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"body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 42.03, "t": 459.27198999999996, "r": 331.6199999999999, "b": 319.42627766871163, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 333 ] } ], "orig": "'Seven Hills delivered solid first quarter results, generating Distributable Earnings of $0.24 per share, which was at the high end of our guidance. During the quarter, we grew our portfolio to a new high water mark as we actively invested capital raised from our December rights offering, closing three loans totaling $67.5 million.", "text": "'Seven Hills delivered solid first quarter results, generating Distributable Earnings of $0.24 per share, which was at the high end of our guidance. During the quarter, we grew our portfolio to a new high water mark as we actively invested capital raised from our December rights offering, closing three loans totaling $67.5 million." }, { "self_ref": "#/texts/8", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 42.03, "t": 299.67201, "r": 334.868, "b": 123.42624766871165, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 404 ] } ], "orig": "Our portfolio continues to deliver strong credit performance, with no realized losses and a weighted average risk rating of 2.8. With several transactions in diligence, meaningful capital to invest and recent extensions of our financing facilities, we believe we are well positioned to further grow our portfolio by capitalizing on a robust pipeline of compelling risk-adjusted investment opportunities.'", "text": "Our portfolio continues to deliver strong credit performance, with no realized losses and a weighted average risk rating of 2.8. With several transactions in diligence, meaningful capital to invest and recent extensions of our financing facilities, we believe we are well positioned to further grow our portfolio by capitalizing on a robust pipeline of compelling risk-adjusted investment opportunities.'" }, { "self_ref": "#/texts/9", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 42.03, "t": 84.87198999999998, "r": 269.6979999999999, "b": 53.52625766871165, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "Tom Lorenzini, President and Chief Investment Officer of SEVN", "text": "Tom Lorenzini, President and Chief Investment Officer of SEVN" }, { "self_ref": "#/texts/10", "parent": { "$ref": "#/pictures/1" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 794.4813639322916, "t": 514.5, "r": 926.1426595052084, "b": 495.8125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/11", "parent": { "$ref": "#/pictures/1" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "REALTYTRUST", "text": "REALTYTRUST" }, { "self_ref": "#/texts/12", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 459.376, "r": 949.82199, "b": 434.3082308588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "Newton, MA (April\u00a028, 2026). Seven Hills Realty Trust (Nasdaq: SEVN) today announced its financial results for the quarter ended March\u00a031, 2026.", "text": "Newton, MA (April\u00a028, 2026). Seven Hills Realty Trust (Nasdaq: SEVN) today announced its financial results for the quarter ended March\u00a031, 2026." }, { "self_ref": "#/texts/13", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 421.14599, "r": 434.0279999999999, "b": 410.4782108588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Distributions", "text": "Distributions", "level": 1 }, { "self_ref": "#/texts/14", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 396.746, "r": 926.2020100000004, "b": 357.2782308588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "On April\u00a09, 2026, SEVN declared a quarterly distribution of $0.28 per common share, or approximately $6.3 million, to shareholders of record on April\u00a021, 2026. SEVN expects to pay this distribution on or about May\u00a014, 2026.", "text": "On April\u00a09, 2026, SEVN declared a quarterly distribution of $0.28 per common share, or approximately $6.3 million, to shareholders of record on April\u00a021, 2026. SEVN expects to pay this distribution on or about May\u00a014, 2026." }, { "self_ref": "#/texts/15", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 340.42598999999996, "r": 451.91999999999985, "b": 329.75821085889567, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Conference Call", "text": "Conference Call", "level": 1 }, { "self_ref": "#/texts/16", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 316.02599999999995, "r": 940.224, "b": 175.75821085889572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 995 ] } ], "orig": "A conference call to discuss SEVN's first quarter 2026 results will be held on Wednesday, April 29, 2026 at 11:00 a.m. Eastern Time. The conference call telephone number is (866) 739-7850. Participants calling from outside the United States and Canada should dial (412) 317-6592. No pass code is necessary to access the call from either number. Participants should dial in about 15 minutes prior to the scheduled start of the call. A replay of the conference call will be available through 11:59 p.m. Eastern Time on Wednesday, May 6, 2026. To access the replay, dial (855) 669-9658. The replay pass code is 8218848. A live audio webcast of the conference call will also be available in a listen only mode on SEVN's website, at www.sevnreit.com. The archived webcast will be available for replay on SEVN's website after the call. The transcription, recording and retransmission of SEVN's first quarter conference call in any way are strictly prohibited without the prior written consent of SEVN.", "text": "A conference call to discuss SEVN's first quarter 2026 results will be held on Wednesday, April 29, 2026 at 11:00 a.m. Eastern Time. The conference call telephone number is (866) 739-7850. Participants calling from outside the United States and Canada should dial (412) 317-6592. No pass code is necessary to access the call from either number. Participants should dial in about 15 minutes prior to the scheduled start of the call. A replay of the conference call will be available through 11:59 p.m. Eastern Time on Wednesday, May 6, 2026. To access the replay, dial (855) 669-9658. The replay pass code is 8218848. A live audio webcast of the conference call will also be available in a listen only mode on SEVN's website, at www.sevnreit.com. The archived webcast will be available for replay on SEVN's website after the call. The transcription, recording and retransmission of SEVN's first quarter conference call in any way are strictly prohibited without the prior written consent of SEVN." }, { "self_ref": "#/texts/17", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 157.32599000000005, "r": 529.3079999999999, "b": 146.6582108588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "About Seven Hills Realty Trust", "text": "About Seven Hills Realty Trust", "level": 1 }, { "self_ref": "#/texts/18", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 363.12, "t": 132.92599, "r": 934.944, "b": 50.25821085889572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 584 ] } ], "orig": "Seven Hills Realty Trust (Nasdaq: SEVN), or SEVN, we, our or us, is a real estate investment trust, or REIT, that originates and invests in first mortgage loans secured by middle market transitional commercial real estate. SEVN is managed by Tremont Realty Capital, an affiliate of The RMR Group (Nasdaq: RMR), a leading U.S. alternative asset management company with over $37 billion in assets under management and 40 years of institutional experience in buying, selling, financing and operating commercial real estate. For more information about SEVN, please visit www.sevnreit.com.", "text": "Seven Hills Realty Trust (Nasdaq: SEVN), or SEVN, we, our or us, is a real estate investment trust, or REIT, that originates and invests in first mortgage loans secured by middle market transitional commercial real estate. SEVN is managed by Tremont Realty Capital, an affiliate of The RMR Group (Nasdaq: RMR), a leading U.S. alternative asset management company with over $37 billion in assets under management and 40 years of institutional experience in buying, selling, financing and operating commercial real estate. For more information about SEVN, please visit www.sevnreit.com." }, { "self_ref": "#/texts/19", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/20", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 937.48999, "t": 17.591969999999947, "r": 942.97999, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/21", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 37.03, "t": 504.01199, "r": 252.33399999999997, "b": 482.67643171779144, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Company Snapshot", "text": "Company Snapshot", "level": 1 }, { "self_ref": "#/texts/22", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 36.51, "t": 472.02799, "r": 269.00500000000005, "b": 462.2491924539877, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(As of March\u00a031, 2026, unless otherwise noted)", "text": "(As of March\u00a031, 2026, unless otherwise noted)" }, { "self_ref": "#/texts/23", "parent": { "$ref": "#/pictures/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 794.4813639322916, "t": 514.90625, "r": 927.0569661458334, "b": 494.59375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/24", "parent": { "$ref": "#/pictures/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 820.9965006510416, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REALTY TRUST", "text": "REALTY TRUST" }, { "self_ref": "#/texts/25", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/26", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 937.48999, "t": 17.591969999999947, "r": 942.97999, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/27", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 37.0, "t": 505.79199, "r": 354.52200000000005, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "First Quarter 2026 Highlights", "text": "First Quarter 2026 Highlights", "level": 1 }, { "self_ref": "#/texts/28", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 39.02, "t": 467.69800000000004, "r": 432.1249899999999, "b": 457.91920245398774, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(As of and for the three months ended March\u00a031, 2026, unless otherwise noted)", "text": "(As of and for the three months ended March\u00a031, 2026, unless otherwise noted)" }, { "self_ref": "#/texts/29", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 64.36, "t": 434.71801, "r": 134.42399999999998, "b": 401.2942944785276, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Financial Results", "text": "Financial Results", "level": 1 }, { "self_ref": "#/texts/30", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 56.42, "t": 348.84801999999996, "r": 142.356, "b": 315.42430447852763, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Investment Activity", "text": "Investment Activity", "level": 1 }, { "self_ref": "#/texts/31", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 63.35, "t": 242.86801000000003, "r": 135.414, "b": 228.6443044785276, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Portfolio", "text": "Portfolio", "level": 1 }, { "self_ref": "#/texts/32", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 46.16, "t": 142.59798999999998, "r": 148.64, "b": 109.17430447852757, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Liquidity & Capitalization", "text": "Liquidity & Capitalization", "level": 1 }, { "self_ref": "#/texts/33", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 433.51599, "r": 567.8820300000001, "b": 422.8482108588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "\u00b7 Generated net income of $4.4 million, or $0.19 per diluted share.", "text": "Generated net income of $4.4 million, or $0.19 per diluted share.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/34", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 413.116, "r": 628.0119700000001, "b": 402.4482208588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "\u00b7 Generated Distributable Earnings of $5.3 million, or $0.24 per diluted share.", "text": "Generated Distributable Earnings of $5.3 million, or $0.24 per diluted share.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/35", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 366.54598999999996, "r": 618.1739999999996, "b": 355.87821085889567, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "\u00b7 Originated three loans with aggregate total commitments of $67.5 million.", "text": "Originated three loans with aggregate total commitments of $67.5 million.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/36", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 346.14599, "r": 686.5859999999999, "b": 335.4782108588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "\u00b7 Received the full repayment of a $16.0 million loan secured by a hotel in Lake Mary, FL.", "text": "Received the full repayment of a $16.0 million loan secured by a hotel in Lake Mary, FL.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/37", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 325.746, "r": 923.3819999999998, "b": 297.6782308588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "\u00b7 Subsequent to quarter end, received the full repayment of a $54.6 million loan secured by a multifamily property in Olmsted Falls, OH.", "text": "Subsequent to quarter end, received the full repayment of a $54.6 million loan secured by a multifamily property in Olmsted Falls, OH.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/38", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 261.466, "r": 593.63001, "b": 250.79822085889572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "\u00b7 Weighted average coupon of S + 3.63% and All In Yield of S + 4.03%.", "text": "Weighted average coupon of S + 3.63% and All In Yield of S + 4.03%.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/39", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 241.06601, "r": 844.3419799999998, "b": 230.39823085889572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "\u00b7 Weighted average risk rating of 2.8 and an allowance for credit losses representing 1.3% of total loan commitments.", "text": "Weighted average risk rating of 2.8 and an allowance for credit losses representing 1.3% of total loan commitments.