF0dmPSCAnV5LFx8fLv/e05y+fOtxw9I0ae9akP7fn60yJZI1lsOQpv1XXP8K7dTz7h8TnzFi9aWG3oe+ym2/Y66aVFT5nMLLQzLA6J0Ghlue9bP7j63As0onvEiNM/9S97n/WqRq4qs2LT5lE5QtVdPIvcfu7P129YryrJxXqGvPjNZ2pPdxGimy5gixUFocksRx4xbcoRf/WKwmPxnIe9XbvIgrtnrVm8ZNoxR6ZG6WaqarnWotjiDQsRtSrEcru/jms++5XLvv+/jRCtPaltN3G7Y/7mdad+9l/3PPn4rmFDOnOBzKxzf6NzGRG1SV1LTDnsoKHbjV94292xvn/ePbNHjBu23fQ9+q0odOB97hyfnXJeu3jFeWd/oLVsjRc2/cTjzvrqp23MUBPtPHJnOUnn4vrClt85e9Z1NycNjzBNex975Nj99mikJ/8scp3NbOjOO0zYfoc5N93W6G1XFprDw++76fb5N98xcrtxI0aPLbq7qyx1LRvuf/RX//KpkTtMOujtr1nzwMOzLr8um9ZJ3SOv751z8+23/uTieffcN37ChOE7TqQlAAAAtiErHn7s3osv2/2Ig/Y985TVD83d2Opbu3rNI7+8LG/YMGrH7btHjuis7jWzkBAJdRUPW9++5cKLL3j/v62et8iKYt+XH3PWN/5j4uH7JRXRkAgV3WLdRbuyRtloFHu98uXjxoxePHvO0kWLH7782gk77jRyx536NUxy5R6R0qqNN3z+G7/5nx/2a+x15MGv+/p/7HLUQUWK2qO0Qp/4Ab9XtYpk631s2fXnnV9XrWyiol2pceTrTpPhQ9Td0lO0RIh7zhaiajKkufMxhx96ysuHdjXXLl2+ZsOGZfc9cv9vfh9VjJ8wIYYM8ZSKzV5F9pwsqUeq/fGlay774Cdn/OySZtbGiKH7vfzo4//p7KP/9f27H3tE95DupGKdIzU2+/LOZdTZVaJQ1dCJe+22+0uPXrds2dJH5z944+2yau3u++6lXV2pSBJhKUU7P3rr7J++45/WLFw6ZPTwl37oPSf/6/vdvFmUllJnFXpnjpOZRXjuq+77+SXzZ98f4qqmHrvsO33KkQducXfFs6lJ0nHTJk89YL8H7rmnWrM+JwmJJLJy4aI7f33Znef/au7vr7vvkqtmnHf+jd+/4EVvfe3Bb3+9WFp62+w5180I9ZSlFM2maUhz2rRpux1+0Nipuw7bbuzTnRsCAACA/0siYtavr7zsG+e+83tf7h47olrXd99vr7zlot+svPPBDX19zWHdUw7YZ8qJR03dd+9RO+0Uar1rN6yZ89ADt915/5XXrZ63aNR2Y/Y47qjDXn/6dtN3syQREaKqmj2Smm6262t0pt+rmHjt2rd24yMX/vaan1204pEFO+y2y94vP27Cbrv0rlu/6IEHZ/72qrWPPz5t/31PeOtZo196WKkhKZmohIaGSqjoqkVLl95w1/LVK9c8Mu/+a25Zv2R5Eqk1TFRDJx2695QjDtl+zNg0YuQuR+3fNWF0EtMnd0Ny9xBVEVVx0chuphq9rWW3z7zhgl/NuukWXbnee5o77LX7bgccMHK/aeO2mzBszJhIqW/dug0LFi2e8/CcW25bcud9w0eN2O34o6Yfffj2hx/SGNFdaIh2FlSLWlKRJ47kG5iANHBfInKESbioSE5ZI3T5Pfdf/+2fzLrpFk22z7EvnrDPnmPHjls8f96DN9827+a7x4wffdBrTt7vTWeMHD1SkkQdUgy8uapa1/WyWQ8vvfuBRcsWL7/p9ofunN2oPZu7qmVpjBm+/8nHj9p559EjRvXssN1ORx0gEkktIlxFQnxD/80/uODmn/1q5bxFRdtVQjsHcosUQ5p7HHPYyR/7UM92o1PKLjbzuxf94mOfzw0ZNmniHkccvN9xL550wN6NiWM0XMSLVNISAAAA21BLbJy/rN1qdU+e0FWYS5IcUnvvuo1LZ89eef/cRQ891J6/Yl3V39vqL3Lu6u6yoT0jtp84eY+pO+4zdez0aXV3U1S7CvvjR97aXqVet+swE9VWvXLhksX3zFp5/6OrH19blMWw0SO332f3SXtNHzpxXGXSLJJJPDFVKXsdHia2Yt6ix26fZeFJopEsb/6z/+wu0g5XS6nWXY/cr2fSmJQaz7hxanh20br2ou1LH5u3Zt6CtQuWrJ63oFq2qq+vr7+qxFQaRffIEWN33HHizjuOnDZlwtRdoiupaJmKZ/NWP/01VFXWdb1L75716MNz18xduKFujenqGbfzjtsfsOfYPXb3ZtJk5VNtoJQ9z7tt1qqH5icTa262G1Vni9oQD/fK3bVn/Khpxx2eUtp0h6Q2S1HVplb31ysffGj5Q3NXL1neareHjxw5buK4MXtMGzp5YlFYp4Wy13NnzFp+56ydDj9g0p5Tc6PI4l1JLJVPvv+0BAAAwLbSEhJ1zsmszq1CylD10NqjqXV2d021WFMkTExFQzQl72w0JCKRC0sSrmZqaTAtUdciWbRQVckuEmHJQ1Q0qbtH1KJSSArprN0eGEDnXKuahIS7dhZti4hu8UR1iISbmIlVGkkqk0I1mT1DS+Sc6xARN6k1TM2yS/aworTOOdsRnaMt6pBQbbiEeS2RLBX2zPvJPmNL5KrPrfAQc09WhEQdEpFVpbAkWSyZpqduCRUViZa3G0+1Q6yqtr0urdCwLHVh5aY7JD6w3MIjh2evzApT8wg1zXUtyUy0sOQ5q5lU7qam0ZvbzSQhySSZqBVPvvyCv1QAAADbCA1JElFXSYo6pDApTFzcRVJZqquFmGaRCIlKosiuqiYakTsrKOqIQnRQRzOEagopTD1cXNVzShES2cNcUypCkrioJR1YpDHANIWEaFhhbc+qomImmjf7UXiSnFIRLiFikVWSqD2rw9xUShVxEUm1ShJJaqqhUg9Ul0RY0vAUoaG1aaGprH2wR8Vt9flTo67rRlFY5OzZzMqkkVUlPLIXhYeUT33hneTQhljeYvfZJ39dhmmEiNvmJ0CE68BqctXsjZQ6X546pWFWqHYOx1bTcK+ShnsR0a2FdaJuy5lswn0JAACAbUeIeK7NkkdI56Axz5JMNbmHDIw0xUQiBoamIeEiKmKqnYOTY+DXWz7y1n8Mn91NVbwWVddkIh6RQ3TThkSx6RGShG42Wt104EOEimUR0xB1kbTFKwoRcVGVMO98jqjKM89xiohwEXXRTsp4SEgnawZeZnZJpjJwXnTtISGmqkmf+Yi2Z7wv4XVWUTHpLLDwkKSdMyZEJFQ6S1Ge4onCPUQ6g37bykg+VEOisxZCzAZ2p/WBM0Dquk6pjM5NChVx77xlEqEqqubuZhbuEQPvjKuaRFJ197TZJlG0BAAAAJ7LaPgv8JO57D/zZXPuNQAAAIDngvsSAAAA2xDGfnjeQuKJTXABAAAAYFCY4wQAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAAD+shV//KHvfvc7vC8AAAAAnh73JQAAAAAM2kknnaQR8QcfXbx4EW8NAAAAgKf3FC0BAAAAAM+IOU4AAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAAAALQEAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAAAALQEAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAAaAkAAAAAtAQAAAAAWgIAAAAALQEAAACAlgAAAAAAWgIAAAAALQEAAACAlgAAAABASwAAAACgJQAAAACAlgAAAABASwAAAACgJQAAAADQEgAAAABoCQAAAACgJQAAAADQEgAAAABoCQAAAAC0BAAAAABaAgAAAABoCQAAAAC0BAAAAABaAgAAAAAtAQAAAICWAAAAAABaAgAAAAAtAQAAAICWAAAAAEBLAAAAAKAlAAAAAICWAAAAAEBLAAAAAKAlAAAAANASAAAAAGgJAAAAAKAlAAAAANASAAAAAGgJAAAAALQEAAAAAFoCAAAAAGgJAAAAALQEAAAAAFoCAAAAAC0BAAAAgJYAAAAAAFoCAAAAAC0BAAAAgJYAAAAAQEsAAAAAoCUAAAAAgJYAAAAAQEsAAAAAoCUAAAAA0BIAAAAAaAkAAAAAoCUAAAAA0BIAAAAAaAkAAAAAtAQAAAAAWgIAAAAAaAkAAAAAtAQAAAAAWgIA/v927dgEQBiKomgEdxB0CdfIQE7hCrqTQ2jhFLEVi4BBFOGcMpW87vIFALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEZJXTgAAACQhJREFUAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAAtAQAAoCUAAAAtAQAAaAkAAEBLAAAAWgIAAEBLAAAAWgIAANASAACAlgAAALQEAACAlgAAALQEAACgJQAAAC0BAABoCQAAAC0BAABoCQAAQEsAAABaAgAA0BIAAABaAgAA0BIAAICWAAAAtAQAAKAlAAAAtAQAAKAlAAAALQEAAGgJAABASwAAAGgJAABASwAAAFoCAADQEgAAgJYAAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAACAlgAAANASAACAlgAAALQEAACgJQAAAC0BAACgJQAAAC0BAABoCQAAQEsAAABaAgAAQEsAAABaAgAA0BIAAICWAAAAtAQAAICWAAAAtAQAAKAlAAAALQEAAGgJAAAALQEAAGgJAABASwAAAFoCAADQEgAAAFoCAADQEgAAgJYAAAC0BAAAoCUAAAC0BAAAoCUAAAAtAQAAaAkAAEBLAAAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAACAJ9XzPFkBAADIizG2bXd+cZcAAABKVNu2WgEAAMi7HCVCCFVKyS4AAMBd/nECAAC0BAAAoCUAAAAtAQAAaAkAAAAtAQAAaAkAAEBLAAAAWgIAANASAAAAWgIAANASAACAlgAAALQEAACgJQAAALQEAACgJQAAgHfVJgAAgB8Zm/7zbxj2JbhLAAAAZbQEAACgJQAAAC0BAABoCQAAQEsAAABoCQAAQEsAAABaAgAA0BIAAICWAAAA0BIAAICWAAAAtAQAAKAlAAAALQEAAKAlAAAALQEAAGgJAABASwAAAFoCAABASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAICzA8o5L7/ISj8VAAAAAElFTkSuQmCC)

SolGold plc Annual Report for the Year Ended 30 June 2025

66

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Independence

We remained independent of the Group in accordance with the ethical requirements that are relevant to our audit of

the financial statements in the UK, which includes the FRC’s Ethical Standard, as applicable to listed public interest

entities, and we have fulfilled our other ethical responsibilities in accordance with these requirements.

To the best of our knowledge and belief, we declare that non-audit services prohibited by the FRC’s Ethical Standard

were not provided.

Other than those disclosed in Note 3(b), we have provided no non-audit services to the Company or its controlled

undertakings in the period under audit.

Our audit approach

Overview

Audit scope

x  The Group’s assets and operations are primarily located in Ecuador. We conducted a full scope audit over six

components of the Group, namely Exploraciones Novomining S.A (“ENSA”), SolGold Ecuador S.A, Carnegie Ridge

Resources S.A, Cruz Del Sol S.A, Green Rock Resources S.A and the Company, SolGold plc. In addition, we

performed specified procedures for one other component: SolGold Finance AG.

x  Financial reporting is undertaken for the consolidated Group by management in North America, Australia and in

London, UK.  Our  scope enabled  us  to  obtain  96%  coverage of  the  Group’s  consolidated  total assets and 91%

coverage of the Group’s consolidated loss before tax.

Key audit matters

x  Carrying value of Intangible assets (Group)

x  Carrying value of Investments in subsidiaries and loans with subsidiaries (Company)

Materiality

x  Overall Group materiality: US$4.9 million (Prior year: US$4.6 million) based on 1% of Total Assets.

x  Overall Company materiality: US$4.3 million (Prior year: US$4.2 million) based on 1% of Total Assets, capped at

approximately 90% of Overall Group materiality.

x  Performance materiality: US$3.7million (Prior year: US$3.4 million) (Group) and US$3.2 million (Prior year:

US$3.1 million) (Company).

The scope of our audit

As part of designing our audit, we determined materiality and assessed the risks of material misstatement  in  the

financial statements.

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SolGold plc Annual Report for the Year Ended 30 June 2025

67

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Key audit matters

Key audit matters are those matters that, in the auditors’ professional judgement, were of most significance in the

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

misstatement (whether or not due to fraud) identified by the auditors, 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. These matters, and any comments we make on the results of our procedures thereon, were addressed in the

context of our audit of the financial statements as a whole, and in forming our opinion thereon, and we do not

provide a separate opinion on these matters.

This is not a complete list of all risks identified by our audit.

The key audit matters below are consistent with last year.

Key audit matter  How our audit addressed the key audit

matter

Carrying value of Intangible assets (Group)

Refer to Note 13 (Intangible assets), Note 28(c)

(Ecuadorian Mining Regulator (ARCOM) Supervision and

Control Fee – Group), and Note 29 (Subsequent Events).

As at 30 June 2025, the Group had intangible assets of

US$450.3 million, relating to capitalised exploration and

evaluation (“E&E”) costs.

IFRS 6 “Exploration for and evaluation of mineral

resources” sets out that E&E assets shall be assessed for

impairment when facts and circumstances suggest that

the carrying amount of an E&E asset may exceed its

recoverable amount; if such indications exist,

management is required to undertake an impairment

assessment of the E&E assets under the requirements of

IAS 36, “Impairment of assets”.

In line with the requirements of IFRS 6, at 30 June 2025,

management’s impairment trigger assessment considered

factors such as:

x  whether the period for which the entity has the

right to explore in the specific area has expired

during the period or will expire in the near future

and is not expected to be renewed;

x  whether substantive expenditure on further

exploration for, and evaluation of, mineral

resources in the specific area is neither

budgeted nor planned;

x  whether exploration for, and evaluation of,

mineral resources in the specific area have not

led to the discovery of commercially viable

quantities of mineral resources and the entity

has decided to discontinue such activities in the

specific area; and

x  whether sufficient data exists to indicate that,

although a development in the specific area is

likely to proceed, the carrying amount of the E&E

asset is unlikely to be recovered in full by

successful development or by sale.

We evaluated management’s assessment of potential

indicators of impairment of the intangible assets at 30

June 2025, being the capitalised E&E costs.

We undertook the following procedures in our evaluation

of management’s impairment indicator assessment:

x  Obtained management’s commitment spend

analysis detailing their spend to date against

what was committed, including the timing and

quantum thereof, and the legal implications of

not meeting the committed spend as outlined in

the agreed terms of the original licences based

on enacted laws at 30 June 2025;

x  Assessed whether the Group had retained the

right of tenure for all its exploration licence areas

as at 30 June 2025 by obtaining licence status

records from relevant state government online

databases, and verifying each licence status to

supporting documentation as well as through

discussion with external lawyers, in order to

confirm legal title;

x  Obtained management’s assessment of the

viability of the future economic benefits of the

concessions in each region to assess

management’s decision to continue exploration

activities and to determine whether the carrying

amount is supportable by successful

development or sale;

x  Considered the implications of the Tasa de

Supervisión y Control (TASA), introduced by the

Ecuadorian government in June 2025 on the

carrying value of the E&E assets as at 30 June

2025. We noted that all concessions remain

legally valid, with no concessions relinquished at

the year-end date; and

x  Confirmed with the Board, and validated in our

review of Board minutes, that at 30 June 2025,

they remained committed to continuing to hold all

the licences in the regional concessions while

they assessed future plans; and confirmed that

no decisions to relinquish any licences had been

approved;

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

68

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

As at 30 June 2025, management concluded that there

were no indicators of impairment across the Group’s

tenements, including the Cascabel project and the other

regional concessions in Ecuador.

Following the year-end, new laws and regulations were

introduced by the Ecuadorian government which have

significantly increased the cost of holding exploration

licences in Ecuador. In response, the Company is

currently undertaking an ongoing review of its non-core

licence portfolio and is to engage in discussions with the

Ecuadorian government regarding licence priorities,

clarification of aspects of the new laws and regulations

and possible alternative payment mechanisms. No

agreement has yet been reached between the Company

and the Ecuadorian government, and there remains a risk

of impairment, subsequent to the year-end, of any licences

that may be relinquished once the review and discussions

are concluded.

Impairment assessments can require significant

judgement and there is a risk that the carrying value of the

assets may not ultimately be supported by their

recoverable amount. As such this was a key area of focus

for our audit due to the material quantum of the intangible

assets and the significant judgement involved.

x  Considered the post year-end amendments to

the Ecuadorian Mining Law, assessed whether

these constituted an adjusting post-balance

sheet event, concluding that they did not, and

evaluated the implications of these legislative

changes on the recoverability of the E&E assets

at 30 June 2025.

As a result of the procedures performed, we determined

that no indicators of impairment were identified for the

intangible assets as at 30 June 2025 and that adequate

disclosures have been made in the financial statements.

Carrying value of Investments in subsidiaries and loans

with subsidiaries (Company)

Refer to Note 9 (Investment in subsidiaries (Company))

and Note 10 (Loans with subsidiaries (Company)).

At 30 June 2025, the Company held Investments in

subsidiaries amounting to US$265.4 million, as well as

Intercompany loans with subsidiaries of US$187.9 million.

In assessing for impairment indicators of the investments,

management considered the nature of the underlying

assets, whether the underlying net assets of the

investments support the carrying amount, and whether

other facts and circumstances could also be indicative of

an impairment. The Company’s market capitalisation was

below its net assets as at 30 June 2025, but was not

considered a trigger for impairment considering other

internal and external sources of information. For the loan

balances, management considered whether the relevant

subsidiary could repay the loans if they were demanded at

the balance sheet date.

Based on management’s assessment, no indicators of

impairment were identified and no expected credit losses

on intercompany loans were identified at the balance

sheet date.

The carrying value of Investments in subsidiaries and

Intercompany loans with subsidiaries was included as a

key audit matter given that this is an area of focus for the

audit of the Company due to the size of the balances and

the significant judgement involved in assessing their

recoverability.

In respect of the Company’s Investments in subsidiaries,

we independently performed an assessment of internal

and external factors, including considering the market

capitalisation of the Company with reference to the

carrying value of the Company’s investments in

subsidiaries, to identify other possible impairment

indicators. We also evaluated the ability of the subsidiaries

to repay the loan balances.

We challenged management on the recoverability for each

subsidiary without declared resources or reserves. We

concluded that each subsidiary has sufficient geological

data and prospects to support the current values at the

year end, in light of management's assessment of, and

confidence in, the potential of the resource base, based on

current information.

As a result of our work, we are satisfied that the carrying

value of the Company’s investments in subsidiaries and

loans with subsidiaries are appropriate at 30 June 2025.

While some expected credit losses may exist, we consider

these to be immaterial based on the current assessment.

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BASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAICzA8o5L7/ISj8VAAAAAElFTkSuQmCC)

SolGold plc Annual Report for the Year Ended 30 June 2025

69

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

How we tailored the audit scope

We tailored the scope of our audit to ensure that we performed enough work to be able to give an opinion on the

financial statements as a whole, taking into account the structure of the Group and the Company, the accounting

processes and controls, and the industry in which the Group operates.

The Group’s assets and operations are primarily located in Ecuador. In establishing the overall approach to the Group

audit, we determined the type of work required to be performed for the consolidated financial statements by the

Group  audit  team,  or  through  the  involvement  of  our  component  audit  teams  in  Ecuador  and  Switzerland.  We

identified four significant components which, in our view, required an audit of their complete financial information,

either due to their size or risk characteristics. This included the four main operating subsidiaries in Ecuador, namely

Exploraciones Novomining S.A (“ENSA”), Cruz Del Sol S.A, Green Rock Resources S.A and Carnegie Ridge Resources

S.A. We also identified two non-significant components, SolGold Ecuador S.A and the Parent Company, SolGold plc,

over which we performed full scope audits for coverage. In addition, we, together with PwC Switzerland, performed

specified procedures at one other component: SolGold Finance AG.

Our  component  audit  teams,  under  the  Group  team’s  direction  and  supervision,  performed  walkthroughs  to

understand and evaluate the key financial processes and controls across their respective entities. Where work was

performed by our component audit teams in Ecuador and Switzerland, we determined the level of our involvement

in the audit work for the consolidated Group in order to be able to conclude whether sufficient appropriate audit

evidence had been obtained as a basis for our opinion on the Group financial statements as a whole.

As part of our year end audit, we spent time with our component audit team in Quito, Ecuador, during the year-end

phase of the audit. In addition to the site visit, we conducted oversight of both component audit teams through regular

dialogue via conference calls, video conferencing and email communication, as considered necessary. We performed

remote and in-person working paper reviews to satisfy ourselves as to the appropriateness of audit work performed

by the  component audit teams.  We also  attended key meetings  virtually and in  person with  Group and local

management. Further specific audit procedures over the Group consolidation and review procedures over the Annual

Report and the audit of the financial information disclosures were directly performed by the Group audit team. These

procedures gave us the evidence we needed for our opinion on the Group financial statements as a whole.

The impact of climate risk on our audit

As part of our audit we made enquiries of management to understand the extent of the potential impact of climate

risk on the Group’s financial statements, and we remained alert when performing our audit procedures for any

indicators of the impact of climate risk. Our procedures did not identify any material impact as a result of climate

risk on the Group’s and Company’s financial statements.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

70

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Materiality

The scope of our audit was influenced by our application of materiality. We set certain quantitative thresholds for

materiality. These, together with qualitative considerations, helped us to determine the scope of our audit and the

nature, timing and extent of our audit procedures on the individual financial statement line items and disclosures and

in evaluating the effect of misstatements, both individually and in aggregate on the financial statements as a whole.

Based on our professional judgement, we determined materiality for the financial statements as a whole as follows:

Financial statements - Group  Financial statements - Company

Overall

materiality

US$4.9 million (Prior year: US$4.6

million).

US$4.3 million (Prior year: US$4.2 million).

How we

determined it

1% of Total Assets  1% of Total Assets

Rationale for

benchmark

applied

We deemed total assets to be the

appropriate benchmark for the

Group, given the Group's current

focus on exploration and evaluation

assets. In addition, the Directors

utilise this measure as a key

performance indicator for the

Group.

We determined that the most suitable

benchmark for the Company, which primarily

functions as a holding company with

substantial investments in subsidiary

undertakings and intercompany loans

receivable, is total assets. Company

materiality has been capped at approximately

90% of Overall Group materiality.

For each component in the scope of our Group audit, we allocated a materiality that is less than our overall Group

materiality.  The  range  of  materiality  allocated  across  components  was  US$0.8  million  to  US$4.3  million.  Certain

components were audited to a local statutory audit materiality that was also less than our overall Group materiality.

We  use performance  materiality  to reduce  to  an  appropriately  low  level  the probability  that  the  aggregate  of

uncorrected and undetected misstatements exceeds overall materiality. Specifically, we use performance materiality

in  determining  the  scope  of  our  audit  and  the  nature  and  extent  of  our  testing  of  account  balances,  classes  of

transactions and disclosures, for example in determining sample sizes. Our performance materiality was 25% (Prior

year:  25%)  of  overall  materiality,  amounting  to  US$3.7million  (Prior  year:  US$3.4  million)  for  the  Group financial

statements and US$3.2 million (Prior year: US$3.1 million) for the Company financial statements.

In determining the performance materiality, we considered a number of factors - the history of misstatements, risk

assessment and aggregation risk and the effectiveness of controls - and concluded that an amount at the lower end

of our normal range was appropriate.

We agreed with the Audit and Risk Committee that we would report to them misstatements identified during our

audit above US$247,400 (Group audit)  (Prior year: US$231,900) and US$215,000 (Company audit) (Prior  year:

US$210,000) as well as misstatements below those amounts that, in our view, warranted reporting for qualitative

reasons.

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BASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAICzA8o5L7/ISj8VAAAAAElFTkSuQmCC)

SolGold plc Annual Report for the Year Ended 30 June 2025

71

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Conclusions relating to going concern

Our evaluation of the Directors’ assessment of the Group's and the Company’s ability to continue to adopt the going

concern basis of accounting included:

x  Obtaining and reviewing the Group’s board-approved cashflow forecasts for the going concern period covering

15 months to 31 December 2026, including management’s base case as well as the severe but plausible downside

scenario, challenging and evaluating management’s assumptions used and verifying that these assumptions are

consistent with our knowledge and understanding of the business;

x  Assessing  the  reasonableness  of  management’s  assessment,  evaluating  the  assumptions  used,  and  assessing

management’s ability to take mitigating actions, including delaying geotechnical drilling, reducing costs, including

those associated with the definitive feasibility study;

x  Discussions with management regarding the ability to draw down on current available funding upon the fulfilment

of certain conditions precedent;

x  Testing the cashflow forecast model for mathematical accuracy; and

x  Assessing the completeness and adequacy of management’s going concern disclosures provided in note 1(b) to

the financial statements.

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's and the Company’s ability to

continue as a going concern for a period of at least twelve months from when the financial statements are authorised

for issue.

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

accounting in the preparation of the financial statements is appropriate.

However, because not all future events or conditions can be predicted, this conclusion is not a guarantee as to the

Group's and the Company's ability to continue as a going concern.

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

sections of this report.

Reporting on other information

The other information comprises all of the information in the Annual Report other than the financial statements and

our auditors’ report thereon. The Directors are responsible for the other information. Our opinion on the financial

statements does not cover the other information and, accordingly, we do not express an audit opinion or, except to

the extent otherwise explicitly stated in this report, any form of assurance thereon.

In connection with our audit of the financial statements, our responsibility is to read the other information and, in

doing  so,  consider  whether  the  other  information  is  materially  inconsistent  with  the  financial  statements  or  our

knowledge obtained in the audit, or otherwise appears to be materially misstated. If we identify an apparent material

inconsistency  or  material  misstatement,  we  are  required  to  perform  procedures  to  conclude  whether  there  is  a

material misstatement of the financial statements or a material misstatement of the other information. If, based on

the work we have 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 based on these responsibilities.

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BASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAICzA8o5L7/ISj8VAAAAAElFTkSuQmCC)

SolGold plc Annual Report for the Year Ended 30 June 2025

72

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

With respect to the Strategic Report and Directors' Report, we also considered whether the disclosures required by

the UK Companies Act 2006 have been included.

Based on our work undertaken in the course of the audit, the Companies Act 2006 requires us also to report certain

opinions and matters as described below.

Strategic Report and Directors' Report

In our opinion, based on the work undertaken in the course of the audit, the information given in the Strategic Report

and  Directors'  Report  for  the  year  ended  30 June 2025  is  consistent  with  the  financial  statements  and  has  been

prepared in accordance with applicable legal requirements.

In light of the knowledge and understanding of the Group and Company and their environment obtained in the course

of the audit, we did not identify any material misstatements in the Strategic Report and Directors' Report.

Directors' Remuneration

In our opinion, the part of the Directors'  Remuneration Report to be audited has been properly prepared in

accordance with the Companies Act 2006.

Responsibilities for the financial statements and the audit

Responsibilities of the Directors for the financial statements

As explained more fully in the Directors' Responsibility Statement, the Directors are responsible for the preparation

of the financial statements in accordance with the applicable framework and for being satisfied that they give a true

and fair view. The Directors are also responsible for such internal control as they determine is necessary to enable the

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

In preparing  the  financial  statements, the Directors are  responsible  for  assessing  the  Group’s and  the  Company’s

ability to continue as a going concern, disclosing, as applicable, matters related to going concern and using the going

concern basis of accounting unless the Directors either intend to liquidate the Group or the Company or to cease

operations, or have no realistic alternative but to do so.

Auditors’ responsibilities for the audit of the financial statements

Our objectives are to obtain reasonable assurance about whether the financial statements as a whole are free from

material misstatement, whether due to  fraud or error, and to issue an auditors’ report that includes  our opinion.

Reasonable assurance is a high level of assurance, but is not a guarantee that an audit conducted in accordance with

ISAs (UK) will always detect a material misstatement when it exists. Misstatements can arise from fraud or error and

are  considered  material  if,  individually  or  in  the  aggregate,  they  could  reasonably  be  expected  to  influence  the

economic decisions of users taken on the basis of these financial statements.

Irregularities, including fraud, are instances of non-compliance with laws and regulations. We design procedures in

line with our responsibilities, outlined above, to detect material misstatements in respect of irregularities, including

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

![](data:image/png;base64,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BASwAAAFoCAADQEgAAgJYAAAC0BAAAgJYAAAC0BAAAoCUAAAAtAQAAaAkAAICzA8o5L7/ISj8VAAAAAElFTkSuQmCC)

SolGold plc Annual Report for the Year Ended 30 June 2025

73

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Based on our understanding of the Group and industry, we identified that the principal risks of non-compliance with

laws and regulations related to the failure to comply with environmental regulations, health and safety regulations,

and anti-bribery and corruption laws in the jurisdictions in which the Group operates, and we considered the extent

to which non-compliance might have a material effect on the financial statements. We also considered those laws

and regulations that have a direct impact on the financial statements such as the Companies Act 2006 and applicable

tax legislation in the jurisdictions in which the Group has material operations. We evaluated management’s incentives

and opportunities for fraudulent manipulation of the financial statements (including the risk of override of controls),

and determined that the principal risks were related to posting inappropriate journal entries and management bias in

accounting estimates. The Group engagement team shared this risk assessment with the component audit teams so

that  they  could  include  appropriate  audit  procedures  in  response to such risks in their work. Audit procedures

performed by the Group engagement team and/or component audit teams included:

x  Enquiries  of  the  Directors,  management  and  the  Group’s  legal  counsel,  including  consideration  of  known  or

suspected instances of non-compliance with laws and regulations and fraud;

x  Examination of management’s responses to whistle-blowing allegations made during the year;

x  Understanding and evaluating the design and implementation of controls designed to prevent and detect

irregularities and fraud;

x  Identifying and testing journal entries based on our risk assessment, in particular any journal entries posted with

unusual account combinations, that could be used to manipulate the results;

x  Challenging assumptions and judgements made by management in respect of critical accounting judgements

and significant accounting estimates, and assessing these judgements and estimates for management bias; and

x  Review of related work performed by the component audit teams, including their responses to risks related to

management override of controls.

There  are  inherent  limitations  in  the  audit  procedures  described  above.  We  are  less  likely  to  become  aware  of

instances of non-compliance with laws and regulations that are not closely related to events and transactions reflected

in the financial statements. Also, the risk of not detecting a material misstatement due to fraud is higher than the risk

of not detecting one resulting from error, as fraud may involve deliberate concealment by, for example, forgery or

intentional misrepresentations, or through collusion.

Our audit testing might include testing complete populations of certain transactions and balances, possibly using data

auditing techniques. However, it typically involves selecting a limited number of items for testing, rather than testing

complete populations. We will often seek to target particular items  for  testing  based  on  their  size  or  risk

characteristics. In other cases, we will use audit sampling to enable us to draw a conclusion about the population from

which the sample is selected.

A further description of our responsibilities for the audit of the financial statements is located on the FRC’s website

at: www.frc.org.uk/auditorsresponsibilities. This description forms part of our auditors’ report.

Use of this report

This  report,  including  the  opinions,  has  been  prepared  for  and only  for the  Company’s  members  as  a  body  in

accordance with Chapter 3 of Part 16 of the Companies Act 2006 and for no other purpose. We do not, in giving these

opinions, accept or assume responsibility for any other purpose or to any other person to whom this report is shown

or into whose hands it may come save where expressly agreed by our prior consent in writing.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

74

INDEPENDENT AUDITORS’ REPORT TO

THE MEMBERS OF SOLGOLD PLC

Other required reporting

Companies Act 2006 exception reporting

Under the Companies Act 2006 we are required to report to you if, in our opinion:

x  we have not obtained all the information and explanations we require for our audit; or

x  adequate accounting records have not been kept by the Company, or returns adequate for our audit have not

been received from branches not visited by us; or

x  certain disclosures of Directors’ remuneration specified by law are not made; or

x  the Company financial statements and the part of the Directors' Remuneration Report to be audited are not in

agreement with the accounting records and returns.

We have no exceptions to report arising from this responsibility.

Appointment

Following  the  recommendation  of  the  Audit  and  Risk  Committee,  we  were  appointed  by  the  members  on

11 November 2021  to  audit  the  financial  statements  for  the  year  ended  30 June 2022  and  subsequent  financial

periods.  The  period  of  total  uninterrupted  engagement  is  four  years,  covering  the  years  ended  30 June 2022  to

30 June 2025.

Other matter

The Company is required by the Financial Conduct Authority Disclosure Guidance and Transparency Rules to include

these financial statements in an annual financial report prepared under the structured digital format required by DTR

4.1.15R - 4.1.18R and filed on the  National Storage Mechanism of the Financial Conduct Authority. This auditors’

report provides no assurance over whether the structured digital format annual financial report has been prepared in

accordance with those requirements.

Timothy McAllister (Senior Statutory Auditor)

for and on behalf of PricewaterhouseCoopers LLP

Chartered Accountants and Statutory Auditors

London

24 September 2025

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

75

CONSOLIDATED STATEMENT OF PROFIT OR LOSS

AND OTHER COMPREHENSIVE INCOME

FOR THE YEAR ENDED 30 JUNE 2025

CONSOLIDATED STATEMENT OF PROFIT OR LOSS AND OTHER COMPREHENSIVE INCOME

Group

Year ended

30 June 2025

Group

Year ended

30 June 2024

Note  US$  US$

Expenses

Administrative expenses  3  (14,060,015)  (12,519,277)

Exploration costs written-off  13  (323,174)  (8,277,279)

Operating loss    (14,383,189)  (20,796,556)

Other income    276,741  389,733

Finance income  6  330,083  307,345

Finance costs  6  (21,978,733)  (18,307,253)

Movement in fair value of derivative liability  22  1,000  239,000

Remeasurement of amortised cost of financial liability  21  -  (24,145,761)

Loss before tax    (35,754,098)  (62,313,492)

Tax (expense)/income  7  (494,995)  2,013,539

Loss for the period

(36,249,093)  (60,299,953)

Other comprehensive income/(expense)

Items that may be reclassified to profit and loss

Exchange gain/(loss) on translation of foreign operations

254,472  (201,378)

Items that will not be reclassified to profit and loss

Remeasurement of post-employment benefits    (66,713)  (41,158)

Other comprehensive income/(expense), net of tax    187,759  (242,536)

Total comprehensive expense for the period    (36,061,334)  (60,542,489)

Basic earnings per share (cents)  8  (1.2)  (2.0)

Diluted earnings per share (cents)  8  (1.2)  (2.0)

The above Consolidated Statement of Profit or Loss and Other Comprehensive Income should be read in conjunction with the accompanying

notes.

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

SolGold plc Annual Report for the Year Ended 30 June 2025

76

CONSOLIDATED STATEMENT OF FINANCIAL POSITION

AS AT 30 JUNE 2025

SolGold plc – Registered Number 05449516

CONSOLIDATED STATEMENT OF FINANCIAL POSITION

Group

As at

30 June 2025

Group

As at

30 June 2024

Note  US$  US$

Assets

Intangible assets  13  450,281,366  425,548,038

Property, plant and equipment  12  22,910,379  23,014,517

Financial assets at amortised cost  20  473,748  1,706,305

Other receivables and prepayments  16  5,595,817  4,407,796

Total non-current assets    479,261,310  454,676,656

Other receivables and prepayments  16  1,342,050  1,988,382

Loans receivable and other current assets  14  981,195  1,152,493

Cash and cash equivalents  17  11,839,554  6,028,043

Total current assets    14,162,799  9,168,918

Total assets    493,424,109  463,845,574

Equity

Share capital  18  40,452,643  40,452,643

Share premium  18  459,986,179  459,986,179

Own shares reserve  18  -  (25,389,208)

Merger relief reserve  18  78,692,861  78,692,861

Share based payment reserve  18  14,046,769  12,122,374

Employee benefit reserve  18  565,963  632,676

Accumulated loss    (349,479,523)  (306,351,714)

Foreign currency translation reserve    (5,279,017)  (5,533,489)

Total equity    238,985,875  254,612,322

Liabilities

Trade and other payables  19  6,969,306  6,503,000

Lease liabilities    19,461  70,510

Borrowings  21  -  10,002,796

Provisions    -  716,170

Total current liabilities    6,988,767  17,292,476

Lease liabilities  20,209  136,808

Other financial liabilities  22  868,370  1,076,806

Deferred tax liabilities  15  1,146,132  1,780,898

Borrowings  21  210,708,124  188,946,264

Deferred revenue liability  27  34,706,632  -

Total non-current liabilities    247,449,467  191,940,776

Total liabilities    254,438,234  209,233,252

Total equity and liabilities    493,424,109  463,845,574

The above Consolidated Statement of Financial Position should be read in conjunction with the accompanying notes.

The financial statements on pages 75 to 123 were approved by the Board of Directors on 24 September 2025 and signed on its behalf by:

Slobodan (Dan) Vujcic

Director

Chief Executive Officer

SolGold plc

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

77

COMPANY STATEMENT OF FINANCIAL POSITION

AS AT 30 JUNE 2025

SolGold plc – Registered Number 05449516

COMPANY STATEMENT OF FINANCIAL POSITION

Company

As at

30 June 2025

Company

As at

30 June 2024

Note  US$  US$

Assets

Property, plant and equipment  12  -  -

Investment in subsidiaries  9  265,409,814  258,109,300

Loans with subsidiaries  10  187,898,465  205,600,844

Financial assets at amortised cost  20  -  584,518

Total non-current assets    453,308,279  464,294,662

Other receivables and prepayments  16  659,639  288,074

Loans receivable and other current assets  14  981,195  1,152,493

Cash and cash equivalents  17  5,137,325  4,124,142

Total current assets    6,778,159  5,564,709

Total assets    460,086,438  469,859,371

Equity

Share capital  18  40,452,643  40,452,643

Share premium  18  459,975,555  459,975,555

Merger relief reserve  18  78,692,861  78,692,861

Share based payment reserve  18  14,046,769  12,122,374

Accumulated loss    (132,886,151)  (130,532,612)

Foreign currency translation reserve    (5,006,473)  (5,006,473)

Total equity    455,275,204  455,704,348

Liabilities

Trade and other payables  19  4,811,234  3,435,057

Borrowings  21  -  10,002,796

Provisions    -  716,170

Total current liabilities    4,811,234  14,154,023

Other financial liabilities  22  -  1,000

Total non-current liabilities    -  1,000

Total liabilities    4,811,234  14,155,023

Total equity and liabilities    460,086,438  469,859,371

The above Company Statement of Financial Position should be read in conjunction with the accompanying notes.

A separate statement of comprehensive income for the Company has not been presented as permitted by section 408 of the Companies Act

2006 (UK). The Company’s loss for the year was US$2,669,138 (2024: US$14,651,303).

The Company’s financial statements were approved by the Board of Directors on 24 September 2025 and signed on its behalf by Slobodan (Dan)

Vujcic, Chief Executive Officer.

