## Lument Finance Trust

August 2026 Q2 2026 Earnings Supplemental

## Disclaimer

This presentation contains forward-looking statements within the meaning of Section 27A of the Securities Act of 1933, as amended, and Section 21E of the Securities Exchange Act of 1934, as amended, which reflect the current views of Lument Finance Trust, Inc. (NYSE: LFT) ('LFT,' the 'Company,' 'we,' 'our,' or 'us') with respect to, among other things, the Company's operations and financial performance. You can identify these forward-looking statements by the use of words such as 'outlook,' 'indicator,' 'believes,' 'expects,' 'potential,' 'continues,' 'may,' 'will,' 'should,' 'seeks,' 'approximately,' 'predicts,' 'projects,' 'intends,' 'plans,' 'estimates,' or 'anticipates,' or the negative version of these words or other comparable words or other statements that do not relate strictly to historical or factual matters. Such forward-looking statements are subject to various risks and uncertainties. Accordingly, there are or will be important factors that could cause actual outcomes or results to differ materially from those indicated in these statements. The Company believes these factors include but are not limited to those described under the section entitled 'Risk Factors' in its Annual Report on Form 10-K for the year ended December 31, 2025 and Part II, Item 1A 'Risk Factors' in the Company's Quarterly Report on Form 10-Q for the quarter ended June 30, 2026, which are available on the SEC's website at www.sec.gov, and/or as disclosed in any subsequent filings. These factors should not be construed as exhaustive and should be read in conjunction with the other cautionary statements that are included in this presentation and in the filings. The forward-looking statements contained in this presentation speak only as of August 13 th , 2026. The Company assumes no obligation to update or supplement forward-looking statements that become untrue because of subsequent events or circumstances.

This presentation includes non-GAAP financial measures, including Distributable Earnings. While we believe the non-GAAP information included in this presentation provides supplemental information to assist investors in analyzing our operating results and comparing our operating results with other peer issuers, these measures are not in accordance with GAAP, and they should not be considered a substitute for, or superior to, our financial information calculated in accordance with GAAP. Please refer to this presentation's Appendix for a reconciliation of the non-GAAP financial measures included in this presentation to the most directly comparable financial measures prepared in accordance with GAAP.

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## Company Overview

- The Company is an externally-managed real estate investment trust focused on investing in, financing and managing a portfolio of commercial real estate debt investments.
- The Company is externally managed by Lument Investment Management, LLC, an affiliate of ORIX Corporation USA.

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)

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## LUMENT

## FINANCE TRUST

Key Investment Highlights

## Strong Sponsorship/Ownership

- Access to extensive loan origination platform through affiliation with Lument, a premier national mortgage originator and asset manager.
- Experienced management team with an average of 20+ years of industry experience across multiple economic cycles.
- Affiliation with ORIX Corporation USA, the U.S. subsidiary of ORIX Corporation, the publicly traded Tokyo-based international financial services firm.

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

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## Attractive Investment Profile

- Emphasis on middle market multifamily debt investments which are well positioned for the current environment.
- Strong credit and asset management capabilities.
- Attractive non-recourse CRE CLOs, revolving repurchase agreements, term loan facilities, and other secured financing structures.

## Q2 2026 Updates

| Financial Results     | • Q2 2026 GAAP net loss attributable to common stockholders of $0.18 per share. • Q2 2026 Distributable Loss (1) of $0.10 per share. • On June 10, 2026, the Company declared a cash dividend for the quarter of $0.04 per share of common stock. • The Company also declared a cash dividend for the quarter of $0.49219 per share of 7.875% Cumulative Redeemable Series A Preferred Stock. • Book Value Per Share of Common Stock was $2.76 (2) as of 6/30/2026.                                                                                                                     |
|-----------------------|-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|
| Notable Activity      | • During the quarter, the Company experienced $91.0 million of loan fundings and $184.0 million of loan payoffs. • During the quarter, the Company sold one of the properties located in San Antonio, Texas, to a third party for $12.2 million and recognized a $0.1 million realized gain on the sale of the property.                                                                                                                                                                                                                                                                |
| Portfolio Performance | • As of June 30, 2026, the Company's investment portfolio consisted of floating-rate CRE loans of which approximately 91.7% (3) were collateralized by multifamily assets. • As of June 30, 2026, the Company's $1.0 billion loan portfolio had a weighted average remaining initial term of 9 months (4) , a weighted average note rate of SOFR + 3.30%, and unamortized aggregate purchase discounts of $0.8 million. • As of June 30, 2026, the Company's loan portfolio had a weighted average risk rating of 3.1, with 80.7% of the portfolio rated '3' (Moderate Risk) or better. |
| Capitalization        | • The floating-rate CRE loan portfolio was financed through the Company's outstanding non-mark-to-market securitized debt obligation and secured financing arrangements: • $585.0 million of investment grade notes issued through 2025-FL3 CLO. • Master repurchase agreement with $450.0 million borrowing capacity. • Secured lending agreement with $50.0 million borrowing capacity. • As of June 30, 2026, the Company held cash and cash equivalents of $29.0 million, and its leverage ratio declined quarter-over- quarter to 4.4x from 4.6x as of March 31, 2026.             |

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## Q2 2026 Balance Sheet Summary

Balance Sheet (thousands)

| (thousands)                                                                        | June 30, 2026(1)   |
|------------------------------------------------------------------------------------|--------------------|
| Commercial mortgage loans held-for-investment (net of allowance for credit losses) | $991,665           |
| Real Estate Owned                                                                  | 61,602             |
| Cash and cash equivalents                                                          | 28,979             |
| Restricted cash(2)                                                                 | 25,698             |
| Accrued interest receivable                                                        | 4,510              |
| Other assets(3)                                                                    | 3,005              |
| Total assets                                                                       | $1,115,459         |
| Secured debt obligations(4)                                                        | $580,687           |
| Secured financing arrangements                                                     | 271,140            |
| Credit facility(4)                                                                 | 49,667             |
| Other liabilities                                                                  | 9,147              |
| Total liabilities                                                                  | $910,641           |
| Total equity                                                                       | $204,818           |
| Total liabilities / total equity                                                   | 4.4x               |
| Book Value Per Share of Common Stock(5)                                            | $2.76              |

1c3b154b97076b0e-p5-t1

957d3a3e

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## Q2 2026 Income Statement Summary

Summary Income Statement (thousands)

| Summary Income Statement (thousands)                                     | Three Months Ended June 30, 2026   |
|--------------------------------------------------------------------------|------------------------------------|
| Net interest income                                                      | $4,503                             |
| Total other income (loss)                                                | (8,671)                            |
| Operating expenses                                                       | (3,856)                            |
| Benefit (provision) from income taxes                                    | 11                                 |
| Preferred dividends                                                      | (1,185)                            |
| Net income (loss) attributable to common stockholders                    | $(9,198)                           |
| Weighted average shares outstanding during the period, basic and diluted | 52,459,976                         |
| Net income (loss) attributable to common stockholders per share          | $(0.18)                            |

1c3b154b97076b0e-p6-t1

40b6d1de

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GAAP Net Income to Distributable Earnings Reconciliation (thousands)

| GAAP Net Income to Distributable Earnings Reconciliation (thousands)     | Three Months Ended June 30, 2026   |
|--------------------------------------------------------------------------|------------------------------------|
| Net income (loss) attributable to common stockholders                    | $(9,198)                           |
| Adjustments:                                                             |                                    |
| Unrealized (gain) loss on mortgage servicing rights                      | 17                                 |
| (Release of) credit losses                                               | 8,626                              |
| Depreciation of real estate owned                                        | 390                                |
| Realized gain (loss) on sale of real estate owned                        | (3,268)                            |
| Realized gain (loss) on mortgage loans                                   | (1,842)                            |
| Provision for (benefit from) income taxes                                | (11)                               |
| Distributable Earnings (Loss)(1)                                         | $(5,285)                           |
| Weighted average shares outstanding during the period, basic and diluted | 52,459,976                         |
| Distributable Earnings (Loss) per share of common stock                  | $(0.10)                            |
| Dividend per share of common stock                                       | $0.04                              |

1c3b154b97076b0e-p6-t2

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and reconciliation to GAAP.

## Earnings and Book Value Per Share of Common Stock

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

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Book Value Per Share of Common Stock (2)

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

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## Investment Portfolio

- On June 30, 2026, the Company owned a portfolio of floating-rate CRE loans with a carrying value of $1.0 billion. 91.7% (1)  of the portfolio was invested in loans collateralized by multifamily assets.
- The Company anticipates that it will continue to focus on investment opportunities within multifamily credit. The Company does not currently own any hospitality, retail, self-storage, or office loan assets and has limited exposure to seniors housing and healthcare.

## Geographic Concentration (2)

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

Pie chart

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)

Pie chart

## Q2 2026 Loan Activity

- The Company funded $91.0 million of loan assets and experienced $184.0 million of loan payoffs during the quarter.

## Q2 Fundings by Property Type (1)

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

Bar chart

## Q2 Payoffs by Property Type (1)

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

Pie chart

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LUMENT

## Portfolio Credit

- As of June 30, 2026, 91.9% of the Company's portfolio was performing (1) , with 80.7% of the portfolio rated '3' (Moderate Risk) or better.
- Weighted average risk rating (2)  of 3.1.
- During the quarter, management applied a '5' risk-rating to six loans with an aggregate principal value of $98.1 million.

