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"orig": "This presentation contains \"forward-looking statements\" within the meaning of the Private Securities Litigation Reform Act of 1995 that are based on management's current expectations, assumptions and beliefs. Forward-looking statements can often be identified by words such as \"anticipate\", \"believe\", \"estimate\", \"expect,\" \"intend\", \"may\", \"should\", \"target\" and similar expressions, and variations or negatives of these words. These forward-looking statements include, but are not limited to, statements regarding the Company's business and industry, as well as the industries the Company invests in, in general, guidance for financial results for the third quarter of 2026, including the Company's estimated net income, earnings per share, earnings available for distribution (\"EAD\"), cash available for distribution (\"CAD\"), EAD per diluted common share, CAD per diluted common share, dividend coverage ratios, including the CAD T-12 coverage ratio and related assumptions and estimates, portfolio commentary, including forecasted multifamily supply and result of favorable supply-demand back, self-storage fundamentals are expected to strengthen through 2026, and the life science spec pipeline is expected to deliver through 2026 after which new supply will be limited to fully pre-leased build-to-suit projects and the Company's intent to not settle Series B or Series C preferred redemptions in shares of common stock when the Company's common stock price is below book value. They are not guarantees of future results and forward-looking statements are subject to risks, uncertainties and assumptions that could cause actual results to differ materially from those expressed in any forward-looking statement, including those described in greater detail in our filings with the Securities and Exchange Commission (the \"SEC\"), particularly those described in our Annual Reports on Form 10-K and Quarterly Reports on Form 10-Q. Readers should not place undue reliance on any forward-looking statements and are encouraged to review the Company's Annual Reports on Form 10-K and the Company's other filings with the SEC for a more complete discussion of risks and other factors that could affect any forward-looking statement. The statements made herein speak only as of the date of this presentation and except as required by law, the Company does not undertake any obligation to publicly update or revise any forward-looking statements.",
"text": "This presentation contains \"forward-looking statements\" within the meaning of the Private Securities Litigation Reform Act of 1995 that are based on management's current expectations, assumptions and beliefs. Forward-looking statements can often be identified by words such as \"anticipate\", \"believe\", \"estimate\", \"expect,\" \"intend\", \"may\", \"should\", \"target\" and similar expressions, and variations or negatives of these words. These forward-looking statements include, but are not limited to, statements regarding the Company's business and industry, as well as the industries the Company invests in, in general, guidance for financial results for the third quarter of 2026, including the Company's estimated net income, earnings per share, earnings available for distribution (\"EAD\"), cash available for distribution (\"CAD\"), EAD per diluted common share, CAD per diluted common share, dividend coverage ratios, including the CAD T-12 coverage ratio and related assumptions and estimates, portfolio commentary, including forecasted multifamily supply and result of favorable supply-demand back, self-storage fundamentals are expected to strengthen through 2026, and the life science spec pipeline is expected to deliver through 2026 after which new supply will be limited to fully pre-leased build-to-suit projects and the Company's intent to not settle Series B or Series C preferred redemptions in shares of common stock when the Company's common stock price is below book value. They are not guarantees of future results and forward-looking statements are subject to risks, uncertainties and assumptions that could cause actual results to differ materially from those expressed in any forward-looking statement, including those described in greater detail in our filings with the Securities and Exchange Commission (the \"SEC\"), particularly those described in our Annual Reports on Form 10-K and Quarterly Reports on Form 10-Q. Readers should not place undue reliance on any forward-looking statements and are encouraged to review the Company's Annual Reports on Form 10-K and the Company's other filings with the SEC for a more complete discussion of risks and other factors that could affect any forward-looking statement. The statements made herein speak only as of the date of this presentation and except as required by law, the Company does not undertake any obligation to publicly update or revise any forward-looking statements."
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"orig": "This presentation contains non-GAAP financial measures. A \"non-GAAP financial measure\" is defined as a numerical measure of a company's financial performance that excludes or includes amounts so as to be different than the most directly comparable measure calculated and presented in accordance with GAAP in the statements of income, balance sheets or statements of cash flows of the Company. The non-GAAP financial measures used within this presentation are EAD, CAD, EAD and CAD per diluted common share, and adjusted weighted average common shares outstanding - diluted.",
"text": "This presentation contains non-GAAP financial measures. A \"non-GAAP financial measure\" is defined as a numerical measure of a company's financial performance that excludes or includes amounts so as to be different than the most directly comparable measure calculated and presented in accordance with GAAP in the statements of income, balance sheets or statements of cash flows of the Company. The non-GAAP financial measures used within this presentation are EAD, CAD, EAD and CAD per diluted common share, and adjusted weighted average common shares outstanding - diluted."
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"text": "EAD is defined as the net income (loss) attributable to our common stockholders computed in accordance with GAAP, including realized gains and losses not otherwise included in net income (loss), excluding any unrealized gains or losses or other similar non-cash items that are included in net income (loss) for the applicable reporting period, regardless of whether such items are included in other comprehensive income (loss), or in net income (loss) and adding back amortization of stock-based compensation. The Company also adjusts EAD to remove the (Income)/Losses from equity method investments as they represent changes in the equity value of our investments rather than distributable earnings. The Company will include income from equity method investments to the extent that we receive cash distributions and upon realizing gains and/or losses. Net income (loss) attributable to common stockholders may also be adjusted for the effects of certain GAAP adjustments and transactions that may not be indicative of our current operations. In addition, EAD in this presentation includes the dilutive effect of noncontrolling interests. We use EAD to evaluate our performance and to assess our long-term ability to pay distributions. We believe providing EAD as a supplement to GAAP net income (loss) to our investors is helpful to their assessment of our performance and our long-term ability to pay distributions. We also use EAD as a component of the management fee paid to our external manager. EAD does not represent net income or cash flows from operating activities and should not be considered as an alternative to GAAP net income, an indication of our GAAP cash flows from operating activities, a measure of our liquidity or an indication of funds available for our cash needs. Our computation of EAD may not be comparable to EAD reported by other REITs."
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"text": "We calculate CAD by adjusting EAD by adding back amortization of premiums, depreciation and amortization of real estate investment and amortization of deferred financing costs and by removing accretion of discounts. We use CAD to evaluate our performance and our current ability to pay distributions. We also believe that providing CAD as a supplement to GAAP net income (loss) to our investors is helpful to their assessment of our performance and our current ability to pay distributions. CAD does not represent net income or cash flows from operating activities and should not be considered as an alternative to GAAP net income, an indication of our GAAP cash flows from operating activities, a measure of our liquidity or an indication of funds available for our cash needs. Our computation of CAD may not be comparable to CAD reported by other REITs."
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"text": "Adjusted weighted average common shares outstanding - diluted is calculating by subtracting the dilutive effect of potential redemptions of Series B and Series C preferred shares for shares of our common stock from weighted average common shares outstanding - diluted. We believe providing adjusted weighted average common shares outstanding - diluted to our investors is helpful in their assessment of our performance without the potential dilutive effect of the Series B and Series C preferred shares. We have the right to redeem the Series B and Series C preferred shares for cash or shares of our common stock. Additionally, Series B and Series C preferred redemptions are capped at 2% of the outstanding Series B or Series C preferred shares per month, 5% per quarter and 20% per year, respectively. The Company maintains sufficient liquidity to pay cash to cover any redemptions up to the quarterly redemption cap. Further, it is the Company's intent to not settle Series B or Series C preferred redemptions in shares of common stock when the Company's stock price is below book value. Adjusted weighted average common shares outstanding - diluted should not be considered as an alternative to the GAAP measures. Our computation of adjusted weighted average common shares outstanding - diluted may not be comparable to similar measures reported by other companies."