Slobodan (Dan) Vujcic

Director

Chief Executive Officer

SolGold plc

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

78

CONSOLIDATED STATEMENT OF CHANGES IN EQUITY

FOR THE YEAR ENDED 30 JUNE 2025

CONSOLIDATED STATEMENT OF CHANGES IN EQUITY

Group  Share

Capital

Share

Premium

Own

Shares

Reserve

Merger

Relief

Reserve

Share

Based

Payment

Reserve

Employee

Benefit

Reserve

Accumulated

Loss

Foreign

Currency

Translation

Reserve

Total

US$  US$  US$  US$  US$  US$  US$  US$  US$

Balance at 1 July 2023  40,452,643  459,986,179  (25,389,208)  78,692,861  10,898,247  714,450  (247,097,272)  (5,332,111)  312,925,789

Loss for the period  -  -  -  -  -  -  (60,299,953)  -  (60,299,953)

Other comprehensive profit/(loss)  -  -  -  -  -  (41,158)  -  (201,378)  (242,536)

Total comprehensive loss for the period  -  -  -  -  -  (41,158)  (60,299,953)  (201,378)  (60,542,489)

Options expired  -  -  -  -  (931,356)  -  931,356  -  -

Value of options issued to directors and

employees  -  -  -  -  2,155,483  -  -  -  2,155,483

Employee benefit reserve adjustment  -  -  -  -  -  (40,616)  114,155  -  73,539

Balance at 30 June 2024  40,452,643  459,986,179  (25,389,208)  78,692,861  12,122,374  632,676  (306,351,714)  (5,533,489)  254,612,322

Group  Share

Capital

Share

Premium

Own

Shares

Reserve

Merger

Relief

Reserve

Share

Based

Payment

Reserve

Employee

Benefit

Reserve

Accumulated

Loss

Foreign

Currency

Translation

Reserve

Total

US$  US$  US$  US$  US$  US$  US$  US$  US$

Balance at 1 July 2024  40,452,643  459,986,179  (25,389,208)  78,692,861  12,122,374  632,676  (306,351,714)  (5,533,489)  254,612,322

Loss for the period  -  -  -  -  -  -  (36,249,093)  -  (36,249,093)

Other comprehensive profit/(loss)  -  -  -  -  -  (66,713)  -  254,472  187,759

Total comprehensive loss for the period  -  -  -  -  -  (66,713)  (36,249,093)  254,472  (36,061,334)

Options expired  -  -  -  -  (315,600)  -  315,600  -  -

Value of options issued to directors and

employees  -  -  -  -  2,239,995  -  -  -  2,239,995

Employee benefit reserve adjustment  -  -  -  -  -  -  195,962  -  195,962

Sale of Own Shares (Note 18(b))  -  -  25,389,208  -  -  -  (7,390,278)  -  17,998,930

Balance at 30 June 2025  40,452,643  459,986,179  -  78,692,861  14,046,769  565,963  (349,479,523)  (5,279,017)  238,985,875

The above Consolidated Statement of Changes in Equity should be read in conjunction with the accompanying notes.

![](data:image/png;base64,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SolGold plc Annual Report for the Year Ended 30 June 2025

79

COMPANY STATEMENT OF CHANGES IN EQUITY

FOR THE YEAR ENDED 30 JUNE 2025

COMPANY STATEMENT OF CHANGES IN EQUITY

Company  Share

Capital

Share

Premium

Merger

Relief

Reserve

Share

Based

Payment

Reserve

Accumulated

Loss

Foreign

Currency

Translation

Reserve

Total

US$  US$  US$  US$  US$  US$  US$

Balance at 1 July 2023  40,452,643  459,975,555  78,692,861  10,898,248  (116,812,665)  (5,006,473)  468,200,169

Loss for the period  -  -  -  -  (14,651,303)  -  (14,651,303)

Other comprehensive profit/(loss)  -  -  -  -  -  -  -

Total comprehensive loss for the period  -  -  -  -  (14,651,303)  -  (14,651,303)

Options expired  -  -  -  (931,357)  931,356  -  (1)

Value of options issued to directors and

employees  -  -  -  2,155,483  -  -  2,155,483

Balance at 30 June 2024  40,452,643  459,975,555  78,692,861  12,122,374  (130,532,612)  (5,006,473)  455,704,348

Company  Share

Capital

Share

Premium

Merger

Relief

Reserve

Share

Based

Payment

Reserve

Accumulated

Loss

Foreign

Currency

Translation

Reserve

Total

US$  US$  US$  US$  US$  US$  US$

Balance at 1 July 2024  40,452,643  459,975,555  78,692,861  12,122,374  (130,532,612)  (5,006,473)  455,704,348

Loss for the period  -  -  -  -  (2,669,138)  -  (2,669,138)

Other comprehensive profit/(loss)  -  -  -  -  -  -  -

Total comprehensive loss for the period  -  -  -  -  (2,669,138)  -  (2,669,138)

Options expired  -  -  -  (315,600)  315,599  -  (1)

Value of options issued to directors and

employees  -  -  -  2,239,995  -  -  2,239,995

Balance at 30 June 2025  40,452,643  459,975,555  78,692,861  14,046,769  (132,886,151)  (5,006,473)  455,275,204

The above Company Statement of Changes in Equity should be read in conjunction with the accompanying notes.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

80

CONSOLIDATED AND COMPANY STATEMENTS OF CASH FLOWS

FOR THE YEAR ENDED 30 JUNE 2025

CONSOLIDATED AND COMPANY STATEMENT OF CASH FLOWS

Group

2025

Group

2024

Company

2025

Company

2024

Note  US$  US$  US$  US$

Cash flows from operating activities

Loss for the period    (36,249,093)  (60,299,953)  (2,669,138)  (14,651,303)

Depreciation  12  110,319  406,004  -  287,435

Interest on NSRs  21  21,761,860  17,781,791  -  -

Interest on loan to SolGold Finance AG  10  -  -  (6,149,789)  (6,563,897)

Interest on loan to SolGold Canada Inc. (formerly

Cornerstone Capital Resources Inc.)

10

-  -

(835,634)

(978,176)

Interest on loan from SolGold Finance AG  10  -  -  1,624,500  2,333,300

Impairment of investments in subsidiaries  9  -  -  -  11,919,586

Remeasurement of amortised cost of financial liability  21  -  24,145,761  -  -

Share based payments expense    2,239,995  2,155,483  2,239,995  2,155,483

Capitalised exploration costs written-off  13  323,174  8,277,279  -  11,794

Foreign exchange (gain)/loss    (57,737)  (256,006)  (46,963)  18,558

Expected credit loss – Company Funded Loan Plan  14  232,183  925,993  232,183  925,993

Movement in fair value of derivative liability  22  (1,000)  (239,000)  (1,000)  (239,000)

Accretion of interest – short term loan facility  21  208,446  497,531  208,446  497,531

Loss on disposal of assets    -  88,912  -  10,268

Deferred tax (income)/expense    494,995  (2,419,546)  -  -

Proceeds from Gold Stream Agreement  27  33,400,000  -  -  -

Costs of Gold Stream Agreement  27  (1,550,942)  -  -  -

(Increase)/decrease in other receivables and

prepayments

(990,299)  415,454  (371,565)  (39,781)

Decrease in provisions    (716,170)  -  (716,170)  -

Increase/(decrease) in trade and other payables    212,508  (1,722,193)  1,379,778  (2,028,879)

Net cash inflow/(outflow) from operating activities    19,418,239  (10,242,490)  (5,105,357)  (6,341,088)

Cash flows from investing activities

Acquisition of property, plant and equipment  12

(276,670)  (241,459)  -  (1,725)

Acquisition of exploration and evaluation assets  13  (21,920,169)  (25,140,364)  -  -

Loans advanced to subsidiaries  10  -  -  (1,669,999)  (1,355,564)

Loan repayments from subsidiaries  10  -  -  28,076,524  187,698

Advances in investment in subsidiaries  9  -  -  (7,300,514)  (9,027,468)

Redemption of bank term deposit    566,994  137,832  566,994  137,832

Net cash (outflow)/inflow from investing activities    (21,629,845)  (25,243,991)  19,673,005  (10,059,227)

Cash flows from financing activities

Proceeds from sale of Own Shares  18  18,071,215  -  -  -

Costs of sale of Own Shares    (72,285)  -  -  -

Proceeds from short-term loan facility  21  -  10,000,000  -  10,000,000

Costs of short-term loan facility  21  -  (494,735)  -  (494,735)

Repayments of short-term loan facility borrowing  21  (10,211,242)  -  (10,211,242)  -

Repayments of lease liabilities    (139,961)  (452,503)  -  (323,175)

Repayment of loans to subsidiaries  10  -  -  (3,343,223)  (17,699,132)

Net cash inflow/(outflow) from financing activities    7,647,727  9,052,762  (13,554,465)  (8,517,042)

Net increase/(decrease) in cash and cash equivalents

5,436,121  (26,433,719)  1,013,183  (24,917,357)

Cash and cash equivalents at beginning of period    6,028,043  32,481,606  4,124,142  29,041,499

Effect of foreign exchange rate changes    375,390  (19,844)  -  -

Cash and cash equivalents at end of period    11,839,554  6,028,043  5,137,325  4,124,142

The above statements of cash flows should be read in conjunction with the accompanying notes.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

81

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTES TO THE FINANCIAL STATEMENTS

NOTE 1 |  ACCOUNTING POLICIES

SolGold plc (“the Company” or “SolGold”) and its subsidiaries (the “Group”) is a mineral exploration and development company with an office in Zug,

Switzerland. The Company is a UK (London) incorporated (on 11 May 2005), public company limited by shares, with the company registration number

05449516. SolGold is listed on the London Stock Exchange and was previously listed on the Toronto Stock Exchange, voluntarily delisting effective 18

June 2025. The address of the Company’s registered office is 1 Cornhill, London EC3V 3ND, United Kingdom.

NOTE 1(A) |  STATEMENT OF COMPLIANCE

The consolidated financial  statements and  Company financial statements have  been prepared in  accordance with UK adopted  International

Accounting  Standards  and  the requirements of  the  Disclosure  Guidance  and  Transparency  Rules sourcebook of  the  United  Kingdoms’  Financial

Conduct Authority. The consolidated and Company financial statements have been prepared under the historical cost convention as modified by the

revaluation of certain financial instruments.

They  have  also  been  prepared  in  accordance  with  those  parts  of  the  Companies  Act  2006  applicable  to  companies  reporting  under  IFRS.  The

consolidated financial statements also comply with IFRSs as issued by the International Accounting Standards Board (“IASB”). The material accounting

policies set out below have been applied consistently throughout these consolidated and Company financial statements.

The preparation of the consolidated financial statements in compliance with generally accepted accounting principles requires management to make

estimates and exercise judgement in applying the Group’s accounting policies. In preparing the Consolidated Financial Statements, the significant

judgements made by management in applying the Group’s accounting policies and the key sources of estimation uncertainty are disclosed in Note

1(v).

NOTE 1(B) |  BASIS OF PREPARATION OF FINANCIAL STATEMENTS AND GOING CONCERN

NOTE 1(B)(1) |

BASIS OF PREPARATION

The consolidated and company financial statements are presented in United States dollars (“US$”), rounded to the nearest dollar. Refer to Note 1(d)

for further details relating to the foreign exchange translation.

The Company was incorporated on 11 May 2005. From incorporation the Group has prepared annual consolidated financial statements in accordance

with IFRS.

NOTE 1(B)(2) |

GOING CONCERN

At 30 June 2025, the Group had cash on hand of US$11.8 million and net current assets of US$7.2 million. Subsequent to year end, on 21 July 2025,

the Company satisfied the conditions precedent for the release of the second advance under its US$750 million gold stream agreement with Franco-

Nevada Corporation and OR Royalties International Ltd., receiving US$33.3 million. This significantly bolstered the Group’s liquidity position.

The proceeds from this advance, together with the year-end cash balance, provide sufficient funding for the Group’s forecast activities for at least

15 months from  the date  of approval of  the financial  statements.  This includes  advancing permitting, feasibility study  activities,  and associated

general and administration costs in support of the conditions precedent required for the third advance under the stream agreement.

The Group has not yet generated revenues from operations and, consistent with other companies at a comparable stage, continues to finance its

exploration and appraisal activities in tranches. In the financial forecasts, the Directors have considered the conditions precedent to drawing funds

under the gold stream financing under a base case and also a severe, but plausible, scenario reflecting no financing received for projects outside

Cascabel.  Management’s  base  case  forecasts  incorporate  the  second  stream  advance  already  received  and  assume  continued  progress  on  the

Cascabel  Project  sufficient  to  access  the  remaining  $33.3  million  tranche  of  pre-construction  funding  under  the  gold  stream  agreement.

Management’s severe, but plausible, downside scenario, assumes cost overruns and delays in satisfying conditions precedent for further stream

advances, together with no new external financing for projects outside Cascabel. In both scenarios, the carrying value of certain non-Cascabel projects

might be impacted, as the Group may not be able to obtain additional funding to fully develop these exploration projects; mitigating options, including

farming out or relinquishing certain non-core licences in Ecuador have not been included.

These forecasts provide adequate resources for the Group and the Company to continue operating as a going concern for at least fifteen months

from the date of approval of the financial statements.

The Directors have also considered the Group’s financing history and access to capital. During the year, Jiangxi Copper increased its investment in

SolGold through  an US$18.1 million strategic placement  at a 45%  premium to  the prevailing market  price, reinforcing  shareholder support. The

Company has also previously demonstrated the ability to raise material funding through equity and royalty transactions.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

82

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

Accordingly, the Directors continue to adopt the going concern basis of accounting in preparing the financial statements, as they have a reasonable

expectation that the Group and the Company will have adequate resources to continue in operational existence for the foreseeable future.

NOTE 1(B)(3) |

HISTORICAL COST CONVENTION

The consolidated financial statements have been prepared on a historical cost basis modified by the revaluation of financial assets held at fair value

through OCI and financial liabilities at fair value through profit and loss.

NOTE 1(C) |  BASIS OF CONSOLIDATION

NOTE 1(C)(1) |

SUBSIDIARIES

The consolidated financial statements incorporate the financial statements of the Company and entities controlled by the Company (its subsidiaries)

made up to 30 June each year.

Where the  Company has control over an  investee, it is  classified as a subsidiary.  The Company  controls an  investee if  all three of the following

elements are present: power over the investee, exposure to variable returns from the investee, and the ability of the investor to use its power to

affect those variable returns. Control is reassessed whenever facts and circumstances indicate that there may be a change in any of these elements

of control.

The  consolidated  financial  statements  present  the  results  of  the  Company  and  its  subsidiaries  ("the  Group")  as  if  they  formed  a  single  entity.

Intercompany transactions and balances between Group companies are therefore eliminated in full.

The consolidated financial statements incorporate the results of business combinations using the acquisition method. In the statement of financial

position, the acquiree's identifiable assets, liabilities and contingent liabilities are initially recognised at their fair values at the acquisition date. The

results of acquired operations are included in the consolidated statement of profit  or loss from the date on which control  is obtained. They are

deconsolidated from the date on which control ceases.

The results of subsidiaries acquired or disposed of during the year are included in the consolidated statement of profit or loss from the effective date

of  acquisition  or  up  to  the  effective  date  of  disposal,  as  appropriate.  Where  necessary,  adjustments  are  made  to  the  financial  statements  of

subsidiaries to bring the accounting policies in line with those used by the Group.

Non-controlling interests are allocated their share of net profit after tax and share of other comprehensive income in the statement of profit or loss

and comprehensive income and presented within equity in the consolidated statement of financial position, separately from the equity of the owners

of the parent.

NOTE 1(C)(2) |

TRANSACTIONS ELIMINATED ON CONSOLIDATION

Intra-group balances and any unrealised gains and losses or income and expenses arising from intra-group transactions, are eliminated in preparing

the consolidated financial statements.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

83

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(D) |  FOREIGN CURRENCY

NOTE 1(D)(1) |

TRANSLATION INTO THE FUNCTIONAL CURRENCY

Transactions entered into by Group entities in a currency other than the currencies of the primary economic environment in which they operate (the

“functional currency”) are translated at the foreign exchange rate ruling at the date of the transaction. Monetary assets and liabilities denominated

in foreign currencies at the year-end are translated into the functional currency at the foreign exchange rate ruling as of that date. Non-monetary

assets and liabilities denominated in foreign currencies are translated at the historical foreign exchange rate. Any resultant foreign exchange currency

translation amount is taken to the profit and loss.

Management reconsiders the  functional  currency where there  is a change  in  events or conditions  used  in the initial  determination.  Where  the

assessment indicates that a change in functional currency is required, the change is applied prospectively from the date it is deemed to have occurred.

The functional currency of the Company and its subsidiaries are detailed in the tables below:

|  |  |
| --- | --- |
| Listing of Company and Subsidiaries’ Functional Currencies |  |
|  |  |
| SolGold plc – US$ (2025 and 2024) |  |
|  |  |
| Subsidiaries using US$ (2025 and 2024) |  |
| SolGold Finance AG |  |
| SGUS Operations Inc. |  |
| Exploraciones Novomining S.A. |  |
| Cascabel-Ecuador Holding S.A. |  |
| Carnegie Ridge Resources S.A. |  |
| Green Rock Resources GRR S.A. |  |
| Valle Rico Resources VRR S.A. |  |
| Cruz del Sol CSSA S.A. |  |
| SolGold Ecuador S.A. |  |
|  | Novoproyectos-Sustentables S.A. |
|  | Gestion Minera S.A. |
|  | Bellamaria Mining S.A. |
|  | Canabrava Mining S.A. |
|  | Exploaurum S.A. |
|  | Cornerstone Ecuador S.A. |
|  | Cornerstone Exploraciones Ecuador S.A. |
|  | Vetasgrandes Mining S.A. |
|  |  |
| Subsidiaries using AU$ (2025 and 2024) |  |
| Australian Resource Management (ARM) Pty Ltd |  |
| Acapulco Mining Pty Ltd |  |
| Central Minerals Pty Ltd |  |
|  | Honiara Holdings Pty Ltd |
|  | Guadalcanal Exploration Pty Ltd |
|  |  |
| Subsidiaries using CAD (2025 and 2024) |  |
| SolGold Canada Inc. (formerly |  |
| Cornerstone Capital Resources Inc.) |  |
| Cornerstone Exploration Inc. |  |
|  | SolGold Canadian Callco Corp. |
|  | SolGold Canadian Exchangeco Corp. |
|  |  |
| Subsidiaries using SBD (2025 and 2024) |  |
| Solomon Operations Ltd |  |
|  |  |
| Subsidiaries using CLP (2025 and 2024) |  |
| Minera Cornerstone Chile Limitada |  |

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Currency | Exchange rate at |  |  |  |
|  | 30 June 2025 |  |  |  |
|  |  | Exchange rate at |  |  |
|  |  | 30 June 2024 |  |  |
|  |  |  | Average exchange rate |  |
|  |  |  | for the year ended |  |
|  |  |  | 30 June 2025 |  |
|  |  |  |  | Average exchange rate |
|  |  |  |  | for the year ended |
|  |  |  |  | 30 June 2024 |
| USD | n/a | n/a | n/a | n/a |
| AUD | 0.6581 | 0.6676 | 0.6477 | 0.6557 |
| CAD | 0.7340 | 0.7307 | 0.7168 | 0.7382 |
| SBD | 0.1199 | 0.1185 | 0.1192 | 0.1185 |
| CLP | 0.0011 | 0.0011 | 0.0011 | 0.0011 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

84

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(D)(2) |

TRANSLATION INTO PRESENTATION CURRENCY

The assets and liabilities of the entities are translated into the Group presentation currency, being the US$, at rates of exchange ruling at the reporting

date. Income and expense items are translated at average rates for the year. Any resultant foreign exchange currency translation gain or loss is taken

to other comprehensive income. On disposal of an entity, cumulative exchange differences are recognised in the income statement as part of the

profit or loss on sale. Exchange differences recognised in profit or loss in the Group entities' separate financial statements, on the translation of long-

term monetary  items forming part of the Group's net investment in the overseas operation concerned,  are reclassified to  other comprehensive

income and accumulated in the foreign exchange reserve on consolidation. Considering that these relate to financial assets that are not expected to

be settled in the foreseeable future and form part of the net investment in foreign operations, they have been included as Investments in Subsidiaries

in the Company.

NOTE 1(E) | PROPERTY, PLANT AND EQUIPMENT

NOTE 1(E)(1) |

OWNED ASSETS

Items of property, plant and equipment are stated at cost less accumulated depreciation and impairment losses (see accounting policy (h) below).

NOTE 1(E)(2) |

LEASED ASSETS

Items of property, plant and equipment that are accounted for under IFRS 16 Leases are recognised when contracts are entered into at an amount

equal to the corresponding lease liability (see accounting policy (q) below).

NOTE 1(E)(3) |

SUBSEQUENT COSTS

The Group recognises in the carrying amount of property, plant and equipment the cost of replacing part of such an item when that cost is incurred

if it is probable that the future economic benefits associated with the item will flow to the Group and the cost of the item can be measured reliably.

The carrying  amount of any component  accounted for  as a  separate asset  is derecognised when replaced. All  other costs are recognised in the

statement of profit or loss as an expense as incurred.

NOTE 1(E)(4) |

DEPRECIATION

Depreciation is charged to the statement of profit or loss on a straight-line basis over the estimated useful lives of each item of property, plant and

equipment. The estimated useful lives of all categories of assets are:

Office Equipment:  3 years

Furniture and Fittings:  5 years

Motor Vehicles  :  5 years

Plant and Equipment :  10 years

Land   :  Not depreciated

Depreciation on leased assets is charged to the statement of profit or loss on a straight-line basis over the term of the lease where it relates to

corporate leases and capitalised to exploration where the lease is used in exploration operations.

Capitalised exploration and evaluation expenditures are intangible assets with indefinite useful lives and, as such, are not subject to amortisation.

The residual values and useful lives are assessed annually. Gains and losses on disposal are determined by comparing proceeds with carrying amounts

and are included in the statement of profit or loss.

NOTE 1(F) |  INTANGIBLE ASSETS (AS PER IFRS 6 - EXPLORATION FOR AND EVALUATION OF MINERAL RESOURCES)

Costs incurred in relation to the acquisition of, or application for, a tenement area are capitalised where there is a reasonable expectation that the

tenement will be acquired or granted. Where the Group is unsuccessful in acquiring or being granted a tenement area, any such costs are immediately

expensed.

All other costs incurred prior to obtaining the legal right to undertake exploration and evaluation activities on a project are written-off as incurred.

Exploration and evaluation costs arising following the acquisition of an exploration licence are capitalised on a project-by-project basis as exploration

and evaluation assets, pending determination of the technical feasibility and commercial viability of the project. Costs incurred include appropriate

technical and administrative overheads. Exploration and evaluation assets are carried at historical cost less any impairment losses recognised.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

85

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

Once the work completed to date on an area of interest is sufficient such that the technical feasibility and commercial viability of extracting the

mineral resource has been determined, the property is considered to be an evaluated mineral property.

Following determination of  the technical  feasibility and  commercial viability of a mineral resource, the relevant expenditure is transferred from

exploration and evaluation assets to evaluated mineral property.

Further development costs are capitalised to evaluated mineral properties, if and only if, it is probable that future economic benefits associated with

the item will flow to the entity; and the cost can be measured reliably. Cost is defined as the purchase price and directly attributable costs. Once the

asset is considered to be capable of operating in a manner intended by management, commercial production is declared, and the relevant costs are

amortised. Evaluated mineral property is carried at cost less accumulated amortisation and accumulated impairment losses.

NOTE 1(G) |  CASH AND CASH EQUIVALENTS

Cash and cash equivalents include cash in hand, deposits held at call with banks, other short-term highly liquid investments with original maturities

of three months or less, and bank overdrafts. Bank overdrafts are shown within borrowings in current liabilities in the statement of financial position.

Figures in the statements of cash flows for the Group and Company are presented gross.

NOTE 1(H) |  IMPAIRMENT OF NON-FINANCIAL ASSETS

Whenever  events or  changes  in circumstances  indicate  that the carrying  amount  of an asset  may  not be recoverable  the  asset is  reviewed  for

impairment. An asset’s carrying value is written down to its estimated recoverable amount (being the higher of the fair value less costs to sell and

value in use) if that is less than the asset’s carrying amount. In assessing value in use, the estimated future cash flows are discounted to their present

value  using  a pre-tax  discount  rate  that  reflects  current market assessments  of  the  time  value of money  and  the  risks specific  to the asset.  In

determining  fair  value  less  costs  of  disposal,  recent  market  transactions  are  taken  into  account.  If  no  such  transactions  can  be  identified,  an

appropriate valuation model is used. These calculations are corroborated by valuation multiples, quoted share prices for publicly traded companies

or other available fair value indicators.

Impairment reviews for capitalised exploration and evaluation expenditure are carried out on a  project-by-project basis,  with  each  project

representing a  potential single  cash generating  unit. As  the material  value of  the Group’s  property, plant  and equipment  is associated  with the

exploration and evaluation assets, these are also considered within the impairment review. An impairment review is undertaken when indicators of

impairment arise, typically when one of the following circumstances apply:

x  The period for which the entity has the right to explore in the specific area has expired during the period or will expire in the near future,

and is not expected to be renewed;

x  Substantive  expenditure  on  further  exploration  for,  and  evaluation  of,  mineral  resources  in  the  specific  area  is  neither  budgeted  nor

planned;

x  Exploration for, and evaluation of, mineral resources in the specific area have not led to the discovery of commercially viable quantities of

mineral resources and the entity has decided to discontinue such activities in the specific area; and

x  Sufficient data exists to indicate that, although a development in the specific area is likely to proceed, the carrying amount of the exploration

and evaluation asset is unlikely to be recovered in full from successful development or by sale.

Reviews for reversal of impairment for capitalised exploration and evaluation expenditures are carried out on the same basis as impairment reviews

for capitalised exploration and evaluation expenditure, with each project representing a potential single cash generating unit. An impairment reversal

review is undertaken when there is any indication that an impairment loss recognised in prior periods may no longer exist or may have decreased,

typically when one or more of the following circumstances apply:

•  The period for which the entity has the right to explore in the project area is renewed, after having previously been impaired due to an

expectation that the project exploration rights would not be renewed;

•  Substantive expenditure on further exploration for, and evaluation of, mineral resources in the project area is planned; and

•  Exploration for, and evaluation of, mineral resources near or geologically related to the project area has led to the discovery of commercially

viable quantities of mineral resources and the entity has reasonable evidence from prior or recently completed activity to indicate that the

project area is likely to become recoverable.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

86

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(I) |  SHARE CAPITAL

NOTE 1(I)(1) |

ORDINARY SHARE CAPITAL

The Company’s ordinary shares are classified as equity.

NOTE 1(I)(2) |

SHARES ISSUED TO SETTLE LIABILITIES

The Group from time to time settles financial liabilities by issuing shares. The Group considers these equity instruments as 'consideration paid' and

accordingly derecognises the financial liability.

The equity instruments issued are measured at fair value, with the difference being taken to the statement of profit or loss, unless the creditor is also

a direct or indirect shareholder and is acting in their capacity as a direct or indirect shareholder. When the creditor is acting in their capacity as a

direct or indirect shareholder the value of shares issued is deemed to be the carrying value of the liability.

NOTE 1(J) |  EMPLOYEE BENEFITS

NOTE 1(J)(1) |

SHARE BASED PAYMENT TRANSACTIONS

The Group measures the cost of equity-settled transactions with employees by reference to the fair value of the equity instruments at the date at

which they are granted. Non-vesting conditions and market vesting conditions are factored into the fair value of the options granted. As long as all

other vesting conditions are satisfied, a charge is made irrespective of whether the market vesting conditions are satisfied. The cumulative expense

is not adjusted for failure to achieve a market vesting condition or where a non-vesting condition is not satisfied. Share based payments to non-

employees are measured at the fair value of goods or services rendered or the fair value of the equity instrument issued, if it is determined the fair

value of the goods or services cannot be reliably measured. Estimating fair value for share-based payment transactions requires determining the

most appropriate valuation model, which is dependent on the terms and conditions of the grant. This estimate also requires determining the most

appropriate inputs to the valuation model including the expected life of the share option, volatility and dividend yield and making assumptions about

them. The assumptions and model used for estimating the fair value of share-based payment transactions are disclosed in Note 23.

NOTE 1(J)(2) |

RETIREMENT BENEFITS

For the employees of subsidiaries in Ecuador, the Group operates a long-term benefit for years of service plan (in accordance with the Ecuadorian

labour code) which represents the accrued benefits to be paid to employees, that have completed twenty-five years of service. This is paid in the

form of a special remuneration equivalent to the monthly salary in the month that the year of service conditions are met. The cost of providing this

benefit is recognised as a liability and an expense over the period in which the employee's services are received. The cost is determined using the

projected unit credit method and is based on actuarial advice. The change in the net defined benefit liability arising from employee service during

the year  is recognised as  an employee cost. The cost of plan introductions,  benefit changes,  settlements and curtailments  are recognised  as an

expense in measuring profit or loss in the period in which they arise. Remeasurement changes are based upon actuarial gains and losses and are

recognised immediately in other comprehensive income in the period in which they occur.

NOTE 1(J)(3) |

COMPANY FUNDED LOAN PLAN

The Company Funded Loan Plan (“CFLP”) provided financial assistance to certain employees who exercised share options. The financial assistance

provided to employees is by way of a full recourse interest free loan. The CFLP is secured by the SolGold shares issued upon the exercise of share

options under the CFLP to that employee. These shares are held in custody by the Company’s broker.

CFLP loans to employees were initially recognised at fair value, which was determined by discounting loans to their net present value using the risk-

free interest rate at the time of the loan and an estimated repayment schedule. Following initial recognition, they were carried at amortised cost

using  the  effective interest  rate  method.  Changes in the carrying  value  of  the CFLP  loans  are  recognised  within administrative expenses in  the

statement of profit or loss. The cost of providing the benefit to employees is recognised as an employee expense in the statement of profit or loss

on a straight-line basis over the expected life of the CFLP loan. Following further changes to the scheme, which is now closed, the loans are carried

at amortised cost less expected credit losses which takes into account the current share price and time to settle the loans. Further details of the CFLP

are disclosed in Note 14.

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

SolGold plc Annual Report for the Year Ended 30 June 2025

87

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(J)(4) |

DERIVATIVE FINANCIAL INSTRUMENTS

The options issued to BHP as part of the share subscription on 2 December 2019 fell outside the scope of IFRS 2 until their expiration on 2 December

2024. As such these options were treated as derivative liabilities which were measured initially at fair value and gains or losses on subsequent re-

measurement were recorded in profit or loss. This subsequent remeasurement was valued using the Monte Carlo method.

NOTE 1(K) |  PROVISIONS

Provisions are recognised when the Group has a legal or constructive obligation as a result of past events, it is more likely than not that an outflow

of resources will be required to settle the obligation, and the amount can be reliably estimated.

Contingent liabilities are possible obligations whose existence will be confirmed by uncertain future events that are not wholly within the control of

the entity. Contingent  liabilities also include  obligations that are  not recognised because  their amount  cannot  be measured  reliably  or because

settlement is not probable. Contingent liabilities do not include provisions for which it is certain that the entity has a present obligation that is more

likely than not to lead to an outflow of cash or other economic resources, even though the amount or timing is uncertain. A contingent liability is not

recognised in the statement of financial position. However, unless the possibility of an outflow of economic resources is remote, a contingent liability

is disclosed in the notes.

NOTE 1(L) |  TRADE AND OTHER PAYABLES

Trade  and  other  payables  are  not  interest  bearing  and  are  stated  at  amortised  cost,  unless  settled  with  shares  as  per  (i)  above. The effect of

discounting is immaterial.

NOTE 1(M) |  FINANCING COSTS AND INCOME

NOTE 1(M)(1) |

FINANCING COSTS

Financing costs comprise interest payable on borrowings calculated using the effective interest rate method and lease liabilities using the incremental

borrowing rate method.

NOTE 1(M)(2) |

FINANCING INCOME

Interest income is recognised in the statement of profit or loss as it accrues, using the effective interest method.

NOTE 1(N) |  TAXATION

Deferred tax is provided using the balance sheet liability method, providing for temporary differences between the carrying amounts of assets and

liabilities for financial reporting purposes and the amounts used for taxation purposes. The following temporary differences are not provided for:

goodwill not deductible for tax purposes, the initial recognition of assets or liabilities that affect neither accounting nor taxable profit, and differences

relating to investments in subsidiaries to the extent that they will probably not reverse in the foreseeable future. The amount of deferred tax provided

is based on the expected manner of realisation or settlement of the carrying amount of assets and liabilities, using tax rates enacted or substantively

enacted at the reporting date. A deferred tax asset is recognised only to the extent that it is probable that future taxable profits will be available

against which the asset can be utilised. Deferred tax assets are reduced to the extent that it is no longer probable that the related tax benefit will be

realised.

Deferred tax assets are recognised for unused tax losses to the extent that it is probable that taxable profit will be available against which the losses

can be utilised. Significant management judgement is required to determine the amount of deferred tax that can be recognised, based upon the

likely timing and the level of future taxable profits, together with future tax planning strategies.

The Group’s tax losses relate to subsidiaries that have a history of losses and may not be used to offset taxable income elsewhere in the Group. The

subsidiaries neither have any taxable temporary difference nor any tax planning opportunities available that could partly support the recognition of

these losses as deferred tax assets. On this basis, the Group has determined that it cannot recognise deferred tax assets on the tax losses carried

forward.

Further details on taxes are disclosed in Note 7.