## Asset Performance (1)

![Image](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQQAAADECAIAAAD29chdAAAgAElEQVR4AezBCXicdb0+/Pt+ZrJ0SZvSlra0RRbLJtthkQNFFkFl0aPHIBxigkmGkDyZ6WSGTBgDSWBEwlZcDigiKgoIKkrQY4gRAgkwkAABAlTZi4XSQkubNk2TeX7L94VqfUFlmT/5XVznOnw+FBF85CMfASgi+Mj/ftZaEQmFQgBEBABJvIXWOhQKkQSglAqHwyQByDae5+FDpbUOhUIkAYgIAJLYTkSMMeFwGNtopULhMEkAso3nefjAKCL4yP9mxpiurq6rv/99APW+v9tuu3VcdJHneYlk8tBDDwUwMjLy/e9//489PXPnzo0tW7bDDjv85Mc/nj17diKRWLd+/S233HLmmWfusMMO+JBs3br1uuuuu+VXv9px3rzmVGra9OkXZjJeKJRIJg899FAAQw8/fPny5WvXrPnSf/5nbW3typUrf/SjH82ZPTuRSKxbv/6WW24588wzd9hhB3xgFBH8n7dly5Zf//rXa1555aSTTtpzr71uu+22rVu3HnTQQQceeCCALVu2/LGn58kVK/bff/+TTjppfHz8t7fdNnfu3BNPOmnr1q333XffJz/5ydLSUnxInnjiiS9/6UunnHpq6cyZ11xzzeXLlz/91FOXXXbZNT/84WmnnQbgJz/5yblf//r5mcxdd9218vnnlx555MJFi55/7rmTTz75nnvuWbx4cWMigQ/Pb37zm8Z4/LzW1scefdMPrrmm+/bbL7/88mt++MPTTjttw4YNZV/+8ty5c0/+/OcvOP/8c887b/Xq1VOKi1944YWTTz75nnvuWbx4cWMigclAEcH/bRMTE7FYbHBgYPfdd3/22WfPP//8O++88ze/+Y3v+9+86CIA119//VVXXrnLLrs88MADy+LxosLCZ599dmRkZNmyZY888sjTTz996WWXFRUV4UOSve++U045JfONb8yePbvqa1/ruPjik0488bOf/ezFl1xy6qmnArj99ttjDQ3/VV4+NDQ0derUY44+esWKFUqpmTNnjo2NxRsbd9ttt2nTpuFD8sNrrslccMH1N9ww+OCDHRdddNddd+04b95xn/70xZdccuqpp65evfrEE0449thjTy8vLz/99COWLj3iiCMee/RRpdTMmTPHxsbijY277bbbtGnT8IFRRPDBjI+P33777X9aseKggw8+8cQTAfz+978ffuyxww8//NPHHed5HoCHHnro8ccf11oXhMNz5s494ogjent7w+HwF7/4RZJ33XXXfvvtN3/+fHwYVq1adfzxx59VWxuNxQ45+OCjjj76kksuOfmkk5YuXXrpZZcBGB0dHRsbmz9//nGf/vSCnXbafffdp02dumrVqvkLFqx48skLLrhgz732wodnbGxs+eWX33zzzXPmzFmxYkVbe/vnPve5L3z+85dedtlXvvIVADfffHPbeecd/9nPPvfss+GCgh9cffWKP/1p7dq1v/vtb5csWbJhw4Z58+en0+nS0lJ8GNasWdPy9a8PDg7OnDnzmWee+X1X1+zZs0884YRLL7vsK1/5CoDrf/azy5cvnz5t2qpVq446+ugfXHPNfffeu3bt2t/99rdLlizZsGHDvPnz0+l0aWkpPhiKCD4Aa+3X0+nf3HrrwQcdNDAwkE6njTHf/e53/+3f/u3xxx9f9oZ4HEB9ff3//M//HHrIIQ8PDe28ePEXv/SlF154YXzr1q9WVGzevPkP3d1XfOtbpaWl+DCMj4+nzznntttu22WXXZ544onPfe5zV33ve1/64heXHnnkpZdeiu2uuuqqyy+77AfXXLPnnnteddVVU6dMeeqpp5YsWRIOh/feZ59TTjmlsLAQH5KXX355w4YND9x//ze/+c3rb7hh3rx5J5900kUdHQvmzw+HwzfceONDDz1000039d555wUXXHDX3Xfvv//+8Xh8yZIlTz7xxAknnvjrW245J50+4IAD8GGw1r64cuWmzZtv+vnPb7/99p6ens2joyefdNJFHR3z588vCIf33meftWvXrlq1Kr5smd/Q0NTUBCAejy9ZsuTJJ5444cQTf33LLeek0wcccAA+GIoIPgBjTHl5+aaRkfMvuCC+bNnSpUuff/75GTNm3HDjjRUVFc89++z9DzwQDoevu+66UCh0wgknnHTiiZ/5zGd2Wrhw3Wuv5XK5KVOnPvXnP6dSqUMOPRQfnk2bNj3wwAMbN2785oUXnnTSSeeed97nP//5Tx15ZPv552/dunXWrFlXX331ZZdeekEmc8YZZ4TDYQBXXnnls888MzExsf/++997330XXHDB3nvvjQ/D2NhY09lnP/Tww1tGR6urq89uanr2mWdOP/30c9LpzltvnT17dkVlZdPZZ49PTEyMj5/8+c9fcsklv/3tb++9557LLr/85zfe+Puurp133vnCCy+cNWsWPgwrV66ML1v28urVRuvWtrZTTz31ySefLD/99HPS6ds6O0tLSz++ZMktt9yyZXT0mGOOuaijY86cOTfffPN999572eWX//zGG3/f1bXzzjtfeOGFs2bNwgdDEcEHYK296KKLvv+97+26224vPP/85cuXj42NXfTNb+68884vvfzyzJKSoUcfLSwsxDY/uvba9vb2P/T0LFiw4Irly0G+/PLLs2fPLp05c+HChZVnnDFlyhR8GK677rr+/v6XXnppbMuWH//4x4sWL/70sW8qLCy8/4EHvvKVr8RisVmlpYceeuiSJUuWX3FFNpu96sorv/Xtb1/3k5+Mbtmybt26iy666GMf+xg+DCKycePGV199dfbs2TvuuCMAa+3ExERhYWEul/M8b8qUKWNjY6tWrSopKVm4cCHJ8fHxcDhcUFBgrX3ttddKS0uLi4vxITHGvPbaayMjIwsXLpwxYwYAa+3ExERhYWEul/M8zxizevXqqVOnLlq0iCSA8fHxcDhcUFBgrX3ttddKS0uLi4vxgVFE8AGsX7/+qE996sQTT2w+55z4smUjmzb96le/euLxx9evX3/tj34U5HK3dnZOTEzMnTt3YmLixBNOmDdv3k033xwKhQD86pe/vPPOOwsLC3fdbbeHH3oo3th4+OGH48Pw4IMPZrPZ6dOnH3fccbvttlsQBPdns3PmzhWRdevWzZkz55lnnhFrtTGzZs06/vjjn376aRHZd999X1m9+u6+vr322uvggw/GR/6Xo4jgAxgfH68988zBwcFDDjkkm81+rarqmGOOueH660dHR1esWLH8iitWvvDCVVdd1X/PPQ888EDV17520803n3zyyQAefPDBC7/xjcuXL+/q6nrhhRc2vP56a1vbJz7xCXzkIx8Sigg+mHXr1t15550vv/zykiVLPvOZz7z66qu3d3VZkSOPPPKggw569plnnnn22eOPP/75559ftWrVUUcdNXXqVADPPffcpk2bDj744Ndff/2OO+5YtGjR0qVLSeIjH/mQUETwkY98BKCI4CMf+QhAEcFH/ldZ//rGJ//8tIiAcEFEdvvYzrvsvAhuvLR6zYOPDAtATD4BILL/J/baY/ddkSeKCP6PWb9h48OPPiEQuCHWfny3XfbYfVe48Yfe/prGtDGGJBzQ2rQk/KaGM+HGLb+7PRL/urWWJCabiBgrF7elEnXVyBNFBP/H9N8/+NX6s7XWJOGAUipRX9N6dhRudPf2Vy87xxhDEg5obVoS9c2xs+BGZ1eP39xurSWJySYi1kom3RiNVCJPFBHkyVpRSsGlUMgLh8Nwoy87cPpZCa01STiglEr6Z7anYnCju7e/Jp42xpCEA1qblkR9KloLNzq7evzmdmstSUw2EbFWMunGaKQSeaKIIE+Pr3gq/vULAq1JwgGl1Oll/5Gsr4EbfdmB8rqk1pokHFBKJf1IW1MMbnT39tfE08YYknBAa9OSqE9Fa+FGZ1eP39xurSWJySYi1kom3RiNVCJPFBHkaeDhx/7zjLpAKZJwYCIIYjWVl7SfAzf6sgPldUmtNUk4oJRK+pG2phjc6O7tr4mnjTEk4YDWpiVRn4rWwo3Orh6/ud1aSxKTTUSslUy6MRqpRJ4oIsjT4NBwWZUfKEUSDuSCoKG6oqM1BTf6sgPldUmtNUk4oJRK+pG2phjc6O7tr4mnjTEk4YDWpiVRn4rWwo3Orh6/ud1aSxKTTUSslUy6MRqpRJ4oIsjT4NBwWZUfKEUSDuSCoKG6oqM1BTf6sgPldUmtNUk4oJRK+pG2phjc6O7tr4mnjTEk4YDWpiVRn4rWwo3Orh6/ud1aSxKTTUSslUy6MRqpRJ4oIsjT4NBwWZUfKEUS748AxPuVC4KG6oqO1hTc6MsOlNcltdYk4YBSKulH2ppicKO7t78mnjbGkIQDWpuWRH0qWgs3Ort6/OZ2ay1JTDYRsVYy6cZopBJ5ooggT4NDw2VVfqAUSbwXAUQQ8mAsPOL9yAVBQ3VFR2sKbvRlB8rrklprknBAKZX0I21NMbjR3dtfE08bY0jCAa1NS6I+Fa2FG51dPX5zu7WWJCabiFgrmXRjNFKJPFFEkKfBoeGyKj9QiiTelQgEOGHviYMWB9feP/3VzV44hPeUC4KG6oqO1hTc6MsOlNcltdYk4YBSKulH2ppicKO7t78mnjbGkIQDWpuWRH0qWgs3Ort6/OZ2ay1JTDYRsVYy6cZopBJ5ooggT4NDw2VVfqAUSbwzAYzF5/aeqD58rKRIHn2p4Ft3lWzY6oU9vLtcEDRUV3S0puBGX3agvC6ptSYJB5RSST/S1hSDG929/TXxtDGGJBzQ2rQk6lPRWrjR2dXjN7dba0lisomItZJJN0YjlcgTRQR5GhwaLqvyA6VI4h2IQIDP7DVx5tKxwhCMRUFIhlcXfPfuknWjXjiEd5ELgobqio7WFNzoyw6U1yW11iThgFIq6UfammJwo7u3vyaeNsaQhANam5ZEfSpaCzc6u3r85nZrLUlMNhGxVjLpxmikEnmiiCBPg0PDZVV+oBRJ/CsCGIvP7T1Rc/hYUQGsxV+FPTy+OnzFXSUbt3phD+8kFwQN1RUdrSm40ZcdKK9Laq1JwgGlVNKPtDXF4EZ3b39NPG2MIQkHtDYtifpUtBZudHb1+M3t1lqSmGwiYq1k0o3RSCXyRBFBngaHhsuq/EApkvgnAnjA8XtN1BwxVhiCsXirgpA88UrBt+8qWbs5VBASAiCIt8kFQUN1RUdrCm70ZQfK65Jaa5JwQCmV9CNtTTG40d3bXxNPG2NIwgGtTUuiPhWthRudXT1+c7u1liQmm4hYK5l0YzRSiTxRRJCnwaHhsio/UIok/okVTC+yrSeM7reTGlfEPykMyeDKwrufK3pxffj1MU9ZKgMRep6ECBK5IGioruhoTcGNvuxAeV1Sa00SDiilkn6krSkGN7p7+2viaWMMSTigtWlJ1KeitXCjs6vHb2631pLEZBMRayWTboxGKpEnigjyNDg0XFblB0qRxL9iBbvP1YljRnfewShDvEVBSEhAoCyV5quj3vPrQ8++Fl69Kbx+1Fu3xduqPKVy8TMrL25tght92YHyuqTWmiQcUEol/UhbUwxudPf218TTxhiScEBr05KoT0Vr4UZnV4/f3G6tJYnJJiLWSibdGI1UIk8UEeRpcGi4rMoPlCKJd6AM9pqnlx07+rEdrNJ4AwkI/vhU8aZx7rmj3mWOnlYohSEpCoPElhzXbvbWjYZe2hj68xp75HGnpc5u8cKFADHZ+rID5XVJrTVJOKCUSvqRtqYY3Oju7a+Jp40xJOGA1qYlUZ+K1sKNzq4ev7ndWksSk01ErJVMujEaqUSeKCLI0+DQcFmVHyhFEu9MGXx8R332saOLdzDGkJRfPzr1F0NTjUVBCFMKZPEs/fG5etfZesFMO3e62bHEFoSgLXKaVkJTShfOWHBgybz9ps3Zo3jGwqLSRZ5XgMnQlx0or0tqrUnCAaVU0o+0NcXgRndvf008bYwhCQe0Ni2J+lS0Fm50dvX4ze3WWpKYbCJirWTSjdFIJfJEEUGeBoeGy6r8QCmSeFfKYK95On7s6M6l5jePTbnxoWkiICEABFZghBCZNVXmTjfzZtiP7aCXzNW7ztElxYBVRo3DmnDxzOLSxcUzF0/dYbeSBQfMmL9/8czFXqgIJP6f9GUHyuuSWmuScEAplfQjbU0xuNHd218TTxtjSMIBrU1Loj4VrYUbnV09fnO7tZYkJpuIWCuZdGM0Uok8UUSQp8Gh4bIqP1CKJN6LNthznt5jR/2HPxcbC4/4Z1ZgLEUQ8qQghBBU/WlH1f7noRtefnRiZNXEyKrxzS+LmmAo7BVMDYWKCkvmTZ+3/4wFB0ybvaS4dFHxjEVeuAjvW192oLwuqbUmCQeUUkk/0tYUgxvdvf018bQxhiQc0Nq0JOpT0Vq40dnV4ze3W2tJYrKJiLWSSTdGI5XIE0UEeRocGi6r8gOlSOJ9MBZWGA4J8d4EmMgF0ZozLm49G4DJbRnf9NLE5pfHXvvT5rWPb1n7pJrYaHXOqHGxJlw0fUrpx4pnLpqyw+4l8/Yt2enAKTN3DoWLQA/vrC87UF6X1FqThANKqaQfaWuKwY3u3v6aeNoYQxIOaG1aEvWpaC3c6Ozq8ZvbrbUkMdlExFrJpBujkUrkiSKCPA0ODZdV+YFSJOFALggaqis6WlN4OxFj1PjWDStH1zw6+uqTExtWTmxePT6yyqpxhsJeeIoXLiqcNrdk/v4z5u8/dce9i0t2Ki5dHAoX4+36sgPldUmtNUk4oJRK+pG2phjc6O7tr4mnjTEk4YDWpiVRn4rWwo3Orh6/ud1aSxKTTUSslUy6MRqpRJ4oIsjT4NBwWZUfKEUSDuSCoKG6oqM1hXdlgrGJzS9PjLy0Zf0zm9c8tuXVJ9XW162eMGoc1oQKpxXPXFxUunjqrF1nzN+/ZP7+U3bY1QsXk17fA4+cGolZo0Ie8T4YCxJv8Ij3QymV9CNtTTG40d3bXxNPG2NI4n0QgQAe8T5pbVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3jfRKzVE+MbVo6ufXzz2uGtG1/Mjbw0seklE4zBC4UKpnjh4oKps6fP23eHxQc//Yo+9/KfrRmxmyY8j/QoHgGC+BeMxdLdgt3nql8/OnVrwJCH96SUSvqRtqYY3Oju7a+Jp40xJPFerKC4QAiMK3rE+6G1aUnUp6K1cKOzq8dvbrfWksT7YAUESLwfImKtZNKN0Ugl8kQRQZ4Gh4bLqvxAKZL4JyKijQl5Ic8jAGvFGAMiHAqJiDYmHA57pLVWREKhEP5JLggaqis6WlP4f2X0xMTISxOjq7e+9tTmtY+Prn08GFtndc7qcbHaK5i6KVf82qi3epP34vqCZ9aF12wKTWhqA2PpEZ4nHvEGZXDk7rmGo7aUFMkfnyq+Njst0Ax5eHdKqaQfaWuKwY3u3v6aeNoYQxLvylhMK5TIEWOFIbn2/mkjW71wCO9Ja9OSqE9Fa+FGZ1eP39xurSWJ92IsSqdYATaNeyEP70lErJVMujEaqUSeKCLI0+DQcFmVHyhFEm8nIuFweOeFC17fOLJp8yiAkunT5s2dY6xds/a1oqLCXRYvfOb5F8e2bp05o2Ta1KmvrluPf5ILgobqio7WFCaFWKNz45tWjb7y2OirT45veH7z+pWYeHVqoVhhTjMwGB3nC6+Hn1sX/svr4XVbvFdHQyPjBHjUx3Oxo0enFsAKSNz5dNFP7p82rhjy8C6UUkk/0tYUgxvdvf018bQxhiTemRVMKZCzjtxy3J45ANnnCq++d/rIhBf28O60Ni2J+lS0Fm50dvX4ze3WWpJ4V9piQYk55zOjAC69o2TtaCjs4d2JiLWSSTdGI5XIE0UEeRocGi6r8gOlSOItRGCMrj79lJM/++n0Ny59fuVfBPjsMZ+64Jy41jpz+X8fedihi3aaP7ziqR///FfnxM/601PP/uZ//hAKhfB2uSBoqK7oaE3BAWty9/V3X3zJN3aaESyZZ3afo2dPswUhFIUl5CHQWLcl9Oqot3okNB7wqI/nZk4RI3gDCRHc/UzRtfdPmwhIQvA3IgCIbQRQQdC8rO78pnq40X1X9oxoyhjNN+BfIGEsphdJzeFjn917QhkCKPBwz3MFP8xOHxn3wh7+hngD8TZam5ZEfSpaCzc6u3r85nZrLUm8M20xd7pNHTe69wIN4E9rwlf0lqzb4oU9vAsRsVYy6cZopBJ5ooggT4NDw2VVfqAUSbxFEKhP/fshV15ywfLvXfvTX9w6pbiIZEE4fOLxR190XuqyK6854tCDbuu+8+TPHPvI40/uv89e5110xejYWDgUwtvlgqChuqKjNQU3+u5/+JRI3GpVWMCwJ/NK7O5z1Md31Atn2h1LzLwSO61IlIGxsEIr+DsCJB57uWDFmgIS1sIKRGAEIjQCKxCB1vYzxx71pS+cZI0lPTIEvgkg6JEEPYLgGzyQgEcSfIMHeOCbQA/gG0CPJOCBJEgvdM/AQ+dddIXWFqQIBBSBCERgAQgMMCUspx289dg9ctpQ8CYCYU8eWFn4o/unbxwnQBGIwAoEEKEVQCCA1ub85tg50Sq40Xn7nWedfZ61liT+jiD+f8Zip5kmceyWTyxQgSGAwpA8uabgO3dPX7s5FPbwTkTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIksZ2xdt7c2T/69iXPvLDy8RV/njplyrU3/NJaq7X+1L8f+v3lFzaff/EhB+y3z55LXnrllUULFvT03bP+9Y33Pzi0ZWwrSbxFLggaqis6WlNwoy87UF6X1FqDhMAC1tIKphbaHUvs7Kl27/nqpH0nZhaLtvgHBIoLJOxB8I5ITEzkto5PgPgrAqAHkPRAjyTogSQ80CMJeiQBj/TAN4EeSMIDPZKgRxD06HkTE8H6jSMiEIEAVgiBFQhgBRAYcGqBXTjTWoHgbUIeXnw9tGGrB0AEIrACAURoBSKwAmNln7322GfPvUiPXoheCPTIEBmi54Fheh69EBmi54EhMkQvRHrwQh5D8EKkBy/kMQSG6HlkiF4I9MhQqKDwnvsfuuLq64y1VihCY2GFVmAE1kIEWji9yNYtHdt7vtYWfxf28Ke14St6S9Zv8UIe/iURsVYy6cZopBJ5ooggT4NDw2VVfqAUSWxnrc2kEw01FXf0ZXffZfGMkunndVzxi1t/T/LYI//9+5d/I3pO+z0PPLRg3o6p6Jm5QM2aOSNQ6qnnnr/y2uuLCgvxFrkgaKiu6GhNwY2+7EB5XVJrTRJvIQIjsJYCOerjubqlYzOmiBX8HQFSnnq1YEuOHkGCAAkShHjEGzwCIgvmz128cL41RkQgVkQgFrAiArEiAnmDBSzkDRZiBQKxIgKxIgKxAoFYiBURiBUIxELeYAmQ8CggPICER4DwABIErGBc0Qr+AYkpBRIiBG9DvEnwNxMTuYlcAAIgAJIA8QYSbyIBkHgTQeJNJAASbyJIAARBAMSbCIKgiFgRACL4K8E2AgGxDSlFYRiLf1AYkhVrw1f0zlg36oU8/DMRsVYy6cZopBJ5ooggT4NDw2VVfqAUSWxH8tOfOnzJrh8Lh8Nf+eJJoVDou9dcd/ghB93Rf9/GkU0/vWr5WWe39Nx971ln/Nd+++zVfUffF044bsVTz+w4d875l36nuKgIb5ELgobqio7WFNzoyw6U1yW11iTxrwigNY5ZkqtZOlY6RYzFGwiEQ3LHU8U/uX/aVkWPIEGAFI94g0cQIKG1ikYq0svOMkaLCEQgFhARKyIQAayIQARiBSJiAYEIxIpYyJsAKyKAQKyIQCwgb4DYBx8ZXv69H4pYjyRACgkPAOEBJARSUiSnHTw+a6q1gr8LEaM5/OFPxWM5LxSCR4QoHuERnice4REeQdiD9t/73/bb2yhlxcBaES3WihgRA2vFahELMSJGrBVrIMZaAzEiVqwRMbDGioG1IgZirLWwGhAA2hgVKBDE3xAC4g3E34Q8hDwYi39QGJYX1oUvvWPGK5u8kId/JiLWSibdGI1UIk8UEeRpcGi4rMoPlCKJt9DaGGsInnXGfxUUhG/t+uM5sbPu6L9v5V9e8qu/+sPrb1695rUzK0/9fc9df3n5lbqq03ddvOi6m379+J+eCoVCeItcEDRUV3S0puBGX3agvC6ptSaJdxYYfGr3XN3SsRlTxAoKQnL7iuKfDkybUPQ8QPAPBH+jlDq74cz2pijc6L77/gq/yWhDEtsI/pEVHLJzsOzoLXOmGysEEPKwaZzf658+sLKQHt5A/A2JvyOgtTk3WZ+K1uJvBAJABH8lEGwjeJOIYBvBmwSCbQTbiAjeJABEhMT/dPecc8HFhPU8hige4XnwCI8IUUiQmDPdnH7w+C47aGWJ7QpC8uLroSt6S/6yIRzy8C+JiLWSSTdGI5XIE0UEeRocGi6r8gOlSOJfyQUBBAUFBUrrUMjzyIlcUFRU6JFBoMLhsOdRaQ1BKOSFQiG8XS4IGqorOlpTcKMvO1Bel9Rak8S7UhrHLMlFlo7NmW67VxT/6P5pOU2PeHdKqaQfaWuKwY3u3v6aeNoYQxLvTBkcuEgljx2dNVWEGMvhv+8uGfxLYcgD8Y4E0Nqcm6hPRWvhRmfXH+tSbdZakngLEfydFuwx1zQeM7rbXB1oAigMywvrwt/tK3lufajAwzsREWslk26MRiqRJ4oI8jQ4NFxW5QdKkYQDuSBoqK7oaE3Bjb7sQHldUmtNEu9FGRy9JLf7XP3Lh6eOK4Y8vCelVNKPtDXF4EZ3b39NPG2MIYl3ldM8aFFw9nGjRWF8667pAysLC8N4T1qblkR9KloLNzq7evzmdmstSbwzbbDLbN103Ogusw2AF18PXdFb8uLr4XAI70JErJVMujEaqUSeKCLI0+DQcFmVHyhFEg7kgqChuqKjNQU3+rID5XVJrTVJvA/a4g0hgkIqP/4AACAASURBVMT7oZRK+pG2phjc6O7tr4mnjTEk8V60xX47qcIQhl4qCHt4P7Q2LYn6VLQWbnR29fjN7dZaknhXyuLjc0zTcZsJLO+d8dz6UIGHdyci1kom3RiNVCJPFBHkaXBouKzKD5QiCQdyQdBQXdHRmoIbfdmB8rqk1pokHFBKJf1IW1MMbnT39tfE08YYkngftIGABSHB+6O1aUnUp6K1cKOzq8dvbrfWksR70RY7zTQEVm8KhT28JxGxVjLpxmikEnmiiCBPg0PDZVV+oBRJOJALgobqio7WFNzoyw6U1yW11iThgFIq6UfammJwo7u3vyaeNsaQhANam5ZEfSpaCzc6u3r85nZrLUm8D1bwBo94P0TEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpPEdtaKMQbbeB5DoRAAa60xFn9FhEMhY4wICgrCAIwxpOd5xNsppZJ+pK0pBje6e/tr4mljDEk4oLVpSdSnorVwo7Orx29ut9aSxGQTEWslk26MRiqRJ4oI8jQ4NFxW5QdKkYQDuSBoqK7oaE3Bjb7sQHldUmtNEtuISMn0afPmzgEJYMuWsVfXrReRWaWls3eYCRAi2pjVa17daf6ORYWFz77worV2/o5zJ3K5TZtHSeItlFJJP9LWFIMb3b39NfG0MYYktrPWam0AESDkeeFwGIDZBn9FhkNhY4xACsJhklprbxu8ndamJVGfitbCjc6uHr+53VpLEpNNRKyVTLoxGqlEnigiyNPg0HBZlR8oRRIO5IKgobqiozUFN/qyA+V1Sa01SWyjtP7csZ86N+F7oVDJ9Gm/77nrG8uvzOVyDTWVZ33tv8a2jodDoU2bR3/w05s+/akjigoLbrjlttVr1ib9yJXX/vS5latCnoe3UEol/UhbUwxudPf218TTxhiS2MZau9suO3/q3w8RgdZ61cuvPPDwo1qbfffe48D99i4Ih5U2Y2Nbsw8OHXLgftOnTb39jr6tE+NLP3nIqpdXr3p5jecRb6G1aUnUp6K1cKOzq8dvbrfWksR21ooxBtt4HkOhELbT2lhrPM8LhcLGaBEUFIQBGGNIz/OItxARayWTboxGKpEnigjyNDg0XFblB0qRhAO5IGioruhoTcGNvuxAeV1Sa00S2xUXF5XOKCn/8n98+QsnnN120QMPPWKtjZ15xr577XHF1T++uLW5sKCgu7dvxzlzNm7aNKW4eNasmStfXPWDn95UUFBI4q2UUkk/0tYUgxvdvf018bQxhiS20cYcedjBtZX/NXtW6cEH7nft9b/4xuX/nVOq7exYdfkpDz/2xB677wrihz+7ef999jbWZB8cWrf+9a9+5UvnXbT81XUbQh7xFlqblkR9KloLNzq7evzmdmstSWwjIiXTp82bOwckgC1bxl5dtx6AiFhrF+00f96Oczdu3LRq9SuLFy4oKix89oUXrbXzd5w7kctt2jxKEtuJiLWSSTdGI5XIE0UEeRocGi6r8gOlSMKBXBA0VFd0tKbgRl92oLwuqbUmie2MMQsXzL/t+h8orZe1ZIYee5LEDrNKCS6YP/emH37n4m9f/dCjTzTHaulxZGTT9GnTevrufWXNa48+/qSxQuLvlFJJP9LWFIMb3b39NfG0MYYktrPWhkOhb57btO/ee5x19rmr17wqwBdPPH7+3Lk33fq7G6/+9kurX7lv8OEDP7H3yObRgoLwzgt3uuV3t/+h955wOOx5xFtobVoS9aloLdzo7Orxm9uttSSxjdL6c8d+6tyE74VCJdOn/b7nrm8sv9IYA/Krp3yxpvyUoqKiPz/93I23dJadfEJBYcENt9y2es3apB+58tqfPrdyVcjzsJ2IWCuZdGM0Uok8UUSQp8Gh4bIqP1CKJBzIBUFDdUVHawpu9GUHyuuSWmuS2E4bM7W4+Oilh51ZcdqU4uIKP/n6hhEQEHS0po46/NDysxJ/Wf3KtKlT9//EXg1VX315zdppU6aUzJj+g5/+fODh4aLCAmynlEr6kbamGNzo7u2viaeNMSSxnTbmY4sW/vg7F8/bcc53f/izn978a2NsKOQppU7+7Ke/deG5Dc3tQ8Mrzvra6SXTp86eNSsI1CuvvjY2tvUXt/5u4+bRkOdhO61NS6I+Fa2FG51dPX5zu7WWJLYrLi4qnVFS/uX/+PIXTji77aIHHnpERA7Yd+/rv3/Fjb/q/OVtXVvHJ07+7LG7Ll70+saRKcXFs2bNXPniqh/89KaCgkISfyci1kom3RiNVCJPFBHkaXBouKzKD5QiCQdyQdBQXdHRmoIbfdmB8rqk1poktjHGHHnYIccsPWzF089WnPIlevzZL249+TPHdHzn6lAo9OvrvnfLb7sv+vb3PHL6tKkXnnv2I8MrSmfOILBowfw/3H1Pz133FhUVYjulVNKPtDXF4EZ3b39NPG2MIYntwuFwUWHBjBkl50TP+rf9P1G1rHnjps0jGzeFC8JXX37hDqUzq5Y1j2zavHV84vOf+/RpXzx57bp141sndlow77bb//jHvvuKi4qwndamJVGfitbCjc6uHr+53VpLEtsZYxYumH/b9T9QWi9ryQw99qQ2+oxTv3zhucnHnvhzOBy65/4H77pvoP5rp3shb2Rk0/Rp03r67n1lzWuPPv6ksULir0TEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpPENsbaIw87uOq0stLSmRtHRq768Q1Tp0w5/ctfWP69axcumP/Vsv/49jXXPb/yLwAO3Hefo4/45DXX37xwpwVnVpw6MrL5Rzf8csPIiOd52E4plfQjbU0xuNHd218TTxtjSGIbpfUpXzih7mvlL/xl1cEH7NeXHbRiD9hnr/KzGvfec8kN37+i/ZLvXP+rW0Ne6OO77pz5euLKa3+268d2/uRB+08tnvLjG3/5wMOPFRYWYDutTUuiPhWthRudXT1+c7u1liS208ZMLS4+eulhZ1acNqW4qMI/+5VX133ttC9/+8Jzv3X1TzZu3pxedlbs65m77nng4AP3baj66str1k6bMqVkxvQf/PTnAw8PFxUWYBsRsVYy6cZopBJ5ooggT4NDw2VVfqAUSTiQC4KG6oqO1hTc6MsOlNcltdYksZ3W2hg7bdqUiVwAAQltTEE4LCK5ICgqKgp5HgBjrNa6sLDAihhjICgoCJPEWyilkn6krSkGN7p7+2viaWMMSWwjIot2mn/IgfsvXDBv7Wvr7rrn/vnzdpw3Z3b2oaGd5s/be8nu9z/0yObRLSJYtNP8nebv+NBjj5dMn37U4Z/csmXsgYceCZQiie20Ni2J+lS0Fm50dvX4ze3WWpLYxhhz5GGHHLP0sBVPP/vVU74UCnn99w/OmT37d913XnnJBXf03bNx0+bq00/xU+0PPTZ8Sfs5jwyvKJ05g8CiBfP/cPc9PXfdW1RUiG1ExFrJpBujkUrkiSKCPA0ODZdV+YFSJOFALggaqis6WlNwoy87UF6X1FqTxNtZEQIk8QEopZJ+pK0pBje6e/tr4mljDElsZ4xRSnseraAgHLZi31BYWGiMUUoVFRZ6ngfAGKONKSostNYGSpEsLCggibfQ2rQk6lPRWrjR2dXjN7dba0liG2PtkYcdXHVaWWnpzI0jI9//yc/33GP3fZbsfvlV1x528AFfO62suLjo9jvv/tkvOvfbZ49jjjjsmutvXrjTgjMrTh0Z2fyjG365YWTE8zxsIyLWSibdGI1UIk8UEeRpcGi4rMoPlCIJB3JB0FBd0dGaght92YHyuqTWmiQcUEol/UhbUwxudPf218TTxhiScEBr05KoT0Vr4UZnV4/f3G6tJYnttNbG2GnTpkzkAogIIFYKCsJa61AoHA55E0FQWFBgjNVaFxYWWBFjDAQFBWGS2E5ErJVMujEaqUSeKCLI0+DQcFmVHyhFEg7kgqChuqKjNQU3+rID5XVJrTVJOKCUSvqRtqYY3Oju7a+Jp40xJOGA1qYlUZ+K1sKNzq4ev7ndWksSb2dFCJDEW4gIAJJ4H0TEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9aloLdzo7Orxm9uttSQx2UTEWsmkG6ORSuSJIoI8DQ4Nl1X5gVIk4UAuCBqqKzpaU3CjLztQXpfUWpOEA0qppB9pa4rBje7e/pp42hhDEg5obVoS9f9fe3AC3XSdNgz7vrO0RcqiLLLvmyiCjuwoICIICGJnRoitto2l+Te1SUxi7NAW42hUHEdHB3AAWZwBUZE4YqZTsZoIkQQMWsGCiKKyyKLI0i3/33K/c3o+zpnnnPd5HvJ9+XnG83FdHnsRqBEM1WjeKiklIkK6EZGU5Pc57NY8SBESEaQonqjLydd0xhARFEjqeklBbqDCA2qEozFLsYtzjoigAGPMpVkr3aWgRnVtpLDMJ4RARFCAc1HutHnsRaBGMFSjeauklIgI6UZEUpLf57Bb8yBFSESQoniiLidf0xlDRFAgqeslBbmBCg+oEY7GLMUuzjkiggKMMZdmrXSXghrVtZHCMp8QAhFBAc5FudPmsReBGsFQjeatklIiIqQbEUlJfp/Dbs2DFCERQYriibqcfE1nDBFBgaSulxTkBio8oEY4GrMUuzjniAgKMMZcmrXSXQpqVNdGCst8QghEBAU4F+VOm8deBGoEQzWat0pKiYiQbkQkJfl9Drs1D1KERAQpiifqcvI1nTFEBAWSul5SkBuo8IAa4WjMUuzinCMiKMAYc2nWSncpqFFdGyks8wkhEBEU4FyUO20eexGoEQzVaN4qKSUiQroRkZTk9zns1jxIERIRpCieqMvJ13TGEBEUSOp6SUFuoMIDaoSjMUuxi3OOiKAAY8ylWSvdpaBGdW2ksMwnhEBEUIBzUe60eexFoEYwVKN5q6SUiAjpRkRSkt/nsFvzIEVIRJCieKIuJ1/TGUNEUCCp6yUFuYEKD6gRjsYsxS7OOSKCAowxl2atdJeCGtW1kcIynxACEUEBzkW50+axF4EawVCN5q2SUiIipBsRSUl+n8NuzYMUIRFBiuKJupx8TWcMEUGBpK6XFOQGKjygRjgasxS7OOeICAowxlyatdJdCmpU10YKy3xCCEQEBTgX5U6bx14EagRDNZq3SkqJiJBuRCQl+X0OuzUPUoREBCmKJ+py8jWdMUQEBZK6XlKQG6jwgBrhaMxS7OKcIyIowBhzadZKdymoUV0bKSzzCSEQERTgXJQ7bR57EagRDNVo3iopJSJCuhGRlOT3OezWPEgREhGkKJ6oy8nXdMYQERRI6npJQW6gwgNqhKMxS7GLc46IoABjzKVZK92loEZ1baSwzCeEQERQgHNR7rR57EWgRjBUo3mrpJSICOlGRFKS3+ewW/MgRUhEkKJ4oi4nX9MZQ0RQIKnrJQW5gQoPqBGOxizFLs45IoICjDGXZq10l4Ia1bWRwjKfEAIRQQHORbnT5rEXgRrBUI3mrZJSIiKkGxFJSX6fw27NgxQhEUGK4om6nHxNZwwRQYGkrpcU5AYqPKBGOBqzFLs454gICjDGXJq10l0KalTXRgrLfEIIRAQFOBflTpvHXgRqBEM1mrdKSomIkG5EJCX5fQ67NQ9ShEQEKYon6nLyNZ0xRAQFkrpeUpAbqPCAGuFozFLs4pwjIijAGHNp1kp3KahRXRspLPMJIRARFOBclDttHnsRqBEM1WjeKiklIkK6EZGU5Pc57NY8SBESEaQonqjLydd0xhARFEjqeklBbqDCA2qEozFLsYtzjoigAGPMpVkr3aWgRnVtpLDMJ4RARFCAc1HutHnsRaBGMFSjeauklIgI6UZEUpLf57Bb8yBFSESQoniiLidf0xlDRFAgqeslBbmBCg+oEY7GLMUuzjkiggKMMZdmrXSXghrVtZHCMp8QAhFBAc5FudPmsReBGsFQjeatklIiIqQbEUlJfp/Dbs2DFCERQYriibqcfE1nDBFBgaSulxTkBio8oEY4GrMUuzjniAgKMMZcmrXSXQpqVNdGCst8QghEBAU4F+VOm8deBGoEQzWat0pKiYiQbkQkJfl9Drs1D1KERAQpiifqcvI1nTFEBAWSul5SkBuo8IAa4WjMUuzinCMiKMAYc2nWSncpqFFdGyks8wkhEBEU4FyUO20eexGoEQzVaN4qKSUiQroRkZTk9zns1jxIERIRpCieqMvJ13TGEBEUSOp6SUFuoMIDaoSjMUuxi3OOiKAAY8ylWSvdpaBGdW2ksMwnhEBEUIBzUe60eexFoEYwVKN5q6SUiAjpRkRSkt/nsFvzIEVIRJCieKIuJ1/TGUNEUCCp6yUFuYEKD6gRjsYsxS7OOSKCAowxl2atdJeCGtW1kcIynxACEUEBzkW50+axF4EawVCN5q2SUiIipBsRSUl+n8NuzYMUIRFBiuKJupx8TWcMEUGBpK6XFOQGKjygRjgasxS7OOeICAowxlyatdJdCmpU10YKy3xCCEQEBTgX5U6bx14EagRDNZq3SkqJiJBuRCQl+X0OuzUPUoREBCmKJ+py8jWdMUQEBZK6XlKQG6jwgBrhaMxS7OKcIyIowBhzadZKdymoUV0bKSzzCSEQERTgXJQ7bR57EagRDNVo3iopJSJCuhGRlOT3OezWPEgREhGkKJ6oy8nXdMYQERRI6npJQW6gwgNqhKMxS7GLc46IoABjzKVZK92loEZ1baSwzCeEQERQgHNR7rR57EWgRjBUo3mrpJSICOlGRFKS3+ewW/MgRUhEkKJ4oi4nX9MZQ0RQIKnrJQW5gQoPqBGOxizFLs45IoICjDGXZq10l4Ia1bWRwjKfEAIRQQHORbnT5rEXgRrBUI3mrZJSIiKkGxFJSX6fw27NgxQhEUGK4om6nHxNZwwRQYGkrpcU5AYqPKBGOBqzFLs454gICjDGXJq10l0KalTXRgrLfEIIRAQFOBflTpvHXgRqBEM1mrdKSomIkG5EJCX5fQ67NQ9ShEQEKYon6nLyNZ0xRAQFkrpeUpAbqPCAGuFozFLs4pwjIijAGHNp1kp3KahRXRspLPMJIRARFOBclDttHnsRqBEM1WjeKiklIkK6EZGU5Pc57NY8SBESEaQonqjLydd0xhARFEjqeklBbqDCA2qEozFLsYtzjoigAGPMpVkr3aWgRnVtpLDMJ4RARFCAc1HutHnsRaBGMFSjeauklIgI6UZEUpLf57Bb8yBFSESQoniiLidf0xlDRFAgqeslBbmBCg+oEY7GLMUuzjkiggKMMZdmrXSXghrVtZHCMp8QAhFBAc5FudPmsReBGsFQjeatklIiIqQbEUlJfp/Dbs2DFCERQYriibqcfE1nDBFBgaSulxTkBio8oEY4GrMUuzjniAgKMMZcmrXSXQpqVNdGCst8QghEBAU4F+VOm8deBGoEQzWat0pKiYiQbkQkJfl9Drs1D1KERAQpiifqcvI1nTFEBAWSul5SkBuo8IAa4WjMUuzinCMiKMAYc2nWSncpqFFdGyks8wkhEBEUXfhvPAAAIABJREFU4FyUO20eexGoEQzVaN4qKSUiQroRkZTk9zns1jxIERIRpCieqMvJ13TGEBEUSOp6SUFuoMIDaoSjMUuxi3OOiKAAY8ylWSvdpaBGdW2ksMwnhEBEUIBzUe60eexFoEYwVKN5q6SUiAjpRkRSkt/nsFvzIEVIRJCieKIuJ1/TGUNEUCCp6yUFuYEKD6gRjsYsxS7OOSKCAowxl2atdJeCGtW1kcIynxACEUEBzkW50+axF4EawVCN5q2SUiIipBsRSUl+n8NuzYMUIRFBiuKJupx8TWcMEUGBpK6XFOQGKjygRjgasxS7OOeICAowxlyatdJdCmpU10YKy3xCCEQEBTgX5U6bx14EagRDNZq3SkqJiJBuRCQl+X0OuzUPUoREBCmKJ+py8jWdMUQEBZK6XlKQG6jwgBrhaMxS7OKcIyIowBhzadZKdymoUV0bKSzzCSEQERTgXJQ7bR57EagRDNVo3iopJSJCuhGRlOT3OezWPEgREhGkKJ6oy8nXdMYQERRI6npJQW6gwgNqhKMxS7GLc46IoABjzKVZK92loEZ1baSwzCeEQERQgHNR7rR57EWgRjBUo3mrpJSICOlGRFKS3+ewW/MgRUhEkKJ4oi4nX9MZQ0RQIKnrJQW5gQoPqBGOxizFLs45IoICjDGXZq10l4Ia1bWRwjKfEAIRQQHORbnT5rEXgRrBUI3mrZJSIiKkGxFJSX6fw27NgxQhEUGK4om6nHxNZwwRQYGkrpcU5AYqPKBGOBqzFLs454gICjDGXJq10l0KalTXRgrLfEIIRAQFOBflTpvHXgRqBEM1mrdKSomIkG5EJCX5fQ67NQ9ShEQEKYon6nLyNZ0xRAQFkrpeUpAbqPCAGuFozFLs4pwjIijAGHNp1kp3KahRXRspLPMJIRARFOBclDttHnsRqBEM1WjeKiklIkK6EZGU5Pc57NY8SBESEaQonqjLydd0xhARFEjqeklBbqDCA2qEozFLsYtzjoigAGPMpVkr3aWgRnVtpLDMJ4RARFCAc1HutHnsRaBGMFSjeauklIgI6UZEUpLf57Bb8yBFSESQoniiLidf0xlDRFAgqeslBbmBCg+oEY7GLMUuzjkiggKMMZdmrXSXghrVtZHCMp8QAhFBAc5FudPmsReBGsFQjeatklIiIqQbEUlJfp/Dbs2DFCERQYriibqcfE1nDBFBgaSulxTkBio8oEY4GrMUuzjniAgKMMZcmrXSXQpqVNdGCst8QghEBAU4F+VOm8deBGoEQzWat0pKiYiQbkQkJfl9Drs1D1KERAQpiifqcvI1nTFEBAWSul5SkBuo8IAa4WjMUuzinCMiKMAYc2nWSncpqFFdGyks8wkhEBEU4FyUO20eexGoEQzVaN4qKSUiQroRkZTk9zns1jxIERIRpCieqMvJ13TGEBEUSOp6SUFuoMIDaoSjMUuxi3OOiKAAY8ylWSvdpaBGdW2ksMwnhEBEUIBzUe60eexFoEYwVKN5q6SUiAjpRkRSkt/nsFvzIEVIRJCieKIuJ1/TGUNEUCCp6yUFuYEKD6gRjsYsxS7OOSKCAowxl2atdJeCGtW1kcIynxACEUEBzkW50+axF4EawVCN5q2SUiIipBsRSUl+n8NuzYMUIRFBiuKJupx8TWcMEUGBpK6XFOQGKjygRjgasxS7OOeICAowxlyatdJdCmpU10YKy3xCCEQEBTgX5U6bx14EagRDNZq3SkqJiJBuRCQl+X0OuzUPUoREBCmKJ+py8jWdMUQEBZK6XlKQG6jwgBrhaMxS7OKcIyIowBhzadZKdymoUV0bKSzzCSEQERTgXJQ7bR57EagRDNVo3iopJSJCuhGRlOT3OezWPEgREhGkKJ6oy8nXdMYQERRI6npJQW6gwgNqhKMxS7GLc46IoABjzKVZK92loEZ1baSwzCeEQERQgHNR7rR57EWgRjBUo3mrpJSICOlGRFKS3+ewW/MgRUhEkKJ4oi4nX9MZQ0RQIKnrJQW5gQoPqBGOxizFLs45IoICjDGXZq10l4Ia1bWRwjKfEAIRQQHORbnT5rEXgRrBUI3mrZJSIiKkGxFJSX6fw27NgxQhEUGK4om6nHxNZwwRQYGkrpcU5AYqPKBGOBqzFLs454gICjDGXJq10l0KalTXRgrLfEIIRAQFOBflTpvHXgRqBEM1mrdKSomIkG5EJCX5fQ67NQ9ShEQEKYon6nLyNZ0xRAQFkrpeUpAbqPCAGuFozFLs4pwjIijAGHNp1kp3KahRXRspLPMJIRARFOBclDttHnsRqBEM1WjeKiklIkK6EZGU5Pc57NY8SBESEaQonqjLydd0xhARFEjqeklBbqDCA2qEozFLsYtzjoigAGPMpVkr3aWgRnVtpLDMJ4RARFCAc1HutHnsRaBGMFSjeauklIgI6UZEUpLf57Bb8yBFSESQoniiLidf0xlDRFAgqeslBbmBCg+oEY7GLMUuzjkiggKMMZdmrXSXghrVtZHCMp8QAhFBAc5FudPmsReBGsFQjeatklIiIqQbEUlJfp/Dbs2DFCERQYriibqcfE1nDBFBgaSulxTkBio8oEY4GrMUuzjniAgKMMZcmrXSXQpqVNdGCst8QghEBAU4F+VOm8deBGoEQzWat0pKiYiQbkQkJfl9Drs1D1KERAQpiifqcvI1nTFEBAWSul5SkBuo8IAa4WjMUuzinCMiKMAYc2nWSncpqFFdGyks8wkhEBEU4FyUO20eexGoEQzVaN4qKSUiQroRkZTk9zns1jxIERIRpCieqMvJ13TGEBEUSOp6SUFuoMIDaoSjMUuxi3OOiKAAY8ylWSvdpaBGdW2ksMwnhEBEUIBzUe60eexFoEYwVKN5q6SUiAjpRkRSkt/nsFvzIEVIRJCieKIuJ1/TGUNEUCCp6yUFuYEKD6gRjsYsxS7OOSKCAowxl2atdJeCGtW1kcIynxACEUEBzkW50+axF4EawVCN5q2SUiIipBsRSUl+n8NuzYMUIRFBiuKJupx8TWcMEUGBpK6XFOQGKjygRjgasxS7OOeICAowxlyatdJdCmpU10YKy3xCCEQEBTgX5U6bx14EagRDNZq3SkqJiJBuRCQl+X0OuzUPUoREBCmKJ+py8jWdMUQEBZK6XlKQG6jwgBrhaMxS7OKcIyIowBhzadZKdymoUV0bKSzzCSEQERTgXJQ7bR57EagRDNVo3iopJSJCuhGRlOT3OezWPEgREhGkKJ6oy8nXdMYQERRI6npJQW6gwgNqhKMxS7GLc46IoABjzKVZK92loEZ1baSwzCeEQERQgHNR7rR57EWgRjBUo3mrpJSICOlGRFKS3+ewW/MgRUhEkKJ4oi4nX9MZQ0RQIKnrJQW5gQoPqBGOxizFLs45IoICjDGXZq10l4Ia1bWRwjKfEAIRQQHORbnT5rEXgRrBUI3mrZJSIiKkGxFJSX6fw27NgxQhEUGK4om6nHxNZwwRQYGkrpcU5AYqPKBGOBqzFLs454gICjDGXJq10l0KalTXRgrLfEIIRAQFOBflTpvHXgRqBEM1mrdKSomIkG5EJCX5fQ67NQ9ShEQEKYon6nLyNZ0xRAQFkrpeUpAbqPCAGuFozFLs4pwjIijAGHNp1kp3KahRXRspLPMJIRARFOBclDttHnsRqBEM1WjeKiklIkK6EZGU5Pc57NY8SBESEaQonqjLydd0xhARFEjqeklBbqDCA2qEozFLsYtzjoigAGPMpVkr3aWgRnVtpLDMJ4RARFCAc1HutHnsRaBGMFSjeauklIgI6UZEUpLf57Bb8yBFSESQoniiLidf0xlDRFAgqeslBbmBCg+oEY7GLMUuzjkiggKMMZdmrXSXghrVtZHCMp8QAhFBAc5FudPmsReBGsFQjeatklIiIqQbEUlJfp/Dbs2DFCERQYriibqcfE1nDBFBgaSulxTkBio8oEY4GrMUuzjniAgKMMZcmrXSXQpqVNdGCst8QghEBAU4F+VOm8deBGoEQzWat0pKiYiQbkQkJfl9Drs1D1KERAQp+vTzL+5caE0yZkAEBVp0vazo/sd8DlBj58ef/rrAzjg3IIICOmMPP7jokbJiUOP9HbFc20NcCAMiKMC4qPKWOoruBzVC74UfcJQLKQ2IkG6SSEoKVLgX5d0DKUIiYozt2LHj9OnTBkS4BF98dfipP63gXCAiKMA4nzVtSt4984EI/jcEYPgXRC4EwiXZu/+LZ5e/LIRARFBACD535vR77poNl4AAjAYDInIhEC5J4rN9L6xcL6VERFBACPnruTPnz7odLgEBGA0GQBRCIFyS2MefrFi3QUpCREg3arXw7jtnT58Kl4AAzGbztGnT2rVrh0S0d+9er9t967RpXAi4BAZEk8kIgAAESqCUUghB8L8zGo379+//6tChuXPnMs7hEhgQTSYjAAIQKIFSCi4kXAKj0bhv796jR4/eMWsW5xwugcGAJqMRAAEIlEDxL1LCJTAajXsSiZ9++um26dM553AJjAaD0WgAQACC9EMAEP8iJVwCo9G4Ox6/OyfHcu+9SETbt2/fuHHjihUr4Jdp27Zt77333tNPPw2/TFu3bk0kEo8++ij8Mr3x+utff/2175FH4Jdp7dq1586edbpcSEQHDx6MRqMFBQXwy/TZZ599/vnnCxcuhF+mRCLxzTff5OTkwC/Tzp07T58+PXfuXPhlikQiLS0tM2bMQCICACJCRPjFIiJEhF8sIkJE+MUiIkSEXywiwn8hIrjssssAkIjg/wMiSiaTWVlZ8D/Sdd3YCv5T6bpuMpkMBgP83+i6bmwF/3kYY4hoMpng/0YIwTnPzMyE/0i6rhtbwf+opaUlMzMTEUElJCJIBWPMaDQaDAZo9emnnx49evS2224DAJPJZDQaEREAGGNmsxlatbS0vBUM3jFrVps2bcxmMyJCK865yWSCi5LJZGZmJrRijHHODQaD2Ww2GAyQDpxzIURGRgYiAkAymczMzIRWLS0tmzdvnjZtWseOHY2tOOcGg8FsNgNAS0vLW8HgHbNmtWnTxmw2IyK04pybTCa4KJlMZmZmQivGGOfcYDCYzWaDwQBpQkS6rkspjRcR0dtvvz1gwIDBgwahwWAymYhICJGRkYGIALBjxw6T0XjT6NEAYDKZ4CLOuclkglaccwAwmUxwUTKZzMjIQERINyklYywjIwMROeevv/baxEmTru7a1WD8fwAAEUkpjUYjtDpx4sSHH3549913SykzMjLgIsaY2WyGVkTEGMvIyICLdF03toJLhkQEl4aIojt27PnkkwyzecrUqcOGDSOiVStXImJS1wXnx7//vrS0tG3btm+//fa5c+eGDh06bdo0s9m8f//+4JYtw6655vjx4wgwY+bMQYMGhT/44LO9e9u2bTt79mwAeG/btjM//dS2bdv58+c3NzevW7s2Ozu7Xfv2c+fO7dy5M6RDPB5/t6Zm7Nixw665pva9985fuNC5c+c5c+Z06NDhwIEDr23a1Kdv34aGhh9Onx4wYEB2u3b1n39+b27ugAED9u/fH9yyZdg11xw/fhwBZsycOWjQoPAHH3y2d2/btm1nz54NAO9t23bmp5/atm07f/785ubmdWvXZmdnt2vffu7cuZ07d4Y0aWpqevPNN8+ePXvmzJke3bsXLVp09uzZZX/+c4+ePRsuXGhoaGibnT1x4sSaf/5z6NChOb/+tRDizy++aDabjSZTS0vL2LFjx40bd+zo0ep//rOpqWnUqFHjxo3bsX37/gMHOOdjx44dN27cwYMHI5FIU1PT6NGjJ0yYAGn12WefffTRR7qu33LLLaNGjTp8+PBrr73WuVOnlpaWH8+c6dG9e9GiRV9/9VXNu+9yzseNGzd69GgAqK6u/vSTT7p1737+/PkePXrceeediBgKhY4cOdKtW7dZs2YdP3bsw+3bm5qaevToMXfu3JaWlurq6pMnT/bs2XP27Nlt2rSBS4NEBJfm4MGDGzdsuDc39/y5c2+99ZbT5SKi9evX5+bmImIkEvn6q6/spaVr1qzp1q3bDTfc8MYbb4wbN+7WW299dePGNldc0aVz5569etXX13+yZ8/MmTO3bt26YMGCQ4cO7d+/f/78+SdOnuzbt28oFMpu23bQ4MGxWKygoAAR27ZtazQaIR0aGxtr/vnPkydPzpo9+9ixY7169Xpt06YhQ4bMu+uuDRs2dOvWbdSoUadPn35l/fq7c3IGDRq0fPnyW2+9ddy4ca9u3Njmiiu6dO7cs1ev+vr6T/bsmTlz5tatWxcsWHDo0KH9+/fPnz//xMmTffv2DYVC2W3bDho8OBaLFRQUIGLbtm2NRiOkiZTyzJkzjY2Na9asueWWW6ZNmxaNRr/88st58+Y1NTW98sorw4cPv/322yORyN69e71e79GjRzdu2DB6zJiePXs2NTZu2LDB6XJt3LDhmuHDBw4cuGnTplmzZgnOO3fp0tTYuPHVVwsKCja/8cbtM