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"BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "THLGE", "text": "THLGE" }, { "self_ref": "#/texts/5", "parent": { "$ref": "#/groups/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 1, "bbox": { "l": 697.0825, "t": 26.54989999999998, "r": 700.93702, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/6", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 31.265, "t": 518.3152, "r": 675.7493959999998, "b": 479.17708, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "CAUTIONARY STATEMENT REGARDING FORWARD-LOOKING STATEMENTS", "text": "CAUTIONARY STATEMENT REGARDING FORWARD-LOOKING STATEMENTS", "level": 1 }, { "self_ref": "#/texts/7", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 31.056920000000787, "t": 437.2068, "r": 691.7727200000011, "b": 200.31539999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4359 ] } ], "orig": "This presentation may contain forward-looking statements within the meaning of the federal securities laws. Forward-looking statements relate to expectations, beliefs, projections, future plans and strategies, anticipated events or trends and similar expressions concerning matters that are not historical facts. In some cases, you can identify forward-looking statements by the use of forward-looking terminology such as 'may,' 'will,' 'should,' 'expects,' 'intends,' 'plans,' 'anticipates,' 'believes,' 'estimates,' 'predicts,' or 'potential' or the negative of these words and phrases or similar words or phrases which are predictions of or indicate future events or trends and which do not relate solely to historical matters. Forward-looking statements involve known and unknown risks, uncertainties, assumptions and contingencies, many of which are beyond our control, and may cause actual results to differ significantly from those expressed in any forward-looking statement. Among others, the following uncertainties and other factors could cause actual results to differ from those set forth in the forward-looking statements: operating costs and business disruption may be greater than expected; the Company's operating results may differ materially from the information presented in the Company's Annual Report on Form 10-K for the fiscal year ended December 31, 2025, as well as in the Company's other filings with the Securities and Exchange Commission; defaults by borrowers in paying debt service on outstanding indebtedness; borrowers' abilities to manage and stabilize properties; deterioration in the performance of the properties securing our investments (including the impact of higher interest expense, depletion of interest and other reserves or payment-in-kind concessions in lieu of current interest payment obligations, population shifts and migration, reduced demand for office, multifamily, hospitality or retail space) that may cause deterioration in the performance of our investments and, potentially, principal losses to us; the fair value of the Company's investments may be subject to uncertainties (including impacts associated with inflationary trends, the volatility of interest rates and credit spreads, increased market volatility affecting commercial real estate businesses and public securities); the Company's use of leverage and interest rate mismatches between the Company's assets and borrowings could hinder its ability to make distributions and may significantly impact its liquidity position; the timing of and ability to generate additional liquidity and deploy available liquidity, including in senior mortgage loans; whether the Company will achieve its anticipated Distributable Earnings per share (as adjusted), or maintain or produce higher Distributable Earnings per share (as adjusted) in the near term or ever; the Company's ability to maintain or grow the dividend at all in the future; adverse impacts on the Company's corporate revolver, including covenant compliance and borrowing base capacity; adverse impacts on the Company's liquidity, including available capacity under and margin calls on master repurchase facilities; lease payment defaults or deferrals, demands for protective advances and capital expenditures; the ability of the Company to refinance certain mortgage debt on similar terms to those currently existing or at all; the ability to execute CRE CLO's on a go forward basis, including at a reduced cost of capital; whether transactions under letter of intent or contract will close on expected terms, in the expected time period or at all; the impact of legislative, regulatory, tax and competitive changes, regime changes and the actions of government authorities and in particular those affecting the commercial real estate finance and mortgage industry or our business; and the ongoing impacts of global geopolitical uncertainties and unforeseen public health crises on the real estate market. The foregoing list of factors is not exhaustive. Additional information about these and other factors can be found in Part I, Item 1A of the Company's Annual Report on Form 10-K for the fiscal year ended December 31, 2025, as well as in BrightSpire Capital's other filings with the Securities and Exchange Commission.", "text": "This presentation may contain forward-looking statements within the meaning of the federal securities laws. Forward-looking statements relate to expectations, beliefs, projections, future plans and strategies, anticipated events or trends and similar expressions concerning matters that are not historical facts. In some cases, you can identify forward-looking statements by the use of forward-looking terminology such as 'may,' 'will,' 'should,' 'expects,' 'intends,' 'plans,' 'anticipates,' 'believes,' 'estimates,' 'predicts,' or 'potential' or the negative of these words and phrases or similar words or phrases which are predictions of or indicate future events or trends and which do not relate solely to historical matters. Forward-looking statements involve known and unknown risks, uncertainties, assumptions and contingencies, many of which are beyond our control, and may cause actual results to differ significantly from those expressed in any forward-looking statement. Among others, the following uncertainties and other factors could cause actual results to differ from those set forth in the forward-looking statements: operating costs and business disruption may be greater than expected; the Company's operating results may differ materially from the information presented in the Company's Annual Report on Form 10-K for the fiscal year ended December 31, 2025, as well as in the Company's other filings with the Securities and Exchange Commission; defaults by borrowers in paying debt service on outstanding indebtedness; borrowers' abilities to manage and stabilize properties; deterioration in the performance of the properties securing our investments (including the impact of higher interest expense, depletion of interest and other reserves or payment-in-kind concessions in lieu of current interest payment obligations, population shifts and migration, reduced demand for office, multifamily, hospitality or retail space) that may cause deterioration in the performance of our investments and, potentially, principal losses to us; the fair value of the Company's investments may be subject to uncertainties (including impacts associated with inflationary trends, the volatility of interest rates and credit spreads, increased market volatility affecting commercial real estate businesses and public securities); the Company's use of leverage and interest rate mismatches between the Company's assets and borrowings could hinder its ability to make distributions and may significantly impact its liquidity position; the timing of and ability to generate additional liquidity and deploy available liquidity, including in senior mortgage loans; whether the Company will achieve its anticipated Distributable Earnings per share (as adjusted), or maintain or produce higher Distributable Earnings per share (as adjusted) in the near term or ever; the Company's ability to maintain or grow the dividend at all in the future; adverse impacts on the Company's corporate revolver, including covenant compliance and borrowing base capacity; adverse impacts on the Company's liquidity, including available capacity under and margin calls on master repurchase facilities; lease payment defaults or deferrals, demands for protective advances and capital expenditures; the ability of the Company to refinance certain mortgage debt on similar terms to those currently existing or at all; the ability to execute CRE CLO's on a go forward basis, including at a reduced cost of capital; whether transactions under letter of intent or contract will close on expected terms, in the expected time period or at all; the impact of legislative, regulatory, tax and competitive changes, regime changes and the actions of government authorities and in particular those affecting the commercial real estate finance and mortgage industry or our business; and the ongoing impacts of global geopolitical uncertainties and unforeseen public health crises on the real estate market. The foregoing list of factors is not exhaustive. Additional information about these and other factors can be found in Part I, Item 1A of the Company's Annual Report on Form 10-K for the fiscal year ended December 31, 2025, as well as in BrightSpire Capital's other filings with the Securities and Exchange Commission." }, { "self_ref": "#/texts/8", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 31.2938, "t": 184.48680000000002, "r": 691.6704800000002, "b": 158.6712, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 402 ] } ], "orig": "We caution investors not to unduly rely on any forward-looking statements. The forward-looking statements speak only as of the date of this presentation. BrightSpire Capital is under no duty to update any of these forward-looking statements after the date of this presentation, nor to conform prior statements to actual results or revised expectations, and BrightSpire Capital does not intend to do so.", "text": "We caution investors not to unduly rely on any forward-looking statements. The forward-looking statements speak only as of the date of this presentation. BrightSpire Capital is under no duty to update any of these forward-looking statements after the date of this presentation, nor to conform prior statements to actual results or revised expectations, and BrightSpire Capital does not intend to do so." }, { "self_ref": "#/texts/9", "parent": { "$ref": "#/pictures/1" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 51.0, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/10", "parent": { "$ref": "#/pictures/1" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/11", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 695.6425, "t": 26.54989999999998, "r": 700.9312600000001, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/12", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 279.06360800000004, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "COMPANY HIGHLIGHTS", "text": "COMPANY HIGHLIGHTS", "level": 1 }, { "self_ref": "#/texts/13", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 23.35593999999992, "t": 455.2099, "r": 656.06314, "b": 429.65510615384613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "BrightSpire Capital, Inc. ('BRSP' or the 'Company') is a large publicly-traded, diversified and internallymanaged commercial real estate credit REIT", "text": "BrightSpire Capital, Inc. ('BRSP' or the 'Company') is a large publicly-traded, diversified and internallymanaged commercial real estate credit REIT" }, { "self_ref": "#/texts/14", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 56.9882, "t": 391.67330000000004, "r": 202.65831200000017, "b": 377.48772461538465, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Diversified Portfolio", "text": "Diversified Portfolio", "level": 1 }, { "self_ref": "#/texts/15", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 265.271, "t": 391.67330000000004, "r": 453.25586000000004, "b": 377.48772461538465, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Liquidity & Capitalization", "text": "Liquidity & Capitalization", "level": 1 }, { "self_ref": "#/texts/16", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 526.3563, "t": 391.67330000000004, "r": 651.0118799999993, "b": 377.48772461538465, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Financial Results", "text": "Financial Results", "level": 1 }, { "self_ref": "#/texts/17", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 36.2577, "t": 331.3483, "r": 116.34815999999992, "b": 300.3013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "$3.8B Total At-Share Assets", "text": "$3.8B Total At-Share Assets" }, { "self_ref": "#/texts/18", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 46.098659999999995, "t": 298.6933, "r": 106.31423999999993, "b": 291.65830000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "(Undepreciated)", "text": "(Undepreciated)" }, { "self_ref": "#/texts/19", "parent": { "$ref": "#/groups/1" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 50.1477, "t": 231.13940000000002, "r": 102.35704799999998, "b": 191.44939999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "97% Floating-Rate Loan Portfolio", "text": "97% Floating-Rate Loan Portfolio" }, { "self_ref": "#/texts/20", "parent": { "$ref": "#/groups/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 147.2885, "t": 331.3483, "r": 219.60910399999983, "b": 291.5471830769231, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "$2.7B Total Loan Portfolio ( 100 Total Loans)", "text": "$2.7B Total Loan Portfolio ( 100 Total Loans)" }, { "self_ref": "#/texts/21", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 154.66, "t": 231.13940000000002, "r": 211.9, "b": 209.8077076923077, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "$27M", "text": "$27M" }, { "self_ref": "#/texts/22", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 149.14, "t": 207.12739999999997, "r": 217.44301599999994, "b": 200.0924, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Average Loan Size", "text": "Average Loan Size" }, { "self_ref": "#/texts/23", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 28.513640000000002, "t": 133.1741, "r": 124.02240800000007, "b": 93.48410000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "83% <$50M Loan Size (Based on Carrying Value)", "text": "83% <$50M Loan Size (Based on Carrying Value)" }, { "self_ref": "#/texts/24", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 138.575, "t": 87.43560000000002, "r": 210.4260680000001, "b": 80.4006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "W.A. Cash Coupon", "text": "W.A. Cash Coupon" }, { "self_ref": "#/texts/25", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 155.255, "t": 133.0476, "r": 227.89136000000008, "b": 80.28948307692309, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "7.2% W.A. Unlevered All-in Yield (1) 3.4%", "text": "7.2% W.A. Unlevered All-in Yield (1) 3.4%" }, { "self_ref": "#/texts/26", "parent": { "$ref": "#/pictures/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/27", "parent": { "$ref": "#/pictures/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/28", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 3, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 443.73266799999965, "b": 15.13361999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "* Refer to the Appendix for a definition and reconciliation to GAAP net income (loss) ** Refer to the Appendix for a definition and reconciliation to GAAP net book value As of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "* Refer to the Appendix for a definition and reconciliation to GAAP net income (loss) ** Refer to the Appendix for a definition and reconciliation to GAAP net book value As of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/29", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 695.5225, "t": 26.54989999999998, "r": 700.9507, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/30", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 586.2287119999995, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "SUMMARY RESULTS & SUBSEQUENT EVENTS UPDATE", "text": "SUMMARY RESULTS & SUBSEQUENT EVENTS UPDATE", "level": 1 }, { "self_ref": "#/texts/31", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7352, "t": 459.20088, "r": 417.44694400000014, "b": 446.90895, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "\u00b7 GAAP Net Income of $4.8 million and $0.03 per share", "text": "GAAP Net Income of $4.8 million and $0.03 per share", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/32", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7352, "t": 431.84087999999997, "r": 437.257504, "b": 419.54895, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "\u00b7 Distributable Earnings of $15.6 million and $0.12 per share", "text": "Distributable Earnings of $15.6 million and $0.12 per share", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/33", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7352, "t": 404.48087999999996, "r": 483.4469439999999, "b": 392.18895, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "\u00b7 Adjusted Distributable Earnings of $18.2 million and $0.14 per share", "text": "Adjusted Distributable Earnings of $18.2 million and $0.14 per share", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/34", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7352, "t": 375.80088, "r": 609.02584, "b": 363.50895, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "\u00b7 Declared and paid a dividend of $0.16 per share for Q1'26, 10.6% yield on current share price (6)", "text": "Declared and paid a dividend of $0.16 per share for Q1'26, 10.6% yield on current share price (6)", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/35", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7352, "t": 347.36088, "r": 598.4559039999999, "b": 335.06895000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "\u00b7 GAAP net book value of $7.05 per share and undepreciated book value of $8.24 per share", "text": "GAAP net book value of $7.05 per share and undepreciated book value of $8.24 per share", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/36", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7353, "t": 311.49397999999997, "r": 692.8898600000001, "b": 288.87589999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "\u00b7 $206 million of available liquidity ($58 million of unrestricted cash, $120 million of revolver capacity and $28 million of approved and undrawn borrowings available on our credit facilities) (3)", "text": "$206 million of available liquidity ($58 million of unrestricted cash, $120 million of revolver capacity and $28 million of approved and undrawn borrowings available on our credit facilities) (3)", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/37", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7353, "t": 272.85398, "r": 692.9637799999999, "b": 250.0899553846154, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "\u00b7 Closed a $955 million CLO with an 87.25% advance rate and S+1.69% cost of funds (pre-transaction costs); includes $98 million of available ramp-up proceeds (fully utilized) and a 2.5-year reinvestment period", "text": "Closed a $955 million CLO with an 87.25% advance rate and S+1.69% cost of funds (pre-transaction costs); includes $98 million of available ramp-up proceeds (fully utilized) and a 2.5-year reinvestment period", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/38", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7353, "t": 234.09408000000002, "r": 498.4559719999998, "b": 221.80214999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "\u00b7 Entered into a new $250 million master repurchase facility agreement", "text": "Entered into a new $250 million master repurchase facility agreement", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/39", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7353, "t": 194.34158000000002, "r": 666.2738599999999, "b": 182.04965000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "\u00b7 $110 million and $394 million of positive net deployment during Q1'26 and year-to-date (3) , respectively *", "text": "$110 million and $394 million of positive net deployment during Q1'26 and year-to-date (3) , respectively *", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/40", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7353, "t": 166.98158, "r": 476.8554919999999, "b": 154.68965000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "\u00b7 Q1'26 committed $279 million of capital across 7 new senior loans", "text": "Q1'26 committed $279 million of capital across 7 new senior loans", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/41", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 161.1353, "t": 139.62158, "r": 686.54584, "b": 127.32965000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "\u00b7 Subsequent to Q1'26, committed $316 million of capital across 10 new senior loans closed or in-execution (3)", "text": "Subsequent to Q1'26, committed $316 million of capital across 10 new senior loans closed or in-execution (3)", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/42", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 149.7353, "t": 112.38168000000002, "r": 478.53453199999996, "b": 100.08974999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "\u00b7 Q1'26 received $169 million of repayment proceeds across 6 loans", "text": "Q1'26 received $169 million of repayment proceeds across 6 loans", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/43", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 161.1353, "t": 85.02157999999997, "r": 562.5859399999999, "b": 72.72964999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "\u00b7 Subsequent to Q1'26, received $32 million of repayment proceeds across 1 loan (3)", "text": "Subsequent to Q1'26, received $32 million of repayment proceeds across 1 loan (3)", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/44", "parent": { "$ref": "#/pictures/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/45", "parent": { "$ref": "#/pictures/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/46", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 36.8194, "t": 408.38559999999995, "r": 99.21940000000001, "b": 384.75975384615384, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "FINANCIAL RESULTS", "text": "FINANCIAL RESULTS", "level": 1 }, { "self_ref": "#/texts/47", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 36.8194, "t": 277.9387, "r": 129.2554, "b": 254.31285384615387, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "LIQUIDITY & CAPITALIZATION", "text": "LIQUIDITY & CAPITALIZATION", "level": 1 }, { "self_ref": "#/texts/48", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 36.7907, "t": 151.26670000000001, "r": 115.15069999999999, "b": 114.68085384615381, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "NET DEPLOYMENT ACTIVITY", "text": "NET DEPLOYMENT ACTIVITY", "level": 1 }, { "self_ref": "#/texts/49", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 504.25265199999956, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "* Net deployment represents total committed capital less repayment proceeds As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding See footnotes in the appendix", "text": "* Net deployment represents total committed capital less repayment proceeds As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/50", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 695.1625, "t": 26.54989999999998, "r": 700.9393, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "4", "text": "4" }, { "self_ref": "#/texts/51", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 693.3665600000002, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "SUMMARY RESULTS & SUBSEQUENT EVENTS UPDATE (CONT'D)", "text": "SUMMARY RESULTS & SUBSEQUENT EVENTS UPDATE (CONT'D)", "level": 1 }, { "self_ref": "#/texts/52", "parent": { "$ref": "#/pictures/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/53", "parent": { "$ref": "#/pictures/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/54", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 504.25265199999956, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding See footnotes in the appendix", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/55", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 695.5225, "t": 26.54989999999998, "r": 700.98058, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "5", "text": "5" }, { "self_ref": "#/texts/56", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 263.68491199999994, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "FINANCIAL OVERVIEW", "text": "FINANCIAL OVERVIEW", "level": 1 }, { "self_ref": "#/texts/57", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 29.0983, "t": 455.4823, "r": 156.6791320000001, "b": 443.96318615384615, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Key Financial Metrics", "text": "Key Financial Metrics", "level": 1 }, { "self_ref": "#/texts/58", "parent": { "$ref": "#/pictures/5" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/59", "parent": { "$ref": "#/pictures/5" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/60", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 6, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 452.69575599999973, "b": 37.80930000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "* Primarily related to equity grants as part of our annual stock compensation program", "text": "* Primarily related to equity grants as part of our annual stock compensation program" }, { "self_ref": "#/texts/61", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 6, "bbox": { "l": 172.94830000000002, "t": 36.34073999999998, "r": 504.2533479999996, "b": 15.13361999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "** Other includes non-GAAP impairment of real estate and other OCI adjustments As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding See footnotes in the appendix", "text": "** Other includes non-GAAP impairment of real estate and other OCI adjustments As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/62", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 6, "bbox": { "l": 695.4025, "t": 26.54989999999998, "r": 700.91038, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "6", "text": "6" }, { "self_ref": "#/texts/63", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 274.84318399999984, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "PORTFOLIO OVERVIEW", "text": "PORTFOLIO OVERVIEW", "level": 1 }, { "self_ref": "#/texts/64", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 29.0982, "t": 455.6155, "r": 129.39564, "b": 444.09638615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Investment Type", "text": "Investment Type", "level": 1 }, { "self_ref": "#/texts/65", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 283.2, "t": 455.9751, "r": 394.82448000000005, "b": 444.45598615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Portfolio Overview", "text": "Portfolio Overview", "level": 1 }, { "self_ref": "#/texts/66", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 28.4293, "t": 432.3816, "r": 207.53979600000034, "b": 426.1954092307692, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Based on GAAP net carrying value as of March 31, 2026", "text": "Based on GAAP net carrying value as of March 31, 2026" }, { "self_ref": "#/texts/67", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 