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"orig": "5 that are based on management's cur ent expectations, as umptions and beliefs. Forward-lo king statements can often be identif ed by words uch as \"anticipate\", \"believe\", \"estimate\", \"expect,\" \"intend\", \"may\", \"should\" , \"target\" and similar expres ions, and variations or negatives of these words. These forward-lo",
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"orig": "ual Reports on Form 10-K and Quarterly Reports on Form 10-Q. Readers hould not place undue reliance on any forward-lo king statements include, but are not limited to, statements regarding the Company's busines and industry, as wel as the industries the Company invests in, in general, guidance for financial results for the third quarter of 2026, including the Company's estimated net income, earnings per share, earnings available for distribution ('EAD'), cash available for distribution ('CAD'), EAD per diluted common share, CAD per diluted common share, dividend coverage ratios, including the CAD T-12 coverage ratio and related as umptions and estimates, portfolio commentary, including forecasted multifamily sup king statements and are encouraged to review the Company's An ual Reports on Form 10-K and the Company's other fil ngs with the SEC for a more complete discus ion of risks and other factors that could af ect any forward-lo",
"text": "ual Reports on Form 10-K and Quarterly Reports on Form 10-Q. Readers hould not place undue reliance on any forward-lo king statements include, but are not limited to, statements regarding the Company's busines and industry, as wel as the industries the Company invests in, in general, guidance for financial results for the third quarter of 2026, including the Company's estimated net income, earnings per share, earnings available for distribution ('EAD'), cash available for distribution ('CAD'), EAD per diluted common share, CAD per diluted common share, dividend coverage ratios, including the CAD T-12 coverage ratio and related as umptions and estimates, portfolio commentary, including forecasted multifamily sup king statements and are encouraged to review the Company's An ual Reports on Form 10-K and the Company's other fil ngs with the SEC for a more complete discus ion of risks and other factors that could af ect any forward-lo"
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"orig": "other comprehensive income (los ), or in net income (los ) and ad king statement. The statements made herein speak only as of the date of this presentation and except as required by law, the Company does not undertake any obligation to publicly update or evise any forward-lo king statements. NON-GAAP FINANCIAL MEASURES This presentation contains non-GAAP financial measures. A 'non-GAAP financial measure' is defined as a numerical measure of a company's financial performance that excludes or includes amounts o as to be dif erent han the most directly comparable measure calculated and presented in ac ing back amortization of stock-based compensation. The Company also adjusts EAD to remove the (Income)/Los es from equity method investments as they represent changes in the equity value of our investments rather than distributable earnings. The Company wil include income from equity method investments to the extent hat we receive cash distributions and upon realizing gains and/or los es. Net income (los ) at ributable to common stockholders may also be adjusted for the ef ects of certain GAAP adjustments and transactions that may not be indicative of our cur ent operations. In ad",
"text": "other comprehensive income (los ), or in net income (los ) and ad king statement. The statements made herein speak only as of the date of this presentation and except as required by law, the Company does not undertake any obligation to publicly update or evise any forward-lo king statements. NON-GAAP FINANCIAL MEASURES This presentation contains non-GAAP financial measures. A 'non-GAAP financial measure' is defined as a numerical measure of a company's financial performance that excludes or includes amounts o as to be dif erent han the most directly comparable measure calculated and presented in ac ing back amortization of stock-based compensation. The Company also adjusts EAD to remove the (Income)/Los es from equity method investments as they represent changes in the equity value of our investments rather than distributable earnings. The Company wil include income from equity method investments to the extent hat we receive cash distributions and upon realizing gains and/or los es. Net income (los ) at ributable to common stockholders may also be adjusted for the ef ects of certain GAAP adjustments and transactions that may not be indicative of our cur ent operations. In ad"
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"orig": "pay distributions. We also believe that providing CAD as a sup lement o GAAP net income (los ) to our investors is helpful to their as es ment of our performance and our cur ent abil ty to pay distributions. CAD does not represent net income or cash flows from operating activit es and should not be considered as an alternative to GAAP net income, an indication of our GAAP cash flows from operating activit es, a measure of our liquidity or an indication of unds available for our cash ne",
"text": "pay distributions. We also believe that providing CAD as a sup lement o GAAP net income (los ) to our investors is helpful to their as es ment of our performance and our cur ent abil ty to pay distributions. CAD does not represent net income or cash flows from operating activit es and should not be considered as an alternative to GAAP net income, an indication of our GAAP cash flows from operating activit es, a measure of our liquidity or an indication of unds available for our cash ne"
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"orig": "alternative to the GAAP measures. Our computation of adjusted weighted average common shares outstanding - diluted may not be comparable to similar measures reported by other companies. ADDITIONAL INFORMATION For ad it onal information, se our fil ngs with the SEC. Our fil ngs with the SEC are available on our website, nref.nexpoint.com, under the 'Financials\" tab.",
"text": "alternative to the GAAP measures. Our computation of adjusted weighted average common shares outstanding - diluted may not be comparable to similar measures reported by other companies. ADDITIONAL INFORMATION For ad it onal information, se our fil ngs with the SEC. Our fil ngs with the SEC are available on our website, nref.nexpoint.com, under the 'Financials\" tab."
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"orig": "ordance with GAAP in the statements of income, balance she ly-demand back, self-storage fundamentals are expected to strengthen through 2026, and the life science spec pipeline is expected to deliver through 2026 after which new sup ly wil be limited to ful y pre-leased build-to-suit projects and the Company's intent o not set le Series B or Series C prefer ed redemptions in shares of common stock when the Company's common stock price is below bo ts or statements of cash flows of the Company. The non-GAAP financial measures used within this presentation are EAD, CAD, EAD and CAD per diluted common share, and adjusted weighted average common shares outstanding - diluted. EAD is defined as the net income (los ) at ributable to our common stockholders computed in ac",
"text": "ordance with GAAP in the statements of income, balance she ly-demand back, self-storage fundamentals are expected to strengthen through 2026, and the life science spec pipeline is expected to deliver through 2026 after which new sup ly wil be limited to ful y pre-leased build-to-suit projects and the Company's intent o not set le Series B or Series C prefer ed redemptions in shares of common stock when the Company's common stock price is below bo ts or statements of cash flows of the Company. The non-GAAP financial measures used within this presentation are EAD, CAD, EAD and CAD per diluted common share, and adjusted weighted average common shares outstanding - diluted. EAD is defined as the net income (los ) at ributable to our common stockholders computed in ac"
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"orig": "it on, EAD in this presentation includes the dilutive ef ect of non-control ing interests. We use EAD to evaluate our performance and to as es our long-term abil ty to pay distributions. We believe providing EAD as a sup lement o GAAP net income (los ) to our investors is helpful to their as es ment of our performance and our long-term abil ty to pay distributions. We also use EAD as a component of the management fe k value. They are not guarante s of uture results and forward-lo king statements are subject o risks, uncertainties and as umptions that could cause actual results to dif er material y from those expres ed in any forward-lo ordance with GAAP, including realized gains and los es not otherwise included in net income (los ), excluding any unrealized gains or los es or other similar non-cash items that are included in net income (los ) for the ap paid to our external manager. EAD does not represent net income or cash flows from operating activit es and should not be considered as an alternative to GAAP net income, an indication of our GAAP cash flows from operating activit es, a measure of our liquidity or an indication of unds available for our cash ne",
"text": "it on, EAD in this presentation includes the dilutive ef ect of non-control ing interests. We use EAD to evaluate our performance and to as es our long-term abil ty to pay distributions. We believe providing EAD as a sup lement o GAAP net income (los ) to our investors is helpful to their as es ment of our performance and our long-term abil ty to pay distributions. We also use EAD as a component of the management fe k value. They are not guarante s of uture results and forward-lo king statements are subject o risks, uncertainties and as umptions that could cause actual results to dif er material y from those expres ed in any forward-lo ordance with GAAP, including realized gains and los es not otherwise included in net income (los ), excluding any unrealized gains or los es or other similar non-cash items that are included in net income (los ) for the ap paid to our external manager. EAD does not represent net income or cash flows from operating activit es and should not be considered as an alternative to GAAP net income, an indication of our GAAP cash flows from operating activit es, a measure of our liquidity or an indication of unds available for our cash ne"
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"orig": "ds. Our computation of CAD may not be comparable to CAD reported by other REITs. Adjusted weighted average common shares outstanding - diluted is calculating by subtracting the dilutive ef ect of potential redemptions of Series B and Series C prefer ed shares for shares of our common stock from weighted average common shares outstanding - diluted. We believe providing adjusted weighted average common shares outstanding - diluted to our investors is helpful in their as es ment of our performance without he potential dilutive ef ect of the Series B and Series C prefer ed shares. We have the right o rede king licable reporting period, regardles of whether such items are included in ds. Our computation of EAD may not be comparable to EAD reported by other REITs. We calculate CAD by adjusting EAD by ad ing back amortization of premiums, depreciation and amortization of real estate investment and amortization of defer ed financing costs and by removing ac m the Series B and Series C prefer ed shares for cash or shares of our common stock. Ad it onal y, Series B and Series C prefer ed redemptions are cap retion of discounts. We use CAD to evaluate our performance and our cur ent abil ty to ed at 2% of the outstanding Series B or Series C prefer ed shares per month, 5% per quarter and 20% per year, respectively. The Company maintains uf icient liquidity to pay cash to cover any redemptions up to the quarterly redemption cap. Further, it is the Company's intent o not set le Series B or Series C prefer ed redemptions in shares of common stock when the Company's tock price is below bo k value. Adjusted weighted average common shares outstanding - diluted should not be considered as an NexPoint Real Estate Finance 1",
"text": "ds. Our computation of CAD may not be comparable to CAD reported by other REITs. Adjusted weighted average common shares outstanding - diluted is calculating by subtracting the dilutive ef ect of potential redemptions of Series B and Series C prefer ed shares for shares of our common stock from weighted average common shares outstanding - diluted. We believe providing adjusted weighted average common shares outstanding - diluted to our investors is helpful in their as es ment of our performance without he potential dilutive ef ect of the Series B and Series C prefer ed shares. We have the right o rede king licable reporting period, regardles of whether such items are included in ds. Our computation of EAD may not be comparable to EAD reported by other REITs. We calculate CAD by adjusting EAD by ad ing back amortization of premiums, depreciation and amortization of real estate investment and amortization of defer ed financing costs and by removing ac m the Series B and Series C prefer ed shares for cash or shares of our common stock. Ad it onal y, Series B and Series C prefer ed redemptions are cap retion of discounts. We use CAD to evaluate our performance and our cur ent abil ty to ed at 2% of the outstanding Series B or Series C prefer ed shares per month, 5% per quarter and 20% per year, respectively. The Company maintains uf icient liquidity to pay cash to cover any redemptions up to the quarterly redemption cap. Further, it is the Company's intent o not set le Series B or Series C prefer ed redemptions in shares of common stock when the Company's tock price is below bo k value. Adjusted weighted average common shares outstanding - diluted should not be considered as an NexPoint Real Estate Finance 1"
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"orig": "NexPoint Real Estate Finance, Inc. (\"NREF\" or the \"Company\") is a publicly traded mortgage REIT, with its shares of common stock and 8.50% Series A Cumulative Redeemable Preferred Stock listed on the New York Stock Exchange. The Company concentrates on investments in real estate sectors where senior management has operating expertise, including multifamily, single-family rental (\"SFR\"), self-storage, industrial, marina and life science sectors in the top 50 metropolitan statistical areas. The Company targets lending or investing in stabilized properties. The Company also lends to redevelopment and development projects in special situations where there is strong sponsorship and clear and visible cost basis detachment points and exit options.",
"text": "NexPoint Real Estate Finance, Inc. (\"NREF\" or the \"Company\") is a publicly traded mortgage REIT, with its shares of common stock and 8.50% Series A Cumulative Redeemable Preferred Stock listed on the New York Stock Exchange. The Company concentrates on investments in real estate sectors where senior management has operating expertise, including multifamily, single-family rental (\"SFR\"), self-storage, industrial, marina and life science sectors in the top 50 metropolitan statistical areas. The Company targets lending or investing in stabilized properties. The Company also lends to redevelopment and development projects in special situations where there is strong sponsorship and clear and visible cost basis detachment points and exit options."