![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDkAAAXQCAIAAADQ0AK9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd7hddZno8fd9f2vtU9J7A0JoCZCE0KUoSBNpFhxFRRR7L6OO5TozlnF09I5jG72WsWKBQRAYGAWUXkILgVACpBBI7+2cs/dav/e9f+wEAhJJ9KDcO9/Pw+MT4WTvtddJnuf3PetXNCIEAAAA+IvIOYuImkqIRoSoqIiImf2R3xURqrqDb/HcffGf9uI512ap/X9F2mPvUJE6zFRUVMM1pefbZT8f7nbBXxgAAAD8xTzRJCERIqISslPD1//3qJp7TqmICHc1E3EVlUJcIkQ0wlUSfzZoFQAAADwvRISKiuj/959UVc0Kz1lUs9YeqhqmopJC1EVzaCd/IGgVAAAA/HV5zmbWajY3r1untTe6u7sHD5Zk/x83i7uripqtX7OqWrm52dNbtZrN3r7OAR1FR6Nr0KDBo0fLQJ6r0CoAAAD4i2i2Nrl2dnhkc3cN1/XzFjz8+5sfnTn78fkLqmZr0NBhKr5+zdoyy6Bhw0dOnbLLQZMnv/DQAbtPTBYalUux+bHla9eu223G5BBvFB3P4dVWnrRWqas+LTpLUdXKV8x9+L6rbt792CP3mD6pz8ru4llGzjl7XWcz1ahMLYfkTc3HZ93zyG33PnbXvevmP96zcXNfbg4ZPmTomJEdgwc1q9o392xataZvc+/AwUN2PWi/fY4/avfDZgwYNTJrhGkSlZ6e3D1Ac1YrzF2tFk1hRXrO0q5Vu2YvilR7S9UjkmiK0A2Lliy8YWbdVcx4+YmdHd1/2ovXubYQFa09PHlyE5cNq1Y/dssd82+6u3uXkSe879yio4NWAQAAwHMopa4iV5tFix556Iorr/vJzx+/Z+6wCeMOeOXJJ33o3OH7Ta4Ls1RI7SvmPjLv5ttvO+/Cuy++5LJGseuM/Y8/59V7nH5i3tRz8T98cfTECZOm7VNLPKfj1uQ9UVirihy6dOasB66+Yd5V1y9e8JirvGnSrjJ992IHltTkqKQQdzMp1y9bPfOi/7rnl79eufBxS6lr6KCDTnrxXscfPeGwg7qHDBSJlMwlIouEbFq9buW9D91z4eUXfvifWnW99/R99z7p2GkvO3HwuDF1V6d6T0jndV/99gEnHjNi6mQRUXdJ9lzdCvXachWSrMw51s99ZN51t8665vpFd97jVRx05imHvOLUP/3FI/eFJEv12rWLZ899+ObbH7v1zoUPPpLrVlHr4WedFvaU50u0CgAAAPqfimTXzXPn/fp//cvCu+7TiBe+8W+O/du3Dxg2JFv05brQOnIlIuP222Po5D0Oed0rZ//kgiu+/oOFt8762V33jv/5hUOHDJv7u5vHvOsNTVXT53aKVHOzz7/5tvuvvHHhjTM3Llvu4S2VKkmHq3Q13JLleNbV7yaWszeXrrz+Wz+69ZLf1Bs254hBAwe98M1nHXb2q3TciCK8EBHJkqz2KomYRlgaOHLQ4OMOmXj8Ycc/uOCmH15w40X/Nf+ue6/69venv+T44979xiF7jL/vPy+7+t9/PPWow1TNw9NzOV/ONCTnFXfPefDamff/9+8ee3yxNatUeVWohdam/mfshNBq+p0/vGDuldctfuTR3nXraw1TzRKm6qZN1Uq0pFUAAADwnKqjevS31533d//Us3GTmp304bcf+fZzOkutpCo9dUkZ4pIkRGuXjiTeVc546+v3OnjGv3/wk5sWL59/yx0mpqYaUqr6c3zMxsr5C2/61g8fnXV/ZR4ibmIinTlCTGsXCduRPnC7/UcXXPn17/etXheqJjF68u5v+v5Xh0ycYCESHipNLZJECilCapEiJQ0xDZGcIjr2mXTMP//djNee/utPfn7RnIfvuODSOZddOf2k4+7+/Q1lX26GeR1aiNhzGCvu2rd+07U//M9HfnNjT7VZVCvxuqEpu4WVEklc/tRdy4rOxi7TJq97dMnaJcs3b1wfEVk8hbiohJQiHRpPzT8AAACgf4a5ua7qqlVXuV5w7ZyffPgzvRs3q+r+xx75onec02i4W9lRdlpZWiNZUaRUFqlolEVRFI2y7OosRx0x470/+86YCWNTRG0SIUk0pfRcb2o84YC933jRD177zc/vOmlSqFlIEeqqqurJVEP0mWMp197b29tXtTYsXnbhuX93yWf+beO6ta4hKp1jR77+3780YvddGmVRNIqiLMui7EraSJaSWVk2ytLMLFkqUyobqSi6G8WARjFu2r7n/uI7B5x+orr2tPruvPSKjX2b66Sp0FS4Rjynm6dpSoNGjnz9Nz9/zq+/OeO4F+YidWbzCG/fBTWxP70gUkoTX3T46f/7k++9/oK3fO+rU48+0iJF+7vb/p+nvjitAgAAgH4a5qqKiau0Vqz99cf+vrWppxAtQl/83rd4YRY7VBzDd5/w8q//sw0dbCH+lxqrJm1IYZNfduI7/+sn+x12sIhIRL0DD3MqjRTRt3Tlf7zhfbOu/n2dvLMSVRs0euQHvv/NkXvt3qpbO3Ul2V1SxKDOM7/0D1NPPU5dewrtrLOE/4W+iRKiIaaTpk57xXe+fMZH3tlnUvT3d6JrwMBdjj/s6Le+RjXy9tOLVgEAAEC/DXQjsoRf/53z1i9ZnlVbJmP3mTTmwP2LVKoUtgOTl9xk1wP2fdkH3tnw+IttZBwaDYmkLgMb4w+YntRcIu3AA4RSde3KNd9/w3sXz51XFdJRR11Y58DuN37180Om7lkna6Sdmy6lqq1WX6dJ0V2e8flP7D55z45aKhW1v9C9iHCRENMsIUXsceiMUk367cFWqKq7u+cOqcIisv+Ro0BpFQAAAPQjl419d/36t7WJmpY5hu+zV8O8UMmWcuRn/f0WIqYHvf6V448+pFH/hQbophKiqsncvK40QlRjR56rrFp3/ps+tPzhRVmjiGiZptDT3nfusMMPcIuOyK47t9ImhZQdAyoXD+kYPvC0f/lU2dlZRpHjL/T9UxEJj8hi2qEpm5Yateb+evmIMDNVE+tOUuQi/ZHPRqsAAACg31RRLL1zzoaVKyVERUJi6LBhbkWImETakcGnaUNz1eEve/87qu7S1OtcP8dL60WtKIqUzMpG4VseI2z3x/2e3ZvVpmaz2th30d99fvHD80WiCM2qFrrX4Qft/9ZzBnWksiitKIudPBZGkxUpdTU6G41GUZbjD9j36HPOdHUTkdhyrc/1rVArzYoipZw0iWSRMvrtTc1MRFQ1pXCJwiUbrQIAAIDnWkRnsnn3PKgermIhrrq5r7c9mcpS2pGpRC4iYkl13KEHTD3sYG9p5L/cDKgdTbKUCkuzLr7s7quuyR6i4hEW2lEUL/nE+0qz6JfnIOGW0tFvP2fEsGEa+j/wDxStAgAAgH5KFZHIvnbJkpBwiRAJlXUPzYtWpRHhO7Y63F3MGtbhSV/4ptcUo4YURT8N/fuJq6fw5orVl3/5WymHqkSIiobK1BcfNeag/dTrsH4YZidL2WsZOfTQV5/xPzJVaBUAAAD0W6toRI5mM6uk0FpDRB6b8+DiRx4SdzXbkeBIpiIaqiY+7rjDj3r7a0Wy6PNoqJ7CK5GZ3/pp7+r1zSTtPYRdolB7wVtfl0zLwvplW4DaPSXptmrya88s0//EcxE5CxIAAAD9w0QqK71jy0MGExWRpufrP/e903/wxUbVa6nbk2TPKlqYpOIZxqJPHlJvjS4RaYiIlNtfsFJVlaq4e0oW2UzF1WuXpCbuIW6FJTWvc5htXS4hZuY5W/pTzjRsuuZVa2+78PJQLcObJg0XCx02ec/dpk8Nb2UtUn/cz8Kk5SZSjtt1zJgjpnc2655cdadG5VE+06S4OrdMzENdJFe5KEwkm4ilMiJcNCSk1XIrRMM0tQ+hLEwiwuzPveTsrhEqknPlqRQP9ZxV6qyNZIVqe6Zc+wFREskeEmEi9fafn9AqAAAA6B8hou677T5xtmhLnqyL+268cfiXvn3sR95Vl9opzWTJPdTK/nnX3ExFR6j1uIl6w6VetXbjhg1hmhqNQUOHSVeHpHBRVffwpKWI5Fz/yaPz0uz2K65au3G9RWRTE3ERVTn4xOOis3D11F97Leco1bKKJHv5h97TscuYhpUSkrYztFctpK6TukudCjMtvdZNm3u8Z83GjRsbZdkxZEjH4EEWdaOwOvdaFUXRkWt9xmjcWRqiqjkka5E8m0qfJQttJOlZvyF6eno2bmwUqXvgwHLo0GZHGWKu1lQv2hFFqwAAAOA5rRU12+PIQ1vFdyQ/uctt7fma7/18/ZLlZ3zqg/XYEWKmSSNcpD8eP2jRDC37Wmuvn3n71TcvvnPWhk2bRk/ctdGs1y9duWLjhl0n7zHu8BkzTnnx2P2npCJFuIimP2NKlbnMvvS3JmGqtUrhUqtYSnsfdbAnldAQCeuPXlGVCFMRkwmHTWt5aHiI2vZmxIXUlty9yMWi++fN/u21q265a8VD84eOGdk9ZHDP2vWLly4bP3r0uIOm7nva8ROPOqzoSq7J+mnfAt261XFS66u8uXb9yptun/O7G5be99CSlSuHDBhYii5ftUrrPGjIkNF7Txo1Y/KIsrtQC/ft3SxaBQAAAP1DVURiwL5Tpuw3+cF773/i32dRFZ/1X1fNv/3Oo9509qGvPr0YPUw190ur9Pbmhy6+5Lrv/2LpwscHdXef8O43Tn/DKzoGD6xCrJY1d86+5rvn3fidn972/V9MOHj6Sz/y9t0OP1BNI6J90Mef8I4blq9dPPtBlaiTqoeJuOmw7gHjpk4pw0NTlvAI+7PX2Liqh5i7moR7w4oqUoRrZNVnuHUeVY5i6cw513ztuwtn3l3lfPjpJ5z4hU+O33u32rTDY8OCx2/52YU3/exXt11y+ajddzv2za+bduapPqA0U9U/uwtUJNQiNi9becN/XHD3RVdsWrV64oFTX/Khd0w4aGo5aqS4P37P/b//139/ZOasDbevXnDbXa0iFZXXpep25vilT3/60/y9AgAAQD+0ikTl0VBrjB354KVXtlQl2uvkVURCpXdz77ybZs78xcVrH3l08KgxXSOHN+s6WXjV8pzdJbu7u5lIePaWqOrW40S2Pe6ktam3JW4hKx5ceMl7P3nDT3+1ae36EeNHvuEXX5t66olld5el1FEUZSMNnjhhvzNOGjJ4wEM3zFy9ePHsC67oW7N+zAH7ptJcVdUi53jqwpW518x8bNbsEBEVEz3g9JNG7rWLaorQiCzij197682XX5lCVSVlCZXkOmi/PV70xldrWahpMnsiVHRniuVpX2yqycxSUktmhaoVpql9kOLWL/Zmc3Nu1a0+idS3fsN1n/3GRZ/91+WPPaZF8fJPf/DYT7x/2IhhRUdRmFqROocPmXTMkfsffsica25c/fjSuVffMPeO2/Y5YHoxeGil4VWvVHWdiqRbXzx809Lld5x/WYiEiIWOmzp5v5OO2bbx6txy15yrHK5i91z225+/7cNzb7zVc336x95zypc+MXLK7h3Dh6ZGSh3FgHGjpp15+tAhAxfcfk+zqovw2kLDRMNCd5k6ecpLjt32JrAPGAAAAPqtVlQ1m+5/3AsPef3LO1s5hRRPnd/Tkuhbv/HOCy799qve8sNXv23Wjy9YOW9xb6V1Kje5qLl4nd0jJEmh/sw/bm+VUaRi8S13f/d173jw9llu2jmo++z/86+7TpkS7d2St/k5vasccs5Zx37wzS5RS33dj3954Ts/Vq/cYJbau5Pt4Ap7VYlwFVsw95HCJUSyipuKipiO32WC/DUOgak1NVIqtdy0cvV5b/7ItT+70FtVme3UD7xl2tl/Y56rbZaC1OIp+5CDp537zS91DBpQmy6+7b5vvu6dS+66t+ESqZGLVIbv5CVYilxYkVvy+8/86wXv//uNy9Z6WZz5j3974NteW2SXVG5TX9kKPfhNZ73m//zzgIGDqvbZl563+9L8lQIAAEC/CBGVUI1s8tKPv3/vk442k+qpy6aTqidtFtLM1SN3zL7kM1/52gmv/snLz735K99tzX04VxJWJjFVDVHZzhytJLZmzsPffddHe5euzqYefuL73zz2gP0kJTF72tOJQkItjn7bOVMPO1hC6qQP3HrXee/9hK/bLB4quuNHt4SmcFn+yIIiJEQiQk1CIiRG7bLLX2VkXZol11az+tnbP7LgjnsrDY3Y67gjD3vXm8vCWulpp2haWO5IOubwace/51xVqyN6V677yTs+suruB+qqKsN8J6eumVqfeKuK6z731at+cH4rwks77JWnzXj1y1XqqkzbdqOKpqhNY58XvuDln/lItyX3iKS0CgAAAJ5zJppyXah7d9fffOMLLzjlpPJp66Y9JCS5pJCQUJFmVc174MHffOU7Xzntjd9/+Vtv++Ev+9ZvEI86wrdzAmJz9cafvOvv6lXrWw0R94l7Tjrg7LPCqxAR1a374m4dH5tlqeuGnfDR91qjs/QoRB68456LPvdljQivPXa0VnK4uKxbvabWCJVGqPiWMXjn4IF/leMqK88tTVd96ouP33V/mHdkle6OUz/4ZtGI3CqbrVptm8ZzVc25MpUjX3fm6N3Gmkqt0bNq3Q8++qnY1FPZdpeObPeeZG+o3HfeBdf87ELXKEI6Bw846X3nShGiZcq15dY2sVe4lGFJi3Lyq04+8JWnlFnz9pOEVgEAAED/UNVUpNTRaalslJoGdp/+tc++4gsfHzJ8uIqmiKwhqlklTD1cRLOEimiIm9a5XnDvnEs+85WvnvDa28+7SOtoteqqakZu5rpu1n1eVc0qt6r6d1/97sqFj1caKUsRdsg5Z3YN6pRUJDMzUzPd9oFMhKWyMzXGTdt31EFTilqaphb5vvP/+/4b78y+wxt2RS5qE3PLriIS4SEu7ccGqaNoxE7OnvKcq7pueWT3qsruua6aVV9fXVdVVbWqVq7rJ/9pVXWzlatWzs06t9xb7q06u6nOu/L62y/6TZUih2aLfY86eOT0qY2OsqPRXQwY2FU8eSvMCisaHR2dRVGUQwce/Lozk5uZNRuy6cFF13/zx4VqyM59CpN67aPLLvvSd2qpLbuFTj31+KG7Tkhlo7MsGh1dWnY+GUumZWFFkYpknYVOOekYUY3tP9liHzAAAAD0m9j6U/nw6DDxMh141iunnnzCI7fduejmOxfOnLX0kYV1q6WirtYeFycJd3nyUYjKmiVLL/zkF2755aWn/O07djv2iJbXKpIkiUodsvSGW2decIl4SGnZY9So4QeceYbm3N7d62mXISISYmpZJDqKk84+60cz7ylCXKQV+bef/fI+l5/nVtpTHiaERIS0p3ltfamIEBUTFwnZ8ugmJFS0vVtv7fnp7/uHV/IHkplkf+zeOQtvuHvdihUNSXWEmmSPZOYRT0zIyiEaUkpUyQaMHnnEa88ohw1MET2r1/3mH/+lT0MjkqsV6Zg3v8E1nvVK3OSwM07+/Td/6Bs2NjSaSW8878KDTj9x7IFTn/jiLbdh602IdpjFU17Ka73477/Us2FDoeGmonbU614lz3QBf3AZseVet2cJPnm/44n0pVUAAADQb55YK5LFVNoHo2cd3L3fS47Z7+Tjqpx91bqHrrlxzuVXPXDHPc2e3s6wlkaYWDyRKlKVZiFLZt/3o3d+9DWf+fD+r3uFuFsqIjcboTf++0+tVUcy9ZCIfU48Jg3sFAtxbw9uI2LbJSuuZiqS6zDd69ijigFdvqknTLPEyocXPj77gd0On/bUJS4qqhrtg1K2fiLVCFFTDxk+fNgitYgIlfAwiRDdtGGDqT5tqczTruTpo3aR7J7Mdt1//1H7T+lduvKu75134wW/bvb0WXsm2za/1VwGjRlx8vvfMuXlLy0anamRREPEZv3q8jWPLY9CTUQihu0ydvwLDknqz3olhbhMGDVx+n4P3nRbitDCoqfv1h+ff/pB09LWT62qotL+n/b9UN1ye554nXXzFs27/g4vREPDZejEseOnTXli87c/DJUn/n17pp5uecmQLdmn7AMGAACA51aj/dDANBVFV1EWRWka3aV1jR15wOtfcfZPv/mxS8972fvfNmLv3Uytsxbx9tg1ckSjjsIjLHJP7/lf/MaGB+Z5RK5qUW0tW/3QrHsriUpCIsqwiYcekNo/9d/OQvz2z+lNLak0BneOn7iLhISGmtYSy+bO38EBsZm1B9JDJ4xPoaESW1fGqMaGVSsjdm5VuqqmlLKKNFKXpiG7jH/x5z529je+VA4Y4KKqVqtl2fKPd3a96StfmHr2qxqDBxZdhaQQd1G5/zfX1KZJJUuo6fip+4r5Ds1rc/GI8TOmJtHaNGd31YUzZ+dW3qlPsWjOg5Kzi2SRUnXCfvtERH8t3aFVAAAA0P+sLFQ1WTJNViRTLVKhVhTJCtVUpEGTJx7+obe99/LzP3zB96a/8VWN4YOLHBKaVLOKqGaXEO1Zu/GKr30vRFQ1VFbPe7TV15vaBw+KiMiwieNSmZKI6DNvPZySqaqmpFZoKoaMH9s+7iUiRGLzipU7HhciYZpG7TnRJTxcTVXURUN8zaOP6U4eVa9mplqamao2ipS0MJ3ykhcefeapJuIRyUOl/bRBRgwbNvbQ6ZY0iamoqqml3NdaPu9RVcnRno0mY3afVJSW0o4M8pOZDhk3WkPaFx4R69es7Vm1dqc+xdrHFru4hahEFhk4fGhY+2EJrQIAAID/N6XwMlrakOGHTT/z0x/52G9+ecTrz0ypVFdVzRGm6iqW9P6rrm+uXh+qJrp00SLZcsJkqKoUaciIkdl3+Of4KgOHDRNpTzgSDdmwbkPscGO0z0CcNGP/VpKkFiEqIaYasu6xpVL5n39bIvyAV53mITnptmvOOwYNqhrJ28v3VUXMxNYtXba5p2fLB4tQ0RG7jI0dfr7jEcNGDnMREzHRUNnc17dp9aqduuB1y1a2y0RFVGXg4CGxs9FGqwAAAOB5JVStbDSKVGiIRffYkSd94RNv/9bnu0cMriPM1CU8ScohzXr5w/Pbz0F6NmxSUd+ylkRSWVijzFtG6zvwpiLWaPjWX0toblY7+xBg6D6TRo4e/uQmAknUZdPq9asWPP7n3xZVGTZp98aAzhTq21xXSiklKy25e472STbSt3Gz5cgRau1nPBKdjZAdTYUcoh0dW46YURHVFCKtaqcuuN7Y024/DQ2VVJbarklaBQAAAM+j/IiIqFo5PD/7mgdVU7EQVUupMEvWqbHHKS9+4ze+2Dmw21xMVUJFo6WxcuHjqppdi64OEWkvHHGJpO2F3jl8RwfI3mqqaBIJlVBtlCnv2MBat6x3V+1I+x31guQiFhoiOcS0WVXLZt8XHlVVRfadeNTzB2/T6OwYNHRI8nhaRKXwyK7WnhQmEWEdSdo7GPjWfcvcJWSHnhSpaoRXuR2BGhESFqq2c5tveV15RHtOXgrpbbUiu/fTihVaBQAAAP0WK82qst6+nla9Q8Py9nEoqpbKZMmKQlPa/UWHHXnqiS4RHkV7zlNE77p1omJhA4cNaZ//ESoqWtVVbrYkatEUO9Aq2aNvwwZXCd8y4B8wZJDt8GOVrXuCyaGvOF0KSyFiVoSGah35gWuvb7WyhVee/6xJUGZqxZZHJ08kgZpYiBViklRVQlQHjR5RpqQhtvUrtaq37P377B9GCtXNa9Zu2fJLVESso+weMXynLrYxoNvUPCJU3KNn3boQCe2fyqBVAAAA0E9Uq5Ze8snP258xVG2FH/w3p2lZqG1ZBSEhVbMVoqqxy167i0qoeoSJ1HWuNvaKmJrIjh3FuHb5chVxkRQSEQPHj1HfuXUmlcv4Fxw4YfqUyJIlRCSHl6Kzr7ulZ806Ca0idvY1dy4Jt5SeDBo2YsCwoUWIibqKRDTXbEhqvqPvHhuWrVDV9gbCKbR79LAh40bu1MV0DBkkIhEuqm666oGH4g/2bqZVAAAA8NcWYZbmXHf7xnvu/5Nfo2E6fMb0jo5GqIRo1tBkAwYPcs8i0rnbboNHtBfHi4akkNWPL1Mtc4jsyIHrva1VCxcnlzB1kbJIoyfvtbMntZdq0aEnvudcLUsRcRUViYh67cb7L7kiUupI4vac3ub2LC8VkV0OmVFpPHENSx9+xHZ8Gy7TpXPuy1uOfFRx3evQ6dJIO3Uxg0aPEIlkqiLhsWzewmrTZmO9CgAAAJ5fVErVgd3dV3/zB3UOr7NXdZV3bq22eFUWqauzSzyyRlY10YFjRmpIRF0M6trniEPU1VVcw0WW3z8v56xR1bVvZ2Tvdc5R5yrXa+cv3LhxU0iYaArtHDxw5F6TQtLOflCvq31OOOqQo4+w0OxZTIqQCLnuJxdUG3rUxSOHu4jsyNKdp19uDsvu8tRF8k8eJB/txxbt/zzl2BeomqskUZdYu2hJ5S7Zd+R9NMvSuQvaq+ojwjWmnXyi+M5d8MiJuxZqYSoRkbS1uXf+Lbc3q6aE55zdfbunrUTOEfHEDLxnmrtGqwAAAKDfYiWJZ5W7rr3p0Rtn5lz11k2pd+6pRaQi97V6q0pD1LQRklXHT9pDUjKVJH7wq86wlMqQMHHxZXPmqKUIVyu3OyqX7BE5dN7Nt6ccOWl7DfpBp53UNWTAzk5XCtVkqTJ5yec+Onj8WCvLVEvLRJOsW7R05vfP2+xbFv27u6WdDCHV3GqtX79eVLddgRNbl5SIiG45YEXVbMrxRw8ZObTIUoeb6uKH5m1avUF2YA6ei666b+7K5Ss1u4h0ho6ePGmPow+PndxweMK+e0eyyOEaEeEid/7y4kIt59yea1dtJ5zq0KLK7q4Rsp29y2gVAAAA9GOsJKu9o/ZLP/2VvvWbRMNi5wbrTZeNCxa0+pquYhFF1pF77jJsn0kSEpFCZLcXHTrpkKnJRUQ15P7b78hrN1ZaFOmZB9nhomJuYnXMuvwqE8kqHaEdIwYf+tbX284fXKgiEWJinRPHv+mrXxjQNVDFUh21eKVx/fd+vumBBc2snrOquiyu1ugAACAASURBVO/scxWpVq/q6ekxVdmB3bTK4UOOOefVJiJmIVJt3LTiznt3ZBcuE3nwmpu1qsuQEHWJk977Zh3QtbNrjQbuNmHC1H0abqLWlcVN5t5859rZc3tryV5HX6uwZ37Bqo5Fs+8rRG37l0urAAAAoN9UklNnw0WWPjDv6i9+vREdLd25tQsN1QeuvUWalSSViDrZ8e851wpPppKSiVnDXvapD9VDu4ssbpI39tx76X+XrhF5O2nRXsoR62bd9+ich2uJRmirtJd+4G3Dd5uQxXWnF1fk0CgtFZLHHbbP2V/9x66hg72j0AhR2bhx0/kf+F/1shWpKORP2LpXZdEDc7vCcoTt0COO6pBzzxqx354REaZ9Us3+xWXJnn2Qnzc2Z110hYvXSUNkyolHTz39pBCXndwVIAo9+q2vq4skIS0Ti+jraf7681/v6G1mycliezchNmy65bdX1+mPHQdDqwAAAKB/eISJ5faqg6Q3/eflt/7ovEaEe+7LERHh3l7AEFsHxO3FDOHeyp5bdWSPdT23XHx5eysrDT3yxGNmvOyEHKESoZpUk8iIGfu94sPvTu3teut89c8urDf31nXe8soREZHdaw/3CPWWi9Xx25+eb73N9nUecfJxM95wVmkaImrayu4eIpJz3d7/1zU0xE1CJELyNgPupKapqEXFLCeddOxhb/3h14eNHRNqpUckW/zQ/F989DO9jy+vvHbP2XO4ty/pyZF6hIR7riMit68ze3h4jjm/u8FzLSaVtbdmFg2RThMP3XIUypP3vLBkg7vf9M//MHzoCA9JarOvv2nxrPvc63D3CK9y+7ST7J49wr2VK6/qe/776sULF2WJSmTM7ru+7J8+5haNlMS2HN7i7lWIhbpouIRICpFwye5bv48iohJTX3r8AYcf7OFRiEioyryZs377lW95rVWy7Dnq9jc9avdmbkWuK4/rv3veUccc4yLu6ipbt6COyDlvPaCGVgEAAED/MBV1MdUs4VGXHld88dvX//zSCC2rqplzjkoi3LOoes7toxXbI2rt612Xc19v66p/+9bj8xdl0yLLnofMOPkLn2y1V2aYJVVLplYkz4ed/eoTPvRWKYqejrTxgQUzv/UjD2vVdeXe53XlbqrqWbyOuirr+qFrZ8657MqcpBG2/3FHn/Ivf9/VEC1TI5VqVrhHXUdVW0RW9YgkmkXMw1q1aWHbLLoI0aTtE2FSaaUV5chD93/fBd896rhjwkzDk+oD19/+vTe+t2f5mrpyrarNdbW5qqR6cpuB9kmMERIeKlL3bW56eO0PX3LVbZddKUUSl65ayzq0Uc54+Qln/fPHRMySqdq2c9Y8a1LvmLHPm772T8OGDJaQvqp16Wf/tXdDb25Wm6rW5uZm99xelC+em3Vd1fX6xSsv//I3Q2RQtmFjR77lB/82cNzoIhXtzY7b3xcza3glEeIeJmrqkS1Zjva5ONbemDhZ8sJP+aePjx4/XuoQsUKkVcQ1P/jl1Z/4Qmzsqz03o9XKVe0tqSrL0pvj9m/8qFbZ/fgjyghXEbWQmP37G6761JcX3/+A+paKS5/+9Kf5ewUAAIA/X0R4+OyfX7ph5Sqz1B4hP3rtLa1m766HHhgaqtmstPYMJdWIMLOIyFH3pVRUMvMr3/7tD345sOVheuCrTnvNv31WRwwxdxPddpG65ywpjT/soNEjhiy9dXaz2Zp3931jxowef8C+dc4dSbXOYknEq8h9ktY9sPDn7/poT19vkdKhZ73szP/9ae0qQrU9V0pVI1qu4ZbUbP51dzw6+x7N2U2T6IGnnDRwz90KLSzZtqXR/kV2SSIedRrcvdepJ0zYc4/V8xdsXL2+DF2zas38G2/b67BDO0YN79RUmkoy2zo7a8tp8Wqqqh6V5laWB39x8U8+9+XG5j51yWbDRgw/9JWnvOqLnzjknNcMGDW8/aZP3Iet16CS6yw+eNL4/Y590bw7765XrF2/ZOWmlat2OeaoQY3k0WqUXVu/2NWj2tj3q3d/fOnc+RIyZsZ+7/jRV7smji2LLd+XbbftauW8bvnKWf95aWiER2lp/NTJe5/0IhVv90x7QY6KNkYMm3roofdef3O9fmMOKSJMddGch+79zTUDBw0dMnR416CBZsld1tz/yH9/6kvNiJP/7t1rHl8y+1dX5EKtDjHtazYXzr7vrl9cMe+Gmd3dnaOn7EWrAAAAoH+4hIve8/NL1/dtftnHPpQHNNYtWFSpPz5z9rzfX989dPiwMePLrka4i0p4pKLIdW1m0vKN982/+G///tbLrtQcw6dMfOXnP/7Cd5+bOouGiomFqW2zBsO9rlU7VUdO23f/k1+8cvny1fMW3XvdzZvXrttn3/1iQHcyDY8qR9mbF1590wXv+fi6NetG7Db2NZ/+6JHvfEOzcIsordCtreIRtRQSoZtbt//Hzxc/uqgIdVMVmXbEC0bPmFx5bm+uq08/6NAjsokWZhYxaspe0191xl777bNh/Zq1K1duWL7m3v+8dPXCR4cNG9YYPUbUIrz9ChERoqYqtXudW+ub137hq1d+/QfF5sq7O/Y+5rCTPvDWl/zD304544TBo0eEZBdpP87wutb2RmCqIlLXtWlRiphoGjns4FNP8kKWzH148V0Prrvj7l2mT+saMSqZuruZee1LHnn0knd8fP7dc8quxgvf88bTP/fxQSOGFmVD2lPg6tpSaj8z8Zwly7wrfnfftTNDJamFyMixo2aceqIW6clPEV6oJfHG6KFTX3LsioULVz26OKf2Uxhprt943xW/v+38S+ZefOV9F19544/Pv/kHv5xy5ktP/ODbpPRVC5fed/GVlbmJtU/+7O7s2vvAaXsf/8LR0/YdOm60RgR/rwAAAPDnC/dc5W+/4k3Hn/3qyWedITmvn7vwxosve+Q3N6xYukz6qhGjR48/6dAZh71g5D57pWHDpK5bjz0+d9bdc2687bE77unq7Njz0ANe8IpT9zj52GgUhUTWUFF3MZX0lOcqVRYzVQupci7Ulsx+4Iaf/eLRq2/bGPWhp5y467T9i2QrFjw2/6aZC+Y+MmbPiUeeedqMs14m3Y0iqUSWKCxZe7RdV615F/1u2cqVG5aueOTWO5bMnd+I0BBXsZCusSP3P+HIoaPGdI0cMXqfSROPOEBUkhVPfOYcEWIhIpGTiWRRSzl846OL7/7Vb2f+5ipfuGxd3Rw9fuzEQw8aMXXP3XbdbfCY0dbR0dtqbV68bOnD8xbce++8m2cN6u7e88hDphxzxN5Hv8BGDSk1xEMs2p9URUW3zM5qv3P7F56zmEmIh6jUpqn2aC5ZccvPfz3riitXLFsx9YADxh02fdyEXVatXPHYvXPmXjdz4ODB0087/shzXzt0l7Fq4h5mJqoRbpbqXK9+6NGHrr9tzdpVa+66/+HbZ1uzyu39B0K8s5x23FEjJu8xZMCQrjEjpp9ynHZYSBLJEdmkCJeH/uvqG350/rz750pvS3JOqubSMim7O/c58uCX/uPHRu42ppJsXi/4/Z3/8eYPa0OGjh8/+YhDphx75IRDZ3SNGW4iKtmsoFUAAADQP7J7q8ob7r13+NRpRUch7Z/Tm/X21H2PL1nzyIJFD81b9sjC3s2b8uYe7+lpdHZqd1fXiOG77bXXLvvtNW7a/jJsoCYt09PXVG87Rv/D/xQRkbOI9PVVq2bfv/TuB5ctWym5HjBowKjJk8bvs9ewSbtVpXaWpeTayvJpv71qNR+6dqZXtUUkF9/m4PbC3UOq8FDTHF3jRu1+4H6Fqabi2bItZ48IsVbuXb1h1WOPrl2yYtnjS/OSFevWr6tbLTMt1IpBA4aOHTt+j4nDd58wYvKeeUCHiXUWz77L8x+5IW29rbqsY8PDCxbPfXj1Q4tWtXoGN7pGjRs1esoeo6fum7sbZqnxTLs8Z69Xz3105f3z1UI7im3f8Ylfa5Xdzbs79njRId1dne0rCfd28Khoq8qbFi5d98i8lUtWbOrtHTBo4Ijxo4fvueegXUcXRXuhS+Scl81fMv/3N+19yLTR+06OzjJUCsmWnvwG0SoAAADoHxHuuWpGKlQK1diyFCRadatIRXs7K3OxZO1tnopk7qGqdYSYmoRFqJnaTrRKnXPautAi160wFbHIUZipeK1Sh0d4Z9EQF7Vkpn/4ynVdiYqHhGi5zRdEzu3ZVh4hqqEiOZIlS/asLRERtddJs7smK0Q056ypSKaRXVxEPdSq8BArTUVCxVXNrB9aJVctNatDRdXa5zSKuKpIFGoaWTTpM51T2d61TCRa3mqkjmd88b7shViRrI5WR+p84krcvb1ZQu05REqzEM05lyl5eISbWirKXNepKHJPyxuFRa6iSqYeqmKFJtsm1WgVAAAA9FurRHbPYclCQrckhItnsxSqOYcmSSHh7u1pTSGqEuFqFmIeYZbSH4zC/8jQvFVVZqohqtoMSSpJPGdXUQlPlkQkJCylEA2JtE0J5JzbazNybrm7WRJ333aymcuWHZhNzbNEiJW6dQusP5YK7e2JI0TDI0uYqrlI0V6rIxERaoVJe0/kUBEJDVU1fVpN/Wmt0qzror1hWOR66yyy8CpZ8og6e1GW6ZmOfXR3ERcRDam2+ffb7j5m7uE5RFXMyqJ9Je0Ccc+qJuHtdBVN7pFVQqTQ0BC1JCLuuZIkkTtMI7uGa1HG1r0GaBUAAAD0d6uItKq6oRamqhLullJEeIiqiIeaeoRJiEoOTSrtY0WSmYmLWPsIed2ZVvEtp3xsmaTUXliRVUJUREzCRD1EVCJyYWnbU+q3DKyfCC01jyi2PZtQt3ywcHfTpFvOjbRna5UtV9UeaatuOaUlxE2s3WjhLrbloEoRj8pETU1EdQdOjn/WVvEI3/LEySWs/Yyr3U6i5iGm8oyv0N7dONrfiBxPvxUiIlKLRLvfQuSpr7Nlc+Qty+7FTKX97VeJ7GpbnrapanZXiQhxNRExEdv6Z4ZWAQAAwF81bJ5ttP08/GIu+y982ZwFCQAAAOD5iOcqAAAA6DeMLdFvodLemYEbAQAAAOD5hjlgAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAABaBQAAAMDzVXHxry7iLgAAAAB4vuG5CgAAAIDnnSOOOpJWAQAAAPB8pEuXLuUuAAAAAHjetUpEcBcAAAAAPN8wBwwAAAAArQIAAAAAtAoAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAQKsAAAAAoFUAAAAAgFYBAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAACgVQAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAAAAtAoAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAAgFYBAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAAAAtAoAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAAgFYBAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABoFQAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAArQIAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAoFUAAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABoFQAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAArQIAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAoFUAAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAf5vu3ZsgzAMRVFUkbxDpLAEjOE5wggwBYxAZoIhSJEpPi0CKoTwl3JOF1fR665sAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAASvF5CAAAChVJREFUoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAAD4tWKCtM79zghAEoflagQA/qyLCCsAAADZeAMGAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAADkVKbpYgUAAKCtcdy/nLhXAQAAGqu1vh9283w3DQAA0NAwbD60SkSYBgAAyMYbMAAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAgMyKCQAAYJ1O/TbV/xyX2/OnexUAACAjrQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA+M4Dc6yDPCXuE8cAAAAASUVORK5CYII=)

SolGold plc Annual Report for the Year Ended 30 June 2025

88

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(O) | SEGMENT REPORTING

The  Group  determines  and  presents  operating  segments  based  on  information that is internally provided to the Board of Directors, who are

considered to be the Group’s chief operating decision maker.

An operating segment is a component of the Group that engages in business activities from which it may earn revenues and incur expenses, including

revenues and expenses that relate to transactions with any of the Group’s other components. An operating segment’s operating results and asset

position are reviewed regularly by the Board to make decisions about resources to be allocated to the segment and to assess its performance, for

which discrete financial information is available.

Segment results that are reported to the Board include items directly attributable to a segment, as well as those that can be allocated on a reasonable

basis. Unallocated items comprise mainly corporate office assets, head office expenses, and income tax assets and liabilities.

NOTE 1(P) |  PROJECT FINANCING

The  Group,  from  time  to  time,  enters  into  funding  arrangements  with third parties in order to progress specific projects. The Group  financial

statements recognise the related exploration costs in line with the terms of the specific agreement. Costs incurred by SolGold plc are recognised as

intangible assets within the financial statements. Costs incurred by third parties are not recognised by SolGold plc.

NOTE 1(Q) |  LEASES

For any contracts entered into, the Group considers whether the contract is or contains a lease. For those contracts that fall within the exemptions

of IFRS 16 and are classified as short term, these are charged as expenses on a straight-line basis over the period of the lease. For all other leases,

the Group recognises a right-of-use asset (“ROUA”) and a lease liability on the balance sheet.

The ROUA is  initially measured  by the Group  at an  amount equal to the  lease liability,  adjusted for any  lease payments  made at  or  before the

commencement date and any initial direct costs incurred, as well as any estimate of restoration costs required by the lease contract.

At the commencement date, the Group measures the lease liability at the present value of the lease payments unpaid at that date, discounted using

the implicit interest rate in the lease. Where the implicit rate cannot be easily determined the Group’s incremental borrowing rate is used instead.

As there is no implicit rate in the leases the Group chose to use 8% per the discount rate used in the historic economic project studies. For new leases

entered into this rate will be reassessed to reflect the current economic project studies.

The Group depreciates the ROUA on a straight-line basis from the lease commencement date to the earlier of the end of the useful life of the ROUA

or the end of the lease term.

Subsequent to initial measurement, the liability will be reduced for payments made and increased for interest. The liability is remeasured to reflect

any reassessment or modification. Where the lease liability is remeasured, the corresponding adjustment is reflected in the profit and loss if the

ROUA is already reduced to zero.

In the statement of financial position, ROUA have been included in property, plant and equipment and lease liabilities have been included in both

current and non-current liabilities, under Lease Liability.

NOTE 1(R) |  FINANCIAL INSTRUMENTS

NOTE 1(R)(1) |

RECOGNITION AND INITIAL MEASUREMENT

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.

Financial assets and financial liabilities are recognised in the Group statement of financial position when the Group becomes a party to the contractual

provisions of the instrument. Financial assets and financial liabilities are only offset and the net amount reported in the consolidated statement of

financial position and consolidated statement of profit or loss when there is a currently enforceable legal right to offset the recognised amounts, and

the Group intends to settle on a net basis or realise the asset and liability simultaneously.

Financial  instruments are generally  measured  at initial recognition at  fair  value  and  adjusted for  transaction  costs  where the  instrument is  not

classified as at fair value through profit or loss. Transaction costs related to instruments classified as at fair value through profit or loss are expensed

to profit or loss immediately. Financial instruments are classified and measured as set out below.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

89

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(R)(2) |

FINANCIAL ASSETS

The classification of financial assets at initial recognition depends on the purpose for which the financial asset was issued and its characteristics. All

purchases  and  or  sales  of  financial  assets  are  recorded  on  trade  date,  being  the  date  on  which  the  Group  becomes  party  to  the  contractual

requirements of the financial asset. Unless otherwise indicated the carrying amounts of the Group’s financial assets approximate to their fair values.

NOTE 1(R)(3) |

FINANCIAL ASSETS AT AMORTISED COST

Financial assets are measured at amortised cost if both of the following conditions are met:

•  The financial asset is held within a business model with the objective to hold financial assets in order to collect contractual cash flows; and

•  The contractual terms of the financial asset give rise on specified dates to cash flows that are solely payments of principal and interest on

the principal amount outstanding.

Financial assets at amortised cost are subsequently measured using the effective interest (EIR) method and are subject to an impairment assessment.

Gains and losses are recognised in profit or loss when the asset is derecognised, modified or impaired.

NOTE 1(R)(4) |

FINANCIAL  ASSETS  DESIGNATED  AT  FAIR  VALUE  THROUGH  OCI  WITH  NO  RECYCLING  OF  CUMULATIVE

GAINS AND LOSSES UPON DERECOGNITION (EQUITY INSTRUMENTS)

Upon initial recognition SolGold can elect to classify irrevocably its equity investments as equity instruments designated at fair value through OCI

when they meet the definition of equity under IAS 32 Financial Instruments: Presentation and are not held for trading. The classification is determined

on an instrument-by-instrument basis. Gains and losses on these financial assets are never recycled to profit or loss. Dividends are recognised as

other income in the statement of profit or loss when the right of payment has been established, except when the Group benefits from such proceeds

as a recovery of part of the cost of the financial asset, in which case, such gains are recorded in OCI. Equity instruments designated at fair value

through OCI are not subject to impairment assessment.

SolGold elected to classify irrevocably ‘Investments in equity excluding subsidiaries’ under this category.

NOTE 1(R)(5) |

IMPAIRMENT OF FINANCIAL ASSETS

The Group recognises a loss allowance for expected credit losses on financial assets which are measured at amortised cost or fair value through other

comprehensive income (when these are not equity instruments). The measurement of the loss allowance depends upon the Group’s assessment at

the end of each reporting period as to whether the financial instrument’s credit risk has increased significantly since initial recognition, based on

reasonable and supportable information that is available, without undue cost or effort to obtain.

Where there has not been a significant increase in exposure to credit risk since initial recognition, a twelve-month expected credit loss allowance is

estimated. This represents a portion of the asset’s lifetime expected credit losses that is attributable to a default event that is possible within the

next twelve months. Where a financial asset has become credit impaired or where it is determined that credit risk has increased significantly, the

loss allowance is based on the asset’s lifetime expected credit losses. The amount of expected credit loss recognised is measured on the basis of the

probability weighted present value of anticipated cash shortfalls over the life of the instrument discounted at the original effective interest rate.

Please refer to Note 14 for the CFLP.

NOTE 1(R)(6) |

FINANCIAL LIABILITIES

The classification of financial liabilities at initial recognition depends on the purpose for which the financial liability was issued and its characteristics.

All purchases of financial liabilities are recorded on trade date, being the date on which the Group becomes party to the contractual requirements

of the financial liability. Unless otherwise indicated the carrying amounts of the Group’s financial liabilities approximate to their fair values.

NOTE 1(R)(7) |

FINANCIAL LIABILITIES MEASURED SUBSEQUENTLY AT AMORTISED COST

Financial liabilities that are not (i) contingent consideration of an acquirer in a business combination, (ii) held-for-trading, or (iii) designated at FVTPL,

are measured subsequently at amortised cost. The Group’s financial liabilities are comprised of trade and other payables, current and non-current

lease liabilities and borrowings (Franco-Nevada and OR (formerly Osisko) NSR Financing Agreement, and Franco-Nevada Short-Term Loan Facility,

refer Note 21) which are measured at amortised cost.