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/40", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 220.66601000000003, "r": 513.38001, "b": 209.99823085889568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "\u00b7 No realized losses as of quarter ended March\u00a031, 2026.", "text": "No realized losses as of quarter ended March\u00a031, 2026.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/41", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 170.49599999999998, "r": 858.2720000000002, "b": 159.82822085889575, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "\u00b7 Cash on hand of $56.6 million and unused financing capacity of $397.5 million under our Secured Financing Facilities.", "text": "Cash on hand of $56.6 million and unused financing capacity of $397.5 million under our Secured Financing Facilities.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/42", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 150.09600999999998, "r": 729.4800000000001, "b": 139.42823085889574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "\u00b7 Weighted average coupon of S + 2.17% on borrowings under our Secured Financing Facilities.", "text": "Weighted average coupon of S + 2.17% on borrowings under our Secured Financing Facilities.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/43", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 129.69601, "r": 671.3699999999999, "b": 119.02823085889571, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "\u00b7 Extended the maturity date of our UBS Master Repurchase Facility to February 2028.", "text": "Extended the maturity date of our UBS Master Repurchase Facility to February 2028.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/44", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 194.13, "t": 109.29598999999996, "r": 934.5419999999999, "b": 81.2282108588957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "\u00b7 Extended the maturity date of our Wells Fargo Master Repurchase Facility to March 2028 and increased the maximum facility size by $125.0 million to $250.0 million.", "text": "Extended the maturity date of our Wells Fargo Master Repurchase Facility to March 2028 and increased the maximum facility size by $125.0 million to $250.0 million.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/45", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 39.02, "t": 45.47998999999999, "r": 916.5300000000003, "b": 36.590174049079735, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "Please refer to Non-GAAP Financial Measures and Other Measures and Definitions within the Appendix for terms used throughout this document. All amounts in this presentation are unaudited.", "text": "Please refer to Non-GAAP Financial Measures and Other Measures and Definitions within the Appendix for terms used throughout this document. All amounts in this presentation are unaudited." }, { "self_ref": "#/texts/46", "parent": { "$ref": "#/pictures/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 794.4813639322916, "t": 514.5, "r": 927.0569661458334, "b": 494.59375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/47", "parent": { "$ref": "#/pictures/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 820.9965006510416, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REALTY TRUST", "text": "REALTY TRUST" }, { "self_ref": "#/texts/48", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/49", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 937.48999, "t": 17.591969999999947, "r": 942.97999, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "4", "text": "4" }, { "self_ref": "#/texts/50", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 5, "bbox": { "l": 37.0, "t": 505.79199, "r": 448.71799999999996, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "First Quarter 2026 Financial Summary", "text": "First Quarter 2026 Financial Summary" }, { "self_ref": "#/texts/51", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 36.51, "t": 472.06998999999996, "r": 244.74999999999991, "b": 463.1801740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(amounts in thousands, except per share data)", "text": "(amounts in thousands, except per share data)" }, { "self_ref": "#/texts/52", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 159.81, "t": 435.71601000000004, "r": 345.48999999999995, "b": 416.1584149079755, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Income Statement", "text": "Income Statement", "level": 1 }, { "self_ref": "#/texts/53", "parent": { "$ref": "#/pictures/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 794.9384765625, "t": 514.09375, "r": 926.1426595052084, "b": 495.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/54", "parent": { "$ref": "#/pictures/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REALTY TRUST", "text": "REALTY TRUST" }, { "self_ref": "#/texts/55", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 641.19, "t": 435.71601000000004, "r": 785.4000000000002, "b": 416.1584149079755, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Balance Sheet", "text": "Balance Sheet", "level": 1 }, { "self_ref": "#/texts/56", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/57", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 937.48999, "t": 17.591969999999947, "r": 942.97999, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "5", "text": "5" }, { "self_ref": "#/texts/58", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 37.0, "t": 505.79199, "r": 663.2319999999997, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Income from Loan Investments, Net - Interest Rate Trends", "text": "Income from Loan Investments, Net - Interest Rate Trends", "level": 1 }, { "self_ref": "#/texts/59", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 42.0, "t": 464.08801, "r": 469.0239999999999, "b": 449.86430447852763, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Driving Net Interest Margin through selective originations.", "text": "Driving Net Interest Margin through selective originations.", "level": 1 }, { "self_ref": "#/texts/60", "parent": { "$ref": "#/groups/1" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 6, "bbox": { "l": 42.0, "t": 74.45999999999998, "r": 582.5000000000003, "b": 65.57018404907978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(1) Represents the weighted average coupon rate for SEVN's Secured Financing Facilities during the respective period.", "text": "Represents the weighted average coupon rate for SEVN's Secured Financing Facilities during the respective period.", "enumerated": true, "marker": "(1)" }, { "self_ref": "#/texts/61", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { 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"#/texts/159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 42.0, "t": 21.030009999999947, "r": 92.19999999999999, "b": 12.14019404907981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 934.75, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "16", "text": "16" }, { "self_ref": "#/texts/162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 17, "bbox": { "l": 37.0, "t": 505.79199, "r": 288.184, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Interest Rate Sensitivity", "text": "Interest Rate Sensitivity", "level": 1 }, { "self_ref": "#/texts/163", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 794.4813639322916, "t": 514.90625, "r": 927.0569661458334, "b": 494.59375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/164", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 820.9965006510416, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REALTY TRUST", "text": "REALTY TRUST" }, { "self_ref": "#/texts/165", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 65.48, "t": 148.906, "r": 829.76996, "b": 138.23822085889572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "\u00b7 Weighted average interest rate floor of 2.83%. All but one of our loan agreements contain floor provisions, ranging from 0.25% to 4.34%.", "text": "Weighted average interest rate floor of 2.83%. All but one of our loan agreements contain floor provisions, ranging from 0.25% to 4.34%.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/166", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 65.48, "t": 129.50601, "r": 739.9639999999998, "b": 118.83823085889571, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "\u00b7 Seven of our loans currently have active interest rate floors, providing annualized earnings protection of $0.04 per share.", "text": "Seven of our loans currently have active interest rate floors, providing annualized earnings protection of $0.04 per share.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/167", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 65.48, "t": 110.10599000000002, "r": 489.76399999999967, "b": 99.43821085889567, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "\u00b7 No interest rate floors on advances under our Secured Financing Facilities.", "text": "No interest rate floors on advances under our Secured Financing Facilities.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 56.35, "t": 82.93200000000002, "r": 897.7690000000006, "b": 53.33115564417176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 608 ] } ], "orig": "The above table illustrates the incremental impact on our annual income from investments, net, from hypothetical immediate changes in SOFR, taking into consideration our borrowers' interest rate floors as of March\u00a031, 2026. The results in the table above are based on our loan portfolio and debt outstanding as of March\u00a031, 2026 and weighted average common shares outstanding - basic and diluted for three months ended March\u00a031, 2026. Any changes to the mix of our investments or debt outstanding could impact the interest rate sensitivity analysis. This illustration is not meant to forecast future results.", "text": "The above table illustrates the incremental impact on our annual income from investments, net, from hypothetical immediate changes in SOFR, taking into consideration our borrowers' interest rate floors as of March\u00a031, 2026. The results in the table above are based on our loan portfolio and debt outstanding as of March\u00a031, 2026 and weighted average common shares outstanding - basic and diluted for three months ended March\u00a031, 2026. Any changes to the mix of our investments or debt outstanding could impact the interest rate sensitivity analysis. This illustration is not meant to forecast future results." }, { "self_ref": "#/texts/169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 42.0, "t": 21.030009999999947, "r": 92.19999999999999, "b": 12.14019404907981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 934.75, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "17", "text": "17" }, { "self_ref": "#/texts/172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 18, "bbox": { "l": 37.0, "t": 505.79199, "r": 491.368, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "Condensed Consolidated Balance Sheets", "text": "Condensed Consolidated Balance Sheets", "level": 1 }, { "self_ref": "#/texts/173", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 18, "bbox": { "l": 794.9384765625, "t": 514.90625, "r": 926.1426595052084, "b": 494.59375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/174", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 18, "bbox": { 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"section_header", "prov": [ { "page_no": 19, "bbox": { "l": 37.0, "t": 505.79199, "r": 605.3679999999997, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Condensed Consolidated Statements of Operations", "text": "Condensed Consolidated Statements of Operations", "level": 1 }, { "self_ref": "#/texts/178", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 794.4813639322916, "t": 515.3125, "r": 926.5997721354166, "b": 495.40625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/179", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "REALTYTRUST", "text": "REALTYTRUST" }, { "self_ref": "#/texts/180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 42.0, "t": 21.030009999999947, "r": 92.19999999999999, "b": 12.14019404907981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Q1 2026 19", "text": "Q1 2026 19" }, { "self_ref": "#/texts/182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 20, "bbox": { "l": 37.0, "t": 506.832, "r": 372.328, "b": 485.4964417177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Non-GAAP Financial Measures", "text": "Non-GAAP Financial Measures" }, { "self_ref": "#/texts/183", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 20, "bbox": { "l": 794.9384765625, "t": 514.09375, "r": 926.5997721354166, "b": 495.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/184", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 20, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REALTY TRUST", "text": "REALTY TRUST" }, { "self_ref": "#/texts/185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 42.0, "t": 21.030009999999947, "r": 92.19999999999999, "b": 12.14019404907981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Q1 2026 20", "text": "Q1 2026 20" }, { "self_ref": "#/texts/187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 21, "bbox": { "l": 37.0, "t": 505.79199, "r": 509.12800000000004, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "Non-GAAP Financial Measures (Continued)", "text": "Non-GAAP Financial Measures (Continued)", "level": 1 }, { "self_ref": "#/texts/188", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 795.3956705729166, "t": 514.09375, "r": 926.1426595052084, "b": 495.