29.0982, "t": 258.87559999999996, "r": 113.91751200000003, "b": 247.35648615384616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Property Type", "text": "Property Type", "level": 1 }, { "self_ref": "#/texts/68", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 28.426980000000007, "t": 236.47848, "r": 214.14808400000018, "b": 230.2922892307692, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Based on GAAP gross carrying value as of March 31, 2026", "text": "Based on GAAP gross carrying value as of March 31, 2026" }, { "self_ref": "#/texts/69", "parent": { "$ref": "#/pictures/10" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/70", "parent": { "$ref": "#/pictures/10" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/71", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 7, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 541.7399079999996, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "Above charts exclude the impact of CECL reserves. In addition, 'Property Type' chart excludes CRE debt securities $ in millions, except per share data; as of March 31, 2026; at BRSP share; per share data may differ due to rounding See footnotes in the appendix", "text": "Above charts exclude the impact of CECL reserves. In addition, 'Property Type' chart excludes CRE debt securities $ in millions, except per share data; as of March 31, 2026; at BRSP share; per share data may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/72", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 7, "bbox": { "l": 696.0024, "t": 26.54989999999998, "r": 700.8828, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "7", "text": "7" }, { "self_ref": "#/texts/73", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 381.03714799999995, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "LOAN ORIGINATION HIGHLIGHTS", "text": "LOAN ORIGINATION HIGHLIGHTS", "level": 1 }, { "self_ref": "#/texts/74", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 28.1973, "t": 445.3428, "r": 97.81971600000001, "b": 433.82368615384615, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Key Metrics", "text": "Key Metrics", "level": 1 }, { "self_ref": "#/texts/75", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 28.197, "t": 195.8524, "r": 172.03096800000003, "b": 184.33328615384613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Originations by Quarter", "text": "Originations by Quarter", "level": 1 }, { "self_ref": "#/texts/76", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 443.4, "t": 445.3428, "r": 528.219312, "b": 433.82368615384615, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Property Type", "text": "Property Type", "level": 1 }, { "self_ref": "#/texts/77", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 443.4001, "t": 316.2675, "r": 485.43715599999996, "b": 304.7483861538461, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Region", "text": "Region", "level": 1 }, { "self_ref": "#/texts/78", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 443.3998, "t": 187.1923, "r": 593.9651920000008, "b": 175.67318615384613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Acquisition vs. Refinance", "text": "Acquisition vs. Refinance", "level": 1 }, { "self_ref": "#/texts/79", "parent": { "$ref": "#/pictures/14" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 8, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/80", "parent": { "$ref": "#/pictures/14" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 8, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/81", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 8, "bbox": { "l": 172.94829999999996, "t": 43.89929999999998, "r": 523.2270040000001, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "Above charts based on YTD 2026 total committed capital $ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding See footnotes in the appendix", "text": "Above charts based on YTD 2026 total committed capital $ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/82", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 8, "bbox": { "l": 695.2825, "t": 26.54989999999998, "r": 700.93978, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "8", "text": "8" }, { "self_ref": "#/texts/83", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 341.31586399999986, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "LOAN PORTFOLIO OVERVIEW", "text": "LOAN PORTFOLIO OVERVIEW", "level": 1 }, { "self_ref": "#/texts/84", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 29.0981, "t": 222.55420000000004, "r": 176.49477200000007, "b": 211.03508615384612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Loan Size Diversification", "text": "Loan Size Diversification", "level": 1 }, { "self_ref": "#/texts/85", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/86", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/87", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 304.8698, "t": 460.6556, "r": 405.16724000000033, "b": 449.13648615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Investment Type", "text": "Investment Type", "level": 1 }, { "self_ref": "#/texts/88", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 506.6411, "t": 460.6556, "r": 591.4604119999996, "b": 449.13648615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Property Type", "text": "Property Type", "level": 1 }, { "self_ref": "#/texts/89", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 304.6328, "t": 222.55420000000004, "r": 437.9406559999997, "b": 211.03508615384612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Loan Portfolio Activity", "text": "Loan Portfolio Activity", "level": 1 }, { "self_ref": "#/texts/90", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 9, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 485.48083599999944, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves $ in millions, unless otherwise stated; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves $ in millions, unless otherwise stated; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/91", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 9, "bbox": { "l": 695.4025, "t": 26.54989999999998, "r": 700.91038, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "9", "text": "9" }, { "self_ref": "#/texts/92", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 413.59413200000006, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "LOAN PORTFOLIO DIVERSIFICATION", "text": "LOAN PORTFOLIO DIVERSIFICATION", "level": 1 }, { "self_ref": "#/texts/93", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 51.75201670328776, "t": 43.967244466145814, "r": 156.09123738606772, "b": 30.068440755208314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/94", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 53.15725962320963, "t": 30.068440755208314, "r": 96.71975708007812, "b": 21.729166666666742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/95", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 10, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 472.7482119999999, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves $ in millions; as of March 31, 2026; at BRSP share", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves $ in millions; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/96", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 10, "bbox": { "l": 690.8425, "t": 26.54989999999998, "r": 700.95688, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/97", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 334.5543679999997, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "LOAN PORTFOLIO SUMMARY", "text": "LOAN PORTFOLIO SUMMARY", "level": 1 }, { "self_ref": "#/texts/98", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 11, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/99", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 11, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 335.77819599999987, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "$ in thousands; as of March 31, 2026; at BRSP share See footnotes in the appendix", "text": "$ in thousands; as of March 31, 2026; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 11, "bbox": { "l": 693.2424, "t": 26.54989999999998, "r": 700.9364999999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "11", "text": "11" }, { "self_ref": "#/texts/101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 12, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 353.62643599999984, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "LOAN PORTFOLIO MATURITIES", "text": "LOAN PORTFOLIO MATURITIES", "level": 1 }, { "self_ref": "#/texts/102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 12, "bbox": { "l": 22.8793, "t": 449.9911, "r": 640.5865960000003, "b": 438.47198615384616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Weighted average fully extended remaining term of approximately 2.2 years across the loan portfolio", "text": "Weighted average fully extended remaining term of approximately 2.2 years across the loan portfolio", "level": 1 }, { "self_ref": "#/texts/103", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/104", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 12, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 469.6273479999998, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves As of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves As of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 12, "bbox": { "l": 691.8024, "t": 26.54989999999998, "r": 700.93074, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "12", "text": "12" }, { "self_ref": "#/texts/107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 13, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 579.383048, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "LOAN PORTFOLIO RISK RANKINGS & CECL RESERVE", "text": "LOAN PORTFOLIO RISK RANKINGS & CECL RESERVE", "level": 1 }, { "self_ref": "#/texts/108", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 13, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/109", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 13, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 13, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 552.1304920000001, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/111", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 13, "bbox": { "l": 691.6824, "t": 26.54989999999998, "r": 700.9501799999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "13", "text": "13" }, { "self_ref": "#/texts/112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 14, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 490.2451279999996, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "LOAN PORTFOLIO WATCH LIST MIGRATION", "text": "LOAN PORTFOLIO WATCH LIST MIGRATION", "level": 1 }, { "self_ref": "#/texts/113", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 14, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/114", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 14, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 14, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 469.6273479999998, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "* Pro forma adjusted for anticipated repayments Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves $ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "* Pro forma adjusted for anticipated repayments Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves $ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/116", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 14, "bbox": { "l": 691.3224, "t": 26.54989999999998, "r": 700.93878, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "14", "text": "14" }, { "self_ref": "#/texts/117", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 15, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 519.4854919999998, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "LOAN PORTFOLIO WATCH LIST LOANS (Q1'26)", "text": "LOAN PORTFOLIO WATCH LIST LOANS (Q1'26)", "level": 1 }, { "self_ref": "#/texts/118", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 15, "bbox": { "l": 691.6824, "t": 26.54989999999998, "r": 700.98006, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "15", "text": "15" }, { "self_ref": "#/texts/119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 653.118224, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "NET LEASE REAL ESTATE & OTHER REAL ESTATE SUMMARY", "text": "NET LEASE REAL ESTATE & OTHER REAL ESTATE SUMMARY", "level": 1 }, { "self_ref": "#/texts/120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 30.7173, "t": 196.1694, "r": 72.754356, "b": 184.65028615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Region", "text": "Region", "level": 1 }, { "self_ref": "#/texts/121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 260.1729, "t": 196.1694, "r": 344.99221199999994, "b": 184.65028615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Property Type", "text": "Property Type", "level": 1 }, { "self_ref": "#/texts/122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 487.9173, "t": 197.10540000000003, "r": 669.731604, "b": 184.65028615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "W.A. Remaining Lease Term (18)", "text": "W.A. Remaining Lease Term (18)", "level": 1 }, { "self_ref": "#/texts/123", "parent": { "$ref": "#/pictures/30" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 16, "bbox": { "l": 52.227823893229164, "t": 43.728515625, "r": 155.8084716796875, "b": 30.369140625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/124", "parent": { "$ref": "#/pictures/30" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 16, "bbox": { "l": 52.9092763264974, "t": 30.03515625, "r": 96.52217610677083, "b": 22.353515625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 172.94852, "t": 43.9409, "r": 687.6008480000004, "b": 15.175219999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 492 ] } ], "orig": "* Q1'26 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026 ** Includes $336M of undepreciated ('undep.') carrying value related to six (6) REO assets and $89M of undep. carrying value related to one (1) equity investment Above charts based on undepreciated carrying value; $ and RSF in thousands; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "* Q1'26 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026 ** Includes $336M of undepreciated ('undep.') carrying value related to six (6) REO assets and $89M of undep. carrying value related to one (1) equity investment Above charts based on undepreciated carrying value; $ and RSF in thousands; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 691.5624, "t": 26.54989999999998, "r": 700.90986, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "16", "text": "16" }, { "self_ref": "#/texts/127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 17, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 388.7164759999998, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "REAL ESTATE OWNED MIGRATION", "text": "REAL ESTATE OWNED MIGRATION", "level": 1 }, { "self_ref": "#/texts/128", "parent": { "$ref": "#/pictures/33" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/129", "parent": { "$ref": "#/pictures/33" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 404.1727239999998, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "* Pro forma adjusted for anticipated sales Above chart based on undepreciated carrying value $ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "* Pro forma adjusted for anticipated sales Above chart based on undepreciated carrying value $ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 692.1625, "t": 26.54989999999998, "r": 700.88248, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "17", "text": "17" }, { "self_ref": "#/texts/132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 18, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 338.03731999999985, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "REAL ESTATE OWNED (Q1'26)", "text": "REAL ESTATE OWNED (Q1'26)", "level": 1 }, { "self_ref": "#/texts/133", "parent": { "$ref": "#/pictures/34" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 18, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 18, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 483.9941799999993, "b": 22.692180000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "* Reflects properties currently in the market for sale As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding See footnotes in the appendix", "text": "* Reflects properties currently in the market for sale As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 18, "bbox": { "l": 691.4424, "t": 26.54989999999998, "r": 700.93926, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "18", "text": "18" }, { "self_ref": "#/texts/136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 19, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 328.6886599999998, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "SELECT NNN ASSETS (Q1'26)", "text": "SELECT NNN ASSETS (Q1'26)", "level": 1 }, { "self_ref": "#/texts/137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 691.5624, "t": 26.54989999999998, "r": 700.90986, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "19", "text": "19" }, { "self_ref": "#/texts/138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 20, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 345.15753199999995, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "CAPITALIZATION HIGHLIGHTS", "text": "CAPITALIZATION HIGHLIGHTS", "level": 1 }, { "self_ref": "#/texts/139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 20, "bbox": { "l": 23.363620000000083, "t": 457.2635, "r": 651.1097320000001, "b": 417.42678615384614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "Diversified capital structure of primarily non-recourse debt and a 2.4x debt-to-equity ratio. Embedded capacity under existing financing facilities including an undrawn $120M corporate revolver and $1.6B of repurchase facilities availability", "text": "Diversified capital structure of primarily non-recourse debt and a 2.4x debt-to-equity ratio. Embedded capacity under existing financing facilities including an undrawn $120M corporate revolver and $1.6B of repurchase facilities availability" }, { "self_ref": "#/texts/140", "parent": { "$ref": "#/pictures/36" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 20, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/141", "parent": { "$ref": "#/pictures/36" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 20, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/142", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 172.9483, "t": 43.19720000000001, "r": 364.93154799999974, "b": 29.548639999999978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 689.4025, "t": 26.54989999999998, "r": 700.9561000000001, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "20", "text": "20" }, { "self_ref": "#/texts/144", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 21, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 319.4422039999998, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "CAPITALIZATION SUMMARY", "text": "CAPITALIZATION SUMMARY", "level": 1 }, { "self_ref": "#/texts/145", "parent": { "$ref": "#/pictures/38" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 21, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 172.9483, "t": 43.671400000000006, "r": 617.1299320000004, "b": 22.46428000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 297 ] } ], "orig": "Note: During the first quarter 2026, the Company recorded approximately $2.5M of amortization of deferred financing costs, which implies approximately 23 bps of annualized financing costs on the Company's total debt capacity as of March 31, 2026 $ in thousands; as of March 31, 2026; at BRSP share", "text": "Note: During the first quarter 2026, the Company recorded approximately $2.5M of amortization of deferred financing costs, which implies approximately 23 bps of annualized financing costs on the Company's total debt capacity as of March 31, 2026 $ in thousands; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 172.94830000000007, "t": 20.995720000000006, "r": 270.2177800000003, "b": 14.905719999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 691.8024, "t": 26.54989999999998, "r": 700.9357200000001, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "21", "text": "21" }, { "self_ref": "#/texts/149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 324.5103199999998, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "I NTEREST RATE SENSITIVITY", "text": "I NTEREST RATE SENSITIVITY", "level": 1 }, { "self_ref": "#/texts/150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 60.4239, "t": 452.9934, "r": 658.0561559999996, "b": 441.47428615384615, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Annual Net Interest Income Sensitivity to Changes in Benchmark Rates - Total Investment Portfolio", "text": "Annual Net Interest Income Sensitivity to Changes in Benchmark Rates - Total Investment Portfolio", "level": 1 }, { "self_ref": "#/texts/151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 28.8214, "t": 421.6941, "r": 79.98999999999998, "b": 413.6947153846154, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "SOFR: 3.66%", "text": "SOFR: 3.66%" }, { "self_ref": "#/texts/152", "parent": { "$ref": "#/pictures/40" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/153", "parent": { "$ref": "#/pictures/40" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 22, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 401.5362759999998, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "* Reflects incremental changes to SOFR spot rate as of March 31, 2026 $ in millions, except per share data; as of March 31, 2026; at BRSP share", "text": "* Reflects incremental changes to SOFR spot rate as of March 31, 2026 $ in millions, except per share data; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 690.3624, "t": 26.54989999999998, "r": 700.92996, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "22", "text": "22" }, { "self_ref": "#/texts/156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 30.4501, "t": 279.23999999999995, "r": 164.0785, "b": 255.615, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "APPENDIX", "text": "APPENDIX" }, { "self_ref": "#/texts/157", "parent": { "$ref": "#/pictures/41" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 51.0, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/158", "parent": { "$ref": "#/pictures/41" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 24, "bbox": { "l": 31.264999999999986, "t": 518.3152, "r": 612.1404319999996, "b": 479.17708, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "I MPORTANT NOTE REGARDING NON-GAAP FINANCIAL MEASURES AND DEFINITIONS", "text": "I MPORTANT NOTE REGARDING NON-GAAP FINANCIAL MEASURES AND DEFINITIONS", "level": 1 }, { "self_ref": "#/texts/160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.45527999999979, "t": 449.2301, "r": 703.4632800000003, "b": 390.3371000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1211 ] } ], "orig": "We present Distributable Earnings, which is a non-GAAP supplemental financial measure of our performance. We believe that Distributable Earnings provides meaningful information to consider in addition to our net income and cash flow from operating activities determined in accordance with GAAP, and this metric is a useful indicator for investors in evaluating and comparing our operating performance to our peers and our ability to pay dividends. We elected to be taxed as a REIT under the Internal Revenue Code of 1986, as amended, beginning with our taxable year ended December 31, 2018. As a REIT, we are required to distribute substantially all of our taxable income and we believe that dividends are one of the principal reasons investors invest in credit or commercial mortgage REITs such as our company. Over time, Distributable Earnings has been a useful indicator of our dividends per share and we consider that measure in determining the dividend, if any, to be paid. This supplemental financial measure also helps us to evaluate our performance excluding the effects of certain transactions and GAAP adjustments that we believe are not necessarily indicative of our current portfolio and operations.", "text": "We present Distributable Earnings, which is a non-GAAP supplemental financial measure of our performance. We believe that Distributable Earnings provides meaningful information to consider in addition to our net income and cash flow from operating activities determined in accordance with GAAP, and this metric is a useful indicator for investors in evaluating and comparing our operating performance to our peers and our ability to pay dividends. We elected to be taxed as a REIT under the Internal Revenue Code of 1986, as amended, beginning with our taxable year ended December 31, 2018. As a REIT, we are required to distribute substantially all of our taxable income and we believe that dividends are one of the principal reasons investors invest in credit or commercial mortgage REITs such as our company. Over time, Distributable Earnings has been a useful indicator of our dividends per share and we consider that measure in determining the dividend, if any, to be paid. This supplemental financial measure also helps us to evaluate our performance excluding the effects of certain transactions and GAAP adjustments that we believe are not necessarily indicative of our current portfolio and operations." }, { "self_ref": "#/texts/161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.46331999999984, "t": 383.69606000000016, "r": 703.407, "b": 324.80306000000036, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1256 ] } ], "orig": "We define Distributable Earnings as GAAP net income (loss) attributable to our common stockholders (or, without duplication, the owners of the common equity of our direct subsidiaries, such as our OP) and excluding (i) non-cash equity compensation expense, (ii) the expenses incurred in connection with our formation or other strategic transactions, (iii) acquisition costs from successful acquisitions, (iv) gains or losses from sales of real estate property and impairment write-downs of depreciable real estate, including unconsolidated joint ventures and preferred equity investments, (v) general CECL reserves, (vi) depreciation and amortization, (vii) any unrealized gains or losses or other similar non-cash items that are included in net income for the current quarter, regardless of whether such items are included in other comprehensive income or loss, or in net income, (viii) one-time events pursuant to changes in GAAP and (ix) certain material non-cash income or expense items that in the judgment of management should not be included in Distributable Earnings. For clauses (viii) and (ix), such exclusions shall only be applied after approval by a majority of our independent directors. Distributable Earnings include specific CECL reserves.", "text": "We define Distributable Earnings as GAAP net income (loss) attributable to our common stockholders (or, without duplication, the owners of the common equity of our direct subsidiaries, such as our OP) and excluding (i) non-cash equity compensation expense, (ii) the expenses incurred in connection with our formation or other strategic transactions, (iii) acquisition costs from successful acquisitions, (iv) gains or losses from sales of real estate property and impairment write-downs of depreciable real estate, including