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"text": "1. BASED ON JUNE 30, 2026, BOOK VALUE INCLUDING REDEEMABLE NON-CONTROLLING INTERESTS IN THE OPERATING PARTNERSHIP AS REPORTED BY THE COMPANY IN THIS PRESENTATION AND THE SHARE PRICE AS OF CLOSE OF TRADING AUGUST 5, 2026"
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"orig": ".8% I M P L I E D D I V I D E N D Y I E L D 2 9.0% D I S C O U N T T O B O O K 1 Company Overview NexPoint Real Estate Finance, Inc. ('NREF' or the 'Company') is a publicly traded mortgage REIT, with its hares of common stock and 8.50% Series A Cumulative Rede mable Prefer ed Stock listed on the New York Stock Exchange. The Company concentrates on investments in real estate sectors where senior management has operating expertise, including multifamily, single-family rental ('SFR'), self-storage, industrial, marina and life science sectors in the top 50 metropolitan statistical areas. The Company targets lending or investing in stabil zed properties. The Company also lends to redevelopment and development projects in special situations where there is trong sponsorship and clear and visible cost basis detachment points and exit options. NREF is external y managed by NexPoint Real Estate Advisors VI , L.P. ('NREA'), an af il ate of NexPoint Advisors, L.P., an SEC-registered investment advisor with extensive real estate experience. 1. BASED ON JUNE 30, 2026, BOOK VALUE INCLUDING REDE",
"text": ".8% I M P L I E D D I V I D E N D Y I E L D 2 9.0% D I S C O U N T T O B O O K 1 Company Overview NexPoint Real Estate Finance, Inc. ('NREF' or the 'Company') is a publicly traded mortgage REIT, with its hares of common stock and 8.50% Series A Cumulative Rede mable Prefer ed Stock listed on the New York Stock Exchange. The Company concentrates on investments in real estate sectors where senior management has operating expertise, including multifamily, single-family rental ('SFR'), self-storage, industrial, marina and life science sectors in the top 50 metropolitan statistical areas. The Company targets lending or investing in stabil zed properties. The Company also lends to redevelopment and development projects in special situations where there is trong sponsorship and clear and visible cost basis detachment points and exit options. NREF is external y managed by NexPoint Real Estate Advisors VI , L.P. ('NREA'), an af il ate of NexPoint Advisors, L.P., an SEC-registered investment advisor with extensive real estate experience. 1. BASED ON JUNE 30, 2026, BOOK VALUE INCLUDING REDE"
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"orig": "2. EAD AND CAD PER DILUTED COMMON SHARE ASSUMES VESTING OF ALL OUTSTANDING UNVESTED RESTRICTED STOCK UNITS AND CONVERSION OF ALL REDEEMABLE NON-CONTROLLING INTERESTS. ADDITIONALLY, THE ADJUSTED WEIGHTED AVERAGE SHARES OUTSTANDING - DILUTED USED TO CALCULATE EAD AND CAD PER DILUTED COMMON SHARE DOES NOT INCLUDE DILUTIVE EFFECT OF POTENTIAL RES S SS S SS S SIS S SIS SIDE",
"text": "2. EAD AND CAD PER DILUTED COMMON SHARE ASSUMES VESTING OF ALL OUTSTANDING UNVESTED RESTRICTED STOCK UNITS AND CONVERSION OF ALL REDEEMABLE NON-CONTROLLING INTERESTS. ADDITIONALLY, THE ADJUSTED WEIGHTED AVERAGE SHARES OUTSTANDING - DILUTED USED TO CALCULATE EAD AND CAD PER DILUTED COMMON SHARE DOES NOT INCLUDE DILUTIVE EFFECT OF POTENTIAL RES S SS S SS S SIS S SIS SIDE"
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"text": "MABLE NON-CONTROL ING INTERESTS, AND DILUTIVE EF ECT OF POTENTIAL REDEMPTION OF AL OUTSTANDING SERIES B AND SERIES C PREFERRED SHARES FOR COMMON STOCK. EAD AND CAD PER DILUTED COMMON SHARE AS UMES VESTING OF AL OUTSTANDING UNVESTED RESTRICTED STOCK UNITS AND CONVERSION OF AL REDE"
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"orig": "Earnings per Share (EPS)1, EAD2 and CAD2 (6.5)% 7.0 % 17.2% (31.0)% (12.5)% (10.4)% (57.9)% (5.9)% 1 1.1 % 17.5 % (5.2)% -% 9.43% -% 15.2 % 6 2.6 % (2",
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"orig": "The current portfolio consists of senior loans, CMBS B-Pieces, CMBS I/O Strips, mezzanine debt, preferred equity, common stock investments, multifamily properties, promissory notes, preferred stock investments, revolving credit facilities and stock warrants in short-duration lease-term assets (multifamily, SFR, self-storage, industrial, life sciences, marina) that are geographically diverse in the United States. The portfolio has minimal exposure to construction loans, no heavy transitional loans, and no for-sale loans.",
"text": "The current portfolio consists of senior loans, CMBS B-Pieces, CMBS I/O Strips, mezzanine debt, preferred equity, common stock investments, multifamily properties, promissory notes, preferred stock investments, revolving credit facilities and stock warrants in short-duration lease-term assets (multifamily, SFR, self-storage, industrial, life sciences, marina) that are geographically diverse in the United States. The portfolio has minimal exposure to construction loans, no heavy transitional loans, and no for-sale loans."
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"orig": "\u00b7 Historically minimal credit losses across Freddie Mac's multifamily debt portfolio, including during periods of significant market stress, underscoring the durability and defensiveness of the asset class as collateral for NREF's lending activities",
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"orig": "\u00b7 Aggregate losses in Freddie Mac's origination history have averaged approximately 5 bps per year dating back to 2009, with just $330.7MM in cumulative losses on $636.9B of combined issuance through May 2026",
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"orig": "\u00b7 Multifamily construction starts declined over 40% between 2023 and 2025, with ne o s n he 2o -dns n n o d o rent recovery and asset performance",
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"orig": "\u00b7 SFR has matured into an institutionally recognized asset class with resilience characteristics comparable to traditional multifamily; the number of households rentr - -s ting structural demand growth",
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"orig": "\u00b7 Biomanufacturing and onshoring are emerging as powerful demand drivers, as pharmaceutical companies invest in domestic manufacturing capacity to strengthen supply chains, creating robust demand for specialized facilities that has partially offset weaker lab/R&D leasing",
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"orig": "Portfolio Commentary Defensive Portfolio Characteristics The cur ent portfolio consists of senior loans, CMBS B-Pieces, CMBS I/O Strips, mez anine debt, prefer ed equity, common stock investments, multifamily properties, promis ory notes, prefer ed stock investments, revolving credit facil ties and stock war ants in short-duration lease-term as ets (multifamily, SFR, self-storage, industrial, life sciences, marina) that are geographical y diverse in the United States. The portfolio has minimal exposure to construction loans, no heavy transit onal oans, and no for-sale loans. 4.0 Y E A R S A V E R A G E R E M A I N I N G T E R M 3 80.3% O F P O R T F O L I O S T A B I L I Z E D 3 63.4% W E I G H T E D A V G L O A N T O V A L U E 3 1.39x W E I G H T E D A V G D S C R 3 1. 2. 3. FREDDIE MAC; MAY 2026 AS OF JUNE 30, 2026 AS OF JUNE 30, 2026, AND EXCLUDING COMMON STOCK, PREFERRED STOCK AND STOCK WARRANTS AND THE ALEXANDER AT THE DISTRICT, RIDGEVIEW PLACE AND MAG & MAY MULTIFAMILY PROPERTIES MULTIFAMILY SINGLE-FAMILY RENTAL SELF-STORAGE Historical y minimal credit los es acros Fred",