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/189", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "REALTYTRUST", "text": "REALTYTRUST" }, { "self_ref": "#/texts/190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 37.68, "t": 473.494, "r": 911.353499999999, "b": 375.9596832515337, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1358 ] } ], "orig": "We present Distributable Earnings, Distributable Earnings per common share, Adjusted Book Value and Adjusted Book Value per common share, which are considered 'non-GAAP financial measures' within the meaning of the applicable SEC rules. These non-GAAP financial measures do not represent book value, book value per common share, net income, net income per common share or cash generated from operating activities and should not be considered as alternatives to book value, book value per common share, net income or net income per common share determined in accordance with GAAP or as an indication of our cash flows from operations determined in accordance with GAAP, a measure of our capital adequacy, liquidity or operating performance or an indication of funds available for our cash needs. In addition, our methodologies for calculating these non-GAAP financial measures may differ from the methodologies employed by other companies to calculate the same or similar supplemental capital adequacy or performance measures; therefore, our reported Adjusted Book Value, Adjusted Book Value per common share, Distributable Earnings and Distributable Earnings per common share may not be comparable to adjusted book value, adjusted book value per common share, distributable earnings and distributable earnings per common share as reported by other companies.", "text": "We present Distributable Earnings, Distributable Earnings per common share, Adjusted Book Value and Adjusted Book Value per common share, which are considered 'non-GAAP financial measures' within the meaning of the applicable SEC rules. These non-GAAP financial measures do not represent book value, book value per common share, net income, net income per common share or cash generated from operating activities and should not be considered as alternatives to book value, book value per common share, net income or net income per common share determined in accordance with GAAP or as an indication of our cash flows from operations determined in accordance with GAAP, a measure of our capital adequacy, liquidity or operating performance or an indication of funds available for our cash needs. In addition, our methodologies for calculating these non-GAAP financial measures may differ from the methodologies employed by other companies to calculate the same or similar supplemental capital adequacy or performance measures; therefore, our reported Adjusted Book Value, Adjusted Book Value per common share, Distributable Earnings and Distributable Earnings per common share may not be comparable to adjusted book value, adjusted book value per common share, distributable earnings and distributable earnings per common share as reported by other companies." }, { "self_ref": "#/texts/191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 37.68, "t": 358.09400000000005, "r": 923.375999999999, "b": 298.35970325153374, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 792 ] } ], "orig": "We believe that Adjusted Book Value and Adjusted Book Value per common share is a meaningful measure of our capital adequacy because it excludes the impact of certain non-cash estimates or adjustments, including our allowance for credit losses for our loan portfolio and unfunded loan commitments. Adjusted Book Value per common share does not represent book value per common share or alternative measures determined in accordance with GAAP. Our methodology for calculating Adjusted Book Value per common share may differ from the methodologies employed by other companies to calculate the same or similar supplemental capital adequacy measures; therefore, our Adjusted Book Value per common share may not be comparable to the adjusted book value per common share reported by other companies.", "text": "We believe that Adjusted Book Value and Adjusted Book Value per common share is a meaningful measure of our capital adequacy because it excludes the impact of certain non-cash estimates or adjustments, including our allowance for credit losses for our loan portfolio and unfunded loan commitments. Adjusted Book Value per common share does not represent book value per common share or alternative measures determined in accordance with GAAP. Our methodology for calculating Adjusted Book Value per common share may differ from the methodologies employed by other companies to calculate the same or similar supplemental capital adequacy measures; therefore, our Adjusted Book Value per common share may not be comparable to the adjusted book value per common share reported by other companies." }, { "self_ref": "#/texts/192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 37.68, "t": 280.494, "r": 911.080499999999, "b": 182.95968325153376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1267 ] } ], "orig": "In order to maintain our qualification for taxation as a REIT, we are generally required to distribute substantially all of our taxable income, subject to certain adjustments, to our shareholders. We believe that one of the factors that investors consider important in deciding whether to buy or sell securities of a REIT is its distribution rate. Over time, Distributable Earnings and Distributable Earnings per common share may be useful indicators of distributions to our shareholders and are measures that are considered by our Board of Trustees when determining the amount of distributions. We believe that Distributable Earnings and Distributable Earnings per common share provide meaningful information to consider in addition to net income, net income per common share and cash flows from operating activities determined in accordance with GAAP. These measures 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. In addition, Distributable Earnings, excluding incentive fees, is used in determining the amount of base management and management incentive fees payable by us to Tremont under our management agreement.", "text": "In order to maintain our qualification for taxation as a REIT, we are generally required to distribute substantially all of our taxable income, subject to certain adjustments, to our shareholders. We believe that one of the factors that investors consider important in deciding whether to buy or sell securities of a REIT is its distribution rate. Over time, Distributable Earnings and Distributable Earnings per common share may be useful indicators of distributions to our shareholders and are measures that are considered by our Board of Trustees when determining the amount of distributions. We believe that Distributable Earnings and Distributable Earnings per common share provide meaningful information to consider in addition to net income, net income per common share and cash flows from operating activities determined in accordance with GAAP. These measures 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. In addition, Distributable Earnings, excluding incentive fees, is used in determining the amount of base management and management incentive fees payable by us to Tremont under our management agreement." }, { "self_ref": "#/texts/193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 21, "bbox": { "l": 37.68, "t": 165.094, "r": 149.12700000000004, "b": 155.75969325153375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Distributable Earnings:", "text": "Distributable Earnings:", "level": 1 }, { "self_ref": "#/texts/194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 37.68, "t": 151.49400000000003, "r": 918.1574999999991, "b": 53.95968325153376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1286 ] } ], "orig": "We calculate Distributable Earnings and Distributable Earnings per common share as net income and net income per common share, respectively, computed in accordance with GAAP, including realized losses not otherwise included in net income determined in accordance with GAAP, and excluding: (a) depreciation and amortization of real estate owned and related intangible assets, if any; (b) non-cash equity compensation expense; (c) unrealized gains, losses and other similar non-cash items that are included in net income for the period of the calculation (regardless of whether such items are included in or deducted from net income or in other comprehensive income under GAAP), if any; and (d) one-time events pursuant to changes in GAAP and certain non-cash items, if any. Distributable Earnings are reduced for realized losses on loan investments when amounts are deemed uncollectable. This is generally at the time a loan is repaid, or in the case of foreclosure, when the underlying asset is sold, but may also be when, in our determination, it is nearly certain that all amounts due will not be collected. The realized loss amount reflected in Distributable Earnings will equal the difference between the cash received or expected to be received and the carrying value of the asset.", "text": "We calculate Distributable Earnings and Distributable Earnings per common share as net income and net income per common share, respectively, computed in accordance with GAAP, including realized losses not otherwise included in net income determined in accordance with GAAP, and excluding: (a) depreciation and amortization of real estate owned and related intangible assets, if any; (b) non-cash equity compensation expense; (c) unrealized gains, losses and other similar non-cash items that are included in net income for the period of the calculation (regardless of whether such items are included in or deducted from net income or in other comprehensive income under GAAP), if any; and (d) one-time events pursuant to changes in GAAP and certain non-cash items, if any. Distributable Earnings are reduced for realized losses on loan investments when amounts are deemed uncollectable. This is generally at the time a loan is repaid, or in the case of foreclosure, when the underlying asset is sold, but may also be when, in our determination, it is nearly certain that all amounts due will not be collected. The realized loss amount reflected in Distributable Earnings will equal the difference between the cash received or expected to be received and the carrying value of the asset." }, { "self_ref": "#/texts/195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 42.0, "t": 21.030009999999947, "r": 92.19999999999999, "b": 12.14019404907981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Q1 2026 21", "text": "Q1 2026 21" }, { "self_ref": "#/texts/197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 37.0, "t": 505.79199, "r": 384.64000000000004, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Other Measures and Definitions", "text": "Other Measures and Definitions", "level": 1 }, { "self_ref": "#/texts/198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 466.87998999999996, "r": 97.24000000000001, "b": 457.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "All In Yield:", "text": "All In Yield:", "level": 1 }, { "self_ref": "#/texts/199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 454.87998999999996, "r": 771.8400000000004, "b": 445.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "All In Yield represents the yield on a loan, including amortization of deferred fees over the initial term of the loan and excluding any purchase discount accretion.", "text": "All In Yield represents the yield on a loan, including amortization of deferred fees over the initial term of the loan and excluding any purchase discount accretion." }, { "self_ref": "#/texts/200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 436.87998999999996, "r": 106.86000000000003, "b": 427.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "BMO Facility:", "text": "BMO Facility:", "level": 1 }, { "self_ref": "#/texts/201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 424.87998999999996, "r": 916.750000000001, "b": 403.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "Amounts advanced under the facility loan agreement and security agreement with BMO Harris Bank N.A., or BMO, are pursuant to separate facility loan agreements that we refer to as the BMO Facility.", "text": "Amounts advanced under the facility loan agreement and security agreement with BMO Harris Bank N.A., or BMO, are pursuant to separate facility loan agreements that we refer to as the BMO Facility." }, { "self_ref": "#/texts/202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 394.87998999999996, "r": 66.09, "b": 385.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "CBD:", "text": "CBD:", "level": 1 }, { "self_ref": "#/texts/203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 382.87998999999996, "r": 595.4900000000001, "b": 373.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "The central business district, or CBD, is the center of business and economic activity in major markets of the United States.", "text": "The central business district, or CBD, is the center of business and economic activity in major markets of the United States." }, { "self_ref": "#/texts/204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 364.87998999999996, "r": 72.97, "b": 355.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "GAAP:", "text": "GAAP:", "level": 1 }, { "self_ref": "#/texts/205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 352.87998999999996, "r": 303.28000000000003, "b": 343.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "GAAP refers to generally accepted accounting principles.", "text": "GAAP refers to generally accepted accounting principles." }, { "self_ref": "#/texts/206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 334.87998999999996, "r": 97.27000000000001, "b": 325.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Gross AUM:", "text": "Gross AUM:", "level": 1 }, { "self_ref": "#/texts/207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 322.87998999999996, "r": 287.43, "b": 313.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "Gross AUM refers to gross assets under management.", "text": "Gross AUM refers to gross assets under management." }, { "self_ref": "#/texts/208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 304.87998999999996, "r": 64.84, "b": 295.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "LTV:", "text": "LTV:", "level": 1 }, { "self_ref": "#/texts/209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 292.87998999999996, "r": 686.9700000000001, "b": 283.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "Loan to value ratio, or LTV, represents the initial loan amount divided by the underwritten in-place value of the underlying collateral at closing.", "text": "Loan to value ratio, or LTV, represents the initial loan amount divided by the underwritten in-place value of the underlying collateral at closing." }, { "self_ref": "#/texts/210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 274.87998999999996, "r": 176.57000000000002, "b": 265.9901740490797, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Master Repurchase Facilities:", "text": "Master Repurchase Facilities:", "level": 1 }, { "self_ref": "#/texts/211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 262.87999, "r": 929.8100000000012, "b": 253.