unconsolidated joint ventures and preferred equity investments, (v) general CECL reserves, (vi) depreciation and amortization, (vii) any unrealized gains or losses or other similar non-cash items that are included in net income for the current quarter, regardless of whether such items are included in other comprehensive income or loss, or in net income, (viii) one-time events pursuant to changes in GAAP and (ix) certain material non-cash income or expense items that in the judgment of management should not be included in Distributable Earnings. For clauses (viii) and (ix), such exclusions shall only be applied after approval by a majority of our independent directors. Distributable Earnings include specific CECL reserves." }, { "self_ref": "#/texts/162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.6, "t": 318.1901, "r": 703.5758400000008, "b": 276.5831000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 947 ] } ], "orig": "Additionally, we define Adjusted Distributable Earnings as Distributable Earnings excluding (i) realized gains and losses on asset sales, (ii) fair value adjustments, which represent mark-tomarket adjustments to investments in unconsolidated ventures based on an exit price, defined as the estimated price that would be received upon the sale of an asset or paid to transfer a liability in an orderly transaction between market participants, (iii) unrealized gains or losses, (iv) specific CECL reserves and (v) one-time gains or losses that in the judgement of management should not be included in Adjusted Distributable Earnings. We believe Adjusted Distributable Earnings is a useful indicator for investors to further evaluate and compare our operating performance to our peers and our ability to pay dividends, net of the impact of any gains or losses on assets sales or fair value adjustments, as described above.", "text": "Additionally, we define Adjusted Distributable Earnings as Distributable Earnings excluding (i) realized gains and losses on asset sales, (ii) fair value adjustments, which represent mark-tomarket adjustments to investments in unconsolidated ventures based on an exit price, defined as the estimated price that would be received upon the sale of an asset or paid to transfer a liability in an orderly transaction between market participants, (iii) unrealized gains or losses, (iv) specific CECL reserves and (v) one-time gains or losses that in the judgement of management should not be included in Adjusted Distributable Earnings. We believe Adjusted Distributable Earnings is a useful indicator for investors to further evaluate and compare our operating performance to our peers and our ability to pay dividends, net of the impact of any gains or losses on assets sales or fair value adjustments, as described above." }, { "self_ref": "#/texts/163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.768840000000864, "t": 270.05462000000006, "r": 703.7929200000012, "b": 228.44762000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 845 ] } ], "orig": "Distributable Earnings and Adjusted Distributable Earnings do not represent net income or cash generated from operating activities and should not be considered as an alternative to GAAP net income or an indication of our cash flows from operating activities determined in accordance with GAAP, a measure of our liquidity, or an indication of funds available to fund our cash needs. In addition, our methodology for calculating Distributable Earnings and Adjusted Distributable Earnings may differ from methodologies employed by other companies to calculate the same or similar non-GAAP supplemental financial measures, and accordingly, our reported Distributable Earnings and Adjusted Distributable Earnings may not be comparable to the Distributable Earnings and Adjusted Distributable Earnings reported by other companies.", "text": "Distributable Earnings and Adjusted Distributable Earnings do not represent net income or cash generated from operating activities and should not be considered as an alternative to GAAP net income or an indication of our cash flows from operating activities determined in accordance with GAAP, a measure of our liquidity, or an indication of funds available to fund our cash needs. In addition, our methodology for calculating Distributable Earnings and Adjusted Distributable Earnings may differ from methodologies employed by other companies to calculate the same or similar non-GAAP supplemental financial measures, and accordingly, our reported Distributable Earnings and Adjusted Distributable Earnings may not be comparable to the Distributable Earnings and Adjusted Distributable Earnings reported by other companies." }, { "self_ref": "#/texts/164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.559799999999996, "t": 221.83010000000002, "r": 703.3667999999999, "b": 206.15210000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "The Company calculates Distributable Earnings per share and Adjusted Distributable Earnings per share, which are non-GAAP supplemental financial measures, based on a weighted average number of common shares.", "text": "The Company calculates Distributable Earnings per share and Adjusted Distributable Earnings per share, which are non-GAAP supplemental financial measures, based on a weighted average number of common shares." }, { "self_ref": "#/texts/165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.567839999999478, "t": 199.51009999999997, "r": 703.5195599999995, "b": 131.97410000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1376 ] } ], "orig": "We believe NOI to be a useful measure of operating performance of our net leased and other real estate portfolios as they are more closely linked to the direct results of operations at the property level. NOI excludes historical cost depreciation and amortization, which are based on different useful life estimates depending on the age of the properties, as well as adjustments for the effects of real estate impairment and gains or losses on sales of depreciated properties, which eliminate differences arising from investment and disposition decisions. Additionally, by excluding corporate level expenses or benefits such as interest expense, any gain or loss on early extinguishment of debt and income taxes, which are incurred by the parent entity and are not directly linked to the operating performance of the Company's properties, NOI provides a measure of operating performance independent of the Company's capital structure and indebtedness. However, the exclusion of these items as well as others, such as capital expenditures and leasing costs, which are necessary to maintain the operating performance of the Company's properties, and transaction costs and administrative costs, may limit the usefulness of NOI. NOI may fail to capture significant trends in these components of GAAP net income (loss) which further limits its usefulness.", "text": "We believe NOI to be a useful measure of operating performance of our net leased and other real estate portfolios as they are more closely linked to the direct results of operations at the property level. NOI excludes historical cost depreciation and amortization, which are based on different useful life estimates depending on the age of the properties, as well as adjustments for the effects of real estate impairment and gains or losses on sales of depreciated properties, which eliminate differences arising from investment and disposition decisions. Additionally, by excluding corporate level expenses or benefits such as interest expense, any gain or loss on early extinguishment of debt and income taxes, which are incurred by the parent entity and are not directly linked to the operating performance of the Company's properties, NOI provides a measure of operating performance independent of the Company's capital structure and indebtedness. However, the exclusion of these items as well as others, such as capital expenditures and leasing costs, which are necessary to maintain the operating performance of the Company's properties, and transaction costs and administrative costs, may limit the usefulness of NOI. NOI may fail to capture significant trends in these components of GAAP net income (loss) which further limits its usefulness." }, { "self_ref": "#/texts/166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 18.51959999999997, "t": 125.4701, "r": 703.3748399999997, "b": 101.14909999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 419 ] } ], "orig": "NOI should not be considered as an alternative to net income (loss), determined in accordance with GAAP, as an indicator of operating performance. In addition, our methodology for calculating NOI involves subjective judgment and discretion and may differ from the methodologies used by other companies, when calculating the same or similar supplemental financial measures and may not be comparable with other companies.", "text": "NOI should not be considered as an alternative to net income (loss), determined in accordance with GAAP, as an indicator of operating performance. In addition, our methodology for calculating NOI involves subjective judgment and discretion and may differ from the methodologies used by other companies, when calculating the same or similar supplemental financial measures and may not be comparable with other companies." }, { "self_ref": "#/texts/167", "parent": { "$ref": "#/pictures/43" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 50.666666666666664, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/168", "parent": { "$ref": "#/pictures/43" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 52.666666666666664, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.33333333333337, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 24, "bbox": { "l": 689.8824, "t": 26.54989999999998, "r": 700.938, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "24", "text": "24" }, { "self_ref": "#/texts/170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 25, "bbox": { "l": 31.264999999999986, "t": 518.3152, "r": 612.1404319999996, "b": 479.17708, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "I MPORTANT NOTE REGARDING NON-GAAP FINANCIAL MEASURES AND DEFINITIONS (CONT'D)", "text": "I MPORTANT NOTE REGARDING NON-GAAP FINANCIAL MEASURES AND DEFINITIONS (CONT'D)", "level": 1 }, { "self_ref": "#/texts/171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 18.4793999999996, "t": 449.2301, "r": 703.4391599999998, "b": 390.3371000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1207 ] } ], "orig": "The Company presents pro rata ('at share' or 'at BRSP share') financial information, which is not, and is not intended to be, a presentation in accordance with GAAP. The Company computes pro rata financial information by applying its economic interest to each financial statement line item on an investment-by-investment basis. Similarly, noncontrolling interests' ('NCI') share of assets, liabilities, profits and losses was computed by applying noncontrolling interests' economic interest to each financial statement line item. The Company provides pro rata financial information because it may assist investors and analysts in estimating the Company's economic interest in its investments. However, pro rata financial information as an analytical tool has limitations. Other companies may not calculate their pro rata information in the same methodology, and accordingly, the Company's pro rata information may not be comparable to other companies pro rata information. As such, the pro rata financial information should not be considered in isolation or as a substitute for our financial statements as reported under GAAP, but may be used as a supplement to financial information as reported under GAAP.", "text": "The Company presents pro rata ('at share' or 'at BRSP share') financial information, which is not, and is not intended to be, a presentation in accordance with GAAP. The Company computes pro rata financial information by applying its economic interest to each financial statement line item on an investment-by-investment basis. Similarly, noncontrolling interests' ('NCI') share of assets, liabilities, profits and losses was computed by applying noncontrolling interests' economic interest to each financial statement line item. The Company provides pro rata financial information because it may assist investors and analysts in estimating the Company's economic interest in its investments. However, pro rata financial information as an analytical tool has limitations. Other companies may not calculate their pro rata information in the same methodology, and accordingly, the Company's pro rata information may not be comparable to other companies pro rata information. As such, the pro rata financial information should not be considered in isolation or as a substitute for our financial statements as reported under GAAP, but may be used as a supplement to financial information as reported under GAAP." }, { "self_ref": "#/texts/172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 18.527640000000474, "t": 383.7101, "r": 703.4472000000007, "b": 307.55210000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1588 ] } ], "orig": "We present undepreciated book value, which is a non-GAAP supplemental financial measure. We believe that presenting undepreciated book value is a more useful and consistent measure of the value of our current portfolio and operations for our investors as it enhances the comparability to our peers who do not hold similar real estate investments. Undepreciated book value excludes our share of accumulated depreciation and amortization on real estate investments (including related intangible assets and liabilities) and as of the quarter ended June 30, 2024, includes non-GAAP impairment of real estate and any related foreign currency translation. Non-GAAP impairment of real estate is a non-GAAP measure that reflects our share of a property's carrying value on certain net leased and other real estate office properties whose non-recourse mortgages have matured or who have been placed in a cash flow sweep by their lender. Our ability to refinance at their maturity dates is burdened by the current interest rate environment, lenders' aversion to finance or refinance office properties and/or associated improvements or paydowns potentially demanded at such properties. Loan maturity defaults can and have led to foreclosures. Cash flow sweeps restrict our ability to utilize earnings generated by a property. As such, we believe it is prudent to recognize impairments and exclude our share of the carrying value related to these properties. The Company calculates undepreciated book value per share based on the total number of outstanding common shares.", "text": "We present undepreciated book value, which is a non-GAAP supplemental financial measure. We believe that presenting undepreciated book value is a more useful and consistent measure of the value of our current portfolio and operations for our investors as it enhances the comparability to our peers who do not hold similar real estate investments. Undepreciated book value excludes our share of accumulated depreciation and amortization on real estate investments (including related intangible assets and liabilities) and as of the quarter ended June 30, 2024, includes non-GAAP impairment of real estate and any related foreign currency translation. Non-GAAP impairment of real estate is a non-GAAP measure that reflects our share of a property's carrying value on certain net leased and other real estate office properties whose non-recourse mortgages have matured or who have been placed in a cash flow sweep by their lender. Our ability to refinance at their maturity dates is burdened by the current interest rate environment, lenders' aversion to finance or refinance office properties and/or associated improvements or paydowns potentially demanded at such properties. Loan maturity defaults can and have led to foreclosures. Cash flow sweeps restrict our ability to utilize earnings generated by a property. As such, we believe it is prudent to recognize impairments and exclude our share of the carrying value related to these properties. The Company calculates undepreciated book value per share based on the total number of outstanding common shares." }, { "self_ref": "#/texts/173", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 18.567840000000274, "t": 300.9101, "r": 703.3748400000002, "b": 285.23210000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 358 ] } ], "orig": "We present loan-to-value which reflects the initial loan amount divided by the as-is appraised value as of the date the loan was originated. For construction loans, loan-to-value reflects the total commitment amount of the loan divided by the as-completed appraised value, or the total commitment amount of the loan divided by the projected total cost basis.", "text": "We present loan-to-value which reflects the initial loan amount divided by the as-is appraised value as of the date the loan was originated. For construction loans, loan-to-value reflects the total commitment amount of the loan divided by the as-completed appraised value, or the total commitment amount of the loan divided by the projected total cost basis." }, { "self_ref": "#/texts/174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 18.559800000000337, "t": 278.70362000000006, "r": 703.3668000000002, "b": 263.0256200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 331 ] } ], "orig": "Senior loans reflect the initial loan amount divided by the as-is value as of the date the loan was originated. Construction senior loans' loan-to-value reflect the total commitment amount of the loan divided by the as completed appraised value, or the total commitment amount of the loan divided by the projected total cost basis.", "text": "Senior loans reflect the initial loan amount divided by the as-is value as of the date the loan was originated. Construction senior loans' loan-to-value reflect the total commitment amount of the loan divided by the as completed appraised value, or the total commitment amount of the loan divided by the projected total cost basis." }, { "self_ref": "#/texts/175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 18.50352000000055, "t": 256.3765400000001, "r": 703.4632800000009, "b": 206.1265400000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1014 ] } ], "orig": "Mezzanine loans include attachment and detachment loan-to-values, respectively. Attachment loan-to-value reflects initial funding of loans senior to our position divided by the as-is value as of the date the loan was originated. Detachment loan-to-value reflects the cumulative initial funding of our loan and the loans senior to our position divided by the as-is value as of the date the loan was originated. Construction mezzanine loans include attachment and detachment loan-to-value, respectively. Attachment loan-to-value reflects the total commitment amount of loans senior to our position divided by as-completed appraised value, or the total commitment amount of loans senior to our position divided by projected total cost basis. Detachment loan-to-value reflect the cumulative commitment amount of our loan and the loans senior to our position divided by as-completed appraised value, or the cumulative commitment amount of our loan and loans senior to our position divided by projected total cost basis.", "text": "Mezzanine loans include attachment and detachment loan-to-values, respectively. Attachment loan-to-value reflects initial funding of loans senior to our position divided by the as-is value as of the date the loan was originated. Detachment loan-to-value reflects the cumulative initial funding of our loan and the loans senior to our position divided by the as-is value as of the date the loan was originated. Construction mezzanine loans include attachment and detachment loan-to-value, respectively. Attachment loan-to-value reflects the total commitment amount of loans senior to our position divided by as-completed appraised value, or the total commitment amount of loans senior to our position divided by projected total cost basis. Detachment loan-to-value reflect the cumulative commitment amount of our loan and the loans senior to our position divided by as-completed appraised value, or the cumulative commitment amount of our loan and loans senior to our position divided by projected total cost basis." }, { "self_ref": "#/texts/176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 18.6, "t": 199.51009999999997, "r": 703.6240800000003, "b": 140.6171, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1276 ] } ], "orig": "We present risk rankings, which is a supplemental financial disclosure, for loans held for investment. In addition to reviewing loans held for investment for impairment quarterly, we evaluate loans held for investment to determine if a current expected credit losses reserve should be established. In conjunction with this review, we assess the risk factors of each senior and mezzanine loans and preferred equity and assign a risk ranking based on a variety of factors, including, without limitation, underlying real estate performance and asset value, values of comparable properties, durability and quality of property cash flows, sponsor experience and financial wherewithal, and the existence of a risk-mitigating loan structure. Additional key considerations include loan-to-value ratios, debt service coverage ratios, loan structure, real estate and credit market dynamics, and risk of default or principal loss. Based on a fivepoint scale, our loans held for investment are ranked '1' through '5,' from less risk to greater risk, and the rankings are updated quarterly. At the time of origination or purchase, loans held for investment are ranked as a '3' and will move accordingly going forward based on the rankings which are defined as follows:", "text": "We present risk rankings, which is a supplemental financial disclosure, for loans held for investment. In addition to reviewing loans held for investment for impairment quarterly, we evaluate loans held for investment to determine if a current expected credit losses reserve should be established. In conjunction with this review, we assess the risk factors of each senior and mezzanine loans and preferred equity and assign a risk ranking based on a variety of factors, including, without limitation, underlying real estate performance and asset value, values of comparable properties, durability and quality of property cash flows, sponsor experience and financial wherewithal, and the existence of a risk-mitigating loan structure. Additional key considerations include loan-to-value ratios, debt service coverage ratios, loan structure, real estate and credit market dynamics, and risk of default or principal loss. Based on a fivepoint scale, our loans held for investment are ranked '1' through '5,' from less risk to greater risk, and the rankings are updated quarterly. At the time of origination or purchase, loans held for investment are ranked as a '3' and will move accordingly going forward based on the rankings which are defined as follows:" }, { "self_ref": "#/texts/177", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 45.131, "t": 134.1101, "r": 114.69607599999998, "b": 127.07510000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1. Very Low Risk", "text": "Very Low Risk", "enumerated": true, "marker": "1." }, { "self_ref": "#/texts/178", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 45.131, "t": 122.4701, "r": 96.57391599999998, "b": 115.43510000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "2. Low Risk", "text": "Low Risk", "enumerated": true, "marker": "2." }, { "self_ref": "#/texts/179", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 45.131, "t": 110.83010000000002, "r": 110.61175599999996, "b": 103.79509999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "3. Medium Risk", "text": "Medium Risk", "enumerated": true, "marker": "3." }, { "self_ref": "#/texts/180", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 45.131, "t": 99.19010000000003, "r": 372.04039599999993, "b": 92.1551, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "4. High Risk / Potential for Loss - A loan that has a high risk of realizing a principal loss", "text": "High Risk / Potential for Loss - A loan that has a high risk of realizing a principal loss", "enumerated": true, "marker": "4." }, { "self_ref": "#/texts/181", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 45.131, "t": 87.55009999999999, "r": 516.4387959999999, "b": 80.51510000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "5. Impaired / Loss Likely - A loan that has a very high risk of realizing a principal loss or has otherwise incurred a principal loss", "text": "Impaired / Loss Likely - A loan that has a very high risk of realizing a principal loss or has otherwise incurred a principal loss", "enumerated": true, "marker": "5." }, { "self_ref": "#/texts/182", "parent": { "$ref": "#/pictures/44" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 50.666666666666664, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/183", "parent": { "$ref": "#/pictures/44" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 52.666666666666664, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.33333333333337, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 25, "bbox": { "l": 690.2424, "t": 26.54989999999998, "r": 700.97928, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "25", "text": "25" }, { "self_ref": "#/texts/185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 31.2977, "t": 508.5502, "r": 504.6184520000003, "b": 491.0152, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "NOTES REGARDING REPORTABLE SEGMENTS", "text": "NOTES REGARDING REPORTABLE SEGMENTS", "level": 1 }, { "self_ref": "#/texts/186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 31.2938, "t": 437.2068, "r": 691.62788, "b": 420.6354, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "BrightSpire Capital, Inc. ('BRSP', 'BrightSpire Capital', the 'Company' or 'We') currently holds investment interests through the reportable segments below, which are based on how management reviews and manages its business.", "text": "BrightSpire Capital, Inc. ('BRSP', 'BrightSpire Capital', the 'Company' or 'We') currently holds investment interests through the reportable segments below, which are based on how management reviews and manages its business." }, { "self_ref": "#/texts/187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 30.757549743589745, "t": 409.7268, "r": 452.29710399999976, "b": 402.15404923076926, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Senior and Mezzanine Loans and Preferred Equity ('Loans & Preferred Equity Portfolio' or 'Loan Portfolio')", "text": "Senior and Mezzanine Loans and Preferred Equity ('Loans & Preferred Equity Portfolio' or 'Loan Portfolio')", "level": 1 }, { "self_ref": "#/texts/188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 31.2938, "t": 400.4868, "r": 691.64492, "b": 383.91540000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 312 ] } ], "orig": "The Company's Loan Portfolio may include senior mortgage loans, mezzanine loans and preferred equity interests ('preferred equity') as well as participations in such loans. The Loan Portfolio may also include acquisition, development and construction loan arrangements accounted for as equity method investments.", "text": "The Company's Loan Portfolio may include senior mortgage loans, mezzanine loans and