Mintos • Mogo IFN
P2P-marknadsplats
Mogo IFN
A licensed Romanian lender, €63m book, now mostly unsecured instalment loans, part of Eleving
Key project data
Terugkoopgarantie
Yes
Genomsnittlig ränta
10,13
Uitstaande investeringen
6400000 MEUR
Would AI invest?
52/100
1
100
AI-genererad översikt
AI project overview
Condensed summary based on project data
<div> <table cellspacing="0" style="border-collapse:collapse; border-color:currentcolor; border-image:none; border-style:none; border-width:medium"> <tbody> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>LOAN ORIGINATOR MEMO · SHORT FORM</strong></span></span></span><br /> <span style="font-size:17pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>Mogo IFN (Romania): how likely is it to fail to pay its debts?</strong></span></span></span><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">This memo answers one question: what is the chance that Mogo IFN S.A. — the company Mintos investors lend to — fails to pay its lenders in the next 12 months, and why. Written 20 September 2026 from the audited accounts for 2022–24, unaudited December 2025 management accounts, Eleving Group's 2025 report and Mintos data of 13 September 2026. The full analysis is in the long memo (link at the end).</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#fdf2f2; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:10pt"><span style="font-family:Calibri,sans-serif"><span style="color:#9c1c1c"><strong>THIS IS NOT FINANCIAL ADVICE</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">This memo was prepared with the help of AI from publicly available documents. It is general information for education only. It is not investment advice, not a recommendation to buy, sell or hold any loan, note or security, and does not take account of your personal circumstances. Figures, calculations and conclusions may contain errors — verify them against the original filings before acting. Investing through P2P platforms can result in the loss of all money invested. If in doubt, consult a licensed financial adviser.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>The answer: about 1 in 18 — C, Watch. Sound business, weak country, one governance flag</strong></span></span></span></p> </td> </tr> <tr> <td colspan="12" style="background-color:#fff2cc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>AI score (all risks together)</strong></span></span></span><br /> <span style="font-size:13pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>52 / 100</strong></span></span></span><br /> <span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">About 1 in 18 (5.5%) chance of failing to pay in the next year — C, Watch. Framework limit 6% of a portfolio; Romania's 5% binds. With Eleving's support: about 1 in 25 (4%).</span></span></span></p> </td> <td colspan="12" style="background-color:#fff2cc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Financial strength</strong></span></span></span><br /> <span style="font-size:13pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>60 · C</strong></span></span></span><br /> <span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">Based on the financial reports alone: about 1 in 26 (3.8%). Covers its interest 2.3× before bad debts and keeps €13 of every €100 in a normal year.</span></span></span></p> </td> <td colspan="12" style="background-color:#fce4d6; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Loan book</strong></span></span></span><br /> <span style="font-size:13pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>40 · D</strong></span></span></span><br /> <span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">If the current trend continues: about 1 in 8 (12.5%). Loans over 60 days late rose from 10.9% to 13.5% while the book grew 35% and turned unsecured.</span></span></span></p> </td> <td colspan="12" style="background-color:#fce4d6; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Country: Romania</strong></span></span></span><br /> <span style="font-size:13pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>40 · D</strong></span></span></span><br /> <span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">From the country alone: about 1 in 8 (12.5%). No government since May 2026, a cap on the cost of credit, falling real wages.</span></span></span></p> </td> <td colspan="12" style="background-color:#fff2cc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Group and other risks</strong></span></span></span><br /> <span style="font-size:13pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>53 · C</strong></span></span></span><br /> <span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">Other risks alone: about 1 in 19 (5.1%). Eleving (Fitch B) has €27m ranking behind investors — but a €3m tax dispute, a cap-compliance question, a €275m bond guarantee and one veto flag.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#fdf2f2; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>One veto flag — read before the numbers</strong></span></span></span><br /> <span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">At end-2024 Mogo IFN had lent €7.8m to sister companies — more than its €6.6m of equity. Under our rules that puts the company on its own in the Avoid band (at least 1 in 4) until audited accounts show the money back. The unaudited December 2025 accounts show it repaid; the 2025 audit decides. The scores above are on the numbers, ignoring the flag.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Odds are one-year chances of failing to pay, set from a 0–100 score anchored to S&P default rates; each sub-score shows the odds as if it were the only risk — method at the end.