2b069cPEbt27Qrp89WhQ3/bsOHuu+/u0qWLyWTq3LnzO++8wzm/+eabGxoa1qxZM2XKlBtvvPH5556bOnXqVZ06vbZp03333z9o0KAX/vSnIUOHdmm1etWqOXfeeerkya8PH541a1b4gw+ysrJu/NWvmpqaunbtunr16hkzZuzfv799u3a3TJ5MRJ07d87IyIBLg0QEl2bfvn2vv/76gw8+eP78+fJHHnnY50smk0eOHFmwYMHRo0e9Xq/1gQeuHzFi2Z///Eh5eZs2bXbu3LkrHr8/P3/16tWFhYVXXXUVAHz00Ue7du3KzMwcMmTItGnTpJSPLllSYLX279cPAP76179mt23boUOH999/f8KECT169hw5ciQiQpp8+OGH9Z9/btM0aLVs2bKhQ4dOmDhx+bJlVqv1yiuvfOaZZ06fPl1VVZWdnb1s2bIxY8aMGDHizy++WGi1XnXVVQDw0Ucf7dq1KzMzc8iQIdOmTZNSPrpkSYHV2r9fPwD461//mt22bYcOHd5///0JEyb06Nlz5MiRiAhptWbNmt27dj3+xBOdOnVavmzZ5ClTrr322r///e9btmx54oknevXqlUgkdmzf7nA63/773w1G45w5cwDg+LFjf/nLX+bOm/ePUGhxRYXBYHj33Xe/OnRIKykBgOPHjq1atWrkqFH76+snTZp0/sKFG264oUePHpA+W7ZsOXb06HUjRiRbWkaPGdOxY8fly5bNnjNnwIABa9as2b1rV+DJJ7/88stoNOpyuQBg06uvmjMybrzxxlAoVFJSYjAYiOipp56aMmVK7Xvv3Zub279//+PHj69Ytux3FRVt2rQhomeWLr1m+PDExx/ffPPNzS0tffr0uf766+GSIRHBpWGMbXv33X2ff96hQ4eDBw/eNW/e14cPjxo5cuSoUT/99FMsFotGoyNGjPj60KGHPJ7MzMw9icT27dvHjR9fX19///33GwyGzz///NWNGxctWrT1nXdGjRw5cdIkInrssccWLlw4ZMiQbdu27YrHyxwOKeXevXvPnz8f27lzxsyZEydOhDQJh8MH9u+3aRoAbNmy5ZvDh22admD//k/r6goLCwFg97/s2tWSTNrt9tWrV08YP95oMn388cf5+fkGg+Hzzz9/dePGRYsWbX3nnVEjR06cNImIHnvssYULFw4ZMmTbtm274vEyh0NKuXfv3vPnz8d27pwxc+bEiRMhrT777LNdu3adPnXKcu+9wS1bim22Nm3aHDx4cPeuXfsPHHjooYe++eabHdu3LyouXrF8+W9++9tevXqdOnVqxYoV02+7revVV2/atGnx4sWI+OGHH+7Zs8fpdJ46dWrFihUzZsw4e/bsurVr77vvvqbm5s/37StzOK688kpIk7Vr10bCYcu99/5w+vSx48dnz55d+9579tJSg8Hw2Wef7dq168yPP940evSBAwdKSkoAYMuWLUzX27VrB4izZs0CgHXr1jHG7r333qVPP120aFHPnj1Pnz79p+eff6S8PDs7e926dUKI22677RGfb9q0ab169YrH4zPvuGPs2LFwaZCIIBVE9P33369atWrmzJmxnTuLFi06f/5816uvNiBu2LChsbHx9KlTOb/+9bBhw/76yitGkwkR+/XrN378+Pr6+uCWLZZ77+3fv38oFDp8+HBpaem33367cuXKhx9+eM+ePYmPP7ZpWnZ29okTJ7p16wYA69evN5vNFosF0iQcDh/Yv9+macFg8PixYzZNMxqNf/vb3wYNGnTdddclk8lOnTqdOXMmEAgsXrz41VdfvelXv/rm22979+49fvz4+vr64JYtlnvv7d+/fygUOnz4cGlp6bfffrty5cqHH354z549iY8/tmladnb2iRMnunXrBgDr1683m80WiwXSpKmpqaGhoWvXrslk8jG//6abbiKAOXPmnDlzplu3bgBQWVFxf35+Q0NDdMeOKVOmbN+xo6io6MyZM2tefvmWyZPHjx9/7ty5pU8/bdO03r17v/jii4MHDbpp9OiXV6++ZfLk8ePH7927d/26dX949lkA+F15uU3T+vTpA2mybdu22M6dlVVVLS0tgSee6Najx9AhQyZOnHj+/PmuXbu2tLQ85vcvWLjwjTfe8Hg8HTp0WLp06Y033vjll1/OmTPn6quvfv311zlj+QUFAPDiiy8OHDhw1qxZH374YTweLysr2/zGG4yx/IICXdcf8flK7PZBgwatX7cuOzs759e/hkuDRASXRkr51ltv7du3j3M+bdq0ZDJ57ty53/zmN//85z93fvSR0WgkokXFxT+cPv36G28YDIaOHTveeeedf//73x944IFkMln24INZWVlDhgzp0rXr3Llzt7z55okTJ4SUc+fObdOmjcvpvP7666/q1Gn4NddkZGYmPv4Y/8VgyM/P7927N6TJ9u3bv/7qq6HDhvkefnjChAnZ2dkDBg48dvToouLixsbGv/31r83Nzclkctz48bNnz3559eq+ffvuP3AgPz8/mUyWPfhgVlbWkCFDunTtOnfu3C1vvnnixAkh5dy5c9u0aeNyOq+//vqrOnUafs01GZmZiY8/xn8xGPLz83v37g1p8tNPP61du7ahoYHp+qDBgxsuXJh22239+vVbv379ie+/F0L07tPnvvvuq6+v3xWPd+jYsXPnzlOnTv3d7363v75+/PjxGZmZCxYs+O677/4RChkMhqu7dcu9995AIFBfXz9+/PiMzMy77747HovV799PUg4ePHihxWI2myFNGhsbX9248cjRoyTl0KFDjx8/ft/992dlZb388ssNDQ16Mjn82mt/+9vfbtu2LbpjByIOHTZs5MiR4XC4tLT0rbfeeu65526dOtVkNk++5ZYhQ4euXrVKZ8xoNN533311dXV/fPbZqVOnmszmKVOmZGVlvf3220aDITMz8/78/O7du8OlQSKCS9bY2JhMJs1mc7t27bZu3Tpy5Mg+ffoIIRouXBBStr3iisysLABobGxMJpPt27c/duzYvr17Z8+ZI4RoamwkAM65yWRq3769lPLcuXNmszk7O5vpenNLCxEJITIzM7Oysi5cuCClbNu2bWZmJqSPEIKIhBDJZJKIhBDHjx//9ptvZs+ZAwBNTU0tLS0mo7F9hw4AwBj79ttvv/jii9mzZwshmhobCYBzbjKZ2rdvL6U8d+6c2WzOzs5mut7c0kJEQojMzMysrKwLFy5IKdu2bZuZmQlp1dzKaDQCwHvbts25887MzMxkMtnU2IiI7Tt0MBgMQghd1999990xY8Z069atsbGRiDjniJidnW0ymRoaGhhjHTp0MBgMDRcuEADnHBHbtWtnNBrPnj0LAB06dEBESCsp5blz5wwGQ0NDw549e2bNmmU0GptbGY3G9u3bIyIAnD9/XgrR8cord+7caTQax4wZ09zczBiTrdq00nW9oaHhiiuuyMrKam5uZozJVm1aNTQ06LqenZ2dkZEBlwyJCP5fkVIaDAb4HxERIsJ/MCJCRPhvEBEiwn8qIkJE+G9IKQ0GA/xHIiJEhP+NlNJgMMDPBYkILrvsMgAkIrjssssAkIjgsssuA0AigssuuwwAiQguu+wyACQiuOyyywCQiOCyyy4DQCKCyy67DACJCC677DIAJCK47LLLAJCI4LLLLgNAIoI0IYDm5mYiSB1lZmaajEYA+PLLL7/44ouJEydeeeWV586dO3bs2LBhwwwGA7TasWPHV4cOGY3GTp07T5gwoUOHDvDfa2lpeemll06dOvXAAw8MGDAAUrdp06ZevXpNmjQJfkYkBRqMcAmOHDny3XffTZw4EX4WX3755c6PPup69dUzZsw4c+bMd999d8MNN8BFx44d++mnn6677jpoJaWsq6s7ePBg586df/WrX3Xs2BEATp44sWv3bl3Xr7/++sGDBwPAmTNntr37rs4YABgNhqm33vr999/v3bvXYDBceeWVY8eO7dKlC/xckIggTZqamsfcPr+hsdFgMEAqGpta1r249I7bJp84cWLTq68OHTbs2LFjeXl5W958s3fv3pNuvhlaMcYWL17cp0+fwYMHf3Xo0Jdffun1env07AkAnHOTyQQA1MpgMAgh4rt2bdm82eF0du/e3WQycc5NJhO0EkIYjUZqha045yaTCQCklAaDAVqdPn06KysrOzubiAwGA2PMbDbDRVJKg8EAAEIIo9EI6XBi3+aT+94cPP3xKzoNhP8RET2zdOm77767dt263r17M87NJhO0olYGg0FKaTAYoJUQwmg0EhEiAoCU0mAwwL/hnJtMJikltgIAzrnJZIKLjh079v7772//8MM/L1u2b98+t9v90ksvDR06FAAYY06ns2uXLksefRQAiGjDhg379u4dN378sWPHevXsOe+uu2pqat7ZuvWmm27KatMmHotdM3x4YWFhXV3diy+++Nvf/hYRDQbDjTfeuGzZsuz5ZXL2AAALWElEQVTs7BHXX//dt99++sknD7ndAwYMgJ8FEhGkSWNT87UTZ1xoaDAYDJCKxqbmTatemDtzWv3nn+/evfve3Ny1a9b0HzDg9KlTCy0WuEjX9ccff/w3v/nNiBEjAOC5557r36/fLZMnr1q16scffujcubP1gQc456tXr84wm68fOXL79u0fRaPz77571qxZwWDw1KlTmZmZ99133+DBg1/btOngwYO9+/S55ZZbXn/tNaPReOrUqSFDh1555ZWf7Nmj6/pv77ln9OjRwS1b+vXr16t371WrVplNplOnTvXo2VPTNLPZ/NdXXvm8vj47O7tjhw6DhwyZNWsWXLLkhRPJhpMACP8GDXjuu/g3Hz3Pmn5s1/2G/jd7Mtp2ISL4dwhXdOxnymoPAIcPH161alXPnj0zzOaiRYuqq6vNZvNtt90GAJs3bx42bFh9ff3u3bszMzLmzZs3esyYt95664sDB7Kzs+fceefWrVtPfP89ES20WK677rq6Tz/d9NprRNS1SxdzRsb999+v6/rLL7/84w8/dO7cuaCwsEuXLtDq+++//8Mf/hAIBL744gunw3HHHXc85HYbjcYPP/zwuWefnTBxovfhhwGAc15RUTF9+vRp06ZBq6NHjz715JMej6df//4A0NTYWFFRsdBiMZvNW7durayshIt+//vfT5s2bcKECQCwdu1awfkDRUXws0AigjRpbGoecfPMCw2NBoMBUtHY1Pzqyj/dOePW8+fPv7ZpU2ZWlp5MNjU1DR8+3Gw2jxw1qmPHjgCg6/oTTzxxzz33DB8+XAjxmN8/dty4Q4cO9e/ff/r06ZFIZH99/cw77vC43Y8//viwa67ZuXNn+IMPHnK7ly9b1rtPnzlz5uzdu/fvb71VWVX1ZCDQoWPHBx988Pjx406n86knn+zVu7fv4Yc7der0SHl5XV3d1rffXvrMM88/99x1I0YMGTKkRNMCgUC//v2f++Mfx0+YIIWIxWIPlpVJot/7/YMGD3Y6nXBpGn84+OlrC3nLeUQD/FdS6ACEaCTJ0JiBaIT/SgrWvscN181bnpF99V9eeql79+7TbrvN/+ijHq/39KlTGzZufPTRR3/88ccVK1YMHTr0xIkTNpvt1KlTq1etesjtXrly5flz58p/9zuj0Xj69GmDwfDxxx8nEgmHw/HE44/fs2DB8OHDt2/fvm7t2j8vW/bapk0DBw2aPn16JBLZu3ev0+k0mUwAcOTIkeeffz4QCNTX1//9rbcyMjImT5lyww03PPvss126dGlpaXE6ndAqHA5v2bKlf//+Q4YMmTx58u7du3d+9NHvFi+GizZt2nT+3LkJEyc+/dRTd82fD0SdOnWadPPNTz311PTp08eOHQsAS5cu7dOnz4IFC+BngUQEadLY1Dzi5pkXGhoNBgOkorGp+dWVf7pzxq0AcPbs2ePHj+/evRsA9GSyS5cuzc3NCxYuRETO+UMPPdTU1NSje/fz588PHDjwngULnA5H5y5d2rdr19zcbDQaFyxcuHnz5scee8xkMsVisfAHH5Q++OCSJUsefvjhq6++WgixpKrqngULampqxo8bN3HSpIMHD655+eXHn3jCZDK98MILffv2nTdv3qlTp55ZuvSJQOClFSuGX3vtwIED//LSS48/8YTJZHrjjTeam5p++umna4YPv/322wHgrbfeOnHihM1mg0vTdObrfcHilnNHEA3w7xCk0ElwNBhJcoO5DaIBCP6dlKxj7zHXzlv243nmcjimT5/erVu3NzdvnjJ1am5u7u9///s77rjjm8OH0WA4fPjwnkRi4MCBUsrvvvtucUXFu+++O2TIkJkzZ548eXLNmjUtzc0NDQ3NLS2LFi3a9OqrTz39NAA0NDT4/X6bzVZVVdWpU6f27do1Nzcj4pJHH23Xrh0AHDly5Pnnnw8EAvv27Xu3pmbeXXe99tpr3bt3v+rKK7t07Zr4+GOP1wsXnT17NpFI7N69W0o5ZsyY7du3+/1+uGj16tUZGRk33HDD0qefvmv+fCDq1KnTpJtvfszv//a77/r26XP8+PEePXu63e4OHTrAzwKJCNKkoal50E2Tz19oNBgMkIrGpqYt61+aP2s6tNq1a9fXX3/ds2fPpqamKVOmvLx69aLiYpPJpOv6o48+Onny5BtuuMFoNF511VVCCP+jj974q1/NmDHjxx9/BIDm5uZ169b5/X6z2bxz584P3n/f4/U+/vvf3zJ58m233fbVV1/9+cUXH/b5NmzYMGH8+AkTJx48eHDt2rWPPfaY2Wx+4cUX+/frd+edd544ceLZP/zhiUBgxfLlw6+9dtCgQStXrnzsscfMZvPrr7/e1NTUt2/f6n/8w/rAA0T03B//OOL660tLS+GSCb2BtZwDQPg3aDCe//7TL7dVJc8duWrQ9EFTF5sy2xER/FcZV1xlMGVt2LDhkz17bho9GgDO/PhjfX3900uX1tfXb9ywoc0VV7jd7g8++ODA/v0ldjsAnD59evDgwS+88MLw4cNvv/32NzdvPnjwoMfr3bF9++bNm6uWLFm6dOmUKVNGjRoVCYff3rr1+eefX7ly5ciRI2fMmPHjjz8SUe/evRERAI4cOfLcc889+eST+/btC73zTtWSJStXrvwoGl3x0kvRaPSTPXu8Dz8MAEKIL774ol+/fldcccWpU6cqKyu9Xu/q1asnTZo0Z84cAPjkk09WrVz58COPnPnxx61bty5ZsgQu8vv9119//cSJE998881kS4vD6URE+FkgEUGacCG2hXdwzgEQUiGEGPurkd2v7goAp0+f3rx584IFC4jolVde0ZPJ0WPGTJ06FQB0XV+6dOm8efNGjBgBF+2vr9+wcSPTdYPRaLFYsrOz169fv3jxYrPZvGvXrg8jEY/Xu7++ft369YJzKeXcu+6aMnnyc889N2H8+LHjxh06dOhvf/vb4sWLzWbzSy+91Ldv3zvuuOPkyZMvvvBC1ZIlL69ePeyaawYMGLB27drFixebzeYtW7Y0XLiQm5dX/Y9/7N23r0OHDkePHu3fv/8DDzwA6fDTNztOH6zuN9GV0bYz/DcuXLjw9FNPFRQWDhw4EFo988wzo0aNmjp1qmazDb/2WpfLdeHChZdXrz7+/fck5ejRo397zz3Lly8fOnTotGnTvvrqqxXLlxuNRgCQUj751FPffffd1q1bdV1v365dXV3d40888cMPP7zyyitM1w1G4z333DNq1ChodfTo0eXLly9ZsqS+vr6mpuaRRx650KpHjx7vv//+3s8+czidACCECAaDO3fuRADG2OTJk+/Oyfn66683bthw7tw5NBiMRuNd8+aNHTfuk08+CYVCixcvRkRo9fTTT99yyy3jx49vbml59plnpkydOmnSJPhZIBHBfxLxL1JmmM0A0NLSout6+/bt4SJd100mk8FggH/T0tLS0NBgNpvbt29PRJzzjIwMABCtMjIyAKClpaWhoSErKys7OxsAdF03tpJScs4zMjIAgDGGiCaTiYgYYxkZGYwxg8GAiJzzjIwMAOCcE1FDQ8Pu3buvvvpqA+KGjRtnz5598803w89FSqnrelZWFlzEOZdSZmRk6LpuMBhMJhMASCnPnj0LAO3atTObzYwxg8FgNBoBoLm5ubGx8YorrjCbzSaTaffu3Xoy2alz588+++zAgQPl5eUZGRktLS0NDQ1ms7l9+/aICK2ISNf1zMxMKSXnPCMjAy4SQkgpzWYztCKi8+fPM8bMZnOHDh2glRDi3LlzRJSdnZ2ZmQkAUkrOeUZGBlyk67qxFQBwzoUQmZmZ8LNAIoLLUnTu3Ll3tm797sgRIBp2zTVz5swxm83wixWPx3ds355MJttmZ9999929e/eG/1/6PwoII9+B2TW/AAAAAElFTkSuQmCC)