preferred equity interests ('preferred equity') as well as participations in such loans. The Loan Portfolio may also include acquisition, development and construction loan arrangements accounted for as equity method investments." }, { "self_ref": "#/texts/189", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 26, "bbox": { "l": 46.6538, "t": 378.30312000000004, "r": 691.6814000000005, "b": 352.35120000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 469 ] } ], "orig": "\u00b7 Senior mortgage loans may include junior participations in our originated senior mortgage loans for which we have syndicated the senior participations to other investors and retained the junior participations for our portfolio and contiguous mezzanine loans where we own both the senior and junior loan positions. We believe these investments are more similar to the senior mortgage loans we originate than other loan types given their credit quality and risk profile", "text": "Senior mortgage loans may include junior participations in our originated senior mortgage loans for which we have syndicated the senior participations to other investors and retained the junior participations for our portfolio and contiguous mezzanine loans where we own both the senior and junior loan positions. We believe these investments are more similar to the senior mortgage loans we originate than other loan types given their credit quality and risk profile", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/190", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 26, "bbox": { "l": 46.6538, "t": 342.78322000000003, "r": 274.6648880000001, "b": 334.77655000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "\u00b7 Mezzanine loans may include other subordinated loans", "text": "Mezzanine loans may include other subordinated loans", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/191", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 26, "bbox": { "l": 46.6538, "t": 325.50312, "r": 352.68337999999994, "b": 317.49645000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "\u00b7 Preferred equity interests may include related equity participation interests", "text": "Preferred equity interests may include related equity participation interests", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 30.757549743589745, "t": 303.1668, "r": 360.6202, "b": 295.59404923076926, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "Net Leased Real Estate and Other Real Estate ('Net Lease and Other Real Estate')", "text": "Net Leased Real Estate and Other Real Estate ('Net Lease and Other Real Estate')", "level": 1 }, { "self_ref": "#/texts/193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 31.24268000000029, "t": 293.9268, "r": 691.6534400000003, "b": 240.50640000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 887 ] } ], "orig": "The Company's Net Lease Real Estate investments includes direct investments in commercial real estate principally composed of long-term leases to tenants on a net lease basis, where such tenants are generally responsible for property operating expenses such as insurance, utilities, maintenance, capital expenditures and real estate taxes. Other Real Estate investments includes direct ownership in commercial real estate, with an emphasis on properties with stable cash flow. Net lease and other real estate includes deferred leasing costs and other net intangibles. Other real estate currently consists of one investment with direct ownership in commercial real estate, four additional properties that we acquired through foreclosure or deed-in-lieu of foreclosure and two properties that we consolidate as the primary beneficiary of the VIEs.", "text": "The Company's Net Lease Real Estate investments includes direct investments in commercial real estate principally composed of long-term leases to tenants on a net lease basis, where such tenants are generally responsible for property operating expenses such as insurance, utilities, maintenance, capital expenditures and real estate taxes. Other Real Estate investments includes direct ownership in commercial real estate, with an emphasis on properties with stable cash flow. Net lease and other real estate includes deferred leasing costs and other net intangibles. Other real estate currently consists of one investment with direct ownership in commercial real estate, four additional properties that we acquired through foreclosure or deed-in-lieu of foreclosure and two properties that we consolidate as the primary beneficiary of the VIEs." }, { "self_ref": "#/texts/194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 30.757549743589745, "t": 220.48680000000002, "r": 117.087076, "b": 212.91404923076925, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Corporate and Other", "text": "Corporate and Other", "level": 1 }, { "self_ref": "#/texts/195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 31.2938, "t": 211.2468, "r": 691.71308, "b": 185.4312, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 384 ] } ], "orig": "The Corporate segment includes corporate-level asset management and other fees including operating expenses, compensation and benefits and other fees including expenses related to our secured revolving credit facility. It currently includes CRE Debt Securities, which consists of one sub-portfolio of a real estate private equity interest (\"Private Equity Interest\" or \"PE Interest\").", "text": "The Corporate segment includes corporate-level asset management and other fees including operating expenses, compensation and benefits and other fees including expenses related to our secured revolving credit facility. It currently includes CRE Debt Securities, which consists of one sub-portfolio of a real estate private equity interest (\"Private Equity Interest\" or \"PE Interest\")." }, { "self_ref": "#/texts/196", "parent": { "$ref": "#/pictures/45" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 51.0, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/197", "parent": { "$ref": "#/pictures/45" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 26, "bbox": { "l": 690.1224, "t": 26.54989999999998, "r": 700.90908, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "26", "text": "26" }, { "self_ref": "#/texts/199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 27, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 243.62687599999992, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "I NVESTMENT DETAIL", "text": "I NVESTMENT DETAIL" }, { "self_ref": "#/texts/200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 27, "bbox": { "l": 23.3689, "t": 462.2756, "r": 114.04202799999995, "b": 449.79656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Loan Portfolio", "text": "Loan Portfolio", "level": 1 }, { "self_ref": "#/texts/201", "parent": { "$ref": "#/pictures/46" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 27, "bbox": { "l": 172.9483, "t": 43.45659999999998, "r": 350.54313999999977, "b": 37.366600000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "* Subsequent to March 31, 2026, Loan 23 was resolved", "text": "* Subsequent to March 31, 2026, Loan 23 was resolved" }, { "self_ref": "#/texts/202", "parent": { "$ref": "#/pictures/46" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 27, "bbox": { "l": 172.9483, "t": 35.89803999999998, "r": 304.0301559999999, "b": 29.808040000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "** Loans that are on non-accrual status", "text": "** Loans that are on non-accrual status" }, { "self_ref": "#/texts/203", "parent": { "$ref": "#/pictures/46" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 27, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/204", "parent": { "$ref": "#/pictures/46" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 27, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 27, "bbox": { "l": 172.9483, "t": 28.33947999999998, "r": 404.4156279999998, "b": 14.690920000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 27, "bbox": { "l": 690.7225, "t": 26.54989999999998, "r": 700.8817, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "27", "text": "27" }, { "self_ref": "#/texts/207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 28, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 350.72063599999996, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "I NVESTMENT DETAIL (CONT'D)", "text": "I NVESTMENT DETAIL (CONT'D)" }, { "self_ref": "#/texts/208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 28, "bbox": { "l": 23.3689, "t": 462.2756, "r": 171.09918399999987, "b": 449.79656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Loan Portfolio (Cont'd)", "text": "Loan Portfolio (Cont'd)", "level": 1 }, { "self_ref": "#/texts/209", "parent": { "$ref": "#/pictures/47" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 28, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/210", "parent": { "$ref": "#/pictures/47" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 28, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 28, "bbox": { "l": 172.9483, "t": 43.28190000000001, "r": 404.4156279999998, "b": 29.633339999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 28, "bbox": { "l": 690.0024, "t": 26.54989999999998, "r": 700.93848, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "28", "text": "28" }, { "self_ref": "#/texts/213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 29, "bbox": { "l": 31.3036, "t": 504.99800000000005, "r": 350.759236, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "I NVESTMENT DETAIL (CONT'D)", "text": "I NVESTMENT DETAIL (CONT'D)" }, { "self_ref": "#/texts/214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 29, "bbox": { "l": 23.3689, "t": 462.2756, "r": 171.09918399999987, "b": 449.79656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Loan Portfolio (Cont'd)", "text": "Loan Portfolio (Cont'd)", "level": 1 }, { "self_ref": "#/texts/215", "parent": { "$ref": "#/pictures/48" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 29, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 22.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 29, "bbox": { "l": 172.94829999999993, "t": 43.50110000000001, "r": 404.4156279999998, "b": 22.293980000000033, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "* Loans that are on non-accrual status $ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix", "text": "* Loans that are on non-accrual status $ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share See footnotes in the appendix" }, { "self_ref": "#/texts/217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 29, "bbox": { "l": 690.1224, "t": 26.54989999999998, "r": 700.90908, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "29", "text": "29" }, { "self_ref": "#/texts/218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 30, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 357.59435599999995, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "I NVESTMENT DETAIL (CONT'D)", "text": "I NVESTMENT DETAIL (CONT'D)" }, { "self_ref": "#/texts/219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 30, "bbox": { "l": 23.3689, "t": 462.2756, "r": 297.195232, "b": 449.79656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "Net Lease Real Estate & Other Real Estate", "text": "Net Lease Real Estate & Other Real Estate", "level": 1 }, { "self_ref": "#/texts/220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 30, "bbox": { "l": 23.3688, "t": 164.7547, "r": 152.889204, "b": 152.27566000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "CRE Debt Securities", "text": "CRE Debt Securities", "level": 1 }, { "self_ref": "#/texts/221", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 30, "bbox": { "l": 174.5809, "t": 46.26139999999998, "r": 690.4386999999999, "b": 40.171400000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "* Q1'26 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026", "text": "* Q1'26 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026" }, { "self_ref": "#/texts/222", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 30, "bbox": { "l": 174.58089999999999, "t": 38.82116000000002, "r": 610.8782439999992, "b": 32.73115999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "** Represents straight line rent receivable as of March 31, 2026. This is included in 'Receivables, net' on our consolidated balance sheet", "text": "** Represents straight line rent receivable as of March 31, 2026. This is included in 'Receivables, net' on our consolidated balance sheet" }, { "self_ref": "#/texts/223", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 30, "bbox": { "l": 174.58089999999999, "t": 31.14427999999998, "r": 337.3920040000001, "b": 25.054280000000063, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "*** Related to construction / development project", "text": "*** Related to construction / development project" }, { "self_ref": "#/texts/224", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 30, "bbox": { "l": 174.58089999999999, "t": 23.585720000000038, "r": 439.40959599999974, "b": 17.495720000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "$ in millions; rentable square feet in thousands; as of March 31, 2026; at BRSP share", "text": "$ in millions; rentable square feet in thousands; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/225", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 30, "bbox": { "l": 174.58089999999996, "t": 16.02715999999998, "r": 271.8503800000002, "b": 9.937159999999949, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/226", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 30, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/227", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 30, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 30, "bbox": { "l": 689.2825, "t": 26.54989999999998, "r": 700.95562, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "30", "text": "30" }, { "self_ref": "#/texts/229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 31, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 381.68844800000016, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "CONSOLIDATED BALANCE SHEET", "text": "CONSOLIDATED BALANCE SHEET", "level": 1 }, { "self_ref": "#/texts/230", "parent": { "$ref": "#/pictures/50" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 31, "bbox": { "l": 51.0, "t": 45.666666666666686, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/231", "parent": { "$ref": "#/pictures/50" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 31, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 31, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 442.8181239999997, "b": 37.80930000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "$ in thousands, except per share data; 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as of March 31, 2026, unless otherwise stated; unaudited", "text": "In thousands, except per share data; as of March 31, 2026, unless otherwise stated; unaudited" }, { "self_ref": "#/texts/238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 32, "bbox": { "l": 690.2424, "t": 26.54989999999998, "r": 700.9294799999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "32", "text": "32" }, { "self_ref": "#/texts/239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 33, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 659.2123880000001, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "CONSOLIDATED STATEMENT OF OPERATIONS BY SEGMENT", "text": "CONSOLIDATED STATEMENT OF OPERATIONS BY SEGMENT" }, { "self_ref": "#/texts/240", "parent": { "$ref": "#/pictures/52" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 51.0, "t": 45.666666666666686, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/241", "parent": { "$ref": "#/pictures/52" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 33, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 323.783332, "b": 37.80930000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "$ in thousands; as of March 31, 2026; unaudited", "text": "$ in thousands; as of March 31, 2026; unaudited" }, { "self_ref": "#/texts/243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 33, "bbox": { "l": 690.1224, "t": 26.54989999999998, "r": 700.9489199999998, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "33", "text": "33" }, { "self_ref": "#/texts/244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 34, "bbox": { "l": 31.265, "t": 516.998, "r": 612.6253999999997, "b": 477.85988000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION", "text": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION" }, { "self_ref": "#/texts/245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 34, "bbox": { "l": 30.5689, "t": 454.2632, "r": 463.30459600000074, "b": 442.7440861538461, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Reconciliation of consolidated balance sheet to at share balance sheet", "text": "Reconciliation of consolidated balance sheet to at share balance sheet", "level": 1 }, { "self_ref": "#/texts/246", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 51.0, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/247", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 52.666666666666664, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.33333333333337, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 534.1493319999993, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding See footnotes in the appendix", "text": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 34, "bbox": { "l": 689.7625, "t": 26.54989999999998, "r": 700.9376199999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "34", "text": "34" }, { "self_ref": "#/texts/250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 35, "bbox": { "l": 31.265, "t": 516.998, "r": 612.6253999999997, "b": 477.85988000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION (CONT'D)", "text": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION (CONT'D)" }, { "self_ref": "#/texts/251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 35, "bbox": { "l": 30.5689, "t": 454.2632, "r": 443.27880400000043, "b": 442.7440861538461, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "Reconciliation of GAAP net book value to undepreciated book value", "text": "Reconciliation of GAAP net book value to undepreciated book value", "level": 1 }, { "self_ref": "#/texts/252", "parent": { "$ref": "#/pictures/54" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/253", "parent": { "$ref": "#/pictures/54" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 35, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 534.1493319999993, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding See footnotes in the appendix", "text": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding See footnotes in the appendix" }, { "self_ref": "#/texts/255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 35, "bbox": { "l": 690.1224, "t": 26.54989999999998, "r": 700.9787999999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "35", "text": "35" }, { "self_ref": "#/texts/256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 36, "bbox": { "l": 31.265, "t": 516.998, "r": 612.6253999999997, "b": 477.85988000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION (CONT'D)", "text": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION (CONT'D)" }, { "self_ref": "#/texts/257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 36, "bbox": { "l": 30.5689, "t": 454.62080000000003, "r": 616.4101480000005, "b": 443.1016861538462, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Reconciliation of GAAP net income to Distributable Earnings and Adjusted Distributable Earnings", "text": "Reconciliation of GAAP net income to Distributable Earnings and Adjusted Distributable Earnings", "level": 1 }, { "self_ref": "#/texts/258", "parent": { "$ref": "#/pictures/55" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 36, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/259", "parent": { "$ref": "#/pictures/55" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 36, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 36, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 394.71129999999994, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited See footnotes in the appendix", "text": "In thousands, except per share data; as of March 31, 2026; unaudited See footnotes in the appendix" }, { "self_ref": "#/texts/261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 36, "bbox": { "l": 690.0024, "t": 26.54989999999998, "r": 700.9085999999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "36", "text": "36" }, { "self_ref": "#/texts/262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 37, "bbox": { "l": 31.265, "t": 516.998, "r": 612.6253999999997, "b": 477.85988000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION (CONT'D)", "text": "RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL I NFORMATION (CONT'D)" }, { "self_ref": "#/texts/263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 37, "bbox": { "l": 30.5689, "t": 454.2632, "r": 282.8275240000001, "b": 442.7440861538461, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "Reconciliation of GAAP net income to NOI", "text": "Reconciliation of GAAP net income to NOI", "level": 1 }, { "self_ref": "#/texts/264", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 51.333333333333336, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/265", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 37, "bbox": { "l": 172.9483, "t": 43.89929999999998, "r": 323.7909879999998, "b": 30.250740000000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "$ in thousands; as of March 31, 2026; unaudited See footnotes in the appendix", "text": "$ in thousands; as of March 31, 2026; unaudited See footnotes in the appendix" }, { "self_ref": "#/texts/267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 37, "bbox": { "l": 690.6024, "t": 26.54989999999998, "r": 700.8811199999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "37", "text": "37" }, { "self_ref": "#/texts/268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 31.265, "t": 504.99800000000005, "r": 162.55705999999995, "b": 487.463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "FOOTNOTES", "text": "FOOTNOTES", "level": 1 }, { "self_ref": "#/texts/269", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 458.0516, "r": 690.6212199999997, "b": 441.41684000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 309 ] } ], "orig": "1. In addition to the stated cash coupon rate, unlevered all-in yield includes non-cash PIK interest income and the accrual of origination and exit fees. For W.A. calculations, unlevered all-in yield for the loan portfolio assumes the applicable floating benchmark rate or benchmark floor as of March 31, 2026", "text": "In addition to the stated cash coupon rate, unlevered all-in yield includes non-cash PIK interest income and the accrual of origination and exit fees. For W.A. calculations, unlevered all-in yield for the loan portfolio assumes the applicable floating benchmark rate or benchmark floor as of March 31, 2026", "enumerated": true, "marker": "1." }, { "self_ref": "#/texts/270", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 436.8116, "r": 690.7659400000001, "b": 420.17684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "2. Includes unrestricted cash, availability under the corporate revolving credit facility and $28 million of approved and undrawn borrowings available on our credit facilities as of April 24, 2026", "text": "Includes unrestricted cash, availability under the corporate revolving credit facility and $28 million of approved and undrawn borrowings available on our credit facilities as of April 24, 2026", "enumerated": true, "marker": "2." }, { "self_ref": "#/texts/271", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 415.5716, "r": 116.82250000000003, "b": 408.5366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "3. As of April 24, 2026", "text": "As of April 24, 2026", "enumerated": true, "marker": "3." }, { "self_ref": "#/texts/272", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 404.0516, "r": 690.7257400000002, "b": 377.81708000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 372 ] } ], "orig": "4. Debt-to-equity ratio based on BRSP's share of total outstanding unpaid principal balance ('UPB') divided by total stockholders' equity excluding the impact of accumulated depreciation and amortization on real estate investments and including the impact of non-GAAP impairment of real estate; stockholders' equity excludes noncontrolling interests in investment entities", "text": "Debt-to-equity ratio based on BRSP's share of total outstanding unpaid principal balance ('UPB') divided by total stockholders' equity excluding the impact of accumulated depreciation and amortization on real estate investments and including the impact of non-GAAP impairment of real estate; stockholders' equity excludes noncontrolling interests in investment entities", "enumerated": true, "marker": "4." }, { "self_ref": "#/texts/273", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 373.2116, "r": 690.7337799999995, "b": 356.57684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "5. For W.A. calculations, assumes the applicable floating benchmark rate or benchmark floor as of March 31, 2026 and is weighted on outstanding debt (UPB); excludes amortization of financing costs", "text": "For W.A. calculations, assumes the applicable floating benchmark rate or benchmark floor as of March 31, 2026 and is weighted on outstanding debt (UPB); excludes amortization of financing costs", "enumerated": true, "marker": "5." }, { "self_ref": "#/texts/274", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 351.97159999999997, "r": 480.19833999999986, "b": 344.9366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "6. Based on annualized Q1'26 quarterly dividend of $0.16/share and BRSP closing share price of $6.06 as of April 24, 2026", "text": "Based on annualized Q1'26 quarterly dividend of $0.16/share and BRSP closing share price of $6.06 as of April 24, 2026", "enumerated": true, "marker": "6." }, { "self_ref": "#/texts/275", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 340.4516, "r": 685.7417440000002, "b": 333.4166, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "7. Reflects general CECL reserve as a % (or bps) of the aggregate commitment amount of the total loan portfolio excluding loans that were evaluated for specific CECL reserves", "text": "Reflects general CECL reserve as a % (or bps) of the aggregate commitment amount of the total loan portfolio excluding loans that were evaluated for specific CECL reserves", "enumerated": true, "marker": "7." }, { "self_ref": "#/texts/276", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 328.8117, "r": 321.42441999999994, "b": 321.7767, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "8. Includes one private equity secondary interest for approximately $2 million", "text": "Includes one private equity secondary interest for approximately $2 million", "enumerated": true, "marker": "8." }, { "self_ref": "#/texts/277", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 317.1716, "r": 555.7695159999996, "b": 310.13660000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "9. Includes cash, restricted cash, net receivables, other assets, accrued and other liabilities, escrow deposits payable and dividends payable", "text": "Includes cash, restricted cash, net receivables, other assets, accrued and other liabilities, escrow deposits payable and dividends