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"orig": "0 units-creating a favorable sup ly-demand backdrop for ent recovery and as et performance SFR has matured into an insti utional y recognized as et clas with resil ence characteristics comparable to tradit onal multifamily; the number of households renting single-family homes rose 1.7% in 2025 to a seven-year high, reflecting structural demand growth SFR oc upancy rates have remained robust, sup orted by life-event demand drivers that persist acros economic cycles Self-storage fundamentals reached cyclical trough in 2025 and are expected to strengthen through 2026, sup orted by a sharp decline in new construction-development pipelines have contracted to levels wel below historical averages LIFE SCIENCES Near-term oversup ly headwinds are self-cor ecting: speculative construction starts have material y slowed since late 2023, and the remaining spec pipeline is expected to deliver through 2026-after which new sup ly wil be limited to ful y pre-leased build-to-suit projects Biomanufacturing and onshoring are emerging as powerful demand drivers, as pharmaceutical companies invest in domestic manufacturing capacity to strengthen sup ie Mac's multifamily debt portfolio, including during periods of signif cant market stres , underscoring the durabil ty and defensivenes of the as et clas as col ateral for NREF's lending activit es Ag ly chains, creating robust demand for specialized facil ties that has partial y of set weaker lab/R&D leasing regate los es in Fred ie Mac's origination history have averaged ap roximately 5 bps per year dating back to 20",
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"orig": "0s EXCEPT PER SHARE DATA # Investment (1) Location Property Type Investment Cur ent Principal Date Amount Net Equity (2) Coupon (3) (4) Remaining Term Loan to Value DSCR Common Equity 1 Common Stock N/A Self-Storage 1",
"text": "0s EXCEPT PER SHARE DATA # Investment (1) Location Property Type Investment Cur ent Principal Date Amount Net Equity (2) Coupon (3) (4) Remaining Term Loan to Value DSCR Common Equity 1 Common Stock N/A Self-Storage 1"
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"text": "9.2 % 4.0 63.4 % 1.39 x 1. 2. 3. 4. 5. 6. 7. 8. Our total portfolio represents the cur ent principal amount of the consolidated SFR Loans, CMBS I/O Strips, mez"
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"orig": ") 13,169 N/A N/A N/A Total Real Estate Promis ory Note $ 14,021 1 Promis ory Note Various Single-family 7/10/2024 $ 12,50",
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"orig": "anine loans, prefer ed equity, common stock investments, multifamily properties, promis ory notes, revolving credit facil ties and stock war ants as wel as the net equity of our CMBS B-Piece investments. Net equity represents the car ying value les bor owings col ateralized by the investment. The weighted average coupon is weighted on the cur ent principal balance. The weighted-average life is weighted on cur ent principal balance and as umes no prepayments. The maturity date for prefer ed equity investments represents the maturity date of the senior mortgage, as the prefer ed equity investments require repayment upon the sale or efinancing of the as et. The CMBS B-Pieces are shown on an unconsolidated basis reflecting the value of our investments. The number shown represents the notional value on which interest is calculated for the CMBS I/O Strips. CMBS I/O Strips receive no principal payments and the notional value decreases as the underlying loans are paid of . The mez",
"text": "anine loans, prefer ed equity, common stock investments, multifamily properties, promis ory notes, revolving credit facil ties and stock war ants as wel as the net equity of our CMBS B-Piece investments. Net equity represents the car ying value les bor owings col ateralized by the investment. The weighted average coupon is weighted on the cur ent principal balance. The weighted-average life is weighted on cur ent principal balance and as umes no prepayments. The maturity date for prefer ed equity investments represents the maturity date of the senior mortgage, as the prefer ed equity investments require repayment upon the sale or efinancing of the as et. The CMBS B-Pieces are shown on an unconsolidated basis reflecting the value of our investments. The number shown represents the notional value on which interest is calculated for the CMBS I/O Strips. CMBS I/O Strips receive no principal payments and the notional value decreases as the underlying loans are paid of . The mez"
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"orig": "September 30, 2025 there is a senior mortgage on the property col ateralized by the loan. Real Estate is a 280-unit multifamily property. Real Estate is a 240-unit multifamily property. Real Estate is a 390-unit multifamily property",
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"orig": "k Value June 30, December 2026 31, 2025 Common stockholder's equity $ 346,817 $ 350,380 Rede mable noncontrol ing interests in the OP 81,6",
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bR4fUHhXl0jAFKpiPDQBY+OeGBAdyEIfyEjszg+KcfmdAgGs7IsycwA4Spm8jEMnUhZiu12bf2aR/v16gjQTz8fnThjxfc/HTPswl0ln5w3ct6c4fhvCraVxs17XrcbJnEtf2de1hMdb49GtcycnQnJBUSkiIP8tdKStMjwMPgwUlflpaUX2Z26x8u3tQlf/9xjm7JKNueXCtIFaV7Le3u7iLWr57WIaADw1wd/HjRyictlEpQQIj1t5tDYGEgLQgfhGgZIpWcUJS7L9zNsliUjGoXmZi2MjoqEYgjCdYiZj5aV9+4bV1FpEqDAqYsnTJ3Qv+T1DxbGZ548W2XYIU34O42nU6aMHBwDiKmzlhXt/MTh1C2FTh2aFuan2A0dgMvtHjgsYf+hIzppAAOMmyB3lTU3LjZ+/kT8LSVZaLRpS0n8U3kCTESmRGiI//rn5t7d5RZcpnCZwI0yMovjk3JsfnahAOgAA4zLFK4Q8GGG12Sh5LTJfRMWjnc6dEB8++3hCTNWHjl6SrfB47GeTp40ffwA/Dcluz+cOnOF0AwJ8jeMvKwF3Tq3RbXMnJ0JyQVEpIiD/LXSkrTI8DD4MFJX5aWlF9mdhserbm3VYGt2gl+gc+Hi518q3GtzaCDd45b33tVi5fI5kQ3qfnXgx8GjFle5JIGFEOlpM4fGxkBaEDoI1zBAKj2jKHFZvp9hsywZ0Sg0N2thdFQkFEMQrkPMfLSsvHffuIpKkwAGJy8eP21CLBhFJf9amLC+4rylG2RZZs3ggJSkyUMHdp86O2X7jn1Op2EpdOrQtDA/xW7oAFxu98BhCfsPHdE1BaUrxUoxbsSA21O1IG5wwuNT8F/wwe+OTp21/KcjJw2hMSA06tzxlq4dm04Y269mSACUAAgCf5CRWRyflGPzcwjFzEIpyYxqBBDALJRiScyN6tcfMbzz7OkPBPj5o9oP3/86bvryw7+e0W3K7fGmJEyaNXUQ/pvtJe8/+EiarttYwt9pz8te0KVjG1TLzNmZkFxARIo4yF8rLUmLDA+DDyN1VV5aepHdYfNY8tbo8IKN8WENa5+9UDlv4Zpdr36u2TUwWR6zxz1tVj8bd/LUucHD4qtcEmAhRHrazKGxMZAWhA7CNQyQSs8oSlyW72fYLEtGNArNzVoYHRUJxRCE6xAzHy0r7903rqLSJIDByYvHT5sQCy+zjba88FpySs5FF2kGSVOF1ravS5+b99Jr27d/5uc0LKk6dWhWmJ9iN3QALrd74LCE/YcO6xqkFLXrOKIiG4AZVxEToDxe76ghPceN7Ye/5fZYMx9Le2XXp3abAMNS3DIqvMMdzdlyd+1466CB3TRNgDUI/EFGZnF8Uo7N6UdK2hx6k0Z1HTaDwfBhaJrw97M1DK8b3appl44toptHCAgQQATg999Pjpv+9DcHf7c54HGbs6YMTF48Gf9NxqbiRUm5drvNUrJOaGBe9pPtWkehWmbOzoTkAiJSxEH+WmlJWmR4GHwYqavy0tKL7A6bx5Jto8MLNj5Zv0FtgI6fOjf38TVvvPO53eYgaB6vd/gDXYYN7zX9wWcqK00iJYRIT5s5NDYG0oLQQbiGAVLpGUWJy/L9DJtlyYhGoblZC6OjIqEYgnAdYuajZeW9+8ZVVJoEMDg5cfy08bEsGQJMnFPwamJyntsUhm55PVazxg0k+Ncjp3RdWFJ16tCsMD/FbugAXG73wGEJ+w8d0QW5vXL0iK7PLp2joBg3UqQLoesabooBVhC0Iee1hKc2CWEIkJSyZq2gmLvuCAzQpTINEg8M7N6xQ0swQAI3ysgsjk/KsTn9pOlt1jRs88aFTcLrSgYIlzE0Ad0gAQ0gKAZJkAYQgEtVVRNnPPP2nq8ddmFZfGvrRsUvLQ1w2pVQAgIgXMVgMIhJWnLKQ8tL3vzcrtvc0nNbdGRe9hMN6oWiWmbOzoTkAiJSxEH+WmlJWmR4GHwYqavy0tKL7A6bx5Jto8Pzs55sEBYKCWgoO3n2ocdWvf/BdzbDBmGxKdu2bf7DT7973F6AhRDpaTOHxsZAWhA6CNcwQCo9oyhxWb6fYbMsGdEoNDdrYXRUJBRDEK5DzHy0rLx