![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDkAAAXQCAIAAADQ0AK9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd7hdZZX48bXWu/e5Jb03IISWAAmEFqQoSBNpFhxFRRR7L2P358xYxtHRGcc2+rOMFQsMgsDAKKD0EloIhBIghZCQ3pN77zl7v2v9/jgJBARJ8KL8Zr6fh8cnws05++ybPM/7vfstGhECAAAA/EXknEVETSVEI0JUVETEzP7E74oIVd3Ot3juvvjZvXjOtVlq/1+R9tg7VKQOMxUV1XBN6fl22c+Hu13wFwYAAAB/MY81SUiEiKiE7NDw9f8/quaeUyoiwl3NRFxFpRCXCBGNcJXEnw1aBQAAAM8LEaGiIvo//pOqqlnhOYtq1tpDVcNUVFKIumgO7eQPBK0CAACAvy7P2cxazebmdeu09kZ3d/fgwZLsf3CzuLuqqNn6NauqlZubPb1Vq9ns7esc0FF0NLoGDRo8erQM5LkKrQIAAIC/iGZrk2tnh0c2d9dwXT9vwYN/uPHhmbMXz19QNVuDhg5T8fVr1pZZBg0bPnLqlJ0OnDz5hYcM2HVistCoXIrNjyxfu3bdLtMnh3ij6HgOr7bypLVKXfVp0VmKqla+Yu6D91xx465HH77bfpP6rOwunmHknLPXdTZTjcrUckje1Fw8666Hbrn7kTvuXjd/cc/GzX25OWT4kKFjRnYMHtSsat/cs2nVmr7NvQMHD9n5wH32OvaIXWdMHzBqZNYI0yQqPT25e4DmrFaYu1otmsKK9JylXat2zV4UqfaWqkck0RShGxY9uvC6mXVXMf3lx3d2dD+7F69zbSEqWnt48uQmLhtWrX7kptvm33Bn904jj3vf2UVHB60CAACA51BKXUWuNosWPfLAZZdf89NfLL5r7rAJ4/Z/5YknfOjs4ftMrguzVEjtK+Y+NO/GW2855/w7L7zokkax8/R9jz3r1budenze1HPh339p9MQJk6btVUs8p+PW5D1RWKuKHLp05qz7rrxu3hXXLlnwiKu8adLOst+uxXYsqclRSSHuZlKuX7Z65gX/ddevfrNy4WJLqWvooANPePEexx45YcaB3UMGikRK5hKRRUI2rV638u4H7jr/0vM//I+tut5zv733POHoaS87fvC4MXVXp3pPSOc1X/vO/scfNWLqZBFRd0n2XN0K9dpyFZKszDnWz31o3jU3z7rq2kW33+VVHHj6SQe/4uRn/+KR+0KSpXrt2iWz5z54462P3Hz7wvsfynWrqPXQM04Je8LzJVoFAAAA/U9FsuvmufN+83/+eeEd92jEC9/4N0f/7dsHDBuSLfpyXWgduRKRcfvsNnTybge/7pWzf3reZd/44cKbZ/38jrvH/+L8oUOGzf39jWPe9YamqulzO0Wqudnn33jLvZdfv/D6mRuXLffwlkqVpMNVuhpuyXI84+p3E8vZm0tXXvvtH9980W/rDZtzxKCBg1745jNmnPkqHTeiCC9ERLIkq71KIqYRlgaOHDT4mIMnHjvj2PsX3PCj866/4L/m33H3Fd/5wX4vOfaYd79xyG7j7/nPS678959MPWKGqnl4ei7ny5mG5Lzizjn3Xz3z3v/+/SOLl1izSpVXhVpobep/xk4Irabf/qPz5l5+zZKHHu5dt77WMNUsYapu2lStREtaBQAAAM+pOqqHf3fNOR/7x56Nm9TshA+//fC3n9VZaiVV6alLyhCXJCFau3Qk8a5y+ltfv8dB0//9g5/atGT5/JtuMzE11ZBS1Z/jYzZWzl94w7d/9PCseyvzEHETE+nMEWJau0jY9vSB260/Pu/yb/ygb/W6UDWJ0ZN3fdMPvjZk4gQLkfBQaWqRJFJIEVKLFClpiGmI5BTRsdeko/7pY9Nfe+pvPvWFRXMevO28i+dccvl+Jxxz5x+uK/tyM8zr0ELEnsNYcde+9Zuu/tF/PvTb63uqzaJaidcNTdktrJRI4vJsdy0rOhs7TZu87uFH1z66fPPG9RGRxVOIi0pIKdKh8cT8AwAAAPpnmJvrqq5adZXrBVfP+emHP9u7cbOq7nv04S96x1mNhruVHWWnlaU1khVFSmWRikZZFEXRKMuuznLUYdPf+/PvjpkwNkXUJhGSRFNKz/WmxhP23/ONF/zwtd/6ws6TJoWahRShrqqqnkw1RJ86lnLtvb29fVVrw5Jl55/9sYs++28b1611DVHpHDvy9f/+5RG77tQoi6JRFGVZFmVX0kaylMzKslGWZmbJUplS2UhF0d0oBjSKcdP2PvuX393/1OPVtafVd/vFl23s21wnTYWmwjXiOd08TVMaNHLk67/1hbN+863px7wwF6kzm0d4+y6oiT37gkgpTXzRoaf+y6fee+15b/n+16YeebhFivZ3t/0/T3xxWgUAAAD9NMxVFRNXaa1Y+5uP/11rU08hWoS++L1v8cIstqs4hu864eXf+CcbOthC/C81Vk3akMImv+z4d/7XT/eZcZCISES9HQ9zKo0U0bd05X+84X2zrvxDnbyzElUbNHrkB37wrZF77NqqWzt0JdldUsSgztO//PdTTz5GXXsK7ayzhP+FvokSoiGmk6ZOe8V3v3LaR97ZZ1L093eia8DAnY6dceRbX6Ma+enTi1YBAABAvw10I7KEX/vdc9Y/ujyrtkzG7jVpzAH7FqlUKWw7Ji+5yc777/2yD7yz4fEX28g4NBoSSV0GNsbvv19Sc4m0HQ8QStW1K9f84A3vXTJ3XlVIRx11YZ0Du9/4tS8Mmbp7nayRdmy6lKq2Wn2dJkV3edoXPrnr5N07aqlU1P5C9yLCRUJMs4QUsdsh00s16bcHW6Gq7u6eO6QKi8j+J44CpVUAAADQj1w29t3xm9/VJmpa5hi+1x4N80IlW8qRn/H3W4iYHvj6V44/8uBG/RcaoJtKiKomc/O60ghRje15rrJq3blv+tDyBxdljSKiZZpCT3nf2cMO3d8tOiK77thKmxRSdgyoXDykY/jAU/7502VnZxlFjr/Q909FJDwii2mHpmxaatSa++vlI8LMVE2sO0mRi/QnPhutAgAAgH5TRbH09jkbVq6UEBUJiaHDhrkVIWISaXsGn6YNzVWHv+z976i6S1Ovc/0cL60XtaIoUjIrG4VveYzwtD/u9+zerDY1m9XGvgs+9oUlD84XiSI0q1roHoceuO9bzxrUkcqitKIsdvBYGE1WpNTV6Gw0GkVZjt9/7yPPOt3VTURiy7U+17dCrTQripRy0iSSRcrotzc1MxFR1ZTCJQqXbLQKAAAAnmsRncnm3XW/eriKhbjq5r7e9mQqS2l7phK5iIgl1XGH7D91xkHe0sh/uRlQ25tkKRWWZl14yZ1XXJU9RMUjLLSjKF7yyfeVZtEvz0HCLaUj337WiGHDNPR/4R8oWgUAAAD9lCoikX3to4+GhEuESKise2BetCqNCN++1eHuYtawDk/6wje9phg1pCj6aejfT1w9hTdXrL70K99OOVQlQlQ0VKa++IgxB+6jXof1wzA7Wcpey8ihh7z6tP+VqUKrAAAAoN9aRSNyNJtZJYXWGiLyyJz7lzz0gLir2fYERzIV0VA18XHHHHrE218rkkWfR0P1FF6JzPz2z3pXr28mae8h7BKF2gve+rpkWhbWL9sC1O4pSbdVk197epn+N56LyFmQAAAA6B8mUlnpHVseMpioiDQ9X/v575/6wy81ql5L3Z4ke1bRwiQVTzEWffyQemt0iUhDRKR8+gUrVVWpirunZJHNVFy9dklq4h7iVlhS8zqH2dblEmJmnrOlZ3OmYdM1r1p7y/mXhmoZ3jRpuFjosMm777Lf1PBW1iL1x/0sTFpuIuW4nceMOWy/zmbdk6vu1Kg8yqeaFFfnlol5qIvkKheFiWQTsVRGhIuGhLRaboVomKb2IZSFSUSY/bmXnN01QkVyrjyV4qGes0qdtZGsUG3PlGs/IEoi2UMiTKR++ucntAoAAAD6R4io+y67Tpwt2pLH6+Ke668f/uXvHP2Rd9WldkozWXIPtbJ/3jU3U9ERaj1uot5wqVet3bhhQ5imRmPQ0GHS1SEpXFTVPTxpKSI51896dF6a3XrZFWs3rreIbGoiLqIqBx1/THQWrp76a6/lHKVaVpFkL//Qezp2GtOwUkLS0wztVQup66TuUqfCTEuvddPmHu9Zs3HjxkZZdgwZ0jF4kEXdKKzOvVZFUXTkWp8yGneUhqhqDslaJM+m0mfJQhtJetZviJ6eno0bG0XqHjiwHDq02VGGmKs11Yt2RNEqAAAAeE5rRc12O/yQVvFdyY/vclt7vur7v1j/6PLTPv3BeuwIMdOkES7SH48ftGiGln2ttdfOvPXKG5fcPmvDpk2jJ+7caNbrl65csXHDzpN3G3fo9OknvXjsvlNSkSJcRNOfMaXKXGZf/DuTMNVapXCpVSylPY84yJNKaIiE9UevqEqEqYjJhBnTWh4aHqL2dDPiQmpL7l7kYtG982b/7upVN92x4oH5Q8eM7B4yuGft+iVLl40fPXrcgVP3PuXYiUfMKLqSa7J+2rdAt251nNT6Km+uXb/yhlvn/P66pfc88OjKlUMGDCxFl69apXUeNGTI6D0njZo+eUTZXaiF+9PdLFoFAAAA/UNVRGLA3lOm7DP5/rvvfezfZ1EVn/VfV8y/9fYj3nTmIa8+tRg9TDX3S6v09uYHLrzomh/8cunCxYO6u4979xv3e8MrOgYPrEKsljW3z77qe+dc/92f3fKDX044aL+XfuTtuxx6gJpGRPugj2fxjhuWr10y+36VqJOqh4m46bDuAeOmTinDQ1OW8Aj7s9fYuKqHmLuahHvDiipShGtk1ae4dR5VjmLpzDlXff17C2feWeV86KnHHf/FT43fc5fatMNjw4LFN/38/Bt+/utbLrp01K67HP3m1007/WQfUJqp6p/dBSoSahGbl6287j/Ou/OCyzatWj3xgKkv+dA7Jhw4tRw1UtwX33XvH/713x+aOWvDrasX3HJHq0hF5XWp+jRz/NJnPvMZ/l4BAACgH1pFovJoqDXGjrz/4stbqhLtdfIqIqHSu7l33g0zZ/7ywrUPPTx41JiukcObdZ0svGp5zu6S3d3dTCQ8e0tUdetxItsed9La1NsSt5AV9y+86L2fuu5nv960dv2I8SPf8MuvTz35+LK7y1LqKIqykQZPnLDPaScMGTzggetmrl6yZPZ5l/WtWT9m/71Taa6qapFzPHHhytyrZj4ya3aIiIqJ7n/qCSP32Ek1RWhEFvHFV99846WXp1BVSVlCJbkO2me3F73x1VoWaprMHgsV3ZFiedIXm2oys5TUklmhaoVpah+kuPWLvdncnFt1q08i9a3fcM3nvnnB5/51+SOPaFG8/DMfPPqT7x82YljRURSmVqTO4UMmHXX4vocePOeq61cvXjr3yuvm3nbLXvvvVwweWml41StVXaci6dYXD9+0dPlt514SIiFioeOmTt7nhKO2bbw6t9w15yqHq9hdl/zuF2/78Nzrb/Zcn/rx95z05U+OnLJrx/ChqZFSRzFg3Khpp586dMjABbfe1azqIry20DDRsNCdpk6e8pKjt70J7AMGAACAfqsVVc2m+x7zwoNf//LOVk4hxRPn97Qk+tZvvP28i7/zqrf86NVvm/WT81bOW9JbaZ3KTS5qLl5n9whJUqg/9Y/bW2UUqVhy053fe9077r91lpt2Duo+8//+685TpkR7t+Rtfk7vKgefdcbRH3yzS9RSX/OTX53/zo/XKzeYpfbuZNu5wl5VIlzFFsx9qHAJkazipqIipuN3miB/jUNgak2NlEotN61cfc6bP3L1z8/3VlVmO/kDb5l25t+Y52qbpSC1eMo+5KBpZ3/ryx2DBtSmS26551uve+ejd9zdcInUyEUqw3fwEixFLqzILfnDZ//1vPf/3cZla70sTv+Hvz3gba8tsksqt6mvbIUe9KYzXvN//2nAwEFV++xLz0/70vyVAgAAQL8IEZVQjWzy0k+8f88TjjST6onLppOqJ20W0szVQ7fNvuizX/36ca/+6cvPvvGr32vNfTBXElYmMVUNUXmaOVpJbM2cB7/3ro/2Ll2dTT38+Pe/eez++0hKYvakpxOFhFoc+bazps44SELqpPfdfMc57/2kr9ssHiq6/Ue3hKZwWf7QgiIkRCJCTUIiJEbttNNfZWRdmiXXVrP6+ds/suC2uysNjdjjmMNnvOvNZWGt9KRTNC0sdyQdc+i0Y99ztqrVEb0r1/30HR9Zded9dVWVYb6DU9dMrU+8VcU1n//aFT88txXhpc145SnTX/1ylboq07bdqKIpatPY64UvePlnP9JtyT0iKa0CAACA55yJplwX6t7d9Tff/OILTjqhfNK6aQ8JSS4pJCRUpFlV8+67/7df/e5XT3njD17+1lt+9Ku+9RvEo47wpzkBsbl640/f9bF61fpWQ8R94u6T9j/zjPAqRER16764W8fHZlnqumHHffS91ugsPQqR+2+764LPf0UjwmuP7a2VHC4u61avqTVCpREqvmUM3jl44F/luMrKc0vTFZ/+0uI77g3zjqzS3XHyB98sGpFbZbNVq23TeK6qOVemcvjrTh+9y1hTqTV6Vq374Uc/HZt6KnvapSNPe0+yN1TuOee8q35+vmsUIZ2DB5zwvrOlCNEy5dpya5vYK1zKsKRFOflVJx7wypPKrPnpk4RWAQAAQP9Q1VSk1NFpqWyUmgZ2n/r1z73ii58YMny4iqaIrCGqWSVMPVxEs4SKaIib1rlecPeciz771a8d99pbz7lA62i16qpqRm7mum7WfV5VzSq3qvr3X/veyoWLK42UpQg7+KzTuwZ1SiqSmZmpmW77QCbCUtmZGuOm7T3qwClFLU1Ti3zPuf997/W3Z9/uDbsiF7WJuWVXEYnwEJf2Y4PUUTRiB2dPec5VXbc8sntVZfdcV82qr6+uq6qqWlUr1/Xj/7SqutnKVSvnZp1b7i33Vp3dVOddfu2tF/y2SpFDs8XeRxw0cr+pjY6yo9FdDBjYVTx+K8wKKxodHZ1FUZRDBx70utOTm5k1G7Lp/kXXfusnhWrIjn0Kk3rtw8su+fJ3a6ktu4VOPfnYoTtPSGWjsywaHV1adj4eS6ZlYUWRimSdhU454ShRjad/ssU+YAAAAOg3sfWn8uHRYeJlOuCMV0498biHbrl90Y23L5w5a+lDC+tWS0VdrT0uThLu8vijEJU1jy49/1NfvOlXF5/0t+/Y5ejDWl6rSJIkKnXI0utunnneReIhpWWPUaOG73/6aZpze3evJ12GiEiIqWWR6ChOOPOMH8+8qwhxkVbk333uK3tdeo5baU94mBASEdKe5rX1pSJCVExcJGTLo5uQUNH2br215ye/7x9fyR9JZpL9kbvnLLzuznUrVjQk1RFqkj2SmUc8NiErh2hIKVElGzB65GGvPa0cNjBF9Kxe99t/+Oc+DY1Irlako978Btd4xitxkxmnnfiHb/3IN2xsaDSTXn/O+QeeevzYA6Y+9sVbbsPWmxDtMIsnvJTXeuHffblnw4ZCw01F7YjXvUqe6gL+6DJiy71uzxJ8/H7HY+lLqwAAAKDfPLZWJIuptA9Gzzq4e5+XHLXPicdUOfuqdQ9cdf2cS6+477a7mj29nWEtjTCxeCxVpCrNQh6dfc+P3/nR13z2w/u+7hXibqmI3GyEXv/vP7NWHcnUQyL2Ov6oNLBTLMS9PbiNiG2XrLiaqUiuw3SPo48oBnT5pp4wzRIrH1y4ePZ9uxw67YlLXFRUNdoHpWz9RKoRoqYeMnz4sEVqEREq4WESIbppwwZTfdJSmSddyZNH7SLZPZntvO++o/ad0rt05R3fP+f6837T7Omz9ky2bX6ruQwaM+LE979lystfWjQ6UyOJhojN+vWlax5ZHoWaiEQM22ns+BccnNSf8UoKcZkwauJ++9x/wy0pQguLnr6bf3LuqQdOS1s/taqKSvt/2vdDdcvteex11s1bNO/a27wQDQ2XoRPHjp825bHN3/44VB779+2ZerrlJUO2ZJ+yDxgAAACeW432QwPTVBRdRVkUpWl0l9Y1duT+r3/FmT/71scvPudl73/biD13MbXOWsTbY9fIEY06Co+wyD29537pmxvum+cRuapFtbVs9QOz7q4kKgmJKMMmHrJ/av/U/2kW4rd/Tm9qSaUxuHP8xJ0kJDTUtJZYNnf+dg6Izaw9kB46YXwKDZXYujJGNTasWhmxY6vSVTWllFWkkbo0Ddlp/Is///Ezv/nlcsAAF1W1Wi3Lln+8s+tNX/3i1DNf1Rg8sOgqJIW4i8q9v72qNk0qWUJNx0/dW8y3a16bi0eMnz41idamOburLpw5O7fyDn2KRXPul5xdJIuUqhP22Ssi+mvpDq0CAACA/mdloarJkmmyIplqkQq1okhWqKYiDZo88dAPve29l5774fO+v98bX9UYPrjIIaFJNauIanYJ0Z61Gy/7+vdDRFVDZfW8h1t9val98KCIiAybOC6VKYmIPvXWwymZqmpKaoWmYsj4se3jXiJCJDavWLn9cSESpmnU7hNdwsPVVEVdNMTXPPyI7uBR9WpmqqWZqWqjSEkL0ykveeGRp59sIh6RPFTaTxtkxLBhYw/Zz5ImMRVVNbWU+1rL5z2sKjnas9FkzK6TitJS2p5BfjLTIeNGa0j7wiNi/Zq1PavW7tCnWPvIEhe3EJXIIgOHDw1rPyyhVQAAAPD/pxReRksbMnzGfqd/5iMf/+2vDnv96SmV6qqqOcJUXcWS3nvFtc3V60PVRJcuWiRbTpgMVZUiDRkxMvt2/xxfZeCwYSLtCUeiIRvWbYjtboz2GYiTpu/bSpLUIkQlxFRD1j2yVCr/829LhO//qlM8JCfdds15x6BBVSN5e/m+qoiZ2Lqlyzb39Gz5YBEqOmKnsbHdz3c8YtjIYS5iIiYaKpv7+jatXrVDF7xu2cp2maiIqgwcPCR2NNpoFQAAADyvhKqVjUaRCg2x6B478oQvfvLt3/5C94jBdYSZuoQnSTmkWS9/cH77OUjPhk0q6lvWkkgqC2uUectofTveVMQaDd/6awnNzWpHHwIM3WvSyNHDH99EIIm6bFq9ftWCxX/+bVGVYZN2bQzoTKG+zXWllFKy0pK752ifZCN9Gzdbjhyh1n7GI9HZCNneVMgh2tGx5YgZFVFNIdKqduiC64097fbT0FBJZantmqRVAAAA8DzKj4iIqpXD8zOveVA1FQtRtZQKs2SdGrud9OI3fvNLnQO7zcVUJVQ0WhorFy5W1exadHWISHvhiEskbS/0zuHbO0D2VlNFk0iohGqjTHn7Bta6Zb27akfa54gXJBex0BDJIabNqlo2+57wqKoqsu/Ao54/eptGZ8egoUOSx5MiKoVHdrX2pDCJCOtI0t7BwLfuW+YuIdv1pEhVI7zK7QjUiJCwULUd23zL68oj2nPyUkhvqxXZvZ9WrNAqAAAA6LdYaVaV9fb1tOrtGpa3j0NRtVQmS1YUmtKuL5px+MnHu0R4FO05TxG969aJioUNHDakff5HqKhoVVe52ZKoRVNsR6tkj74NG1wlfMuAf8CQQbbdj1W27gkmh7ziVCkshYhZERqqdeT7rr621coWXnn+syZBmakVWx6dPJYEamIhVohJUlUJUR00ekSZkobY1q/Uqt6y9+8zfxgpVDevWbtlyy9REbGOsnvE8B262MaAblPziFBxj55160IktH8qg1YBAABAP1GtWnrRp75gf8ZQtRV+0N+comWhtmUVhIRUzVaIqsZOe+wqKqHqESZS17na2CtiaiLbdxTj2uXLVcRFUkhEDBw/Rn3H1plULuNfcMCE/aZEliwhIjm8FJ19zU09a9ZJaBWxo6+5Y0m4pfRk0LARA4YNLUJM1FUkorlmQ1Lz7X332LBshaq2NxBOod2jhw0ZN3KHLqZjyCARiXBRddNV9z0Qf7R3M60CAACAv7YIszTnmls33nXvs36Nhunw6ft1dDRCJUSzhiYbMHiQexaRzl12GTyivTheNCSFrF68TLXMIbI9B673tlYtXJJcwtRFyiKNnrzHjp7UXqpFhx7/nrO1LEXEVVQkIuq1G++96LJIqSOJ23N6m9uzvFREdjp4eqXx2DUsffAh2/5tuEyXzrknbznyUcV1j0P2k0baoYsZNHqESCRTFQmPZfMWVps2G+tVAAAA8PyiUqoO7O6+8ls/rHN4nb2qq7xja7XFq7JIXZ1d4pE1sqqJDhwzUkMi6mJQ116HHayuruIaLrL83nk5Z42qrv1pRvZe5xx1rnK9dv7CjRs3hYSJptDOwQNH7jEpJO3oB/W62uu4Iw4+8jALzZ7FpAiJkGt+el61oUddPHK4i8j2LN158uXmsOwuT1wk//hB8tF+bNH+z1OOfoGquUoSdYm1ix6t3CX79ryPZlk6d0F7VX1EuMa0E48X37ELHjlx50ItTCUikrY2986/6dZm1ZTwnLO7P+1pK5FzRDw2A++p5q7RKgAAAOi3WEniWeWOq294+PqZOVe9dVPqHXtqEanIfa3eqtIQNW2EZNXxk3aTlEwliR/0qtMspTIkTFx82Zw5ainC1cqnHZVL9ogcOu/GW1OOnLS9Bv3AU07oGjJgR6crhWqyVJm85PMfHTx+rJVlqqVloknWLVo68wfnbPYti/7d3dIOhpBqbrXWr18vqtuuwImtS0pERLccsKJqNuXYI4eMHFpkqcNNdckD8zat3iDbMQfPRVfdM3fl8pWaXUQ6Q0dPnrTbkYfGDm44PGHvPSNZ5HCNiHCR2391YaGWc27PtaueJpzq0KLK7q4R8jR7l9EqAAAA6MdYSVZ7R+0Xf+arfes3iYbFjg3Wmy4bFyxo9TVdxSKKrCN332nYXpMkJCKFyC4vOmTSwVOTi4hqyL233pbXbqy0KNJTD7LDRcXcxOqYdekVJpJVOkI7Rgw+5K2vtx0/uFBFIsTEOieOf9PXvjiga6CKpTpq8Urj2u//YtN9C5pZPWdVdfJMfJwAACAASURBVN/R5ypSrV7V09NjqrIdu2mVw4ccddarTUTMQqTauGnF7Xdvzy5cJnL/VTdqVZchIeoSJ7z3zTqga0fXGg3cZcKEqXs13EStK4ubzL3x9rWz5/bWkr2OvlZhT/2CVR2LZt9TiNrTXy6tAgAAgH5TSU6dDRdZet+8K7/0jUZ0tHTH1i40VO+7+iZpVpJUIupkx77nbCs8mUpKJmYNe9mnP1QP7S6yuEne2HP3xf9dukbkp0mL9lKOWDfrnofnPFhLNEJbpb30A28bvsuELK47vLgih0ZpqZA8bsZeZ37tH7qGDvaOQiNEZePGTed+4P/Uy1akopBnsXWvyqL75naF5Qjbrkcc1cFnnzFin90jIkz7pJr9y0uSPfMgP29szrrgMhevk4bIlOOPnHrqCSEuO7grQBR65FtfVxdJQlomFtHX0/zNF77R0dvMkpPF092E2LDppt9dWac/dRwMrQIAAID+4REmlturDpLe8J+X3vzjcxoR7rkvR0SEe3sBQ2wdELcXM4R7K3tu1ZE91vXcdOGl7a2sNPTw44+a/rLjcoRKhGpSTSIjpu/zig+/O7W3663zlT8/v97cW9d5yytHRER2rz3cI9RbLlbH7352rvU229d52InHTH/DGaVpiKhpK7t7iEjOdXv/X9fQEDcJkQjJ2wy4k5qmohYVs5x00tEz3vqjbwwbOybUSo9ItuSB+b/86Gd7Fy+vvHbP2XO4ty/p8ZF6hIR7riMit68ze3h4jjm/v85zLSaVtbdmFg2RThMP3XIUyuP3vLBkg7vf9E9/P3zoCA9JarOvvWHJrHvc63D3CK9y+7ST7J49wr2VK6/qu/77yiULF2WJSmTMrju/7B8/7haNlMS2HN7i7lWIhbpouIRICpFwye5bv48iohJTX3rs/oce5OFRiEioyryZs3731W97rVWy7Dnq9jc9avdmbkWuK49rv3fOEUcd5SLu6ipbt6COyDlvPaCGVgEAAED/MBV1MdUs4VGXHpd96TvX/uLiCC2rqplzjkoi3LOoes7toxXbI2rt612Xc19v64p/+/bi+YuyaZFl94Onn/jFT7XaKzPMkqolUyuS5xlnvvq4D71ViqKnI228b8HMb//Yw1p1Xbn3eV25m6p6Fq+jrsq6fuDqmXMuuTwnaYTte8yRJ/3z33U1RMvUSKWaFe5R11HVFpFVPSKJZhHzsFZtWtg2iy5CNGn7RJhUWmlFOfKQfd933veOOOaoMNPwpHrftbd+/43v7Vm+pq5cq2pzXW2uKqke32agfRJjhISHitR9m5seXvuDF11xyyWXS5HEpavWsg5tlNNfftwZ//RxEbNkqrbtnDXPmtQ7pu/1pq//47AhgyWkr2pd/Ll/7d3Qm5vVpqq1ubnZPbcX5YvnZl1Xdb1+ycpLv/KtEBmUbdjYkW/54b8NHDe6SEV7s+P298XMGl5JhLiHiZp6ZEuWo30ujrU3Jk6WvPCT/vETo8ePlzpErBBpFXHVD3915Se/GBv7as/NaLVyVXtLqsqy9Oa49Zs/rlV2PfawMsJVRC0kZv/huis+/ZUl996nvqXi0mc+8xn+XgEAAODPFxEePvsXF29YucostUfID199U6vZu/MhB4SGajYrrT1DSTUizCwictR9KRWVzPzqd373w18NbHmYHvCqU17zb5/TEUPM3US3XaTuOUtK42ccOHrEkKU3z242W/PuvGfMmNHj99+7zrkjqdZZLIl4FblP0rr7Fv7iXR/t6estUjrkjJed/i+f0a4iVNtzpVQ1ouUabknN5l9z28Oz79Kc3TSJHnDSCQN336XQwpJtWxrtX2SXJOJRp8Hde5x83ITdd1s9f8HG1evL0DWr1sy//pY9ZhzSMWp4p6bSVJLZ1tlZW06LV1NV9ag0t7Lc/8sLf/r5rzQ296lLNhs2YvghrzzpVV/65MFnvWbAqOHtN33sPmy9BpVcZ/HBk8bvc/SL5t1+Z71i7fpHV25auWqno44Y1EgerUbZtfWLXT2qjX2/fvcnls6dLyFjpu/zjh9/rWvi2LLY8n3ZdtuuVs7rlq+c9Z8Xh0Z4lJbGT5285wkvUvF2z7QX5KhoY8SwqYcccve1N9brN+aQIsJUF8154O7fXjVw0NAhQ4d3DRpoltxlzb0P/fenv9yMOPFj716z+NHZv74sF2p1iGlfs7lw9j13/PKyedfN7O7uHD1lD1oFAAAA/cMlXPSuX1y8vm/zyz7+oTygsW7Bokp98czZ8/5wbffQ4cPGjC+7GuEuKuGRiiLXtZlJyzfeM//Cv/27my+5XHMMnzLxlV/4xAvffXbqLBoqJhamts0aDPe6Vu1UHTlt731PfPHK5ctXz1t09zU3bl67bq+994kB3ck0PKocZW9eeOUN573nE+vWrBuxy9jXfOajh7/zDc3CLaK0Qre2ikfUUkiEbm7d+h+/WPLwoiLUTVVk2mEvGD19cuW5vbmuPvmgQ4/IJlqYWcSoKXvs96rT9thnrw3r16xduXLD8jV3/+fFqxc+PGzYsMboMaIW4e1XiIgQNVWp3evcWt+8+otfu/wbPyw2V97dsedRM074wFtf8vd/O+W04waPHhGSXaT9OMPrWtsbgamKSF3XpkUpYqJp5LCDTj7BC3l07oNL7rh/3W137rTftK4Ro5Kpu5uZ1/7oQw9f9I5PzL9zTtnVeOF73njq5z8xaMTQomxIewpcXVtK7WcmnrNkmXfZ7++5emaoJLUQGTl21PSTj9ciPf4pwgu1JN4YPXTqS45esXDhqoeX5NR+CiPN9RvvuewPt5x70dwLL7/nwsuv/8m5N/7wV1NOf+nxH3yblL5q4dJ7Lry8Mjex9smf3Z1dex4wbc9jXzh62t5Dx43WiODvFQAAAP584Z6r/J1XvOnYM189+YzTJOf1cxdef+ElD/32uhVLl0lfNWL06PEnHDJ9xgtG7rVHGjZM6rr1yOK5s+6cc/0tj9x2V1dnx+6H7P+CV5y824lHR6MoJLKGirqLqaQnPFepspipWkiVc6H26Oz7rvv5Lx++8paNUR9y0vE7T9u3SLZiwSPzb5i5YO5DY3afePjpp0w/42XS3SiSSmSJwpK1R9t11Zp3we+XrVy5YemKh26+7dG58xsRGuIqFtI1duS+xx0+dNSYrpEjRu81aeJh+4tKsuKxz5wjQixEJHIykSxqKYdvfHjJnb/+3czfXuELl62rm6PHj514yIEjpu6+y867DB4z2jo6elutzUuWLX1w3oK7755346xB3d27H37wlKMO2/PIF9ioIaWGeIhF+5OqqOiW2Vntd27/wnMWMwnxEJXaNNUezUdX3PSL38y67PIVy1ZM3X//cTP2Gzdhp1UrVzxy95y518wcOHjwfqcce/jZrx2601g1cQ8zE9UIN0t1rlc/8PAD196yZu2qNXfc++Cts61Z5fb+AyHeWU475ogRk3cbMmBI15gR+510jHZYSBLJEdmkCJcH/uvK63587rx750pvS3JOqubSMim7O/c6/KCX/sPHR+4yppJsXi/4w+3/8eYPa0OGjh8/+bCDpxx9+IRDpneNGW4iKtmsoFUAAADQP7J7q8ob7r57+NRpRUch7Z/Tm/X21H2LH13z0IJFD8xb9tDC3s2b8uYe7+lpdHZqd1fXiOG77LHHTvvsMW7avjJsoCYt05PXVG87Rv/j/xQRkbOI9PVVq2bfu/TO+5ctWym5HjBowKjJk8bvtcewSbtUpXaWpeTayvJJv71qNR+4eqZXtUUkF9/m4PbC3UOq8FDTHF3jRu16wD6FqabimbItZ48IsVbuXb1h1SMPr310xbLFS/OjK9atX1e3WmZaqBWDBgwdO3b8bhOH7zphxOTd84AOE+ssnnmX5z9xQ9p6W3VZx4YHFyyZ++DqBxatavUMbnSNGjdq9JTdRk/dO3c3zFLjqXZ5zl6vnvvwynvnq4V2FNu+42O/1iq7m3d37Paig7u7OttXEu7t4FHRVpU3LVy67qF5Kx9dsam3d8CggSPGjx6+++6Ddh5dFO2FLpFzXjb/0fl/uGHPg6eN3ntydJahUki29Pg3iFYBAABA/4hwz1UzUqFSqMaWpSDRqltFKtrbWZmLJWtv81Qkcw9VrSPE1CQsQs3UdqBV6pzT1oUWuW6FqYhFjsJMxWuVOjzCO4uGuKglM/3jV67rSlQ8JETLbb4gcm7PtvIIUQ0VyZEsWbJnbImIqL1Omt01WSGiOWdNRTKN7OIi6qFWhYdYaSoSKq5qZv3QKrlqqVkdKqrWPqdRxFVFolDTyKJJn+qcyvauZSLR8lYjdTzli/dlL8SKZHW0OlLnY1fi7u3NEmrPIVKahWjOuUzJwyPc1FJR5rpORZF7Wt4oLHIVVTL1UBUrNNk2qUarAAAAoN9aJbJ7DksWErolIVw8m6VQzTk0SQoJd29PawpRlQhXsxDzCLOU/mgU/ieG5q2qMlMNUdVmSFJJ4jm7ikp4siQiIWEphWhIpG1KIOfcXpuRc8vdzZK4+7aTzVy27MBsap4lQqzUrVtg/alUaG9PHCEaHlnCVM1FivZaHYmIUCtM2nsih4pIaKiq6ZNq6tm1SrOui/aGYZHrrbPIwqtkySPq7EVZpqc69tHdRVxENKTa5t9vu/uYuYfnEFUxK4v2lbQLxD2rmoS301U0uUdWCZFCQ0PUkoi450qSRO4wjewarkUZW/caoFUAAADQ360i0qrqhlqYqkq4W0oR4SGqIh5q6hEmISo5NKm0jxVJZiYuYu0j5HVHWsW3nPKxZZJSe2FFVglRETEJE/UQUYnIhaVtT6nfMrB+LLTUPKLY9mxC3fLBwt1Nk245N9KeqVW2XFV7pK265ZSWEDexdqOFu9iWgypFPCoTNTUR1e04Of4ZW8UjfMsTJ5ew9jOudjuJmoeYylO+Qnt342h/I3I8+VaIiEgtEu1+C5Envs6WzZG3LLsXM5X2t18lsqttedqmqtldJSLE1UTERGzrnxlaBQAAAH/VsHmm0fbz8Iu57L/wZXMWJAAAAIDnI56rAAAAoN8wtkS/hUp7ZwZuBAAAAIDnG+aAAQAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAABoFQAAAADPV8WFv76AuwAAAADg+YbnKgAAAACedw474nBaBQAAAMDzkS5dupS7AAAAAOB51yoRwV0AAAAA8HzDHDAAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABoFQAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAArQIAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAoFUAAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABoFQAAAACgVQAAAADQKgAAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAArQIAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAA0CoAAAAAQKsAAAAAoFUAAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAABoFQAAAADPfwW34HnrX8YcwE34H+Ajy2dxEwAAAJ4FnqsAAAAAeD7SiOAuAAAAAHi+4bkKAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAAIBWAQAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAADQKgAAAABoFQAAAACgVQAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAAAAWgUAAAAArQIAAAAAtAoAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAQKsAAAAAoFUAAAAAgFYBAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAACgVQAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAAAAtAoAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAAgFYBAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAGgVAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAACtAgAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAACgVQAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAAAAtAoAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0CoAAAAAaBUAAAAAoFUAAAAAgFYBAAAAQKsAAAAAAK0CAAAAgFYBAAAAAFoFAAAAAK0CAAAAALQKAAAAANAqAAAAAGgVAAAAAKBVAAAAANAqAAAAAECrAAAAAKBVAAAAAIBWAQAAAABaBQAAAACtAgAAAAC0CgAAAABaBQAAAABoFQAAAAC0CgAAAADQKgAAAABAqwAAAACgVQAAAACAVgEAAABAqwAAAAAArQIAAACAVgEAAAAAWgUAAAAAaBUAAAAAtAoAAAAA0Cr4f+3azU0DMRSFUVlyD5ZCE0wZqSOUYKrAJZCahiLIwlU8toifTVAyL+GcXWYV3d2nZwAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAcK+qCbIZbTECd6PP1QgAwHncVQAAgIxKRFgBAADIxl0FAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAADlUE2Qz2mIENtTnagQAIAN3FQAAIKMSEVYAAACycVcBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAD4TTVBTqMtRuAK+lyNAADkVCLCCgAAQDbegAEAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVc7lXhgAACoRJREFUAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAf1FNkNNoixHIrM/VCADARZWIsAIAAJCNN2AAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAABuRzVBTqMtRoBt9bkaAQA25K4CAABkVCLCCgAAQDbuKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAAG5HNUFOoy1GAJLrczUCAJfjrgIAAGRUIsIKAABANu4qAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAGgVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAArQIAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAKBVAAAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAAtAoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAIBWAQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAA0CoAAABaBQAAQKsAAABaBQAAQKsAAABaBQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAQKsAAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAABoFQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAAK0CAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACgVQAAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAALQKAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAACAVgEAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAANAqAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAWgUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAECrAAAAaBUAAACtAgAAaBUAAACtAgAAaBUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAACtAgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAoFUAAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAAC0CgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAABnU4/HVCgAAwLYOh6cvX9xVAACAje33++8fy+n0bhoAAGBDu93DD60SEaYBAACy8QYMAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAAAgs2oCAAD4n17aY6r/8zzfPv90VwEAADLSKgAAgFYBAADQKgAAgFYBAADQKgAAgFYBAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAADQKgAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAFoFAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAABAqwAAAGgVAAAArQIAAGgVAACA83wAblinMG0ZFacAAAAASUVORK5CYII=)

SolGold plc Annual Report for the Year Ended 30 June 2025

90

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(R)(8) |

DERECOGNITION

A financial asset (or, where applicable, a part of a financial asset or part of a group of similar financial assets) is primarily derecognised when:

•  The rights to receive cash flows from the asset have expired: or

•  SolGold has transferred its right to receive cash flows from the asset or has assumed an obligation to pay the received cash flows in full

without material delay to a third party under a “pass-through’ arrangement; and either (a) SolGold has transferred substantially all the risks

and rewards of the asset, or (b) SolGold has neither transferred nor retained substantially all the risks and rewards of the asset; but has

transferred control of the asset.

A financial liability (in whole or in part) is derecognised when the Group has extinguished its contractual obligations, it expires or is cancelled. Any

gain or loss on derecognition is taken to the statement of profit or loss.

NOTE 1(S) |  ACCOUNTING POLICIES FOR THE COMPANY

The accounting policies applied to the Company are consistent with those adopted by the Group, to the extent that they are relevant to an entity’s

(as opposed to a consolidated) set of financial statements, with the exception of the following:

NOTE 1(S)(1) | SUBSIDIARY INVESTMENTS

Investments in subsidiary undertakings are stated at cost less impairment losses. Expenditure incurred by the Company on behalf of a subsidiary, and

where the subsidiary does not reimburse the Company for assets that could be capitalised in accordance with IFRS 6, is recorded within investments

in subsidiary undertakings. Where investments are passed down into the underlying operating subsidiaries where no reimbursement is expected this

is recorded as an investment in subsidiary undertakings. Within Investments in Subsidiaries, we also include Loans with subsidiaries where settlement

is neither planned nor likely to occur in the foreseeable future.

NOTE 1(S)(2) | INTERCOMPANY LOANS

Intercompany loans with its subsidiary undertakings are measured in line with the Group’s policy mentioned in (r) Financial instruments above. That

is at amortised cost, with all subsequent measurement using the effective interest method and subject to an impairment assessment. Gains and

losses are recognised in profit or loss when the asset is derecognised, modified or impaired. Refer Note 1(v).

NOTE 1(T) |  NATURE AND PURPOSE OF RESERVES

NOTE 1(T)(1) |

OWN SHARES RESERVE

The own shares reserve was used to recognise the outstanding shares in the Company held in SolGold Canada Inc. (formerly Cornerstone Capital

Resources Inc.) at amortised cost in the consolidated financial statements only.

NOTE 1(T)(2) |

MERGER RELIEF RESERVE

The  merger relief  reserve  represents the merger  relief  applied under  section  612 of the  Companies  Act 2006  when  shares were issued  for  the

acquisition of SolGold Canada Inc. (formerly Cornerstone Capital Resources Inc.).