payable", "enumerated": true, "marker": "9." }, { "self_ref": "#/texts/278", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 305.6516, "r": 549.1799320000006, "b": 298.6166, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "10. Represents net accumulated depreciation and amortization on real estate investments, including related intangible assets and liabilities", "text": "Represents net accumulated depreciation and amortization on real estate investments, including related intangible assets and liabilities", "enumerated": true, "marker": "10." }, { "self_ref": "#/texts/279", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 294.0116, "r": 567.618868, "b": 286.9766, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "11. Reflects non-GAAP impairment of real estate related to six properties; refer to page 25 for additional disclosure on undepreciated book value", "text": "Reflects non-GAAP impairment of real estate related to six properties; refer to page 25 for additional disclosure on undepreciated book value", "enumerated": true, "marker": "11." }, { "self_ref": "#/texts/280", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 282.3716, "r": 642.0917799999999, "b": 275.33660000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "12. Represents the remaining loan term based on the current contractual maturity date of loans and is weighted by carrying value at BRSP share as of March 31, 2026", "text": "Represents the remaining loan term based on the current contractual maturity date of loans and is weighted by carrying value at BRSP share as of March 31, 2026", "enumerated": true, "marker": "12." }, { "self_ref": "#/texts/281", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 270.85159999999996, "r": 690.7579000000001, "b": 254.21683999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "13. Represents the remaining loan term based on the maximum maturity date assuming all extension options on loans are exercised by the borrower and is weighted by carrying value at BRSP share as of March 31, 2026", "text": "Represents the remaining loan term based on the maximum maturity date assuming all extension options on loans are exercised by the borrower and is weighted by carrying value at BRSP share as of March 31, 2026", "enumerated": true, "marker": "13." }, { "self_ref": "#/texts/282", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 249.61159999999995, "r": 350.8267, "b": 242.57659999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "14. Represents loan fundings related to the existing loan portfolio as of March 31, 2026", "text": "Represents loan fundings related to the existing loan portfolio as of March 31, 2026", "enumerated": true, "marker": "14." }, { "self_ref": "#/texts/283", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 237.97159999999997, "r": 690.65338, "b": 221.33684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "15. During the first quarter of 2026, the Company acquired legal title to one multifamily property through foreclosure, which is included in real estate, net on the Company's consolidated balance sheets", "text": "During the first quarter of 2026, the Company acquired legal title to one multifamily property through foreclosure, which is included in real estate, net on the Company's consolidated balance sheets", "enumerated": true, "marker": "15." }, { "self_ref": "#/texts/284", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 216.85159999999996, "r": 667.4000920000002, "b": 209.8166, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "16. Other includes non-cash payment-in-kind ('PIK') interest income, accrual of origination and exit fees, write downs / charge-offs of CECL reserves and other adjustments", "text": "Other includes non-cash payment-in-kind ('PIK') interest income, accrual of origination and exit fees, write downs / charge-offs of CECL reserves and other adjustments", "enumerated": true, "marker": "16." }, { "self_ref": "#/texts/285", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 205.21159999999998, "r": 690.6855400000003, "b": 188.57683999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "17. Represents the percent leased as of March 31, 2026 and is weighted by undepreciated carrying value; excludes one multifamily property related to a construction/development project", "text": "Represents the percent leased as of March 31, 2026 and is weighted by undepreciated carrying value; excludes one multifamily property related to a construction/development project", "enumerated": true, "marker": "17." }, { "self_ref": "#/texts/286", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 183.97159999999997, "r": 690.6775, "b": 167.33684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "18. Based on in-place leases (defined as occupied and paying leases) as of March 31, 2026 and assumes that no renewal options are exercised. W.A. calculation based on undepreciated carrying value; excludes multifamily and hotel property types", "text": "Based on in-place leases (defined as occupied and paying leases) as of March 31, 2026 and assumes that no renewal options are exercised. W.A. calculation based on undepreciated carrying value; excludes multifamily and hotel property types", "enumerated": true, "marker": "18." }, { "self_ref": "#/texts/287", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 162.85159999999996, "r": 690.6292599999999, "b": 146.21684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "19. Debt-to-asset ratio based on total outstanding UPB at BRSP share divided by total assets at BRSP share excluding the impact of accumulated depreciation and amortization on real estate investments and including the impact of non-GAAP impairment of real estate", "text": "Debt-to-asset ratio based on total outstanding UPB at BRSP share divided by total assets at BRSP share excluding the impact of accumulated depreciation and amortization on real estate investments and including the impact of non-GAAP impairment of real estate", "enumerated": true, "marker": "19." }, { "self_ref": "#/texts/288", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 141.61159999999995, "r": 222.05002000000005, "b": 134.57659999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "20. Subject to customary non-recourse carve-outs", "text": "Subject to customary non-recourse carve-outs", "enumerated": true, "marker": "20." }, { "self_ref": "#/texts/289", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 129.97159999999997, "r": 233.26903599999994, "b": 122.9366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "21. W.A. calculation based on outstanding debt (UPB)", "text": "W.A. calculation based on outstanding debt (UPB)", "enumerated": true, "marker": "21." }, { "self_ref": "#/texts/290", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 118.45159999999998, "r": 259.38456400000007, "b": 111.41660000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "22. Represents interests in assets held by third party partners", "text": "Represents interests in assets held by third party partners", "enumerated": true, "marker": "22." }, { "self_ref": "#/texts/291", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 106.8116, "r": 432.7454559999998, "b": 99.77660000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "23. Represents the proportionate share attributed to BRSP based on BRSP's ownership percentage by asset", "text": "Represents the proportionate share attributed to BRSP based on BRSP's ownership percentage by asset", "enumerated": true, "marker": "23." }, { "self_ref": "#/texts/292", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 95.17160000000001, "r": 690.7498600000001, "b": 78.53683999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "24. The Company calculates Distributable Earnings (Loss) and Adjusted Distributable Earnings per share, which are non-GAAP financial measures, based on a weighted average number of common shares", "text": "The Company calculates Distributable Earnings (Loss) and Adjusted Distributable Earnings per share, which are non-GAAP financial measures, based on a weighted average number of common shares", "enumerated": true, "marker": "24." }, { "self_ref": "#/texts/293", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 30.4825, "t": 74.05160000000001, "r": 690.6855399999998, "b": 57.41683999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "25. Net (income) loss attributable to non-net leased and other real estate portfolios includes net (income) loss on our senior and mezzanine loans and preferred equity and corporate and other business segments", "text": "Net (income) loss attributable to non-net leased and other real estate portfolios includes net (income) loss on our senior and mezzanine loans and preferred equity and corporate and other business segments", "enumerated": true, "marker": "25." }, { "self_ref": "#/texts/294", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 51.0, "t": 45.333333333333314, "r": 158.0, "b": 28.333333333333314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/295", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 53.0, "t": 30.333333333333314, "r": 96.66666666666667, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CAPITAL", "text": "CAPITAL" }, { "self_ref": "#/texts/296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 38, "bbox": { "l": 689.8824, "t": 26.54989999999998, "r": 700.9379999999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "38", "text": "38" }, { "self_ref": "#/texts/297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 24.4615, "t": 505.898, "r": 302.18584000000004, "b": 488.363, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "COMPANY INFORMATION", "text": "COMPANY INFORMATION", "level": 1 }, { "self_ref": "#/texts/298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 29.70946000000015, "t": 441.666, "r": 692.9309800000001, "b": 321.19128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 679 ] } ], "orig": "BrightSpire Capital (NYSE: BRSP) is internally managed and one of the largest publicly traded commercial real estate (CRE) credit REITs, focused on originating, acquiring, financing and managing a diversified portfolio consisting primarily of CRE debt investments predominantly in the United States. CRE debt investments primarily consist of first mortgage loans, which we expect to be the primary investment strategy. BrightSpire Capital is organized as a Maryland corporation and taxed as a REIT for U.S. federal income tax purposes. For additional information regarding the Company and its management and business, please refer to www.brightspire.com.", "text": "BrightSpire Capital (NYSE: BRSP) is internally managed and one of the largest publicly traded commercial real estate (CRE) credit REITs, focused on originating, acquiring, financing and managing a diversified portfolio consisting primarily of CRE debt investments predominantly in the United States. CRE debt investments primarily consist of first mortgage loans, which we expect to be the primary investment strategy. BrightSpire Capital is organized as a Maryland corporation and taxed as a REIT for U.S. federal income tax purposes. For additional information regarding the Company and its management and business, please refer to www.brightspire.com." }, { "self_ref": "#/texts/299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 23.6737, "t": 240.56100000000004, "r": 108.55381600000004, "b": 231.7083476923077, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "HEADQUARTERS", "text": "HEADQUARTERS", "level": 1 }, { "self_ref": "#/texts/300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 23.55418, "t": 222.56327999999996, "r": 65.61725200000001, "b": 213.71062769230764, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "New York", "text": "New York", "level": 1 }, { "self_ref": "#/texts/301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { 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"charspan": [ 0, 32 ] } ], "orig": "EQ (Equiniti Trust Company, LLC)", "text": "EQ (Equiniti Trust Company, LLC)", "level": 1 }, { "self_ref": "#/texts/304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 23.54421999999998, "t": 122.95331999999996, "r": 120.91716399999991, "b": 101.87795999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "800-937-5449 helpast@equiniti.com", "text": "800-937-5449 helpast@equiniti.com" }, { "self_ref": "#/texts/305", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 51.0, "t": 45.333333333333314, "r": 157.66666666666666, "b": 28.666666666666686, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/306", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 52.666666666666664, "t": 30.333333333333314, "r": 97.0, "b": 21.66666666666663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "CAP I T A L", "text": "CAP I T A L" }, { "self_ref": "#/texts/307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 218.8996600000001, "t": 240.56100000000004, "r": 329.54330799999985, "b": 231.7083476923077, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "ANALYST COVERAGE", "text": "ANALYST COVERAGE", "level": 1 }, { "self_ref": "#/texts/308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 218.7801400000001, "t": 222.56327999999996, "r": 240.63437200000016, "b": 213.71062769230764, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "BTIG", "text": "BTIG", 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"bbox": { "l": 384.41494000000006, "t": 168.56016, "r": 450.6569079999999, "b": 147.72384, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Jason Weaver 646-454-2710", "text": "Jason Weaver 646-454-2710" }, { "self_ref": "#/texts/325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 384.4249000000001, "t": 138.56064000000003, "r": 496.33346799999987, "b": 129.7079876923077, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Alliance Global Partners", "text": "Alliance Global Partners", "level": 1 }, { "self_ref": "#/texts/326", "parent": { "$ref": "#/groups/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 384.4249000000001, "t": 126.55883999999998, "r": 450.27543999999995, "b": 105.72252000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Gaurav Mehta 646-908-3825", "text": "Gaurav Mehta 646-908-3825" }, { "self_ref": "#/texts/327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 384.43486000000007, "t": 96.55932000000001, "r": 465.1337680000001, "b": 87.70666769230769, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "B. Riley Securities", "text": "B. Riley Securities", "level": 1 }, { "self_ref": "#/texts/328", "parent": { "$ref": "#/groups/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 384.43486000000007, "t": 84.55752000000001, "r": 472.89260799999977, "b": 63.72120000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "Timothy D'Agostino 646-885-5406", "text": "Timothy D'Agostino 646-885-5406" }, { "self_ref": "#/texts/329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 39, "bbox": { "l": 689.31, "t": 27.821800000000053, "r": 700.9085999999999, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "39 39 39", "text": "39 39 39" }, { "self_ref": "#/texts/330", "parent": { "$ref": "#/pictures/59" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 40, "bbox": { "l": 41.7323, "t": 293.17289999999997, "r": 260.79229999999995, "b": 261.67289999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "THANK YOU", "text": "THANK YOU", "level": 1 }, { "self_ref": "#/texts/331", "parent": { "$ref": "#/pictures/60" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 433.7827555338542, "t": 302.50313313802087, "r": 668.8759765625, "b": 268.14186604817706, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "BRIGHTSPIRE", "text": "BRIGHTSPIRE" }, { "self_ref": "#/texts/332", "parent": { "$ref": "#/pictures/60" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 437.5251871744792, "t": 270.5, "r": 536.1894938151041, "b": 251.63498942057294, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "\uff23\uff21P\uff29\uff34A\uff2c", "text": "\uff23\uff21P\uff29\uff34A\uff2c" }, { "self_ref": "#/texts/333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 688.9224, "t": 26.54989999999998, "r": 700.9540800000001, "b": 17.697247692307656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "40", "text": "40" }, { "self_ref": "#/texts/334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Diversified Portfolio Liquidity & Capitalization Financial Results", "text": "Diversified Portfolio Liquidity & Capitalization Financial Results" }, { "self_ref": "#/texts/335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "\"\"", "text": "\"\"" }, { "self_ref": "#/texts/336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Refer to the Appendix for a definition and reconciliation to GAAP net income (loss)", "text": "* Refer to the Appendix for a definition and reconciliation to GAAP net income (loss)" }, { "self_ref": "#/texts/337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Refer to the Appendix for a definition and reconciliation to GAAP net book value", "text": "** Refer to the Appendix for a definition and reconciliation to GAAP net book value" }, { "self_ref": "#/texts/338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Financial Results", "text": "Financial Results" }, { "self_ref": "#/texts/339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Refer to the Appendix for a definition and reconciliation to GAAP net income (loss)", "text": "* Refer to the Appendix for a definition and reconciliation to GAAP net income (loss)" }, { "self_ref": "#/texts/340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Refer to the Appendix for a definition and reconciliation to GAAP net book value", "text": "** Refer to the Appendix for a definition and reconciliation to GAAP net book value" }, { "self_ref": "#/texts/341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "FINANCIAL OVERVIEW", "text": "FINANCIAL OVERVIEW" }, { "self_ref": "#/texts/344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Key Financial Metrics", "text": "Key Financial Metrics" }, { "self_ref": "#/texts/345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Primarily related to equity grants as part of our annual stock compensation program", "text": "* Primarily related to equity grants as part of our annual stock compensation program" }, { "self_ref": "#/texts/346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Other includes non-GAAP impairment of real estate and other OCI adjustments", "text": "** Other includes non-GAAP impairment of real estate and other OCI adjustments" }, { "self_ref": "#/texts/347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding" }, { "self_ref": "#/texts/348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Portfolio Overview", "text": "Portfolio Overview" }, { "self_ref": "#/texts/350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts exclude the impact of CECL reserves. In addition, \u201cProperty Type\u201d chart excludes CRE debt securities", "text": "Above charts exclude the impact of CECL reserves. In addition, \u201cProperty Type\u201d chart excludes CRE debt securities" }, { "self_ref": "#/texts/351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions, except per share data; as of March 31, 2026; at BRSP share; per share data may differ due to rounding", "text": "$ in millions, except per share data; as of March 31, 2026; at BRSP share; per share data may differ due to rounding" }, { "self_ref": "#/texts/352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Key Metrics", "text": "Key Metrics" }, { "self_ref": "#/texts/354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "LOAN PORTFOLIO DIVERSIFICATION", "text": "LOAN PORTFOLIO DIVERSIFICATION" }, { "self_ref": "#/texts/355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "LOAN PORTFOLIO SUMMARY", "text": "LOAN PORTFOLIO SUMMARY" }, { "self_ref": "#/texts/356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in thousands; as of March 31, 2026; at BRSP share", "text": "$ in thousands; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "LOAN PORTFOLIO WATCH LIST LOANS (Q1'26)", "text": "LOAN PORTFOLIO WATCH LIST LOANS (Q1'26)" }, { "self_ref": "#/texts/359", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Subsequent to March 31, 2026, Loan 23 was resolved following repayment", "text": "* Subsequent to March 31, 2026, Loan 23 was resolved following repayment" }, { "self_ref": "#/texts/360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Carrying value includes $0.7M related to a preferred equity investment (Loan 72) as the Company holds both the senior and junior positions; all other metrics reflect the senior loan only", "text": "** Carrying value includes $0.7M related to a preferred equity investment (Loan 72) as the Company holds both the senior and junior positions; all other metrics reflect the senior loan only" }, { "self_ref": "#/texts/361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "*** Carrying value includes $1.6M related to a preferred equity investment (Loan 91) as the Company holds both the senior and junior positions; all other metrics reflect the senior loan only", "text": "*** Carrying value includes $1.6M related to a preferred equity investment (Loan 91) as the Company holds both the senior and junior positions; all other metrics reflect the senior loan only" }, { "self_ref": "#/texts/362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share. See footnotes in the appendix", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share. See footnotes in the appendix" }, { "self_ref": "#/texts/363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "NET LEASE REAL ESTATE & OTHER REAL ESTATE SUMMARY", "text": "NET LEASE REAL ESTATE & OTHER REAL ESTATE SUMMARY" }, { "self_ref": "#/texts/364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Q1'26 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026", "text": "* Q1'26 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026" }, { "self_ref": "#/texts/365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Includes $336M of undepreciated (\"undep.\") carrying value related to six (6) REO assets and $89M of undep. carrying value related to one (1) equity investment", "text": "** Includes $336M of undepreciated (\"undep.\") carrying value related to six (6) REO assets and $89M of undep. carrying value related to one (1) equity investment" }, { "self_ref": "#/texts/366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts based on undepreciated carrying value; $ and RSF in thousands; as of March 31, 2026, unless otherwise stated; at BRSP share", "text": "Above charts based on undepreciated carrying value; $ and RSF in thousands; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "REAL ESTATE OWNED (Q1'26)", "text": "REAL ESTATE OWNED (Q1'26)" }, { "self_ref": "#/texts/369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Reflects properties currently in the market for sale", "text": "* Reflects properties currently in the market for sale" }, { "self_ref": "#/texts/370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding" }, { "self_ref": "#/texts/371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "SELECT NNN ASSETS (Q1'26)", "text": "SELECT NNN ASSETS (Q1'26)" }, { "self_ref": "#/texts/372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Currently in negotiation with tenant for TI / extension package. Debt matures August 2026", "text": "* Currently in negotiation with tenant for TI / extension package. Debt matures August 2026" }, { "self_ref": "#/texts/373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding" }, { "self_ref": "#/texts/374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Diversified capital structure of primarily non-recourse debt and a 2.4x debt-to-equity ratio. Embedded capacity under existing financing facilities including an undrawn $120M corporate revolver and $1.6B of repurchase facilities availability", "text": "Diversified capital structure of primarily non-recourse debt and a 2.4x debt-to-equity ratio. Embedded capacity under existing financing facilities including an undrawn $120M corporate revolver and $1.6B of repurchase facilities availability" }, { "self_ref": "#/texts/376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/377", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "CAPITALIZATION SUMMARY", "text": "CAPITALIZATION SUMMARY" }, { "self_ref": "#/texts/379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in thousands; as of March 31, 2026; at BRSP share", "text": "$ in thousands; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "During the first quarter 2026, the Company recorded approximately $2.5M of amortization of deferred financing costs, which implies approximately 23 bps of annualized financing costs on the Company's total debt capacity as of March 31, 2026", "text": "During the first quarter 2026, the Company recorded approximately $2.5M of amortization of deferred financing costs, which implies approximately 23 bps of annualized financing costs on the Company's total debt capacity as of March 31, 2026" }, { "self_ref": "#/texts/381", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Loan Portfolio", "text": "Loan Portfolio" }, { "self_ref": "#/texts/383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Subsequent to March 31, 2026, Loan 23 was resolved", "text": "* Subsequent to March 31, 2026, Loan 23 was resolved" }, { "self_ref": "#/texts/385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Loans that are on non-accrual status", "text": "** Loans that are on non-accrual status" }, { "self_ref": "#/texts/386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Loan Portfolio (Cont\u2019d)", "text": "Loan Portfolio (Cont\u2019d)" }, { "self_ref": "#/texts/388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/389", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Loan Portfolio (Cont\u2019d)", "text": "Loan Portfolio (Cont\u2019d)" }, { "self_ref": "#/texts/392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Loans that are on non-accrual status", "text": "* Loans that are on non-accrual status" }, { "self_ref": "#/texts/394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Net Lease Real Estate & Other Real Estate", "text": "Net Lease Real Estate & Other Real Estate" }, { "self_ref": "#/texts/395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in millions; rentable square feet in thousands; as of March 31, 2026; at BRSP share", "text": "$ in millions; rentable square feet in thousands; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Q1\u201926 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026", "text": "* Q1\u201926 NOI excludes approximately ($0.1)M of NOI related to the sale of the Long Island City, NY office property, which was sold during the first quarter of 2026" }, { "self_ref": "#/texts/397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Represents straight line rent receivable as of March 31, 2026. This is included in \u201cReceivables, net\u201d on our consolidated balance sheet", "text": "** Represents straight line rent receivable as of March 31, 2026. This is included in \u201cReceivables, net\u201d on our consolidated balance sheet" }, { "self_ref": "#/texts/398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "*** Related to construction / development project", "text": "*** Related to construction / development project" }, { "self_ref": "#/texts/399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "CRE Debt Securities", "text": "CRE Debt Securities" }, { "self_ref": "#/texts/401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in millions; rentable square feet in thousands; as of March 31, 2026; at BRSP share", "text": "$ in