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LUMENT

## Weighted Average Risk Rating (2)

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

Line chart

5.0%

100%

4.0%

80%

3.0%

60%

2.0%

40%

1.0%

20%

0.0%

0%

5

4

3

2

1

0

## Q2 2026 Capital Structure Overview

Primary sources of financing include a CRE CLO (2025-FL3 CLO), secured financing agreements, preferred stock, and a corporate term loan.

## Capital Structure Composition (1)

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

Pie chart

## Capital Structure Detail

Capital Structure Detail ($ in millions)

| Secured Financings(2)          | Maturity Date   | Rate      | Advance Rate   | Amount   |
|--------------------------------|-----------------|-----------|----------------|----------|
| LMNT 2025-FL3                  | July 2043       | S + 1.91% | 88.1%          | $585.0   |
| Secured financing agreements   | Various         | Various   | Various        | $273.0   |
| Credit Facilities              |                 |           |                |          |
| Term Loan(3)                   | February 2030   | 9.75%     |                | $50.0    |
| Total Debt                     |                 |           |                | $908.0   |
| Equity                         |                 |           |                |          |
| Preferred Equity(4)            | N/A             | 7.875%    |                | $60.0    |
| Book Value of Common Equity(5) | N/A             |           |                | $144.7   |
| Total Capitalization(1)        |                 |           |                | $1,112.7 |

1c3b154b97076b0e-p11-t1

4ee9dc9b

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## Net Interest Income Sensitivity to Shifts in Term SOFR

- 100% floating-rate loan portfolio.
- 100% of portfolio is indexed to 30-day term SOFR.