337iKSpMABicnjp82PhbVGF5LiTUZRavTC02ThEZSKQCaIACWUp06NCvMT7EbOgCX2z1wWML+Q0d0DR4vjxvRbfXyOPyPmJlIff71j5NnrDx+okLXhFIU5K89NHvoyVNn3G5JOiuTQ2sGT57Qt26dGgDhRhmZxfFJOXan07KsqCZ1t25eFNkoDP8EM4gSU7Key3zVZuhgaJrKXDv//vs6WpJ1IUC4hsFQROKrb34YOS75bKVXB9ymZ+iALhmr52qahmqZOTsTkguISBEH+WulJWmR4WHwYaSuyktLL7I7bB5Lto0Oz8+Ob1CvNnwkQ8P3v56c+1jax5/+aHM4wNJSStM04suEEOlpM4fGxkBaEDoI1zBAKj2jKHFZvp9hsywZ0Sg0N2thdFQkFEMQrkPMfLSsvHffuIpKkwAGJyeOnzY+FlcoxSALau1zL61cvU0JGxGIcYWlVKcOzQrzU+yGDsDldg8clrD/0BFdg8fLY0d0S18eh7/AAOEmGHzufOX02c+8/f63TptgZkupR2cPXBA3tmjXe3s/PmAIG4gsr7r91siRw3vYbAZulJFZHJ+UY3c6LcuKalK3IDu+cUR9/AOsQEJ99MmBEZNSPR6lEXm9skO7Jpnr5jdsWAcMEK5RgMCZi66HHl1e+tYhmyFYgYDVK6cPH9wDV2Xm7ExILiAiRRzkr5WWpEWGh8GHkboqLy29yO6weSzZNjo8Pzu+Qb3aAJgBViTET7/8NuuRZ774uszQdSJcwcxCiPS0mUNjYyAtCB2EaxgglZ5RlLgs38+wWZaMaBSam7UwOioSiiEI1yFmPlpW3rtvXEWlSQCDkxPHTxsfiysYYEAor2kmP527MecNaJpGgIKPpVSnDs0K81Pshg7A5XYPHJaw/9ARXYPHw+NG3rV6+SP4CwwmAEwgVFOKQUqQQNq6F5amvWwImyL2mp67OzXPXPt4ndCaZ89VbtpScuxkha6DldDAA/p37tK5DQEEgasyMovjk3LsTqdlWVFN6hZkxzeOqI9/QgGQl7zm5FlPl779lWFzClZKyftibktNnhHeoA5udPbchdTluVu3vQNhkFCmV90S3WD7C0trBgeAcEVmzs6E5AIiUsRB/lppSVpkeBh8GKmr8tLSi+wOm8eSbaPD87PjG9SrDYABYoAZgr468POcx1Yd/O6Y3W4DBNhHCSHS02YOjY2BtCB0EK5hgFR6RlHisnw/w2ZZMqJRaG7WwuioSCiGIFyHmPloWXnvvnEVlSYBDE5OHD9tfCxuxIoveV2pywuyN78hNDsRA8pSqlOHZoX5KXZDB+ByuwcOS9h/6IiusdeLobGdkhOnMJv4EwYpCCEpwN/hH+gHQIHBUpD+3gdfPzhnxekKr01TptRq1rBtyXz8zvatAQb462+PvLjtbbfHIg1KcnCAPnHCoMgGdcAA4YqMzOL4pBy702lZVlSTugXZ8Y0j6uOfUIBi6PzBpwenzHjmzHmvTWNmSI9s1Sps3Lj+ndq3rBXiZEEXKqq+PvDzlq1vfLrvJ6HrAmRJOOz87DMPDxlwl2IIwhWZOTsTkguISBEH+WulJWmR4WHwYaSuyktLL7I7bB5Lto0Oz8+Ob1CvNv6DAWYI+uzr7x6es/qnIyd1uyEkmFkIkZ42c2hsDKQFoYNwDQOk0jOKEpfl+xk2y5IRjUJzsxZGR0VCMQThOsTMR8vKe/eNq6g0CWBwcuL4aeNj8QcWQ1MXLlUlJG54qXAvGU4IU0rVqUOzwvwUu6EDcLndA4cl7D90RNeYWasd5GzQMJRB+BOGAjNb1rhxvceP6gdAgjXw6TOVY2ckf/bZYbuhKWawXDh3ZNzsYaimWDGrV3d//M77+3VDAPCafEt0+JghPf2dTghckZFZHJ+UY3c6LcuKalK3IDu+cUR9/BPMsADBkrAh+5Wnni5gRZoGgCylADSoV7NmzQAS4vz5yrJjJ02v0A07kakkeaVn+rQ+ifOnOGxCkabh3zJzdiYkFxCRIg7y10pL0iLDw+DDSF2Vl5ZeZHfYPJZsGx2enx3foF5tXMXwYTATiXc/+HLuwnWHy844dAOKhRDpaTOHxsZAWhA6CNcwQCo9oyhxWb6fYbMsGdEoNDdrYXRUJBRDEK5DzHy0rLx337iKSpMABicnjp82PhZ/wD5EAucqLsQnZr1U/C+bTZdsdbqjeWF+it3QAbjc7oHDEvYfOqILBmtKSUtKgHBzZEr1xPwHFj4yDgArtqRKeSZ7bearhsNGYLNK9et129pnHw0ODEA1ZhBx5aWq7PxXD/9yWhPC0hhK3t/jtvvu7QJJAEOnjE3F8Uty7E6nZVlRTeoWZMc3jqiPf4ShABAAD1srn926fmOJ25K6oREzS7KUD4NARJouBARDKGUJpUYNi0lKmhLk9GNWIEH4t8ycnQnJBUSkiIP8tdKStMjwMPgwUlflpaUX2R02jyXbRofnZ8c3qFcbVzEYADEBDKK3/vXlo3PTT56+oAlNI2112oNDY2MgLQgdhGsYIJWeUZS4LN/PsFmWjGgUmpu1MDoqEoohCNchZj5aVt67b1xFpUkAg5MTx08bH4u/pE6cOTt3fsbu0i+haV06Ni0sSLYbBgCX2z1wWML+Q0d0AkD4OwRiS2HBowPnPTSGmYnotTc/eWhueuUlt67bLIvr1XXmZcXf2qoplIDAFcxMRN//9Hv+C69fumSSQWxp/g5t4vg+TRuHwQJ0kbGpOH5Jjt3ptCwrqkndguz4xhH18T+RAJTbtF56+d3la148eeocSDeEIIAIV0jACwuWrBnsN2NS/xlTBgUH+IPwB5k5OxOSC4hIEQf5a6UlaZHhYfBhpK7KS0svsjtsHku2jQ7Pz45vUK82bkoxBO147YMnEzacOu2y24z0tAeHxsZAWhA6CNcwQCo9oyhxWb6fYbMsGdEoNDdrYXRUJBRDEK5DzPzr76e695xVcdEkgKGeTpkyc9Ig/BUpoanfyyoejV/76uuf3t05emfhM3bDAHCpyt130ONfHvhFJ8LfIhCILYUn5g9ZGDcB4J8Pl42elHTwhxN2jZQSNodIeWratDH3Q5pKGIJwI37rnc9e3f2RYg1MliWbNA0dP+a+0BohIHpu/cuPL8q0Of0sy2zRrN62vKQmkQ3wv2CGYtYEADrw7c95L+7+YO93R349WeWqAhEuY7vN3qBhaJc7m40ecd+d7VsRFJggBG6UkVX0xOIcIlLEwQH6e7ufa9yoPnwYScs3P7Nqm8Nh81jy1tYRL+UtaRgWipthBhEDtG3HO08u2njmnHvDuoeHD+oBaUHoIFzDAKlVa7fFp+T4GTbLkpERdV7MS2jVvAkUQxCuQ8x89vzFzXmveNwgImYZc8/tndq3FvgLDIBB9OPRY9u3vxNWr8boYX0MXWfgktf70ktvnDh5Xgj8NwSwT7cube/ufBszf7rv69I9XwhdJxbKUqH1goY+0LtmgBOKWRDhD6wql/z404NVHi80MCCUatOqacOGtSXzx58eem/PF8LQpVK1agYNf+DemjWC8L9ggAECiBlEAH757di3P/z2+5GTFecrmdk/0BERXq9FVKPmzcIJACuAQAwIXEey+uSLQ3v2fEEQTGw3tIljY2uFBDIgWe354IuPPjqg67pSsm5ozWEP3Bsc6I+bYYAYIGWBX9314aGDP/fv3+WWVlEEgAjXYbACf/TxgT3v7dMMQykOCXYOGRhTt04oGCBcj5hZKVMIAnSAAaUkg0gIDX+DmSGJNSYJCCLBzEpaQhAJgX+MGURCKcVKarqGa5RSEELHzTHA8GEGEXyUUKyEJqVkIuGDyxhM8CGB/58wFMGHAMJ/I6UFZk3XcAX7EAkBQEqLCEIIVGNmAoEE/hpXE4IYzBIkyAc3YjAzCEzEAKGakkxCEBFuREdcj8oAABRESURBVPxvABggAMwgAUGEv8YAKwUwQCSIQAxWShF8CP8cQZAAwNVwGQEEZhCEIPwVZoAV4woiJmKAIQkgMLEAE4GZBBEI/6eYlQQJAAwCM0BCEP6WUgpggOBDAIgAIgKglMRlhKtIEIHwNxiQABQI0ARuSgEKIMUAE3yoGm6G2AfM8GGAUI0AAuHvMIMZDBCBCASwAgMMEED4ZwggEAAGM/6DACaAQPgbDCZmMAACCD4EMMBQpIhA8CGAQPg/xYACiEEMHyYQgfC3GIrBAAGEagQQCABDMRgggFCNAALh7zHAuEzg5hhg+DCYBXwIIBBuhpgZ/8//lYh9wATCnzEYIDAIAOFPmAEwCATCzTBAYIDgwwDhf8RgYgIYRLgOAwTGZYRqDBBugnEZ4d8YTPAh3BSDARAIN8HMBGIC4TIGGBD4IwYYEAAzQExMTCAGEwjXMMCAwH8wQPhrzACBcBkDBB9mgHAZgwjXY4BQjQHCzRAzK2VecHnclywipQgA2TQR6O+w2WySpabIbbrPV3oYJBSBGARmttltQf5OJpAGUsRSnbt4qco0awb6+fs5AVIAQynTOnveTaxqBvgLh0EEwk14vea5cxdBgokFLrMg7YYREhQsBRsgaamTZ8+ePH7W4bDXb1A7OMAfLJVU513eKo9XEABmkFBEDB//ALvTaSeSbOH0hUtKqUB/f4dD05RmKVl+4SKBwQLEzEIoBrPQKDgkUCO+WOl2e7wCAgwIBqAYgUEOp25XGnQSAJiVpczTp11eyxQkADCz3W6E1gwkSJfLIzRhOGya0rwwq6rMAH9/ARZEAAG4dOmSrpPN5gQRAWCwVJUej2XKGjUCCNcoVpWVVX7+NhIsYCP4KFeVh4n9DTtYAxiCPKan7PjZcxXna9cICqtfx2bTAAIgpTx39kKV12IBYsFgQxO1ggNtDoOYGYzlz27dmLNLNwQUFDORbNeu1YNT+sd0bUvQ97z35SPzVrtNZUpFYBB7vN6xo3qnLpqkKYMJpNN3P/86M27lL79UzJp834LHxhDARAQcP14+7aGVle7K7OeebNK4AcAA4U/2fX5o6uzll7xCyiowEVDlNgcPuHPdyvlQOH3u7KrnXiza8aHba7LiiAahUycOGDGku92uLV6WlZ1barM5dEMzdDZNU1qKwEsTJo8Ydj8gf/z52Nipiacr3LOmDpw7ewSUOl1RcU+fuAtVHqHBrvkLkh7TbVkyvEGtV15cGRIcmLR009Zt74A0ixWRYmYhxPPpj/WOac8WkQ4fBp88eyHpqefb3hIFEgywNJtF1u/Zo5Om6a/ser9GcMDdd7WH4pPnzixdvnn6tKGtoyIgCRoB2Lp1V4vopu3bRQMMEBiS5aYtJd99+8vy1Idshg1XeUxz0VMZg/re07VzGzBA8HnzrY8UuE/PLjAZhjx+6vyL296wLFm7dsiZsxeC/JyDB3UPrV0LwMVLVctWbKwdGuJw+DE0pVRoiP/9PbsF1Qgg9gEnJueuzSiaMrlP73vam6b16b7vM7JfD28QXLQ1OSK83htvfz52SuotrRpNGHMfMRiQUrZs0ajzHa1AJIQkMnK3vT13/hop7M0b13mjaFmN4AAGEeHo8ZOjxi91XXIX5sU3a9oIDBD+7MNPDg4Zndi4cb2pY+8TusFgy7KimjaI6Xa7glySsiUjq3j8qPvu793F5arKyXv9/MWKvKyk+nWDP9x38NDBo3a7bceuD0vf/3LowC4xXW5XrLp0bBXVtCEJsW5T8ZLUAq80u3Zq+cKGhOAaAa5LVdt3vaekOHP2XNaWN72wpo+7P7R2iL+fPbZ3Z5tTm5ewIXvL7rEjetx5RwtLMjOEwD3d2zaqX1+CdSHgw+rYqdNZOTsSHp+OqxhgNgXpLxW/GxIS2DumA4CT5WeSntkcGhKwYM4kf38DECBk5hTdckuLzne0BiuQAHDmzPlNuTu8HmvEkN7NoxoChGpurzc+aYMN/Pj8STVqBKJayet7FfPAvt0guUqaa9YV3H5bmx733CEABhfveve3I6dmTn/AZrNVVF7K3FQ0e+ZgP3sA/kMCGoiZAbU4JW/thqLn0x4eNawnAMuy+g1L+OKL7/M3PX5frzt3v7tvzKTkgbGdstY+geuwD1gwLMsaM2PZ78dORzUJe/2NT7Mz5vXr09VSShei7NipUROXVl5yb8uNb9Y0HAwQ/mzvpweGjk7scdet+ZufBHRcp6LiwtBxySdOVux8IbFp04YAKs5cuORxh9WrDYIggWpJT29auaZ49fKZU8b3B8BgUnyx0jVq0lJLyYBA+0effF+wcWFM93bMTEQAjp8oHzp2iWnxy/mLGzWsBx+pJKn5CRtz83ZnPj93cP+7cR32IQgQAGZ18sTZjVuKExZOY6UYAEGQIAYI23a8FRIS1Kt7RwDHTpbvfO0DP0OzORyjhvaERdApK+eVVq2jOndoCQaIAOze82llxflGkfW/+ebw5HF9YRF0AlDpqip44dVatULOnD83ZewDQkCQKNm9F4pj7+8G8CdfHvz040MPPTicCKwUCen2qHdKP7w7pmNAgP+Fi66MTa/MmtIvMCBQQgJM0AQRCMTMAC9OzV2zvmjV0zMmjLxPKfXL4WOjJj915szFksJlt7Zpsvvdz8dMSu3b546N6Y9BggmaHYYwCBp8GN9+/2ufwXGPPDSmZYvwSdNSRwztsXrFI2AWRMeOlY+auPSiq2pb7qJmTRqCAcKfffjpwSGjE7p0abvp+XkOzQYmw6bpugBQ5TEnzlr6RukXIwd1HTO8d5tbmgXV8NMgmCVBA+GKxSkbV697ZUXq9BmTB4BNyUIT2ocfHRg/LWXuY6Pq1AyZ+tAzs6cNSl40hQSB4PPrb8dGTUw1Tby45YmmjRsCDMmKeN6iDTkFpWtXzho2sLtXKR1kswkhDFyHoU6eOJ2ZuzNhwTRcxcxEBKBwx1shIUE9u3cEcOxk+Ssl7w8bfO+G3B397+vetlUkILI372rVplmnO1qCwWBmrHl+65BB9wYE+23YuGPW1AeCgvxBBFDlJXfu1uIRw+/fuvWNtm2iu3e7FcCu3XvB3L9PNwDbS94Swja43934N2alSGjMikhUXnCtz9oxY1psYIA/fBQUs9A0AMTMACcuzVuzfnuzxnXC6tRSSh39/YzL65058f5HZo/QdW33nn2Tp620O4z6DYJZCYeuVq+Ma9OqKUCo9szqguwtrxXmLgmPqDt4ROL5i5e2FSxuFtEQwLFj5aMmLr3oqtqWu6hZk4ZggPBnH316YPj4JE1zNAoLIGi6nVOemtm5/S2o9v5H++c/ue7b7074OY3wiNrd775t6APdO93aCgoQuGJxysbV615ZkTp9xuQBYJMhAJG6cmtO3q7S11bVcPr1GDBPaPR60YrQ2jVQ7dffjo2amGqaeHHLE00bNwQYkhXxgoQN2XlvN2wYHBTkJ73Urk3Eymfm+NltuA5Dnj51PmlZzoB+3QAlWYUE+d3WtoXD4QRQuOOtkJCgnt07Ajh2svzlXW9NH/PAkWMni7a/9eCDw2oGBmZv3tWqTbNOd7QEM4i+/+HnvXv3jx/bXzds+S+9EVE/9K672kMBApWuqtyC4vGjB52/4MrasmPqlEH1Q2vv2r0XzP37dANQsO31OnVCesV0wmUSYLAAScAAUHnRlfJMbrt2Ef7OAKWUf4C9a9fbHboNADEzoBJSc5/bWNTrntvbtYn+ZN8377z/zaypA1ITJwsCEe3es2/ilKcjGtXr0as9lLARTxl/f8PwOoAAUHH+wqipS12V3hXJU5yB/itWbdv1+t7n0maPHtYLoGPHykdNXHrRVbUtd1GzJg3BAOHPPvrkwLDxS+rUqdu3R3sSmtDUyJE9ops2AqCYBdF3P/z69gdfv//BV199+eOJU2ebN627acOiW6Mb46rFKRtXr3tlRer0GZMHgC2wuFBZ1eeB+QGBgSlLptiFeDrtpXfe/WLT+rgBfe5CtV9/OzZqYqpp4sUtTzRt3BBgSFbECxZtyMkrvbfn7S2ah0uvatIwdPy4XjabHSBcxZCnT51PWpYzsP9dIKkUBwc5b2vTwuFwAijc8VZISFDP7h0BHDtZXlzy7qTRsU4/Z3HJu+cvuiaN7pe1eVfrNs063dFCKSWE2Fb8tsbo1aMTEz794rvDv5RNmdBPExqIKl3u3PxXxo24PzA48J09Xxz44fs500e++uaHSnFsn24ACraVhoYG976nIy5TuIwABgSAixernlm9tWf3W/wD/JmV3W5Et2xu6BoAYmZALUrNfW7D9rXLHh43uveHn30zalJq29ZNt2xcGBIcQKDd7+4bOyFlQP87s55/Aj4MSAmNQALABx9+OXpG2qXKSqeNFGBJYXq4//23ZT0332Y4jh0vHzVx6UVXVWFeQtPGDfAXPvrk4AOjE+6++7atm57UNB0MQII0AAwJKUgjgL2m9XvZmeTluduL/xW/YOTjj43BVYtTNq5e98qK1OkzJg8AWyDx+lufTZm5ymKl6yyYvBIeD40e0nHNyscMXQPw62/HRk1MNU28uOWJpo0bAgzJinj+og1b8ndvXPPoA4Ni4CMBWNB0XIehTp44nZm7M2HBNFzFzACIqHDHWyEhQT27dwRw7GT5jlf2TBzb38/pdHmqns94uWfPzl/t/6Fl8yadOrQAK5dXLl2WbTf0wAAHwB5p/XrkeOri2SG1ggCqdLlz80vGjewTGOS0JG/K2dUyqpHb8ppeGdunG4Adu97zmmr44HvgowDFrEkiXSklhLhw0bUhq2T2jEF+TjuqMTMRASBmBstFS/PWbdz+7LJZE0fd73JXTZ694q09X+VkzO3fuyuA3e9+PmZiamzfDpueX0jMipnBgjRNEICk1M3PZ+1cOG9kowZ1lYLpNZ9eXeiqcr25fVnTpuFlx06Nmrj0ksv1Qk5CVNOGrBgEIgDkg6s++vTAkNGL7+56W96GhYZuMJgBaBAkzlRcfG59YXRU4+GDu0MIABu3vPbo4xmLHx/1+KOjcdXi5I2r172yInX6jCkDAAtKf3jhmtfe+PSRWYMbhtVmcPnZc2uff8VuGC9sSWgRFQ7g19/KRk1capr84pYnmzZuCDAkS+L5CRtz899ct/rh4YPvYakUGBBCkACYmCAAMNSJ42czt+xIWDiVlWKAiAQRqm3b8XZIzcBed3cEcOxk+Y5X9kwc29/P7mCSh387VfhyKUi/J+aOju1aQPE3Px/54P3PZk4ZDh8GCC+8/GZISGCfHp0BVLrcW/JfGTfy/qBAJ1g/ceZMbv6rwTVqNKgf2v++zgAfOPjzK6/9a+4jY+w2GxRDKGmhuPjNe3t0qlkz5PxF14asnQ9OiQ0MDCD8BwMgZgabi5Lz09cXPrdi9oQx/QC8UPz2jDlr+vW6Y3PGQofdeP2dz8ZNWVovtGbHDi3A8JFSto4Oj3toxLmKi70HzAurXXPH9qcdhoFq8xevX7fhtacSRs57aHTZsZPDJy395ZeyLp3bBgc5ICEteUurJo/MfsBm0wFCtb0fHxwyJiGkRnDHjs110phhmrJVq/C5c0aeOFE+ZfaKbw8dG9ivc5PmYeUnz+/c+YHT38jdGH9L68a4jAFKWLJh1ZriZ5fPmjFtAMC//Pz7oLFPtWxa74WcJZquodrMR1bmvbAnfdWsKeP6AOLw0bIR454yTVWYt7hZ03AGE7MEz1u0IWvzGx07tIwIr80SIFimd8K43j3u6sCsSGi4TP126mxW5vYlT8yAYMZlBEK1F4veCQkJuO+ejgCOnzhVtOPdSRNi/ewOBRZCe2PP56vStqQkzrizfWsoPLf5pS7tb7v9tha4gvlI2cmtL5YsiJui66LSVZWVVzRuTGxNv0CAIPD5/kOLkrJmThs64P7OYMXM2dk7hV0fEHt3zeCgS27vrtf3nD19fsqEwXa7reLipefXF02Z1C84IJAZVxg6aToRMyvIzXmvby9+N272iN49OgI4dfrcgifXurzeVcvmhNer89nnB5c9W+C1pJSKFAEsLdnu1uZLFk/97rtfFietHzm8/8hhMQQCCMD7H325fGVBxw7R8fMnVFS4UpZn//jLMRBYgcCWJdvd2jwpfrLdbsNVB787vDh1g+mBVBaYAHhN69bbmi55YmqA03H417KtL+95/739x48fdzrtd3ZsO3pUjztvjyYWELhi05bil4v2zJo6ZEBsN0Ds/eTLZau2jht13/DBPXFV6Z59a9JfjIm5NW7WaM0Qv58sT162WZlY8uSkBvXrKCgoEMsNW3bueu0TIqEUAwzANK2HZw2O7dOVpUYaLmOcOnv29V3vjh8/mEjgBvzOu58FBfnd0b4VmMrPnn1/7xf39+zidDiZFMAeizdkFvXq1qF126aXKl07dr3Zv2+v4CB/XMaAdHvUa6+937VLu7p1a1W5Pa+/8W6vXncH+vsBYB8gO29ny2aNunW5HYohrEsub8kbe3/7tdxCpWE4I+rX792zY3BQEIBLVZ4NmYUklNPuR0pjsF0XvXt1btCoLjGzksoyLcVSMwxD1wGwskwvSzZ1XdOEoZRHSWKCIkEAMTMYxDa2S2V6Ie12QxcM2AAwYEmvMhUYut2wAGl6NdYBhg8xmAHSDV0IQUSoZknptUwiIRgAA2AGiAxdJ0BoBGa325QWA2z3E7pmh6WgASQAKFOZ0gIxQeg6iHTTsizltWt2ITTSCAwoJYWs8lgg9tMMCKGU5VXQAF3ThRBMzAqkTFMyMUuhMUFTDIABXRCErjRpgw6QUszKkhY0A5pm4DpKKWkpZtZ1JmgmLFORjaAJjYXSWANgKQXJQtMlS1IkNCIBIgFAsSJW0iIIaJogItNtCl0jnQhE8FHSkqxI1wVIgBkCCurCxUser2XTtaBAP40MEHxYKq/X6zZNIkUQYABksxs2m/b/AXFE6CjrjcXYAAAAAElFTkSuQmCC"
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{
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{
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{
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},
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{
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}
],
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "logo",
"confidence": 0.44580602645874023
},
{
"class_name": "page_thumbnail",
"confidence": 0.3932502567768097
},
{
"class_name": "full_page_image",
"confidence": 0.12232524156570435
},
{
"class_name": "screenshot_from_computer",
"confidence": 0.0081523722037673
},
{
"class_name": "other",
"confidence": 0.004809700418263674
},
{
"class_name": "flow_chart",
"confidence": 0.003907572943717241
},
{
"class_name": "icon",
"confidence": 0.0034693521447479725
},
{
"class_name": "screenshot_from_manual",
"confidence": 0.0031770113855600357
},
{
"class_name": "geographical_map",
"confidence": 0.0023574051447212696
},
{
"class_name": "engineering_drawing",
"confidence": 0.002010461175814271
},
{
"class_name": "bar_chart",
"confidence": 0.001899881986901164
},
{
"class_name": "bar_code",
"confidence": 0.0015935347182676196
},
{
"class_name": "line_chart",
"confidence": 0.0013444898650050163
},
{
"class_name": "photograph",
"confidence": 0.001246333704330027
},
{
"class_name": "calendar",
"confidence": 0.0011609597131609917
},
{
"class_name": "table",
"confidence": 0.0007253860821947455
},
{
"class_name": "stamp",
"confidence": 0.0006298580556176603
},
{
"class_name": "pie_chart",
"confidence": 0.0005616720882244408
},
{
"class_name": "music",
"confidence": 0.0005003871046938002
},
{
"class_name": "qr_code",
"confidence": 0.00036640081088989973
},
{
"class_name": "signature",
"confidence": 0.00029759525205008686
},
{
"class_name": "chemistry_structure",
"confidence": 0.00027415904332883656
},
{
"class_name": "scatter_plot",
"confidence": 7.324654870899394e-05
},
{
"class_name": "topographical_map",
"confidence": 3.748896415345371e-05
},
{
"class_name": "crossword_puzzle",
"confidence": 1.886133395601064e-05
},
{
"class_name": "box_plot",
"confidence": 4.235977939970326e-06
}
]
}
]
},
{
"self_ref": "#/pictures/2",
"parent": {
"$ref": "#/body"
},
"children": [],
"content_layer": "body",
"meta": {
"description": {
"created_by": "quber-chart-scan",
"text": "\n\nNREF Total Return vs Peers\u2074\n<::Line chart showing NREF Total Return vs Peers over time.\nY-axis: Percentage from -100% to 250%.\nX-axis: Monthly intervals from Feb-2020 to Jul-2025.\n\nLines represent total return for different entities:\n- NREF (solid blue line): Starts around -10% in Feb-2020, drops to about -60% in Mar-2020, then generally increases, showing significant growth from late 2023, reaching over 200% by Jul-2025.\n- ABR (dashed green line): Starts around -10% in Feb-2020, drops to about -70% in Mar-2020, then recovers and fluctuates significantly, peaking around 100% in mid-2022 and early 2023, ending around 50% by Jul-2025.\n- BIMT (dotted black line): Starts around 0% in Feb-2020, drops to about -50% in Mar-2020, then recovers and fluctuates, generally staying below 50% after 2021, ending around 20% by Jul-2025.\n- KREF (dashed red line): Starts around 0% in Feb-2020, drops to about -60% in Mar-2020, recovers to positive, but then trends downwards from mid-2021, ending around -20% by Jul-2025.\n- ADAM (dotted orange line): Starts around -10% in Feb-2020, drops to about -50% in Mar-2020, then recovers and fluctuates, generally staying between 0% and 50% after 2021, ending around 30% by Jul-2025.\n- STWD (dashed gray line): Starts around 0% in Feb-2020, drops to about -50% in Mar-2020, then recovers and fluctuates, generally staying below 50% after 2021, ending around 10% by Jul-2025.\n- TRTX (dotted purple line): Starts around -10% in Feb-2020, drops to about -70% in Mar-2020, then recovers, but generally trends downwards from late 2021, ending around -40% by Jul-2025.\n\nOverall, NREF shows the strongest performance, particularly in the later period, significantly outperforming its peers by Jul-2025.\n: chart::> "