NOTE 1(T)(3) |

SHARE BASED PAYMENT RESERVE

The share-based payment  reserve is used to recognise  the grant  date fair value of options issued to employees that have vested  but not  been

exercised; and the grant date fair value of shares issued to employees.

NOTE 1(T)(4) |

FOREIGN CURRENCY TRANSLATION RESERVE

Exchange differences arising on translation of foreign controlled entities where the functional currency differs from the presentational currency are

recognised in other comprehensive income and accumulated in a separate reserve within equity. The cumulative amount is reclassified to profit or

loss when the net investment is disposed of.

At a Company level the foreign currency translation reserve relates to the change in presentational currency in previous periods (2016).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

91

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(T)(5) |

EMPLOYEE BENEFIT RESERVE

This reserve is used to adjust the actuarial assessed fair value for the defined benefit pension obligation linked to the Group’s employees in Ecuador.

NOTE 1(U) |  CHANGES IN ACCOUNTING POLICIES – NEW STANDARDS AND AMENDMENTS IN THE YEAR

NOTE 1(U)(1) |

REVISED AND AMENDED STANDARDS ADOPTED

The Group has adopted the following revised and amended standards. The list below includes only standards and interpretations that could have an

impact on the Consolidated Financial Statements of the Group.

|  |  |  |  |
| --- | --- | --- | --- |
| Standard | Description of Standard | Effective period |  |
|  |  | commencing on or |  |
|  |  | after |  |
|  |  |  | Impact of |
|  |  |  | adoption |
| Amendments |  |  |  |
| to IAS 1 |  |  |  |
|  | Classification  of  Liabilities  as  Current  or  Non-current  and  Non-current  liabilities  with |  |  |
|  | covenants |  |  |
|  |  |  |  |
|  | Amendments made to IAS 1 Presentation of Financial Statements in 2020 and 2022 clarify |  |  |
|  | that liabilities are classified as either current or non-current, depending on the rights that |  |  |
|  | expectations or events after the reporting date (for example, the receipt of a waiver or a |  |  |
|  | breach of covenant that an entity is required to comply with only after the reporting period). |  |  |
|  | Covenants of loan arrangements will not affect classification of a liability as current or non- |  |  |
|  | current at the reporting date if the entity must only comply with the covenants after the |  |  |
|  | reporting date. However, if the entity must comply with a covenant either on or before the |  |  |
|  | reporting date, this needs to be considered in the classification as current or non-current |  |  |
|  | even if the covenant is only tested for compliance after the reporting date. The amendments |  |  |
|  | require disclosures if an entity classifies a liability as non-current and that liability is subject |  |  |
|  | to covenants with which the entity must comply within 12 months of the reporting date. The |  |  |
|  | amendments must be applied retrospectively in accordance with the requirements in IAS 8 |  |  |
|  | Accounting Policies, Changes in Accounting Estimates and Errors. |  |  |
|  |  |  |  |
|  |  | 1 January 2024 | No |
|  |  |  | significant |
|  |  |  | impact |
| Amendments |  |  |  |
| to IFRS 16 |  |  |  |
|  | Lease liability in sale and leaseback |  |  |
|  |  |  |  |
|  | In September 2022, the IASB finalised narrow-scope amendments to the requirements for |  |  |
|  | sale and leaseback transactions in IFRS 16 Leases which explain how an entity accounts for |  |  |
|  | a  sale  and leaseback after  the  date of the  transaction.  The  amendments  specify that, in |  |  |
|  | measuring  the  lease  liability  subsequent  to  the  sale  and  leaseback,  the  seller-lessee |  |  |
|  | determines ‘lease payments’ and ‘revised lease payments’ in a way that does not result in |  |  |
|  | the seller-lessee recognising any amount of the gain or loss that relates to the right of use |  |  |
|  | that it retains. This could particularly impact sale and leaseback transactions where the lease |  |  |
|  | payments include variable payments that do not depend on an index or a rate. |  |  |
|  |  |  |  |
|  |  | 1 January 2024 | No |
|  |  |  | significant |
|  |  |  | impact |
| Amendments |  |  |  |
| to IAS 7 and |  |  |  |
| IFRS 7 |  |  |  |
|  | Supplier Finance Arrangements |  |  |
|  |  |  |  |
|  | On  25  May  2023,  the  IASB  issued  amendments  to  IAS  7 and  IFRS  7  to  require  specific |  |  |
|  | disclosures about supplier finance arrangements (SFAs). The amendments respond to the |  |  |
|  | investors’  need  for  more  information  about  SFAs  to  be  able  to  assess  how  these |  |  |
|  | arrangements  affect  an  entity's  liabilities,  cash  flows  and  liquidity  risk.  The  required |  |  |
|  | disclosures are only applicable for annual periods during the first year of application. |  |  |
|  | Therefore, the earliest that the new disclosures will have to be provided is in annual financial |  |  |
|  | reports for December 2024 year-ends, unless an entity has a financial year of less than 12 |  |  |
|  | months. |  |  |
|  |  |  |  |
|  |  | 1 January 2024 | No |
|  |  |  | significant |
|  |  |  | impact |

Other new and amended standards and Interpretations issued by the IASB do not impact the Group or Company as they are either not relevant to

the Group’s activities or require accounting which is consistent with the Group’s current accounting policies.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

92

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

NOTE 1(U)(2) |

REVISED AND AMENDED STANDARDS NOT YET ADOPTED

Certain new accounting standards and interpretations have been published that are not mandatory for 30 June 2025 reporting periods and have not

been early adopted by the Company. Amendments to IFRS 9 and IFRS 7 in respect of the classification and measurement of financial Instruments are

not expected to have a material impact on the Company in the current or future reporting periods and on foreseeable future transactions. The impact

of IFRS  18 Presentation and Disclosure in Financial Statements  and IFRS  19 Subsidiaries without  Public Accountability:  Disclosures has not been

assessed.

|  |  |  |
| --- | --- | --- |
| Standard | Description of Standard | Effective for annual reporting |
|  |  | periods commencing on or after |
|  |  |  |
| IFRS 9 and IFRS 7 | Amendments to the Classification and Measurement of Financial Instruments | 1 January 2026 |
| IFRS 18 | Presentation and Disclosure in Financial Statements | 1 January 2027 |
| IFRS 19 | Subsidiaries without Public Accountability: Disclosures | 1 January 2027 |

NOTE 1(V) |  CRITICAL ACCOUNTING ESTIMATES AND JUDGEMENTS

In the application of the Company and the Group's accounting policies, described in Note 1, the Directors have made the following judgements and

estimates which may have a significant effect on the amounts recognised in the Group and Company Financial Statements.

The Directors evaluate estimates and judgements incorporated into the financial statements based on historical knowledge and the best available

current information. Estimates assume a reasonable expectation of future events and are based on current trends and economic data, obtained both

externally and within the Group.

NOTE 1(V)(1) |

ACCOUNTING ESTIMATES: NSR ROYALTY INTEREST – GROUP

The NSR royalty has been valued using the amortised cost basis. IFRS 9 requires that amortised cost is calculated using the effective interest method,

which allocates interest expense at a constant rate over the term of the instrument. The effective interest rate of a financial liability is calculated at

initial recognition and is the rate that exactly discounts the estimated future cash flows over the expected life of the financial liability, based on the

then current mine plan and project development study assumptions.

In the case of the Franco Nevada NSR royalty, the Company arrived at an effective interest rate (“EIR”) of 11.84%. In the case of the OR (formerly

Osisko) NSR royalty, the Company arrived at an EIR of 8.87%. Total interest for the financial year is calculated at US$21,761,860 (2024: US$17,781,791)

(Note 6).

NOTE 1(V)(2) |

ACCOUNTING JUDGEMENTS: DEFERRED REVENUE LIABILITY – GROUP

Management has determined that under the terms of the Gold Stream Agreement, the ‘own-use’ exemption under IFRS 9 Financial Instruments is

met. The Group retains significant business risk relating to the operation of Cascabel, and as such has accounted for the proceeds received as deferred

revenue.

Management has determined, with reference to the agreed contractual terms in conjunction with the Cascabel reserves and mine plan, that funds

received from the Syndicate constitute a prepayment of revenues deliverable from future Cascabel production.

Consideration received under the Gold Stream Agreement is deemed to be variable, because it is calculated based upon production volumes and the

spot price of gold and can be subject to cumulative adjustments when the contractual volume to be delivered changes.

NOTE 1(V)(3) |

ACCOUNTING JUDGEMENTS: EXPLORATION AND EVALUATION COSTS – GROUP

The Group capitalises expenditure relating to exploration and evaluation where it is considered likely to be recoverable or where the activities have

not reached a stage that permits a reasonable assessment of the existence of reserves.

The carrying values of exploration and evaluation assets were assessed for indicators of impairment and impairment reversal based upon internal

and external sources of information, which includes information particular to the Group and Company and their projects. In forming this assessment,

the  Group  considered  the  external  Mineral  Resources  Estimate,  the  status  of  its  permits,  and  internal  economic  models  and  financing  which

supported the carrying value of the projects.

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

SolGold plc Annual Report for the Year Ended 30 June 2025

93

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 1 | ACCOUNTING POLICIES (CONTINUED)

A key judgement in the assessment is that the additional funding required to maintain and progress regional Ecuadorian projects will be obtained,

and the proposed Ecuadorian mining regulator (ARCOM) supervision and control fee (refer Note 28(c)) does not represent an indicator of impairment

as at 30 June 2025 as it is a non-adjusting post balance sheet event.

The Directors  have carried out  an assessment of the carrying  values of exploration and evaluation expenditure and indicators  of impairment  as

detailed in Note 13.

NOTE 1(V)(4) |

ACCOUNTING JUDGEMENTS: INVESTMENTS IN SUBSIDIARIES AND INTERCOMPANY LOANS – COMPANY

The Company’s recovery  of investments in subsidiaries and intercompany loans  is dependent upon the value of the  mining exploration projects

owned by the subsidiaries. The recoverability of intercompany loans has been evaluated on a mineral property by mineral property basis, considering

the ability of each legal entity holding exploration and evaluation assets to repay its obligations.

As of  30 June 2025,  no indicators of impairment were identified with respect  to the carrying value of  the exploration and evaluation assets. All

recovery strategies indicate that the carrying value of intercompany loans will be fully recovered.

The carrying values of capitalised exploration and evaluation costs were assessed for indicators of impairment based on the estimated recoverability

from expected future development and production. The assessment considered the external Mineral Resources Estimate, the status of its permits,

internal economic models, the impact of any impairment reversals, and financing which supported the carrying value of the projects.

The Directors acknowledge that the Company’s market capitalisation was below the value of its net assets for much of the financial year ended 30

June 2025. In accordance with IAS 36 Impairment of Assets, this was considered as a potential indicator of impairment. The Directors assessed the

recoverability of capitalised exploration and evaluation assets, together with other internal and external sources of information, and determined that

no impairment was required. Subsequent to year end, the Company’s share price has increased significantly, resulting in a market capitalisation in

excess of net assets. While this subsequent recovery is a non-adjusting event under IAS 10 Events After the Reporting Period, it provides additional

support for the Directors’ judgement that the carrying values of the Group’s assets remain recoverable.

Management has made a judgement relating to loans with subsidiaries where settlement is neither planned nor likely to occur in the foreseeable

future. These loans are considered as part of the Company’s investments in subsidiaries.

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Dw1HLUSHFffO8Df/iXf5s7Y+aGO1YvuP3uVpGKyutSdTuT/dJnPvMZ/l4BAACgf3JFovJoqDXGjnzosqtaqhLtZfMqIqHSu7l33s0zZvzykrVzHx08akzXyOHNuk4WXrU8Z3fJ7u5uJhKevSWquvWYkW2PQWlt6m2JW8iKhxZe+t5P3fizX29au37E+JFv+OXXp552UtndZSl1FEXZSIMnTtjvzJOHDB7w8I0zVi9ZMuvCK/vWrB9z4L6pNFdVtcg5/ngRy5xrZzw2c1aIiIqJHnjGySP32kU1RWhEFvHF1912yxVXpVBVSVlCJbkO2m+PF73x1VoWaprMnmgV3ZloecoXm2oys5TUklmhaoVpap+xuPWLvdncnFt1q08i9a3fcP3nvnnx5/5l+WOPaVG8/DMfPO6T7x82YljRURSmVqTO4UMmHXvU/kccOvvam1YvXjrnmhvn3Hn7PgceUAweWml41StVXaci6dYXD9+0dPmdF1weIiFioeOmTt7v5GO3zbw6t9w15yqHq9i9l//uF2/78JybbvNcn/Hx95z65U+OnLJ7x/ChqZFSRzFg3KhpZ50xdMjABXfc26zqIry20DDRsNBdpk6e8pLjtr0J7AwGAACA/gwWVc2m+x//wkNf//LOVk4hxR9P9GlJ9K3feNeFl33nVW/50avfNvMnF66ct6S30jqVm1zUXLzO7hGSpFB/+h+6t8ooUrHk1nu+97p3PHTHTDftHNR9zv/5l12nTIn2Fsrb/LTeVQ499+zjPvhml6ilvv4nv7ronR+vV24wS+39ynZwwb2qRLiKLZgzt3AJkazipqIipuN3mSD/HYfD1JoaKZVablq5+vw3f+S6n1/krarMdtoH3jLtnL8xz9U2y0Jq8ZR9yCHTzvvWlzsGDahNl9x+/7de987H776v4RKpkYtUhu/kJViKXFiRW/KHz/7Lhe//u43L1npZnPUPf3vQ215bZJdUbhNg2Qo95E1nv+b//NOAgYOq9rGYnrf70vyVAgAAQH8JEZVQjWzy0k+8f++TjzGT6o9XUSdVT9ospJmruXfOuvSzX/36ia/+6cvPu+Wr32vNeSRXElYmMVUNUdnOZK0ktmb2I99710d7l67Oph5+0vvfPPbA/SQlMXvKM4pCQi2Oedu5Uw8/RELqpA/edvf57/2kr9ssHiq640e6hKZwWT53QRESIhGhJiEREqN22eW/ZXBdmiXXVrP6+ds/suDO+yoNjdjr+KMOf9eby8Ja6SkHbFpY7kg65ohpJ7znPFWrI3pXrvvpOz6y6p4H66oqw3wn57CZWp94q4rrP/+1q394QSvCSzv8ladPf/XLVeqqTNumo4qmqE1jnxe+4OWf/Ui3JfeIpOQKAAAAngsmmnJdqHt3199884svOPXk8inLqD0kJLmkkJBQkWZVzXvwod9+9btfPf2NP3j5W2//0a/61m8QjzrCt3M4YnP1xp++62P1qvWthoj7xD0nHXjO2eFViIjq1s1ytw6RzbLUdcNO/Oh7rdFZehQiD91578Wf/4pGhNceOxosOVxc1q1eU2uESiNUfMswvHPwwP+Wkywrzy1NV3/6S4vvfiDMO7JKd8dpH3yzaERulc1WrbZN5rmq5lyZylGvO2v0bmNNpdboWbXuhx/9dGzqqWy7y0i2e0+yN1TuP//Ca39+kWsUIZ2DB5z8vvOkCNEy5dpya5veK1zKsKRFOflVpxz0ylPLrHn7VUKuAAAAoN+oaipS6ui0VDZKTQO7z/j6517xxU8MGT5cRVNE1hDVrBKmHi6iWUJFNMRN61wvuG/2pZ/96tdOfO0d51+sdbRadVU1IzdzXTfrPq+qZpVbVf37r31v5cLFlUbKUoQdeu5ZXYM6JRXJzMzUTLd9LBNhqexMjXHT9h118JSilqapRb7/gv964Ka7su/wFl6Ri9rE3LKriER4iEv74UHqKBqxk9OoPOeqrlse2b2qsnuuq2bV11fXVVVVraqV6/rJf1pV3WzlqpVzs84t95Z7q85uqvOuuuGOi39bpcih2WLfow8ZecDURkfZ0eguBgzsKp68FWaFFY2Ojs6iKMqhAw953VnJzcyaDdn00KIbvvWTQjVk5z6FSb320WWXf/m7tdSW3UKnnnbC0F0npLLRWRaNji4tO5/sJdOysKJIRbLOQqecfKyoxvafb7EzGAAAAPpTbP3ZfHh0mHiZDjr7lVNPOXHu7XctuuWuhTNmLp27sG61VNTV2kPjJOEuTz4QUVnz+NKLPvXFW3912al/+47djjuy5bWKJEmiUocsvfG2GRdeKh5SWvYYNWr4gWedqTm39/t6ymWIiISYWhaJjuLkc87+8Yx7ixAXaUX+3ee+ss8V57uV9kePFEIiQtrzvba+VESIiomLhGx5gBMSKtrewrf2/NT3/dMr+RPJTLI/dt/shTfes27FioakOkJNskcy84gnZmblEA0pJapkA0aPPPK1Z5bDBqaIntXrfvsP/9ynoRHJ1Yp07Jvf4BrPeCVucviZp/zhWz/yDRsbGs2kN51/0cFnnDT2oKlPfPGW27D1JkS7zeKPXsprveTvvtyzYUOh4aaidvTrXiVPdwF/chmx5V63pws+eb/jifolVwAAANCfnlg3ksVU2semZx3cvd9Ljt3vlOOrnH3VuoevvWn2FVc/eOe9zZ7ezrCWRphYPFErUpVmIY/Puv/H7/zoaz774f1f9wpxt1REbjZCb/q3n1mrjmTqIRH7nHRsGtgpFuLeHt9GxLbLV1zNVCTXYbrXcUcXA7p8U0+YZomVjyxcPOvB3Y6Y9sfLXVRUNdoHqGz9RKoRoqYeMnz4sEVqEREq4WESIbppwwZTfcqymadcyVMH7iLZPZntuv/+o/af0rt05d3fP/+mC3/T7Omz9pS2bX6ruQwaM+KU979lystfWjQ6UyOJhojN/PUVax5bHoWaiEQM22Xs+BccmtSf8UoKcZkwauIB+z108+0pQguLnr7bfnLBGQdPS1s/taqKSvt/2vdDdcvteeJ11s1bNO+GO70QDQ2XoRPHjp825Ynt4P60VZ749+0pe7rlJUO2lJ+yMxgAAACedY32owPTVBRdRVkUpWl0l9Y1duSBr3/FOT/71scvO/9l73/biL13M7XOWsTbw9fIEY06Co+wyD29F3zpmxsenOcRuapFtbVs9cMz76skKgmJKMMmHnZgav/sfzvr8ts/rTe1pNIY3Dl+4i4SEhpqWkssmzN/B8fEZtYeSw+dMD6FhkpsXSWjGhtWrYzYuUXqqppSyirSSF2ahuwy/sWf//g53/xyOWCAi6parZZlyz/e2fWmr35x6jmvagweWHQVkkLcReWB315bmyaVLKGm46fuK+Y7NMHNxSPGT5+aRGvTnN1VF86YlVt5pz7FotkPSc4ukkVK1Qn77RMR/bWMh1wBAADAs8LKQlWTJdNkRTLVIhVqRZGsUE1FGjR54hEfett7r7jgwxd+/4A3vqoxfHCRQ0KTalYR1ewSoj1rN1759e+HiKqGyup5j7b6elP7TEIRERk2cVwqUxIRffr9iFMyVdWU1ApNxZDxY9vHwESESGxesXLH+0IkTNOoPSe6hIerqYq6aIivefQx3cmD7NXMVEszU9VGkZIWplNe8sJjzjrNRDwieai0nznIiGHDxh52gCVNYiqqamop97WWz3tUVXK0p6XJmN0nFaWltCPj/GSmQ8aN1pD2hUfE+jVre1at3alPsfaxJS5uISqRRQYOHxrWfmRCrgAAAOD/WSm8jJY2ZPjhB5z1mY98/Le/OvL1Z6VUqquq5ghTdRVL+sDVNzRXrw9VE126aJFsOXwyVFWKNGTEyOw7/NN8lYHDhom0Zx6JhmxYtyF2ODPaxyNOmr5/K0lSixCVEFMNWffYUqn8r78tEX7gq073kJx02yXoHYMGVY3k7dX8qiJmYuuWLtvc07Plg0Wo6IhdxsYOP+XxiGEjh7mIiZhoqGzu69u0etVOXfC6ZSvbcaIiqjJw8JDY2W4jVwAAAPB8E6pWNhpFKjTEonvsyJO/+Mm3f/sL3SMG1xFm6hKeJOWQZr38kfntpyE9GzapqG9ZVyKpLKxR5i0D9h14UxFrNHzrryU0N6udfRQwdJ9JI0cPf3JPgSTqsmn1+lULFv/1t0VVhk3avTGgM4X6NteVUkrJSkvunqN9wo30bdxsOXKEWvtJj0RnI2RHayGHaEfHlqNnVEQ1hUir2qkLrjf2tPNPQ0MllaW2g5JcAQAAwPOrQCIiqlYOz8+8/kHVVCxE1VIqzJJ1auxx6ovf+M0vdQ7sNhdTlVDRaGmsXLhYVbNr0dUhIu1FJC6RtL3uO4fv6BjZW00VTSKhEqqNMuUdG1vrluXvqh1pv6NfkFzEQkMkh5g2q2rZrPvDo6qqyL4TD3z+5G0anR2Dhg5JHk/pqBQe2dXas8MkIqwjSXtDA9+6k5m7hOzQ8yJVjfAqtztQI0LCQtV2bjsuryuPaE/OSyG9rVZk935avUKuAAAAoD97pVlV1tvX06p3aGTePiZF1VKZLFlRaEq7v+jwo047ySXCo2hPforoXbdOVCxs4LAh7XNBQkVFq7rKzZZELZpiB3Ile/Rt2OAq4VvG/AOGDLIdfriydZcwOewVZ0hhKUTMitBQrSM/eN0NrVa28MrzXzUbykyt2PIA5YkqUBMLsUJMkqpKiOqg0SPKlDTEtn6lVvWWDYGf+cNIobp5zdotm4CJioh1lN0jhu/UxTYGdJuaR4SKe/SsWxciof0TGuQKAAAA+o9q1dJLP/UF+ytGq63wQ/7mdC0LtS0rIiSkarZCVDV22Wt3UQlVjzCRus7Vxl4RUxPZsVMa1y5friIukkIiYuD4Meo7t+akchn/goMmHDAlsmQJEcnhpeis62/tWbNOQquInX3NnavCLbEng4aNGDBsaBFioq4iEc01G5Ka7+i7x4ZlK1S1vatwCu0ePWzIuJE7dTEdQwaJSISLqpuuevDh+JMNnckVAAAAPA9EmKXZ19+x8d4H/uLXaJgOn35AR0cjVEI0a2iyAYMHuWcR6dxtt8Ej2mvlRUNSyOrFy1TLHCI7chx7b2vVwiXJJUxdpCzS6Ml77ew57qVadOhJ7zlPy1JEXEVFIqJeu/GBS6+MlDqSuD2rt7k93UtFZJdDp1caT1zD0kfm2o5vzGW6dPb9ectpkCquex12gDTSTl3MoNEjRCKZqkh4LJu3sNq02Vi7AgAAgOcdlVJ1YHf3Nd/6YZ3D6+xVXeWdW7otXpVF6ursEo+skVVNdOCYkRoSUReDuvY58lB1dRXXcJHlD8zLOWtUde3bGdx7nXPUucr12vkLN27cFBImmkI7Bw8cudekkLSzH9Trap8Tjz70mCMtNHsWkyIkQq7/6YXVhh518cjhLiI7soznqZebw7K7/PGa+SePmY/2w4v2f55y3AtUzVWSqEusXfR45S7Zd+R9NMvSOQvai+wjwjWmnXKS+M5d8MiJuxZqYSoRkbS1uXf+rXc0q6aE55zdfbunsETOEfHEVLynm8RGrgAAAKA/eyWJZ5W7r7v50Ztm5Fz11k2pd+7ZRaQi97V6q0pD1LQRklXHT9pDUjKVJH7Iq860lMqQMHHxZbNnq6UIVyu3OzCX7BE5dN4td6QcOWl7SfrBp5/cNWTAzs5bCtVkqTJ5yec/Onj8WCvLVEvLRJOsW7R0xg/O3+xb9gBwd0s72UKqudVav369qG67Gie2Li8REd1y8Iqq2ZQTjhkycmiRpQ431SUPz9u0eoPswGQ8F111/5yVy1dqdhHpDB09edIexxwRO7kL8YR9945kkcM1IsJF7vrVJYVazrk96a7aTjvVoUWV3V0jZDu7mZErAAAA6N9eSVZ7R+2Xfearfes3iYbFzo3Xmy4bFyxo9TVdxSKKrCP33GXYPpMkJCKFyG4vOmzSoVOTi4hqyAN33JnXbqy0KNLTj7PDRcXcxOqYecXVJpJVOkI7Rgw+7K2vt50/01BFIsTEOieOf9PXvjiga6CKpTpq8Urjhu//YtODC5pZPWdVdUWX7F0AACAASURBVN/ZpytSrV7V09NjqrID+2uVw4cce+6rTUTMQqTauGnFXfftyL5cJvLQtbdoVZchIeoSJ7/3zTqga2fXHQ3cbcKEqfs03EStK4ubzLnlrrWz5vTWkr2OvlZhT/+CVR2LZt1fiNr2L5dcAQAAQH+qJKfOhossfXDeNV/6RiM6Wrpz6xgaqg9ed6s0K0kqEXWyE95znhWeTCUlE7OGvezTH6qHdhdZ3CRv7Lnvsv8qXSPyduqivawj1s28/9HZj9QSjdBWaS/9wNuG7zYhi+tOL7TIoVFaKiSPO3yfc772D11DB3tHoRGisnHjpgs+8L/qZStSUchfsJ+vyqIH53SF5QjboQcd1aHnnT1ivz0jIkz7pJr1y8uTPfM4P29szrz4Shevk4bIlJOOmXrGySEuO7lJQBR6zFtfVxdJQlomFtHX0/zNF77R0dvMkpPF9m5CbNh06++uqdOfOyaGXAEAAEC/8QgTy+0VCElv/o8rbvvx+Y0I99yXIyLCvb2YIbaOidsLG8K9lT236sge63puveSK9uZWGnrUScdOf9mJOUIlQjWpJpER0/d7xYffndp7+Nb5mp9fVG/ureu85ZUjIiK71x7uEeotF6vjdz+7wHqb7es88pTjp7/h7NI0RNS0ld09RCTnur0psGtoiJuESITkbcbcSU1TUYuKWU466bjD3/qjbwwbOybUSo9ItuTh+b/86Gd7Fy+vvHbP2XO4ty/pycF6hIR7riMit68ze3h4jtm/v9FzLSaVtfdrFg2RThMP3XJEypP3vLBkg7vf9E9/P3zoCA9JarNuuHnJzPvd63D3CK9y+xSU7J49wr2VK6/qe//rmiULF2WJSmTM7ru+7B8/7haNlMS2HOri7lWIhbpouIRICpFwye5bv48iohJTX3rCgUcc4uFRiEioyrwZM3/31W97rVWy7Dnq9jc9avdmbkWuK48bvnf+0cce6yLu6ipb96WOyDlvPbiGXAEAAEC/MRV1MdUs4VGXHld+6Ts3/OKyCC2rqplzjkoi3LOoes7tUxfbg2rt612Xc19v6+p//fbi+YuyaZFlz0Onn/LFT7XaqzTMkqolUyuS58PPefWJH3qrFEVPR9r44IIZ3/6xh7XqunLv87pyN1X1LF5HXZV1/fB1M2ZfflVO0gjb//hjTv3nv+tqiJapkUo1K9yjrqOqLSKrekQSzSLmYa3atLBtFmCEaNL2STGptNKKcuRh+7/vwu8dffyxYabhSfXBG+74/hvf27N8TV25VtXmutpcVVI9uetA+5DGCAkPFan7Njc9vPZHLr369suvkiKJS1etZR3aKKe//MSz/+njImbJVG3byWueNal3TN/nTV//x2FDBktIX9W67HP/0ruhNzerTVVrc3Oze26v0RfPzbqu6nr9kpVXfOVbITIo27CxI9/yw38dOG50kYr2Dsjt74uZNbySCHEPEzX1yJYsR/u8HGvvVpwseeGn/uMnRo8fL3WIWCHSKuLaH/7qmk9+MTb21Z6b0WrlqvaWVJVl6c1xxzd/XKvsfsKRZYSriFpIzPrDjVd/+itLHnhQfUvIpc985jP8vQIAAEC/iAgPn/WLyzasXGWW2oPkR6+7tdXs3fWwg0JDNZuV1p6qpBoRZhYROeq+lIpKZnz1O7/74a8GtjxMD3rV6a/518/piCHmbqLbrln3nCWl8YcfPHrEkKW3zWo2W/PuuX/MmNHjD9y3zrkjqdZZLIl4FblP0roHF/7iXR/t6estUjrs7Jed9b8/o11FqLYnTalqRMs13JKazb/+zkdn3as5u2kSPejUkwfuuVuhhSXbNjbav8guScSjToO79zrtxAl77rF6/oKNq9eXoWtWrZl/0+17HX5Yx6jhnZpKU0lmW6dpbTlLXk1V1aPS3Mry0C8v+ennv9LY3Kcu2WzYiOGHvfLUV33pk4ee+5oBo4a33/SJ+7D1GlRyncUHTxq/33EvmnfXPfWKtesfX7lp5apdjj16UCN5tBpl19YvdvWoNvb9+t2fWDpnvoSMmb7fO378ta6JY8tiy/dl2428WjmvW75y5n9cFhrhUVoaP3Xy3ie/SMXbSdNenKOijRHDph522H033FKv35hDighTXTT74ft+e+3AQUOHDB3eNWigWXKXNQ/M/a9Pf7kZccrH3r1m8eOzfn1lLtTqENO+ZnPhrPvv/uWV826c0d3dOXrKXuQKAAAA+o1LuOi9v7hsfd/ml338Q3lAY92CRZX64hmz5v3hhu6hw4eNGV92NcJdVMIjFUWuazOTlm+8f/4lf/t3t11+leYYPmXiK7/wiRe++7zUWTRUTCxMbZv1GO51rdqpOnLavvuf8uKVy5evnrfovutv2bx23T777hcDupNpeFQ5yt688JqbL3zPJ9atWTdit7Gv+cxHj3rnG5qFW0RphW7NFY+opZAI3dy6499/seTRRUWom6rItCNfMHr65Mpze8ddfeoZiB6RTbQws4hRU/Y64FVn7rXfPhvWr1m7cuWG5Wvu+4/LVi98dNiwYY3RY0QtwtuvEBEhaqpSu9e5tb553Re/dtU3flhsrry7Y+9jDz/5A299yd//7ZQzTxw8ekRIdpH2Qw2va21vDaYqInVdmxaliImmkcMOOe1kL+TxOY8sufuhdXfes8sB07pGjEqm7m5mXvvjcx+99B2fmH/P7LKr8cL3vPGMz39i0IihRdmQ9ly4uraU2k9OPGfJMu/K399/3YxQSWohMnLsqOmnnaRFevJThBdqSbwxeujUlxy3YuHCVY8uyan9LEaa6zfef+Ufbr/g0jmXXHX/JVfd9JMLbvnhr6ac9dKTPvg2KX3VwqX3X3JVZW5i7UNBuzu79j5o2t4nvHD0tH2HjhutEcHfKwAAAPSLcM9V/s4r3nTCOa+efPaZkvP6OQtvuuTyub+9ccXSZdJXjRg9evzJh00//AUj99krDRsmdd16bPGcmffMvun2x+68t6uzY8/DDnzBK07b45TjolEUEllDRd3FVNIfPV2pspipWkiVc6H2+KwHb/z5Lx+95vaNUR926km7Ttu/SLZiwWPzb56xYM7cMXtOPOqs06ef/TLpbhRJJbJEYcnaA+66as27+PfLVq7csHTF3NvufHzO/EaEhriKhXSNHbn/iUcNHTWma+SI0ftMmnjkgaKSrHjiM+eIEAsRiZxMJItayuEbH11yz69/N+O3V/vCZevq5ujxYycedvCIqXvututug8eMto6O3lZr85JlSx+Zt+C+++bdMnNQd/eeRx065dgj9z7mBTZqSKkhHmLR/qQqKrplmlb7ndu/8JzFTEI8RKU2TbVH8/EVt/7iNzOvvGrFshVTDzxw3OEHjJuwy6qVKx67b/ac62cMHDz4gNNPOOq81w7dZayauIeZiWqEm6U616sffvThG25fs3bVmrsfeOSOWdascns7ghDvLKcdf/SIyXsMGTCka8yIA049XjssJInkiGxShMvD/3nNjT++YN4Dc6S3JTknVXNpmZTdnfscdchL/+HjI3cbU0k2rxf84a5/f/OHtSFDx4+ffOShU447asJh07vGDDcRlWxWkCsAAADoN9m9VeUN9903fOq0oqOQ9k/rzXp76r7Fj6+Zu2DRw/OWzV3Yu3lT3tzjPT2Nzk7t7uoaMXy3vfbaZb+9xk3bX4YN1KRleuoS622H6X/6nyIichaRvr5q1awHlt7z0LJlKyXXAwYNGDV50vh99ho2abeq1M6ylFxbWT7lt1et5sPXzfCqtojk4tsc6164e0gVHmqao2vcqN0P2q8w1VQ8U7nl7BEh1sq9qzeseuzRtY+vWLZ4aX58xbr16+pWy0wLtWLQgKFjx47fY+Lw3SeMmLxnHtBhYp3FM2/9/GduSFtvqy7r2PDIgiVzHln98KJVrZ7Bja5R40aNnrLH6Kn75u6GWWo83dbP2evVcx5d+cB8tdCOYtt3fOLXWmV38+6OPV50aHdXZ/tKwr3dPCraqvKmhUvXzZ238vEVm3p7BwwaOGL86OF77jlo19FF0V70EjnnZfMfn/+Hm/c+dNrofSdHZxkqhWRLT36DyBUAAAD0mwj3XDUjFSqFamxZFhKtulWkor3BlblYsvbGT0Uy91DVOkJMTcIi1ExtJ3KlzjltXXSR61aYiljkKMxUvFapwyO8s2iIi1oy0z995bquRMVDQrTc5gsi5/a0K48Q1VCRHMmSJXvGnIiI2uuk2V2TFSKac9ZUJNPILi6iHmpVeIiVpiKh4qpm1g+5kquWmtWhomrtIxxFXFUkCjWNLJr06Y6wbO9jJhItbzVSx9O+eF/2QqxIVkerI3U+cSXu3t47ofYcIqVZiOacy5Q8PMJNLRVlrutUFLmn5Y3CIldRJVMPVbFCk21Ta+QKAAAA+jNXIrvnsGQhoVsqwsWzWQrVnEOTpJBw9/b8phBViXA1CzGPMEvpTwbif2Z03qoqM9UQVW2GJJUknrOrqIQnSyISEpZSiIZE2iYGcs7tdRo5t9zdLIm7bzvrzGXLtsym5lkixErduinWn6uF9p7FEaLhkSVM1VykaK/bkYgItcKkvVFyqIiEhqqaPiWo/rJcadZ10d5CLHK9dTpZeJUseUSdvSjL9HQnQrq7iIuIhlTb/Ptt9yMz9/AcoipmZdG+knaEuGdVk/B2vYom98gqIVJoaIhaEhH3XEmSyB2mkV3DtShj69YD5AoAAACehVwRaVV1Qy1MVSXcLaWI8BBVEQ819QiTEJUcmlTax40kMxMXsfYB87ozueJbTv/YMlupvcgiq4SoiJiEiXqIqETkwtK2Z9hvGVs/0VpqHlFse2yhbvlg4e6mSbccKWnPlCtbrqo92FbdcnpLiJtYO9PCXWzLGZYiHpWJmpqI6g6cK/+MueIRvuW5k0tY+0lXO59EzUNM5Wlfob3lcbS/ETmeeitERKQWiXbChcgfv86WHZO3rMIXM5X2t18lsqtteeamqtldJSLE1UTERGzrnxlyBQAAAP/dbfNMA+7n4Rdz2c/xZXNMJAAAAIDnKZ6uAAAAoD8xvES/tUp7owZuBAAAAIDnISaDAQAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAADIFQAAAAD/rylE5JJfX8yNAAAAAPB8w9MVAAAAAM9HRx59FLkCAAAA4HlKI2LZsmXcCAAAAADPx1zhLgAAAAB4HmIyGAAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAABArnALAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAA/E9SiMheu0/iRgAAAAB4Xpm7cIFGxMIFC7gXAAAAAJ5Xdp80iclgAAAAAJ6nyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAgFzhFgAAAAB4ftKI2Gv3SdwIAAAAAM8rcxcu0IjgRuB5rueWu7gJeD7rPuoQbgIAAM8GJoMBAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAAOQKtwDA/23XjnHjtqIwjL4HsOIGAjiFZ2AtIAALEtyB1uFsIatw4cB1vB3isSCQBQww08RANsD2pnAj2G4UaKA7nnM6qRL+Sh/vAwDIqUbE2pohAACAVMZpqhFhCJLbl80IZNbPgxEA4Bo8BgMAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5YgIAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAwBM1ItbWDAEAAKQyTlONCEOQ3L5sRiCzfh6MAADX4DEYAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAyBUTAAAAcgUAAOAZakSsrRkCAABIZZymGhGGILl92YxAZv08GAEArsFjMAAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArJgAAAOQKAADAM9SIWFszBAAAkMo4TTUiDEFy+7IZgcz6eTACAFyDx2AAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAAC8oBoRa2uGAAAAUhmnqUaEIUhuXzYjkFk/D0YAgGvwGAwAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkigkAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAMBPpUbE2pohAACAVMZpqhFhCJLbl80IZNbPgxEA4Bo8BgMAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5YgIAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAwBM1ItbWDAEAAKQyTlONCEOQ3L5sRiCzfh6MAADX4DEYAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAyBUTAAAAcgUAAOAZ6ru3BysAAADZnC5n1xUAACApuQIAACRVI8IKAABAQq4rAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAIFdMAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC50gDtCQAAC9ZJREFUAgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOSKCQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAAXkpXSnk4HA0BAACkcrqcXVcAAICkakRczmdDAAAAqRyOR9cVAAAgKbkCAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcsUEAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAPw/nQm4T39+/GgEAIDU/7B9+lQj4nI+2wIAAEjlcDx6DAYAACQlVwAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAADAbaoR8XA4GgIAAEjldDm7rgAAAEl1X6vFENybfdmMAACQnOsKAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAL6grpaytGQKpDgBAKmMpNSIMwR3al80IAACZ9fPgCzMAAJCUXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAt6krpaytGQKpDgBAKmMpNSIMwR3al80IAACZ9fPgCzMAAJCUXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAt6krpaytGQKpDgBAKmMpNSIMwR3al80IAACZ9fPgCzMAAJCUXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAt6krpaytGQKpDgBAKmMpNSIMwR3al80IAACZ9fPgCzMAAJCUXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAt6krpTwcjoYAAABSOV3OrisAAEBS3ddqMQT3Zl82IwAAJOe6AgAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAwAuq794erAAAAGRzupxdVwAAgKTkCgAAIFcAAACeo0aEFQAAgIRcVwAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECumAAAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAID8ulLK589/GQIAAHhd79///s1vXFcAAIDX9/j4+P0va0R8+fKPdQAAgFf05s2vP84V0wAAAAl5DAYAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAAPDT6EwAAAB368Mvv6X6e/749++nP7quAAAASckVAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAEA2/wEV1T/j3LHnlQAAAABJRU5ErkJggg==)

SolGold plc Annual Report for the Year Ended 30 June 2025

94

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 2 |  SEGMENT REPORTING

The presentation of the elements reported by segment has been modified from the year ended 30 June 2024 driven by internal reporting changes to

the chief operating decision maker. The following table summarises the changes in presentation and reason for the change.

|  |  |  |
| --- | --- | --- |
| Presented at 30 June 2024 | Presented at 30 June 2025 | Reason for change |
|  |  |  |
| Finance Income | Other income and finance |  |
|  | income |  |
|  |  | Aggregation considered to be appropriate as items are of a similar nature and of low |
|  |  | materiality for the Group. |
| Depreciation | Administrative expenses |  |
|  | (depreciation included) |  |
|  |  | Inclusion  of  depreciation  within  Administrative  expenses  considered  to  be |
|  |  | appropriate  and  consistent  with  internal  management  reporting  to  the  Board  of |
|  |  | Directors. |
| Exploration costs written- |  |  |
| off |  |  |
|  | Exploration costs written- |  |
|  | off |  |
|  |  | No change. |
| Loss for the period | Not presented | Elements  of  loss  are  presented,  which  management  determine  to  be  more |
|  |  | meaningful than the total loss position. |
| Assets (total) | Assets (total) | No change |
| Liabilities (total) | Liabilities (total) | Borrowings (Note 21) were previously disclosed within the Corporate segment. This |
|  |  | change was made due to management’s assessment that because the proceeds of |
|  |  | the  Borrowings  were designated for  Cascabel  investment,  and  repayment of the |
|  |  | Borrowings will be  made from Cascabel  production, they are  more accurately |
|  |  | disclosed as a Cascabel segment liability rather than a Corporate segment liability. |
| Share-based payments | Administrative expenses |  |
|  | (share-based payments |  |
|  | included) |  |
|  |  | Inclusion of share-based payments within Administrative expenses considered to be |
|  |  | appropriate  and  consistent  with  internal  management  reporting  to  the  Board  of |
|  |  | Directors. |
| Non-current asset |  |  |
| additions |  |  |
|  | Not presented | The primary component of assets is capitalised exploration costs; presentation of |
|  |  | changes in non-current assets did not provide significant information to the reader. |

NOTE 2(A) |  DESCRIPTION OF SEGMENTS

The Group determines and separately reports operating segments based on information that is internally provided to the Board of Directors, who

are considered to  be the  Group’s  chief operating  decision maker. The  Group’s operating  segments are aligned  to those  business units that  are

evaluated regularly by the chief operating decision maker in deciding how to allocate resources and in assessing performance. Operating segments

with similar economic characteristics are aggregated into reportable segments.