millions; rentable square feet in thousands; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "CONSOLIDATED BALANCE SHEET", "text": "CONSOLIDATED BALANCE SHEET" }, { "self_ref": "#/texts/404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in thousands, except per share data; as of March 31, 2026, unless otherwise stated", "text": "$ in thousands, except per share data; as of March 31, 2026, unless otherwise stated" }, { "self_ref": "#/texts/405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "CONSOLIDATED STATEMENT OF OPERATIONS", "text": "CONSOLIDATED STATEMENT OF OPERATIONS" }, { "self_ref": "#/texts/406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "In thousands, except per share data", "text": "In thousands, except per share data" }, { "self_ref": "#/texts/407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "In thousands, except per share data; as of March 31, 2026, unless otherwise stated; unaudited", "text": "In thousands, except per share data; as of March 31, 2026, unless otherwise stated; unaudited" }, { "self_ref": "#/texts/408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in thousands; as of March 31, 2026; unaudited", "text": "$ in thousands; as of March 31, 2026; unaudited" }, { "self_ref": "#/texts/409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of consolidated balance sheet to at share balance sheet", "text": "Reconciliation of consolidated balance sheet to at share balance sheet" }, { "self_ref": "#/texts/410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding", "text": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding" }, { "self_ref": "#/texts/411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP net book value to undepreciated book value", "text": "Reconciliation of GAAP net book value to undepreciated book value" }, { "self_ref": "#/texts/413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding", "text": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding" }, { "self_ref": "#/texts/414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/415", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding", "text": "In thousands, except per share data; as of March 31, 2026; unaudited; per share data may differ due to rounding" }, { "self_ref": "#/texts/416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP net income to Distributable Earnings and Adjusted Distributable Earnings", "text": "Reconciliation of GAAP net income to Distributable Earnings and Adjusted Distributable Earnings" }, { "self_ref": "#/texts/418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP net income to Distributable Earnings and Adjusted Distributable Earnings", "text": "Reconciliation of GAAP net income to Distributable Earnings and Adjusted Distributable Earnings" }, { "self_ref": "#/texts/419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "In thousands, except per share data; as of March 31, 2026; unaudited", "text": "In thousands, except per share data; as of March 31, 2026; unaudited" }, { "self_ref": "#/texts/420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP net income to NOI", "text": "Reconciliation of GAAP net income to NOI" }, { "self_ref": "#/texts/422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "$ in thousands; as of March 31, 2026; unaudited", "text": "$ in thousands; as of March 31, 2026; unaudited" }, { "self_ref": "#/texts/423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding" }, { "self_ref": "#/texts/425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Primarily related to equity grants as part of our annual stock compensation program", "text": "* Primarily related to equity grants as part of our annual stock compensation program" }, { "self_ref": "#/texts/427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "** Other includes non-GAAP impairment of real estate and other OCI adjustments", "text": "** Other includes non-GAAP impairment of real estate and other OCI adjustments" }, { "self_ref": "#/texts/428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Based on GAAP net carrying value as of March 31, 2026", "text": "Based on GAAP net carrying value as of March 31, 2026" }, { "self_ref": "#/texts/429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Based on GAAP gross carrying value as of March 31, 2026", "text": "Based on GAAP gross carrying value as of March 31, 2026" }, { "self_ref": "#/texts/430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts based on YTD 2026 total committed capital", "text": "Above charts based on YTD 2026 total committed capital" }, { "self_ref": "#/texts/431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding", "text": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding" }, { "self_ref": "#/texts/432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "self_ref": "#/texts/434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions, unless otherwise stated; as of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions, unless otherwise stated; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "self_ref": "#/texts/437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions; as of March 31, 2026; at BRSP share", "text": "$ in millions; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves", "text": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "self_ref": "#/texts/439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "See footnotes in the appendix", "text": "See footnotes in the appendix" }, { "self_ref": "#/texts/441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated" }, { "self_ref": "#/texts/442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/443", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated" }, { "self_ref": "#/texts/444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves", "text": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "self_ref": "#/texts/446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Pro forma adjusted for anticipated repayments", "text": "* Pro forma adjusted for anticipated repayments" }, { "self_ref": "#/texts/448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Above chart based on undepreciated carrying value", "text": "Above chart based on undepreciated carrying value" }, { "self_ref": "#/texts/449", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share", "text": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "self_ref": "#/texts/450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Pro forma adjusted for anticipated sales", "text": "* Pro forma adjusted for anticipated sales" }, { "self_ref": "#/texts/451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "$ in millions, except per share data; as of March 31, 2026; at BRSP share", "text": "$ in millions, except per share data; as of March 31, 2026; at BRSP share" }, { "self_ref": "#/texts/452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Reflects incremental changes to SOFR spot rate as of March 31, 2026", "text": "* Reflects incremental changes to SOFR spot rate as of March 31, 2026" } ], "pictures": [ { "self_ref": "#/pictures/0", "parent": { "$ref": "#/body" }, 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" 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"confidence": 4.420837285579182e-05 }, { "class_name": "engineering_drawing", "confidence": 3.144394213450141e-05 }, { "class_name": "icon", "confidence": 2.803133611450903e-05 }, { "class_name": "chemistry_structure", "confidence": 5.00279247717117e-06 }, { "class_name": "logo", "confidence": 4.851565336139174e-06 }, { "class_name": "music", "confidence": 3.3988974337262334e-06 }, { "class_name": "photograph", "confidence": 2.21078744289116e-06 }, { "class_name": "box_plot", "confidence": 1.7280995052715298e-06 }, { "class_name": "topographical_map", "confidence": 1.7212605598615482e-06 }, { "class_name": "signature", "confidence": 1.1641245691862423e-06 }, { "class_name": "crossword_puzzle", "confidence": 7.101675691956189e-07 }, { "class_name": "stamp", "confidence": 6.764257136637752e-07 }, { "class_name": "qr_code", "confidence": 2.1241204706257122e-07 }, { "class_name": "bar_code", "confidence": 1.6063333418969705e-07 } ] } ] }, { "self_ref": "#/pictures/7", "parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/60" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The chart is a waterfall or bridge chart illustrating the change in Undepreciated Book Value Per Share (BVPS) from 12/31/25 to 3/31/26. The starting value is $8.44. Three negative adjustments are shown as floating bars: Equity-based Compensation ($0.16), Change in CECL Reserve & Other ($0.02), and Earnings less Dividends ($0.02). The final value is $8.24. The y-axis ranges from $7.25 to $8.50.\n\n| Category | Value |\n| --- | --- |\n| 12/31/25 Undepreciated BVPS | $8.44 |\n| Equity-based Compensation* | ($0.16) |\n| Change in CECL Reserve & Other** | ($0.02) |\n| Earnings less Dividends | ($0.02) |\n| 3/31/26 Undepreciated BVPS | $8.24 |" }, "classification": { "predictions": [ { "confidence": 0.9977068901062012, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0015094829723238945, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0007091090665198863, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 1.7092304915422574e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 1.5705196346971206e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 1.1309699402772821e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 5.292303285386879e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 4.499537226365646e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 4.310637450544164e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 4.1821431295829825e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 3.087547611357877e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 2.839045919245109e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.3044351564749377e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.154215283349913e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.1205232794964104e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 2.6647268214219366e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.4466766035402543e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 2.2686356260237517e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 2.027317975716869e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.967524241308638e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.6786103174126765e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 8.166893650241036e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 7.151184178155745e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 5.2882825229971786e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.8796293349842017e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 2.7183762796312294e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" } ] }, "quber__figure_job_id": "parse-01m3czv0na8ax1smf909q9mn6q", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "*", "kind": "footnote", "label": "Equity-based Compensation*" }, { "marker": "**", "kind": "footnote", "label": "Change in CECL Reserve & Other**" } ], "quber__footnotes": [ { "marker": "*", "text": "Primarily related to equity grants as part of our annual stock compensation program" }, { "marker": "**", "text": "Other includes non-GAAP impairment of real estate and other OCI adjustments" }, { "marker": "", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share; per share data may differ due to rounding" }, { "marker": "", "text": "See footnotes in the appendix" } ] }, "label": "picture", "prov": [ { "page_no": 6, "bbox": { "l": 293.3869934082031, "t": 269.04327392578125, "r": 696.9144897460938, "b": 76.54144287109375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [ { "$ref": "#/texts/60" } ], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 404.0, "height": 192.0 }, "uri": 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" 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The largest segment, colored dark navy blue, represents 'Net lease & other real estate' at 76%. The second segment, colored medium blue, represents 'Loan portfolio' at 24%. A tiny sliver, colored light blue, represents 'CRE debt securities (8)' at <1%.\n\n| Investment Type | Percentage |\n| --- | --- |\n| Net lease & other real estate | 76% |\n| Loan portfolio | 24% |\n| CRE debt securities (8) | <1% |" }, "classification": { "predictions": [ { "confidence": 0.9991148114204407, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0005312240682542324, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 6.469757499871776e-05, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 6.311296601779759e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 6.0493010096251965e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 3.918892616638914e-05, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 3.3261498174397275e-05, "created_by": 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"class_name": "box_plot" }, { "confidence": 1.9666313022526083e-08, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.3945716581531542e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" } ] }, "quber__figure_job_id": "parse-01m3czv95nwdv4tgqt73q418z4", "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": "(8)", "kind": "footnote", "label": "CRE debt securities (8)" } ], "quber__footnotes": [ { "marker": "", "text": "Based on GAAP net carrying value as of March 31, 2026" } ] }, "label": "picture", "prov": [ { "page_no": 7, "bbox": { "l": 24.815670013427734, "t": 406.9288787841797, "r": 244.14207458496094, "b": 294.4186553955078, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { 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The largest segment is Multifamily at 60%, followed by Office (loan portfolio) at 17%, Industrial at 7%, Mixed-use & Other at 6%, Hotel at 5%, Office (NNN & Other RE) at 4%, and Retail at 1%.\n\n| Property Type | Percentage |\n| --- | --- |\n| Multifamily | 60% |\n| Office (loan portfolio) | 17% |\n| Office (NNN & Other RE) | 4% |\n| Industrial | 7% |\n| Mixed-use & Other | 6% |\n| Hotel | 5% |\n| Retail | 1% |" }, "classification": { "predictions": [ { "confidence": 0.9940470457077026, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.004541093949228525, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.000646110565867275, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0003245322441216558, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.00016118731582537293, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" 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ubr65WZmf3ZZzMJISpVZX5+0ZIlG4cM6WVpaXHlyk/u7i5z504GgB9+OG1tbRkQ4HPu3FWpVFq3rmvfvt0QcfnyLf7+9e7ff/Lxx1Nsba0fPXq6a9fhqVNHHThwasmS+VKp9Jtv1o0bN8THx1MQxEWL1oSFNe/ZsxPP8ytWbPXzq/fkSfrnn8+Sy2V37iTevh1PCDRt2qhr17b37iUnJDyaOXNcUVHJ7t1HFyyYvnnz/qZNgzp1CjMYjCtXbg0I8C4qKu3ate3lyzelUmnduq59+3ZDxMWLN/Tq1ZmmqaiomI8/ngZvjYE37Lwfue/RDQSRJjS8hhOFdu4NFrcbcSz19o7ka6EufgtCB8hZyb2CjBVxpxlCm0tllQbdOElbSSUlkbGEEAsLRcdOjbVaw9UriXq90d3DMSDAvUKl8fZ1JRQ5/zj5RXl55fOSqIgYhmXgLeN4QSGTTBnXb9Lo3hQh8G8iiBiZnDdtS7RCygCAiGguY2+t7mfUahcv2TB58oj69X0BwGg0LV68sXfvTjRNx8YmfvTR5PPnr6nVuiFDeq5du6tuXdeSkvKPPpoMADwvPH2asWzZpoEDe8hkUo1G6+fn3bx5IwC4ePF6ebmqdeuQiIgrNE0HBwd17NgKANat22Vvb5uV9fLzz2fIZLIXL15u3Xpw7NjBly/fnDt3MiKsWbNjyJDefn71BEFcunRj585hbdq0AIDvvtvh4GCbl1f01VezASAlJe3cuWsKhbxNmxYhIY3v3ElITn4ya9b4goKiXbuOzp8/Zfv2gx06tG7RogkArFix1c3Nqbxc1bVru8uXb1AUHRwc1LFjKwBYvXp7u3YtDQZjWlrmtGlj4O0wibDxYe7ZJ4fU+gKaYuE1Aoq2MotNXSeJKM68tlul137Sql99O7drLx6Oa9jho8h93eo1yaksuZCVGMr49pI1qRfg8iKrUKPRf9AjxMTxly/es7WzbNjQ88mTnGbN/crLqxRyidGMnElMKs8ovHH2DsMy8PaJokgI+TB80OTRfeDfRBDxSlLuhPU3FVIGAERECxl7d/1AhZSJjr575syVkJDGUqnkwYNUJyeHmTPHx8Tcu3s36ZNPpp85c1mt1g4f3nfp0k3DhvU5efKCi4uzg4Pt06eZQ4f2Pn8+0srK3MPDNS0ta8CA7u7urgCQmppx7ty1nj07Xrp0o2fPTocOnWnVqll5uSovr3D27IknTlxQq7UBAd6xsUk5OblffPHh2bNXFyyYDkCWL988YkS/gAAfRPzssxVKpapv3+55eYVKpWrKlFEHD56USFgPD7e4uKQ+fbomJDwIDW3aqlWzR4+e7t17dPjwfk5ODnv2HPv667nx8ckXL0aFhjbNyys0GIwdOoRGRt7u3bvzhQvXe/XqfOjQmVatmpWXq/LyChcsmH7o0BkfH8/OndvAW6DhcMUD5dEsrau0nGgvVBrKKMJANQQkQGY06xHepGtCYebRJ7dvvUxp6eI7t0U/Kc0mFz8v0lbQQHY9vKbjjW6s3VjLdj3bh1jbmqOIJo6/czslPT3Xzc3BZOJLSyvatA1ycbGnKEjMf3n72TNVVsmNszEMy8A7IYoiIWTahP5Tx/WjCIE/jCBicYX+fmYpQ1MAgIgMTbVv6EJTBACePXuRlPRIo9H6+3uHhTWnabq8XKVUVvj6ehUUFPO84ObmlJaW5ePjWVlZFR0dr9Ppg4MbBgX5qVSVMTH3lMpKX1/Pli2DaZoGAL3esGnTvu7d28vlMn9/77S0zPv3H8vl8rZtW9jb2xqNxp9+ultSUurl5WFra+Pq6lRUVOLr6wUAz549d3NzNjc343lh48a9bm5OiCCTSTp0aGVtbaVWa6Kj41WqysBAv+DgoMzMbFtba1tba47jY2MTCKGaNAnMzy/08/Omaerhw9SUlDRLS8uOHVsRQvLyCp2dHQsLS/z9vdPSMu/ffyyXy9u2bcmy9ObN+6dMGeXoaA81TUD8Jkl1NKuKIgSAdpXkC5rLlQYVRWgA4EUhxNl3TefxWs6g541eVnXWxJ89lnrHz9bFVm4eaO9up7A88OiG0qDhBR4I6cc2a8S6Ozjb0AxVVlpZUqxCBFFEACAE5HKph4ejgGKSrkDLc5XPS6IiYhiWgXcFEQHgw/BBk0f3gT+MICK8Q7m5BRYW5tbWlvAf4Xlhx47vu3Zt5+/vDW+TWq0pLVXWq+cBNU1E2P60ct0jFUURCn6BQLtJcgXNpQqDmiKUgOLs5r2HBLSacHFLvrp8W/epNEWFX9pWadT19mkW5la/WFf5Qb0mlUbd2vjz94uzGivqdqgKEAQRqtE0Ba9BRFFAoEmVC9EjV5FVEhURw7AMvEOiKAIhc6cOnTCyJ/wxBBHhrwMRCwtLrKwszMwU8NcU8UKzMFFpEJEm8P8hMm7sM14bWWnUIcK0pt0nNOo069qenMrSrd3DK4za6Zd3tnDx7eXT7MTT2M9bD7yR/bihQ91ibcXS2JMSipkgacdWUUjg9xCKaFyoCt5QmVUSFRHDsAy8W6IoyqTSFQundm7XDP4AgohQ6125U2SYFVuiNiFNwT9AYFyZNE5zrcKg97dzXdp+lL+dKycKes645M7JyBcP2nsE5laV51aVrew42s3SXsFIDqVEH38aQwi0Yn1b6r1NIg+/g6KI3oUu4/WVWSVRETEMy8A7x/G8Sx37dUtmNWzgDf8KQUSo9U6kV5im3ynNVnMsReDNaGf6kUlzU20yeVo5NnPykTLMk9KXqWV5IoiCKJKfAXE2tw5zra8yamLz0w2cSQD0lNr35oNBD0AQ3oSiKKMLU8JrK7NKoiJiGJaBP4PJxDdsUG/LyrkO9tbwTxFEhFpvn07AqdHFt4sMUprA7yOEdiLJRs1PahMnAhIgAMDSDIG/E0SRR4EAYSmaEAIAIoj9mOaeejsOBXgTiqI4Z6ZI0FZmlURFxDAsA38Sg9HUq2urZV+Ey2RS+H0EEaHW27fjaeWqhyoJReCfQiAMRRwxXq+5YxSBAIE/QAChkdyzvdpPFBHehKIIV4cpQl1lVklURAzDMvAnQUQA+OKjMcMGdIbfRxARar1lCaXG6TElFUaBpgj8KwhESoE93lWrY3kkBAj8KwgoIcwEaXuqEoDAb1GEcHZ0EaOvzCqJiohhWAb+PIIg2tpY7N3wmU89N/gdBBGh1tuk5XHSreK7pQYpReCPQSByGu3EWxVVSQg0/AEiwTDGL0TnZUIefoMCYrQiJXJjZVZJVEQMwzLwpzKZuK4dQlYumiaXSeFNCCJCrbcGETY+qdj4uIKlCYF/g4jEghVs+FvKqvtAGPhXeBQ8ZY69TU2IAZHA6xCRAqKRCUoboTKjOPLMbZZlyS/gZ4QQeOcQURDEz+aMGj2kO7wJQUSo9dakqowTbpWUGUSGgv8P4e8I/EJEIAQI/IoIxIrhbfhrpVWphDDwTyEAITCAae6qteFBEH+BFEXoX1AMRYEVY7SnK3LKEqMfcRxfpqzQG0yCIHIcL4giQ1M0TcM7JIhiHQfbwzsW1XGwgd8giAi13ppP48uOP9dIaQKvIPwjQUQzluJE5ESgCSAAgf8jImUjMVhz10uqnhLCwD/Fo9BEXjes0hcAbGzMLSzN7GwtHOpYO9hbyeRSiiJAAH8m4s8MRlNeQenLvOLnOQVpGS9T018UFJcRIAxDE0LgnTCZ+Emjes2bOZzAPyKICP8Uzws8z8tkUniN0WiSSiUAYDJxEgkLf1hMTIK7u3Pdum7w3xEEURQFlmXhNwwGo0TCUhQF/x1BEAVBoGmKpmkAQESe5xGBEPLixUulsiI0tCn8Uw/KDWN/KtELSMH/ERB7e5iN8rEAAF4ETsQDz6oUDDXG16LEIGxOqcis4liKEAKI8DciUDaM1oa7Uqx+TggDv4MXBQS0k1p8WrdfgKu7g6OVhaUC/hhEzHie9yT9xc3b9xMfpFVUauhfUPCW8YLoYGe1c+0nft7u8GsEEeF3mEzc1au3Hj58otXqPTycBwzo4eTkyHHckSNnAWDgwB5HjpyzsbE0M1O0bt3MxsYa/hWVqmLjxn2DB/e6e/f+4MG9rK0tVarKGzfudO3a9syZy23atPDx8eQ4/tKlG8HBgTdvxoWFNffx8eQ4/uLFqNDQpk5ODlDt2bPnJ05cMBpN3bu3CwtrQQiBas+ePb948UZ5uYplmc6dw9q0aQEAFRVVMplUJpNeu3bLx8erXj0P+ANycvIOHjzFMDRFUUFBAV26hB04cLK4uEwiYevUsW/VqtmpUxfnzJlsaWkOv8Mk4Py7pRde6qQ0gVcExA/cFEPqWQgInuZMPUt2xQNlL3ezxDJjkC37oMy0O61qSD3ziy+1BTqBIvA3ItI2TKU1f7VEnUMIDb+GgJzAu1na9/Ju1tcvpK6VIwEC/xFRFJ9l5R4+ee3mneRyVZWEZQgh8DYZTdygPu2XfD6ZAIHXEETMKqz68V42S1MAgAgSlhrftT5LkwMHTmRl5QwY8IFCoYiNTUxPf/7FF7MyMp7v339i3rzwtLSs6Oj4adPG6HT6evU85HKZRqPlON7a2pIQAgBarc5k4qytLQkhUC0h4UFMTMLQob379ZscHj5i6tTReXmFmzcf+PjjKVOnfu7m5rRu3SJBEJcu3TR4cM+lSzc5OzuuW7dIEMQlSzaOHj0wIMAbADiO/+abtS1bBru4OD18mDpyZH+5XAYAGRnPN28+0KVL2wYNfIuKSk6dutS3b7fWrZvt3XusceP6LVoEb916ICSkSWCgn5mZXCKRAIDRaNJqdRYWZizLiiKKomgymRQKOQDcvXv/5MmLkycPNxhMx4+fb926eXR0fI8eHT08XCQS1sWlztq1u3r27NyoUQD8jphC/fTYUgOPFIHX8SIaBSAEVrSwC3OUzY8vnd/QhhPRUU5H5ukVDFGZxAPPqngEAn8nIm3DKC1MF8u1RYTQ8AonCixF96jXdFKTLt42TlBDHj3JOnImMvKnBIPBxLIMvDUiolwq2bfps8CAevAagoj30ktWn0qWsjQAIKJcwuyY3aG0qHjN2l0LF862sbGGahs37nVwsEtPz4qJSRgypFd8/IPycuXYsYONRmP37h3u3r1/82YsIaRePY9Rowbev//4ypWfAMDFxWnixGEWFmYAcPr0JY7j27VruXz5FplMMnx4P3d3l02b9s2ePWHz5gN6vb516+Z9+3Zbvnxz375dIyKuarXa1q2b9+3bbdmyTSNG9Pf3rwcAoiguXryhc+ewtm1bwiuIuHnzfjc354EDe0C1tLSMgwdPt2wZvGXLfnd31/nzwyMjb2dkvLC0tJBKJdOnj6moqDp8OILjeDMzRXj4iKysl0ePngsJaTx69ACapuPjk6Oj4z/5ZBoA7NlzVBDEvLyCUaMG1K3rRtO0RMLu3XvM2dmxZ89O8CaIMDWmJDJfJ6EI/AYnYn1ryZ52jtfydN/eVwbZSAZ5mZcZBFspXWYQtqVWIoCUJvBrItC2dInCeFmlKyGERgCTwDWwc5/cpEt376YEahgC3oy+v2HXyczn+SxLE0Lg7TCauBEDOi/6eDwQAq8QREzMKF0f8VDK0gCAiDIJs3lGu9RHqRHnrn799Vx45fLlmzk5eU2bNoyJuTd3bvjZs1fVau3gwT3XrdvVsmVwZOTtefPCHRzsYmMTbWysd+z4YcKEoZ6e7lu3HvTx8Rw5sj8AfP/9KRsb6+DgwB07DvXv3z0i4srw4X1Pnbo4ffqYbdu+79ev+5kzlwYO7HH1avQHH3Q4fz6yT58uZ85cGjiwx5UrtwYP7uXvXw8AiopKvv56rVJZ+e238xs08OU4nmUZnudXrNjar1/XRo0aQDWtVrd48cYZM8ZGRFxp2bJJq1bNli3bZG9vO3Xq6AMHTiDC8+c5zZo16tix9blz1woKiv38vOLjk7/9dp5MJgOAxMRH3323o3nzRhUVVUajaerUkatX75BKJdbWVoGBfiNG9Dt27BzLsoMG9YQ3eaI0jbhRZBCRwD9CAMZQoagAACAASURBVF7EKQGWHwZah98uiS81IqJRxIl+lv5WbJFe8LdiL+fpovL1CEDgVxBoO7pQov9RpVcRQg8KaDWlSTcnc2t4a/IKStfvOH7lRjxN0xQh8BbwvODu6rhz7ScebnXgFYKIiRml6yMeSlkaABBRJmE2TW9bWlS0bv2er76abW1tBdU2bdrv5eXu5OQQG5s4Z86kCxci1WrdkCE916zZ6eJSx2g0TZkyCqo9efJs/vzFISGNEdFoNDVv3njYsD4AcPr0RY4T2rQJ2bLlwLJln5w5c+X+/RSKoj78cMKWLftnzBhbWFh67Ng5QqiRI/tFRFyZOnVUYWHpsWPnAMiUKSN9fb0AYO/e41Ip4+/vfehQhJ2dTfv2oe3bhyLipk37vLzc+/btBtWePXu+d++xhQvn7N17LCwspHnzRhs27AkLCwkJaXz16q0nT57Fxye7uzvL5TKO4z08XOrUcTSZuBEj+kK1e/ceHD16bvjwvmfPXmnYsP7Qob2//HL12LGD69Z1Y1laKpXu3XvUxaVOjx6d4E2WPVTteloppQiBfyQCWLLkQPs6lSZxWkypUUCKwEAvs/rWkoxKboyvRYrSGGQr/fhuWYrKxFIEfg0JY0typMaocUGtJjTuQuCt43h+485Th05eE0WBoih4C4xG0xdzx4wZ+gG8QhDxXnrJ6lPJUpYGAESUS5hts9qxNNmz52hJSfn48UPkctnNm7FxcUnffDPv4cOncXFJn3wyLSLiclWVbvjwPitWbOnUKez8+WsTJgxzdLS7eTPWz6/esWPnhw7t7e1d9969Bw0a+Lq6OgNAfHxyXFxi//4fbNq0f8WKzxBxwYJl+fnF27YtW7t25/TpY7y8PLZsOXDs2PktW5YeP35+ypSRXl4eW7YcOHLk7Pffb/Dx8QSA/ftPqNXq8eOHHTx4cvv2Hw4eXBcS0gQAUlMztm37fsSIvgEBvsXFpXv2HO3evX337u3XrNkZGOjfqVPrLVv2t27dvFWrZhcuXM/NLaiqUgcG+rVrF/r06TMrK8uMjGylsmL8+CFQLS4uKTIyZtGiOfn5Rd99t2PSpOEHD54cMaK/p6cbTVMWFuZr1uz44IOOjRs3gN9QqQ1LLz3LomT5lFSNREAARAr+DydiLw/F+lCHrxOVR5+rCYCHOTOknvkPGepWdeQzG1jeLNB3clHMv1v2UGlkKQK/JiCYM/RXjclgHxcAAu8Exws/HL+8cfcpFJGiKKhpgiAE+NY9tH2RVMpCNYKIWYVVP97LZmkKABBBwlLjuwawNMXzQkTEldjYRIPB4OXlMW7ckDp17NPSsrKysnv16pyY+FCvN4aGNj179kq3bu3T0zNPn77M83yzZo2GDevz5EnGyZMX9Hpj3bquEyYMNTc3AwClsmLTpn0DB/ZISUkfPLiXRMI+f54TGXl7+PC+ly7d7Nw5zNHRXq3WfP/96V69OsXHP+jYsZWjo71arTl48NSgQT2dnR0BQKWq3Lfv2PPnuVZW5h4eru7uLr16dYZq6elZR46cLS+vYBi6f//uHTq0AoC4uPvnzl0bPrxPcXFpvXp1fX297t9PUau1/v5eBw6cLCtTWVlZhIePLCgo1mi07dq1hGoZGS8eP04fMKA7IeTKlVs0TaWkpGVmZrMs6+Bg16dPl7Nnr8ydG25hYQ6/EZdWvPPHFJahQMrqbWzyaWklI63ikAIEAEQYVs88yFay5UllkZ6nCaEJ/MwogKWEmuxv2dBOcuWlNiJHKyAQ+BVEoClY3Mx2SD0LeOd2fX9+274IUUSKIlCjEJEiZMPyOe1bN4FqBBHhX0FEQgj8+0QRKYrAK4hw+3Z8vXrubm4u8N8RRZGiKHgzBCDwx4giUhSBf1NWVnZRUWlYWAj8BiJs/THlXnoJQxNABESJXKKTynWWFrm0rEokPALHiyKClCYUgb9BAAKAALyIDEV4EVmKwK8hgCDi7EDrOQ2t4c9g4viNO08eOHqZYWhCoGaZTNyIgV0WfjweqhFEhFo1R6k2fHXwnt7EE0LgbxAJAEURlLCcrXUOkaml0koTUoAE3gABCLyBScBh3uZLm9sxFIE/idHIzV246aeYZImEhRpl4riG9b23r5lva20JAAQRoVbNuZdevONSKgIQ+EeISBAlMoleJtNZWeYQaRVSAgKISBH45zgR/azYHzo4Ochp+FM9z86f9dmGnLxilqGh5ogoSljJ1tVzWzZtAAAEEaFWzfnhRvq1+3ksTcGviYgUIQQIIgKKhFAyc5nGwjyXkldJpSoTUoAUvJmIIGNgQ6hDZ1cFvAd+vBr7xbJd5BdQgwxG04eTB82cNBAACCJCrRpi5IR1EQ9SX1awNAWvEUSxhV+d0IA65+9mZ5eoJQzVNditsZf9i6LKaw/yS5ExWlvmswolDzwAiEgReJ1RxGH1zJc1t2coeB/wvDDni4037yRLWAZqDs8LjYN8Dm75kmFogohQq4a8LNGsi3hQoTFRFIFXBBFtzCRzBzTWmfgt51Oq9CZ/N+spHzSISS1sFeAUEfs8t1gd7GN/K61EZ2HxkparpTIlhwSRgl+IAFYsdayTk48VC++N+4+ezfp0vUaroygKaoiIKJdJLxxe6WhvQxARatWQu2nF235MYWgKXsMLYpcmbsPa++y4+CQ5qwwIuDuYT+sZWFCucbYxi3yQ7+1kkZKjTEgvIYCshOUUcrW5RYFErhQIj2DgxSn+lgub2sL7hOP5zxfvuHj9rlTCQg1BRIamN638KKxFQ4KIUKsmIMChG8+uJeWyDAWviAhWCvaTwU2KVPof72V3D3a/lVKQ+lLVxNs+2Mu+UKV1czB/nK2MSSmUsDRNEUAgiBRNkGFEW6scSkaZK9a3dgyylcB7JiH56dT5awRBIIRATUAEURRmTxkSPqYPQUSoVRMEUVx18kF6XgVNEXhFELF7U/eBYV47Lz3hRZzVt+HRGxk3H+eLItAUGdLWWxCRELAxl954mPe8SE0RAv+fKAJFNW3oNrWTD0sReM9wPD92xtLHqc8ZhoYaYjCa+n7QZvXX0wkiQq2aYOSET/fdrdAaKUKgGiLQFJnZJzDY20Fn5ClCZBK6vEq/8dzj/HJtv1AvEy/IWKZBXRul2qCQMtsupmr0JooQ+P8QJ3ev3zrQGd5LB49dXrnxsFTKQg0xmbjgxn7bVs8niAi1akJJhf6bQwlGXgREBECEn1EEAjxsnKzlIoK7g1nHxm7RjwuO38p0tlM08LC9mpQ7oLWXt7NlsUrnZKPYfCGlSmeiCIFqiCiXMsvGtbQxl8J76dGTrOkL1qrVWoqioCbwvFDXvc7W1fMIIkKtmpCUWbLm9EMTL5rJGBnLMDQFgDwvmgRRFJEXRM86lj1beEQ/KkjLq5CytCCiIKKDtbxPi7pWZpLI5LwnOUqKEHhFELG+u82CwU0oisB7Sa3WTvtkbfKjZxIJCzVBEERba4utq+cRRIQ34Xk+NTXD27uumZkC3kSvN2Zmvqhf34dhGPh9iEgIgWqiKKamPnNzc7a2toLXFBQUP36c1q1bO0II/GWdisla+EMCTVPmMkYmYRiawp+JaKFgbcxlMgmNCDojRxHC0hQh8DeCiIKIhIAoIk1TBP7OxIsDW9cbGOYF77GFK/acuvCTVMJCTUBEhqG3rp5PELFYLySWGhiKAAAiMBR0dFEYdbqlyzaFh4/y8nKHNykrU27evP/TT2coFHL4HYmJDwkhzZo1glciI6MDA/1dXOrAa1JS0iMirnz11WxCCPxl7biUuun8Y4oiiAgICL8gBChCaIoQAgAEEc1kjK25TCFjGIpwAv7MTMpIJTRNEQTgeVHEn8HPeEGc079RMx8HeI8dPHZ57bZjFEVBDTEYTZtXfEQQ8VKubvTNYjOGAICIYM6SB4PqglG3eMmm8PCRBQVFaWlZ2dl5TZsGDRzYQ63WHD16Ljs7z8fHMzs7d9SoAWVlytatm3Mcf/t2fMuWwUlJjy9fvtmkSWD9+j4rVmzheWHatNEKhfzZsxeurk6WluY+Pp4AcOTI2aKikpCQxlZWlvb2Nhcv3vj00xmEEPjLWnPm4Z4rT1mGgjdB+AUBQAT8GfwflqbMZIyMpSmaoAgIYGMusVJIJAwlZelZfRr6ulrBe+xmTPL8RVsEQSCEQE0wGIzffjaZIOLVPN3k6BIFQwBARDBnSWw/DzDqlizdPHnyiO3bf7C2thwzZuCuXUe6dm17505i3bou7dqFHj58NiUlbcqUUQkJD+bNm6LT6Vet2t6/f/eDB09MmTK6oKDY29vj0qWbADh27OD16/cYjaa5cyd///3pVq2aXr36U3BwUJMmQTt3HlIqK2bOHHv58k8LFkwnhMBf1rdHEg/fzJCyNPybRPwZ/A0hQBNCUUQQ0c3efOuMNvWcLOE9lvE8b9TUb40mjhACNcFoNM2eMpgg4tU83eToEgVDAEBEMGdJbD8PMOqWLN08ceLQc+ciO3cOa9Ik8MSJCy9e5HIc/9lnMxiGyc8v2rr1YNeubR8+TJ0zZ5LBYFi9ese4cUMiI6OzsnK6dm3XuXPYiRMXGIYZOLDHunW7w8Kat2wZvGHDHkdHu5yc/M8/nwUAGRkv9u8/MXRo76tXby1YMJ0QAn9Zn+y7GxH7Qi6hoSaYeLGBu82OD9vWsVbAe6yoWNl/7Od6g5EQAjXBaOKmje9HEPFKnm7SrRIFQwBARDBnyd3+HmDULV6yaeLEYZcu3ejYsXWjRvWPHTuvVKry84unTRvt7u4SE3Pv4MFTkyYNj4y8vXDhnIKCoq+/Xv/ll7MoipLJpJs27e/YMVSlqqQoeuDAHhs27GnVqlnLlsHr1+/29fWMi7s/f/5UW1vrH3+Munr1p8mTR1y+fPPTT2cQQuAva+7u2Avx2XIJAzXBxIuNPG23z2pnbymD95hGo+82ZJ5Gp6cIgZpgNHHhY/oQRLyer5t1p1TOEAAQEcxZcr2XOxh1q1bvHDNm4NWrt9q1axkU5H/ixAWFQmZhYX769BVzc4VGoyWEfPPN3N27j5aUlAuCoFZrvvhi1rFj57VavcFgDA8fUVWl3r376KBBPV+8eBkS0qR580abN+/r3LlNZmZOVFSMubmiokJta2s5bFjfyMjbH300mRACf1mf7I07G5ctk9BQEzheDKxru2NWWwcrObzHdHpDl0FzNVo9RQhUQ0QAIIRANaxGCEUI/I2ISAAIIfAmRhM3aVQvgogCgkFAAn+nYAgAmEwmhmEEQaBpmqIonucJITRNq1SVFRWVDg52UqmUZRmO4wsLi83MFBYW5izL6nS6oqJSOzsba2tLAFAqK1iWlcmkNE39jOM4hmEIIeXlqqoqdZ06DhIJS1EUzwsSCQt/ZZ8fjD91+7lMQkNN4HixQV2bHTPbOVrL4T1WUaXpMfRjrd5AEQIAoogAyNAMgogIHM9LJaxCLqus0gIBmqJ4QZDLpCii0cTRNAW/YTRxU8b2IYgItWrCwh8SjkdnSlkaagIniP6u1ttntXWxNYP3WHGJsu+Yzw0GIyGE5wVPD6dZkwY9fpp15PR1nhdCQxpMGNHL1tryUWrW3kMX8gpK27ZqPG54D6PRtH3/2SdpL+hfEFFEeMVo5KZP6E8QEWrVhMVHEg/dzJCyNNQEQUBHG/n2mW3ru9vAe+xx6vOJc1aYTBwA0DT1zYKJrUKCZn+24UFKRsMG3uuXfigIYnpWbqvmgTF3H63cdHjVwmn5RaW2NpZVau2KDYcG9Gp7Nyk1IyuPpimoZjSa5k0fThARatWElSeT90emSxgKagIiUBTsmNWudX0neI9d+ynh02+3i6IoCEKPLq1WfDU18lbCqk1HikuVMyb0nzCy19T538Unpc6bMWzUoK6zP980YmAnGxsruUzyMCWzokojk7J7D1/U642EEKimNxhXLpxKEBFq1YQDkenfnX5AKEKgZuiN/NrwVv1CveA9tuv785t3n0IETw+n9Utne3k4a3V6tVq3eO2B7p1CmwR5j525rFxZ1bld01WLpn+5bHdaRs7IQV20OiPDUAxNr995guN4mVQCr5g4fuuquQQRoVZNuP4gb/6eOEFAQqBGGDkhvHv9TwY3gffY/EVbLl6LYxh64sie0yb0X7HxcGFR2cKPx7/IKVBrdQ18PcfNWlamrOzSrtnKRdMWrtx7OfIuLwj9erQJa9nweXZBAz/PuMQnP16LFUWRECKKokwq2bp6HkFEqFUT0vMrRq66buREQqBGCKLo72Z9/LNuEoaC91JZecX0T9Y+SXtBM/T8acP69Ww7dPLXufnF+zd9IZOxcQkpY4f1mP35htiElE9mjhjcr0P4R6tT0p5/0Kllm9BGiclpE0f2evz0edNGvt+sPpCQ/JRhaEEQHeytt66eRxARatWEKq2p+8KLVXoTRQj8GiIQAojwdwQIACIgIEUIvAkiSFjq+GddfF2s4b0Un5Q669N1RhMniGKnNs2WfzUlJ7dYVVkV2ixw58Hz16MTNyybLZWw2S8LmzT0jYpOXLRyn5lCNmZItx8j45wcbb+YO/ZGTFKXtiHL1h28c+8xw9Acz3t7um5dPY8gItSqCSZeGLHy+tO8Cpoi8AoniIjI0hQQAgh/QwCQgCgiS1MsQ2kNHENT8BsIIIr48cDGE7sFwHtp/Y4TOw+ek0kliEhRVNf2If17tZWwTOy9lGNnoyqrNM0a+Y8d9oGDnXXy42ffn7haWqZiWYYQymg0mSlkQ/p1atU88G7SkyOnr/M8TwgxmrhWzQO3rZ5HEBFq1QQRce6u2KtJuSxDAQAiSBiqTZBz58YuDE39eC9ncFg9azOpiGjixXvPSqJTCqf2aGBrIf0h6tmNh/lAgKEpUUR4jZEXQ/0ct85sayFn4T2j0xuGT/7mxcsCmqahmonjaZqiKcpo4iQsQwjheYEQIpWyOr2RoWmKIgCAiIQQROR5gWFoXhAYmiEEfmY0cUP6dlz82SSCiFCrhqw983DHpVSZhAYAUcQ6NvL14a29nCwJwOKjSW0Dna3MJBZytqmPw4/3crQGzs3ePKdU08DN6sOdd8IaOCmrjDGpRTRF4BVEpCiyYUpYp8au8J45d/n2