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Collectively, we refer to the master repurchase facilities with UBS AG, or UBS, Citibank, N.A., or Citibank, and Wells Fargo, National Association, or Wells Fargo, as our Master Repurchase Facilities.", "text": "Collectively, we refer to the master repurchase facilities with UBS AG, or UBS, Citibank, N.A., or Citibank, and Wells Fargo, National Association, or Wells Fargo, as our Master Repurchase Facilities." }, { "self_ref": "#/texts/212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 244.87999000000002, "r": 132.66000000000003, "b": 235.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Maximum Maturity:", "text": "Maximum Maturity:", "level": 1 }, { "self_ref": "#/texts/213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 232.87999000000002, "r": 754.1100000000005, "b": 223.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "Maximum Maturity assumes all borrower loan extension options have been exercised, which options are subject to the borrower meeting certain conditions.", "text": "Maximum Maturity assumes all borrower loan extension options have been exercised, which options are subject to the borrower meeting certain conditions." }, { "self_ref": "#/texts/214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 214.87999000000002, "r": 137.62, "b": 205.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Net Interest Margin:", "text": "Net Interest Margin:", "level": 1 }, { "self_ref": "#/texts/215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 202.87999000000002, "r": 895.4200000000004, "b": 193.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "Net interest margin refers to the difference between the interest rate margin of an investment loan and the interest rate margin under the respective Secured Financing Facility for that loan.", "text": "Net interest margin refers to the difference between the interest rate margin of an investment loan and the interest rate margin under the respective Secured Financing Facility for that loan." }, { "self_ref": "#/texts/216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 184.87999000000002, "r": 173.58, "b": 175.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Secured Financing Facilities:", "text": "Secured Financing Facilities:", "level": 1 }, { "self_ref": "#/texts/217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 172.87999000000002, "r": 560.9400000000002, "b": 163.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "Collectively, we refer to the Master Repurchase Facilities and our BMO Facility as our Secured Financing Facilities.", "text": "Collectively, we refer to the Master Repurchase Facilities and our BMO Facility as our Secured Financing Facilities." }, { "self_ref": "#/texts/218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 154.87999000000002, "r": 71.27000000000001, "b": 145.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "SOFR:", "text": "SOFR:", "level": 1 }, { "self_ref": "#/texts/219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 142.87999000000002, "r": 287.02000000000004, "b": 133.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "SOFR refers to the Secured Overnight Financing Rate.", "text": "SOFR refers to the Secured Overnight Financing Rate." }, { "self_ref": "#/texts/220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 124.87999000000002, "r": 72.91, "b": 115.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "WALT:", "text": "WALT:", "level": 1 }, { "self_ref": "#/texts/221", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 42.02, "t": 112.87999000000002, "r": 247.51999999999995, "b": 103.99017404907977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "WALT refers to weighted average lease term.", "text": "WALT refers to weighted average lease term." }, { "self_ref": "#/texts/222", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 794.9384765625, "t": 514.09375, "r": 926.5997721354166, "b": 495.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/223", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REALTY TRUST", "text": "REALTY TRUST" }, { "self_ref": "#/texts/224", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 42.0, "t": 21.030009999999947, "r": 92.19999999999999, "b": 12.14019404907981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 917.248, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Q1 2026", "text": "Q1 2026" }, { "self_ref": "#/texts/226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 934.75, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "22", "text": "22" }, { "self_ref": "#/texts/227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 23, "bbox": { "l": 37.0, "t": 505.79199, "r": 588.6159999999998, "b": 484.4564317177914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "Warning Concerning Forward-Looking Statements", "text": "Warning Concerning Forward-Looking Statements", "level": 1 }, { "self_ref": "#/texts/228", "parent": { "$ref": "#/pictures/29" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 794.4813639322916, "t": 515.3125, "r": 926.5997721354166, "b": 495.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SEVEN HILLS", "text": "SEVEN HILLS" }, { "self_ref": "#/texts/229", "parent": { "$ref": "#/pictures/29" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 821.45361328125, "t": 492.5625, "r": 900.5418294270834, "b": 483.625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "REALTYTRUST", "text": "REALTYTRUST" }, { "self_ref": "#/texts/230", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 38.25, "t": 472.76680000000005, "r": 913.3187999999986, "b": 409.03259668711655, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1013 ] } ], "orig": "This presentation contains statements that constitute forward-looking statements within the meaning of the Private Securities Litigation Reform Act of 1995 and other securities laws. These statements include words such as 'believe', 'could', 'expect', 'anticipate', 'intend', 'plan', 'estimate', 'will', 'would', 'should', 'may' and negatives or derivatives of these or similar expressions. These forwardlooking statements include, among others, statements about: SEVN's investment portfolio and loan investment performance; the quality of the sponsors of SEVN's borrowers; SEVN's office sector exposure; SEVN's future lending activity and opportunities; SEVN's liquidity and leverage levels and capacity; the ability of SEVN to capitalize on opportunities; SEVN's ability to achieve its investment objectives and generate attractive returns for its shareholders; the benefits and opportunities SEVN believes that Tremont's relationship with RMR provide to SEVN; and the amount and timing of future distributions.", "text": "This presentation contains statements that constitute forward-looking statements within the meaning of the Private Securities Litigation Reform Act of 1995 and other securities laws. These statements include words such as 'believe', 'could', 'expect', 'anticipate', 'intend', 'plan', 'estimate', 'will', 'would', 'should', 'may' and negatives or derivatives of these or similar expressions. These forwardlooking statements include, among others, statements about: SEVN's investment portfolio and loan investment performance; the quality of the sponsors of SEVN's borrowers; SEVN's office sector exposure; SEVN's future lending activity and opportunities; SEVN's liquidity and leverage levels and capacity; the ability of SEVN to capitalize on opportunities; SEVN's ability to achieve its investment objectives and generate attractive returns for its shareholders; the benefits and opportunities SEVN believes that Tremont's relationship with RMR provide to SEVN; and the amount and timing of future distributions." }, { "self_ref": "#/texts/231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 38.25, "t": 395.4868, "r": 922.2851999999991, "b": 133.51257668711656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4612 ] } ], "orig": "Forward-looking statements reflect SEVN's current expectations, are based on judgments and assumptions, are inherently uncertain and are subject to risks, uncertainties and other factors, which could cause SEVN's actual results, performance or achievements to differ materially from expected future results, performance or achievements expressed or implied in any forward-looking statements. Some of the risks, uncertainties and other factors that may cause SEVN's actual results, performance or achievements to differ materially from those expressed or implied by forward-looking statements include, but are not limited to, the following: SEVN's ability to execute its business strategy and compete in the CRE lending market; the ability of SEVN's manager, Tremont Realty Capital LLC, or Tremont, to make suitable investments for it, including through the deployment of capital from SEVN's equity rights offering completed in December 2025, to monitor, service and administer SEVN's existing investments and to otherwise implement its investment strategy and successfully manage SEVN; SEVN's borrowers' ability to successfully execute their business plans, including SEVN's borrowers' ability to manage and stabilize properties; SEVN's ability to diversify its investment portfolio based on industry and market conditions and whether the diversity and other characteristics of SEVN's loan portfolio will benefit it to the extent it expects; the impact of inflation, geopolitical instability and tension, interest rate fluctuations, new trade policies, tariffs and economic recession or downturn, and market trends (such as reduced demand for office or retail space) on the CRE industry generally and specific CRE sectors applicable to SEVN's investments and lending markets, as well as on its borrowers; fluctuations in interest rates and credit spreads may reduce the returns SEVN may receive on its investments and increase its borrowing costs; fluctuations in and overall market demand for CRE debt and the volume of available opportunities in the CRE debt market, including the middle market; volatility in the capital markets; SEVN's ability to utilize its existing Secured Financing Facilities and to obtain additional capital to enable it to attain its target leverage, to make additional investments and to increase its potential returns and the cost of obtaining any additional capital; SEVN's ability to pay distributions to its shareholders and sustain or increase the amount of such distributions; the amount and timing of cash flows SEVN receives from its investments; SEVN's ability to maintain and improve a favorable net interest spread between the interest it earns on its investments and the interest SEVN pays on its borrowings; the extent to which SEVN earns and receives origination, extension, exit, prepayment or other fees from its investments; yields that may be available to SEVN from mortgages on middle market transitional CRE; the duration and other terms of SEVN's loan agreements with borrowers and its ability to match its loan investments with its repurchase lending arrangements; the credit qualities of SEVN's borrowers; defaults by SEVN's borrowers and the ability and willingness of its borrowers to repay its investments in a timely manner or at all; the extent to which SEVN's borrowers' sponsors provide support to its borrowers or SEVN regarding its loans; SEVN's ability to maintain its exemption from registration under the Investment Company Act of 1940, as amended; events giving rise to increases in SEVN's credit loss reserves; the ability of Tremont to arrange for the successful management of property SEVN owns as a result of foreclosure of loans secured by such property and SEVN's ability to sell those CRE properties at prices that allow SEVN to recover amounts it invested; changes in the availability, sourcing and structuring of CRE lending; compliance with, and changes to, U.S. federal, state or local laws or regulations, accounting rules, tax laws or similar matters; limitations imposed on SEVN's business and its ability to satisfy complex rules in order for SEVN to maintain its qualification for taxation as REIT for U.S. federal income tax purposes; actual and potential conflicts of interest with SEVN's related parties, including its Managing Trustees, Tremont, The RMR Group LLC, or RMR, and others affiliated with them; acts of terrorism, outbreaks of pandemics, or other public health safety events or conditions, war or other hostilities, global climate change or other manmade or natural disasters beyond SEVN's control; and other matters.", "text": "Forward-looking statements reflect SEVN's current expectations, are based on judgments and assumptions, are inherently uncertain and are subject to risks, uncertainties and other factors, which could cause SEVN's actual results, performance or achievements to differ materially from expected future results, performance or achievements expressed or implied in any forward-looking statements. Some of the risks, uncertainties and other factors that may cause SEVN's actual results, performance or achievements to differ materially from those expressed or implied by forward-looking statements include, but are not limited to, the following: SEVN's ability to execute its business strategy and compete in the CRE lending market; the ability of SEVN's manager, Tremont Realty Capital LLC, or Tremont, to make suitable investments for it, including through the deployment of capital from SEVN's equity rights offering completed in December 2025, to monitor, service and administer SEVN's existing investments and to otherwise implement its investment strategy and successfully manage SEVN; SEVN's borrowers' ability to successfully execute their business plans, including SEVN's borrowers' ability to manage and stabilize properties; SEVN's ability to diversify its investment portfolio based on industry and market conditions and whether the diversity and other characteristics of SEVN's loan portfolio will benefit it to the extent it expects; the impact of inflation, geopolitical instability and tension, interest rate fluctuations, new trade policies, tariffs and economic recession or downturn, and market trends (such as reduced demand for office or retail space) on the CRE industry generally and specific CRE sectors applicable to SEVN's investments and lending markets, as well as on its borrowers; fluctuations in interest rates and credit spreads may reduce the returns SEVN may receive on its investments and increase its borrowing costs; fluctuations in and overall market demand for CRE debt and the volume of available