The Group has outlined below the separately reportable operating segments, having regard to the quantitative threshold tests provided in IFRS 8,

namely that the relative asset or profit / (loss) position of the operating segment equates to 10% or more of the Group’s respective total. The Group

reports information to the Board of Directors along these project category lines. The financial information of the other projects that do not exceed

the thresholds outlined above, and is therefore not reported separately, is aggregated as Other Projects.

NOTE 2(B) |  SEGMENT PROFIT AND LOSS DISCLOSURES

Finance income and general finance costs are not allocated to segments, because this type of activity is driven by the central treasury function, which

manages the cash position of the group. For financings with terms that designate funds for use of a specific project, the finance costs of the financing

are allocated to the relevant segment.

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| 30 June 2025 |  |  |  |  |  |  |
|  | Administrative |  |  |  |  |  |
|  | expenses |  |  |  |  |  |
|  |  | Exploration |  |  |  |  |
|  |  | costs |  |  |  |  |
|  |  | written-off |  |  |  |  |
|  |  |  | Other income |  |  |  |
|  |  |  | and finance |  |  |  |
|  |  |  | income |  |  |  |
|  |  |  |  | Finance |  |  |
|  |  |  |  | costs |  |  |
|  |  |  |  |  |  |  |
|  |  |  |  |  | Movement in |  |
|  |  |  |  |  | fair value of |  |
|  |  |  |  |  | derivative |  |
|  |  |  |  |  | liability |  |
|  |  |  |  |  |  | Income tax |
|  |  |  |  |  |  | Expense/ |
|  |  |  |  |  |  | (benefit) |
|  | US$ | US$ | US$ | US$ | US$ | US$ |
| Cascabel project | 2,430,279 | - | - | 21,978,733 | - | (654,812) |
| Other Ecuadorian projects | 1,155,813 | 281,563 | - | - | - | 212,836 |
| All other projects | 78,552 | 41,611 | - | - | - | - |
| Corporate | 10,395,371 | - | - | - | - | 936,971 |
| Unallocated | - | - | 606,824 | - | 1,000 | - |
| Total | 14,060,015 | 323,174 | 606,824 | 21,978,733 | 1,000 | 494,995 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

95

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 2 | SEGMENT REPORTING (CONTINUED)

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| 30 June 2024 |  |  |  |  |  |  |
| 1 |  |  |  |  |  |  |
|  |  |  |  |  |  |  |
|  | Administrative |  |  |  |  |  |
|  | expenses |  |  |  |  |  |
|  |  | Exploration |  |  |  |  |
|  |  | costs |  |  |  |  |
|  |  | written-off |  |  |  |  |
|  |  |  | Other |  |  |  |
|  |  |  | income and |  |  |  |
|  |  |  | finance |  |  |  |
|  |  |  | income |  |  |  |
|  |  |  |  | Finance |  |  |
|  |  |  |  | costs |  |  |
|  |  |  |  |  | Movement in |  |
|  |  |  |  |  | fair value and |  |
|  |  |  |  |  | remeasurement |  |
|  |  |  |  |  | of derivative |  |
|  |  |  |  |  | liability |  |
|  |  |  |  |  |  | Income tax |
|  |  |  |  |  |  | Expense/ |
|  |  |  |  |  |  | (benefit) |
|  | US$ | US$ | US$ | US$ | US$ | US$ |
| Cascabel project | 1,922,469 | - | - | 18,307,253 | 24,145,761 | (207,643) |
| Other Ecuadorian projects | 1,634,736 | - | - | - | - | 161,794 |
| All other projects | 76,658 | 8,277,279 | - | - | - | - |
| Corporate | 8,885,414 | - | - | - | - | (1,967,690) |
| Unallocated | - | - | 697,078 | - | (239,000) | - |
| Total | 12,519,277 | 8,277,279 | 697,078 | 18,307,253 | 23,906,761 | (2,013,539) |

Notes:

1  The presentation of the elements reported by segment has been modified from the year ended 30 June 2024. Refer to the table at the beginning

of Note 2 which summarises the changes in presentation and reason for the change.

NOTE 2(C) |  SEGMENT ASSETS

Segment assets are measured in the same way as in the financial statements. These assets are allocated based on the operations of the segment and

the physical location of the asset.

Investments in financial assets that are managed by the treasury department are not considered to be segment assets. These are investments in debt

and equity instruments that are classified at fair value through other comprehensive income, fair value through profit or loss or at amortised cost.

|  |  |  |
| --- | --- | --- |
| Segment assets | Group |  |
|  | 2025 |  |
|  |  | Group |
|  |  | 2024 |
|  |  |  |
|  | US$ | US$ |
| Cascabel project | 351,334,989 | 319,269,300 |
| Other Ecuadorian projects | 140,185,143 | 136,170,085 |
| All Other Projects | 139,962 | 149,057 |
| Corporate | 1,764,015 | 8,257,132 |
| Total assets as per the statement of financial position | 493,424,109 | 463,845,574 |

The Group holds 99% (2024: 99%) of its non-current assets in Ecuador. In 2025, US$19.5 million of capitalised exploration costs were in Cascabel

project and US$5.3 million in other Ecuadorian projects.

NOTE 2(D) |  SEGMENT LIABILITIES

Segment liabilities are measured in the same way as in the financial statements. These liabilities are allocated based on the operations of the segment

and the physical location of the asset.

|  |  |  |
| --- | --- | --- |
| Segment liabilities | Group |  |
|  | 2025 |  |
|  |  | Group |
|  |  | 2024 |
|  |  |  |
|  | US$ | US$ |
| Cascabel project | 247,361,705 | 202,408,576 |
| Other Ecuadorian projects | 1,443,758 | 1,443,512 |
| All Other Projects | 14,199 | 1,926 |
| Corporate | 4,472,440 | 3,598,340 |
| Total segment liabilities | 253,292,102 | 207,452,354 |
| Unallocated: |  |  |
| Deferred tax liability | 1,146,132 | 1,780,898 |
| Total liabilities as per the statement of financial position |  |  |
|  | 254,438,234 | 209,233,252 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

96

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 3 |  ADMINISTRATIVE EXPENSES

NOTE 3(A) |  COMPONENTS OF ADMINISTRATIVE EXPENSE

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| The operating loss includes the following items in administrative expenses |  |  |
| Administrative, director fees and consulting expenses | 4,275,395 | 4,387,083 |
| Legal fees | 678,001 | 985,879 |
| Auditors’ remuneration | 927,604 | 900,011 |
| Insurance | 322,670 | 291,458 |
| Acquisition-related costs |  |  |
| 1 |  |  |
|  | - | (1,379,150) |
| Employment expenses | 4,980,137 | 3,777,237 |
| Expected credit loss (Note 14) | 232,183 | 925,993 |
| Depreciation | 110,319 | 406,004 |
| Foreign exchange losses | 293,711 | 69,279 |
| Share based payments | 2,239,995 | 2,155,483 |
| Administrative expenses, as reported | 14,060,015 | 12,519,277 |

Notes:

1  During the year ended 30 June 2024, liabilities accrued as of 30 June 2023 were successfully renegotiated and settled, resulting in a gain on

settlement. The liability had initially been recognised within administrative expenses in the prior year, and the corresponding gain on settlement

recorded during the year ended 30 June 2025 has been offset against administrative expenses accordingly.

NOTE 3(B) |  AUDITORS’ REMUNERATION

The following table discloses remuneration paid to PricewaterhouseCoopers LLP, the independent Group auditors. In 2025, the Group remunerated

other auditors, who performed audits of certain Group subsidiaries for statutory requirements, for the amount of US$18,636.

|  |  |  |
| --- | --- | --- |
| Remuneration to PricewaterhouseCoopers LLP | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Details of auditors’ remuneration: |  |  |
| Incurred for the audit of SolGold plc annual report | 552,414 | 573,674 |
| Incurred for audit of other entities of the Group: |  |  |
| Audit of Group subsidiaries | 229,810 | 201,260 |
| Auditors’ remuneration reported in operating loss | 782,224 | 774,934 |
| Audit-related assurance services |  |  |
| 1 |  |  |
|  | 126,744 | 125,077 |
| Other assurance services | - | - |
| Total auditors’ remuneration | 908,968 | 900,011 |

Notes:

1  Audit-related assurance services represent remuneration paid to PricewaterhouseCoopers LLP for the half year review.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

97

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 4 |  STAFF NUMBERS AND COSTS

NOTE 4(A) |  STAFF NUMBERS

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Monthly averages during the year | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | Staff number | Staff number | Staff number | Staff number |
| Finance and administration | 26 | 29 | 7 | 6 |
| Technical – permanent | 201 | 259 | - | - |
| Technical – temporary | 30 | 8 | - | - |
|  | 257 | 296 | 7 | 6 |

NOTE 4(B) |  AGGREGATE PAYROLL COSTS OF EMPLOYEES

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Wages and salaries | 10,075,831 | 9,797,184 | 2,525,952 | 2,289,724 |
| Contributions to superannuation | 33,743 | 29,590 | 33,743 | 29,590 |
| Share based payments | 2,239,995 | 2,155,483 | 2,239,995 | 2,155,483 |
| Pensions | 36,008 | 37,003 | 24,525 | 19,721 |
| Social security costs | 50,229 | 21,955 | 48,591 | 12,875 |
| Total staff costs | 12,435,806 | 12,041,215 | 4,872,806 | 4,507,393 |

Included within the  Group staff costs  are US$4,371,876  (2024:  US$5,694,712) which  has  been capitalised  as part  of capitalised  exploration and

evaluation expenditure.

NOTE 5 |  REMUNERATION OF KEY MANAGEMENT PERSONNEL

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| 2025 | Basic Annual |  |  |  |  |
|  | Salary / |  |  |  |  |
|  | Director Fee | Bonus | Other Benefits |  |  |
|  |  |  | 1 |  |  |
|  |  |  |  | Pensions |  |
|  |  |  |  |  | Total |
|  |  |  |  |  | Remuneration |
|  | US$ | US$ | US$ | US$ | US$ |
| Directors |  |  |  |  |  |
| Slobodan (Dan) Vujcic |  |  |  |  |  |
| 2 |  |  |  |  |  |
|  | 213,949 | - | 306,965 | 23,089 | 544,003 |
| Scott Caldwell |  |  |  |  |  |
| 3 |  |  |  |  |  |
|  | 561,405 | 195,000 | 1,047,961 | - | 1,804,366 |
| Nicholas Mather | 89,130 | - | - | - | 89,130 |
| María Amparo Albán Ricaurte | 98,364 | - | - | - | 98,364 |
| Adrian (Steve) van Barneveld | 92,644 | - | - | 10,654 | 103,298 |
| Jian (John) Liu | 91,169 | - | - | 4,461 | 95,630 |
| Charles Joseland | 113,385 | - | - | - | 113,385 |
| Paul Smith |  |  |  |  |  |
| 4 |  |  |  |  |  |
|  | 79,068 | - | - | - | 79,068 |
| Other key management personnel |  |  |  |  |  |
| 5 |  |  |  |  |  |
|  | 1,383,714 | 315,625 | 975,069 | 44,396 | 2,718,804 |
| Total | 2,722,828 | 510,625 | 2,329,995 | 82,600 | 5,646,048 |

Notes:

1  Other benefits represent the fair value of the share options granted during the year based on the Black-Scholes model considering the effects of

the vesting conditions. Mr. Scott Caldwell's benefit includes a US$90,000 overseas living allowance during the period, representing US$10,000

per month for the period 1 July 2024 - 3 March 2025.

2  Mr. Dan Vujcic’s basic annual salary/director fee includes director fees of US$90,792 for the period 1 July 2024 - 3 March 2025, and salary of

$123,157 for the period 4 March - 30 June 2025.

3  Mr.  Scott Caldwell’s basic annual salary/director fee includes salary of US$220,540  for the  period 1 July  2024 - 3 March 2025,  severance of

US$319,615 and director fees of US$21,250 for the period 4 March - 30 June 2025.

4  Mr. Paul Smith was appointed 3 March 2025.

5  Other key  management personnel consist of the aggregated remuneration  of Chris Stackhouse  (Chief Financial Officer);  Ryan Wilson (Group

General  Counsel),  Christina  Robinson  (Director  of  Operations  and  Communications),  Ryan  Kee  (former  VP  Finance);  Perry  Holloway  (former

Strategic Advisor); Louis Huppman (former VP of Sustainability); Ashley Martin (former VP Project Engineering) and Christina Weber (Director of

SolGold Finance AG).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

98

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 5 | REMUNERATION OF KEY MANAGEMENT PERSONNEL (CONTINUED)

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| 2024 | Basic Annual |  |  |  |  |
|  | Salary / |  |  |  |  |
|  | Director Fee | Bonus | Other Benefits |  |  |
|  |  |  | 1 |  |  |
|  |  |  |  | Pensions |  |
|  |  |  |  |  | Total |
|  |  |  |  |  | Remuneration |
|  | US$ | US$ | US$ | US$ | US$ |
| Directors |  |  |  |  |  |
| Scott Caldwell | 250,000 | 93,750 | 978,047 | 3,002 | 1,324,799 |
| Nicholas Mather | 65,532 | - | - | - | 65,532 |
| James Clare |  |  |  |  |  |
| 2 |  |  |  |  |  |
|  | 32,606 | - | - | - | 32,606 |
| Liam Twigger |  |  |  |  |  |
| 2 |  |  |  |  |  |
|  | 50,622 | - | - | 5,570 | 56,192 |
| María Amparo Albán Ricaurte | 81,111 | - | - | - | 81,111 |
| Slobodan (Dan) Vujcic | 65,672 | - | - | 6,919 | 72,591 |
| Adrian (Steve) van Barneveld |  |  |  |  |  |
| 3 |  |  |  |  |  |
|  | 37,909 | - | - | 3,844 | 41,753 |
| Jian (John) Liu |  |  |  |  |  |
| 4 |  |  |  |  |  |
|  | 23,192 | - | - | 1,327 | 24,519 |
| Charles Joseland |  |  |  |  |  |
| 4 |  |  |  |  |  |
|  | 22,468 | - | - | - | 22,468 |
| Other key management personnel |  |  |  |  |  |
| 5 |  |  |  |  |  |
|  | 928,321 | 279,831 | 1,237,435 | 39,930 | 2,485,517 |
| Total | 1,557,433 | 373,581 | 2,215,482 | 60,592 | 4,207,088 |

Notes:

1  Other Benefits represents the fair value of the share options granted during the year based on the Black-Scholes model considering the effects of

the vesting conditions. For the period 1 January 2024 – 30 June 2024, Mr. Scott Caldwell was eligible for an overseas living allowance of US$10,000

per month. This amount was paid post year end.

2  Mr. James Clare and Mr. Liam Twigger ended their periods in office on 20 December 2023.

3  Mr. Adrian (Steve) van Barneveld was appointed 20 December 2023.

4  Mr. Jian (John) Liu and Mr. Charles Joseland were appointed 25 and 27 February 2024 respectively.

5  Other  key management personnel consist  of the aggregated remuneration of Chris Stackhouse (Chief Financial  Officer); Ryan Wilson (Group

General Counsel), Christina Robinson (Director of Operations and Communications), Ryan Kee (VP Finance); Perry Holloway (Strategic Advisor);

Christina Weber (Director of SolGold Finance AG); and Joerg Eichenberger (Director of SolGold Finance AG).

NOTE 6 |  FINANCE INCOME AND COSTS

NOTE 6(A) |  FINANCE INCOME

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Finance income earned from bank deposits | 330,083 | 307,345 |
| Finance income | 330,083 | 307,345 |

NOTE 6(B) |  FINANCE COSTS

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| General interest | - | 550 |
| Accretion on short-term loan facility (Note 21) | 208,446 | 497,531 |
| Interest on lease liability | 8,427 | 27,381 |
| Interest on NSR (Note 21) | 21,761,860 | 17,781,791 |
| Finance costs | 21,978,733 | 18,307,253 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

99

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 7 |  TAX INCOME

NOTE 7(A) |  FACTORS AFFECTING THE TAX CHARGE FOR THE CURRENT YEAR

SolGold’s headquarters is in Australia and as the Company has its central management and control in Australia, the applicable tax rates are Australian.

The tax profit for the year is higher than the credit resulting from the application of the standard rate of corporation tax in Australia of 30% (2024:

30%) being applied to the profit before tax arising during the year. The differences are explained below.

|  |  |  |
| --- | --- | --- |
| Tax reconciliation | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Profit / (loss) before tax | (35,754,098) | (62,313,492) |
| Tax at 30% (2024: 30%) | (10,726,229) | (18,694,048) |
| Add / (less) tax effect of: |  |  |
| Permanent differences | 8,199,151 | 3,724,353 |
| Derecognised current year tax losses | 1,120,701 | 4,609,150 |
| (Recognise) / derecognise prior year losses | (1,829,367) | - |
| Current year true-up related to prior year tax items | 636,016 | (481,527) |
| Other | (35,861) | - |
| Impact of tax rate differences | 3,485,704 | 6,542,911 |
| Temporary differences not recognised | (355,120) | 2,285,622 |
| Income tax expense / (benefit) on loss | 494,995 | (2,013,539) |

There  were  no components  of  income  tax  expense recognised  in  other  comprehensive  income  (2024: US$Nil) or  income  tax  expense  amounts

recognised directly in equity (2024: US$Nil).

Deferred tax assets are recognised only to the extent of deferred tax liabilities. Where deferred tax assets exceed deferred tax liabilities, deferred

tax assets on carried forward tax losses are derecognised in the first instance considering their recoverability.

NOTE 7(B) |  FACTORS THAT MAY AFFECT FUTURE TAX CHARGES

The Group has carried forward gross tax losses of approximately US$113,724,048 (2024: US$119,400,720). These losses may be deductible against

future taxable income dependent upon the on going satisfaction by the relevant Group company of various tax integrity measures applicable in the

jurisdiction in which the tax loss has been incurred. The jurisdictions in which tax losses have been incurred include US$70,044,078 in Australia (2024:

US$76,213,878);  US$9,933,653  in  Ecuador  (2024:  US$10,718,447);  US$29,789,451  in  Switzerland  (2024:  US$28,757,525);  and  US$3,956,866  in

Canada (2024: US$3,710,870).  Tax  losses in Australia  of  US$70,044,078 can  be carried forward  indefinitely, while  tax  losses in Ecuador of

US$9,933,653 may be carried forward and offset against profits in the following five years, provided that the amount offset does not exceed 25% of

the year’s profits.

In December 2021, the Organisation for Economic Co-operation and Development (OECD) released the Model Rules for Pillar Two of its global tax

reform initiative, which  introduces  a global  minimum effective tax  rate  of 15%  for  large multinational  enterprises.  These rules have since been

endorsed  by the  G20  and incorporated into  domestic  legislation  across multiple jurisdictions.  The  Company  is a UK-incorporated  public  limited

company listed on the London Stock Exchange, with operations primarily in Ecuador. As of the reporting date, the Group’s consolidated revenue for

the year ended 30 June 2025 does not exceed the €750 million threshold required for Pillar Two applicability. Accordingly, the Group is not currently

in scope for the top-up tax calculations under the Global Anti-Base Erosion (GloBE) rules. However, the Group continues to monitor developments in

the implementation of Pillar Two legislation across jurisdictions in which it operates. In line with the amendments to IAS 12 issued by the International

Accounting Standards Board (IASB), the Group has elected to apply the temporary exception to recognising and disclosing information about deferred

tax assets and liabilities related to Pillar Two income taxes. The Group will reassess this position as further guidance becomes available. No Pillar Two

top-up tax has been recognised in the current period.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

100

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 8 |  LOSS PER SHARE

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | Cents per share | Cents per share |
| Basic loss per share | (1.2) | (2.0) |
| Diluted loss per share | (1.2) | (2.0) |
|  | US$ | US$ |
| Loss used to calculate basic and diluted loss per share | (36,249,093) | (60,299,953) |
|  | Number of shares | Number of shares |
| Weighted average number of shares used in calculating basic LPS | 3,001,106,975 | 3,001,106,975 |
| Weighted average number of dilutive options | - | - |
| Weighted average number of ordinary shares and potential ordinary shares used in calculating |  |  |
| dilutive LPS | 3,001,106,975 | 3,001,106,975 |

Options granted are not included in the determination of diluted earnings per share as they are considered to be anti-dilutive. These out of the

money options may become dilutive in the future.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

101

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 9 |  INVESTMENT IN SUBSIDIARIES (COMPANY)

NOTE 9(A) |  INFORMATION OF SUBSIDIARIES

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| Entity | Country of |  |  |  |  |
|  | incorporation and |  |  |  |  |
|  | operation |  |  |  |  |
|  |  | Registered address | Principal Activity | SolGold plc’s |  |
|  |  |  |  | effective interest |  |
|  |  |  |  | 2025 | 2024 |
| Australian Resource |  |  |  |  |  |
| Management (ARM) Pty Ltd |  |  |  |  |  |
|  | Australia | Level 5/191 St Georges Terrace |  |  |  |
|  |  | Perth WA 6000 |  |  |  |
|  |  | Australia |  |  |  |
|  |  |  | Exploration | 100% | 100% |
| Acapulco Mining Pty Ltd | Australia |  | Exploration | 100% | 100% |
| Central Minerals Pty Ltd | Australia |  | Exploration | 100% | 100% |
| Honiara Holdings Pty Ltd | Australia |  | Exploration | 100% | 100% |
| Guadalcanal Exploration Pty Ltd | Australia |  | Exploration | 100% | 100% |
| Solomon Operations Ltd |  |  |  |  |  |
| 1 |  |  |  |  |  |
|  | Solomon Islands | C/- Morris & Sojnocki Chartered Accountants, 1st |  |  |  |
|  |  | Floor, City Centre Building, Mendana Avenue, |  |  |  |
|  |  | Honiara, Solomon Islands |  |  |  |
|  |  |  | Exploration | 100% | 100% |
| Exploraciones Novomining S.A. | Ecuador | Avenida La Coruna No. E25-58 y calle SAN |  |  |  |
|  |  | IGNACIO Edificio: ALTANA |  |  |  |
|  |  | PLAZA Número de oficina: 406 piso: 4 Quito, |  |  |  |
|  |  | Ecuador |  |  |  |
|  |  |  | Exploration | 100% | 100% |
| Cascabel-Ecuador Holding S.A. | Ecuador |  | Investment | 100% | - |
| Carnegie Ridge Resources S.A. | Ecuador |  | Exploration | 100% | 100% |
| Green Rock Resources GRR S.A. | Ecuador |  | Exploration | 100% | 100% |
| Valle Rico Resources VRR S.A. | Ecuador |  | Exploration | 100% | 100% |
| Cruz del Sol CSSA S.A. | Ecuador |  | Services |  |  |
|  |  |  | Management and |  |  |
|  |  |  | land holding |  |  |
|  |  |  |  | 100% | 100% |
| SolGold-Ecuador S.A. | Ecuador |  | Project development | 100% | 100% |
| Novoproyectos-Sustentables |  |  |  |  |  |
| S.A. |  |  |  |  |  |
| 2 |  |  |  |  |  |
|  |  |  |  |  |  |
|  | Ecuador |  | Investment | 100% | 100% |
| SolGold Canadian Callco Corp. | Canada | 4500, 855 – 2nd Street S.W, |  |  |  |
|  |  | Calgary, Alberta T2P 4K7 |  |  |  |
|  |  |  | Investment | 100% | 100% |
| SolGold Canadian Exchangeco |  |  |  |  |  |
| Corp. |  |  |  |  |  |
|  | Canada |  | Investment | 100% | 100% |
| SolGold Finance AG | Switzerland | Industriestrasse 47, 6300 Zug, Switzerland | Investment | 100% | 100% |
| SGUS Operations Inc. | United States of America | 7901 4 |  |  |  |
|  |  | th |  |  |  |
|  |  | St N STE 300 St. Petersburg, 33702 | Investment | 100% | - |
| SolGold Canada Inc. (formerly |  |  |  |  |  |
| Cornerstone Capital Resources |  |  |  |  |  |
| Inc.) |  |  |  |  |  |
|  | Canada | c/o Bennett Jones LLP |  |  |  |
|  |  | 4500, 855 - 2nd Street SW |  |  |  |
|  |  | Calgary, Alberta T2P 4K7 |  |  |  |
|  |  |  | Investment | 100% | 100% |
| Cornerstone Exploration Inc. | Canada | 1730 St. Laurent Blvd., Suite 800 |  |  |  |
|  |  | Ottawa, Ontario K1G 5L1 |  |  |  |
|  |  |  | Services |  |  |
|  |  |  | Management |  |  |
|  |  |  |  | 100% | 100% |
| Gestion Minera S.A. | Ecuador | Av. 12 de Octubre N24-562 y Luis Cordero |  |  |  |
|  |  | Edificio World Trade Center |  |  |  |
|  |  | Quito, Ecuador |  |  |  |
|  |  |  | Exploration | 100% | 100% |
| Bellamaria Mining S.A. | Ecuador |  | Exploration | 100% | 100% |
| Canabrava Mining S.A. | Ecuador |  | Exploration | 84% |  |
|  |  |  |  | 3 |  |  |  |  |  |
|  |  |  |  |  | 84% |
| Exploaurum S.A. |  |  |  |  |  |
| 3 |  |  |  |  |  |
|  | Ecuador |  | Exploration | 100% | 100% |
| Cornerstone Ecuador S.A. | Ecuador |  | Investment | 100% | 100% |
| Cornerstone Exploraciones |  |  |  |  |  |
| Ecuador S.A. |  |  |  |  |  |
|  | Ecuador |  | Exploration | 100% | 100% |
| Vetasgrandes Mining S.A. | Ecuador |  | Exploration | 100% | 100% |
| Minera Cornerstone Chile |  |  |  |  |  |
| Limitada |  |  |  |  |  |
|  | Chile | Av. Isadora Goyenechea 3000 |  |  |  |
|  |  | Piso 21, Las Condes |  |  |  |
|  |  | Santiago, Chile |  |  |  |
|  |  |  | Exploration | 100% | 100% |

The Company’s indirect 12.5% interest in Bramaderos S.A. is accounted for at fair value through other comprehensive income.

Notes:

1  Solomon Operations Ltd is in the process of being wound up.

2  Novoproyectos-Sustentables S.A. was liquidated effective 27 August 2024.

3

The Group legally holds 100% of Exploaurum S.A. although its contractual interest upon completion of conditions with its partners is expected to be 84%.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

102

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 9 | INVESTMENT IN SUBSIDIARIES (COMPANY) (CONTINUED)

NOTE 9(B) |  SCHEDULE OF INVESTMENTS IN SUBSIDIARIES

|  |  |  |  |
| --- | --- | --- | --- |
| Amounts recognised directly in equity | Intercompany loans |  |  |
|  |  |  |  |
|  |  | Subsidiary investments | Total investment |
|  | US$ | US$ | US$ |
| Cost |  |  |  |
| Balance at 1 July 2023 | 153,509,802 | 142,681,520 | 296,191,322 |
| Advances in the year | 7,981,096 | 1,026,358 | 9,007,454 |
| Balance at 30 June 2024 | 161,490,898 | 143,707,878 | 305,198,776 |
| Reclassification |  |  |  |
| 2 |  |  |  |
|  | (10,425,004) | 10,425,004 | - |
| Acquisitions and advances in the year | 6,819,258 | 481,256 | 7,300,514 |
| Balance at 30 June 2025 | 157,885,152 | 154,614,138 | 312,499,290 |
|  |  |  |  |
| Expected credit and im | pairment losses |  |  |
| Balance at 1 July 2023 | (31,602,416) | (3,575,694) | (35,178,110) |
| Impairments during the year | (7,550,422) | (4,360,944) | (11,911,366) |
| Balance at 30 June 2024 | (39,152,838) | (7,936,638) | (47,089,476) |
| Balance at 30 June 2025 | (39,152,838) | (7,936,638) | (47,089,476) |
|  |  |  |  |
| Carrying amounts |  |  |  |
| Balance at 30 June 2023 | 121,907,386 | 139,105,826 | 261,013,212 |
| Balance at 30 June 2024 | 122,338,060 | 135,771,240 | 258,109,300 |
| Balance at 30 June 2025 |  |  |  |
| 1 |  |  |  |
|  | 118,732,314 | 146,677,500 | 265,409,814 |

Notes:

1  Loans which are not expected to be repaid are included in investment in subsidiaries (see Note 1 (s)).

2  Reclassification  of  intercompany  loans  to subsidiary  investments represents intercompany loans converted  to  equity  during  the  period with

Carnegie Ridge Resources S.A., Green Rock Resources GRR S.A., Valle Rico Resources VRR S.A. and Cruz del Sol CSSA S.A.

The Company’s investments in its subsidiaries, Acapulco Mining Pt Ltd, and Central Minerals Pty Ltd, were fully impaired during the year ended 30

June 2024, following the impairment of those subsidiaries’ capitalised exploration costs (Note 13).

NOTE 10 |  LOANS WITH SUBSIDIARIES (COMPANY)

|  |  |  |
| --- | --- | --- |
| Intercompany Loans with Subsidiaries | Company |  |
|  | 2025 |  |
|  |  |  |
|  |  | Company |
|  |  | 2024 |
|  | US$ | US$ |
| Balance at beginning of period | 205,600,844 | 181,525,074 |
| Advances in the year | 1,669,999 | 1,355,564 |
| Loan repayments from subsidiaries in the year | (28,076,524) | (187,698) |
| Repayments of loans to subsidiaries in the year | 3,343,223 | 17,699,132 |
| Interest accrued in the year | 6,985,423 | 7,542,072 |
| Interest incurred in the year | (1,624,500) | (2,333,300) |
| Balance at end of period | 187,898,465 | 205,600,844 |

The Company has assessed the receivable at 30 June 2025 and no loss allowances have been made (2024: US$Nil), refer Note 1(s).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

103

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 11 |  INVESTMENTS

NOTE 11(A) |  INVESTMENTS ACCOUNTED FOR AS FINANCIAL ASSETS HELD AT FAIR VALUE THROUGH OCI

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Movements in financial assets |  |  |  |  |
| Balance at beginning of period | - | 5,328 | - | 1,425 |
| Fair value adjustment through OCI | - | (5,328) | - | (1,425) |
| Balance at end of period | - | - | - | - |

In 2024, financial assets comprised an investment in the ordinary issued capital of Aus Tin Mining Ltd, for which nil approximates the quoted market

price value.

NOTE 12 |  PROPERTY, PLANT AND EQUIPMENT

NOTE 12(A) |  PROPERTY, PLANT AND EQUIPMENT

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
|  | Land |  |  |  |  |
|  |  | Plant and |  |  |  |
|  |  | equipment |  |  |  |
|  |  |  | Other |  |  |
|  |  |  | depreciable |  |  |
|  |  |  | assets |  |  |
|  |  |  | 1 |  |  |
|  |  |  |  | Total |  |
| Company |  |  |  |  |  |
|  |  |  |  |  | Total |
|  |  |  |  |  | 2 |
|  |  |  |  |  |  |
|  | US$ | US$ | US$ | US$ | US$ |
| Cost balance at 1 July 2023 | 22,254,788 | 3,814,555 | 2,553,529 | 28,622,872 | 1,368,974 |
| Effect of foreign exchange on opening balance | - | 5,292 | 44 | 5,336 | 4,023 |
| Additions | 120,000 | 117,120 | 4,339 | 241,459 | 1,725 |
| Disposals | - | (15,216) | (431,302) | (446,518) | (25,580) |
| Cost balance at 30 June 2024 | 22,374,788 | 3,921,751 | 2,126,610 | 28,423,149 | 1,349,142 |
| Effect of foreign exchange on opening balance | - | 6,923 | - | 6,923 | (3,385) |
| Additions | 244,936 | 7,896 | 23,838 | 276,670 | - |
| Disposals | - | (1,388,279) | (143,888) | (1,532,167) | (1,345,757) |
| Cost balance at 30 June 2025 | 22,619,724 | 2,548,291 | 2,006,560 | 27,174,575 | - |
|  |  |  |  |  |  |
| Depreciation and impairment balance at 1 July 2023 | - | (2,690,491) | (2,263,001) | (4,953,492) | (1,069,949) |
| Effect of foreign exchange on opening balance | - | (24,179) | (76,123) | (100,302) | (6,947) |
| Depreciation charge for the period | - | (379,405) | (26,599) | (406,004) | (286,941) |
| Depreciation capitalised as exploration costs | - | (232,079) | (74,361) | (306,440) | - |
| Disposals | - | 44,132 | 313,474 | 357,606 | 14,695 |
| Depreciation and impairment balance at 30 June 2024 | - | (3,282,022) | (2,126,610) | (5,408,632) | (1,349,142) |
| Effect of foreign exchange on opening balance | - | (1,414) | - | (1,414) | 3,385 |
| Depreciation charge for the period | - | (86,481) | (23,838) | (110,319) | - |
| Depreciation capitalised as exploration costs | - | (233,476) | - | (233,476) | - |
| Disposals | - | 1,345,757 | 143,888 | 1,489,645 | 1,345,757 |
| Depreciation and impairment balance at 30 June 2025 | - | (2,257,636) | (2,006,560) | (4,264,196) | - |
|  |  |  |  |  |  |
| Carrying amount at 30 June 2023 | 22,254,788 | 1,124,064 | 290,528 | 23,669,380 | 299,025 |
| Carrying amount at 30 June 2024 | 22,374,788 | 639,729 | - | 23,014,517 | - |
| Carrying amount at 30 June 2025 | 22,619,724 | 290,655 | - | 22,910,379 | - |

Notes:

1  Includes office equipment, furniture and fittings, and motor vehicles; all motor vehicles were sold during the year ended 30 June 2025.

2  Comprised of right-of-use-assets for office lease and office furniture and equipment.

NOTE 12(B) |  OTHER DISCLOSURES OF PROPERTY, PLANT AND EQUIPMENT

The gross carrying amount of fully depreciated assets still in use is US$299,533 (2024: US$307,303). See Note 21 for descriptions of assets pledged

as security against borrowings.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

104

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 13 |  INTANGIBLE ASSETS

NOTE 13(A) |  CAPITALISED EXPLORATION AND EVALUATION COSTS

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Cost |  |  |
| Balance at beginning of period | 472,335,850 | 449,944,617 |
| Effect of foreign exchange on opening balances | - | 169,183 |
| Additions | 25,056,502 | 22,222,050 |
| Balance at end of period | 497,392,352 | 472,335,850 |
|  |  |  |
| Impairment |  |  |
| Balance at beginning of period | (46,787,812) | (38,510,533) |
| Exploration costs written-off | (323,174) | (8,277,279) |
| Balance at end of period | (47,110,986) | (46,787,812) |
|  |  |  |
| Carrying amounts |  |  |
| Balance at beginning of period | 425,548,038 | 411,434,084 |
| Balance at end of period | 450,281,366 | 425,548,038 |

The accounting treatment of capitalised exploration and evaluation expenditure is described in Note 1(f).

Recoverability of the carrying amount of exploration assets is dependent on the successful development and commercial exploitation of areas of

interest and the sale of minerals or the sale of the respective areas of interest; successful development and commercial exploitation are dependent

upon the availability of funding.

An impairment  charge of US$323,174  (2024: US$8,277,279) was recognised in  the year for  exploration expenditure no  longer expected to have

commercial recoverability.

An assessment of the carrying values of capitalised exploration and evaluation expenditure is provided in notes 13(b) and 13 (c).

See Note 21 for details on pledges and restrictions made under NSR financings.

NOTE 13(B) |  CASCABEL PROJECT

The Alpala deposit, discovered at Cascabel, is in northern Ecuador, lying upon the gold-rich section of the northern section of the prolific Andean

Copper belt, renowned as the base for nearly half of the world’s copper production. The project area hosts mineralisation from the Eocene age, the

same age as numerous Tier 1 deposits along the Andean Copper Belt in Chile and Peru to the south. The project is a three-hour drive north of Quito,

close to water, power  supply and  Pacific ports.  On 17 July  2023, the  Company announced  a 25-year term renewal (until  the year  2048) for  the

Cascabel concession.  The term  renewal confirmed  that Cascabel  comprises 4,979 contiguous  hectares and  is a  large-scale mining  regime in

accordance with Ecuador’s mining regulations. A PFS for the Cascabel Project was published in April 2022 including consideration of environmental,

social and economic impacts. A revised PFS (announced 12 March 2024) reported the successful completion of the updated Cascabel Pre-Feasibility

Study (“PFS”) incorporating a phased approach plan. The study presents significantly reduced initial capital costs, a pre-tax NPV8% of US$5.4 billion,

33% IRR, and a post-tax NPV8% of US$3.2 billion with a 24% IRR, along with significant copper, gold, and silver production estimates over a 28-year

mine life. The PFS included updated mineral resource and reserve statements for the Alpala Deposit and an updated mineral resource statement for

the Tandayama America deposit.

Based on the exploration work conducted to date at the Cascabel Project, the Group:

•  continues to have the right to explore in the area;

•  has met its expenditure commitments;

•  remains positive around the prospectivity of the project area, with encouraging geological results encountered to date;

•  is not aware of any data that would require or demand it to abandon or relinquish the project; and

•  has plans and resources to continue exploration and development.

Accordingly, management have assessed that there are no indicators of impairment.

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SolGold plc Annual Report for the Year Ended 30 June 2025

105

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 13 | INTANGIBLE ASSETS (CONTINUED)

NOTE 13(C) |  REGIONAL CONCESSIONS

The Group’s eight wholly owned Ecuadorian subsidiaries – Carnegie Ridge Resources S.A., Green Rock Resources S.A., Cruz del Sol S.A., Valle Rico

Resources S.A., Cornerstone Ecuador S.A., Canabrava Mining S.A., Vetasgrandes Mining S.A., and Bellamaria Mining S.A. – collectively hold 75 mining

concessions acquired through government auctions in 2016–2017, together with 13 additional concessions acquired through the purchase of SolGold

Canada Inc. (formerly Cornerstone Capital Resources Inc.) in 2023.