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"class_name": "table"
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"class_name": "engineering_drawing"
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"class_name": "scatter_plot"
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"created_by": "DocumentPictureClassifier",
"class_name": "full_page_image"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "page_thumbnail"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "screenshot_from_manual"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "geographical_map"
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"created_by": "DocumentPictureClassifier",
"class_name": "flow_chart"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "chemistry_structure"
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{
"confidence": 9.976229193853214e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "calendar"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "topographical_map"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "box_plot"
},
{
"confidence": 4.007380630355328e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "other"
},
{
"confidence": 3.99211494368501e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "music"
},
{
"confidence": 3.35641234414652e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "signature"
},
{
"confidence": 3.29254507960286e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "pie_chart"
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{
"confidence": 2.5551948056090623e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "logo"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "stamp"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "photograph"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "qr_code"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "icon"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "crossword_puzzle"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "bar_code"
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},
"quber__figure_job_id": "cmssf987u09xubk01mtcdx6l6",
"quber__figure_model": "dpt-2",
"quber__figure_version": "dpt-2-20260410",
"quber__figure_chunk_id": "f0be7632-6c0b-4e69-9db3-a5899480ae6a",
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"quber__footnote_marks": [
{
"marker": "4",
"kind": "footnote",
"label": "NREF Total Return vs Peers"
}
],
"quber__footnotes": [
{
"marker": "1",
"text": "BASED ON JUNE 30, 2026, BOOK VALUE INCLUDING REDEEMABLE NON-CONTROLLING INTERESTS IN THE OPERATING PARTNERSHIP AS REPORTED BY THE COMPANY IN THIS PRESENTATION AND THE SHARE PRICE AS OF CLOSE OF TRADING AUGUST 5, 2026"
},
{
"marker": "2",
"text": "IMPLIED DIVIDEND YIELD IS CALCULATED USING THE 2Q DIVIDEND OF $0.50 PER COMMON SHARE, ANNUALIZED, DIVIDED BY THE SHARE PRICE AS OF CLOSE OF TRADING ON AUGUST 5, 2026"
},
{
"marker": "3",
"text": "INCLUDES NON-CONTROLLING INTERESTS. EXCLUDES OWNERSHIP BY FUNDS ADVISED OR MANAGED BY AFFILIATES OF OUR ADVISER EXCEPT TO THE EXTENT OF OUR MANAGEMENT'S PECUNIARY INTEREST THEREIN AS OF THE CLOSE OF TRADING AUGUST 5, 2026"
},
{
"marker": "4",
"text": "BLOOMBERG. TOTAL RETURN, INCLUDING DIVIDENDS, AS OF CLOSE OF TRADING AUGUST 5, 2026"
}
]
},
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "line_chart",
"confidence": 0.9245813488960266
},
{
"class_name": "screenshot_from_computer",
"confidence": 0.06566806882619858
},
{
"class_name": "bar_chart",
"confidence": 0.0027553332038223743
},
{
"class_name": "table",
"confidence": 0.002414742950350046
},
{
"class_name": "engineering_drawing",
"confidence": 0.0013273116201162338
},
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"text": "EARNINGS AVAILABLE FOR DISTRIBUTION PER DILUTED COMMON SHARE ASSUMES VESTING OF ALL OUTSTANDING UNVESTED RESTRICTED STOCK UNITS AND CONVERSION OF ALL REDEEMABLE NON-CONTROLLING INTERESTS. THE ADJUSTED WEIGHTED AVERAGE SHARES OUTSTANDING - DILUTED USED TO CALCULATE EAD PER DILUTED COMMON SHARE DOES NOT INCLUDE DILUTIVE EFFECT OF POTENTIAL REDEMPTION OF SERIES B OR SERIES C PREFERRED SHARES FOR COMMON STOCK. SEE \"RECONCILIATIONS\" SLIDE"
}
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "bar_chart",
"confidence": 0.9980317950248718
},
{
"class_name": "line_chart",
"confidence": 0.001517805503681302
},
{
"class_name": "table",
"confidence": 0.00028280867263674736
},
{
"class_name": "screenshot_from_computer",
"confidence": 8.620555308880284e-05
},
{
"class_name": "pie_chart",
"confidence": 1.6593474356341176e-05
},
{
"class_name": "calendar",
"confidence": 1.016394526232034e-05
},
{
"class_name": "icon",
"confidence": 9.625902748666704e-06
},
{
"class_name": "logo",
"confidence": 6.863234830234433e-06
},
{
"class_name": "other",
"confidence": 6.056667643861147e-06
},
{
"class_name": "qr_code",
"confidence": 4.912428266834468e-06
},
{
"class_name": "bar_code",
"confidence": 4.089549292984884e-06
},
{
"class_name": "flow_chart",
"confidence": 3.395021622054628e-06
},
{
"class_name": "engineering_drawing",
"confidence": 3.2313998872268712e-06
},
{
"class_name": "page_thumbnail",
"confidence": 3.0466603675449733e-06
},
{
"class_name": "box_plot",
"confidence": 2.74566173175117e-06
},
{
"class_name": "scatter_plot",
"confidence": 2.5305707822553813e-06
},
{
"class_name": "full_page_image",
"confidence": 2.3948455236677546e-06
},
{
"class_name": "screenshot_from_manual",
"confidence": 1.667308197284001e-06
},
{
"class_name": "geographical_map",
"confidence": 1.6552309034523205e-06
},
{
"class_name": "music",
"confidence": 7.767512784084829e-07
},
{
"class_name": "photograph",
"confidence": 5.74546902498696e-07
},
{
"class_name": "stamp",
"confidence": 4.736056382625975e-07
},
{
"class_name": "chemistry_structure",
"confidence": 4.408415179568692e-07
},
{
"class_name": "topographical_map",
"confidence": 1.3091562323097605e-07
},
{
"class_name": "crossword_puzzle",
"confidence": 3.3868815307869227e-08
},
{
"class_name": "signature",
"confidence": 3.3281903455417705e-08
}
]
}
]
},
{
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"
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"description": {
"created_by": "quber-chart-scan",
"text": "\n\n<::Bar chart titled \"Earnings per Diluted Share and EAD per Diluted Common Share\".\n\nLegend: EPS (light grey bars), EAD/Share (dark blue bars).\n\nThe chart displays values for several quarters:\n\n- **2Q 2025**\n - EPS: $0.54 (change: (22.9)%)\n - EAD/Share: $0.43 (change: 5.0%)\n- **3Q 2025**\n - EPS: $1.14 (change: 111.1%)\n - EAD/Share: $0.51 (change: 17.5%)\n- **4Q 2025**\n - EPS: $0.48 (change: (57.9)%)\n - EAD/Share: $0.48 (change: (5.9)%)\n- **1Q 2026**\n - EPS: $0.42 (change: (12.5)%)\n - EAD/Share: $0.43 (change: (10.4)%)\n- **2Q 2026**\n - EPS: $0.29 (change: (31.0)%)\n - EAD/Share: $0.46 (change: 7.0%)\n- **3Q 2026 Est** (Estimated values indicated by dashed bars)\n - EPS: $0.34 (change: 17.2%)\n - EAD/Share: $0.43 (change: (6.5)%)\n: chart::>"
},
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"class_name": "geographical_map"
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"class_name": "qr_code"
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"class_name": "logo"
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"class_name": "box_plot"
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{