## Floating-Rate Exposure (1)

Net Interest Income Per Share Sensitivity to Change in SOFR (4)

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(3) Comprised of secured financing arrangements and outstanding securitization notes related to 2025-FL3, all of which are indexed to one-month SOFR. Figure reflects par value of notes. (4) Annualized impact per common share. Assumes starting 30-day term SOFR of 3.65%. Our loan assets feature rate floors which partially mitigate the adverse earnings impact of declines in SOFR.

## Appendix

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

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## 6/30/2026 CRE Loan Portfolio Details

6/30/2026 CRE Loan Portfolio Details

|   # | Loan Name   | Closing Date   | Maturity Date   | Property Type   | City            | State   |   Unpaid Principal Balance | Note Spread   | Unamortized Discount/Premium   | As-Is LTV at Origination(1)   |
|-----|-------------|----------------|-----------------|-----------------|-----------------|---------|----------------------------|---------------|--------------------------------|-------------------------------|
|   1 | Loan 1      | 12/20/2024     | 1/5/2028        | Multifamily     | Olympia         | WA      |                 59,836,911 | 3.75%         | 0                              | 68.49%                        |
|   2 | Loan 2      | 12/16/2021     | 7/6/2026        | Multifamily     | Multi           | FL      |                 51,375,000 | 3.16%         | 0                              | 71.70%                        |
|   3 | Loan 3      | 12/23/2024     | 1/5/2027        | Multifamily     | Macon           | GA      |                 36,800,000 | 2.90%         | 0                              | 66.10%                        |
|   4 | Loan 4      | 1/16/2025      | 8/5/2026        | Multifamily     | Noblesville     | IN      |                 36,000,000 | 2.70%         | 0                              | 67.57%                        |
|   5 | Loan 5      | 1/29/2025      | 2/5/2027        | Multifamily     | Manchaca        | TX      |                 35,500,000 | 3.00%         | 0                              | 52.21%                        |
|   6 | Loan 6      | 10/27/2025     | 11/5/2027       | Multifamily     | Columbus        | OH      |                 33,333,333 | 2.35%         | 0                              | 75.00%                        |
|   7 | Loan 7      | 3/22/2022      | 4/5/2027        | Multifamily     | Seneca          | SC      |                 31,627,625 | 3.35%         | (153,214)                      | 74.54%                        |
|   8 | Loan 8      | 6/28/2022      | 4/5/2027        | Multifamily     | Dallas          | TX      |                 29,623,930 | 3.40%         | (154,963)                      | 71.59%                        |
|   9 | Loan 9      | 4/3/2025       | 4/5/2027        | Multifamily     | Lockport        | IL      |                 27,500,000 | 2.81%         | 0                              | 64.50%                        |
|  10 | Loan 10     | 11/2/2021      | 7/6/2026        | Multifamily     | Melbourne       | FL      |                 26,049,291 | 3.21%         | 0                              | 72.09%                        |
|  11 | Loan 11     | 9/17/2024      | 10/5/2026       | Multifamily     | Marysville      | OH      |                 25,500,000 | 2.85%         | 0                              | 73.80%                        |
|  12 | Loan 12     | 4/27/2022      | 11/5/2026       | Multifamily     | North Brunswick | NJ      |                 24,525,000 | 3.40%         | 0                              | 79.90%                        |
|  13 | Loan 13     | 8/26/2021      | 8/5/2027        | Multifamily     | Clarkston       | GA      |                 24,468,032 | 3.61%         | 0                              | 79.00%                        |
|  14 | Loan 14     | 10/18/2021     | 8/5/2026        | Multifamily     | Cherry Hill     | NJ      |                 23,348,000 | 3.11%         | 0                              | 72.40%                        |
|  15 | Loan 15     | 6/30/2026      | 7/5/2029        | Multifamily     | Phoenix         | AZ      |                 23,125,000 | 2.50%         | 0                              | 65.00%                        |
|  16 | Loan 16     | 8/26/2021      | 3/6/2027        | Multifamily     | Union City      | GA      |                 22,872,354 | 3.46%         | 0                              | 70.40%                        |
|  17 | Loan 17     | 11/16/2021     | 3/6/2026        | Multifamily     | Dallas          | TX      |                 21,916,753 | 3.31%         | 0                              | 73.54%                        |
|  18 | Loan 18     | 8/31/2021      | 8/5/2026        | Multifamily     | Houston         | TX      |                 21,644,684 | 3.41%         | 0                              | 74.20%                        |
|  19 | Loan 19     | 3/22/2022      | 4/5/2027        | Multifamily     | York            | PA      |                 21,442,771 | 3.30%         | (137,201)                      | 79.17%                        |
|  20 | Loan 20     | 11/29/2022     | 12/31/2026      | Healthcare      | Glendale        | WI      |                 20,360,000 | 4.00%         | 0                              | 45.00%                        |
|  21 | Loan 21     | 11/5/2021      | 6/5/2027        | Multifamily     | Orlando         | FL      |                 19,625,274 | 3.11%         | 0                              | 78.05%                        |
|  22 | Loan 22     | 2/18/2026      | 3/5/2029        | Multifamily     | Holt            | MI      |                 19,500,000 | 3.10%         | 0                              | 76.30%                        |
|  23 | Loan 23     | 2/11/2022      | 3/6/2026        | Multifamily     | Tampa           | FL      |                 19,445,670 | 3.60%         | 0                              | 77.99%                        |
|  24 | Loan 24     | 11/21/2022     | 12/31/2026      | Healthcare      | Houston         | TX      |                 18,920,000 | 4.00%         | 0                              | 67.00%                        |
|  25 | Loan 25     | 11/10/2022     | 12/31/2026      | Healthcare      | Austin          | TX      |                 18,590,000 | 4.00%         | 0                              | 65.00%                        |
|  26 | Loan 26     | 2/2/2022       | 7/4/2026        | Multifamily     | Houston         | TX      |                 17,936,729 | 3.50%         | 0                              | 77.50%                        |

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(1) LTV as of the date the loan was originated by an affiliate. LTV has not been updated for any subsequent draws or loan modifications and is not reflective of any changes in value which may have occurred subsequent to the origination date.

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

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## 6/30/2026 CRE Loan Portfolio Details

6/30/2026 CRE Loan Portfolio Details

| #               | Loan Name   | Closing Date   | Maturity Date   | Property Type   | City           | State   |   Unpaid Principal Balance | Note Spread   | Unamortized Discount/Premium   | As-Is LTV at Origination(1)   |
|-----------------|-------------|----------------|-----------------|-----------------|----------------|---------|----------------------------|---------------|--------------------------------|-------------------------------|
| 27              | Loan 27     | 11/23/2021     | 12/4/2026       | Multifamily     | Orange         | NJ      |                 17,781,968 | 3.31%         | 0                              | 78.00%                        |
| 28              | Loan 28     | 3/26/2025      | 4/5/2027        | Multifamily     | Kannapolis     | NC      |                 17,780,000 | 2.91%         | 0                              | 60.40%                        |
| 29              | Loan 29     | 12/20/2024     | 7/5/2026        | Multifamily     | Lafayette      | IN      |                 17,010,000 | 2.85%         | 0                              | 68.00%                        |
| 30              | Loan 30     | 3/31/2022      | 4/5/2026        | Multifamily     | Tallahassee    | FL      |                 16,956,276 | 3.00%         | (95,685)                       | 74.80%                        |
| 31              | Loan 31     | 3/28/2025      | 4/5/2027        | Multifamily     | Lansing        | MI      |                 16,500,000 | 2.90%         | 0                              | 73.50%                        |
| 32              | Loan 32     | 7/31/2025      | 8/4/2028        | Multifamily     | Oswego         | IL      |                 16,237,935 | 4.15%         | 0                              | 64.70%                        |
| 33              | Loan 33     | 12/29/2021     | 1/6/2027        | Multifamily     | Multi          | NC      |                 16,075,387 | 3.96%         | 0                              | 59.90%                        |
| 34              | Loan 34     | 11/21/2022     | 12/31/2026      | Healthcare      | Southlake      | TX      |                 15,735,000 | 4.00%         | 0                              | 48.00%                        |
| 35              | Loan 35     | 4/27/2022      | 5/5/2026        | Multifamily     | Houston        | TX      |                 14,171,704 | 3.70%         | 0                              | 79.60%                        |
| 36              | Loan 36     | 4/12/2021      | 5/5/2025        | Multifamily     | Cedar Park     | TX      |                 13,666,721 | 3.86%         | 0                              | 66.70%                        |
| 37              | Loan 37     | 6/3/2025       | 6/4/2027        | Multifamily     | Bound Brook    | NJ      |                 13,510,000 | 3.95%         | 0                              | 67.60%                        |
| 38              | Loan 38     | 7/26/2022      | 8/5/2027        | Multifamily     | Atlanta        | GA      |                 12,905,495 | 3.65%         | (91,960)                       | 65.15%                        |
| 39              | Loan 39     | 5/12/2022      | 6/5/2025        | Multifamily     | Ypsilanti      | MI      |                 11,926,591 | 3.50%         | (58,275)                       | 68.40%                        |
| 40              | Loan 40     | 10/10/2024     | 11/5/2026       | Multifamily     | Cottonwood     | AZ      |                 11,550,000 | 3.25%         | 0                              | 38.50%                        |
| 41              | Loan 41     | 1/25/2022      | 6/9/2027        | Multifamily     | Corpus Christi | TX      |                 11,261,792 | 3.55%         | (32,101)                       | 78.76%                        |
| 42              | Loan 42     | 10/28/2021     | 11/6/2026       | Multifamily     | Tampa          | FL      |                 11,202,535 | 3.06%         | 0                              | 75.70%                        |
| 43              | Loan 43     | 5/3/2022       | 7/6/2026        | Multifamily     | Port Richey    | FL      |                 10,818,945 | 3.55%         | (65,128)                       | 79.05%                        |
| 44              | Loan 44     | 9/30/2021      | 10/6/2026       | Multifamily     | Clearfield     | UT      |                  9,815,615 | 3.26%         | 0                              | 67.98%                        |
| 45              | Loan 45     | 7/14/2022      | 8/5/2026        | Multifamily     | Bradenton      | FL      |                  9,429,206 | 3.90%         | (26,777)                       | 74.40%                        |
| 46              | Loan 46     | 4/15/2024      | 5/5/2026        | Healthcare      | Multi          | ID      |                  8,500,000 | 4.65%         | 0                              | 54.00%                        |
| 47              | Loan 47     | 5/28/2026      | 6/5/2028        | Multifamily     | Des Moines     | IA      |                  8,100,000 | 1.75%         | 0                              | 72.03%                        |
| 48              | Loan 48     | 12/19/2025     | 1/5/2028        | Multifamily     | San Antonio    | TX      |                  6,960,000 | 2.75%         | 0                              | 76.50%                        |
| 49              | Loan 49     | 10/7/2022      | 11/5/2026       | Multifamily     | Fairborn       | OH      |                  6,816,701 | 4.10%         | 0                              | 79.10%                        |
| 50              | Loan 50     | 12/19/2024     | 1/5/2027        | Multifamily     | Bellflower     | CA      |                  5,987,732 | 3.00%         | 0                              | 30.40%                        |
| 51              | Loan 51     | 10/27/2025     | 11/5/2027       | Multifamily     | Columbus       | OH      |                  3,100,000 | 2.35%         | 0                              | 75.00%                        |
| Total / Average |             |                |                 |                 |                |         |              1,014,665,959 | 3.30%         | (815,304)                      | 69.33%                        |

1c3b154b97076b0e-p15-t1

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(1) LTV as of the date the loan was originated by an affiliate. LTV has not been updated for any subsequent draws or loan modifications and is not reflective of any changes in value which may have occurred subsequent to the origination date.

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

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Consolidated Balance Sheets

| Consolidated Balance Sheets   |
|-------------------------------|

1c3b154b97076b0e-p16-t1

6ef1ac4a

## Consolidated Balance Sheets

|                                                                                                                                                                                                                                                             | June 30, 2026()   | December 31, 2025(1)   |
|-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|-------------------|------------------------|
|                                                                                                                                                                                                                                                             | (unaudited)       | (unaudited)            |
| ASSETS                                                                                                                                                                                                                                                      |                   |                        |
| Cash and cash equivalents                                                                                                                                                                                                                                   | s 28,979,474 $    | 23,112,995             |
| Restricted cash                                                                                                                                                                                                                                             | 25,698,479        | 3,505,087              |
| Commercial mortgage loans held-for-investment, at amortized cost                                                                                                                                                                                            | 1,012,913,408     | 1,136,706,113          |
| Less: Allowance for credit losses                                                                                                                                                                                                                           | (21,248,582)      | (22,658,121)           |
| Commercial mortgage loans held-for-investment, net of allowance for credit losses                                                                                                                                                                           | 991,664,826       | 1,114,047,992          |
| Real estate owned, held-for-investment, net                                                                                                                                                                                                                 | 50,724,969        | 26,839,010             |
| Real estate owned, held-for-sale                                                                                                                                                                                                                            | 10,877,081        | 24,099,072             |
| Mortgage servicing rights, at fair value                                                                                                                                                                                                                    | 506,733           | 554,246                |
| Accrued interest receivable                                                                                                                                                                                                                                 | 4,509,561         | 5,428,255              |
| Investment related receivable                                                                                                                                                                                                                               |                   | 15,449,323             |
| Other assets                                                                                                                                                                                                                                                | 2,498,076         | 2,944,179              |
| Total assets                                                                                                                                                                                                                                                | S 1,115,459,199   | S 1,215,980,159        |
| LIABILITIES AND EQUITY                                                                                                                                                                                                                                      |                   |                        |
| LIABILITIES                                                                                                                                                                                                                                                 |                   |                        |
| Securitized debt obligations, net                                                                                                                                                                                                                           | 580,686,518       | 748,433,484            |
| Secured financing agreements, net                                                                                                                                                                                                                           | 271,140,326       | 191,943,220            |
| Secured term loan, net                                                                                                                                                                                                                                      | 49,667,476        | 47,719,278             |
| Accrued interest payable                                                                                                                                                                                                                                    | 1,424,740         | 1,869,876              |
| Dividends payable                                                                                                                                                                                                                                           | 3,096,945         | 3,093,470              |
| Fees and expenses payable to Manager                                                                                                                                                                                                                        | 3,065,049         | 1,428,500              |
| Other liabilities                                                                                                                                                                                                                                           | 1,559,776         | 2,405,613              |
| Total liabilities                                                                                                                                                                                                                                           | 910,640,830       | 996,893,441            |
| COMMITMENTS AND CONTINGENCIES (NOTE 12)                                                                                                                                                                                                                     |                   |                        |
| EQUITY                                                                                                                                                                                                                                                      |                   |                        |
| Preferred Stock: par value $0.01 per share; 50,000,000 shares authorized; 7.875% Series A Cumulative Redeemable, $60,000,000 aggregate liquidation preference, 2,400,000 shares issued and outstanding at Jume 30, 2026 and December 31, 2025, respectively | 57,254,935        | 57,254,935             |
| Common Stock: par value $0.01 per share; 450,000,000 shares authorized, 52,486,129 and 52,399,265 shares issued and outstanding, at June 30, 2026 and December 31, 2025, respectively                                                                       | 524,864           | 523,995                |
| Additional paid-in capital                                                                                                                                                                                                                                  | 314,993,330       | 314,889,201            |
| Cumulative distributions to stockholders                                                                                                                                                                                                                    | (227,525,727)     | (220,958,702)          |
| Accumulated earmings                                                                                                                                                                                                                                        | 59,471,467        | 67,277,789             |
| Total stockholders' equity                                                                                                                                                                                                                                  | 204,718,869       | 218,987,218            |
| Noncontrolling interests                                                                                                                                                                                                                                    | s 99,500          | 99,500                 |
| Total equity                                                                                                                                                                                                                                                | S 204,818,369     | S 219,086,718          |
| Total liabilities and equity                                                                                                                                                                                                                                | S 1,115,459,199   | S 1,215,980,159        |

(1) Our consolidated balance sheets include assets and liabilities of consolidated variable interest entities ("VIEs") as the Company was the primary beneficiary of these VIEs. As of June 30, 2026 and December 31, 2025, assets of consolidated VIEs totaled $662,520,376 and $889,507,091, respectively, and the liabilities of consolidated VIEs totaled $581,587,437 and $750,274,556, respectively. See Note 4 for further discussion.