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>At a glance: a licensed Romanian lender, €63m book, now mostly unsecured instalment loans, part of Eleving</strong></span></span></span></p> </td> </tr> <tr> <td colspan="11" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>What it is</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Non-bank lender (IFN) on the National Bank of Romania's Special Register — the tier with tighter supervision</span></span></span></p> </td> <td colspan="6" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Where it lends</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Romania only</span></span></span></p> </td> <td colspan="17" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Products and rates</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Car loans (RON 5,000–60,000, 6–60 months) until 2024; unsecured instalment loans since 2025, now 9/10 of the book. Charges about 37–44% a year; Romania caps larger loans at 34.5%</span></span></span></p> </td> <td colspan="10" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>How big</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">€52m gross book end-2024 (+35%); €63m December 2025 (+21%); 64 staff; €18m income in 2024</span></span></span></p> </td> <td colspan="10" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Who owns it</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Eleving Group (Latvia), 99.99% through AS Eleving Stella; Fitch B, outlook positive; 18 countries</span></span></span></p> </td> <td colspan="6" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Since</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">2016; Special Register 2018</span></span></span></p> </td> </tr> <tr> <td colspan="9" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Where to lend to it</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Mintos (Notes)</span></span></span></p> </td> <td colspan="6" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Outstanding</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">€6.4m</span></span></span></p> </td> <td colspan="7" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Rate offered</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">10.13% average</span></span></span></p> </td> <td colspan="6" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Currency</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">EUR and RON</span></span></span></p> </td> <td colspan="5" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Buyback</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Yes</span></span></span></p> </td> <td colspan="19" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Parent support</strong></span></span></span><br /> <span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Letter of Comfort (2017); Eleving's 2025 accounts mention guarantee agreements for 'certain subsidiaries' — which ones is not stated; €27m of Eleving loans rank behind Mintos</span></span></span></p> </td> <td colspan="8" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Mintos Risk Score</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">9.0 / 10 (July 2026)</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Mintos investors are paid 10% to lend to a company that charges its borrowers about 40% and pays its parent 12.25% — and the parent's money ranks behind theirs. Mintos data of 13 September 2026, not independently verified.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>1. Financial strength: earns enough in a normal year — the 2024 loss was a one-off tax bill (about 1 in 26)</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>Of every €100 it earns, interest and bad debts take €53; running the business €33; €13 is left. Income could fall 13% before it could no longer cover its interest.</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#000000"><img 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" style="border:none; height:205px; width:580px" /></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Conclusion: profitable in 2022, thin in 2023 when bad debts jumped, a reported €1.2m loss in 2024 only because a RON 15m (€3m) VAT assessment for 2017–22 was paid and provided (under appeal); without it 2024 made €1.5m. Income grew 29% in 2024 and, on the December 2025 management accounts, the new instalment business keeps about €18 of every €100 — about €5m of profit for the year, unaudited.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>Balance sheet: two cushions stand in front of Mintos — €6.6m of equity (12% of assets; 18% by December 2025) and €27.2m of Eleving's own money that is paid after all other lenders. The weak point: €7.8m lent to sister companies at end-2024, more than the equity.</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#000000"><img src="data:image/png;base64,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" style="border:none; height:141px; width:580px" /></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Conclusion: outside lenders (Mintos €7.3m, ACP Credit €9.7m) have about 60% of the balance sheet standing behind them — unusually strong for a lender of this size. No dividends have been paid; Eleving converted €6m of loans into shares in 2024. Debt due within 12 months was €1.6m at end-2024; the Mintos line matured in September 2026 and is being rolled. About €38m of borrowings are in euros against a lei loan book — a 10% fall in the leu would cut profit by about a third.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>2. Loan book: getting worse — defaults up from 10.9% to 13.5% while the book grew 35% and went unsecured (about 1 in 8)</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#000000"><img 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" style="border:none; height:109px; width:580px" /></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Conclusion: 13.5% of the book was more than 60 days late at end-2024 (the company's default definition), against a Romanian consumer-IFN average of 8.7%; in euros defaults rose two-thirds in a year. The book is fully provided — allowances of 13.6% cover the defaulted loans in full — and defaulted loans are sold to collectors at a small gain, so the loss sits in the allowance rather than in write-offs. Since 2025 nine-tenths of the book is unsecured instalment lending, with an allowance of 10% at December 2025 (unaudited): either the new loans are better, or too new to have gone bad. Bad debts could rise by half and it would still cover its interest — at a loss of about €0.7m.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>3. Country: Romania is the biggest single risk — D, High (about 1 in 8)</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:9pt"><span style="font-family:Calibri,sans-serif"><span style="color:#000000"><img 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" style="border:none; height:125px; width:580px" /></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Conclusion: no government since 5 May 2026 and early elections discussed; a sovereign rating one notch above junk with a negative outlook at all three agencies; output below a year ago, real wages down 2.5%, youth unemployment 31%; a November 2024 law capping the cost of larger consumer loans at 34.5% — the loans Mogo IFN writes — and new EU consumer-credit rules by emergency ordinance from 20 November 2026 that take the enforceable title away from debt collectors. Our framework's limit for Romanian lenders is 5% of a portfolio. Full analysis: Romania country memo (link at the end).