opportunities in the CRE debt market, including the middle market; volatility in the capital markets; SEVN's ability to utilize its existing Secured Financing Facilities and to obtain additional capital to enable it to attain its target leverage, to make additional investments and to increase its potential returns and the cost of obtaining any additional capital; SEVN's ability to pay distributions to its shareholders and sustain or increase the amount of such distributions; the amount and timing of cash flows SEVN receives from its investments; SEVN's ability to maintain and improve a favorable net interest spread between the interest it earns on its investments and the interest SEVN pays on its borrowings; the extent to which SEVN earns and receives origination, extension, exit, prepayment or other fees from its investments; yields that may be available to SEVN from mortgages on middle market transitional CRE; the duration and other terms of SEVN's loan agreements with borrowers and its ability to match its loan investments with its repurchase lending arrangements; the credit qualities of SEVN's borrowers; defaults by SEVN's borrowers and the ability and willingness of its borrowers to repay its investments in a timely manner or at all; the extent to which SEVN's borrowers' sponsors provide support to its borrowers or SEVN regarding its loans; SEVN's ability to maintain its exemption from registration under the Investment Company Act of 1940, as amended; events giving rise to increases in SEVN's credit loss reserves; the ability of Tremont to arrange for the successful management of property SEVN owns as a result of foreclosure of loans secured by such property and SEVN's ability to sell those CRE properties at prices that allow SEVN to recover amounts it invested; changes in the availability, sourcing and structuring of CRE lending; compliance with, and changes to, U.S. federal, state or local laws or regulations, accounting rules, tax laws or similar matters; limitations imposed on SEVN's business and its ability to satisfy complex rules in order for SEVN to maintain its qualification for taxation as REIT for U.S. federal income tax purposes; actual and potential conflicts of interest with SEVN's related parties, including its Managing Trustees, Tremont, The RMR Group LLC, or RMR, and others affiliated with them; acts of terrorism, outbreaks of pandemics, or other public health safety events or conditions, war or other hostilities, global climate change or other manmade or natural disasters beyond SEVN's control; and other matters." }, { "self_ref": "#/texts/232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 38.25, "t": 125.52681000000001, "r": 914.5571999999981, "b": 93.95257668711656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 524 ] } ], "orig": "These risks, uncertainties and other factors are not exhaustive and should be read in conjunction with other cautionary statements that are included in SEVN's periodic filings. The information contained in SEVN's filings with the SEC including under the caption 'Risk Factors' in its periodic reports, or incorporated therein, identifies other important factors that could cause differences from the forwardlooking statements in this presentation. SEVN's filings with the SEC are available on its website and at www.sec.gov.", "text": "These risks, uncertainties and other factors are not exhaustive and should be read in conjunction with other cautionary statements that are included in SEVN's periodic filings. The information contained in SEVN's filings with the SEC including under the caption 'Risk Factors' in its periodic reports, or incorporated therein, identifies other important factors that could cause differences from the forwardlooking statements in this presentation. SEVN's filings with the SEC are available on its website and at www.sec.gov." }, { "self_ref": "#/texts/233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 38.25, "t": 85.96681000000001, "r": 868.7459999999985, "b": 65.91256668711657, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "You should not place undue reliance on forward-looking statements. Except as required by law, SEVN does not intend to update or change any forward-looking statements, as a result of new information, future events or otherwise.", "text": "You should not place undue reliance on forward-looking statements. Except as required by law, SEVN does not intend to update or change any forward-looking statements, as a result of new information, future events or otherwise." }, { "self_ref": "#/texts/234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 23, "bbox": { "l": 879.88, "t": 17.591969999999947, "r": 945.73, "b": 9.5911356441718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Q1 2026 23", "text": "Q1 2026 23" }, { "self_ref": "#/texts/235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Income Statement", "text": "Income Statement" }, { "self_ref": "#/texts/236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(amounts in thousands, except per share data)", "text": "(amounts in thousands, except per share data)" }, { "self_ref": "#/texts/237", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) See appendix for definitions and reconciliations of non-GAAP measures.", "text": "(1) See appendix for definitions and reconciliations of non-GAAP measures." }, { "self_ref": "#/texts/238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Balance Sheet", "text": "Balance Sheet" }, { "self_ref": "#/texts/239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Loan Portfolio Summary", "text": "Loan Portfolio Summary" }, { "self_ref": "#/texts/240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(dollars in thousands)", "text": "(dollars in thousands)" }, { "self_ref": "#/texts/241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "New Loan Investment Activity", "text": "New Loan Investment Activity" }, { "self_ref": "#/texts/242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Secured Financing Facilities", "text": "Secured Financing Facilities" }, { "self_ref": "#/texts/243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(As of March 31, 2026)", "text": "(As of March 31, 2026)" }, { "self_ref": "#/texts/244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(dollars in thousands)", "text": "(dollars in thousands)" }, { "self_ref": "#/texts/245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 In February 2026, we amended our UBS Master Repurchase Agreement to extend the stated maturity date to February 18, 2028.", "text": "1 In February 2026, we amended our UBS Master Repurchase Agreement to extend the stated maturity date to February 18, 2028." }, { "self_ref": "#/texts/246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 In February 2026, we amended the Wells Fargo Master Repurchase Agreement and made certain changes to the agreement, including extending the stated maturity date to March 13, 2028 and increasing the maximum facility size by $125,000 to $250,000.", "text": "2 In February 2026, we amended the Wells Fargo Master Repurchase Agreement and made certain changes to the agreement, including extending the stated maturity date to March 13, 2028 and increasing the maximum facility size by $125,000 to $250,000." }, { "self_ref": "#/texts/247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 The weighted average remaining maturity of our Master Repurchase Facilities is determined using the earlier of the underlying loan investment maturity date and the respective repurchase agreement maturity date. The weighted average remaining maturity of the BMO Facility is determined using the underlying loan investment maturity date.", "text": "3 The weighted average remaining maturity of our Master Repurchase Facilities is determined using the earlier of the underlying loan investment maturity date and the respective repurchase agreement maturity date. The weighted average remaining maturity of the BMO Facility is determined using the underlying loan investment maturity date." }, { "self_ref": "#/texts/248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Board of Trustees", "text": "Board of Trustees" }, { "self_ref": "#/texts/249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Contact Information", "text": "Contact Information" }, { "self_ref": "#/texts/250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Loan Investment Details", "text": "Loan Investment Details" }, { "self_ref": "#/texts/251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "First mortgage loans as of March 31, 2026:", "text": "First mortgage loans as of March 31, 2026:" }, { "self_ref": "#/texts/252", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(dollars in thousands)", "text": "(dollars in thousands)" }, { "self_ref": "#/texts/253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) This loan was fully repaid in April 2026.", "text": "(1) This loan was fully repaid in April 2026." }, { "self_ref": "#/texts/254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Loan Investment Details (Continued)", "text": "Loan Investment Details (Continued)" }, { "self_ref": "#/texts/255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "First mortgage loans as of March 31, 2026:", "text": "First mortgage loans as of March 31, 2026:" }, { "self_ref": "#/texts/256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(dollars in thousands)", "text": "(dollars in thousands)" }, { "self_ref": "#/texts/257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Condensed Consolidated Balance Sheets", "text": "Condensed Consolidated Balance Sheets" }, { "self_ref": "#/texts/258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(dollars in thousands, except per share data)", "text": "(dollars in thousands, except per share data)" }, { "self_ref": "#/texts/259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Condensed Consolidated Statements of Operations", "text": "Condensed Consolidated Statements of Operations" }, { "self_ref": "#/texts/260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(amounts in thousands, except per share data)", "text": "(amounts in thousands, except per share data)" }, { "self_ref": "#/texts/261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Non-GAAP Financial Measures", "text": "Non-GAAP Financial Measures" }, { "self_ref": "#/texts/262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(amounts in thousands, except per share data)", "text": "(amounts in thousands, except per share data)" }, { "self_ref": "#/texts/263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Adjusted Book Value", "text": "Adjusted Book Value" }, { "self_ref": "#/texts/264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Amounts include our allowance for credit losses for our loan portfolio and our unfunded commitments. The allowance for credit losses for our unfunded commitments is included in accounts payable, accrued liabilities and other liabilities in our consolidated balance sheets.", "text": "(1) Amounts include our allowance for credit losses for our loan portfolio and our unfunded commitments. The allowance for credit losses for our unfunded commitments is included in accounts payable, accrued liabilities and other liabilities in our consolidated balance sheets." }, { "self_ref": "#/texts/265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "First Quarter 2026 Loan Portfolio Activity", "text": "First Quarter 2026 Loan Portfolio Activity" }, { "self_ref": "#/texts/266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(dollars in millions)", "text": "(dollars in millions)" }, { "self_ref": "#/texts/267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Represents the weighted average coupon rate for SEVN's Secured Financing Facilities during the respective period.", "text": "(1) Represents the weighted average coupon rate for SEVN's Secured Financing Facilities during the respective period." }, { "self_ref": "#/texts/268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Represents the weighted average coupon rate for SEVN's portfolio of investment loans during the respective period.", "text": "(2) Represents the weighted average coupon rate for SEVN's portfolio of investment loans during the respective period." }, { "self_ref": "#/texts/269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Represents the weighted average net interest margin for originations and acquisitions during the respective period.", "text": "(3) Represents the weighted average net interest margin for originations and acquisitions during the respective period." }, { "self_ref": "#/texts/270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Percentage of portfolio based on principal balance of loans held for investment as of March 31, 2026.", "text": "(1) Percentage of portfolio based on principal balance of loans held for investment as of March 31, 2026." }, { "self_ref": "#/texts/271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Percentage of portfolio based on principal balance of loans held for investment as of March 31, 2026.", "text": "(1) Percentage of portfolio based on principal balance of loans held for investment as of March 31, 2026." }, { "self_ref": "#/texts/272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Percentage of portfolio and office risk rating distribution based on principal balance of loans held for investment as of March 31, 2026.", "text": "1 Percentage of portfolio and office risk rating distribution based on principal balance of loans held for investment as of March 31, 2026." } 