whV7SDV4BREBgBACr+DPAChC4E0QkRAC1RAAET+bPXrkoC4EEaFWDbmYkDN/dxzDUAR+QRHibKvo1cJjVAe/6Vuj49KKAaF3C4/VE0O/PZLk4WDeJditvMpg5IQ7qUUNPGy2X0otUuooisBrTJzQM8RjXXhrQgi8N/R644efb4i991giYaGGICLDMLvXL2jayI8gIrwJIpaVKa2sLCUSFgAQsaxMaWVlqdfrpVKpTCaFP0AQhKoqtZWVJUVR8N8xGIzp6VnOzo6Ojvbwa3l5hcXFZe7uzo6O9vAajuO1Wp2VlQUhBN6JrMKqqVtu5ZfrGIpANa2RG9/Zf1afhjO33U7KLFVImbWTW9WtYzFu7U1BFEe097VUsEq10bOOxfqIRwVKnULKEAKvQ0SaprbPbNu6vhO8Ny5Gxn21fJcoIiEEaogoopWl2Y9HV1tZmBFEFETRKHDwCiFEzkg4jps166sWLYInTRoOAA8ePFm8eMPq1V+mpj7z86sXEOADf4BKVfn996fCw0coFAr4L6hUFVu2HDSZTDqdfsKEYUFB/lBNrzfs2XP05ct8S0vzkpLyNm1Chg3razQaMzJeBAUF5OUVXrwYNXXqaHhXOF6cse32T48KZBIaqpl4YUwnvxm9gmZuu33vWUmwt92+OR2P3MrYdC6FUKAz8E19HcZ18nuaq/J3s84p1Ry+maEzcIQQeI2JF1vXr7NpapiFQgLvAY1GP3bWsmeZLxmGhprDcXzb0EZbv5tPUxRBxJs5j+dd369gpQAgIpqx0h+HfUU4ccbML5XKyvXrF7m5OS9cuCY+Pnn79uVSqUQqlWo0Gm9vL1EUsrJyfHy8tFpdfHwyIrZsGWxlZQEASUmP8/IKHRxsr1z5acGC6ebmZvDKy5f5Dg52crmstLScoihLS/PY2CSj0RQaGmxpafHixcvHj9Pr1HFo0aIxIQSqRUfH37wZ+9VXszMzsxExIMAHABBx377jKlXltGmjZTJZWZlyw4Y97dq1NBqNp05dmjlznK2t9fHjF9q0CTGZuNDQpjY2VpWV6nv3HiBiaGiwpaVFTk6eUlnh4GDn5uYMNWT7xSebzj9maAqqmXhhTCe/Gb2CZmy7nfis9NMhTQa09pqxJfpRtpKiSFBdmzGd/KJTCkZ28M0v1/m7Wh+/nXnoRgbLUPAaBOAF8YuhTcd29oM/H27dG7FtXwTDMIRADTIYTQvnjxs1uBsAEESMfPFwxpWdClYKACKiuUR2c/QSNPIrV21zcLDT6/Xe3nVTUzN5nhsxov+tW3eDgvyTkh77+dXT6XSlpeVDhvTZtu2gi4sTRZHCwpIZM8ZeunQjLS3Tz887MfFRWZly+/blhBBEBCAsy6xfv3vQoB4+Pl5nzlyiaUYUhbS0LFtba29vT1tb67NnLzduHPTixUs3N6dhw/oSQgAgI+PF0qWbFi2a4+3tCa9UVWmWLds4c+Z4Dw9XqJaQ8PDixSgfH8/Tpy+Fh4/w8fH64otVrVs3l8mkarVmzJhB+/efcHGpQ1GkqKh04sThixevt7KyCA8fVbeuK9SQ5MyyCRtu8oJICAEAEy9M6Oo/u2+j8etvlqj038/vmJ5fsWDfXSMvSmhqZEffjPzK7GL1lultEjNKm/rY/3gvZ8/VNAlDwa8JIjpYyXbMbFffwwb+VPFJT+Yt3FKl1tI0DTVHFNHSQrH9u/kNG3gDAEHE6y8ezry6S8FKAUBENJfIokYtRiO/dNmmiROH79t3/MGDJ9u3Lz948NSQIb0iI6NDQ5v5+Hh+/PESqVS6evWXd+4kHD58dvjwvoTA0aPnOnRo9fz5y3nzwm1trR89erpz5+G5c8PPn7+mVFbI5dLhw/sePXp+6NDefn71jh8/zzAMAKSlZXXt2jYw0G/16h0A2KZNSFFR2ZUrN9euXejk5Mjz/PbtP6SmZkgkzJw5kziO9/LykEhYpbJi1aqtn3wyw97eBqo9fZp5/nzk2LED9+07/uWXs7OzczdvPrBkyXypVLp8+WYbG+vk5CeDBvUkBA4fjhgypHd8fPKkScO8vT2h5uhN/IAlV3NLNRRFAIAXxHYNnT9o6rH9UqqFnJ3Y1f9M7IvYp0UMTREAmqaMnEAT0rWp24DWXi+KqnZdearSGClC4DdMnNDY237L9DaOVnL4k+QXls34ZG1mdh7LMFCjjCauVbPALavnKeRSACCIeP3Fw5lXdylYKQCIiOYSWdSoxWjkFy/ZOGPGOIPBkJtb0LFj62+/XT98eN/r12+Hhjbz9fWaO/cbmUy6du3CqKg7Z85c7t+/uyii0Wh0dLS/eTP2iy9myWSyFy9ebtiwd/Hi+Twv8LxAUcTS0nzFiq2jRg3w9fXav/+4QiHv06frgwep8fH35XJZTk6+XC5r1qyhXm+gabpbt7ZmZmbFxaUrVmxdterz+PgHO3b8UKeO/cqVX0ilEkEQVqzY0rRpw549O0G1HTsOmZkp2rVr8f33pxYu/Cg7O/fo0XPz509BhE2b9gFgZmZOr16dRBH1en3jxoFnzlyaOHG4i0sdqDmI8M3hhKO3MqUsDdV4QeQEUcrSgGDkBJahGJqCaohACPy/9uAEusYzbwD4/3me933vvYlIcrMTkohIRBaRDslYW7VULSW1VG2VDiWdMWaUDkbRotqYodpi2lIto0xapaKUFBFZiBJrdmk22fe7vPdd/uOY43yc0o/KRc65v98NkqIySlQVKSWUELgHi6yO7O3z7it9eEbhkatvaFqy+pPjp84JPA+tTZLkWdNGzZs9AW4iiHi44NyrBz+y4zUAoCI6aHSp099FUV769/fnzp3h798ZAFRVXbr0/SlTxh45crJHj8DMzKzw8GCj0VRcXBYTM+Jf/9rZs2cPrVZTWloxefKYHTv2trQYgoL8U1PP5uVd27nzA61WC7d8+eXXxcXlYWHdt27dHRMzwt3dpbq6RhSlioqqp54KP3XqTN++T1VU1Dg6OowZMxQAjEbTmjUfeXm5eXl5bN26281NHx+/VK93BoC8vMLNm3cEBvq7uDgXFPzc1NSycOEcg8G4atUHMTEjPD3d9+z57s035wKQtWs/Gjgw6tixtJCQQK1WU15eOXbs8A0bPnvttane3l7Qqk5cLP/T5lOKqhJC4L4hAiHw6xBAUdSXBgb8dVyYvZaHR8hgNC1fu+3AkVSNwENrQ0RB4Ldt/FtIUBe4iSBilaHxXGUhIxQAEICjbEDnYFDx6tV8P79O9vZ2AICIV6/md+rkVV1dxxirq6sPDw9WFPXChauhoYGVlTXp6T+JoqVXr5Dg4G6iaDl+PK2qqtrPr7Ozs1NgoD/HMbjFaDQlJaWYTGKHDh5du/owxo4fT1NVtV+/3h07emZmXsjOztPp7AYM6OPmpoebKiqqk5PTm5qae/QI5Djm59fZ1VUPN1VWVqemZtbW1nt4uD39dN927ewQMT39nMFgiIwMraqqDQjwA4Dc3EIfH++amrr09J9E0dKrV2hQkH92doGfXyedTgutyijKszeeyMip0vAMWhsiqIhjo/3+PjlSyzN4JOobm9du2LH/UKogcGAFkiT37RO6OX4BpRRuIogINq1t98mClTszKSVgBYggKcrI3j6LXoxwd9KBlZWUV729bvvJ1CxB4Agh0NoQUFVw7VtzRjwbBbcQRASb1tZgEMevOlJWZ2CUgBUggCyrEf6uS8YFhQR4g9WkpF9Y9/FXOQXFAs+DdUiSHBzouzl+gYveEW4hiAg2VvDhdxc/2H9JwzOwDkKZk9pAyrImxzw7fvTTeicHaFUVVXW7v03aseew0STyPAdWI8lyXOy4ua+MhdsQRAQbK7haWj9rw4maZjNHKbQ2FYmzrLm8VAAAC5FJREFURsZrZ5pqq1WEiLBuUycMG9w/kuMYPDSz2XI0OXPrvxOz84o5jlFCwGpUVdU7t9+5eVlHLze4DUFEsLGOpV+c3nOyQMMzaFWI0E7HO9RerrqWSygDAEmSeZ6LCO02buSA6N+FuOod4Tcpu15z+tyV3d8kXcktUhSV5zmwMoskz/vDi7NnjIE7EUQEG+soqGicFn+svkVklEArQQDGmIulvC47EwiFWxBRllXKSFBXn4iwgMEDIkOCuui0AqUUfpWiqC0GY9al/OOnzp3Nyin8uRwRGGOEgLVJkty1i/eW+AWeHi5wJ4KIYGM1nx66um5vFscotBIk1FMwGXPSDAYDIRTuhIiSrACATiM4OTmEBPkFB/p26uDu7OTQzl7HcewGRVFF0WIyi1U1DSVllVdyiy5nFzU1G0TRQijhGEcIPBqyrCz9y/RJ4wbDLxBEBBurqW8RX9uYfP5ajcAxeGgI4KRj9OeMxsoKwhjcG96kKKqiqoBgp9PY2+s4jnEcUxRVNFuMZtFoMlNCKSOMMkKAEAKPkCTJPYL8tm38m72dDn6BICLYWNPxi2V/2pyqqkgIPAxE0ArMsTGvtvAKUAYPAhFVREAAQABCCJCb4DFRVdRo+HUr4gb8vifcDUFEsLEmFXHRZ+n7Moo0PIOHQBnnSerqrqRbJJkQAm2ZxSJNm/TcG3GTGGNwNwQRwcbK8subZm08UV5n4BmF30QF4ipYxNxTxhYDpRTaMklSggN9Plm/yKl9O7gHgohgBbIsU8ooJWBz0770oqVfnFYRKIEHhQDtdZyuIqumpIhQCm2Zoqg6nSZ+RdyA6HC4N4KIcDeiaPnuuyODBkW7uuolSU5MTIqK6uXp6Qa3QcS6ugYnp/aMMbiNoihbt+7p3793UJA/2Nzyj71Znx7OpuQGeCAcx7kYi6pzzxPKoI2zWOS42HFxsWPhVxFErKysP3c2j3EMABCR47hBg8JNZtOKFf+Mi5vh49NRkuS3314/efLYoCB/i0VqaTG0a2cvCHxNTe0nn3w1YcLzvr6dGGMmk9lkMjs6OlBK4+O3DBs2MCysO9jcYjBLi7alH/6pVMszuG9IqCdrabqaapEkaONEi/T8kOh3Fv9BqxHgVxFELMgv378vTRA4AEBEQeBjX33OIonLlq2LiRnh49PRZDJv2fLvWbMmU0q/+CKhpcVgb283YcKoM2fOb9r05cCBUfPnv1pWVpGQcFBV0c1N//LLL+zevX/w4P6hoUFgc5vKetPsD5OvltQLHIX7gEBddapSmNFUW0MohbbMYpGfigiMXxHn7uoM/x+CiIUF1w8mZvA8BwCIKAj89BlDZUWaM2eJTqdxddWbTOaiotLly+d/8833UVGRzz7b78SJ9KNHT86dO33Tpi/nzJlqZ6ddtmxdTMyIsLCgzz9PoJQoijJkSP+QkCCwudPp3Kq/fJJa02TmGYVfhQhagTnUXq79OY8yDtoySVI6eLh8+N78wK6d4T4QRCwsuH4wMYPnOQBAREHgp88YKlrEFSv+OX36eF9fb7NZXL/+0+HDBx0+fGLBgtkODu1EUXz77Q3Tp4/ftWvfH//4SlNT87x5y4OC/DmOE0UxIKBLc3PzsGEDQ0KCwOYX9qcXLd+ZaZYURgncAyLwAuehVFZdOa2qCECgzZJlxdm5/btLZ/XtEwb3hyBiQX75/n1pgsABACIKAh/76nOiRVy2LD4uboafXydRtKxcuf6ll8Z8//0xP79OzzzT9+TJjIsXc15/ffratZumTYvx9u7w7rsfDh8+KCyse1bWFTc3lwMHkoYOHRAeHgw2d/NVcv77CeeNoswxCneDhLpxRmNOmtloJJRCmyXLSvv29quXzBrUNwLuG0HEysr6c2fzGMcAABE5jhs0KFySpYSExCFDBri7u0iStHfvoYEDo3me27Ztd1lZpYeHa2zsRFdXl6+/PpiVdSUubrrJZP788/8YDEZPT/cpU8ZlZmaFhgZ17twRbO7h2/Rrq776yWCWGSVwJ0Rw1BGuJLOh8jqhDNosWVb0zu1Xvhk7qG8EPAiCiNB6EJEQAjb3Z29q4Zo955uMFp6jcAsi6LSCY2Nudf4lQhm0WZKkODrar14ya1DfCHhABBHB5vE5fLbkna9+qm408RyF/6HMXa1pyDktywohBNomiyT5dvJaMn9q3z5h8OAIIoLNY3U6p2rlrrM5pQ0agQEQD3s0Z59qaWwglEIbhIgWSe4V1u2thTO7dfGG34QgItg8bsXVLSt2ZKZkVzpqqbbifEN5CWUM2iBVRUVVRg/v99e5k1z1jvBbEUQEmydAQ4v46Q85R344Vn45kzEO2iCLRXZwsJs6fuirU0dpNQI8BIKIYPPEOHrizPotCQXXSgWBJ4RAG6GqqKhKWHDX+bPH944MhodGEBFsniTFZZVbtu/7PinDbBJ5gSfwRENESZJ1Os3kmKEzJg130TtCayCICDZPnuTU85u3f3vhciEhhDEKTyRZUQiQp3oGxr48sl9UGLQegohg80Sqa2j6NvHkrm+OllfUEEI4jsETQ5JlAOjq5z11wrBhT/d2aGcHrYogItg8waqq6xMOHP/u0KmfSyoYY5SSG+AxQURFVRVZ8ffrOOa5/hNfeKa9gz1YAUFEsHniFRVX/HDs9P5DKSVlVRZZ5jjGKIVHSFFUWVEEgQ/w6zh6eL+n+/Xq1NEdrIYgIti0ES0txuOp5w8eTcu6XFBb28hxjDEKhBCwCkRAQFVRZUVx1Tv+LqL7iCFR/aPCtRoBrIwgItyNqqopKWfKyys4jvn7+0ZEhMB9E0UxJ6fQwaFdXt61IUP6E0LApvXIinI5uyjzfHZy6vkruUVm0SJJMqOUMUYpgYemqqqiqKqKPM/s7XQ9An0H/L5nz9CA0O5dCCHwSBBEbDKZiqprKCVwAwKlNKiDl2gWFyx4Jzg4wNVVn5Fxrk+fiIkTR8Gdfvwx1dvbq1s3P7hTS4shJeWMk5NjUlLK4sWvE0LAxgpkWblWUpGSlnXhSkFpeVVJWVVDUwshhFJCbyAE/g8hBG6HCAAINyEAIKoqKooKgC56Rw93vY+3R++I7v2iwj3d9RzH4NEiiHihpOSzYycEjgMARNTw/PKYsZJoWbVq47x5se7uLvn51z7++Mv33luSnJx+7Fiai4vzpEmjKyqqFi9e6+7uMnv2lF69QhMSDl68eDUkJNDNTR8REZKXd02j0SQlnVy4cC4hBGysrLqmobissqj4en5ReXFpRVHx9dq6JkVRb1DUGxBRRYT/IQQIIZRSxii7gdL2Dva+nT2DA30D/Lw7dnDzdHfxcHOGx4cg4qXS0u3JKQLHAQAianh+8ZhRskVatGh1dHSkl5f7mTNZrq76Ll06JSWdmj17Sm5u4fHjaXFx0zZt2tm1q8/IkYO3b/8PY9yYMUMTE5MSE5PWrHlz797DAwdGpaWdfeON1wghYPMIKaoqS3Jjk6Gypr6xydDY2NzYbGhuMcqKiioyShmjWq3gond01Tu6uji6ODtqtQLPcYxReDIQRLxUWro9OUXgOABARA3PLx4zSpHkefPe8vX1rqmpNxgMGzasfO+9Tfn517p08VEU9fLlnPXrlx88eCw4OCAiosfq1RsXLpzj5ORoMBhXrPjH1KkvHjhwtF+/3mlpZ9944zVCCNjYPAiCiJdKSz8/cVLgOABARA3PL3lhtCRaVq5c//rrMxwc2q1Z8+HMmROTkzMMBuOUKeOam1uuX6/q0yfio4+29+zZIzo68q234idOHB0W1j07O3/Vqo1vvjl3374f+vfvk5qauXDhHEII2Ng8CIKIV8rKdp5KEzgOABBRw/MLnn9OEi1r126aOXOij0/HH388lZl54eWXx27atAMAzWYxMjLkpZdeOHToWELCwZkzJ3Ict2vXPo1GEEWL2WyeNy82MTEpOjoyI+P8n/8cSwgBG5sH8V/5dYbycq7dtgAAAABJRU5ErkJggg==" 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" 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" 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3.6384603845363017e-06 }, { "class_name": "screenshot_from_manual", "confidence": 1.8261127934238175e-06 }, { "class_name": "page_thumbnail", "confidence": 1.363324940939492e-06 }, { "class_name": "full_page_image", "confidence": 9.76662136054074e-07 }, { "class_name": "chemistry_structure", "confidence": 9.633331501390785e-07 }, { "class_name": "music", "confidence": 5.628077133223996e-07 }, { "class_name": "topographical_map", "confidence": 4.91965636228997e-07 }, { "class_name": "photograph", "confidence": 4.104674644622719e-07 }, { "class_name": "box_plot", "confidence": 2.851246279078623e-07 }, { "class_name": "stamp", "confidence": 2.2844712077585427e-07 }, { "class_name": "signature", "confidence": 1.6739183195113583e-07 }, { "class_name": "crossword_puzzle", "confidence": 1.146870900470276e-07 }, { "class_name": "qr_code", "confidence": 1.6337477148908874e-08 }, { "class_name": "bar_code", "confidence": 1.054100717823303e-08 } ] } ] }, { "self_ref": "#/pictures/13", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The chart displays origination values across four periods: Q3'25, Q4'25, Q1'26, and YTD Q2'26. The chart uses blue vertical bars to represent the values for each quarter. Q3'25 is at $144, Q4'25 is at $416, and Q1'26 is at $279. The final bar for YTD Q2'26 totals $316, which is further subdivided into two sections: an 'In-execution' portion of $283 and a 'Closed' portion of $33.\n\n| Quarter | Total Value | Breakdown |\n| --- | --- | --- |\n| Q3'25 | $144 | - |\n| Q4'25 | $416 | - |\n| Q1'26 | $279 | - |\n| YTD Q2'26 | $316 | In-execution: $283; Closed: $33 |" }, "classification": { "predictions": [ { "confidence": 0.9954562187194824, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.003661439288407564, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.00024097930872812867, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00020685959316324443, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0001973691105376929, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0001315540575888008, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 2.7089652576250955e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.3873795726103708e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 8.671214345667977e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 8.102318133751396e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 6.616427072003717e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 5.971426617179532e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 5.092228548164712e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 4.514274678513175e-06, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 4.300568889448186e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 3.365147676959168e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 2.795462251015124e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.9703752514033113e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 1.2649474001591443e-06, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 9.0886589987349e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 3.744237631053693e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.894658450713905e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.545531572195614e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.5080622972618585e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 6.344739489350104e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 4.438966882958084e-08, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" } ] }, "quber__figure_job_id": "parse-01m3czv98rgse9gy36y0915xpp", "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": "(3)", "kind": "footnote", "label": "YTD Q2'26" } ], "quber__footnotes": [ { "marker": "", "text": "Above charts based on YTD 2026 total committed capital" }, { "marker": "", "text": "$ in millions. As of March 31, 2026, unless otherwise stated; at BRSP share; amounts may differ due to rounding" }, { "marker": "", "text": "See footnotes in the appendix" } ] }, "label": "picture", "prov": [ { "page_no": 8, "bbox": { "l": 19.9584, "t": 204.6006, "r": 430.0344, "b": 56.932200000000016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 412.0, "height": 149.0 }, "uri": 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" 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" 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"references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 403.0, "height": 239.0 }, "uri": 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "pie_chart", "confidence": 0.9990367889404297 }, { "class_name": "bar_chart", "confidence": 0.0008279845351353288 }, { "class_name": "flow_chart", "confidence": 3.3723579690558836e-05 }, { "class_name": "engineering_drawing", "confidence": 3.1522933568339795e-05 }, { "class_name": "line_chart", "confidence": 1.506761327618733e-05 }, { "class_name": "table", "confidence": 9.670255167293362e-06 }, { "class_name": "other", "confidence": 8.855765372572932e-06 }, { "class_name": "geographical_map", "confidence": 8.775803507887758e-06 }, { "class_name": "icon", "confidence": 6.25615075477981e-06 }, { "class_name": "calendar", "confidence": 6.003825546940789e-06 }, { "class_name": "screenshot_from_manual", "confidence": 4.087948582309764e-06 }, { "class_name": "screenshot_from_computer", "confidence": 2.6885718398261815e-06 }, { "class_name": "logo", "confidence": 2.3429508928529685e-06 }, { "class_name": "scatter_plot", "confidence": 1.6141194691954297e-06 }, { "class_name": "page_thumbnail", "confidence": 1.2622864460354322e-06 }, { "class_name": "chemistry_structure", "confidence": 9.551037010169239e-07 }, { "class_name": "full_page_image", "confidence": 9.282519499720365e-07 }, { "class_name": "music", "confidence": 5.066938228992512e-07 }, { "class_name": "topographical_map", "confidence": 4.0043730109573517e-07 }, { "class_name": "box_plot", "confidence": 2.1445049469548394e-07 }, { "class_name": "signature", "confidence": 1.5110796880435373e-07 }, { "class_name": "photograph", "confidence": 1.2921326231207786e-07 }, { "class_name": "stamp", "confidence": 5.2328406496826574e-08 }, { "class_name": "crossword_puzzle", "confidence": 4.0523577382600706e-08 }, { "class_name": "bar_code", "confidence": 1.2701039331375341e-08 }, { "class_name": "qr_code", "confidence": 9.408845258462861e-09 } ] } ] }, { "self_ref": "#/pictures/18", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This is a waterfall chart showing the change in loan portfolio value and count from 12/31/2025 to 3/31/2026. The chart starts with a dark blue bar at $2,678 (98 total loans) on the left. It then shows positive additions with blue floating bars: 'Total New Loans (Initial Fundings)' adding $258 and 'Additional Loan Fundings (14)' adding $10. It then shows deductions with light purple floating bars: 'Repayments' of ($169) and 'REO (15)' of ($45), followed by a thin gray line for 'Other (16)' of ($2). The final bar on the right is a dark blue bar representing the 3/31/2026 Loan Portfolio, totaling $2,730 with a total loan count of 100.\n\n| Category | Value ($) |\n| --- | --- |\n| 12/31/2025 Loan Portfolio | 2,678 |\n| Total New Loans (Initial Fundings) | +258 |\n| Additional Loan Fundings (14) | +10 |\n| Repayments | -169 |\n| REO (15) | -45 |\n| Other (16) | -2 |\n| 3/31/2026 Loan Portfolio | 2,730 |" }, "classification": { "predictions": [ { "confidence": 0.9974096417427063, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0016668331809341908, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0008356688776984811, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 5.375809269025922e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 1.1360176358721219e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 6.81555638948339e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 3.172969627485145e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 2.244092229375383e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 1.843863742578833e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.7499238538221107e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 1.6615147160337074e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.539381059956213e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 8.958208468357043e-07, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 4.790938419318991e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 4.696382518432074e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 4.121127403777791e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 3.476650931588665e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 3.2722309128985216e-07, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.016399491822085e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 1.849519577490355e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.1941304478568782e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 5.73565657191466e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 5.491520127520744e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 5.415412474008008e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 3.591720343365523e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.493523882345471e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m3czv99mmgr2nys8xa8gkpd4", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-2", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "(14)", "kind": "footnote", "label": "Additional Loan Fundings (14)" }, { "marker": "(15)", "kind": "footnote", "label": "REO (15)" }, { "marker": "(16)", "kind": "footnote", "label": "Other (16)" } ], "quber__footnotes": [ { "marker": "", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "marker": "", "text": "$ in millions, unless otherwise stated; as of March 31, 2026, unless otherwise stated; at BRSP share" }, { "marker": "", "text": "See footnotes in the appendix" } ] }, "label": "picture", "prov": [ { "page_no": 9, "bbox": { "l": 301.5938720703125, "t": 201.21182250976562, "r": 691.1742553710938, "b": 57.267852783203125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 389.0, "height": 144.0 }, "uri": 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" 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure presents a comprehensive financial breakdown of collateral investments, featuring a main data table, a stacked bar chart illustrating collateral type migration, and a geographic map highlighting regional exposure.\n\nBelow the table, the figure includes two additional components: A stacked bar chart titled 'Collateral Type Migration' showing the composition percentages of collateral types (Multifamily, Office, Mixed-use & Other, Hotel, Industrial) across Q1'25, Q4'25, and Q1'26. A map titled 'Region' showing the United States with circles indicating regional exposure percentages: West (38%), Southwest (35%), Northeast (12%), Southeast (10%), and Midwest (5%).\n\n| (At BRSP share) | Number of investments | Average investment size | Carrying value | % of carrying value | W | SW | NE | SE | MW |\n| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |\n| Multifamily | 73 | $ 26 | $ 1,877 | 69% | 28% | 28% | 1% | 9% | 3% |\n| Office | 19 | 30 | 577 | 21% | 8% | 7% | 5% | 1% | -- |\n| Mixed-use & Other | 6 | 37 | 220 | 8% | 2% | -- | 6% | -- | -- |\n| Industrial | 1 | 32 | 32 | 1% | -- | -- | -- | -- | 1% |\n| Hotel | 1 | 24 | 24 | 1% | -- | -- | -- | -- | 1% |\n| Total | 100 | $ 27 | $ 2,730 | 100% | 38% | 35% | 12% | 10% | 5% |\n| General CECL reserves | | | (87) | | | | | | |\n| Total \u2013 Net of general CECL reserves | | | $ 2,643 | | | | | | |" }, "classification": { "predictions": [ { "confidence": 0.8041065335273743, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.14823785424232483, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0285786185413599, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.005267304368317127, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0033594099804759026, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.003314924892038107, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0017562428256496787, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0013138543581590056, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.0007640409166924655, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 0.00047566299326717854, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 0.0004676170938182622, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0003491466923151165, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 0.00030540049192495644, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.0002829688019119203, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 0.00027496516122482717, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 0.0002550813660491258, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.00024756413768045604, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.00014561208081431687, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.00013999585644342005, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.00012260585208423436, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 9.233468153979629e-05, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 8.939838880905882e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 2.1602967535727657e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 1.1371855180186685e-05, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.0070650205307174e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 9.978309208236169e-06, "created_by": "DocumentPictureClassifier", "class_name": "signature" } ] }, "quber__figure_job_id": "parse-01m3czvbjp2qe00pnaeygahn7f", "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": [], "quber__footnotes": [ { "marker": "", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "marker": "", "text": "$ in millions; as of March 31, 2026; at BRSP share" } ] }, "label": "picture", "prov": [ { "page_no": 10, "bbox": { "l": 22.5913028717041, "t": 247.60824584960938, "r": 696.467041015625, "b": 56.6326904296875, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 673.0, "height": 191.0 }, "uri": 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" 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar chart titled 'Fully Extended Loan Maturities(13)' showing two categories of financial data: 'Fully extended loan maturities (carrying value)' represented by blue bars, and 'Unfunded commitments' represented by smaller, grey bars. The x-axis shows time periods: 2026, 2027, 2028, and 2029+. The y-axis represents value in '$ in Millions'.\n\n| Year | Fully extended loan maturities (carrying value) ($ Millions) | Unfunded commitments ($ Millions) |\n| --- | --- | --- |\n| 2026 | 723 | 39 |\n| 2027 | 891 | 26 |\n| 2028 | 133 | 2 |\n| 2029+ | 983 | 50 |" }, "classification": { "predictions": [ { "confidence": 0.9989689588546753, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0005672484985552728, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0004025153466500342, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 1.8080441805068403e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 9.474870239500888e-06, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 5.481281277752714e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 4.838108452531742e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 4.432577952684369e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 4.367662768345326e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 3.842297246592352e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 2.521450596759678e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 2.4946380108303856e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.069935135295964e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.84577447726042e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 8.627744136902038e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 2.011574906646274e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.7574539867837302e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.2147991412803094e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.2013883576855733e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 1.077412861150151e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 6.89573056433801e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 6.192764345769319e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 5.593500773670712e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 5.083788323645422e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 3.3473597227384744e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 2.2530361576400537e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m3czvdawycvq0b4zsxr5g5m9", "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": "13", "kind": "footnote", "label": "Fully Extended Loan Maturities(13)" } ], "quber__footnotes": [ { "marker": "", "text": "Above chart based on GAAP gross carrying value and excludes the impact of CECL reserves" }, { "marker": "", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" }, { "marker": "", "text": "See footnotes in the appendix" } ] }, "label": "picture", "prov": [ { "page_no": 12, 