Exploration programmes  undertaken to  date have included geophysical data collection and interpretation,  mapping, and geochemical  sampling.

Based on the work performed, management notes that:

•  the Group continues to hold valid exploration rights and has not lost access to any areas;

•  community engagement efforts are ongoing to maintain and strengthen licence-to-operate; and

•  geological results remain encouraging.

Accordingly, at 30 June 2025, management concluded there were no indicators of impairment in respect of these exploration and evaluation (E&E)

assets under IFRS 6.

However, the Group recognises that the carrying value of these concessions is subject to uncertainty and will be reassessed on an ongoing basis. Key

factors include:

•  Funding: future exploration expenditure will require new sources of capital. While management remains confident in its ability to raise

such funding, this cannot be assured.

•  Strategic Rationalisation: the Group is reviewing its portfolio to prioritise projects with the greatest potential and is evaluating options to

unlock value through the establishment of a standalone exploration vehicle (“ExploreCo”). These initiatives remain under development and

no definitive outcomes can yet be guaranteed.

•  Regulatory Environment: subsequent to year end, the Ecuadorian government introduced various changes to the mining law, further to

the new “Supervision and Control Fee” (Tasa de Fiscalización Minera) which, if enforced as currently drafted, would materially increase the

cost of holding the Group’s regional exploration licences in Ecuador. SolGold is engaging with the authorities to clarify the scope of these

regulations and to consider alternative compliance mechanisms. The outcome of these discussions remains uncertain.

Management therefore acknowledges that while no impairment indicators were identified at the balance sheet date, future resource constraints,

regulatory developments, or the potential return of concessions to the cadastre may result in impairment or write-down of some E&E assets in future

periods.

NOTE 13(D) |  AUSTRALIA

In January 2024, management received notifications from the Queensland Department of Resources that four licences would not be recommended

for renewal. The four licences for which non-renewal notifications were received were: EPM 19410 Normanby Consolidated (held by Acapulco Mining

Pty Ltd), as well as EPM 18032 Cracow West, EPM 19639 Goovigen Consolidated, and EPM 27211 Mount Pring (held by Central Minerals Pty Ltd).

Management  evaluated  the  recoverability  of  these  licences,  and  the  other  remaining  Australian  licences  held  and  determined  that  successful

development and commercial exploitation is now considered unlikely, and the carrying values are therefore no longer recoverable.

Accordingly, the associated capitalised exploration costs were expensed, resulting in the recognition of an impairment of US$8,277,279 in exploration

costs written-off expense in the prior year. Following this write-off of capitalised exploration costs, the aggregate carrying value of all Australian

properties reported by the Company is US$Nil (2024: US$Nil).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

106

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 14 |  LOANS RECEIVABLE AND OTHER CURRENT ASSETS

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Company funded loan plan receivable | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Balance at beginning of reporting period | 1,152,493 | 2,099,527 | 1,152,493 | 2,099,527 |
| Effect of foreign exchange | 60,885 | (21,041) | 60,885 | (21,041) |
| Expected credit loss | (232,183) | (925,993) | (232,183) | (925,993) |
| Balance at end of reporting period | 981,195 | 1,152,493 | 981,195 | 1,152,493 |

The Company Funded Loan Plan (the “CFLP”) is a legacy plan established by the Company to assist employees in exercising share options. On 29

October 2018, the Company assisted employees to exercise 19,950,000 options previously issued to employees of the Company in 2016 via the CFLP.

Since inception and until 30 June 2025, repayments of US$3,478,278 have been received against the loans provided.

The key terms of this CFLP on the date the loans were granted were as follows:

•  The employee may only use a loan under the Plan to pay for the exercise of Employee Options granted by the Company.

•  The loan will be granted for a maximum period of 2 years (an extended deadline was reached on 21 December 2023).

•  No interest will be charged on the loan.

•  The loan is secured by the shares granted on the exercise of the Employee Options.

•  The loans provided are full recourse.

As at 30 June 2025, three participants remained beneficiaries of the Plan with the loans due. The Board of Directors does not intend to liquidate

shares, unless the share price appreciates significantly. The Company has the ability to sell the shares, and accordingly the exposure to credit risk is

limited to the value of the shares.

Management has considered the recoverability of the loans based on the movement in the share price over the period and has calculated an expected

credit loss for the year ended 30 June 2025 of US$232,183 (2024: US$925,993).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

107

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 15 |  DEFERRED TAXATION

NOTE 15(A) |  RECOGNISED DEFERRED TAX ASSETS AND LIABILITIES (GROUP)

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Assets |  |  |
| Carried forward tax losses | 28,100,545 | 29,978,059 |
| Carried forward capital losses |  |  |
| 1 |  |  |
|  | 5,844,157 | - |
| Exploration and evaluation assets | 3,249,282 | 2,577,303 |
| Foreign exchange gains/losses | 2,160,068 | 2,166,338 |
| Accruals/provisions | 196,503 | 1,002,613 |
| Derivative assets | 41,701 | 487,422 |
| Property, plant and equipment | 21,991 | 311,400 |
| IFRS 16 Right of Use | 39,066 | 39,066 |
| Capital raising costs | 365,405 | 691,158 |
| Other | (24,452) | - |
| Potential benefit | 39,994,266 | 37,253,359 |
|  |  |  |
| Liabilities |  |  |
| IFRS 16 Right of Use | - | (82,680) |
| NSR Liability (borrowings) | (2,711,654) | (2,410,699) |
| Potential benefit | (2,711,654) | (2,493,379) |
|  |  |  |
| Net deferred taxation asset | 37,282,612 | 34,759,980 |
|  |  |  |
| Assets not recognised | (38,428,744) | (36,540,878) |
| Net recognised liability | (1,146,132) | (1,780,898) |
|  |  |  |
| Included in the statement of financial position as follows: |  |  |
| Deferred taxation assets | 1,565,522 | 629,801 |
| Deferred taxation liabilities | (2,711,654) | (2,410,699) |
| Net deferred taxation liability | (1,146,132) | (1,780,898) |

Notes:

1  Capital losses in 2025 relate to the sale of own shares, detailed further within Note 18(B).

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

108

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 15 | DEFERRED TAXATION (CONTINUED)

NOTE 15(B) |  RECOGNISED DEFERRED TAX ASSETS AND LIABILITIES (COMPANY)

|  |  |  |
| --- | --- | --- |
|  | Company |  |
|  | 2025 |  |
|  |  |  |
|  |  | Company |
|  |  | 2024 |
|  | US$ | US$ |
| Assets |  |  |
| Carried forward tax losses | 21,013,223 | 22,864,163 |
| Exploration and evaluation assets | 2,214,423 | 2,197,381 |
| Foreign exchange gains/losses | 2,160,068 | 2,166,338 |
| Accruals/provisions | 196,503 | 1,002,613 |
| Derivative assets | - | 487,422 |
| Property, plant and equipment | - | 286,172 |
| Capital raising costs | 362,795 | 687,171 |
| Potential benefit | 25,947,012 | 29,691,260 |
|  |  |  |
| Liabilities |  |  |
| IFRS 16 Right of Use | - | (82,680) |
| Potential benefit | - | (82,680) |
|  |  |  |
| Net deferred taxation asset | 25,947,012 | 29,608,580 |
|  |  |  |
| Assets not recognised | (25,947,012) | (29,608,580) |
| Net recognised deferred taxation | - | - |
|  |  |  |
| Included in the statement of financial position as follows: |  |  |
| Deferred taxation assets | - | - |
| Deferred taxation liabilities | - | - |
| Net deferred taxation | - | - |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

109

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 16 |  OTHER RECEIVABLES AND PREPAYMENTS

NOTE 16(A) |  OTHER RECEIVABLES AND PREPAYMENTS – CURRENT

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Other receivables | 400,611 | 568,843 | - | 14,500 |
| Taxes receivable | 259,819 | 1,174,726 | 39,037 | 70,424 |
| Prepayments | 681,620 | 244,813 | 620,602 | 203,150 |
| Total other receivables and prepayments – current | 1,342,050 | 1,988,382 | 659,639 | 288,074 |

NOTE 16(B) |  OTHER RECEIVABLES AND PREPAYMENTS – NON-CURRENT

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Value added tax receivable | 5,595,817 | 4,407,796 | - | - |
| Total other receivables and prepayments – non-current | 5,595,817 | 4,407,796 | - | - |

Value added tax receivable in Ecuador pertains to the Cascabel Project. The amount becomes recoverable upon commencement of production, which

is longer than twelve months from 30 June 2025, and is therefore classified as non-current.

NOTE 17 |  CASH AND CASH EQUIVALENTS

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Cash at bank | 11,839,554 | 6,028,043 | 5,137,325 | 4,124,142 |
| Cash and cash equivalents in the statement of cash flows | 11,839,554 | 6,028,043 | 5,137,325 | 4,124,142 |

NOTE 18 |  SHARE CAPITAL AND RESERVES

NOTE 18(A) |  SHARE CAPITAL

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | No. of Shares |  |  |  |
|  |  |  |  |  |
|  |  | Nominal Value | Share |  |
|  |  |  | Premium |  |
|  |  |  | 1 |  |
|  |  |  |  |  |
|  |  |  |  | Total |
|  | Number | US$ | US$ | US$ |
| Ordinary shares at 1p each at 1 July 2024 | 3,001,106,975 | 40,452,643 | 459,986,179 | 500,438,822 |
| Ordinary shares at 1p each at 30 June 2025 | 3,001,106,975 | 40,452,643 | 459,986,179 | 500,438,822 |

Notes

1  Share premium for the Group and the Company are comprised of the same transactions and balances, except for a difference of US$10,624,

which is comprised of share issuance costs reported by the Company but not the Group.

Ordinary shares participate in dividends and the proceeds on winding up the Company in proportion to the number of shares held. At shareholder

meetings each ordinary share is entitled to one vote when a poll is called, otherwise each shareholder has one vote on show of hands.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

110

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 18 | SHARE CAPITAL AND RESERVES (CONTINUED)

NOTE 18(B) |  OTHER RESERVES

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Own shares reserve |  |  |  |  |
| 1 |  |  |  |  |
|  | - | (25,389,208) | - | - |
| Merger relief reserve |  |  |  |  |
| 2 |  |  |  |  |
|  | 78,692,861 | 78,692,861 | 78,692,861 | 78,692,861 |
| Share based payment reserve | 14,046,769 | 12,122,374 | 14,046,769 | 12,122,374 |
| Employee benefit reserve | 565,963 | 632,676 | - | - |
| Total Other Reserves | 93,305,593 | 66,058,703 | 92,739,630 | 90,815,235 |

Notes

1  On February 24, 2023, the Company acquired 151,141,000 of its own shares (the “Own Shares”), as part of its acquisition of SolGold Canada Inc.

(formerly Cornerstone Capital Resources Inc.). During the year ended 30 June 2025, all of the Own Shares were sold at US$0.115 per share, for

gross proceeds of US$18,071,215. Transaction costs of US$72,285 were incurred and paid from gross proceeds. The Own Shares were purchased

by Jiangxi Copper (Hong Kong) Investment Company Limited in a transaction which closed on 26 March 2025. The Own Shares were carried at

their amortised cost of US$25,389,208. The realised loss from the sale of Own Shares was recognised in accumulated losses.

2  The Group has applied merger relief under section 612 of the Companies Act 2006 as part of the acquisition of SolGold Canada Inc. (formerly

Cornerstone Capital Resources Inc.).

NOTE 18(C) |  CAPITAL MANAGEMENT

The Group’s objective when managing capital is to optimise long-term shareholder value, which includes: safeguarding the Group’s ability to continue

as a going concern; ensuring the Group has sufficient cash available to continue exploration and development activities; and optimising its capital

structure to minimise the cost of capital. Management manages share capital and borrowings as capital. Management assesses the Group’s financial

risks and adjusts its capital structure in response to changes in these risks and in the market and these responses include share issues and borrowing

considerations. Given the nature of the Group’s current activities, the entity will remain dependent on a combination of equity and borrowed funding

in the short to medium term until such time as the Group becomes self-financing from the commercial production of mineral resources. Management

is meeting its capital management objectives by raising sufficient cash to enable the completion of strategic milestones on Cascabel.

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Borrowings, non-current (Note 21) |  |  |  |  |
|  | 210,708,124 |  |  |  |
|  |  | 188,946,264 |  |  |
|  |  |  | - | - |
| Borrowings, current (Note 21) | - | 10,002,796 | - | 10,002,796 |
| Equity attributable to owners of the parent company | 238,985,875 | 254,612,322 | 455,275,204 | 455,704,348 |
| Total | 449,693,999 | 453,561,382 | 455,275,204 | 465,707,144 |

NOTE 19 |  TRADE AND OTHER PAYABLES

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Current |  |  |  |  |
|  |  |  |  |  |
|  |  |  |  |  |
| Trade payables | 1,722,374 | 1,683,668 | 2,822,621 | 1,904,549 |
| Accrued expenses | 2,069,287 | 1,495,952 | 1,243,967 | 1,119,747 |
| Other payables |  |  |  |  |
| 1 |  |  |  |  |
|  | 3,177,645 | 3,323,380 | 744,646 | 410,761 |
| Trade and other current payables | 6,969,306 | 6,503,000 | 4,811,234 | 3,435,057 |

Notes

1  Includes sundry payables and employee benefits payable.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

111

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 20 |  FINANCIAL ASSETS AT AMORTISED COST

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Security bonds – office leases |  |  |  |  |
| 1 |  |  |  |  |
|  | 13,175 | 592,692 | - | 584,518 |
| Security bonds – Ecuador |  |  |  |  |
| 2 |  |  |  |  |
|  | 452,347 | 1,101,929 | - | - |
| Security bonds – Australia |  |  |  |  |
| 3 |  |  |  |  |
|  | 8,226 | 11,684 | - | - |
| Total | 473,748 | 1,706,305 | - | 584,518 |

Notes

1  Cash security held against SolGold Finance AG office premises. Reduction from 2024 due to release of cash security held against SolGold plc office

premises.

2  Cash backed bank guarantees held by the Ecuadorian Ministry of Environment against Ecuadorian exploration tenements held by the Group.

Reduction from 2024 due to change in cash coverage requirements imposed on the Group, negotiated by the Group with the respective banks.

3  Cash security held by the Queensland Department of Natural Resources and Mines against Queensland exploration tenements held by the Group.

NOTE 21 |  BORROWINGS

NOTE 21(A) |  BALANCES OF BORROWINGS

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Non-current liability |  |  |
| Net Smelter Royalties (Note 21(b)) | 210,708,124 | 188,946,264 |
| Current liability |  |  |
|  |  |  |
| Short term loan facility (Note 21(c)) | - | 10,002,796 |
| Balance at end of period | 210,708,124 | 198,949,060 |

NOTE 21(B) |  NET SMELTER ROYALTY FINANCING

|  |  |  |
| --- | --- | --- |
|  | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| NSR Financing |  |  |
| Balance at beginning of reporting period | 188,946,264 | 147,018,712 |
| Accreted interest | 21,761,860 | 17,781,791 |
| Remeasurement of amortised cost | - | 24,145,761 |
| Balance at end of period | 210,708,124 | 188,946,264 |
| Owed to: |  |  |
| Franco-Nevada Corporation (Note 21(b)(1)) | 148,261,678 | 131,783,326 |
| OR Royalties Inc. (formerly Osisko Gold Royalties Ltd) (Note 21(b)(2)) | 62,446,446 | 57,162,938 |
| Balance at end of period | 210,708,124 | 188,946,264 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

112

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 21 | BORROWINGS (CONTINUED)

NOTE 21(B)(1) |

BORROWING FROM FRANCO-NEVADA CORPORATION (“FRANCO-NEVADA”)

On 11 September 2020, Franco-Nevada paid SolGold US$100 million, the Royalty Purchase Price under the NSR Financing Agreement, less

US$15,619,578 of outstanding principal and interest under the US$15 million secured bridge loan pursuant to the Bridge Loan Agreement. In return

for the royalty purchase price, Franco-Nevada was granted a perpetual 1% royalty interest to be calculated by reference to net smelter returns from

the Cascabel concession area. This financing arrangement is classified as a financial liability at amortised cost and was recognised at the amount

received adjusted for transaction costs paid.

Key terms to the financing include:

•  Funding amount: US$100 million with upscale option to US$150 million, which expired eight months after the agreement date

•  Royalty terms: 1.0% NSR for US$100 million

•  Buy-back option: A 50% buy-back option exercisable at SolGold’s election for six years from closing at a price delivering Franco-Nevada a

12% IRR

•  Gold conversion: option in favour of Franco-Nevada to convert the NSR interest into a gold-only NSR interest (six years from year two of

operations). The amount of the gold net smelter return will be calculated on a net present value neutral basis

•  Proceeds to fund the costs to complete the feasibility study, with any surplus to be used for SolGold’s share of the development of Alpala

Financial liabilities classified at amortised cost are calculated using the Effective Interest Method, which allocates expenses at a constant rate over

the term of the investment. The Effective Interest Rate (“EIR”) is the internal rate of return of the liability at initial recognition through the expected

life of the financial liability.

The EIR was calculated using the available development plan at the time of recognising the NSR and results in a discount rate of 11.84% (real).

Management has reviewed its assessment and considers that  the buy-back option  is not an  embedded derivative which needs to be separately

accounted for as it is closely related. As such, it is not required to be accounted for as a separate instrument in accordance with IFRS 9. As in previous

periods, Management assessed that the fair value of this embedded derivative was nil or immaterial, as there is no expectation or likelihood that the

buy-back option will be exercised by SolGold.

This financial liability will be re-measured based upon Qualified Person-approved assumptions from future updated Technical Reports. The most

recent re-measurement was performed based upon the Technical Report announced 12 March 2024.

NOTE 21(B)(2) |

BORROWING FROM OR ROYALTIES

On 2 December 2022, OR Royalties paid SolGold US$50 million, the Royalty Purchase Price under a new Royalty Financing Agreement announced on

7  November 2022.  This financing arrangement is classified  as a  financial  liability at  amortised  cost  and was recognised  at  the  amount received

adjusted for transaction costs paid.

In return for the royalty purchase price, OR Royalties has been granted a perpetual 0.6% royalty interest to be calculated by reference to net smelter

returns from the Cascabel concession area in accordance with the terms and conditions set out in the agreement. Financial liabilities classified at

amortised cost are calculated using the Effective Interest Method, which allocates expenses at a constant rate over the term of the investment. The

EIR is the internal rate of return of the liability at initial recognition through the expected life of the financial liability, which in this case is the time

from the recognition until the end of the mine life of the Alpala mine.

Key terms to the financing include:

•  Funding amount: US$50 million

•  Royalty terms: 0.6% NSR for US$50 million

•  Buy-back option: A 33.3% buy-back option exercisable at SolGold’s election for four years from closing at a price delivering OR Royalties a

12% IRR. The buy-back option can be exercised annually, in November, subject to the Royalty Financing Agreement.

The EIR was calculated using the available development plan at the time of recognising the NSR and results in a discount rate of 8.87% (real).

Management  has  performed  an  assessment  and  considers  that  the  buy-back  option  is  an  embedded  derivative  which  needs  to  be  separately

accounted for as it is not closely related. However, management has assessed that the fair value of this embedded derivative is nil or immaterial, as

there is no expectation or likelihood that the buy-back option will be exercised.

This financial liability will be re-measured based upon Qualified Person-approved assumptions from future updated Technical Reports. The most

recent re-measurement was performed based upon the Technical Report announced 12 March 2024.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

113

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 21 | BORROWINGS (CONTINUED)

NOTE 21(C) |  SHORT-TERM LOAN FACILITY BORROWED FROM FRANCO NEVADA CORPORATION

|  |  |  |
| --- | --- | --- |
| Short term loan facility | Group |  |
|  | 2025 |  |
|  |  |  |
|  |  | Group |
|  |  | 2024 |
|  | US$ | US$ |
| Balance at beginning of period | 10,002,796 | - |
| Additions | - | 10,000,000 |
| Transaction costs | - | (494,735) |
| Accreted interest | 208,446 | 497,531 |
| Loan repayment | (10,211,242) | - |
| Balance at end of period | - | 10,002,796 |

On 14 May 2024, the Group announced interim funding of US$10,000,000 under a “Short-term Loan Facility” provided by Franco-Nevada Corporation.

The Short-term Loan Facility accrued interest at 12% per annum and matured on 19 July 2024. All amounts due under the loan were paid off when

the loan matured with a payment of US$10,211,242. The funds were borrowed to provide working capital until the Gold Stream Agreement (Note

27) was completed. The Short-term Loan Facility was secured by substantially all Group assets invested directly or indirectly in the Cascabel Project.

NOTE 22 |  OTHER FINANCIAL LIABILITIES

NOTE 22(A) |  SCHEDULE OF OTHER FINANCIAL LIABILITIES

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Balance on Statement of Financial Position Comprised of | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Derivative liability for options issued to BHP | - | 1,000 | - | 1,000 |
| Non-current employee benefits | 868,370 | 1,075,806 | - | - |
| Total | 868,370 | 1,076,806 | - | 1,000 |

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Movement in derivative liabilities: | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Balance at beginning of period | 1,000 | 240,000 | 1,000 | 240,000 |
| Additions | - | - | - | - |
| Fair value adjustment through profit or loss | (1,000) | (239,000) | (1,000) | (239,000) |
| Balance at end of period | - | 1,000 | - | 1,000 |

Other financial liabilities consist of the derivative liability for options issued to BHP (expired during the year ended 30 June 2025) as part of the share

subscriptions on 2 December 2019 and non-current employee benefits. Non-current employee benefits are liabilities accrued in compliance with

Ecuadorian employment labour regulations. The fair values of these financial liabilities approximate their carrying amounts principally due to their

short-term nature or the fact that they are measured and recognised at fair value.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

114

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 22 | OTHER FINANCIAL LIABILITIES (CONTINUED)

NOTE 22(B) |  FINANCIAL LIABILITIES MEASURED AND RECOGNISED AT FAIR VALUE

The following table represents the Group’s financial liabilities measured and recognised at fair value.

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Level 1 |  |  |  |
|  |  |  |  |  |
|  |  | Level 2 | Level 3 | Total |
|  | US$ | US$ | US$ | US$ |
| 2025 |  |  |  |  |
| Derivative liability at fair value through profit or loss | - | - | - | - |
| 2024 |  |  |  |  |
| Derivative liability at fair value through profit or loss | - | - | 1,000 | 1,000 |

NOTE 22(B)(1) |

VALUATION OF LIABILITY MEASURED AT FAIR VALUE

The derivative liability at fair value through profit or loss, representing share options, was valued using the Monte Carlo Simulation method until the

expiry of the share options on 2 December 2024.

|  |  |  |
| --- | --- | --- |
| Inputs for Fair value of £0.37 BHP share options and assumptions | 30 June 2025 | 30 June 2024 |
| Number of options | Nil - expired 2 Dec 2024 | 19,250,000 |
| Share price |  | £0.0876 |
| Exercise price |  | £0.370 |
| Expected volatility |  | 72.46% |
| Time to expiry |  | 0.42 years |
| Expected dividends |  | Nil |
| Risk-free interest rate (short-term) |  | 4.58% |
| Fair value |  | £0.00004 |
| Valuation methodology |  | Monte Carlo Value |

NOTE 23 |  SHARE OPTIONS

NOTE 23(A) |  SHARE OPTION PLAN AND GRANT INFORMATION

Share  options  are granted  to  employees  under the Company’s  Employee  Share  Option Plan 2023  (“ESOP”)  and  Directors under the  Long-Term

Incentive Plan (“LTIP”). The ESOP and LTIP are designed to align participants’ interests with those of shareholders.

Unless otherwise documented with the Company, when a participant ceases employment prior to the vesting of their share options, the share options

are forfeited after 90 days unless cessation of employment is due to termination for cause, whereupon they are forfeited immediately.

The contractual life of each option granted is between two to ten years. There are no cash settlement alternatives.

Each option can be exercised from vesting date to expiry date for one share with the exercise price payable in cash.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

115

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 23 | SHARE OPTIONS (CONTINUED)

NOTE 23(B) |  OPTIONS ISSUED AND OUTSTANDING

At 30 June 2025 the Company had 103,100,000 options outstanding for the issue of ordinary shares (2024: 98,725,000).

There were 30,000,000 options granted during the year ended 30 June 2025 (2024: 20,000,000).

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| Date of grant | Vesting | Exercisable to | Exercise price |  |  |  |
|  |  |  |  | Options |  |  |
|  |  |  |  | granted |  |  |
|  |  |  |  |  | Outstanding at |  |
|  |  |  |  |  | 30 June 2025 |  |
|  |  |  |  |  |  | Outstanding at |
|  |  |  |  |  |  | 30 June 2024 |
|  |  |  | £ | Number | Number | Number |
| Granted prior to 1 July 2022 |  |  |  |  |  |  |
| 27-Nov-19 | On grant | 2-Dec-24 | £0.37 | 19,250,000 |  |  |
|  |  |  |  | 1 |  |  |
|  |  |  |  |  | - | 19,250,000 |
| Total granted prior to 1 July 2022 |  |  | 19,250,000 | - | 19,250,00 | 0 |
|  |  |  |  |  |  |  |
| Granted during 2023 |  |  |  |  |  |  |
| 1-Jul-23 | On 1 Dec 2022 | 1-Dec-25 | £0.292 | 4,000,000 | - | - |
| 1-Jul-23 | On 1 Dec 2023 | 1-Dec-26 | £0.35 | 3,000,000 | - | - |
| 1-Jul-23 | On 1 Dec 2024 | 1-Dec-27 | £0.50 | 3,000,000 | - | - |
| 24-Feb-23 | On grant | 12-Sep-23 | £0.174 | 10,303,125 | - | - |
| 24-Feb-23 | On grant | 6-Aug-24 | £0.162 | 6,375,000 | - | 6,375,000 |
| 24-Feb-23 | On grant | 10-Aug-26 | £0.162 | 7,350,000 | 7,350,000 | 7,350,000 |
| 24-Feb-23 | On grant | 29-Mar-27 | £0.182 | 4,125,000 | 4,125,000 | 4,125,000 |
| 24-Feb-23 | On grant | 13-Jul-27 | £0.133 | 5,625,000 | 5,625,000 | 5,625,000 |
| 17-Mar-23 | On 17 March 2026 | 17-Mar-33 | £0.17 | 30,000,000 | 30,000,000 | 30,000,000 |
| 18-Apr-23 | On 18 April 2024 | 18-Apr-33 | £0.1982 | 2,000,000 | 2,000,000 | 2,000,000 |
| 18-Apr-23 | On 18 April 2025 | 18-Apr-33 | £0.21 | 2,000,000 | 2,000,000 | 2,000,000 |
| 18-Apr-23 | On 18 April 2026 | 18-Apr-33 | £0.25 | 2,000,000 | 2,000,000 | 2,000,000 |
| Total granted during 2023 |  |  |  | 79,778,125 | 53,100,000 | 59,475,000 |
|  |  |  |  |  |  |  |
| Granted during 2024 |  |  |  |  |  |  |
| 6-Jul-23 | On 6 July 2024 | 5-Jul-33 | £0.17 | 2,000,000 | 2,000,000 | 2,000,000 |
| 6-Jul-23 | On 6 July 2025 | 5-Jul-33 | £0.21 | 2,000,000 | 2,000,000 | 2,000,000 |
| 6-Jul-23 | On 6 July 2026 | 5-Jul-33 | £0.25 | 2,000,000 | 2,000,000 | 2,000,000 |
| 27-Jul-23 | On 27 July 2024 | 26-Jul-33 | £0.17 | 500,000 | 500,000 | 500,000 |
| 27-Jul-23 | On 27 July 2025 | 26-Jul-33 | £0.21 | 500,000 | 500,000 | 500,000 |
| 27-Jul-23 | On 27 July 2026 | 26-Jul-33 | £0.25 | 500,000 | 500,000 | 500,000 |
| 25-Aug-23 | On 25 Aug 2024 | 24-Aug-33 | £0.17 | 1,000,000 | 1,000,000 | 1,000,000 |
| 25-Aug-23 | On 25 Aug 2025 | 24-Aug-33 | £0.21 | 1,000,000 | 1,000,000 | 1,000,000 |
| 25-Aug-23 | On 25 Aug 2026 | 24-Aug-33 | £0.25 | 1,000,000 | 1,000,000 | 1,000,000 |
| 12-Apr-24 |  |  |  |  |  |  |
|  | 1/3 on 1 January 2025, |  |  |  |  |  |
|  | 1/3 on 1 January 2026, |  |  |  |  |  |
|  | and  1/3  on  1  January |  |  |  |  |  |
|  | 2027 |  |  |  |  |  |
| 11-Apr-30 | £0.10285 | 9,500,000 | 9,500,000 | 9,500,000 |  |  |
| Total granted during 2024 |  |  |  | 20,000,000 | 20,000,000 | 20,000,000 |
|  |  |  |  |  |  |  |
| Granted during 2025 |  |  |  |  |  |  |
| 11-Apr-25 |  |  |  |  |  |  |
|  | 1/3 on 11 April 2025, 1/3 |  |  |  |  |  |
|  | on  1 January  2026,  and |  |  |  |  |  |
|  | 1/3 on 1 January 2027 |  |  |  |  |  |
|  |  | 11-Apr-31 | £0.0658 | 15,000,000 | 15,000,000 | - |
| 11-Apr-25 |  |  |  |  |  |  |
|  | 1/3 on 11 April 2026, 1/3 |  |  |  |  |  |
|  | on 11 April 2027, and 1/3 |  |  |  |  |  |
|  | on 11 April 2028 |  |  |  |  |  |
|  |  | 11-Apr-36 | £0.07 | 15,000,000 | 15,000,000 | - |
| Total granted during 2025 |  |  |  | 30,000,000 | 30,000,000 | - |
|  |  |  |  |  |  |  |
| Totals |  |  |  | 149,028,125 | 103,100,000 | 98,725,000 |

Note:

1.  Options issued to BHP as part of the share subscriptions on 2 December 2019 and exercisable at £0.37 within 5 years. The options expired on 2

December 2024. These options fell outside the scope of IFRS 2 and were classified as a derivative financial liability as they did not meet the fixed

for fixed test.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

116

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 23 | SHARE OPTIONS (CONTINUED)

Share options held by certain individuals and groups are as follows:

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Share options held | Group 2025 | Group 2024 | Option Price | Exercise Period |
|  | Number | Number | £ | Date |
| Dan Vujcic, CEO and Director | 15,000,000 | - | 0.07000 | 11/4/2026 – 11/4/2036 |
| Scott Caldwell, Director and former CEO | 30,000,000 | 30,000,000 | 0.17000 | 17/3/2026 – 17/3/2033 |
| Chris Stackhouse, CFO | 14,000,000 | 9,000,000 | 0.06578 - 0.25000 | 18/4/2024 – 18/4/2033 |
| Other members of management | 27,000,000 | 17,000,000 | 0.06578 - 0.25000 | 6/7/2024 – 24/8/2033 |
| BHP | - | 19,250,000 | 0.37000 | 2/12/2024 |
| Former Cornerstone |  |  |  |  |
| 1 |  |  |  |  |
| option holders | 17,100,000 | 23,475,000 | 0.13325 - 0.18228 | 24/2/2023 – 13/7/2027 |
| Total / Range | 103,100,000 | 98,725,000 | 0.06578 - 0.25000 | 24/2/2023 – 11/4/2036 |

Notes:

1.  Cornerstone Capital Resources Inc., renamed to SolGold Canada Inc. after it was acquired by the Company.

NOTE 23(C) |  MOVEMENT IN SHARE OPTIONS OUTSTANDING AND EXERCISABLE

The number and weighted average exercise price of share options are as follows (“WAEP” refers to weighted average exercise price):

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Group 2025 |  |  |  |
|  |  |  | Group 2024 |  |
|  | WAEP | Options | WAEP | Options |
|  | £ | Number | £ | Number |
| Outstanding at the beginning of the period | £0.20 | 98,725,000 | £0.22 | 95,028,125 |
| Expired/lapsed during the period | £0.32 | (25,625,000) | £0.22 | (16,303,125) |
| Granted during the period | £0.07 | 30,000,000 | £0.16 | 20,000,000 |
| Outstanding at the end of the period | £0.14 | 103,100,000 | £0.20 | 98,725,000 |
| Exercisable at the end of the period | £0.15 | 32,766,663 | £0.25 | 44,725,000 |

The options outstanding at 30 June 2025 have a weighted average remaining contractual life of 6.6 years (2024: 5.2 years).

NOTE 23(D) |  FAIR VALUATION AND EXPENSE OF SHARE OPTIONS

The fair value of services received in  return for share  options granted is  measured by  reference to the  fair value of share options granted. This

estimate is based on a Black-Scholes model considering the effects of the vesting conditions, expected exercise period and the dividend policy of the

Company.

|  |  |  |
| --- | --- | --- |
|  | Group 2025 | Group 2025 |
|  | £0.06578 Options |  |
|  | 11 April 2025 |  |
|  | (Weighted average) |  |
|  |  | £0.07 Options |
|  |  | 11 April 2025 |
|  |  | (Weighted average) |
| Number of options | 15,000,000 | 15,000,000 |
| Share price at issue date | £0.0598 | £0.0598 |
| Exercise price | £0.06578 | £0.07 |
| Expected volatility | 59.86% | 61.87% |
| Option life (years) | 3.4 | 6.0 |
| Expected dividends | 0.00% | 0.00% |
| Risk-free interest rate | 4.06% | 4.25% |
| Fair value | £0.0172 | £0.0342 |
| Valuation methodology | Black-Scholes | Black-Scholes |
| For the year ended 30 June 2025 | US$ | US$ |
| Share based payment expense recognised in statement of profit or loss and other |  |  |
| comprehensive income |  |  |
|  | 114,813 | 230,343 |

|  |  |  |
| --- | --- | --- |
| Fair value of share options and assumptions | Group 2025 | Group 2024 |
|  | US$ | US$ |
| Share based payment expense recognised in statement of profit or loss and other |  |  |
| comprehensive income |  |  |
|  | 2,239,995 | 2,155,483 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

117

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 24 |  FINANCIAL INSTRUMENTS

NOTE 24(A) |  FINANCIAL INSTRUMENTS BY CATEGORY (GROUP)

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Financial assets (Group): | At amortised cost |  | Held at fair value through OCI |  |
|  |  |  |  |  |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Group |  |
|  |  |  | 2025 |  |
|  |  |  |  | Group |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Cash and cash equivalents | 11,839,554 | 6,028,043 | - | - |
| Other receivables | 400,611 | 568,843 | - | - |
| Financial assets at amortised cost | 473,748 | 1,706,305 | - | - |
| Loans receivable and other current assets | 981,195 | 1,152,493 | - | - |
| Total financial assets | 13,695,108 | 9,455,684 | - | - |

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Financial liabilities (Group): | At amortised cost |  | At fair value through OCI |  |
|  |  |  |  |  |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  |  |  | Group |  |
|  |  |  | 2025 |  |
|  |  |  |  | Group |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Trade and other payables | 3,791,661 | 3,179,620 | - | - |
| Derivative liability | - | - | - | 1,000 |
| NSR | 210,708,124 | 188,946,264 | - | - |
| Short-term loan facility | - | 10,002,796 | - | - |
| Lease liabilities | 39,670 | 207,318 | - | - |
| Total financial liabilities | 214,539,455 | 202,335,998 | - | 1,000 |

NOTE 24(B) |  FINANCIAL INSTRUMENTS BY CATEGORY (COMPANY)

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Financial assets (Company): | At amortised cost |  | Held at fair value through OCI |  |
|  |  |  |  |  |
|  | Company |  |  |  |
|  | 2025 |  |  |  |
|  |  | Company |  |  |
|  |  | 2024 |  |  |
|  |  |  | Company |  |
|  |  |  | 2025 |  |
|  |  |  |  | Company |
|  |  |  |  | 2024 |
|  | US$ | US$ | US$ | US$ |
| Cash and cash equivalents | 5,137,325 | 4,124,142 | - | - |
| Other receivables | - | 14,500 | - | - |
| Financial assets at amortised cost | - | 584,518 | - | - |
| Loans receivable and other current assets | 981,195 | 1,152,493 | - | - |
| Loans with subsidiaries | 187,898,465 | 205,600,844 | - | - |
| Total financial assets | 194,016,985 | 211,476,497 | - | - |

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Financial liabilities (Company): | At amortised cost |  | At fair value through OCI |  |
|  |  |  |  |  |
|  | 2025 | 2024 | 2025 | 2024 |
|  | US$ | US$ | US$ | US$ |
| Trade and other payables | 4,066,588 | 3,024,296 | - | - |
| Derivative liability | - | - | - | 1,000 |
| Total financial liabilities | 4,066,588 | 3,024,296 | - | 1,000 |

If required,  the Board of  Directors determines the  degree to which it is  appropriate to use financial instruments,  commodity contracts or other

hedging contracts or techniques to mitigate risks. The main risks for which such instruments may be appropriate are foreign currency risk and liquidity

risk, each of which is discussed below.

There have  been no changes  in financial risks from the  previous year. During  the years ended 30  June 2025 and  2024 no trading  in commodity

contracts was undertaken.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

118

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 24 | FINANCIAL INSTRUMENTS (CONTINUED)

NOTE 24(C) |  MARKET RISK

NOTE 24(C)(1) |

MARKET RISK: INTEREST RATE RISK

The Group’s and Company’s policy is to retain its surplus funds on the most advantageous terms of deposit available up to twelve months’ maximum

duration. An increase/decrease of 2% in interest rates will impact the Group’s income statement by a gain / (loss) of approximately US$178,000 /

(US$178,000) (2024: US$385,000 / (US$307,000)) and the Company’s income statement by a gain / (loss) of approximately US$92,000 / (US$92,000)

(2024: US$331,000 / (US$200,000)). The Group considers that a +/- 2% movement in interest rates represents reasonable possible changes.

NOTE 24(C)(2) |

MARKET RISK: FOREIGN CURRENCY RISK

The Group has potential currency exposures in respect of items denominated in foreign currencies comprising:

•  Transactional exposure in respect of operating costs, capital expenditures and, to a lesser extent, in currencies other than the functional

currency of operations which require funds to be maintained in currencies other than the functional currency of operation; and

•  Translation exposures in respect of investments in overseas operations which have functional currencies other than United States dollars.

Currency risk in respect of non-functional currency expenditure is reviewed by the Board.

The Group’s transactional and translational exposure to foreign currency risk at the end of the reporting period was as follows:

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Group |  |  |  |  |
|  | Group |  |  |  |
|  | 2025 |  |  |  |
|  |  | Group |  |  |
|  |  | 2024 |  |  |
|  | Cash at bank |  |  |  |
|  |  | Trade and |  |  |
|  |  | other payables | Cash at bank |  |
|  |  |  |  | Trade and |
|  |  |  |  | other payables |
|  |  |  |  |  |
|  | US$ | US$ | US$ | US$ |
| Australian dollar (AU$) | 169,625 | (835,833) | 391,698 | (728,716) |
| Canadian dollar (CAD) | 477,790 | (1,894,771) | 65,710 | (1,236,561) |
| Swiss franc (CHF) | 20,527 | (5,728) | 9,113 | (97,553) |
| Chilean Peso (CLP) | 18,527 | - | 9,599,718 | - |
| Pound Sterling (GBP) | 97,810 | (240,068) | 27,780 | (118,955) |

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Company |  |  |  |  |
|  | Company |  |  |  |
|  | 2025 |  |  |  |
|  |  |  | Company |  |
|  |  |  | 2024 |  |
|  | Cash at bank |  |  |  |
|  |  | Trade and |  |  |
|  |  | other payables | Cash at bank |  |
|  |  |  |  | Trade and |
|  |  |  |  | other payables |
|  |  |  |  |  |
|  | US$ | US$ | US$ | US$ |
| Australian dollar (AU$) | 168,298 | (835,833) | 391,541 | (728,716) |
| Canadian dollar (CAD) | 217,624 | (805,800) | 24,012 | (807,878) |
| Swiss franc (CHF) | - | (2,056) | - | - |
| Pound Sterling (GBP) | 97,810 | (240,068) | 30,855 | (238,596) |

In 2025 and 2024, the main currency exposure related to the effect of the re-translation of the Group’s assets and liabilities in Canadian dollars (CAD).