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tzq/Y6z9v557Zql44gDNYe/3VeZ1aIdjkbMjJOE2b5SNumz716R5KAeY70z0/pf1mGkIImGLN700pT3pzGYQDiaZ73Tm2VNvPihlNhmaEjFodDCDTmHvF2CJI5mYQOyybWdJ2QkdsfJ4xtzzYx7XvrkLeVoAL7vXda15/ODJyXGNEGUcpfPzVk0XQpJgO9757TvumzYY2kJyThRE15+8oGFBcoJAGBmJeSCQRP6d78IR7i+/4v84SWhD5VUDBjfe/iaP4751X+iIWWV5f0KRoYqtiqpGLDWTLp22H1X3IITUhJa23/GqKpwtSCBWhZIkSpD6q5tsnJuGNExvZ1nfNQSJMJeePS88Ws2rdVKM7OSauLAMb2yevjGRzSkkKHysuGzc6rdGiJiZinkuAGj+2T3dn0X9RAIhPwlsxaULtbKAWCsyc7ImjJognY0M6MORznFpUvzFk7VSgOwbFPik2cOnZyamGLZog6tdMn61WPn51pmImLmoA7MGTEtPSnNWouISSELVxYVrigKOBqAsaZTemb+4ElxwVhmRsS00u9u/CDn6fGu7wkSPtvNbvWjN9/zn72uwvEQM+Mk+WrPO0s2/dmwRyDUY9lqGXPVaX/JTOqJeioO7fzTaznbD5ZLkmiIZ70/nHnrrWf+FvVY9pdtenjjrtekcNAQw177pudel5UrhcbJc+czj04reU4pBwCDAdz4s0vGXnlbl/T2iEbu8rk5i6ZLIQnwfe+c9l1fuuPx5vFJOFGbdn79q6kjvvquXEkFwPfd/t0vfnbQhKCjUWvF52v6zxjlGl8Q+cZvn9Lq5TunZLVoi4aUVZb3KxgZqtiqpGLAWpN77bB7r7gFJ6QktLb/jFFV4WpBAoAFNNFpgbgmQtb4Xoe0tn+6ZujZHbv7xmNAkAh74dHzxq/ZtFYrzcxKqokDx/TK6uEbH9GQQobKy4bPzql2a4iImaWQ4waM7pPd2/Vd1EMgEPKXzFpQulgrB4CxJjsja8qgCdrRzIw6HOUUly7NWzhVKw3Ask2JT545dHJqYoplizq00iXrV4+dn2uZiYiZgzowZ8S09KQ0ay0iJoUsXFlUuKIo4GgAxppO6Zn5gyfFBWOZGRFTUpV9u/m+eeN37K1QQhGwx605FIz981WDfn3OZYkxcWgcMTNOhhr/0JLQg1v3fyDJQSOM9do3PfearImODOJoMz96sujTZ5RQaIRlmxLT7LFLc9s2bYOjle0pXbrpL5Y9gNAwBuiXHUaf3vwKnDyLP151w6wcZiYiAAw2xnRIbX1VtwsG9vxV99adhBCIQO7yuTmLpkshCfB975z2XZcNeywtIRkniplHPPdY/uvPSuUQYKxtGtNk8dC/XtCpOwBjza1zxhe9t0wpDcD3vcEXXjvj5tFCCDSkrLK8X8HIUMVWJRUD1ppJ1w6774pbcEJKQmv7zxhVFa4WJABY5nSl2wRiGT/wjZ/RrOW91915TqezfOMTUdgLj543fs2mtVppZlZSTRw4pldWD9/4iIYUMlReNnx2TrVbQ0TMLIWceMsDF53Ry/gW9RAIhMcXTZ+/eqFWDgBjTXZG1pRBE7SjmRl1OMopLl2at3CqVhqAZZsSnzxz6OTUxBTLFnVopUvWrx47P9cyExEzB3Vgzohp6Ulp1lpETApZuLKocEVRwNEAjDWd0jPzB0+KC8YyMyImSIR9d2xR7lsb3g0ojVpl1QcPABd2Ouumsy+95qw+KU0S0RBiZpwM63a8+MaWfBARCI1gMDFfljmqW4urUMdnlV+MWfXQvpp9ggQa5xr3qk6/GtXzLiUUjqj29i3a+MD2Ax9L4aBxxnppcadd1yUvPpCKk6QqXH3tjHtXfvGuUhpH+MYHc9O4xEuzetx2/tV9TvtZ0AngmHKXz81ZNF0KSYBl2yw28ZKsHnGBGAvGv2Jr7KALr+3doRuO6ePtmy5+bOiBmkOCBADfd4ddfNPU34wi0LqvN145beTO/bullJY5TscsHz7lvA7d0IiyyvJ+BSNDFVuVVACY+ayM07pnnGaYUY8xfmZq67sv/U1CMA4NKQmt7T9jVFW4WpAw1v68bZeYgweqwocECdTyjNciMXXE1UP6dDvfWlPjhkfPG79m01qtNDMrqSYOHNMrq4dvfERDChkqLxs+O6farSEiZhZC3HzhDd3adfGMj3oIBMKS914p3fi+kgqAsSY7I2vKoAna0cyMOhzlFJcuzVs4VSsNwLJNiU+eOXRyamKKZYs6tNIl61ePnZ9rmYmImYM6MGfEtPSkNGstIiaFLFxZVLiiKOBoAMaaTumZ+YMnxQVjmRnRcKTz1mfvPrTgkRovLEgQUG38jeFDNb5PUmaltb3pnEv/o8flndPa4mjEzPjRDoYrn/v87j3h7QISx2TYbx7b6fouufGB5qjlWzPh7byVW95wpINjsmxjVHD8RWN7tDwbR3z47XOrts1gMIFwLGysf36bP5yXcStOng+3fjHgybGbdmyWTpDwT5bZGi8hNv6SrHPvvXxgz8xsNC53+dycRdOlkIQfMLMxPsBoAMPYp257+NbzrsQxWeZbnvrzP959WTkagLGmfUrL93PmNItLfHRF0b3PP66cAADf967sdkHxHx/RUqERZZXl/QpGhiq2KqlQy7cG1qBBvtc9s9urd+U3j09CQ0pCa/vPGFUVrhYkfN/700U3nNm87YwV84w1ggRq+dZPaZI8sv8f+555QXW45r55494LfaiVZmYl1cSBY3pl9fCNj2hIIUPlZcNn51S7NUSE/0ZEYEbjGEcYa7IzsqYMmqAdzcyow1FOcenSvIVTtdIALNuU+OSZQyenJqZYtqhDK12yfvXY+bmWmYiYOagDc0ZMS09Ks9YiYlLIwpVFhSuKAo4GYKzplJ6ZP3hSXDCWmRENAjF49vK5/3irmMFSSAK+cau/8V2AjbVg7tS8ze/P6zfkouuSYhNwBDEzfhxm++bW6R98+6wUDiJg2OvZ6ncXth2EWqu2vT3+7Um+NUSE4/Gsf06L7pP6jotRMQD21Xz73Od37w/vECRxPMw2xkm6qevjKbHtcfKs2xa649lH3/1qPQkSQhL+yVjLxk9JaHbv5QPvuuQmrRw0JHf53JxF06WQhONgsDF23u//MrDnL3E8r2/44Non7q0KVwshmJmI5v3+Lzedc9mFfx1cWvaJksoya6mKfv/Q9Wf3RePKKsv7FYwMVWxVUuF4fN87t332sjseS41PQkNKQmv7zxhVFa4GiXjGwDP75N3ywJOvPTOv5FkhJBGhlmf8pCZNR10z9LIzLxr11J/f/OydgKOZWUk1ceCYXlk9fOMjGlLIUHnZ8Nk51W4NEaEWg8E4BiLCEcaa7IysKYMmaEczM+pwlFNcujRv4VStNADLNiU+eebQyamJKZYt6tBKl6xfPXZ+rmUmImYO6sCcEdPSk9KstYiYFLJwZVHhiqKAowEYazqlZ+YPnhQXjGVmREkQuZ73fOmSf6x6Yf/hA45SvuVQ+FAVs8APfOMDOL9j98k33nVuu66oRcyMH2fHwQ3FG0cf9vYJEogAw8bIpjd1fTwlLnN/+MADbz700c5PHOEgAgyAeVTPu/p1+iWAN7ZM+/DbZ6VwEBljvW5p/S7vcI8giZOnYv/uWasXTn/rxZ37d4NZSkVEOMJYq4T4y1WDc37xOyJCPbnL5+Ysmi6FJPyAmY01AKMBDN/O+cP43/W6EsdT5dbc8MTo5Z++rRwNwPfc2y68duQlN/d65LZD4WpB5Ptezw7dlg2b3KxJUzSurLK8X8HIUMVWJRVqGWvZGhAa4HlnZZ7x6l35qfFJaEhJaG3/GaMOhasViUwVOC8zO39wrrV26rLZSz54FYAggVq+8ZsnpuQOHFv83rLF7y8POJqZlVQTB47pldXDNz6iIYUMlZcNn51T7dYQEaJnrMnOyJoyaIJ2NDOjDkc5xaVL8xZO1UoDsGxT4pNnDp2cmphi2aIOrXTJ+tVj5+daZiJi5qAOzBkxLT0pzVqLiEkhC1cWFa4oCjgagLGmU3pm/uBJccFYZkb0iEiAPvjyo2dXL1r71See7+6x/te+iyMYML7XOb3d84MnndGqIwBiZvwIzGZxaOym3W9KoREx37qnp1x+5Wn3v7Bh6dQPn5BCEAiR8YyfmdRu8qV5vvn2xQ2jq/2DggQiw2yVCF512p87JJ+Hk23b7h1Pr3ml+KOST8rLrDFSSiJCLd+aOB38x23j+595IerJXT43Z9F0KSQBzBx0dEZSmiMVg3E0BqyxudcNu/rMCxGBF9a+cfPfH7SwBDLG796mc6/23QpLFxm2AFlrH79xxF2X/AeOqayyvF/ByFDFViUVAAanNklqHt/UMqMe3/e7te40Y8Do5LgENKQktLb/jFEHa6rTnUBrJ9C5VceCIXlBHfQ8b+4bC4pWPW+sESRQy/XdM9qc3jQu/t1NawUJZlZSTRw4pldWD9/4iIYUMlReNnx2TrVbQ0So5RnfWovGKSmlkKhlrMnOyJoyaIJ2NDOjDkc5xaVL8xZO1UoDsGxT4pNnDp2cmphi2aIOrXTJ+tVj5+daZiJi5qAOzBkxLT0pzVqLiEkhC1cWFa4oCjgagLGmU3pm/uBJccFYZsYJISIlZNgLf1j2yavr3vjwq0/WfLf9AKCEwBG+V3Np197PDZ6YFBtPzIwfoWzPW0s2PcRsAELEGDYgY89s8Z9PrFtefrBckkA0fOv/put1rZqUh3avkuQgGsZ67ZLOuS4rV4kgfgLf7tv12ob3Z729aM2Wz3xrlRCo5fvuld0uXPjHRxypcLTc5XNzFk2XQhLgG79b605P3vJAanwSM6MhKU2axgViEIFDNYf7Pj7sg62fK6kYrKVyhHPYqwFgrGmTnL5q1BNtk1vgmMoqy/sVjAxVbFVSMWCtufeKgcMuutGyRT0MBJTTPD5ZCoGGlITWXj19lOfWZAXjA4TTWnUsGJKnlSaQsaao5Ll5bz7v+p4UArWY2VHKGMvg7ympJg4c0yurh298REMKGSovGz47p9qtISJmJqKLs3u3S2tjrEFDCPRe6MMvyjdJIQEYa7IzsqYMmqAdzcyow1FOcenSvIVTtdIALNuU+OSZQyenJqZYtqhDK12yfvXY+bmWmYiYOagDc0ZMS09Ks9YiYlLIwpVFhSuKAo4GYKzplJ6ZP3hSXDCWmfEjEJES0vO9UHnZS5+unrHmpW/2fSelJBAAZhbMC27PvfasPsTMOFGVh3bPeD8nGNighEI0iOD7/OZnYq92glogSgwoy+e2dFObsGVEhYh37LJnpQy7uedN+Mkcdmue+eDVMYue+O7QXkECgGWbFJvwQc6c9iktcbTc5XNzFk2XQhLg+16PzOxX7pzSLC4RJ8OMVcV3PpMHEkTE3wMEEQDfd+/5xa2PXHcHjqessrxfwchQxVYlFQPWmkeuv3PUZb/FCSkJrb16+qgka1sHYn1rOrfqWDAkTyvNzEIIWLzwzpLZK54+7NZIIVCLmYkIADMrqSYOHNMrq4dvfERDChkqLxs+O6farSEiZpZCPvzb+y8+o7fre6iHQCBMWfzEs28v0soBYKzJzsiaMmiCdjQzow5HOcWlS/MWTtVKA7BsU+KTZw6dnJqYYtmiDq10yfrVY+fnWmYiYuagDswZMS09Kc1ai4hJIQtXFhWuKAo4GoCxplN6Zv7gSXHBWGbGCSEiZkYtIlJCAVz23fa/vFT4/NrXSQjCD3wvPKzvTVP/4x5iZpyo2R88Pf2Dp35xGpo3YcuInJIIfW2fW1WT2jo2vXWQGVFh5gOHbJsE7t3OlxLMiBARrMXC1dVudasX7pjSNiUDP5qxVgqBhkxe+Y97X5xKtZhZSbX8zil9Op+No+Uun5uzaLoUkgDf985p33XZsMfSEpJxMny9u6JfwchPy8uUUjjCGJMSn7Rk6F97ZmbjeMoqy/sVjAxVbFVSMWCtmXTtsPuuuAUn5I2NH/5m5n2tSWihjDWdW3UsGJKnlWZmAEQExkc8cQ0AACAASURBVOI1r8xe8fT+wweUVKiDmZVUEweO6ZXVwzc+oiGFDJWXDZ+dU+3WEBEzSyHHDRjdJ7u367uoh0Ag5C+ZtaB0sVYOAGNNdkbWlEETtKOZGXU4yikuXZq3cKpWGoBlmxKfPHPo5NTEFMsWdWilS9avHjs/1zITETMHdWDOiGnpSWnWWkRMClm4sqhwRVHA0QCMNZ3SM/MHT4oLxjIzoiSFBBD2XK2UZUYdAeXsqT7Qb9rI97d+IaUE4Btzfqcz37h7OjEzTshXe7YMWnRvRdW+jsk4v52vBBgRISDs4dk33C07vJg4mZkVHxMnmREhAsJhPlTDUuD8tn77ZGsZEZICG7fahW+HD4XdkZffPP76P4EIP8Kbm9YWlDx/3Vl9f3Pu5ajnvS2f95s6Ys/hg1IIZpZCLhj08DXd++Boucvn5iyaLoUkwPe9c9p3XTbssbSEZJwk41/6+5+XzpRC4Qjfd2/++a/m3DrWkQrHU1ZZ3q9gZKhiq5KKAWvNpGuH3XfFLTghb25ce/ffHwxYS0TGms6tOhYMydNKMzNqEZEQomT9248vfmL3oT1KKBzBzEqqiQPH9Mrq4Rsf0ZBChsrLhs/OqXZriIiZpZDjBozuk93b9V3UQyAQ8pfMWlC6WCsHgLEmOyNryqAJ2tHMjDoc5RSXLs1bOFUrDcCyTYlPnjl0cmpiimWLOrTSJetXj52fa5mJiJmDOjBnxLT0pDRrLSImhSxcWVS4oijgaADGmk7pmfmDJ8UFY5kZESMiJeSeg/te+nDlxvIv77p6UEpiijEGdQSdwIgXH8tf+YxyNADfmjNbdVqT8xQxM6Jn2YwveWzB56840pGE89v6mcnWMCIhBT7YaF9+v4YAy0hND7RuHwsQIsOWD1axYViLtCb2ko6+VmDGcRHB9bDg9fDmnYZgk+PiX7hjys/adUP0LPOWXd9MX/XCvHdf2bX/u3ZpbZ665cE+nc/G0Z5+75Xb5o03zIKImZWUy4Y9dmmXc3G03OVzcxZNl0IS4Ptej8zs5Xf+LTkuASfJpp1f95n8x4oDu6UQAJhZCblw6KO/7NoLESirLO9XMDJUsVVJxYC15pHr7xx12W9xQtaE1t3z1ENhr0aQMNZ0btWxYEieVpqZcQQRSSFXfVo6ZcnMiv2VjnRQi5mVVBMHjumV1cM3PqIhhQyVlw2fnVPt1hARM0shxw0Y3Se7t+u7qIdAIOQvmbWgdLFWDgBjTXZG1pRBE7SjmRl1OMopLl2at3CqVhqAZZsSnzxz6OTUxBTLFnVopUvWrx47P9cyExEzB3Wg6E8z0pNaWGvRKPaNQR1SyMKVRYUrigKOBmCsOa1lh4Ihj8QFY5kZjWBmYw2OIJBnvfc2fPDCO8s+3vKZsab/ub8YeuV/Nm3S1Bhj2RJISlkdrv7N38e89Pk7SjoAfOP37ti9ZOR0YmZE762t7967YuJhr0aQsIzUWL6kgxd0wDgOIbDnAJ59o6Zyr5USYAhJ7bKaJDR1mHFcBByuttUeCD+wjHNb+V1bWMs4Linw/hfmlffDECAg7Lk39Ljkid89HKODiNKH2zbcNCtn83flJKQU0jcmPbHZ6Ct+d2W33q2TmjtS7Tq0f/WXH92/aPqXldulkAAs25S4xDU5c9o1S8fRcpfPzVk0XQpJgG/8M1p3nDkgJ7VJEoPRCGZOS2iWGBOHyNz93ONTXpuvlAPAN/5Fp539yp1TYnQAESirLO9XMDJUsVVJxYC19k+X3TzkgussGI1g5lgdbNU0lYhwtPe++GD0vIervRpBwljTuVXHgiF5WmlmRh0EUkp9uOmjvBfzy/fsUFIBYGYl1cSBY3pl9fCNj2hIIUPlZcNn51S7NUTEzFLIcQNG98nu7fou6iEQCPlLZi0oXayVA8BYk52RNWXQBO1oZkYdjnKKS5fmLZyqlQZg2abEJ88cOjk1McWyRR1a6ZL1q8fOz7XMRMTMAUfn/m5s88QUyxYNYigpmzdNFSRwhBSycGVR4YqigKMBWGvbpLZ+8KY/xQZjmBkNYsQEYprFJ6EWEQGYtXzu/NXFvvGVUCBYa3t17nHTBdd0SGvXJLaJb7zKfbsWr3mlcPXCr8KHQfie74WHXzrgbzeNJGZGlGq86uEvP1j69TpHOqjFjLNb+We0sJZxbEJg5Yf+O5+5QuC/sOXEZrrtaU2kJGYcAwG+z4eq2TL+i2U0DfLFmX7TGLaMY5ACew7wM6+HK/dbKfA9yxxQavatf7n6Z5cjSt/u29Wv4O6Ptm1QSqOWsUYK2TE1o02ztIDSOw/s3rBj68HwYSUkavmee/VZfV68PVdJhaPlLp+bs2i6FJIAZg44Oj2hmRKKwWgIA8b4edfdccPZlyAy72z+9Jrpo3Yd3CeEYLYzbs4ZfOE1iExZZXm/gpGhiq1KKgAMJMfGN4tLtMxohO9753U8c/YtY4JKoy7GO1+8f//TE6q9GkHCWNO5VceCIXlaaWZGPY501pV9/Oiigs07v9bKYWYl1cSBY3pl9fCNj2hIIUPlZcNn51S7NUTEzFLIcQNG98nu7fou6iEQCPlLZi0oXayVA8BYk52RNWXQBO1oZkYdjnKKS5fmLZyqlQZg2abEJ88cOjk1McWyRR1a6ZL1q8fOz7XMRASAiFITUpSUaISxNr1p6vgB98fHNrFsUUsKWbiyqHBFUcDRqKWkSklIFiTQCN/4vbJ6DO83SAjBzACklIvfffmvi2cALEiglm/8xNiE1iktE+MSfd/7dm/Fjj07GdgcPrzX+swswc/dnndN94uImRGlFz5bPH7VNBARCLUsI0HzxZl+chxbRmOkwPZKnv9aTY3HRPhvDBBad4xLSQuwxbEwVx3msAHhnyyjS6o5t7UB4RiI8Nr7XukGTwr8D9f457bLKh5e0DS2KaK0+suPBz715227vlXKQS1mNtbAWoBBQkgpSKCWb/xmcYkLBk+8JKsH6sldPjdn0XQpJOEHzGyswbH5fuHv/3zb+f0RGdf4/zln3D/WvAKgW+tOrwz/W8umqYhMWWV5v4KRoYqtSirUMtYyWxyD517Ytefy4X+LcQI4wjKz5TUbP7y/aEK1WyNIGGs6t+pYMCRPK83MaIgj1VcV2yY899gX5ZuUkEqqiQPH9Mrq4Rsf0ZBChsrLhs/OqXZriIiZpZDjBozuk93b9V3UQyAQ8pfMWlC6WCsHgLEmOyNryqAJ2tHMjDoc5RSXLs1bOFUrDcCyTYlPnjl0cmpiimWLOrTSJetXj52fa5mJCLWMNcyMRhhr26S0nD3s8YS4BMsWtaSQhSuLClcUBRyNWgw2xgKMRnjGv/TMi8bdfJ8QgpkBEJG1dtqywhffXQaCIIFalq0xhsEACRJSSgEcMv6mcFXYC19/zmVP/W5sfDCWmBnR2Hlo57ClYzbs2uJIhToso0uKPTfDB6FBRPANFr/tfbbFkxJ1sUVMvMzsEq+1YEZjPNceqsG/YEALvjTTb57AltEgKfBNpf3H6+Fql4nwPxgwxs+98c6hl9yK6L224f3b/zFp887tkFIJiYYwszF+0An+9ca7hlx4nRQC9eQun5uzaLoUkhARBozvP/m7B3/f+ypEbMUXa/pPH1UTrnnwqkHjrh6MiJVVlvcrGBmq2KqkQmR8z+17+s+X3fFYjBPAEa7nSRJrQmvvL5pQ7dYIEsaazq06FgzJ00ozMxrhSLW5Yltecf5Hmz+NDcROHDimV1YP3/iIhhQyVF42fHZOtVtDRMwshRw3YHSf7N6u76IeAoGQv2TWgtLFWjkAjDXZGVlTBk3QjmZm1OEop7h0ad7CqVppAJZtSnzyzKGTUxNTLFvUoZUuWb967Pxcy0xEiICxNqNZ+hN//GtCXIJli1pSyMKVRYUrigKORmQ841/S7YI//8c9QghmRi0hRHX48OzlTxevedk1niMUEaEh1trN1QdatuywYNCErBZtARAzIxqPv/NE4brnHOHgaAw4An3b++mJ1jLqkxKffmUXvxM2honwL5jRIiMmvU0MMxrElg8dZs+C8K8Mo22ivbCdryQY/4oIvsHit9xPt/lK4l94xm+f0uKFYX87Lb0jovdl5fZHVzy96OO3vtv/HUiQEESEWpYZxkCIHu1Ov/eKW274WV80YsLLTz5QPBVCInK+P/v3D/3hgv6IWNj3ri7405otn394/5yOzTMQsS93br8if/iWii2QChFy3Quye716V36ME0AtY63rulo572388N65Dx12ayQJ35ourTvNHDZZK83MaJwj1Y69lZOen7Juy/q8W8ae1+Vc3/iIhhRy4/Yvhz5xT7VbQ0TMLIWccMuYvmdc4Pou6iEQCI8vmjF/9cKAcgD41nRr02XakDztaGZGHY5yXli9eMKLUwJKAzBsUxOS/35nfvPEFMsWdWilX/9k1ZinJxhmQYQI+Na2SWn59zumJMQlWLaoJYWc+ercmcvnBR2NyLjGv+zMi8YPGC2EYGYcIUkYtq9/srr43WVfbA+5xlNCEhGOsJaNNUlxCb1O7znoF7e0TUlHLWJmRCy0a9PgxTl7aw4IEqjHMNom2gvaGUcxM+oiQnUYz74e/vo7IwXqY4YOUPsu8bFNFFvUw+EwV4VBaAADgnB+G69DMzaMfyElPv/KLHon7BsQob6w797R99d5N40GCNGzzB9s/fzNTetWf/nxl5Vf7z18CGAlZPP45O5tTut72tmXnf7z9MQUNO6Vz94p/vhNQYSIGWN/f16/3h3PRDTmv7/8g60bHrtxBBEhYpUH9+a/sWDngd1CCETGGL9Leubwi29ylALAzK7nWWuVlJt3bCte85Lne0TCWtsiqfmAi65XQjKOQ0m1Y0/FzOVzf3nOZT/vdJZvDaIhSFTsrXxmdbHre0TEzIJE/56/zGrVwTcGDSHQa5+89UHZx0pKANbaVsktbrrgGkc6DEYdUsp1X37yykdvKKkAMNsmwbiBfW6Mj41nZtShpNq4fdOi95czMxEhAtba5CZNf9vnhphADDOjliCx+ov3Vn/xnpIKkTHWdGnd6apzryAQjkYgJeWuA3vWbV6/fsvnG8rLKvfv8o0HQtCJaZncvFvbrj/rcEa3dl2DgaCUArWImREZ17gPvJa7bFOJlhoNYUAAPTP8zqnWMOoShHc+MyvXhQWhMdZys7RgRoc4IvwLNnzgMFtGYywjOcZe3skPKjD+iQiHa/iZ19zy3UYKNMgyx2r9wh2Pn9exB34EY23Ydw+Fqy1bLZ24QDCgNP43YfD3BAn8v2WMcT0PP5oUwjMGzEIInHKySSGkkJ7xXd8Lu2HPdwEEdFArHXC0EMI3PjNrx5FSAiBmRmTe2PzW6JV5Nb4rSKARltEsxl7a0Y/RYMZ/kQKVe/nZEnf3QSMJx0CC2nVukpjkMKOu6sO2xsexWcbZLf1u6dYy/ocUeOdTs2JdWBCOIex7/btfUHjbpFgdi1NOKmYOuy4z4wgC4Z+YEQUiYmacKAKhDgbjeAiEf2JGowiEOhiMRhAIUWIw6iEQosFgHA+BQCAQajEYADPjCEGktabvMTMiUBWuun3JvR/t3OgIhWOyjO4t/O4tLeOfXlnjfRDypMCxseX4pk67rHgpCUf4Hh+qYWYcm2U0cfiSjn6zWDaM70mBnXt4QUl490ErBY7BMgvigoFjftPzGpxyUrmeZ4zBKf9GHMdRUhIzIwLz17+Y+9YMEpJwHJbRxOG+HfyUODYMKbB1Bz9bUhP2mRCR1plxKS0CzPgeMx8+zK5BJAwjq5np1dYwQAADr67x1oQ8KXBcnvHPzOi4+K7pzZo0wyknibXW9Txmxin/RogooDUxM45n276vhy0bs3Xvt0oqRMBYdGpmz2vrS4maMBaudkPbfSkRCWYEY2SHrvGOFgBc11bVIEIMOMR92ptWTS0RNn9jn1sVDntMhONisGf8B68adO+vhhARTjkZXNc11uKUfztSKWJmHM+jb0+d81GxIzUiJggXt/faNeN1m+ySd2usBREixIzmrYOt2saysQcPw7eInGFkxNs+HQ0sF7/lbtjuS4EIecZv2yztuaGPn96qM0750Yy1ruvilH9H9D1mxjGtr/js9iU5VV5YECFixqJ1Ap+T7j1fEt6x10iByDHD0aJd5yZKi8NhRIUBYpzX1tTscxe/61pmIkQu7Lu3nHfltIEPSSFxyo/BXOO6zIxT/k0RM6NxrnHvXzHx5bJVWmpESQqIA9Wbt4aZEC1rkdwi0LR5jGVEi4E4YXdtq6rcZ4RAVCzbWB185vZHL+rSE6f8CL7ve76PU/59ETOjca98WXL/a3nGGkEC0SBCuNrs3FplfUuEaJFAs1ZxcYkOM6JG2FtRs/+7GkE4AWHfu7zrefMG5cXHxOGUE8LMYddlZpzy74uYGY04GD40ePF9n1ZuVEIharz72+pDe1wiRIsZcYlOs9ZxRIgWEcLVpnJblfUtTggzCyH+dvOY3553FU45Ia7nGWNwyr81YmY04qmPnptcOksKQSBEgwiHD3rffV0FxgkQkpq3axKIkcyIFjN2f3O4al+YiHCifONntcxcMnxGi6YpOCVK1lrX85gZp/xbI2ZGQ7bs3T5s2Ziv93+jhEI0iGAMf/d1Vc0hnwjRYuaE1GByixhmRI1w+IC3e3sVM34kz/g5Vw6+/6rbcUo0mNnzPGMtTvl3R8yMeizbh9/Mf/azJVo6iBIRDuwO791RjegxQwdlats4RwtmRMtartxWFa7yiAg/jm9My6TmzwyZfFbbLjglYsYY1/Nwyv8PEDOjnrXffHrHSw9UeYcFCUSF4Lu2cush37U4AYyklrHxzTQY0SLC/t3hfTuqcZK4vndzz35P/O4vQgicEgFmDrsuGFJIZhj20RACKaFQj2Vr2KAOQUKSNGwtGxwhSQoSvvUZjOMhIkUK9Vi2hg3qIJASCkcw2LK1bFEPgZRQhq1lgyOUUAB866MeIpKkACaQYWPZ4mhEpEihHsvWsMH/VsTMOFqVe/i+FRPf2PKOlg6it3dn9YHvwkSIFjOCTVRqmzghCNHzXFO59ZBxGYSTwjJrpeb9Ie8X3S7A/yk7Du/ctL+MIABWQiUFmnZMaO8IB/Xsqt69Yf8mBoPxXxjcMTGzVWw6GlHlHd4b3te6SUvU4/m+8Y1rwmX7yoIq2D4xE/UQ6JB3qGzvlxYWAIEAMPh7zWKatU1ohyOIqKKqovxgeZv4NmlxaZYtAAJ9fWDb7prdWcldYlQMg9E4Ah1wD3y1r4zBAAgEgMHfS4tNaxXfGkcQ6JB3sGxvmYUFIEnGOrEt41o10fGWDeog0GHvcGjvxhZxLdLjWjIYAIO/3LuJwZ2aniZIoA5Botqr3rQvtLdmT7wT36Fpx6bBJMsWRxCJ/TV7N+/fzGAABALA4O81j22ekdCGmfG/EjEzjrZ048o/l0w21hIRokGEmsPmu68PWZ8RLQZJNGsdF5fgMOME7K2oPrArTISTKOx7fbN+XnT7I4mx8fi/Y9G2lx/+5LE4FSuIBAlHOOc1P/ePWbemBlNwtFU73hmzbgIRKZKMH/jWG5U97Jq2V6IRL29fuXb3+pxudymhUAcz17iuhNhV/d1j6/7aKq7lkG53EBGDUYckWbavLP/jya51wWTZgEiS8K3fu+UFA7vcSiAGA5Akv9wbmvzRo9nJZ9ze7f+rDm6goizzBYD//8/zzgzIgMCgfIU4gygi4Me6mR/drazMApEwy1rLTAsNTEu3tN3VTTRUBMS20m1vu9XZttrSU9qt3a2so5UIDIG3BIEEhg8ddIBhZph53+f5387cyzlw0m7T2fbQ77eWI0fEPm/f3updBmbY8LONQTyYgODKOPKvLn35zBf7BGlAIEgyRIZMldqCcbfkTlxKRODHkTc46kuq90gQDDkDxhlPMCbckXyneXSSIAGDGDJbX+v2iq2ZluxFlhxBAgE10oordwnSNs3crGd6AgI/hsylut5sfP3TjhOIQESJYeNXpq6KDomVJMFPx3Rf2Guer31GgAACQZIhY4ia1G5IuPGelHtVqcKIhEQEQ9hdlx58+1dnL55TGIcAEUG3ze3u9SIiBIgIjBH6yPhRCAFDBE+/1t3mEhohwr8Q+RUt3Zh3/Z3w03Go5ejTdWVPpK2bHJ7i0dz/6Pz4b+fe+WXSknWpDyIgDHGs88SW6sI7xy++Of4GSQIACCh2VIzJEAGX4xO+JyqfOt1zpnzW0ynhyTCET1WFEBx5t8deYt0THxKXl16AiAQEQyDggDbQ6e5ggBfcF/7a8Ip5dFKWOVuQCNWFRY0aA4MQEABePfPyh7YP1mbkz4yeBQj/9fWRt5reWDUlb1bsbE1q8J0Q0K25z7u6GDJbf9vrZ/+SZpq6YNxCVaqjDeGmYBMM4sgbHPW7q3bOiZ13/VU3CBJfXfrq3XNHzGGWNRn5Rr1RkgQ/hszmbN1esTXLnJ1lyREkEFAjrbiqSJPar2Zu0TM9AYGfjulOdn1+sO7Z+Qk3Lxx/W63devL854ssORMjJgkS4IeILp/rvLuLI7M5214686dfxF83N+5aQSJMPzoqeAwBwYiERARDHDj1SvnJF3VMgQAhgqtX7ba5gCBgBEyHYxON+iAOgSOibpvb3asiwr+cJoUl6qr3N74QPToKfiIOtRzdVVd+cE5pRmQqALhU98rj6zjjL87bb+B6GOJY54kt1YWPTVmbOz4LvoeaS6c3ndrar7rvm3BnXsoKGCSk9KkqEHHk3R57qbU4LiQuLz0fEQkIhkNAhowzxeZsLanenRaVvjL1QUGCgCRJGEJBpc3ZWmLdEzMqumDaBrfqLrHuMQVFrcnID+JBEiT8fxCQIVOY0thztsxaPCdu3j2T7lWlSkCSJAziyBsc9burdmaZs2+fcIcAyQAP1D1b2/3F+mmPTYhI1qQGfgyZzdlaWLEt07woy5IjSCCgRtreql2a1DbN3KxnegICP4Up/2z5+1/qX344Y901cbO9wufVBvSKgYhgCARkyDjypt6zO09tz02641ZzliBBQJIkjFRIRDDoS/vZgiO/vuC6yBmHAEkhL7S4vG4NESFARBAeHRQ+NogIAobg6vFdtLnhx0EAquYruHH5jiXrGTL4KTjUcnRXXfmBOSVTI6cAgFd4Vx4vkAQvXrs/iBtgiGOdJ7ZUF+anrFpqzpZAAMSAKUyBK9hdt7/u0pcpo5NPXbT+YU7ZmGATABCRT1WllADAkXd77KXW4riQuLz0fEQkILgczpR2Z1uZtXiKKW1F6ipBAi5HYcrbTYcON731wJSH+ny9h5veXDf10dSoNEEafG8KU5p6GstrSmbHzl02abkqfTAcR97gqN9dtTNrfHZO8hJJkiM/ePq5mgvV66dvnBCRrEkN/Bgym7O1sGJbpnlRliVHkEBAjbS9Vbs0qW2auVnP9AQEfgpTGhz1+2tKjfrQLHN2etTUMP1oTaoEBN/CkTf3NhZV7six5C40ZwoSMLIhEYGfJLnto5K//fe7eq6