</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>4. Group and other risks: Eleving stands behind it with money, not a confirmed guarantee; a tax dispute and a cap question are open (about 1 in 19)</strong></span></span></span></p> </td> </tr> <tr> <td colspan="16" style="background-color:#12505f; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#ffffff"><strong>Risk</strong></span></span></span></p> </td> <td colspan="8" style="background-color:#12505f; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#ffffff"><strong>Status</strong></span></span></span></p> </td> <td colspan="36" style="background-color:#12505f; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#ffffff"><strong>What we found</strong></span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Group support — Eleving Group (Fitch B, positive; our grade B)</span></span></span></p> </td> <td colspan="8" style="background-color:#d9ead3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>Money in</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">€27.2m of subordinated loans at 12.25% due 2029–30, €6m converted to equity in 2024, €9.2m more lent by December 2025; a Letter of Comfort (2017) and guarantee agreements for 'certain subsidiaries' in Eleving's 2025 accounts (note 41) — not confirmed for Mogo IFN. Group odds about 1 in 33; with this support Mogo IFN's odds about 1 in 25.</span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Guarantee given for the group's debts</span></span></span></p> </td> <td colspan="8" style="background-color:#f4cccc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>● Warning</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Joint and several guarantor of Eleving's €275m 9.5% bonds due October 2030. If Eleving defaulted (its own odds about 3 in 100), Mogo IFN would be liable for far more than it owns.</span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Money lent to sister companies</span></span></span></p> </td> <td colspan="8" style="background-color:#f4cccc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>Veto flag</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">€7.8m at end-2024 — 119% of equity, above the 50% veto line in every audited year; repaid to nil by December 2025 on the management accounts. Management fee and recharges to Eleving Stella €2.3m in 2024, 13% of income.</span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Tax dispute</span></span></span></p> </td> <td colspan="8" style="background-color:#fff2cc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>● Watch</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">RON 15.1m (€3.0m) VAT assessed for 2017–22, paid 15 January 2025, under appeal; RON 2.6m provided for 2023–24. If the appeal fails nothing more is due; if the tax office applies the same view to 2023–24, a further €0.5m — already provided (RON 2.6m).</span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Regulatory compliance</span></span></span></p> </td> <td colspan="8" style="background-color:#fff2cc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>● Watch</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">The 2024 accounts say signing several contracts with one customer on the same day 'could face regulatory implications' under the cost-of-credit cap; underwriting changed from April 2025. No sanction found; the central bank does not routinely publish fines against named IFNs.</span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Trust in the numbers</span></span></span></p> </td> <td colspan="8" style="background-color:#fff2cc; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>● Watch</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Full IFRS accounts in lei with detailed notes and candid disclosure — but the auditor's reports and name are not in the document set (Eleving's bond prospectus describes the 2024 figures as audited), and the 2025 figures are one month of management accounts.</span></span></span></p> </td> </tr> <tr> <td colspan="16" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Payments, management, fraud</span></span></span></p> </td> <td colspan="8" style="background-color:#d9ead3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p style="text-align:center"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a"><strong>● OK</strong></span></span></span></p> </td> <td colspan="36" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">No late payment to any lender found; the same CEO and deputy signed the 2023 and 2024 accounts; no adverse press or consumer-authority finding found for 2025–26.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>What would change the answer</strong></span></span></span></p> </td> </tr> <tr> <td colspan="20" style="background-color:#12505f; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#ffffff"><strong>Better</strong></span></span></span></p> </td> <td colspan="20" style="background-color:#12505f; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#ffffff"><strong>Worse</strong></span></span></span></p> </td> <td colspan="20" style="background-color:#12505f; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#ffffff"><strong>Check again</strong></span></span></span></p> </td> </tr> <tr> <td colspan="20" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">2025 audited accounts with a clean opinion and no loans to sister companies — lifts the veto flag. Defaults back under 10% through 2026 and the tax appeal and the cap-compliance question closed — B (about 1 in 33). A confirmed guarantee from Eleving — odds move to the group's, about 1 in 33.</span></span></span></p> </td> <td colspan="20" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">Defaults on the new instalment book above the car book's; a regulatory finding on same-day contracts or pricing above the cap; new lending to sister companies; the leu sliding with €38m of euro debt unhedged; Romania moving to E; Eleving's grade falling below B.</span></span></span></p> </td> <td colspan="20" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#1a1a1a">When the 2025 audited accounts appear (overdue at the trade register since May 2026); after 20 November 2026 (new consumer-credit rules); when the tax appeal is decided; after any Romanian rating action; after each Mintos Risk Score update.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>How the odds are set</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Six questions are scored 1–5 and weighted — earns enough 30%, loan book 20%, safety cushion 20%, country 15%, trust in the numbers 10%, warning signals 5% — into a 0–100 score. The score becomes one-year odds on a curve anchored to S&P's long-run default rates: 80 ≈ BB ≈ 1 in 100; 65 ≈ B ≈ 1 in 33; 50 ≈ B− ≈ 1 in 17; 35 ≈ CCC ≈ 1 in 6. Financial strength = earnings and cushion; loan book = the book question; country = the country grade; group and other = trust and warning signals. Each sub-score shows the odds as if that were the only risk. A confirmed guarantee from a rated parent brings the odds to the parent's; written support plus money already put in behind investors takes them halfway; words alone change nothing; a veto (loans to related parties above half the cushion, a qualified opinion or going-concern doubt, a covenant breach, delayed investor payments, owners taking out more than earned two years running) sets the standalone odds to at least 1 in 4. Small frontier lenders do worse than the average rated company, so read every figure as a floor. Limits: A 20%, B 12%, C 6%, D 2%, E 0% of a portfolio; a subsidiary counts inside its group's and its country's limit.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#e8f1f3; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="color:#12505f"><strong>Documents and sources</strong></span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Mogo IFN S.A. financial statements 2023 (with 2022 comparatives) and 2024 — IFRS, in lei; the auditor's reports listed in the contents are not attached (Mintos LO document set 98A9C12C, 3873535C) · Mogo IFN management accounts, December 2025, one month, in euros, unaudited (34C051CB) · Eleving Group bond prospectus of 29 September 2025 (guarantor list), integrated annual report 2025 (note 41, audited by BDO), 12M 2025 and 6M 2026 results, Fitch rating action June 2025 · Mintos lending-company pages (Overview, Risk Score, Loans performance), 9 July and 13 September 2026 · Romania country memo, Eleving group memo and Mogo IFN long memo (this series, 13 September 2026) · Exchange rates: RON 4.9315 / 4.9465 / 4.9746 per euro (2022–24 averages), 4.9474 / 4.9746 / 4.9741 (year-ends), ECB.</span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Not found: who audits Mogo IFN and whether the opinions are clean; the outcome of the VAT appeal; any regulator action on the same-day contracts; the full-year 2025 audited result; whether the euro borrowings are hedged.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Full analysis — Mogo IFN long memo (this series): </span></span></span><a href="https://crowdinform.com/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>MogoIFN_memo_2026-09-13.pdf</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Romania country memo: </span></span></span><a href="https://crowdinform.com/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>Romania_country_memo_2026-09-13.pdf</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Eleving Group memo: </span></span></span><a href="https://crowdinform.com/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>Eleving_group_memo_2026-09-13.pdf</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Eleving Group bond prospectus, 29 September 2025 (guarantors): </span></span></span><a href="https://www.lb.lt/en/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>lb.lt</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Eleving Group 12M 2025 results and integrated annual report: </span></span></span><a href="https://eleving.com/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>eleving.com</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">National Bank of Romania — IFN registers: </span></span></span><a href="https://www.bnr.ro/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>bnr.ro</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Mintos lending companies (public pages): </span></span></span><a href="https://www.mintos.com/en/lending-companies/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>mintos.com</u></span></span></span></a><br /> <span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">Company site: </span></span></span><a href="https://www.mogo.ro/" style="text-decoration:none"><span style="font-size:8.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#0b5394"><u>mogo.ro</u></span></span></span></a></p> </td> </tr> <tr> <td colspan="60" style="border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:7.5pt"><span style="font-family:Calibri,sans-serif"><span style="color:#595959">This memo was prepared with the help of AI from the public documents listed above. It may contain errors of extraction, calculation or interpretation. Readers should verify figures against the original filings and form their own view. The percentages are how our framework expresses risk on a common scale; they are not advice for any particular investor.</span></span></span></p> </td> </tr> <tr> <td colspan="60" style="background-color:#fdf2f2; border-bottom:1px solid #bfbfbf; border-left:1px solid #bfbfbf; border-right:1px solid #bfbfbf; border-top:1px solid #bfbfbf; vertical-align:top; width:10px"> <p><span style="font-size:10pt"><span style="font-family:Calibri,sans-serif"><span style="color:#9c1c1c"><strong>THIS IS NOT FINANCIAL ADVICE</strong></span></span></span><br /> <span style="font-size:8pt"><span style="font-family:Calibri,sans-serif"><span style="color:#3a3a3a">This memo was prepared with the help of AI from publicly available documents. It is general information for education only. It is not investment advice, not a recommendation to buy, sell or hold any loan, note or security, and does not take account of your personal circumstances. Figures, calculations and conclusions may contain errors — verify them against the original filings before acting. Investing through P2P platforms can result in the loss of all money invested. If in doubt, consult a licensed financial adviser.</span></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:center"> </p> <p dir="rtl"> </p> </div> <p> </p> <p> </p>
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Platform offering this project
Mintos LV
Risk Level
Medium
Return Level
Hög
Risk Return Level
Medium
Minsta investering
EUR 50
Gefinancierd
EUR 12900,0M