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"class_name": "photograph"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "music"
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{
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"created_by": "DocumentPictureClassifier",
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{
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"class_name": "stamp"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "topographical_map"
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{
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"class_name": "signature"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "crossword_puzzle"
}
]
},
"quber__figure_job_id": "cmssf98me09xvbk01qxucziij",
"quber__figure_model": "dpt-2",
"quber__figure_version": "dpt-2-20260410",
"quber__figure_chunk_id": "0309652f-012f-43c2-b975-5222fd719d65",
"quber__read_by": [
{
"reader": "ade",
"produced": []
}
],
"quber__footnote_marks": [],
"quber__footnotes": [
{
"marker": "1",
"text": "EPS ASSUMES VESTING OF ALL OUTSTANDING UNVESTED RESTRICTED STOCK UNITS AND CONVERSION OF ALL REDEEMABLE NON-CONTROLLING INTERESTS, AND DILUTIVE EFFECT OF POTENTIAL REDEMPTION OF ALL OUTSTANDING SERIES B AND SERIES C PREFERRED SHARES FOR COMMON STOCK."
},
{
"marker": "2",
"text": "EAD AND CAD PER DILUTED COMMON SHARE ASSUMES VESTING OF ALL OUTSTANDING UNVESTED RESTRICTED STOCK UNITS AND CONVERSION OF ALL REDEEMABLE NON-CONTROLLING INTERESTS. ADDITIONALLY, THE ADJUSTED WEIGHTED AVERAGE SHARES OUTSTANDING - DILUTED USED TO CALCULATE EAD AND CAD PER DILUTED COMMON SHARE DOES NOT INCLUDE DILUTIVE EFFECT OF POTENTIAL REDEMPTION OF SERIES B AND SERIES C PREFERRED SHARES FOR COMMON STOCK. SEE \"RECONCILIATIONS\" SLIDE"
}
]
},
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{
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"
},
"annotations": [
{
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"text": "\n\n<::bar chart: EAD and CAD per Diluted Common Share\n\n- **2Q 2025**\n - EAD/Share: $0.43\n - CAD/Share: $0.46 (2.6%)\n- **3Q 2025**\n - EAD/Share: $0.51\n - CAD/Share: $0.53 (15.2%)\n- **4Q 2025**\n - EAD/Share: $0.48\n - CAD/Share: $0.53 (-%)\n- **1Q 2026**\n - EAD/Share: $0.43\n - CAD/Share: $0.58 (9.43%)\n- **2Q 2026**\n - EAD/Share: $0.46\n - CAD/Share: $0.58 (-%)\n- **3Q 2026 Est**\n - EAD/Share: $0.43\n - CAD/Share: $0.55 ((5.2)%)\n\nLegend:\n- Dark Blue Bar: EAD/Share\n- Light Gray Bar: CAD/Share\n: bar chart::>"
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{
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],
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{
"marker": "3",
"text": "NET INCOME ATTRIBUTABLE TO COMMON STOCKHOLDERS IN 3Q 2026 IS ESTIMATED TO BE BETWEEN $7.4 MILLION AND $9.8 MILLION."
}
]
},
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
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{
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},
{
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},
{
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},
{
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},
{
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},
{
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},
{
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{
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},
{
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},
{
"class_name": "icon",
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},
{
"class_name": "full_page_image",
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},
{
"class_name": "geographical_map",
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},
{
"class_name": "page_thumbnail",
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},
{
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},
{
"class_name": "music",
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},
{
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},
{
"class_name": "logo",
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},
{
"class_name": "photograph",
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},
{
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{
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},
{
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},
{
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}
]
}
]
},
{
"self_ref": "#/pictures/7",
"parent": {
"$ref": "#/body"
},
"children": [],
"content_layer": "body",
"meta": {
"description": {
"created_by": "quber-chart-scan",
"text": "\n\nPortfolio Commentary\u00b9\n<::Map of the United States.\nIndividual states are colored dark blue. Some states have light beige circles overlaid with state abbreviations and percentages, indicating data points:\n- MA: 31%\n- CA: 5%\n- TX: 16%\n- MD: 5%\n- GA: 5%\n- FL: 6%\nStates without these larger circles have a small, light beige dot in their center, indicating they are:\nLESS THAN 4.0% OF TOTAL OUTSTANDING PRINCIPAL BALANCE\n: map::>"
},
"classification": {
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{
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{
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{
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{
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "geographical_map",
"confidence": 0.9997536540031433
},
{
"class_name": "logo",
"confidence": 6.986450171098113e-05
},
{
"class_name": "engineering_drawing",
"confidence": 4.002155765192583e-05
},
{
"class_name": "full_page_image",
"confidence": 2.990269786096178e-05
},
{
"class_name": "line_chart",
"confidence": 2.9309201636351645e-05
},
{
"class_name": "scatter_plot",
"confidence": 1.5892566807451658e-05
},
{
"class_name": "icon",
"confidence": 1.0945105714199599e-05
},
{
"class_name": "flow_chart",
"confidence": 9.135144864558242e-06
},
{
"class_name": "other",
"confidence": 7.1491590460937005e-06
},
{
"class_name": "chemistry_structure",
"confidence": 6.538120032928418e-06
},
{
"class_name": "topographical_map",
"confidence": 5.522630090126768e-06
},
{
"class_name": "page_thumbnail",
"confidence": 4.678563527704682e-06
},
{
"class_name": "screenshot_from_manual",
"confidence": 3.9306073631451e-06
},
{
"class_name": "crossword_puzzle",
"confidence": 3.6238363918528194e-06
},
{
"class_name": "screenshot_from_computer",
"confidence": 2.267749778184225e-06
},
{
"class_name": "qr_code",
"confidence": 1.7874091327030328e-06
},
{
"class_name": "bar_chart",
"confidence": 1.7480180076745455e-06
},
{
"class_name": "table",
"confidence": 1.4252914297685493e-06
},
{
"class_name": "pie_chart",
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "pie_chart",
"confidence": 0.9615565538406372
},
{
"class_name": "bar_chart",
"confidence": 0.01966075599193573
},
{
"class_name": "table",
"confidence": 0.00839769747108221
},
{
"class_name": "flow_chart",
"confidence": 0.004286096431314945
},
{
"class_name": "line_chart",
"confidence": 0.0030499333515763283
},
{
"class_name": "calendar",
"confidence": 0.001343199866823852
},
{
"class_name": "full_page_image",
"confidence": 0.0006339371320791543
},
{
"class_name": "scatter_plot",
"confidence": 0.0003795275988522917
},
{
"class_name": "geographical_map",
"confidence": 0.000210617741686292
},
{
"class_name": "engineering_drawing",
"confidence": 0.0001560096425237134
},
{
"class_name": "other",
"confidence": 6.555800791829824e-05
},
{
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