DACFCX7fX0ekBhEARkT5YGZsYwhUGgUIQqrS3ub0uDRF+JJoUY4wRr67Ze7UlA34KDrUcLarbt23q4xmRqW7N/Y/Oj19qfG2Z5fZ1qQ8iIAzxceeJJ607Y4OjY4LHSiKV1PTwyWtSViqMw7d0uc/ff3zd3ZbctPDJj1b+Zs3EFUstiwFAE0JVVfDjyLs99lJrcVxIXF56PiISEFwOZ0q7s63MWjzFlLYidZUgAZfDkPUO9O6p2qnjerfmNodaVqfnMWQEBN+bwpSmnsbympLZsXOXTVquSh8Mx5E3OOr3VD39i/jrbhq3QJI84zjzZuPrCaGJazMKjHqjJAl+DJnN2VpYsS3TvCjLkiNIIKBG2t6qXZrUNs3crGd6AgI/BBQkP23/5M2mN9ya2xJmuf6q+T+PuYYhIyAYjiNv7m0sqtyRY8ldaM4UJGBkQyICv+PnKta/t00VGiJCgFSfuHCuX/gIEAKGYIofZQzXE0GgEKHHPtDTNYAIPyqv5suePv/Pq4t0XIER73DLu4W1JUZlFAKTICTRLXE35E2+32SIgOE+7jzxpHVHcliS2ZgoSWqkTQxNumfCEo4cvuXPZ//6Zss7+6/ZlRASt/7kky7VXTZrR6jeOOD1EhH4ceTdHnuptTguJC4vPR8RCQguhzOl3dlWZi2eYkpbkbpKkIArUJjyUesHL9f/KVQX9nBGwcTIFE1qEAiFKU09jeU1JbNj5y6btFyVPhiOI29w1Jda90gSHBUJUpK0hFnumnhP4miLJAGDGDKbs7WwYlumeVGWJUeQQECNtL1VuzSpbZq5Wc/0BASDEJAh6+xv/6zr0886Tzi8jsWW3IXm2xCQgGAIjry5t7GockeOJXehOVOQgJENiQgA+gb6H3v/qU9bK3VcBwEiAEeXx9ntRYRAEcGoUJ0pYRRjCIFTvfJCi1OoBD8ySaRj/IWVhdkz5sOId6jl6NN1ZWsm3W8xjn+l+Y1GZ/Pvr9mdGj4JvuVY54kt1YUbUvPuMGfDd+rz9RWc3MKQPTpljQ6Vd2zvv9363vbpm6+LnuvxDcAgjrzbYy+1FseFxOWl5yMiAcHlcKa0O9vKrMVTTGkrUlcJEnAFHPkF9/lS655wfUTBtA1BumAiCYFQmNLU01heUzI7du6ySctV6YPhOPIGR31xddG0qBlz4uZWnT91ovP4L1Puu2ncAp/0wRAMmc3Zur1ia5Y5e5Hldo00BBQkik4VAsCmmZv1TE9AMIgjBz9EbO1t+eOXBwe0gQ0zNkWHRAspYAiOvLm3sahyR44ld6E5U5CAkQ2JCABeq3t7xyf7EfAbEAhE8PRr9jaX1AgRAsU4RiWEBBsVIggUEVzqdPdf8iHCv4FXU2cnTX01b++YsEgY2Q61HN1VV/7C3H1pESkVduvjlb+bF331b6Zu1HM9DHes88SW6sLHpqzNHZ8F3+mDjk9+a31ax/Q6vERAWAAABLdJREFUphAQEfRr/TdEz/t12iaOjIDAjyPv9thLrcXxxviHMx5BRAICAElSkoQhOFPanW1l1uIpprQVqasECbgChqxnoKfMWmzUGfOnrTcoBiKCQChMaeppLK8pmR07d9mk5ar0wXAceYOjfnfVzkXmxUsmLrW77UWVOzjyDdM3RQZHSpIwiCG76O7+7edb0kwZD6WvVZjCGGvra91ZuT09MuOB9AcZMAICP0mytrtGSjkz5mqGTIfKwdPP19irN8zYND7MrEkNhuDIm3sbiyp35FhyF5ozBQkY2ZCILri6Vx7a+HVPm4IcAoIAEuxt/e4+DRECRQShUYbI2GAEIAgMInicWnebSwqCfwsC+sZTOeseufleGNneajlSVLvv+TklM0zpmtT21D1zxPb3p6Y/MT/uP2C4jzqPb64qzEy46droOZIkAEiSCSFxE0cnwRCqVB+v/F2Hu6tg8moFFQLgyN5r/8DaXlH4s20TIpIFCfDjyLs99lJrsYEbbk28DREJ6BvxxoQYYywRwSDOlHZnW0n17rSo9PtTVwsScAUMmWPAUVK9O0wXVjB9g0ExEBEEQmFKU09jmbV4Tty8uyfdq0ofDMeRNzjqiyoLs8zZOROWIOKHrf986cyLtyZm5iYvBQACAj8ElCRfOH2g6kLF/IQFaaY0j+Y51v7hWUf9A2kPzYqdLaQAPwRUhe/Z2v31jq8WJmZOjJzU0d/xzteHI4NMBdM2RBgiBAkYgiNv7m3ceWr77UlLbjVnCRIwsqEmtX2f/fE/q19TuA4hYE6H92K7C34AAq5nYxONOgMjAoTASCm7bR6PU0WEH4ABAiIESAgRHxlzeN0zydGJMIIdaXt/35cH9/58e0ZkKgC09rdvPLU1Kihi18ytoTojDHGi6+T22r2AwICBn0+qi8fdmj/5ARjibG/zIxVb7ku6607LYhjU6Ggsryq9euysOybeJUGCH0d+0dP9h9PP2Vw2HdOBnyrVxebbb0xcIEjAIM6Uzn7bc7XPpERMvjvlXkECroAh6xnoea52v1FnXJ2+xqAYiAgCoTDl697mA3W/vzp6Vm7yXar0wXAceWPP2fKakgXjFt5mWURAHs39wukDna6O1WlrLKOTBAkYxJDZPfbDjW+dvlirSh8CGvWhNyXcfH3CjQwZAcEghqytr/Xt5sP1jq800gAxNjhmSfJdk02pkiQMx5Gf62sus+69bXzWTYm3CBIwsqEq1KqOut4BJ0OEwPW7BrxeDeGHQIUZghj8IFKS1yOQ4IfRcx1HBoGTQDPGpSaYYmEEuzjg6PB0WYzjQnQh4HfO2dqv9SeFWoKVIBiiz+dsddkAgOD/EEmTITI+JBaG6PH2trk7zMZxRl0I+BGRxztgc7Zx5LHGOAQEPwRUpdrl6vQKLyL8LyIyBUVFBEUSEAxCQJ/0dvZ3BCujxo6KJiC4AgTUpNbp6mDIYkLiGCIECAEHtIEud4dRFxoVPIaAYDgEdGvuzv728KAIU1AUATFk3W77Je/FMcFjww0RBARDMGQ+odqcLT3eHoXxMcExsSExBEBAMBxH5tEGbM7WPl+vgQfFhsSbgk2CBHwLAg5ong5Xe4QhMiIokoBgZPsf8spASxS03cMAAAAASUVORK5CYII=" 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" 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" 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" 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It displays a primary y-axis on the left (ranging from 2.00% to 10.00%) and a secondary y-axis on the right (ranging from -% to 3.00%). The x-axis represents the years 2022, 2023, 2024, 2025, and 2026. The chart features stacked bar graphs for each year, where the bottom portion is dark green and the top portion is light gray. A blue line graph with circular data points overlays the bars. 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"DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 4.406911557452986e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 3.75906347471755e-06, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.115084498655051e-06, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.0702117378968978e-06, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__read_by": [ { "reader": "set-of-mark", "produced": [ "c2c4492ae5a4b020-p6-t1" ] }, { "reader": "ade", "produced": [] } ], "quber__figure_job_id": "parse-01m0b8v9rxs1kthdx3tk1qmzr8", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__footnote_marks": [ { "marker": "(1)", "kind": "footnote", "label": "Coupon Rate - Secured Financing (left axis)" }, { "marker": "(2)", "kind": "footnote", "label": "Coupon Rate - Investments (left axis)" }, { "marker": "(3)", "kind": "footnote", "label": "Originations - Net Interest Margin (right axis)" } ], "quber__footnotes": [ { "marker": "(1)", "text": "Represents the weighted average coupon rate for SEVN's Secured Financing Facilities during the respective period." }, { "marker": "(2)", "text": "Represents the weighted average coupon rate for SEVN's portfolio of investment loans during the respective period." }, { "marker": "(3)", "text": "Represents the weighted average net interest margin for originations and acquisitions during the respective period." } ] }, "label": "picture", "prov": [ { "page_no": 6, "bbox": { "l": 13.465805053710938, "t": 432.9845733642578, "r": 908.3139038085938, "b": 78.88784790039062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 895.0, "height": 354.0 }, "uri": 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" 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" 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" 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" 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"#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A table comparing loan details for three commercial real estate properties: a medical office, a retail center, and a hotel. The table is structured with four rows of data attributes (Origination Date, Commitment, Initial Maturity Date, and Coupon Rate) and three columns for the specific property types. Below the table are corresponding photographs of each property.\n\nThe table is followed by three photographs aligned with the columns above: on the left, an aerial view of a multi-story medical office building surrounded by trees; in the center, a ground-level view of a retail strip center with a 'Trader Joe's' sign; and on the right, a multi-story hotel building at twilight.\n\n| Collateral Type Location | Medical Office Atlanta, GA | Retail Palm Desert, CA | Hotel Scottsdale, AZ |\n| --- | --- | --- | --- |\n| Origination Date | February 2026 | February 2026 | March 2026 |\n| Commitment | $30.5 million | $19.5 million | $17.5 million |\n| Initial Maturity Date | February 2029 | February 2029 | March 2029 |\n| Coupon Rate | S + 3.95% | S + 3.60% | S + 3.85% |" }, "classification": { "predictions": [ { "confidence": 0.98760986328125, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 0.005550798494368792, "created_by": "DocumentPictureClassifier", 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"DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 3.087319782935083e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 2.215242238889914e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 1.3654271242558025e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 1.0235562513116747e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 7.445301889674738e-06, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 7.260981419676682e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 5.671232884196797e-06, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.815537072820007e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.700001914490713e-06, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.3093921299732756e-06, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.8498601548344595e-06, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 8.947148444349295e-07, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 5.964190563645388e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 3.369212038251135e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.9112054161496417e-08, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" } ] }, "quber__figure_job_id": "parse-01m0b8vc8849bmdaw6qh6y8xj9", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", 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{ "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure is a stacked bar chart titled 'Loan Originations by Quarter (dollars in millions)'. The chart tracks financial data over five quarters: Q1 2025, Q2 2025, Q3 2025, Q4 2025, and Q1 2026. Each bar represents the total loan commitments for that quarter, split into two segments: a dark green section representing 'Principal Balance' and a light grey section representing 'Unfunded Commitments'. Below the x-axis, there is a table row labeled 'Loan Count' with corresponding values for each quarter.\n\n| Quarter | Principal Balance (Green) | Unfunded Commitments (Grey) | Total Loan Commitments | Loan Count |\n| --- | --- | --- | --- | --- |\n| Q1 2025 | $46.5 | $3.2 | $49.7 | 2 |\n| Q2 2025 | $40.8 | $5.2 | $46.0 | 2 |\n| Q3 2025 | $34.5 | $- | $34.5 | 1 |\n| Q4 2025 | $89.4 | $11.9 | $101.3 | 3 |\n| Q1 2026 | $58.1 | $9.4 | $67.5 | 3 |" }, "classification": { "predictions": [ { "confidence": 0.9976281523704529, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.002093325834721327, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00012001874711131677, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 9.476172999711707e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.689669418032281e-05, "created_by": 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" 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" 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"#/body" }, "children": [ { "$ref": "#/texts/109" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This is a bar chart titled 'Loan to Value (1) % of Portfolio'. It illustrates the distribution of a loan portfolio across five Loan-to-Value (LTV) ranges, with a highlighted 'Weighted Average LTV: 66%'. The x-axis represents LTV ranges, while the y-axis represents the percentage of the portfolio. Below the chart, a table provides the corresponding 'Loan Count' for each range.\n\n| LTV Range | % of Portfolio | Loan Count |\n| --- | --- | --- |\n| 30% - 60% | 20% | 5 |\n| 61% - 65% | 20% | 5 |\n| 66% - 70% | 21% | 5 |\n| 71% - 75% | 30% | 8 |\n| 76% - 80% | 9% | 3 |" }, "classification": { "predictions": [ { "confidence": 0.97575443983078, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.009382924064993858, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0053260535933077335, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0023266130592674017, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0013933072332292795, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0012148978421464562, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 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"class_name": "stamp" }, { "confidence": 7.570793968625367e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 6.617504368477967e-06, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__read_by": [ { "reader": "set-of-mark", "produced": [ "c2c4492ae5a4b020-p10-t1" ] }, { "reader": "set-of-mark", "produced": [ "c2c4492ae5a4b020-p10-t2" ] }, { "reader": "ade", "produced": [] } ], "quber__figure_job_id": "parse-01m0b8v9fpz828tsztc03q3mc2", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__footnote_marks": [ { "marker": "(1)", "kind": "footnote", "label": "Loan to Value (1)" } ], "quber__footnotes": [ { "marker": "(1)", "text": "Percentage of portfolio based on principal balance of loans held for investment as of March 31, 2026." } ] }, "label": "picture", "prov": [ { "page_no": 10, "bbox": { "l": 47.39509914464844, 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"#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure presents a donut chart titled 'Total Loan Portfolio' alongside a detailed breakdown labeled 'Office Risk Rating Distribution'. The donut chart shows the total portfolio divided into 'Other Property Types' (77%), 'Office Risk Rating 4' (16%), and 'Office Risk Rating 3' (7%). An arrow points from the 'Office' slices to the 'Office Risk Rating Distribution' panel.\n\n| Risk Rating | Percentage of Office | Details |\n| --- | --- | --- |\n| Risk Rating 3 | 30% of office | $26.5 million principal balance / Class B / Downers Grove, ILLeased occupancy of 91% and a WALT of 4.1 years.$3.0 million principal paydown in May 2025.$23.5 million principal balance / Class B / Downers Grove, ILLeased occupancy of 93% and a WALT of 5.2 years. |\n| Risk Rating 4 | 70% of office | $44.2 million principal balance / Class B / suburban Dallas, TXLeased occupancy of 77% and a WALT of 4.2 years.Demonstrated commitment from sponsor, with $7.1 million of additional equity contributions to date.$26.6 million principal balance / Class B / Plano, TXLeased occupancy of 78% and a WALT of 3.1 years.$24.4 million principal balance / Class A / Carlsbad, CALeased occupancy of 89% and a WALT of 3.7 years.Demonstrated commitment from sponsor, with $1.1 million of additional equity contributions to date.