A 10% change in the CAD/US$ exchange rate would give rise to a change of approximately US$346,873 (2024: US$95,890) in the Group’s net assets

and reported earnings.

The Group does not hedge foreign currency exposures  and manages net exposures  by buying and selling  foreign currencies at spot  rates where

necessary. In respect of other monetary assets and liabilities held in currencies other than United States dollars, the Group ensures that the net

exposure is kept to an acceptable level, by buying or selling foreign currencies at spot rates where necessary to address short-term imbalances.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

119

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 24 | FINANCIAL INSTRUMENTS (CONTINUED)

NOTE 24(D) |  CREDIT RISK

The Group is exposed to credit risk primarily from the financial institutions with which it holds cash and cash deposits and loans receivable under the

CFLP. Credit risk of the CFLP is also linked to market risks due to the Company’s underlying shares held as security for repayment of the CFLP.

Including other receivables, the maximum exposure to credit risk at the reporting date is the carrying value of these assets and was US$19,667,373

(2024: US$12,179,409).

The Company is also exposed to credit risk due to the cash balance it holds directly. It is also exposed to credit risk on the CFLP receivable. At 30 June

2025, the Company had US$5,137,325 in cash and cash equivalents (2024: US$4,124,142) and US$981,195 of CFLP receivable (2024: US$1,152,493).

The maximum exposure to third party credit risk at the reporting date was US$6,118,520 (2024: US$5,276,635).

Credit risk is managed by primarily dealing with reputable banks and limiting funds maintained in banks in jurisdictions where preferred banks are

unavailable. Furthermore,  funds are  deposited with banks  of high standing in  order to obtain market interest  rates. Credit  risk over the CFLP is

reduced due to the loan being secured by shares and the Company has full recourse to recover the loans from the employees in the event that there

is a shortfall when the shares are exercised.

NOTE 24(E) |  LIQUIDITY RISKS

The Group and Company raise funds as required on the basis of budgeted expenditure for the next 12 to 24 months, dependent on a number of

prevailing factors. Funds are generally raised in capital markets from a variety of eligible private, corporate and fund investors, or from interested

third parties (including other exploration and mining companies) which may be interested in earning or purchasing an interest in the Group’s projects.

In addition to traditional funding sources, in July 2024 the Group secured a significant liquidity boost through a Gold Stream Agreement, providing

access to $100 million of capital over the next 24 months, of which $33.4 million was received in July 2024 and $33.3 million subsequent to year end

in July 2025. This agreement substantially enhances the Group's liquidity position and provides a stable funding base for ongoing operations and

development of the Cascabel Project. However, the Group will still need to raise additional funds for regional exploration.

The success of  capital raisings  is  dependent upon  a variety  of factors  including general equities  and metals  market sentiment,  macro-economic

outlook, project perspectivity,  operational risks  and other factors  from time to time. When  funds are sought,  the Group balances the costs and

benefits of equity financing versus alternate financing options, including strategic agreements such as the aforementioned gold stream.

Funds are provided to subsidiaries monthly, based on the subsidiaries' forecast expenditure. The combination of traditional funding methods and

the Gold Stream Agreement provides the Group with a diversified and robust approach to managing its liquidity risks, particularly for the Cascabel

Project.

The amounts disclosed in the table below are the contractual undiscounted cash flows. All liabilities held by the Group and Company are contractually

due and payable within 1 year, excluding the non-current lease liability payments and NSR financing agreement which are greater than 12 months

as set out in the table below:

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| Contractual maturities of |  |  |  |  |  |  |
| financial liabilities |  |  |  |  |  |  |
|  | Less than 6 months | 6 – 12 |  |  |  |  |
|  |  | months |  |  |  |  |
|  |  |  | Between 1 |  |  |  |
|  |  |  | and 2 years |  |  |  |
|  |  |  |  | Between 2 |  |  |
|  |  |  |  | and 5 years |  |  |
|  |  |  |  |  | Over 5 years | Total contractual cash |
|  |  |  |  |  |  | flows |
|  | US$ | US$ | US$ | US$ | US$ | US$ |
| As at 30 June 2025 |  |  |  |  |  |  |
| Trade and other payables | 3,791,661 | - | - | - | - | 3,791,661 |
| Borrowings | - | - | - | 21,968,723 | 723,543,862 | 745,512,585 |
| Lease liabilities | - | 19,461 | 20,209 | - | - | 39,670 |
| Total | 3,791,661 | 19,461 | 20,209 | 21,968,723 | 723,543,862 | 749,343,916 |

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| Contractual maturities of |  |  |  |  |  |  |
| financial liabilities |  |  |  |  |  |  |
|  | Less than 6 |  |  |  |  |  |
|  | months |  |  |  |  |  |
|  |  | 6 – 12 |  |  |  |  |
|  |  | months |  |  |  |  |
|  |  |  | Between 1 |  |  |  |
|  |  |  | and 2 years |  |  |  |
|  |  |  |  | Between 2 and 5 |  |  |
|  |  |  |  | years |  |  |
|  |  |  |  |  | Over 5 years | Total contractual |
|  |  |  |  |  |  | cash flows |
|  | US$ | US$ | US$ | US$ | US$ | US$ |
| As at 30 June 2024 |  |  |  |  |  |  |
| Trade and other payables | 6,503,000 | - | - | - | - | 6,503,000 |
| Borrowings | 10,002,796 | - | - | - | 745,512,584 | 755,515,380 |
| Lease liabilities | - | 70,510 | 136,808 | - | - | 207,318 |
| Derivative liabilities | 1,000 | - | - | - | - | 1,000 |
| Total | 16,506,796 | 70,510 | 136,808 | - | 745,512,584 | 762,226,698 |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

120

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 24 | FINANCIAL INSTRUMENTS (CONTINUED)

NOTE 24(F) |  FAIR VALUES

In the Directors’ opinion, there is no material difference between the book value and fair value of the Group’s and Company’s financial instruments,

except Borrowings. The Group has determined that the fair value of total Borrowings at 30 June 2025 is US$210,708,124 (2024: US$198,949,060).

All the Group’s financial assets, with the exception of investments held at fair value through other comprehensive income, are categorised as other

financial assets at amortised cost.

NOTE 25 |  COMMITMENTS

The Group also has certain obligations to expend minimum amounts on exploration in tenement areas. These obligations may be varied from time

to time and are expected to be fulfilled in the normal course of operations of the Group, however may be impacted by regulatory changes that have

been discussed previously in this report.

Ecuadorian tenement area exploration commitments are made on a calendar year basis. The calendar year 2025 commitment of US$7,881,000 had

been met as at 30 June 2025, and the 2026 commitments in the table below are estimates of the expected calendar year 2026 commitments.

Commitments to spend on tenements are as follows:

|  |  |  |  |
| --- | --- | --- | --- |
| Region | Up to 12 Months |  |  |
|  |  |  |  |
|  |  | 13 Months to 5 Years | Later than 5 Years |
|  | US$ | US$ | US$ |
| Ecuador | 8,275,050 | - | - |
| Total | 8,275,050 | - | - |

The Group also has the ability to meet expenditure requirements by joint venture or farm in agreements. While the Group holds tenements within

Australia at 30 June 2025, management does not currently intend to complete any Queensland exploration work programmes, consistent with the

approach in the period year.

The Group  and Franco-Nevada have  each committed to  contribute US$450,000, for  a total of US$900,000, to a community  recycling and  waste

management  initiative  in  the  vicinity  of  the  Cascabel  Project.  At  30  June  2025,  the  Group  has  contributed  US$308,000 to  this  initiative  with

US$243,000 contributed by Franco-Nevada for a total of US$551,000. Management expects the Group to contribute its remaining US$142,000 in

2026.

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

121

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 26 |  RELATED PARTIES

NOTE 26(A) |  GROUP

Transactions between related parties are on normal commercial terms and conditions and are no more favourable than those available to other

parties unless otherwise stated.

|  |  |  |  |
| --- | --- | --- | --- |
| At and for the year ended 30 June |  |  |  |
|  |  |  |  |
|  |  | Group |  |
|  |  | 2025 |  |
|  |  |  | Group |
|  |  |  | 2024 |
|  |  | US$ | US$ |
| Samuel Capital Pty Ltd (“Samuel”) | Paid or owed | 97,965 | 65,892 |
|  | Balance outstanding | 7,543 | 6,425 |
| Commercial agreement with Samuel for the engagement of Mr. Nicholas Mather as Non-Executive Director of the Company. |  |  |  |
|  |  |  |  |
| Bennett Jones LLP | Paid or owed |  |  |
|  |  | 436,858 | 716,602 |
|  | Balance outstanding | 1,161,713 | 974,000 |
| Mr. James Clare (a former Director whose period in office ended on 20 December 2023), is a partner in the Canadian law firm Bennett Jones LLP |  |  |  |
| which  has provided  legal  services  and  is  also a  shareholder  in  the Company.  Included  in  the  amounts disclosed  above  at  30  June 2025  is |  |  |  |
| approximately US$1.2 million for services rendered and not billed as well as approximately US$339,000 for Mr. Clare’s Director fees, which will be |  |  |  |
| billed through Bennett Jones. The balance outstanding also includes US$409,000 of prepayments made by the Group. |  |  |  |
|  |  |  |  |
| DGR Global Limited (“DGR”) | Paid or owed |  |  |
|  |  | 10,429 | 5,188 |
|  | Balance outstanding | Nil | 58 |
| Provision of exploration licence maintenance and administration services. Mr. Nicholas Mather, Non-Executive Director, is a director of DGR, and |  |  |  |
| DGR is an owner of 204,151,800 shares of the Company. |  |  |  |
|  |  |  |  |
| D.R. Loveys and Associates Inc. | Paid or owed |  |  |
|  |  | Nil | 33,209 |
|  | Balance outstanding | Nil | Nil |

A service company which provides accounting and management consulting services, is owned by Mr. David Loveys, a shareholder of the Company

and a director of SolGold Canada Inc. (formerly Cornerstone Capital Resources Inc.)

NOTE 26(B) |  COMPANY

|  |  |  |  |
| --- | --- | --- | --- |
| At and for the year ended 30 June |  |  |  |
|  |  |  |  |
|  |  | Company |  |
|  |  | 2025 |  |
|  |  |  | Company |
|  |  |  | 2024 |
|  |  | US$ | US$ |
| Samuel Capital Pty Ltd (“Samuel”) | Paid or owed | 97,965 | 65,892 |
|  | Balance outstanding | 7,543 | 6,425 |
| Commercial agreement with Samuel for the engagement of Mr. Nicholas Mather as Non-Executive Director of the Company. |  |  |  |
|  |  |  |  |
| Bennett Jones LLP | Paid or owed |  |  |
|  |  | 397,000 | 716,602 |
|  | Balance outstanding | 514,586 | 974,000 |
| Mr. James Clare (a former Director whose period in office ended on 20 December 2023), is a partner in the Canadian law firm Bennett Jones LLP |  |  |  |
| which  has provided  legal  services  and  is  also a  shareholder  in  the Company.  Included  in  the  amounts disclosed  above  at  30  June 2025  is |  |  |  |
| approximately US$585,000 for services rendered and not billed as well as approximately US$339,000 for Mr. Clare’s Director fees, which will be |  |  |  |
| billed through Bennett Jones. The balance outstanding also includes US$409,000 of prepayments made by the Company. |  |  |  |
|  |  |  |  |
| SolGold  Canada  Inc.  (formerly  Cornerstone |  |  |  |
| Capital Resources Inc.) |  |  |  |
|  | Paid or owed |  |  |
|  |  |  |  |
|  |  | 2,622,447 | 1,426,447 |
|  | Balance outstanding | 2,622,447 | 1,426,447 |
| A subsidiary of the Company which bills for corporate support services. |  |  |  |
|  |  |  |  |
| DGR Global Limited (“DGR”) | Paid or owed |  |  |
|  |  | 10,429 | 5,188 |
|  | Balance outstanding | Nil | 58 |
| Provision of exploration licence maintenance and administration services. Mr. Nicholas Mather, Non-Executive Director, is a director of DGR, and |  |  |  |
| DGR is an owner of 204,151,800 shares of the Company. |  |  |  |

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

122

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

NOTE 26 | RELATED PARTIES (CONTINUED)

NOTE 26(B)(1) |

COMPANY – SUBSIDIARIES

The Company has an investment in subsidiaries balance of US$265,409,814 (2024: US$258,109,300). The transactions during the year have been

included in Note 9. The Company also has intercompany loans with a balance of US$187,898,465 (2024: US$205,600,844), the transactions during

the year have been included in Note 10.

NOTE 26(B)(2) |

COMPANY – ULTIMATE CONTROLLING PARTY

In the Directors’ opinion there is no ultimate controlling party.

NOTE 27 |  DEFERRED REVENUE LIABILITY

NOTE 27(A) |  GOLD STREAM WITH FRANCO-NEVADA (BARBADOS) CORPORATION AND OR ROYALTIES INTERNATIONAL

LTD (FORMERLY OSISKO BERMUDA LIMITED)

The following table summarises the changes in the deferred revenue liability:

|  |  |
| --- | --- |
|  | Group |
|  | 2025 |
|  | US$ |
| Balance at beginning of period | - |
| First tranche of Initial deposit | 33,400,000 |
| Costs discounted against liability | (1,550,942) |
| Finance costs |  |
| 1 |  |
|  | 2,857,574 |
| Balance at end of period | 34,706,632 |

Note:

1.  For the year ended 30 June 2025, the Group recognised non-cash finance costs under the Gold Stream Agreement at rate of 8.93%. The finance

costs are borrowing costs reported within capitalised exploration and evaluation costs.

The Group, through SolGold Finance AG, has a gold stream agreement (the “Gold Stream Agreement”) with Franco-Nevada (Barbados) Corporation

and OR Royalties International Ltd (formerly Osisko Bermuda Limited) (together, the “Syndicate”) for the provision of US$750,000,000 in project

advancement funding and a proportion of development funding (“Deposit”) in exchange for a percentage of the gold produced from the Cascabel

Project.

Under the Gold Stream Agreement, the Syndicate will provide to the Group: 1) the Deposit and 2) ongoing payments to the Group equivalent to 20%

of the spot gold price at the time per ounce of delivered gold. Subject to any adjustments in accordance with the terms of the Gold Stream Agreement,

the Syndicate will receive an amount in reference to 20% of the recovered gold in concentrate from Cascabel until 750,000 ounces of gold have been

provided, after which the percentage will reduce to 12% for the remaining life of the mine.

The Deposit comprises two funding segments, of which Franco-Nevada (Barbados) and OR Royalties  International Ltd (formerly Osisko Bermuda

Limited) will contribute 70% and 30%, respectively:

(i)  the  initial deposit (“Initial Deposit”): US$100 million paid over three tranches and as required milestones (“Conditions Precedent”) are

satisfied. In July 2024 and July 2025, US$33,400,000 and US$33,300,000 were received respectively, which has been allocated towards de-

risking, permitting, and completion of the development funding package and completion of the feasibility study ("FS") on the Project to

take it to a Final Development Investment Decision, and

(ii)  the construction deposit ("Construction Deposit") of US$650 million to be contributed as a significant portion of the total funding required

for the construction of Cascabel.

The Gold Stream Agreement includes a buy-back option for SolGold for five years following the closing of the transaction, exercisable upon a change

of control transaction of SolGold. The option would allow SolGold to reduce the stream by 50% within three years of the closing date of the Gold

Stream Agreement, or by 33.33% thereafter until the fifth anniversary of the closing date of the Agreement. If exercised, SolGold would repay the

liability to the Syndicate at a commercial rate of return.

Other key terms of the Gold Stream Agreement are summarised as follows:

•  Gold Deliveries: The Syndicate will receive an amount in reference to 20% of the recovered gold in concentrate from Cascabel until 750,000

ounces of gold have been provided, after which the percentage will reduce to 12% for the life of the mine. The Agreement only applies to

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

123

NOTES TO THE CONSOLIDATED FINANCIAL STATEMENTS

FOR THE YEAR ENDED 30 JUNE 2025

the gold produced from the Cascabel concession. Any production from other properties owned by SolGold that is not processed through

the Project mill or infrastructure is not subject to the Gold Stream Agreement; and

•  Production Payments: The Syndicate will make ongoing production payments to the Group equivalent to 20% of the spot gold price at the

time for each ounce of gold delivered to the Syndicate under the Gold Stream Agreement.

The borrowing from Franco-Nevada Corporation described in Note 21(c), which matured on 19 July 2024, was repaid from proceeds from the first

tranche of the Initial Deposit.

The Gold Stream Agreement is secured by substantially all Group assets directly or indirectly invested in the Cascabel Project. Should the Group

become in Default of the Gold Stream Agreement, then the ownership of the Cascabel Project would transfer to the Syndicate.

Finance advisory fees are payable upon receipt of the second tranche of the Initial Deposit and upon receipt of the Construction deposit (US$375,000

and US$750,000, respectively), US$375,000 being paid in July 2025 upon receipt of the second tranche.

NOTE 28 |  CONTINGENT ASSETS AND LIABILITIES

NOTE 28(A) |  2% NET SMELTER ROYALTY PAYABLE TO SANTA BARBARA RESOURCES LIMITED - GROUP

A 2% net smelter royalty is payable to Santa Barbara Resources Limited, who were the previous owners of the Cascabel tenements. These royalties

can  be  bought  out  by  paying  a  total  of  approximately  US$4,000,000.  Fifty  percent  (50%)  of  the  royalty  can be  purchased for  approximately

US$1,000,000 90  days following  the completion  of a  definitive-feasibility study  and the  remaining 50%  of  the royalty  can be  purchased for

approximately US$3,000,000 90 days following a production decision. The smelter royalty is considered to be a contingent liability as the Group has

not yet completed a definitive-feasibility study at 30 June 2025 and as such there is significant uncertainty over the timing of any payments that may

fall due.

NOTE 28(B) |  TERM SHEET BETWEEN SOLGOLD PLC AND GROUP SUBSIDIARIES – GROUP AND COMPANY

The terms  of the Term  Sheet (“Term Sheet”) previously signed between SolGold plc  (assigned and assumed to/by SolGold Finance  AG), SolGold

Canada Inc. (formerly Cornerstone Capital Resources Inc.), SolGold Canada Inc.'s (formerly Cornerstone Capital Resources Inc.) subsidiary Cornerstone

Ecuador S.A. (“CESA”), and Exploraciones Novomining S.A. (“ENSA”) became an internal arrangement which was eliminated upon consolidation of

SolGold Canada Inc. (formerly Cornerstone Capital Resources Inc.) due to the Company’s acquisition of the remaining shares of SolGold Canada Inc.

(formerly Cornerstone Capital Resources Inc.) executed on 24 February 2023. The Term Sheet documented CESA’s obligation to repay SolGold Canada

Inc. (formerly Cornerstone Capital Resources Inc.) for its proportionate 15% share of Cascabel expenditures. The amount receivable from CESA and

associated provision for impairment were eliminated for consolidated reporting, although the arrangement still exists.

NOTE 28(C) |  ECUADORIAN MINING REGULATOR (ARCOM) SUPERVISION AND CONTROL FEE - GROUP

In June 2025, the Ecuadorian mining regulator (ARCOM) introduced a new “supervision and control fee” applicable to all mining concessions. SolGold

considers the levy unconstitutional and has filed legal challenges alongside other industry participants. The Group made a one-off payment of US$0.2

million in July 2025 relating to the Cascabel concession under protest to avoid delays in permitting and Investment Protection Agreement processes.

At 30 June 2025, no accrual had been recognised for the supervision and control fee in relation to the Group’s Ecuadorian tenements as management,

supported by external legal advice, considers it is not probable that these amounts will ultimately be payable and that any payments are contingent

on future events.

Concessions across the portfolio remain in good standing. If challenges to the levy were unsuccessful and fees remained unpaid, there is a risk of

caducity  that could lead  to  relinquishment  of concessions  and material  impairment  of Regional E&E  assets.  The Company does  not expect this

outcome, remains actively engaged with government and stakeholders, and continues to progress plans for its flagship Cascabel project and the

proposed ‘ExploreCo’ of its regional exploration portfolio.

NOTE 29 |  SUBSEQUENT EVENTS

In July 2025, the Group successfully received US$33,310,000 million upon satisfaction of the Conditions Precedent in accordance with the second

Tranche of the Initial Deposit under the Gold Stream Agreement and incurred US$375,000 of finance advisory fees.

Subsequent to year-end the Ecuadorian government introduced new legislation and regulations impacting exploration licences. The potential impact

of this is described in more detail in Note 13 (c) Intangible Assets – Regional concessions.

![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDMAAAXUCAIAAABcY9BiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAdh0lEQVR42uzaMconNRjA4YmksbPcLhkypTdZG7X0Ap7CwlN4ATv1NJaBTLed2Fmu7RRu+LOS5As8zwHmhZfhhR8k/PHb7wcAAEDXt99/N/T78TiOv/7+y6IBAIBPef/+m9EjvrBlAABgufDhwwdbAAAA+t69eze2TD5+/GjLAADAWl5zAQAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAHMdxhJKyLQAAAB31bqNHxOM4fvznK7sGZvrly79dHgAXm41+gwlTvOYCAADWUyYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAA+HyhpGwLAABAR73b6BHxOI4/f/3ZrgEAgP/09Q8/TZjiNRcAALCeMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAN6uUFK2BQAAoKPebfSIOGcMwNOVT5cHwMVmo99gwhSvuQAAgPWUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAABeF0rKtgAAAHTUu40eEeeMAXi68unyALjYbPQbTJjiNRcAALCeMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAADA60JJ2RYAAICOerfRI+KcMQBPVz5dHgAXm41+gwlTvOYCAADWUyYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAeF0oKdsCAADQUe82ekScMwbg6cqnywPgYrPRbzBhitdcAADAesoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAAB4u0JJ2RYAAICOerfRI+KcMQBPVz5dHgAXm41+gwlTvOYCAADWUyYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAeF0oKdsCAADQUe82ekScMwbg6cqnywPgYrPRbzBhitdcAADAesoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAGOEkrItAAAAHfVuo0fEOWMAnq58ujwALjYb/QYTpnjNBQAArKdMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAPC6UFK2BQAAoKPebfSIOGcMwNOVT5cHwMVmo99gwhSvuQAAgPWUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAA8HaFkrItAAAAHfVuo0fEOWMAnq58ujwALjYb/QYTpnjNBQAArKdMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAPB/hZKyLQAAAB31bqNHxDljAJ6ufLo8AC42G/0GE6Z4zQUAAKynTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAACgTAAAAGUCAADwulBStgUAAKCj3m30iDhnDMDTlU+XB8DFZqPfYMIUr7kAAID1lAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAXhdKyrYAAAB01LuNHhHnjAF4uvLp8gC42Gz0G0yY4jUXAACwnjIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAABQJgAAwHqhpGwLAABAR73b6BFxzhiApyufLg+Ai81Gv8GEKV5zAQAA6ykTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAALwulJRtAQAA6Kh3Gz0izhkD8HTl0+UBcLHZ6DeYMMVrLgAAYD1lAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAIDPEUrKtgAAAHTUu40eEeeMAXi68unyALjYbPQbTJjiNRcAALCeMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAN6uUFK2BQAAoKPebfSIOGcMwNOVT5cHwMVmo99gwhSvuQAAgPWUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAABeF0rKtgAAAHTUu40eEeeMAXi68unyALjYbPQbTJjiNRcAALCeMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAPYRSsq2AAAAdNS7jR4R54wBeLry6fIAuNhs9BtMmOI1FwAAsJ4yAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAA9hRKyrYAAAB01LuNHhHnjAF4uvLp8gC42Gz0G0yY4jUXAACwnjIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAwKeEkrItAAAAHfVuo0fEOWMAnq58ujwALjYb/QYTpnjNBQAArKdMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAACAtyuUlG0BAADoqHcbPSLOGQPwdOXT5QFwsdnoN5gwxWsuAABgPWUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAgE8LJWVbAAAAOurdRo+Ic8YAPF35dHkAXGw2+g0mTPGaCwAAWE+ZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAPzbrh3cNghDARjGkneolB4wggG6BnOk23SFZjMkOCRzuFdO3LBN+n0LPPRkWfqFAQBlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAIDrCGOfbAEAADiwbOvZI2KZMQB7UxrcPABubC50DApM8ZoLAACoT5kAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADtCmOfbAEAADiwbOvZI2KZMQB7UxrcPABubC50DApM8ZoLAACoT5kAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADtCmOfbAEAADiwbOvZI2KZMQB7UxrcPABubC50DApM8ZoLAACoT5kAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADtCmOfbAEAADiwbOvpZZJztmgAAKAur7kAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAIB3EB+PX1sAAAAqut+//TMBAABqmue567rwej3tAgAAqOh2+ww5Z4sAAADq8poLAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABoTbQCAAD4h34+vpr6Hv9MAAAAZQ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SolGold plc Annual Report for the Year Ended 30 June 2025

124

ADDITIONAL INFORMATION

GRI CONTENT INDEX

Disclosure

Commentary  /  section  and  page  number  references  for  the

FY2025 Annual Report

External assurance

GRI 2: General disclosures

2-1

Organisational details  The Story of SolGold: Pages 3

Throughout this Annual Report 2025

2-2

Entities included in the organisation’s

sustainability reporting

Based upon Ecuador operations

2-3

Reporting period, frequency and contact

point

Chief Executive's review: Page 7

Directors' report: Page 59

2-4

Restatements of information  Throughout Annual Report as applicable

2-5

External assurance  Independent  auditors’  report  to  the  Members  of  SolGold  Plc:

Page 65

2-6

Activities, value chain and other business

relationships

Business model: Page 8

Engaging with our stakeholders: Page 38

Sustainability report: Page 20

Corporate Governance statement: Page 34

2-7

Employees  Engaging with our stakeholder: Page 38

Sustainability report: Page 20

2-8

Workers who are not employees  Engaging with our stakeholder: Page 38

2-9

Governance structure and composition  Corporate Governance statement: Page 34

Executive Management team: Page 36

Board leadership and company purpose: Page 38

2-10

Nomination and selection of the highest

governance body

Nomination Committee Report: Page 42

2-11

Chair of the highest governance body  Corporate Governance statement: Page 34

Board leadership and company purpose: Page 38

2-12

Role of the highest governance body in

overseeing the management of impacts

Corporate Governance statement: Page 34

Executive Management team: Page 36

Board leadership and company purpose: Page 38

Division of responsibilities: Page 39

Directors' Report: Page 59

Directors’ Responsibility Statement: Page 64

2-13

Delegation of responsibility for managing

impacts

Executive Management team: Page 36

Division of responsibilities: Page 39

2-14

Role of the highest governance body in

sustainability reporting

Environment, Social and  Governance (ESG) Committee  Report:

Page 46

2-15

Conflicts of interest  Division of responsibilities: Page 39

2-16

Communication of critical concerns  Engaging with our stakeholders: Page 38

Corporate Governance statement: Page 34

2-17

Collective knowledge of the highest

governance body

Board leadership and company purpose: Page 38

Board Composition: Page 35

2-18

Evaluation of the performance of the

highest governance body

Corporate Governance statement: Page 34

Stakeholder engagement: Page 38

2-19

Remuneration policies  Directors’ Remuneration Policy: Page 57

2-20

Process to determine remuneration  Directors’ Remuneration Report: Page 47

2-21

Annual total compensation ratio  Directors’ Remuneration Report: Page 47

2-22

Statement on sustainable development

strategy

Sustainability report: Page 20

2-23

Policy commitments  Not available

2-24

Embedding policy commitments  Workforce Policies and Practices: Page 38

2-25

Processes to remediate negative impacts  Not stated

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

SolGold plc Annual Report for the Year Ended 30 June 2025

125

Disclosure

Commentary  /  section  and  page  number  references  for  the

FY2025 Annual Report

External assurance

2-26

Mechanisms for seeking advice and raising

concerns

Whistle-blower reports: Page 61

2-27

Compliance with laws and regulations  Sustainability report: Page 20

Corporate Governance statement: Page 34

2-28

Membership associations  Not stated

2-29

Approach to stakeholder engagement  Engaging with our stakeholders: Page 38

2-30

Collective bargaining agreements  Not available

GRI 3: Material topics

3-1

Process to determine material topics  Not available

3-2

List of material topics  Not available

3-3

Management of material topics  Not available

GRI 201: Economic performance

201-1

Direct economic value generated and

distributed

Page 31

201-2

Financial implications and other risks and

opportunities due to climate change

Page 20

201-3

Defined benefit plan obligations and other

retirement plans

Not available

201-4

Financial assistance received from

government

Not available

GRI 202: Market presence

202-1

Ratios of standard entry level wage by

gender compared to local minimum wage

Not available

202-2

Proportion of senior management hired

from the local community

Not stated

GRI 203: Indirect Economic Impacts

203-1

Infrastructure investments and services

supported

Page 31

203-2

Significant indirect economic impacts  Not stated

GRI 204: Procurement Practices

204-1

Proportion of spending on local suppliers  Not stated

GRI 205: Anti-corruption

205-1

Operations assessed for risks related to

corruption

Not stated

205-2

Communication and training about anti-

corruption policies and procedures

Not stated

205-3

Confirmed incidents of corruption and

actions taken

Directors’ Report: Page 61

Independent  Auditors’  Report  to  the  Members  of  SolGold  Plc:

Page 65

GRI 206: Anti-competitive behaviour

206-1

Legal actions for anti-competitive

behaviour, anti-trust, and monopoly practices

Not stated

GRI 207: Tax

207-1

Approach to tax  Notes to the Financial Statements: Page 87

207-2

Tax governance, control, and risk

management

Not stated

207-3

Stakeholder engagement and management

of concerns related to tax

Not stated

207-4

Country-by-country reporting  Financial review: Page 94

GRI 301: Materials

![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDMAAAXUCAIAAABcY9BiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAeL0lEQVR42uzaMYomuxWA0ZJR4szhZKVCFfZOnpNnh70Br6KDXoU30Jnt1XQokLLJHi9zOE4raIufMZL+MucsoC5cigsfKPzrH//cAAAAun7961+Gfj9u2/bb779ZNAAA8N/88sufR4/4gy0DAADLhe/fv9sCAADQ9+3bt7Fl8uPHD1sGAADW8poLAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAABQJgAAAMoEAAB4NiHvyRYAAICO0uroEXHbtr/9+092Dcz09z/+7vIAuNjc6DeYMMVrLgAAYD1lAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAICfF/KebAEAAOgorY4eEeeMAbg60+HyALjY3Og3mDDFay4AAGA9ZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAADyvkPdkCwAAQEdpdfSIOGcMwNWZDpcHwMXmRr/BhClecwEAAOspEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAA4HmFvCdbAAAAOkqro0fEOWMArs50uDwALjY3+g0mTPGaCwAAWE+ZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAOBxIe/JFgAAgI7S6ugRcdu2z493uwYAAL708vo2YYrXXAAAwHrKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAeF4h78kWAACAjtLq6BFxzhiAqzMdLg+Ai82NfoMJU7zmAgAA1lMmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAHhcyHuyBQAAoKO0OnpEnDMG4OpMh8sD4GJzo99gwhSvuQAAgPWUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAACUCQAAoEwAAAAeF/KebAEAAOgorY4eEeeMAbg60+HyALjY3Og3mDDFay4AAGA9ZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAACAx4W8J1sAAAA6SqujR8Q5YwCuznS4PAAuNjf6DSZM8ZoLAABYT5kAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADPK+Q92QIAANBRWh09Is4ZA3B1psPlAXCxudFvMGGK11wAAMB6ygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAPyPkPdkCAADQUVodPSJu2/b58W7XAADAl15e3yZM8ZoLAABYT5kAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADPK+Q92QIAANBRWh09Is4ZA3B1psPlAXCxudFvMGGK11wAAMB6ygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAjwt5T7YAAAB0lFZHj4hzxgBcnelweQBcbG70G0yY4jUXAACwnjIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAgDIBAACUCQAAwONC3pMtAAAAHaXV0SPinDEAV2c6XB4AF5sb/QYTpnjNBQAArKdMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAAAAZQIAAKBMAACA5xXynmwBAADoKK2OHhHnjAG4OtPh8gC42NzoN5gwxWsuAABgPWUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAAoEwAAAGUCAAA8r5D3ZAsAAEBHaXX0iDhnDMDVmQ6XB8DF5ka/wYQpXnMBAADrKRMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAECZAAAAKBMAAOB5hbwnWwAAADpKq6NHxG3bPj/e7RoAAPjSy+vbhClecwEAAOspEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAB8LeQ92QIAANBRWh09Is4ZA3B1psPlAXCxudFvMGGK11wAAMB6ygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAygQAAFAmAAAAyg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CAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAACAMgEAAFAmAADANcTn88cWAACAiu73b/9MAACAmuZ57rouvF6/dgEAAFR0u32GnLNFAAAAdXnNBQAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAKBMAAABlAgAAtCZaAQAA/EOPj6+mvsc/EwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAoHV/Q02iua6Z1IEAAAAASUVORK5CYII=)

SolGold plc Annual Report for the Year Ended 30 June 2025

126

Disclosure

Commentary  /  section  and  page  number  references  for  the

FY2025 Annual Report

External assurance

301-1

Materials used by weight or volume  Not stated

301-2

Recycled input materials used  Not stated

301-3

Reclaimed products and their packaging

materials

Not stated

GRI 302: Energy

302-1

Energy consumption within the

organisation

Page 24  Felipe Castillo (third-

party consultant)

302-2

Energy consumption outside of the

organisation

Not available

302-3

Energy intensity  Sustainability report: Page 24  Felipe Castillo (third-

party consultant)

302-4

Reduction of energy consumption  Sustainability report: Page 24

302-5

Reductions in energy requirements of

products and services

Not available

GRI 303: Water and effluents

303-1

Interactions with water as a shared

resource

Sustainability report: Page 25

303-2

Management of water discharge-related

impacts

Sustainability report: Page 25

303-3

Water withdrawal  Sustainability report: Page 25

303-4

Water discharge  Sustainability report: Page 25

303-5

Water consumption  Not stated

GRI 304: Biodiversity

304-1

Operational sites owned, leased, managed

in, or adjacent to, protected areas and areas of

high biodiversity value outside protected areas

Sustainability report: Page 26

304-2

Significant impacts of activities, products

and services on biodiversity

Sustainability report: Page 26

304-3

Habitats protected or restored  Sustainability report: Page 26

304-4

IUCN Red List species and national

conservation list species with habitats in areas

affected by operations

Sustainability report: Page 26

GRI 305: Emissions

305-1

Direct (Scope 1) GHG emissions  Sustainability report: Page 24  Felipe Castillo (third-

party consultant)

305-2

Energy indirect (Scope 2) GHG emissions  Sustainability report: Page 24  Felipe Castillo (third-

party consultant)

305-3

Other indirect (Scope 3) GHG emissions  Not stated

305-4

GHG emissions intensity  Sustainability report: Page 24  Felipe Castillo (third-

party consultant)

305-5

Reduction of GHG emissions  Sustainability report: Page 24  Felipe Castillo (third-

party consultant)

305-6

Emissions of ozone-depleting substances

(ODS)

Not stated

305-7

Nitrogen oxides (NOx), sulphur oxides

(SOx), and other significant air emissions

Not stated

GRI 306: Waste

306-1

Waste generation and significant waste-

related impacts

Sustainability report: Page 25

306-2

Management of significant waste-related

impacts

Sustainability report: Page 25

306-3

Waste generated  Sustainability report: Page 25

306-4

Waste diverted from disposal  Sustainability report: Page 25

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)

SolGold plc Annual Report for the Year Ended 30 June 2025

127

Disclosure

Commentary  /  section  and  page  number  references  for  the

FY2025 Annual Report

External assurance

306-5

Waste directed to disposal  Sustainability report: Page 25

GRI 308: Supplier environmental assessment

308-1

New suppliers that were screened using

environmental criteria

Not stated

308-2

Negative environmental impacts in the

supply chain and actions taken

Not stated

GRI 401: Employment

401-1

New employee hires and employee

turnover

Not stated

401-2

Benefits provided to full-time employees

that are not provided to temporary or part-time

employees

Not stated

401-3

Parental leave  Not stated

GRI 402: Labour/Management relations

402-1

Minimum notice periods regarding

operational changes

Not stated

GRI 403: Occupational health and safety

403-1

Occupational health and safety

management system

Not stated

403-2

Hazard identification, risk assessment, and

incident investigation

Not stated

403-3

Occupational health services  Not stated

403-4

Worker participation, consultation, and

communication on occupational health and

safety

Not stated

403-5

Worker training on occupational health

and safety

Sustainability report: Page 27

403-6

Promotion of worker health  Sustainability report: Page 27

403-7

Prevention and mitigation of occupational

health and safety impacts directly linked by

business relationships

Not stated

403-8

Workers covered by an occupational health

and safety management system

Not stated

403-9

Work-related injuries  Sustainability report: Page 27

403-10

Work-related ill health  Sustainability report: Page 27

GRI 404: Training and education

404-1

Average hours of training per year per

employee

Not stated

404-2

Programmes for upgrading employee skills

and transition assistance programmes

Not stated

404-3

Percentage of employees receiving regular

performance and career development reviews

Not stated

GRI 405: Diversity and equal opportunity

405-1

Diversity of governance bodies and

employees

Page 37

Sustainability report: Page 27

405-2

Ratio of basic salary and remuneration of

women to men

Not stated

GRI 406: Non-discrimination

406-1

Incidents of discrimination and corrective

actions taken

Not applicable

GRI 407: Freedom of association and collective bargaining

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

SolGold plc Annual Report for the Year Ended 30 June 2025

128

Disclosure

Commentary  /  section  and  page  number  references  for  the

FY2025 Annual Report

External assurance

407-1

Operations and suppliers in which the right

to freedom of association and collective

bargaining may be at risk

Not stated

GRI 408: Child labour

408-1

Operations and suppliers at significant risk

for incidents of child labour

Not stated

GRI 409: Forced or compulsory labour

409-1

Operations and suppliers at significant risk

for incidents of forced or compulsory labour

Not stated

GRI 410: Security practices

410-1

Security personnel trained in human rights

policies or procedures

Not stated

GRI 411: Rights of indigenous peoples

411-1

Incidents of violations involving rights of

indigenous peoples

Not stated

GRI 413: Local communities

413-1

Operations with local community

engagement, impact assessments, and

development programmes

Sustainability report: Page 28

413-2

Operations with significant actual and

potential negative impacts on local communities

Risk management: Page 16

Engaging with our stakeholder: Page 28

GRI 414: Supplier social assessment

414-1

New suppliers that were screened using

social criteria

Not stated

414-2

Negative social impacts in the supply chain

and actions taken

Not stated

GRI 415: Public policy

415-1

Political contributions  Directors' Report: Page 61

GRI 416: Customer health and safety

416-1

Assessment of the health and safety

impacts of product and service categories

Not applicable

416-2

Incidents of non-compliance concerning

the health and safety impacts of products and

services

Not applicable

GRI 417: Marketing and labelling

417-1

Requirements for product and service

information and labelling

Not applicable

417-2

Incidents of non-compliance concerning

product and service information and labelling

Not applicable

417-3

Incidents of non-compliance concerning

marketing communications

Not stated

GRI 418: Customer privacy

418-1

Substantiated complaints concerning

breaches of customer privacy and losses of

customer data

Not available

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iso4217:USD
iso4217:USD
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