Consolidated Statement of Income

| Consolidated Statement of Income   |
|------------------------------------|

1c3b154b97076b0e-p17-t1

f1058564

## Consolidated Statement of Income

|                                                                           | Three Months Ended June 30, 2026   | Three Months Ended June 30, 2025   | Six Months Ended June 30, 2026   | Six Months Ended June 30, 2025   |
|---------------------------------------------------------------------------|------------------------------------|------------------------------------|----------------------------------|----------------------------------|
| Revenues:                                                                 |                                    |                                    |                                  |                                  |
| Interest income:                                                          |                                    |                                    |                                  |                                  |
| Commercial mortgage loans held-for-investment                             | $ 18,946,403                       | 19,976,355                         | $ 39,847,945                     | $ 41,661,245                     |
| Cash and cash equivalents                                                 | 102,828                            | 602,563                            | 268,675                          | 1,227,530                        |
| Interest expense:                                                         |                                    |                                    |                                  |                                  |
| Securitized debt obligations                                              | (8,582,040)                        | (12,646,774)                       | (18,957,805)                     | (26,283,248)                     |
| Secured financing agreements                                              | (4,700,649)                        |                                    | (8,555,754)                      |                                  |
| Secured term loan                                                         | (1,263,812)                        | (971,365)                          | (2,403,653)                      | (1,910,214)                      |
| Net interest income                                                       | 4,502,730                          | 6,960,779                          | 10,199,408                       | 14,695,313                       |
| Expenses:                                                                 |                                    |                                    |                                  |                                  |
| Management and incentive fees                                             | 1,088,516                          | 1,302,526                          | 2,183,516                        | 2,415,840                        |
| General and administrative expenses                                       | 1,409,608                          | 1,006,961                          | 2,476,345                        | 1,931,021                        |
| Operating expenses reimbursable to Manager                                | 623,404                            | 494,801                            | 1,089,835                        | 8921                             |
| Other operating expenses                                                  | 622,726                            | 240,527                            | 1,539,898                        | 280,536                          |
| Compensation expense                                                      | 111,250                            | 111,250                            | 222,500                          | 222,500                          |
| Total expenses                                                            | 3,855,504                          | 3,156,065                          | 7,512,094                        | 5,749,318                        |
| Other income and expense:                                                 |                                    |                                    |                                  |                                  |
| Provision for credit losses, net                                          | (8,625,695)                        | (94,768)                           | (7,893,322)                      | (5,792,429)                      |
| Net (expense) from real estate owned operations                           | (210,847)                          |                                    | (302,253)                        |                                  |
| Gain on sale of real estate owned                                         | 145,435                            |                                    | 145,435                          |                                  |
| Real estate owned impairment expense                                      |                                    |                                    | (1,350,435)                      |                                  |
| Change in unrealized (loss) on mortgage servicing rights                  | (17,268)                           | (36,456)                           | (47,513)                         | (58,974)                         |
| Loss on extinguishment of debt                                            |                                    |                                    | (1,152,861)                      |                                  |
| Servicing income, net                                                     | 37,499                             | 13,199                             | 91,920                           | 78,079                           |
| Total other income and expense                                            | (8.670.876)                        | (118,025)                          | (10,509,029)                     | (5,773,324)                      |
| Net (loss) income before provision for income taxes                       | (8,023,650)                        | 3,686,689                          | (7,821,715)                      | 3,172,671                        |
| Benefit from (provision for) income taxes                                 | 10,745                             | 4.084                              | 15,393                           | (4.466)                          |
| Net (loss) income                                                         | (8,012,905)                        | 3,690,773                          | (7,806,322)                      | 3,168,205                        |
| Dividends accrued to preferred stockholders                               | (1,185,043)                        | (1,185,042)                        | (2,370,001)                      | (2,370,000)                      |
| Net (loss) income attributable to common stockholders                     | S (9.197,948)                      | S 2,505,731                        | $ (10,176,323)                   | $ 798.205                        |
| Eamings per share:                                                        |                                    |                                    |                                  |                                  |
| Net (loss) income attributable to common stockholders (basic and diluted) | S (9,197,948)                      | S 2,505,731                        | $ (10,176,323)                   | $ 798,205                        |
| Weighted average number of shares of common stock outstanding             | 52,459,976                         | 52,332,304                         | 52,430,232                       | 52,321,157                       |
| Basic and diluted income per share                                        | S (0.18) $                         | 0.05                               | (0.19)                           | S 0.02                           |
| Dividends declared per share of common stock                              | $ 0.04                             | S 0.06                             | $ 0.08                           | $ 0.14                           |

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Logo

## Detailed Walk of Allowance for Loan Losses

|                                              | Three months ended   | Three months ended   | Six months ended   | Six months ended   |
|----------------------------------------------|----------------------|----------------------|--------------------|--------------------|
|                                              | June 30, 2026        | June 30, 2025        | June 30, 2026      | June 30, 2025      |
| Ao o  e ss  oe od                            | 19,543,903           | 17,060,194           | 22,658,121         | 11,320,220         |
| Provision for credit losses                  | 8,625,695            | 102,459              | 7,893,322          | 5,842,433          |
| Charge-offs                                  | (6,921,016)          | (2,910,385)          | (9,302,861)        | (2,910,385)        |
| Allowance for credit losses at end of period | 21,248,582           | 14,252,268           | 21,248,582         | 14,252,268         |

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

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## Reconciliation of Net Income to Distributable Earnings

Reconciliation of Net Income to Distributable Earnings

| GAAP to Distributable Earnings Reconciliation                       | For the Three Months Ended September 30, 2025   | For the Three Months Ended December 31, 2025   | For the Three Months Ended March 31, 2026   | For the Three Months Ended June 30, 2026   |
|---------------------------------------------------------------------|-------------------------------------------------|------------------------------------------------|---------------------------------------------|--------------------------------------------|
| Reconciliation of GAAP to non-GAAP Information                      |                                                 |                                                |                                             |                                            |
| Net income attributable to common stockholders                      | $658,597                                        | $(8,942,111)                                   | $(978,375)                                  | $(9,197,948)                               |
| Adjustments for non-Distributable earnings                          |                                                 |                                                |                                             |                                            |
| Unrealized losses (gains) on mortgage servicing rights              | 24,700                                          | 11,367                                         | 30,245                                      | 17,268                                     |
| (Release of) credit losses                                          | (29,660)                                        | 8,628,158                                      | (732,373)                                   | 8,625,695                                  |
| Realized gain (loss) loss on sale of real estate owned              | 0                                               | (200,196)                                      | 0                                           | (3,267,833)                                |
| Realized gain (loss) on mortgage loans                              | 0                                               | 0                                              | 0                                           | (1,841,615)                                |
| Depreciation of real estate owned                                   | 344,785                                         | 295,698                                        | 304,885                                     | 390,272                                    |
| Real estate owned impairment expense                                | 0                                               | 0                                              | 1,350,435                                   | 0                                          |
| Loss on extinguishment of debt                                      | 0                                               | 0                                              | 1,152,861                                   | 0                                          |
| Subtotal                                                            | 339,825                                         | 8,735,027                                      | 2,106,053                                   | 3,923,787                                  |
| Other Adjustments                                                   |                                                 |                                                |                                             |                                            |
| Adjustment for income taxes                                         | (2,902)                                         | 6,629                                          | (4,648)                                     | (10,745)                                   |
| Subtotal                                                            | (2,902)                                         | 6,629                                          | (4,648)                                     | (10,745)                                   |
| Distributable Earnings                                              | $995,520                                        | $(200,455)                                     | $1,123,030                                  | $(5,284,906)                               |
| Weighted average shares outstanding, basic and diluted              | 52,352,594                                      | 52,372,810                                     | 52,400,158                                  | 52,459,976                                 |
| Distributable Earnings per share of common stock, basic and diluted | $0.02                                           | $(0.00)                                        | $0.02                                       | $(0.10)                                    |

1c3b154b97076b0e-p19-t1

e7382287

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

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

Calendar

## Detailed Walk of Capitalization as of 6/30/2026

LFT Capitalization Reconciliation (in 000's)

| LFT Capitalization Reconciliation (in 000's)       | 6/30/2026   |
|----------------------------------------------------|-------------|
| Total GAAP liabilities and stockholders' equity(1) | $1,115,360  |
| Adjustments for Capitalization                     |             |
| ( - ) Accrued interest payable                     | (1,425)     |
| ( - ) Dividends payable                            | (3,097)     |
| ( - ) Fees and expenses payable to Manager         | (3,065)     |
| ( - ) Other accounts payable and accrued expenses  | (1,560)     |
| ( + ) Other capitalized financing & issuance costs | 6,486       |
| LFT Capitalization                                 | $1,112,699  |

1c3b154b97076b0e-p20-t1

9e231c44

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## Book Value Per Share of Common Stock as of 6/30/2026

Book Value Per Common Share (in 000's)

| Book Value Per Common Share (in 000's)   | June 30, 2026   |
|------------------------------------------|-----------------|
| Total stockholders' equity               | $204,818        |
| ( - ) Preferred equity(1)                | (60,000)        |
| ( - ) Non-controlling interest           | (100)           |
| Common equity                            | $144,719        |
| Shares outstanding                       | 52,486          |
| Book Value Per Share of Common Stock     | $2.76           |

1c3b154b97076b0e-p21-t1

ff551814

1

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## Key Definitions

'Book Value Per Share of Common Stock' is calculated as: a) total stockholders' equity computed in accordance with GAAP less the value of the issued and outstanding preferred stock at its stated liquidation preference of $25.00 per share, divided by b) the weighted average number of shares of common stock issued and outstanding during the period, basic and diluted.

'Distributable Earnings' is a non-GAAP measure, which we define as GAAP net income (loss) attributable to holders' of common stock, or, without duplication, owners of the Company's subsidiaries, computed in accordance with GAAP, including realized losses not otherwise included in GAAP net income (loss) and excluding (i) non-cash equity compensation, (ii) depreciation and amortization, (iii) any unrealized gains or losses or other similar non-cash items that are included in net income for that applicable reporting period, regardless of whether such items are included in other comprehensive income (loss) or net income (loss), and (iv) one-time events pursuant to changes in GAAP and certain material non-cash income or expense items after discussions with the Company's board of directors and approved by a majority of the Company's independent directors. We also add back one-time charges such as acquisition costs and one-time gains/losses on the early extinguishment of debt and redemption of preferred stock. Distributable Earnings mirrors how we calculate Core Earnings pursuant to the terms of our management agreement between our Manager and us, or our Management Agreement, for purposes of calculating the incentive fee payable to our Manager. While Distributable Earnings excludes the impact of any unrealized provisions for credit losses, any loan losses are charged off and realized through Distributable Earnings when deemed non-recoverable.  Non-recoverability is determined (i) upon the resolution of a loan (i.e. when the loan is repaid, fully or partially, or in the case of foreclosures, when the underlying asset is sold), or (ii) with respect to any amount due under any loan, when such amount is determined to be non-collectible.

We believe that Distributable Earnings provides meaningful information to consider in addition to our net income (loss) and cash flows from operating activities determined in accordance with GAAP. We believe Distributable Earnings is a useful financial metric for existing and potential future holders of our common stock as historically, over time, Distributable Earnings has been a strong indicator of our dividends per share. As a REIT, we generally must distribute annually at least 90% of our taxable income, subject to certain adjustments, and therefore we believe our dividends are one of the principal reasons stockholders may invest in our common stock. Refer to Note 16 to our consolidated financial statements for further discussion of our distribution requirements as a REIT. Furthermore, Distributable Earnings help us to evaluate our performance excluding the effects of certain transactions and GAAP adjustments that we believe are not necessarily indicative of our current loan portfolio and operations and is a performance metric we consider when declaring our dividends.

Distributable Earnings does not represent net income (loss) or cash generated from operating activities and should not be considered as an alternative to GAAP net income (loss), or an indication of GAAP cash flows from operations, a measure of our liquidity, or an indication of funds available for our cash needs. In addition, our methodology for calculating Distributable Earnings may differ from the methodologies employed by other companies to calculate the same or similar performance measures, and accordingly, our reported Distributable Earnings may not be comparable to the Distributable Earnings reported by other companies.

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

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## August 2026