$20.8 million principal balance / Class B / Bellevue, WALeased occupancy of 83% and a WALT of 6.1 years.Demonstrated commitment from sponsor, with $1.6 million of additional equity contributions to date. |" }, "classification": { "predictions": [ { "confidence": 0.9997573494911194, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.00013479609333444387, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 4.730844739242457e-05, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 2.6821759092854336e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 7.5063853728352115e-06, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 5.814359155920101e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 5.6349963415414095e-06, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 3.6936255582986632e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 3.1410265819431515e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 2.6375209927209653e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.0162301552772988e-06, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 1.178635670839867e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 4.349160747096903e-07, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 3.1118412380237714e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 2.924126931702631e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 2.8449713340705785e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.4852673163877625e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.2328286775064043e-07, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.248279630772231e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.8263103857284477e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 2.4144302557260744e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.797897120070502e-08, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 5.805385061563584e-09, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.5636150979835293e-09, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 2.461565618006034e-09, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.0999797739330575e-09, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" } ] }, "quber__figure_job_id": "parse-01m0b8v9wrh82fcwrjq1t8nhae", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "1", "kind": "footnote", "label": "Office Loans" } ], "quber__footnotes": [ { "marker": "1", "text": "Percentage of portfolio and office risk rating distribution based on principal balance of loans held for investment as of March 31, 2026." } ] }, "label": "picture", "prov": [ { "page_no": 11, "bbox": { "l": 10.033043214086915, "t": 418.5151794, "r": 943.903209995481, "b": 55.371799800000026, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 934.0, "height": 364.0 }, "uri": 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" 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E4dMNpFrSXCT2RZ1utcR3aJ9tS54UHzCz6et/2DoBZBe9OzOwSG4UF5xQXJ6+ZySj75qZHdgiNkItiJkvh0ZFTnlm1hl5ibsengrh5hXYrfWqtWqmB3pLIsOW/B2RuGQO9Aw8LtOl4DZ/JKClLzsxhjG5PnPx81FA6HK08PXppmspnnjUzNiE+BXZGhNG7VlHrj/ayE9JmxSbArMpTGrJhsEWzxnfvHdOgjE+FnxMBiOvRp6xcEIGvv+rd3ruGVqtcGjGnbIoiIABCRSqlM7DPChdecv3V55KqphqrykMA2r0WP6diyTcnFUx9+v+Ou8e6T4d0ZEeERjl8/OemLt+utJmJchI/8ZIgIBwXD5Wp5y7dWiw0/8fJTBT2hZQy/kEQ0mJhMkAlhXnK/1iLHQPiZUoGqavmTb60NFgiSNSFq2D9fyVSreDRz9c6tv659u6T8OACFkuc4ThBsIDkiMGz/GytDvP0BCKI4eNnEIkMpp1CQTGD4D5LEUN+gL9NXtPMPwYPKrl98eulrsR2f3JA8D82sK949PneugtfKsoyfMPwHWc2rXp6TNigBdi+tnbv54Ofdw7qWzMxVK1VwOFllGLd2do3x/pVFu3W8Bs6sK9mdsiGLMbZp/IIXoobC4XDl6UFLJlpspoyRE+aNTIVdkaF0xMo3G4z3Mp97Y1bsK7ArMpQOy55sEwQwEAh2RMQxtiUlM6HnEACZe/Pe3rmG4ziSCQz/QUQuvLYic4e/3tsmCgsK1r67N0+WJHAKXqm0iSJkSc2rc5PmMCKCM6Iszdg/f6/he7WClwEVh8FhYqC7LBF+QkQ7CoXTlySVggFgjFpH6tw9lUT4GcFkZlYBDCBAyTAwTGilJ5kABgbaVSSUVkhKBZNJVitU+RMWxXSKhjNVd6uXfr156w9f15kbCKTklIPCu8+JfzWqdXvYCaIYt2pK8cWTKk5B+C9BEsN8W21/bdETfsF4kCTLr3/y/jNdood37Itm8g99OTE/U8WrCQ8QbJbscTNS+o+C3asbFm459EXX0I7fTl2tVqrQxLEr52bvXLN1QpZe6wpnNh7+ctInSxjY2r/NGtNjMByOXjoTl/OmSbDMGvHKrBGvwK644uTYj94yNtTNGzVxWsxLsCuuODlq9XRBEtEEEXGM5SXNHdVtIID3929a8MVaBePQhEzkwmtOzN3cwt0LgE0U8or3rPlum6HmqgziGNfaK2Da8MQXe8UwIoIzByoPTtk7XyZijAGQCMF6eWAbkeOg4HD+ivTpdwIRGMNPZJncPJWhkTqOw08kEcZGBgeJEOhOg8MEBQcFh4rr0iffWGViPwFgFWz9I7rtmPyBjtfiEWqN9y/V3rBJQqDeN8irhVKhgAMRGS0mUZbQDGPMXaNTcAo0c7exTq9xVSgUeAjBIlhNNgsYw4OIZBdeq+HVsGuwmGySwDGFXuvCGMODao33PHRuSoUSzRCRVRRMNgtAOl6rUfFwECTRaG4EoOHVOl4DO0ESGqxmkknLq7UqNRgDIEhCvdnEGMNDiFzUWrWKB2C2Wc2CFc0R9DoXBaeAg8lmuVR7/W5jvYfWLdQn0FWjA8CICM0YrcY3vpx7qOo4r+DxXzQgVGrjLTdaadsBW8UNWalg+AVRUITWy1clyzCZmE0Ew/8i/Kx/a/EJH9ki0LYDtgvXZKWCwY4IRNIHL895se8z+NMfBiMiNLPtTMH8A8s5cIwxOIgy/N3kYeFi2UVxd4nAwBjDL2SZdG5cWHsXGazRxPAgUYafqxwTLpZfkXYW2QhgjMHBJtq6BEdsn5Tjr/fDn/4YGBHhQXXmusQd6ZV3ryo5BZoggAGd/MSjx03V98BxeIgsU2CoRuehFkU8hPCzzn7i8ROma3eg4PAQmyi882zam8PH409/DIyI4EBEjLGPfti44lCuSqFkYHgIQ32N9W61hQMDw0NkmfR+as8WGjjFYKy13rlp4RhDM6IkBXr6fjV9XbB3AP70B8CICE1cuXdtwu5/VNXfUHFKPIRBsMrVlxslm8wYw4OISMlzviEuvIYD4WEMgk2uudQo2ogxOGUVbW8M+1vm2Dfxpz8ARkRoIuv7lfknPtMo1WiO4c4Ns7HWyuzwICLy9Ne4+2pAhOYY7t201N+2MI7DI4iS6OvmufX17J6tO+KPgABGAMP/S4yI4HC2pnz859MbbQ0c4/AgxmA1S7cqGyEDDA8hIpWaa9HGVaFgaI7BZpaqLzWSjF9nFazj+sZ/9Mp8jnF43G6YqiuNl1Wcsp3+CT3vDrubplsVxssAXJS6rl4dOcbBziJaJJCLUguH66abKqb00/rCrlE0nbhbxsAkkrx4j/YeEYyxavPtBrExzK21IAkG46VwfRslU6KJm6bqi8bLCqYQSAh1DQ5yaQnglrnGUF/Jc3yEPsyD18OuqvG6VqHx0XjfMtfIJAfq/GFnMF66Zarp5BnpwbsDuGerO3vvAmNMJMlP49NO3xaPCSMi2NkkYfbXi/aUf6NW8GiGgNoqk6lOZAzNEZF3K62bJ0+E5gi4c83UeM/GOA6/SiZZySk/e335oMg+eNw2Xdz2Y21pS5eAO9b7Uzu85qvxBrDx4qdHbh9v7xHhpfYcGxKn5JSwK7xVcq7OMCHiZThsqNjqweufCR4Ou1rL3e1X9hy6/aO/xrdfi94jWg3hGHfReHn1ubz5XWccuv3DuTrDpPavMjA0UXbv/Nc3vjt0+1gP786DA6J7+nQB8K/KHSU1R1u7Bt8yVb/ddYoHrwfw0YX8UNfgYS0Hbr9cYJVs48LGALhQV7G2fLOP2quTV+SIVkMAVDVc31W1/2jt8RDXoP4t+gwLHIDHhBER7IouH5myb75VtHKMw0MYTEax9mojiKEZWSatm8I32IXjGJphjJkbbDVXTCCG38Ei2GI79duQuthVo8NjtfHiZx68e3xQzD+OLUwIievp0xXAOsO/dArd6JBYFafiGAc7meQ15/NKan5c2TvLS+MJu/UVWzx4/ajgWDSxtGxN/xa9e/l2hx2B1pxfr+JUN0w3X2wztq17KJqxSra5JxbP7TzFReUCu/UVW9yVbs+2/suUo3P/FvZ8V+8OANZc2NDGNTim5aBtl3dbJduLYWMBHK89lX/xs0mR40Ncg5ScAg7vnV41Mnh4O31bPD6MiABYBevfC2YeuXacV6jQjEx0+3KjpVFijKEZAvmF6LRuKhCaI8LtK41mo8g4ht9BJpmBrXl53gt9RuCx2njxs9I7p/00vhbJMilyvLfGC0B+xdZvbha2dg2JbtF7SOAA2F1tuPbZ5YIAnR/Pqce2joPd+ootHrx+VHAsmni/7IOn/KKe9OsFhxpLbdrht4YGDEiNSIQzRqHxnZNLZ3aa7Kn2gN3myu2Hqo+1cvFvEE0zOqa5824APjy/oY1byLCWA7dfLjBLlpfCEgCQLBdc+2rv9QOD/J8a2zqOYxwAURaXnFn9l1ZDO3lG4vFhRATg83P73/72PQZwYGiCADA03rPduWZmjKEZWZZdPHjfIB0YHkYAQ2OdUFtlYmBwhvAwBthEsWtw+JdTP9br3PD45F/89K7lXoPY2ELrlxL+EuxyDZvVnHp0yAglU6gVatitr9haXH3EX+t331a3qOccF6UOQF7FJx4q/aiQEQAxMNi9V7bqKb+op/x6o4n5J5cM8n8qukVfOGMUGuefWDK7c7qn2gN2+Rc/vWWqEUn00/i9Gj4Odh9dyPdSeyS0Hrn2wiZXlcsLbUYDqLXc4Tm+xlz7bllOdtQCN94NgCiL75d9EBc0rJNnJB4fRkS3G+9M2vP2mdvlKk6FhzCIglR92Wg1Sxzj8CACOAV8gnUanZIID2OQRLn2qsnWKDGOwQlScAqA4SFEgiwueHby5KGJeHy2XNqhV+n7+vZcdDrn9cjxrVwCAfyrcsePtSciPcI1Cv750FE8xxuFhmVnPhwc0F+n1O69/u/B/v37+PUAsOXSziO1xyPc24a4tBre6mkGBmDF2Y97+3br49sTDkSUc+7jXj7d+vpFwZkGoXHR6ZVT2//dU+MBu82V2/QqfR/f7kvKVqe3nxCg8wNw6u7Z/IqtLV0Cqs23U8JfCnMPBVBcfbSg6itPtd4mCTM6va5W8ABEWVxxdu3wVoM6eETg8WFEVGepP3+7gkAAw0MYJFE2mwQGJ4jAKRiv4cAYnJElEiwSHk3BFGBoTpJlH1ePLsHt8PjUWGoVjPNWe11uqPLk9XreHcBty52rjdeISMWpOnq2UzCFWbLUWu4GuQQCuG25A4Kv1htAreXOlcZrMpEHr2/rHsrws+umm24qN3eVK5q4ZrrprnJ1V7nBGUmWqkw3WukClJwSdjWWWg7MR+N9paFKz7t78HrYXW6oum66GeoaHKjzhx0RVRgv1VruRno84cHrYUeg6423PNUeLkotHp//Afebf6KXY9S5AAAAAElFTkSuQmCC" 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" 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" 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The x-axis represents \"Interest Rate Changes\" ranging from -100 bps to +100 bps in 25 bps increments. The y-axis represents the impact in dollars from $0.00 to $0.10. Green bars show the impact for each interest rate scenario. Below the chart is a table titled \"Number of Loans Subject to Floor\" which lists the count of loans corresponding to each interest rate change column.\n\n| Interest Rate Changes | -100 bps | -75 bps | -50 bps | -25 bps | 0 bps | +25 bps | +50 bps | +75 bps | +100 bps |\n| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |\n| Impact to Net Interest Income per Share | $0.04 | $0.01 | $- | $- | $- | $0.01 | $0.03 | $0.05 | $0.08 |\n| Number of Loans Subject to Floor | 21 | 20 | 11 | 9 | 7 | 6 | 2 | 0 | 0 |" }, "classification": { "predictions": [ { "confidence": 0.9978324770927429, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0019136549672111869, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0001585729914950207, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 5.293583308230154e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { 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" 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" 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" 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" 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" 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "logo", "confidence": 0.9149706959724426 }, { "class_name": "icon", "confidence": 0.04310956597328186 }, { "class_name": "other", "confidence": 0.011015679687261581 }, { "class_name": "bar_chart", "confidence": 0.009764672257006168 }, { "class_name": "calendar", "confidence": 0.0045637283474206924 }, { "class_name": "stamp", "confidence": 0.0029701264575123787 }, { "class_name": "photograph", "confidence": 0.0027528225909918547 }, { "class_name": "page_thumbnail", "confidence": 0.0019428447121754289 }, { "class_name": "table", "confidence": 0.0019073999719694257 }, { "class_name": "full_page_image", "confidence": 0.0012220591306686401 }, { "class_name": "bar_code", "confidence": 0.0011059289099648595 }, { "class_name": "line_chart", "confidence": 0.0009455736144445837 }, { "class_name": "engineering_drawing", "confidence": 0.0008170863147825003 }, { 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure is a bar chart titled \"Risk Rating Distribution (1)\" showing the percentage of a portfolio across five risk categories, with an additional \"Weighted Average Risk Rating: 2.8\" displayed in a box to the right. Below the chart is a table row showing the \"Loan Count\" for each category.\n\n| Risk Category | Percentage | Loan Count |\n| --- | --- | --- |\n| Lower Risk (1) | 13% | 2 |\n| Average Risk (2) | 13% | 3 |\n| Acceptable Risk (3) | 52% | 16 |\n| Higher Risk (4) | 22% | 5 |\n| Impaired/Loss Likely (5) | -% | 0 |" }, "classification": { "predictions": [ { "confidence": 0.97575443983078, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.009382924064993858, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0053260535933077335, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0023266130592674017, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0013933072332292795, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0012148978421464562, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0008621265296824276, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0008592426311224699, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 0.0007836109143681824, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.0006994615541771054, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0003517403674777597, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.00025231880135834217, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.00023585493909195065, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.0001326037890976295, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 9.17258148547262e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.6572160247014835e-05, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 5.389614307205193e-05, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 4.384751809993759e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 3.447353083174676e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 3.439291685936041e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 3.2902753446251154e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.4445933377137408e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 2.2475440346170217e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.5710284060332924e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 7.570793968625367e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 6.617504368477967e-06, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__read_by": [ { "reader": "set-of-mark", "produced": [ "c2c4492ae5a4b020-p10-t1" ] }, { "reader": "set-of-mark", "produced": [ "c2c4492ae5a4b020-p10-t2" ] }, { "reader": "ade", "produced": [] } ], "quber__figure_job_id": "parse-01m0b8v9fpz828tsztc03q3mc2", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__footnote_marks": [ { "marker": "(1)", "kind": "footnote", "label": "Risk Rating Distribution (1)" } ], "quber__footnotes": [ { "marker": "(1)", "text": "Percentage of portfolio based on principal balance of loans held for investment as of March 31, 2026." } ] }, "label": "picture", "prov": 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"end_row_offset_idx": 1, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Conservative Leverage", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 652.78998, "t": 113.45800000000003, "r": 920.6239799999997, "b": 125.90374233128836, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Integrated with RMR Real Estate Platform", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 94.52, "t": 143.55200000000002, "r": 276.6319999999999, "b": 185.3817991411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "$776 million 26 floating rate first mortgage loan commitments", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 436.04999, "t": 150.27201000000002, "r": 542.5619899999999, "b": 178.6617691411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "1.4x Debt to equity ratio", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 734.35999, "t": 150.27201000000002, "r": 841.9999900000001, "b": 178.6617691411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "~20% Ownership of SEVN", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 137.39999, "t": 214.80200000000002, "r": 233.69999, "b": 256.6317991411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "$30 million Average loan commitment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 442.54001, "t": 214.80200000000002, "r": 536.04401, "b": 256.6317991411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "$865 million Maximum facility size", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 741.51001, "t": 221.52201000000002, "r": 831.8300099999999, "b": 249.9117691411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "~$37 billion of Gross AUM", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 134.7, "t": 285.68201, "r": 236.42399999999998, "b": 327.5117791411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "66% Weighted average LTV", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 441.42001, "t": 285.68201, "r": 537.1680099999999, "b": 327.5117791411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "$398 million Unused financing capacity", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 739.02002, "t": 292.40201, "r": 837.34802, "b": 320.79177914110426, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "~800 CRE professionals", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 134.7, "t": 356.18201, "r": 236.42399999999998, "b": 398.0117791411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "7.8% Weighted average All In Yield", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 447.42001, "t": 356.18201, "r": 531.16401, "b": 398.0117791411043, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "$57 million Cash on hand", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 730.73999, "t": 358.422, "r": 842.6279900000002, "b": 400.2517691411043, "coord_origin": "TOPLEFT" }, 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