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RAHftZ54+qZew6f2773NMZk2Bc91q2cHnkgtq13C093p4khP7zMKVSrFBtWz+reuc2kOevNzTQ718//MebKum3HbG2bHty+RK+vD126vbK6lmUYnhf69eq05bvQvUfOvcwuXLdimkIhPxWXcCPx8Y718y5du3v5+v294YvOnL/1/ZYjHMd3au+1e/PClKeZc5dt92jpdHjnsvO/JH2z6ZBGqdi8NsTb3XnmovDnL18PGdBtw6oZP2z7sbi0IuKHsGs3H61av19fX//tkikDgwKmztuQV1hydPfK6pq6WYvDq2t0o7/ss2rRxNXrD9jbWs2cOOTO/Wc5eUVSiSSoWzulUj5zUXjw592DB3R7+jz7zv3U878kvX1XPnpYUM+ufou+2aVRq1ydmqc+z7ZvZuXXtmV1Td2d+8/69uzYK9Bv8be79HojQggoqjHDhGhUioS4CEQI0RuMQcFhOn09gxBQVKMlCKK9rdWe8EV6gzFsWUR5ZTXLMoZ64+xJQ6ePH7Rw1c5LCffatfE4ErniUsK9rbtjItaFmWhVIUu2LZw9oqOv55iZawvelHw9Z/SwQT1v3En+rEfH9RHHzpy7KZVKAEAUsauz7Y+RK9Je5MxYFM7zAkJIwrIIgY11k10bF7R0tb/+a/LK9QdqauocHWyO71md/DRzwcpImUwStXlhuzYez1++5jgBY8zzQmFRyYmz17f/MKeqsnbags0cxy2YPXJ0cJ9Zi8OHDerh385r2vyN6S9eMyyzcPaIyaM/n7cione39oP6dcnMKtDVGQDAyHEVlTUJt5O/Xz7t+q8pq9YfEDFubt3k+J7VxWWVU+dt4HkBIcTxQucOXpEbF1y7+XDZd3sxxoIoDhvUc/3KGZsjT+4/egEh6Nuz4/Yfwvb/eKGNt6ujvc3YWWvfvnvPSpjvlk7t37vTxDnrzc00O9bPizp0dtehs81sLKM2L+Q5IXTptsrqWpZheF7o16vTlu9CDxy7uPtg3JqlU3x9Ws5cuNnS0mxP+KKL1+7G30retWn+kZNXwnefwiL2aeWyf9uSp+lZ81bs8PZ02bd18YWrd9dsjlbKZZvXhrT2dJk6f1NaRu6YYUFrl079fuuR4tKK7d/PjTp8dtehs3KZbMWC8QODAqbN31j0rjx657Kqal3Ikq2VVbWjgoNWLZr4zYaDjvY208Z9kZX7pqpahxAYjbyhvn7H/tjSsorhg3v16d6hpZt9du6bRd/sqqyqdXO2y8kv0tUZRAHLZBJBFDEmACBhWVdnW0EQC4tKEEJAUY0cJkSjUiTERSBCiN5gDAoO0+nrGYSAohotQRDtba32hC+q09fPXrylvKKaZRleEMYN77ts3rgz52/+eOrK8MG9xo/o99P5m9v2nIlYF2aiVYUs2bZw9oiOvp5jZ333Ov9tB1/PbT/MNdWqS8srp87bWFhUyrIMAIgidnW2PbxzeUVVzemfb4giZhgmMysvPfP1ivnjB37W+cWrPG8P510Hz+45cs7B1ur43m/eV9Rs3HnseebrKWM+nz5+0IFjF8+cv+lkb+Pl4Xz52l2Dkf9x14qKypppCzYZjdzCkFFjgvtMnLvey91p+fxxF+PvHo256mhvvXDWyKaW5rO/3mLbrOmqhRNiL94+dPxSEwuTTn6trt18VF2r27l+vqO99dao0+kvcocP7vnV4J5P0rKmL9jE8wJCiOOFzh28dq6fn51XdOGXJACo0xvK3ld/t3SqkeMi9p2p09fPmjikpZtD2PIIX58WsyYNORmXEHvhVmsv17nThkml0ilhG8zNNDvWz9sT/XPkwbjmNpZRmxdynBC6dFtldS3LMDwv9OvVact3oYeOX9qy+6S7m6ODnfXVmw+7dPLZtWH+pYT7e4+cO7B9iVwm3bTzxJui0gkj+/cP8o+/nbxo9S5Pd4f9W5dkZhXs3H8m41XB8vnjBvfvui0qJvHBswWzRnQLaLs2/HBJWcX27+fuOfzz7uifpVLJigXjBwYFTJu/sbCo9FDEMo1GuWnn8buP0vv39v9m8aSV6/br641b14be+DVlV/RZmVTaLaBN4oNn2a+Lhg3qIWUlt+89XRwyKqCj1+zFW3+9lyphGYZlEfwDGGMAYBgGKKrxw4RoVIqEuAhECNEbjEHBYTp9PYMQUFSjJQiig5119M5ldXX1U+dtLHtfxbKMiLGDrdW27+a0dHMAgOqaOlMT9flfEjftOBG1ZbGpVjV1/qalYWMC2nkNm7wqr7BYIZeuXTp1YJ+AuEu3124+TAhBCAGAKGI3F7vjUatVKjn85sy5G3lviheHjI45e33vj+fWr5zZro172IqI+4+er1k65fPPOtcbuekLNhe8Kf5m8aSeXf0wxgzDlJZVrly/PzMr/8yh795X1IwP+d5o5JbOGzfmyz6TQte9zC5Ys3RKnx4dAEAURV2dwdREM2fZ9ocpGasWTewf1IlBDEKosrp2447j564k9gr0+3bx5KaWZgBQU1un1agyXuZNCP2B5wWEEMcLXTv5RG1ayEpYaMDz/PjZP7g52y2eM8pEqwYAo5Hbf/TigWMXrC3NVy+e2KVTawAwcrwoilKpdELI9xZm2siNC/ZEn92294xts6aHIpYaOWH6gk0VVTUsw/C8MLBPwKZvZx89fXVz5AkC/0UQcPeA1nu2LL6ccH/p2qiBn3VeOnesqYkaAKprdKYmmjv3n4Utj9CoFd8tm9a9c9vqWt2o6WuaWzXZvDbE3FSLMa7T12s1qnXbjxaXvt+xbt6e6LMR+2OlUsmaJZMH9e06cc4PT55lLw4dNWFkPwCY/fXWpk3M1iyZ/O2mQ+evJs2f8dWIob1lUgkA6PX12/eeuXAtae2SKX16dMAYMwzzICVj1fr970oqWJYBivoEYEI0KkVCXAQihOgNxqDgMJ2+nkEIKKrRIoQolXK/1i1FAT9Je2XkeIQQAGCMXRybd2rvJZOwzzJyzc20JWUVWTlv2ni7SaWSJ2lZLV3szM1NHj1+UaevV8il3yye9FnPjgtXR17/NUUqlUADQohGrWzXxkMukwBC0KCwqFSlkluYmaQ8fVlaXunk0MzL3Sn/TcmLV3mWTczaeLvJZdIHyRml5ZVNLEw7+Xk6OjTT6fRPnr3KzC6QyaQdfD04TkhJfYkxbulq72BrnfLsZfn7anMzbQdfT0c768K3pUXvyppbW6ZmZBeXVGi1qvZtPVq62Bs57kla1otX+aIoEkJaujn4+bSQy2Wpz7NVSqUgCCmpLwkhAIAxaWJh0sbLTSphASEA4Hkh+WlmTW2dt6eLl4ezhGUzs/NT03NEUcQYWzYx6+TXqplNk+zcN9U1dRbmJimpL2VSSVufFrl5b7NfFykVMt/WLTEmT9OyOJ5HCGFMbKwsWnu55hUUZ+UWIoQAAGPSxMLE16dFcWnF88w8hMCzpVNbb1cA9Ox5jpmZRldnePY8RxTF5taWPl6uAJD04JmuztDWp2VbbzddneFVTqGVpdnL7MJ6I9fWyy03/21OXhFiGM8WjjZWFk/SXlVU1piZan19WphoVfeTM6RSiZe7c8arvIKiEqVc3t7X3cPNEWOSnpn7ND2L4wQLc61/e297W6v3FdX3HqW/LS5nGAYo6tOACdGoFAlxEYgQojcYg4LDdPp6BiGgqMaMEMJxPCAkk0oQQvAbXhAJwQgQAcAiZllGKpUYOR4IyGQSXhAxxhIJ62BrvXLBhM4dva9cv79mc7Reb2QYBL8hhBg5nhACv5GwLAEQRVEmk7IMIwgiLwgSiUQqYUUR84KAAKRSKcMgEWNBEFmGwYQgAKlUQgjhOB4QksukAMALgihgmUzCMIyIsSCIDIMIJoAQFrFUJmEZBmPMCyLDMIQQAJBKWIQQAPC8QAhBCBEAjDFCSC6Twm8wxhwnECDQACEkk0kZhDheAEIAASEgk0oQQgAgilgQRYZBBBMAwJjIZFIAwnGCRMJKJCwhhOMFAJBJpQjB/08UMcfzEgkrlUjgNxhjjhNYlpFKJYQALwgABAABAMaYQUgmkwKAIIqCICKEZFIJQojjBQRAAIAQjIlUyiKEOE6QSFiJhAUAnhdEEctkUoZBGGOeFwBAKpUQAhzPy6QSlmUxIQIvIAYBAUKIVCpBCIkYi4LIMAzGmGEZCcsCRX0yMCEalSIhLgIRQvQGY1BwmE5fzyAEFPWpEkXcyt3p268np73I2f/jheLSCpZlgKIoqvHDhGhUioS4CEQI0RuMQcFhOn09gxBQ1CeMQUgiYY0cjzFhWQYoiqI+CpgQjUqREBeBCCF6gzEoOEynr2cQAor6tBFCAAAhBBRFUR8LTIhGpUiIi0CEEL3BGBQcptPXMwgBRVEURVEfF0yIRqVIiItAhBC9wRgUHKbT1zMIAUVRFEVRHxdMiEalSIiLQIQQvcEYFBym09czCAFFURRFUR8XTIhGpUiIi0CEEL3B2HXArFq9gUEIKIqiKIr6uGBCtCpl4uUoRAgxcvzazdH1Rh4hoCiKoijqI0MIKOTS1YsnIUIIUBRFURT1CUCEEKAoiqIo6hOACCFAURRFUdQnABFCgKIoiqKoTwAihABFURRFUZ8ARAgBiqIoiqI+AYgQAhRFURRFfQIQIQQoiqIoivoEIEIIUBRFURT1CUCEEKAoiqIo6hOACCFAURRFUdQnABFCgKIoiqKoTwAihABFURRFUZ8ARAgBiqIoiqI+AYgQAhRFURRFfQIQIQQoiqIoivoEIEIIUBRFURT1CUCEEKAoiqIo6hOACCFAURRFUdQnABFCgKIoiqKoTwAihMAngxDC8wIAMAySSCTwO6IoAiAAAoBYloEPjChiAMKyLDROlZXVDx8+7d27i0QigQ+AKGIAwrIs/LHbt++7uNjb29sCRVHUxwIRQuCj8+z1+7cVdSzDAICIcXMLdWvnJrW1dQcOnNDp6liW9fBwGzy4L8sy8JuzZ38xNzfV6epUKmWvXl3gn1RdXSuTSZVKBfxp8fF3nJzsWrRwhj9w8+a9pk0tvL3dASAhIVGnqxsypC/8JxkM9UYjZ2ZmAv8IxvjKlZu+vl6Wlk3q6vTm5qbJyc94ng8IaAf/mwsX4ktL30+ePAIhBP9XMMZXrtxs06aVnV0z+JclJCTqdHVDhvSFP/bLL7cKCt5Onz4aKIqiPhaIEAIfndDdd87ee62USQDAwAlDA5wjZwe+e1f63XfbJ036ysREq9Gora2bMgxiGIYQgjE5ceJskyZmNTU6pVLx+edBLMsCAMaYEMKyLDSordWJIjYzMwEAjuNlMikA8LwgiuKRIz+5uDgEBnZUKORGI1dXp9dq1VKplBCCMa6trZPJpCqVEgAwxlVVNXK57ODBU35+Pl27djAaubo6vVarlkql0KCyslomkx49GufkZN+vX3cAOHfuWm2tbuzYYEEQa2pqVSqlQiGHBlVVNQzDmJhoMMYACGOxtrZOqZQrFApoQAjBGNfVGSQSVqVSVlXVKBRyhUIOAIIg1NToVCqlQiHnef7GjbuFhW9HjRqiUMgYhkEIYYwJAYZBoojr6+sLCoqaNbPOyHiVmvpi/PhhFRWVGGMnJ3ue52tr69RqlVwuA4D6eqPBUG9qqmUYBgAIIZs2RfXt271tWy9CSFVVjUQi0WrVAIAxrqqqUSjkKpUSYwIAgsBjjGUyudFoRAgpFHJowHFcVlaera2NiYmW5/m6Or2JiUYikQBAfb1RrzeYmGhYlkUIAYAoigghhmEAQBQxQohhUE2NjhBiYqIhhFy4kFBbqxs1ajDDMAghjDEAMAwjimJ1da1CoVCpFG/fFu/de3zx4lkajQooiqI+CogQAh+dhfvvnn+Qp5RJAMDACYM6OW2Z1vndu9KIiAMrV4ZpNGoAOHv2FyurJl26dHj27EVmZrbRyFlaWuh0dZWVNQBk3LhhSqX80KFTHTq09fHxEEV86VJCYuIjhJC7u+vw4QNPnTrv5+djYWF68eJ1Hx/39et3N2liFhIywcLC7MSJczzPq9WqadNG5V1uEYkAACAASURBVOQUxMSc12o1HMeNG/elra3N4cNn3r4tViqV5eUVU6eONDMzOXLkJ54X1GrV5MlfmZmZRkefzs0t1GiURUXFo0cP6d27KwCcPx+v1+t79Oh88GBMVVW1XC4bNmyAh4fbqVPnnz17oVDIASAoqKvRyF29elutVgqCOH36aFdXJwDIy3sTEXFQo1HV1tY1bWpRU6MDgNDQiVKp5MCBk5WVNVqtWhDEgQN7HjhwqqDg7dSpozDGnp5ubdt63b//pKSkzMqqyYkTP/v6eimVyhYtHH/88WxaWubEicPs7JohhDw8XPfvP2Ew1Mvl8rFjgxUK+YEDJ6uqavz9/b766nOWZXW6uk2b9oSETFCpFAcOnCwqKkYIBQV19fX1PnYsrqioWKlUIoSGDx/44MHTrKzcjh3bpqa+0GrVGo3K29ujW7dOubkFV67c1GrVXbp0uHEjKTMzRyJhTUy0c+dOys3Nj4m5wPOCWq2SyaQLFkxXKOTPn798+PDphAnDRRFHR8f07Nk5LS3z7t1kiUQik0nbtm2lUqnKyt5jjHv06OzoaHvt2m2JRNK6teehQ6fev69iWXbYsAFeXu4bNuyaOHG4o6MdUBRFfRQQIQT+GfX1xtu37/fq1VkqlcI/wvM8QoxEwsJvjEZOJpMihKABIYTjeLlcBv8xC/ffPf8gTymTAICBEwZ1ctoyrXNp6fu5c1dZWJgrlfKePTu/fVtib9+8f/+ed+8mJyenmZubWFpa1NTo5HJZbm5Bly7tnZzsduw4tHjxTDMz0+fPX0VFHZ0zZ5KpqXb79gO9enVxcXHYs+eYIAjDh3/epUv7HTsOeXu7d+vWaeXKzf7+vj17djl37tq7dyVubk5376Zs3LgsMfFRcnKqWq2WyaSTJ4/Iy3uzdOn6WbPG3bx519fXu2fPzufPXysqKnZysisuLgsNnVhRUTV//pqxY4P79+8JABcuJFRVVZeVvXd2dhg6tF9KSlps7KU2bVplZ+fNnz9NFMVFi77v1q2T0cgVFRWvWhV2/nx8fn7hnDmTASA9/eXWrft37Fhz8+bduLgre/duOH8+vqzsvcFQ7+zsMHRov6dPn69eHb5jx3evXuXm5ubPmDF2x45Dfn7egYGdrl37taCgyMam6Z07j775Zt7u3T9+/nnvqqqa+/cfz507+eLF65WV1e/eldra2gwe3Of69aQnT563aeOZkfFq5sxxNTU6Z2d7hmHev6+MiDi4ePGsixcTiotL58yZXF5ekZOT9+zZC5lMOnnyyLy8N19//UNY2OSEhMTWrT07dmy7enX4t98uqK83Hjt2dsWKOT///IteX19dXdOzZ+czZy55ebUcNWrw9u0HrK2bpqVlDhs2wM/PJy7uypkzlw4e3KxSKWtqdJs27Z45c5xOVxcTc6FXry6XL99YsmSWXC5fs2a7lZWFt7dHcXFpUVFxcPAAd3eXmJjzLMu+f19ZX8+NH/9lWlpmbOyl5cvnHj4cM2RIP3d3V6AoivooIEII/GnV1TUHDpz8+edrw4YNGDNmSGZmzs2bd7t1C+jevRM0SEhITEi4w7LsF1/09vdvx3H86dMXUlNfmJpqR48e4uLi8Pp14bFjsbW1dW3ben355QC5XAb/AQv23T334LVSJgEAAycM7uS8dXrnd+9KN2+OmjNnkqmpiUIhP378rL198379ety7l5Kc/MzMzMTS0qKmRmdmZmJhYfrrrw8cHGwNhvrx44cBQHz8ncjIw61bewBAXZ1+wIBeQUGBS5asKyoqPngwXC6XRUYebtOmVbt23uPHz3d0tFWplDwvODg0t7a24jhu1KjBGRlZcXGXBUH86qsvWrVqAQDh4Xs9PFxPnjxnY9NUpVLyvGBv36yqqrZv3+7t27cGgB07ot3dnfv27QEAFy9eLyp69+5daUjIhKZNmwCQNWu2iSLp3NmvX7+eAHDy5DmEAACZmGgGDOiVkpJ240bS4sUzAeD581cXL15fsmTWgwePHz16Fho6MSkp+ebNuzzPz5kzydLSghBYsWLjjBljsrLy8vIKp04dtWPHoXbtfLp06RAf/2t+fpGdXbPKyupRowZv2bL388+Damp0Dx48Dg2ddOnSjaKid8nJzxQKuYmJFmOs0ahmzhx38eL1jIxXHTu2/fzzIJlMWlurCw/fGxo68fDhMz16BHTo0AYarFu3c8iQvq1atQSAzZv3dOzYNi3tRZ8+3dRq1dGjsYsWzZBIJOHhe318PFJS0r78csC1a7cDAzveufOwV68u3t7uZ85cys5+TQhZujSEYZiSkvKtW/etWhWm0agB4KefLvK8oNPpnZ0d6ur0tbW6sWODASA+/k5W1mtXV8eSkrK3b0uGDRvg5uYcE3OeEHjyJO39+6rmza1FEctk0okThx89GjduXLCjox1QFEV9FBAhBP60o0djs7LyjEajm5ujv3+7iorKixcT3N1bTJ06EgAyM7O3bz8wZcpIg6H+1KkL3347//Hj9ISExIkTh6enZ6alZc6bNy08fK+vr7ePT8sjR2K7d+80cGBv+A9YfvjBpUf5SpkEAAycMLCD47qJnd6+Ldm8OerbbxeYmpoAQFzclcLCt+PHD9u373hdncHV1bFJE7Pq6lqtVtO/f49Vq8JLSsqXLJnt4eEKANnZr/ftOzF16qimTS0ePkxt3771w4dPHz9OV6kUFhZmY8d+uWfPj9bWTfv377l9+0EfH4/u3f1fvHhlamqSlZVXUVE1ceLw1NQXly9ft7KyrK3VjR8/LD//zfLlG5cunf3o0bOWLV26d/d/8eKViYk2L+/N48fpM2aMqaioWrjwu1mzxg0c2BsAzp79paam1mCol8vlgwd/9vhx2p07Dzt18r13L2XmzLEYk8WLf+jfv4dEItFoVIMH933w4MmNG3eXLQsBgLS0zLNnr65eHZaU9OjBgycLFky/efPukyfpSqXibwYP/uzZsxdr10ZER4fn5hY8fJgaEjIhJuY8y7KDB3+2eXOUtXXTFi2cy8oqJkwYtmHDrsGDP9Pr6y9fvj5v3rSEhDu1tbra2joLC9MBA3rl5ORjTDQaVX29UaVSbtmy75tv5jdvbo0x3rgxasiQz3Jy8h8/Tp89e3xpafnLl7lVVdXV1brx47/Mz3+zfPnGpUtDHj9O69Mn0MREGx19esmSWQqF4t69lMjIw61beyxcOHPr1r29e3e9fft+r15d2rb1OnYsjuf5/PyiwMCOvr7e585du3Ll5o8/blMoFABQXFy2cuUmhUKxfv2SwsK3Bw+emj17glqtWrNmm4uLg7d3y/LyyoqKKmdn+y5dOqxcublLlw4Mg6qqqseODS4qKikvr2jRwmn37qOLF8/UatVAURT1UUCEEPjTzpy5dP/+Y41G9c038xiGBYCzZ69UVdVOmvQVAERHn5ZI2HHjvgSAHTuiXVzsnz7N6Nu3e4cObTDG33671cur5fPnWd9+O59hmHv3km/cuLdsWQjDMPDvZuRFERP4DcsguZStrKy+eDEhOLi/Wq0CgNraun37jpWWvlerVX5+PiYmGq1WbTDUy+Wydu1ax8RcSEpK3rZtNcuy0ODu3ZQLF+J5nvfx8fjii6Bz5+L79+9hYqI9ceJccHC/kpKyw4fPDBrUx9XV8fDhM+Xllaam2mnTRr99W6LT1XXr1qmgoOjp0+e9enU9c+ZCWtpLU1OtjY1Vnz6BGo3q0KGY8vJKU1Pt5Mkjmje3jok5/+jRM61WbWFh1qtXF29vdwBITn5mNBr9/HwOHDiZl/fG3Nxk3Lhhjo62ly5dv3nzrkIht7Gx6tixDc+LCoWsXbvW2dl5GRlZgwb1AYDCwrfJyc+GDu336lVudnbegAG9MjJe5ecX9egRsH//iby8QisrS61WM3LkFwBo587oVq1aduvW8dChmJoanamptlMnXwsLs9rausDAjhcuxPv6epubm+7addjKqmmLFk4IMa1be+zbd/zdu1KVSjluXLBSqTx48FRtra59+9bDh3/OMAwAnD8fX15eMWnSV0ePxqamvpBKJUOH9vP19T52LC49/aWpqbZZM6vu3f1zcwt8fNyVSuXt2/e/+CJIKpUajdz06UsmTfqqR4+ACxfivb3dX7zI9vJq6ehod+fOQ6VSbmvbLDo6pqamVqvVVlVVr1mzUKVSQoNDh2JUKuXIkYMA4Natu1eu3EKIsbdv5uHh1qSJWV2dwdnZbvfuo4QQtVrZp083Hx+PI0fOZGfnSSTSkSMHlZSUvX5dOGPGGKAoivpYIEII/GkGQ/2pU+eio08HB/efOnWURqOOiTmv19dPmvQVAGzfvr9Vq5affdYdAE6dOm8wGF6/fjN+/Jdubk4AsGXLXgCEECxYMB0AMjKyTp++uHx5qEwmhb9nrOfeV9QSQkxMVFqtCv6fKyp6t3fv8f79ewYEtIO/RwhBCMH/BmPCMAj+NIwJwyD4axAABP8yQghCCH5DCEEIwW8qKiofPkzt0yeQZVn40zAmV6/eSk5+tmjRdKVSCf/IhQsJhOB27VpfuXKzvr5+1qzxLMvCv8Pt2/cdHW2dnOyBoijqY4EIIfDP0OsNW7fuxxjb2zefNOmrmJgLer1h0qSvACA6OkYmk40ZMxQAIiMPOzrapqa+6Neve/v2bQRB+P77HR4ebpmZ2StXhkkk7L17KTdv3luyZDbLMvD3qip1L14U8IIoCmKXrl4ymRT+33rw4InRyHXr1gmofytCACH483S6umvXfg0IaNesmRX8gbKy97GxVwoLi7y9PQYP/kylUgJFURT1BxAhBP4cjPHx42dNTbXPnmXK5TILC7MpU0aeOPGzXm+YPHlERUXVu3clUVHHFi6crtcboqJ+XLkyLDk59cGDJ/PmTU1Ofnbr1r2FC6dv3BjVp0+gn5/Pjh2H2rXzGTq0H/wBEZNfb6X6B3gqlXKgKIqiKOpfhggh8Ke9eJG9b9/xO3ceDh3ab/bs8ebmpnfvJvO8oNGoL1++vmrVvCtXbp4/H8+yzMiRg7p27SiK4qFDpx89empubjJt2mg3N+ecnPw9e45VV9f4+/uNGxcslUrhD3CckJSY7h/gqVTKgaIoiqKofxkihMA/QxCE27fv9+rVGSEGfnP16m29Xj90aH/4RzDGDMPA7xBCEELwP+I4ISkx3T/AU6mUA0VRFEVR/zJECIF/mSCIDIMYhoF/H44TkhLT/QM8lUo5/DsIglBbqzMzM0UICYJYU1Nrbm6KEILfwRhnZ+c1bdrE3NwU/oS6Oj0hRKNRwx8wGOo5jjc11cK/W1VVjUIhVyjkQFEU9Z+Xlvf+4csyQICg0RAxsTZX9vWzl0tZoBogQgh8kDhOSEpM9w/wVCrl8E8SRfw38BuGYViWKSx8Gxd3ecaMsQqFori49Nixs6GhExUKOfzOuXNXU1NfzJgxxtq6KfwJ167d5nlh4MDe8AcePXr66lXumDHB8O929uwVLy/3pk0tKiqqXF2d4P+KIAgvXmT7+HgARVHU/2j/LxkbTj9lGISg0eAE3N7N8sD8HmZqOVANECEEPkgcJyQlpvsHeCqVcvgn3bj+JDvrrUTCAoAgiG4tmvfq7ZuTk3/w4MmVK8NUKmVBQVFk5OGlS0NqamrfvCmurdV17ty+rKx89eot3bp16tWri4WFmaWlhcFQX15eoVarSkvf5+W9MTHRdOzYRiKRVFXV3LuXIpfL3rx5J5NJR44c/Pp1QVraS2vrph07tkEI1dXp7917jDHW6/VFRcUhIROhwbt3JSkpaRqN2t/fV6FQVFfX3L//hGXZzp3bKZWKvLzC4uKy2to6X1+vjIxXGJPAwI46nf7du9K8vEJ7++ZarfrZs0wPD9cWLZzz8gpFEZ89eyU/v2jatNGOjrZlZRU5OflNmpjZ2tqkpKQ5Odl7e7sDQGpqRl7em5YtXTw93Sorq0tKyvPy3piYaNq1846PTzxx4uzEicO7dOlYUPDm5cvctm29nJzsgKIo6u9Fx2eGx6YyDELQaHAC9nO1jAoNNFXLgWqACCHwQeI4ISkx3T/AU6mUwz/p2tWUVy8LJRIWAARBbOlu/1nfdrm5BdHRMcuWhapUysLCt3v3Hh87NnjNmq0dOrRVKOR1dXVdunTYtu1gz56dZDK5mZnJsGEDc3ML4uIuu7k5Hz9+dvDgz7Kz89q18+nQoc2uXT/a2dkgxFy+fH3MmCEeHm6nT19s29b79esCB4fm/fr12L79oLm5qVqtSkhI7NCh9fz50wAgJyd/167DPj6elZVVZmYmffp0O3DgpK1tM47jq6trxo//cvXqLd7eLUURP3qU2qOHf1VVbYsWTlqt5ujR2P79eyYmPmJZtlOnts+fv5o7d/KVKzfs7W0fPHjy+nVhSMgEg8Gwe/fR/v17pKSk6fWGLl3av3z5esyYIW/evEtOTvXx8UxNzRgwoGd5eeXBg6eGDOmbk5PfurUHx/GnTp0fM2aIo6NdbOwVL6+W9fXG0aOHqNUqoCiK+p3o+Mzw2FSGQQgaDU7Afq6WUaGBpmo5UA0QIQQ+SBwnJCWm+wd4KpVy+CfFX0t59fKNRMICgCCILd3t+nzWLje3IDo6ZvnyOUql4s2bd3v2HB0xYtDhw2e++26hXC5fs2bbyJGDLl26MXZs8KNHqbW1dWPGDMnJyY+JOd+ihXNRUfG8eVNTUzOuXr1tY2MliuKkSV8BwObNUdbWTQsKinhe7Nq1fXFxeULCnZ49O1dX14SFTQGAQ4diKiurFi6cAQA7d0Y7ONgOHvwZIbi6uvbSpRscx02aNAIAIiOjTU1Nnj9/9fXXMzmOX7s2YsuWlWVlFQcPnvLyci8rex8SMuHgwVOiKE6fPiYy8rCHh2tmZk7nzu1ra3XZ2XlTpoy8cSPp0aPUJUtmX7iQkJb2YvnyOTExF6qqqh8/Tvf19XZ1dXz2LOPt2xJ//3ZFRe/mzZuamppx7drtUaMGHz7807Jls3NyCvbuPd6vXw8fH3cbGyugKIr6e9HxmeGxqQyDEDQanID9XC2jQgNN1XKgGiBCCHyQOE5ISkz3D/BUKuXwT4q/lvLq5RuJhAUAQRBbutv1+azdmzfvtm8/uGbNArValZOTf+jQqdGjh164EL9gwTRCYMuWvQMH9r5y5ebYsUNTUtJra3VjxwZnZmafPHmubVsvg6F+9Oghz5+/vHLllpmZiampdvjwzwFg795jSqUiNzefYdh27XwMhnqFQl5bW1dbq5s+fQwA/PTT5YKCogULpgHA1q372rb17tWrMwBwHH/y5M9KpeKrr74AgEOHYgBISUl5aOjE2tq6/ftPLFkyu6ys/PDhMx4eLQRBGDVqcEzMeYlE8uWXA/bvP+7kZJ+V9bpTJ7/Kyur8/DdTpoy8deteVtbradNGx8ffef26cPr00WfPXikuLktJSevYsU2zZtZ6vcHGpmllZY1ebxg9ekh6+surV28NHdrv6NG4lSvnMgyTkfHq6dPnWVn506ePat7cBiiKon4nOj4zPDaVYRCCRoMTsJ+rZVRooKlaDlQDRAiBDxLHCUmJ6f4BnkqlHP5Jv1x5lPmiQCJhAUAQRA9Ph379OwiCEBFxyGg0eni4PXz41NfXu0OHNkePxi5dOhsArV8fOXjwZxcuJEyYMFynqzt8+HTXrh3v3UvR6ep69Aioq9NPmDA8NTXj8uUbQ4b0PXz4TNu2XgzDHDlyZvToIc7O9lev3u7atUNxcbmFhWmHDm23bdvXqlVLtVodE3OuXbvWS5bMBoAnT9IPHz7Tvbv/+/eVANC1a4cjR860bevF88KLF9ljxgyOibmwYMGMujr9rl1HVq0KKy0tP3DgZKtW7jzPjR8/7NixOIlEMnLkoF27jri6Orx8mRsQ0I5h0NGjcRMnDn//vvLly9yQkAm//HIzO7sgNHRCTMwFo9EokUiLit61adMqJyfP379dYeG7ioqKiRO/Sk3NuHTp+uTJIzZtiurdu2uzZtb37qU4OdklJCTOnj2uRQsXoCiK+p3o+Mzw2FSGQQgaDU7Afq6WUaGBpmo5UA0QIQQ+SBwnJCWm+wd4KpVy+CeVlFTqag0IIQAghGi0SmtrcwCoq9PfuHG3vPy9o6Ndt27+HMcVFBS1bOkCAK9e5TZrZlVcXGZn11ytVj58+PTVq9zmzW1sbJqamWkFQXRwsK2uri0uLnV3d339uvD+/RSpVOrq6mht3bR5c+vk5GeZmVlKpapbt05Nm1q8fVuclJQsirhlSxdzcxNnZwdokJ6e+fTpC6VSFhjYycrKMi+v8P79JyzLdOnSwcamaWZmdosWLoIgvH5d6O7uYjRy+flvtFoNxsTBoXlh4VuEkJ1ds9zcArVapdPVmZubajSqmzfvWViYOTra6nR6FxeHkpLyujq9i4tDUVExIcTKyjIx8VFh4Vtra8sePQIqK6t5nndwsK2uri0uLm3RwiU1NaO4uLRjx7apqc8LC4u9vd39/LwRQkBRFPU70fGZ4bGpDIMQNBqcgP1cLaNCA03VcqAaIEIIfJA4TkhKTPcP8FQq5UBRFEX9paLjM8NjUxkGIWg0OAH7uVpGhQaaquVANUCEEPggcZyQlJjuH+CpVMqBoiiK+ktFx2eGx6YyDELQaHAC9nO1jAoNNFXLgWqACCHwQeI4ISkx3T/AU6mUA0VRFPWXio7PDI9NZRiEoNHgBOznahkVGmiqlgPVABFC4IPEcUJSYrp/gKdSKQeKoijqLxUdnxkem8owCEGjwQnYz9UyKjTQVC0HqgEihMAHieOEpMR0/wBPpVIOFEVR1F8qOj4zPDaVYRCCRoMTsJ+rZVRooKlaDlQDRAiBDxLHCUmJ6f4BnkqlHCiKoqi/VHR8ZnhsKsMgBI0GJ2A/V8uo0EBTtRyoBogQAh8kjhOSEtP9AzyVSjlQFEVRf6no+Mzw2FSGQQgaDU7Afq6WUaGBpmo5UA0QIQQ+SBwnJCWm+wd4KpVyoCiKov5S0fGZ4bGpDIMQNBqcgP1cLaNCA03VcqAaIEIIfJA4TkhKTPcP8FQq5UBRFEX9paLjM8NjUxkGIWg0OAH7uVpGhQaaquVANUCEEPggcZyQlJjuH+CpVMqBoiiK+ktFx2eGx6YyDELQaHAC9nO1jAoNNFXLgWqACCHwQeI4ISkx3T/AU6mUA0VRFPWXio7PDI9NZRiEoNHgBOznahkVGmiqlgPVABFC4IPEcUJSYrp/gKdSKQeKoijqLxUdnxkem8owCEGjwQnYz9UyKjTQVC0HqgEihMAHieOEpMR0/wBPpVIOFEVR1F8qOj4zPDaVYRCCRoMTsJ+rZVRooKlaDlQDRAiBDxLHCUmJ6f4BnkqlHCiKoqi/VHR8ZnhsKsMgBI0GJ2A/V8uo0EBTtRyoBogQAh8kjhOSEtP9AzyVSjlQFEVRf6no+Mzw2FSGQQgaDU7Afq6WUaGBpmo5UA0QIQQ+SBwnJCWm+wd4KpVyoD4lhAAniJgQaGykLCthEVDUxyg6PjM8NpVhEIJGgxOwn6tlVGigqVoOVANECIEPEscJSYnp/gGeSqUcqE/J+5r6rw/ee1FYJZUgaCQIABCYP7TN0M7OQFEfo+j4zPDYVIZBCBoNTsB+rpZRoYGmajlQDRAhBD5IHCckJab7B3gqlXKgPiVl1YaZkb+m51VIJQw0EgQACFk5sv2oHm5AUR+j6PjM8NhUhkEIGg1OwH6ullGhgaZqOVANECEEPkgcJyQlpvsHeCqVcqA+JWXVhtm77qTnVUglDDQSBAAIWTGy3cjubkBRH6Po+Mzw2FSGQQgaDU7Afq6WUaGBpmo5UA0QIQQ+SBwnJCWm+wd4KpVyoD4lZdWG2bvupOdVSCUMNBIEAAhZMbLdyO5uQFEfo+j4zPDYVIZBCBoNTsB+rpZRoYGmajlQDRAhBD5IHCckJab7B3gqlXKgPiVl1YbZu+6k51VIJQw0EgQACFkxst3I7m7/H3vwAu5aWd6L/v9+M2ONNVYI4TK4CSoywiVy0ZlYSYDMeCvUrXVXre1QmW3FC232UKto1caKyraCDj1qzYxiNa0WtJbYTSu2NEyUJkGlKEQGswG5xAkImEViuIX1ZeR7j+ac7Gf7nMPec2mfrjmyvt8PmraIao2uX+8IQYTIkKHKOHbVKyTjJrQZYmZsS1KG7VaQy6cty4S2P+mPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJmxLUkZtltBLp+2LBPa/qQ/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxo+5P+aFyqNIPewIgJRAQDYC67WbeYgqYtolqj69c7QhAhMmSoMo5d9QrJuAlthpgZ25KUYbsV5PJpyzKh7U/6o3Gp0gx6AyMmEBEMgLnsZt1iCpq2iGqNrl/vCEGEyJChyjh21Ssk4ya0GWJmbEtShu1WkMunLcuEtj/pj8alSjPoDYyYQEQwAOaym3WLKWjaIqo1un69IwQRIkOGKuPYVa+QjJvQZoiZsS1JGbZbQS6ftiwT2v6kPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMaPuT/mhcqjSD3sCICUQEA2Auu1m3mIKmLaJao+vXO0IQITJkqDKOXfUKybgJbYaYGduSlGG7FeTyacsyoe1P+qNxqdIMegMjJhARDIC57GbdYgqatohqja5f7whBhMiQoco4dtUrJOMmtBliZmxLUobtVpDLpy3LhLY/6Y/GpUoz6A2MmEBEMADmspt1iylo2iKqNbp+vSMEESJDhirj2FWvkIyb0GaImbEtSRm2W0Eun7YsE9r+pD8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2OXUONAAAIABJREFUJGXYbgW5fNqyTGj7k/5oXKo0g97AiAlEBANgLrtZt5iCpi2iWqPr1ztCECEyZKgyjl31Csm4CW2GmBnbkpRhuxXk8mnLMqHtT/qjcanSDHoDIyYQEQyAuexm3WIKmraIao2uX+8IQYTIkKHKOHbVKyTjJrQZYmZsS1KG7VaQy6cty4S2P+mPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJmxLUkZtltBLp+2LBPa/qQ/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxo+5P+aFyqNIPewIgJRAQDYC67WbeYgqYtolqj69c7QhAhMmSoMo5d9QrJuAlthpgZ25KUYbsV5PJpyzKh7U/6o3Gp0gx6AyMmEBEMgLnsZt1iCpq2iGqNrl/vCEGEyJChyjh21Ssk4ya0GWJmbEtShu1WkMunLcuEtj/pj8alSjPoDYyYQEQwAOaym3WLKWjaIqo1un69IwQRIkOGKuPYVa+QjJvQZoiZsS1JGbZbQS6ftiwT2v6kPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMaPuT/mhcqjSD3sCICUQEA2Auu1m3mIKmLaJao+vXO0IQITJkqDKOXfUKybgJbYaYGduSlGG7FeTyacsyoe1P+qNxqdIMegMjJhARDIC57GbdYgqatohqja5f7whBhMiQoco4dtUrJOMmtBliZmxLUobtVpDLpy3LhLY/6Y/GpUoz6A2MmEBEMADmspt1iylo2iKqNbp+vSMEESJDhirj2FWvkIyb0GaImbEtSRm2W0Eun7YsE9r+pD8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGj7k/5oXKo0g97AiAlEBANgLrtZt5iCpi2iWqPr1ztCECEyZKgyjl31Csm4CW2GmBnbkpRhuxXk8mnLMqHtT/qjcanSDHoDIyYQEQyAuexm3WIKmraIao2uX+8IQYTIkKHKOHbVKyTjJrQZYmZsS1KG7VaQy6cty4S2P+mPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJmxLUkZtltBLp+2LBPa/qQ/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxo+5P+aFyqNIPewIgJRAQDYC67WbeYgqYtolqj69c7QhAhMmSoMo5d9QrJuAlthpgZvzIpJ5deetlJJzkvelHh3nvvf/jhR4mwY8eOY4456rHHHn/wwd3MvGvXzqc97WghxGDw07vvvufYY5966KEH4clJGbZbQS6ftiwT2v6kPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxq/mkUcerVa/dN1139m503z9690wDG+99XYiuu22u97ylvOuv/7GXu8e2z7kqKMOP/fcV3S7d6ytfTGZPPDhhx85//xzTznlRDwJKcN2K8jl05ZlQtuf9EfjUqUZ9AZGTCAiGABz2c26xRQ0bRHVGl2/3hGCCJEhQ5Vx7KpXSMZNaDPEzPjVfPe7N1155dXPeMbTjjzysFTqGSec8Ayl1P33/+QTn/j8W9963pe+VH/Vq1564omOmrnwwo8/73m55z3vjPX11re//b0/+7O3xmIx/P+ZTKat5i25fNqyTGj7k/5oXKo0g97AiAlEBANgLrtZt5iCpi2iWqPr1ztCECEyZKgyjl31Csm4CW2GmBm/mp/8ZPdHP1rd3HzgTW96zQtfeCZm6vVvPPTQ8Lzzfvetb73wkEMOOuWUE885pziZhJdcUn3ve99y0EEHPvTQ8CMfWXvnO//Itg/BL1JKSRlKGd74b7flz3imZZnQ9if90bhUaQa9gRETiAgGwFx2s24xBU1bRLVG1693hCBCZMhQZRy76hWScRPaDDEzfmWPPPLo+97n33nn5vnnn/uSl7zgscfGF130iTe8wU2lnhEE3d27h7fdduedd/7oD/7gd774xSve+963HHBA/Kc/ffjii9fe9rbXH3HEYfhFu/ujm2++czIJWfELXrS8c+cOaPuT/mhcqjSD3sCICUQEA2Auu1m3mIKmLaJao+vXO0IQITJkqDKOXfUKybgJbYaYGb+aRx99bGlp6etfv2Y6nX73u50PfeidN99867e+9e13vaukFD/22OMHHXQggHe9689f8YoXX3HFVeeff24qdWy3e8cXvvC3F174tnh8F34Rz+zZE377+o38GWnLMqHtT/qjcanSDHoDIyYQEQyAuexm3WIKmraIao2uX+8IQYTIkKHKOHbVKyTjJrQZYmb8alqtG77+9WseffTx6VSdcMIzSqXf8/3PnnHGc57//DP6/cHHPvbZU09Nj8fj22+/68/+7K3r6+3rrvvOGWdkv/3t7xUKz335y1+MJzGZTFvNW3L5tGWZ0PYn/dG4VGkGvYERE4gIBsBcdrNuMQVNW0S1Rtevd4QgQmTIUGUcu+oVknET2gwxM341Sqkbb+xceunlxx//jPPPP/fAAw8IgttSqWN37bIA3HFH7/rrbzQMY2Xl9KOPPlIp9c1vfvuHP7zzxBNTKyu5pSWBJyFl2G4FuXzaskxo+5P+aFyqNIPewIgJRAQDYC67WbeYgqYtolqj69c7QhAhMmSoMo5d9QrJuAlthpgZ/xEefHB3IhHftcvCfxApw3YryOXTlmVC25/0R+NSpRn0BkZMICIYAHPZzbrFFDRtEdUaXb/eEYIIkSFDlXHsqldIxk1oM8TM2JakDNutIJdPW5YJbX/SH41LlWbQGxgxgYhgAMxlN+sWU9C0RVRrdP16RwgiRIYMVcaxq14hGTehzRAzY1uSMmy3glw+bVkmtP1JfzQuVZpBb2DEBCKCATCX3axbTEHTFlGt0fXrHSGIEBkyVBnHrnqFZNyENkPMjG1JyrDdCnL5tGWZ2IL7dj+2dlUQThnRwcw7zdh5Z5907OEJaHP90bhUaQa9gRETiAgGwFx2s24xBU1bRLVG1693hCBCZMhQZRy76hWScRPaDDEztiUpw3YryOXTlmViC4IfDX73ww05mRIRIkIpTuwy/vKPn5dNHQZtrj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbGtiRl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JGXYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEESIDBmqjGNXvUIybkKbIWbG/4dSajIJTXMH9h0pw3YryOXTlmViCzY2h6v+upxMiQgRoRQnLGPNW1l2bGhz/dG4VGkGvYERE4gIBsBcdrNuMQVNW0S1Rtevd4QgQmTIUGUcu+oVknET2gwxM+ZuuaW7vt562cvOft/7/Jtu+sH73/+OV73qpdhHpAzbrSCXT1uWiS3Y2Byu+utyMiUiRIRSnLCMNW9l2bGhzfVH41KlGfQGRkwgIhgAc9nNusUUNG0R1Rpdv94RggiRIUOVceyqV0jGTWgzxMyYe/vbP3jjjT945StffMklVcc5hpm++c2vGoaBfUHKsN0Kcvm0ZZnYgo3N4aq/LidTIkJEKMUJy1jzVpYdG9pcfzQuVZpBb2DEBCKCATCX3axbTEHTFlGt0fXrHSGIEBkyVBnHrnqFZNyENkPMjLnzznvH7bffGYvFjjnmqBNPdL761a/feOPXTdPEviBl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAhHBAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxtzXv37Neee9Y2lp6XOfu+Sv//rvDjvMrlQuIhLYF6QM260gl09blokt2NgcrvrrcjIlIkSEUpywjDVvZdmxoc31R+NSpRn0BkZMICIYAHPZzbrFFDRtEdUaXb/eEYIIkSFDlXHsqldIxk1oM8TM+F/ce++Pf/KTh44++shu986nPOXw448/DvuIlGG7FeTyacsysQUbm8NVf11OpkSEiFCKE5ax5q0sOza0uf5oXKo0g97AiAlEBANgLrtZt5iCpi2iWqPr1ztCECEyZKgyjl31Csm4CW2GmBlzd921+aEP/cVNN/0gDFkIzmaf/dnPXhyLLWFfkDJst4JcPm1ZJrZgY3O46q/LyZSIEBFKccIy1ryVZceGNtcfjUuVZtAbGDGBiGAAzGU36xZT0LRFVGt0/XpHCCJEhgxVxrGrXiEZN6HNEDNjhpnf8Y6LLr30sle/+rcOOeSg6XSaSh37xje+RgiBfUHKsN0Kcvm0ZZnYgo3N4aq/LidTIkJEKMUJy1jzVpYdG9pcfzQuVZpBb2DEBCKCATCX3axbTEHTFlGt0fXrHSGIEBkyVBnHrnqFZNyENkPMjBlmPv/8dz/44O4rr/w8tgEpw3YryOXTlmViCzY2h6v+upxMiQgRoRQnLGPNW1l2bGhz/dG4VGkGvYERE4gIBsBcdrNuMQVNW0S1Rtevd4QgQmTIUGUcu+oVknET2gwxM+Y+85kvXXxx5c1vft3Tn36MUnzEEXahcLoQhH1ByrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAQiggEwl92sW0xB0xZRrdH16x0hiBAZMlQZx656hWTchDZDzIy597//45dc8qknnlD4uXBl5cxrrvmyYcSwL0gZtltBLp+2LBNbsLE5XPXX5WRKRIgIpThhGWveyrJjQ5vrj8alSjPoDYyYQEQwAOaym3WLKWjaIqo1un69IwQRIkOGKuPYVa+QjJvQZoiZMffYY48/8cSeHTsMAGEYEtFBByWxj0gZtltBLp+2LBNbsLE5XPXX5WRKRIgIpThhGWveyrJjQ5vrj8alSjPoDYyYQEQwAOaym3WLKWjaIqo1un69IwQRIkOGKuPYVa+QjJvQZoiZ8b/odu+8/PK/f/jhR3/zN1/0wheehX1HyrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAQiggEwl92sW0xB0xZRrdH16x0hiBAZMlQZx656hWTchDZDzIy5G264+bWvfbNSk3g8cc89P/7oR8tveMNrsI9IGbZbQS6ftiwTW7CxOVz11+VkSkSICKU4YRlr3sqyY0Ob64/GpUoz6A2MmEBEMADmspt1iylo2iKqNbp+vSMEESJDhirj2FWvkIyb0GaImTH3x3/8/quuWv+Hf/iCbR/6R3/0nnvuub/VqhuGgX1ByrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAQiggEwl92sW0xB0xZRrdH16x0hiBAZMlQZx656hWTchDZDzIwZZv7933/bHXf0rr/+fwB4z3s+/D/+x7/cfPPVprkD+4KUYbsV5PJpyzKxBRubw1V/XU6mRISIUIoTlrHmrSw7NrS5/mhcqjSD3sCICUQEA2Auu1m3mIKmLaJao+vXO0IQITJkqDKOXfUKybgJbYaYGXNf/GLd89778pf/xlFHHf6Xf/nl3/mdl3760x8SgrAvSBm2W0Eun7YsE1uwsTlc9dflZEpEiAilOGEZa97KsmNDm+uPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJkxJ+Vkbe2vv/SlK6SUKytnvO99bz3iiMOwj0gZtltBLp+2LBNbsLE5XPXX5WRKRIgIpThhGWveyrJjQ5vrj8alSjPoDYyYQEQwAOaym3WLKWjaIqo1un69IwQRIkOGKuPYVa+QjJvQZoiZATz00EApPuigA5n5gQf6e/bIpzzlSMNY2rFjB/YRKcN2K8jl05ZlYgs2Noer/rqcTIkIEaEUJyxjzVtZdmxoc/3RuFRpBr2BEROICAbAXHazbjEFTVtEtUbXr3eEIEJkyFBlHLvqFZJxE9oMMXMYhi9/+RufeGJPJnOK71cNwyQiKfcUi/mrr77MMGLYF6QM260gl09blokt2NgcrvrrcjIlIkSEUpywjDVvZdmxoc31R+NSpRn0BkZMICIYAHPZzbrFFDRtEdUaXb/eEYIIkSFDlXHsqldIxk1oM8Q/h6uv/hazOvbYp95yy78DhJ/jww6zn/e8PBFhX5AybLeCXD5tWSa2YGNzuOqvy8mUiBARSnHCMta8lWXHhjbXH41LlWbQGxgxgYhgAMxlN+sWU9C0RVRrdP16RwgiRIYMVcaxq14hGTehzRAzP/HEnuuvv/Hhhx8lolgshhml1GGHHXL66ctEhH1ByrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAQiggEwl92sW0xB0xZRrdH16x0hiBAZMlQZx656hWTchDZDzPzAAz8pFn/n9tt/CCwR4f/BHBaLZzYaXzaMGP5PmJmI8B9KyrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAQiggEwl92sW0xB0xZRrdH16x0hiBAZMlQZx656hWTchDZDPPPEE3uUUvhFS0ti586d+D95/PHxpz71hbPPXslkTt2zR9577/179kgh6Oijj0wkDhiPn+h277Ttg5/61Kdg5p57frx79+Ckk1KWtRNPTsqw3Qpy+bRlmdiCjc3hqr8uJ1MiQkQoxQnLWPNWlh0b2lx/NC5VmkFvYMQEIoIBMJfdrFtMQdMWUa3R9esdIYjwS2KA8J9Khirj2FWvkIyb0GaImYfD0Xvf+9H77rufiDA3napTTz3pAx+4IBZbwpMbDIaf/OQXWq1/O/roIz3vD2Kxpc9//itPfepTlpaWXv7ycw4++OBLLqkIIR555LGXvezXzzmnePXV11155b8kkwkAb3vbGw4/3MaTkDJst4JcPm1ZJrZgY3O46q/LyZSIEBFKccIy1ryVZceGNtcfjUuVZtAbGDGBiGAAzGU36xZT0LRFVGt0/XpHCCL8koiImTGnmAEIIswpZgCCCAADYPxPRPglyFBlHLvqFZJxE9oMMfNw+NMLLrjonnvu27HDNAwD/6/pySenP/jBC5aWlvDk1tdbzeYNhx560Kmnpo899pgg6D7wwO43vOHVzAzgc5+7fDpVr3+9e9ddP7r00ste//pXX3rpZaXS7x933FM///mvxGKxN7zh1XgSk0nYaga5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEETYa2MZnnbsocuO/eXr7iACgSZTldhlgPHoeBKLCQBhqA6wDACPjiexJUEEBsD4OQLhlyFDlXHsqldIxk1oM8TMSqmLLvrkZBKm06krrrhKCAFgOlWnnXbShRe+bWlpCU/unnt+/JGPrN1/f/8DH7jg5JNPuOKKq77+9fXTT3/26adnlpdPfu97P/Ka1/zWySefCPCHPvTpww47+KGHfvrud5eIxE03Bf/4j9f86Z96sVgMv4iZp1MlZfidb/97/oy0ZZnYgo3N4aq/LidTIkJEKMUJy1jzVpYdG9pcfzQuVZpBb2DEBCKCATCX3axbTEHTFlGt0fXrHSGIsBcYIHDx1Kec/+KTjzxk11U3/KjW6I7l9PdeeELh5KMY+Mfv9L7WvouIXnnWM17ya8cC+PoNvXrr7t8649j/8mtPZ2YZqsf2TNb+MbjtvoeNJcLekKHKOHbVKyTjJrQZYubpdPrud394MglPOeXEr371H4gEAGZ12mknX3zxe2KxJfxv9fsPvfOd/13KyR/+4bmnnHIB2BHWAAAgAElEQVTSxsbto9EjV1/9r7/xG8XvfOf7v/d7r0ylngHA9z8TixnTaXjBBecDuPXW26+44qr3vMfbscPALxoMHtm49UeTSfjEWD7/Bc/eae3AFmxsDlf9dTmZEhEiQilOWMaat7Ls2NDm+qNxqdIMegMjJhARDIC57GbdYgqatohqja5f7whBhL0wmar0Uw/61PlnmTuWZDg9YOeOj/995+ADzP/20pOvu+X++M7YsnNo+a//7Qk5/egb8jffuZuAZzmHvusL37V2LJ3znKcuCTozfdRPH9vzxk9ed9t9PzWWBPaGDFXGsateIRk3oc0QMwMYj58Iw3DnTpOIMEdES0tL+N8ajR62LOuLX7wiHt91880b73jH+YcddgiAa65pfe97twhBp5120jnnPO+xxx7/wAf+r7PPXrn66n/9wAfevmuXddVV1/77v//wggveRET4RWE4feyxJ6QMf9C584wzT7YsE1uwsTlc9dflZEpEiAilOGEZa97KsmNDm+uPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBH2ggxVPn3EJ9905o0/7N95/+ifvnfP7oef+Mh5OdNYevXF1xySMOvvPefazn133T96+yue9cZPXQfgL9/yPP9rN39x/XZmfsWZx737t5/9iStv+dr1dy8Jwl6Soco4dtUrJOMmtBliZgDveMd///KX/z4WM6bTaRhOmXk6Dc8667lXXPHZWCyGJ/eNb1zbav3bgw/24/H4aaedtGvXzrvvvveZzzy+1brhJS954eGHH/rpT//1859/xm233ZlMJv7oj36vUvmrRx557IQTjms2v3veeW42eyqeRBhOm/96Sy6ftiwTW7CxOVz11+VkSkSICKU4YRlr3sqyY0Ob64/GpUoz6A2MmEBEMADmspt1iylo2iKqNbp+vSMEEfaCYj4obv7p72Z+4zlPvf2+n378az+44fafvP+1zznzmUf996/cmNy1412vWv7sNza+dcuPP10q7NqxBNDjeyZv/Uz73+8dHnHwri++/QWHH2y9/7Ib//nGe5RiIuwVGaqMY1e9QjJuQpshZgZw0UWfuPDCjzHLQuGss876NSIh5Z7jjjv2TW967dKSwJMLw2mzecNnP/s3v/7rBdf9r0LQtdde/8AD/ZNOOu6MM55DRDfdFNxww81HHGG/6EUrBxyw67HHHr/66n/t93effvrys599Mp6clGG7FeTyacsysQUbm8NVf11OpkSEiFCKE5ax5q0sOza0uf5oXKo0g97AiAlEBANgLrtZt5iCpi2iWqPr1ztCEGHvTEIV32mc+4LUeWenY0viY1+7+Qd3P/TBc3/taYcfuMtcuvuBR/7bWvOkpx70J7/97Gs79wF4wbOO/tjXOv/w3R8Zgs465aiXnX7smScf+Sdf+E4ruD+2JLA3ZKgyjl31Csm4CW2GmBlAGIZXXXXthz70F7ffftcb3/hqz3vd059+NLbs3nvvP+qow5eWlvAfR8qw3Qpy+bRlmdiCjc3hqr8uJ1MiQkQoxQnLWPNWlh0b2lx/NC5VmkFvYMQEIoIBMJfdrFtMQdMWUa3R9esdIYiwF5j5yEPiJz/t4D2TaeGUo5574uEPjZ54w6euM2Pi7a941u+c5bz3izdc+d3ex96QP+XYQ15x0b8Qof7eczp37a5+Y+OwA3c2b73/9BOOqL39+Z+68gd/1bgtFhPYGzJUGceueoVk3IQ2Q8yMud27B3/yJx+q1f7q5JOX/+qvPv6c55yGfUfKsN0Kcvm0ZZnYgo3N4aq/LidTIkJEKMUJy1jzVpYdG9pcfzQuVZpBb2DEBCKCATCX3axbTEHTFlGt0fXrHSGIsBcmofr1zDEXv+700WMTAIckzK9cd8clf3fTyU875NOls753x+7yX393z2R6/n85+c2/ecp3bnuQgOeeeMQn/r5jxJZef076prt2H3WwdfAB5gWf+/Z3bnvQWBLYGzJUGceueoVk3IQ2Q8yMmQcf3P25z11WqXzxsMMO+eM/fv3q6isNw8C+I2XYbgW5fNqyTGzBxuZw1V+XkykRISKU4oRlrHkry44Nba4/GpcqzaA3MGICEcEAmMtu1i2moGmLqNbo+vWOEETYC8wwYuKc7DGved7xhx+068pv3/2la28fPrLnt886LpM67NJ/3rjr/oeFoAN37Xh18fgzn3kEgNatD1z+rR/u3LH02uef8JzjD3tsPPlq885v3fJjBgh7R4Yq49hVr5CMm9BmiJkB/PM/f+vCCz92ww3fe97zCm9+8x+ccMJxUsp4PH7CCc8gIuwLUobtVpDLpy3LxBZsbA5X/XU5mRIRIkIpTljGmrey7NjQ5vqjcanSDHoDIyYQEQyAuexm3WIKmraIao2uX+8IQYS9w8ATMjzpmIOe9YxDv3b93UKQIJqEKlRqR2xpSRAAZp6EyjJjAMZ7QiO2xOBwytaOJRkqpdiICew9GaqMY1e9QjJuQpshZgbw2te++fLLPw/EAUsIodQECM8666xrr/1bw4hhX5AybLeCXD5tWSa2YGNzuOqvy8mUiBARSnHCMta8lWXHhjbXH41LlWbQGxgxgV9WOFVLgn4G/ykYAHPZzbrFFDRtEdUaXb/eEYIIvyQiMON/g5kBEBHmmBkgIvxyZKgyjl31Csm4CW2GmBnA9753y91337O0JPjn8DNKqSOOsM8667lCEPYFKcN2K8jl05ZlYgs2Noer/rqcTIkIEaEUJyxjzVtZdmxoc/3RuFRpBr2BERPYe0rxlPmM9BG33Tt66JEnjCUxVTxVLAiKEVsiQTRVPFVKECnm2JIAEE75Z5YExZYE9h4DYC67WbeYgqYtolqj69c7QhDhl8QA4T+VDFXGsateIRk3oc0QM2NbkjJst4JcPm1ZJrZgY3O46q/LyZSIEBFKccIy1ryVZceGNtcfjUuVZtAbGDGBvcQMIyYKzzzydeec1N544IrWXQ8OHz8ksbN46lFPPSzxwx//tH3rAw8/Lo88OF489agjD951233D1q0PADj+KUnnKcm77n+4c/dDhL3GAJjLbtYtpqBpi6jW6Pr1jhBEiAwZqoxjV71CMm5CmyFmxrYkZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgJ7gwFW/NrnH/+2lz8rFhMxQd/8wX0Xfunf/uglJ//uSmr46J4D4zs++08bf9e844PnPrdwylOGjzyRjBuf/5fbHnlcvvE3npmM77j8mz/8869+n34Ge4cBMJfdrFtMQdMWUa3R9esdIYgQGTJUGceueoVk3IQ2Q8yMX7R793A6DZlhmjsOOihJhH1CyrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAT2hmLeaSx98g/PPPTAnbfdO7rrgYfvf+ixWzcHn/FWvn/HQx+8/MZP/uGZB+4yLr/ujve/5jkf/tub/uGG3p+9Ontm+ii/fvOhB+487+wTr/7evZdccRP9DPYOA2Auu1m3mIKmLaJao+vXO0IQITJkqDKOXfUKybgJbYaYGXN33bX5wQ9+4qabfsBMzNPnPGf5c5/7SCy2hH1ByrDdCnL5tGWZ2IKNzeGqvy4nUyJCRCjFCctY81aWHRvaXH80LlWaQW9gxAT2BgNg/uPfOu01zz9+8Mieiy6/8Zqb7zs4vuPDr8sdf3SyFdz/ouVjrrn53u/fsftDv//c919241U3/KjsZl/07GN+58P/8rgMv/qes//1lh9f/Hc30c9g7zAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJkxw8zveMdFl1562atf/VuHHHLQdDpNpY594xtfI4TAviBl2G4FuXzaskxswcbmcNVfl5MpESEilOKEZax5K8uODW2uPxqXKs2gNzBiAntJMcd3xn7vBSe6xdQBlnHZN2///NXdt/zXU8/OPHWz/+ixhx9w+bfuuKJ154d+//Rlx97sP+oceeAV7bsuuvzGQw7c+TfveOF1t/z44r+7iX4Ge4cBMJfdrFtMQdMWUa3R9esdIYgQGTJUGceueoVk3IQ2Q8yMGWY+//x3P/jg7iuv/Dy2ASnDdivI5dOWZWILNjaHq/66nEyJCBGhFCcsY81bWXZsaHP90bhUaQa9gRET2EsE7LIMAX7Ti08+/inJ9NMO+vzV3dedfdJnrrr1S+u3v/0Vz3rlWcetfnR9z0S97PRjX3f2icNH97y52rr93tGRh+z60jtecN0tP774726in8HeYQDMZTfrFlPQtEVUa3T9ekcIIkSGDFXGsateIRk3oc0QM2PuM5/50sUXV9785tc9/enHKMVHHGEXCqcLQdgXpAzbrSCXT1uWiS3Y2Byu+utyMiUiRIRSnLCMNW9l2bGhzfVH41KlGfQGRkxgb0wVH5IwL37d6aax9PieMG4axx6R+Ow3bi299JRvdx/8+nd/9NrnH3/C0clz/WvvuG/0mucf/ye//ew//8r3//7bdy8JspPW37zzhdfdct+Hv3oT/Qz2DgNgLrtZt5iCpi2iWqPr1ztCECEyZKgyjl31Csm4CW2GmBlz73//xy+55FNPPKHwc+HKypnXXPNlw4hhX5AybLeCXD5tWSa2YGNzuOqvy8mUiBARSnHCMta8lWXHhjbXH41LlWbQGxgxgb3BDCHoN5/7dO9lpxx58K5Hx5Nao/s31/7w9190wut+/STTWHr4cfmZb2x86drbn3Fk4pPnn7nxo+GFl/2bDBngQxPWX7612Lr1/o/9fYd+BnuHATCX3axbTEHTFlGt0fXrHSGIEBkyVBnHrnqFZNyENkPMjLnJJJRSYm5pSezcuRP7iJRhuxXk8mnLMrEFG5vDVX9dTqZEhIhQihOWseatLDs2tLn+aFyqNIPewIgJ7CVmTJU69MCdb/qN9L/cdO/379hNABEdltx58AHm7tH4oUf2EJEREzuNpcdlOJ0qIgJABNNYmiqehAp7jwEwl92sW0xB0xZRrdH16x0hiBAZMlQZx656hWTchDZDzDydTi+88ONSTp75zOO/9rV/WloSAKZTdeqpJ33gAxfEYkvYF6QM260gl09blokt2NgcrvrrcjIlIkSEUpywjDVvZdmxoc31R+NSpRn0BkZMYO8x42cOS+58+HG5ZzIlIgZYMQNEEESYUcwEIsL/xMwAEeGXwACYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZp5Op+96159LOTnllBO/+tUrgSX83PS00075yEfKsdgS9gUpw3YryOXTlmViCzY2h6v+upxMiQgRoRQnLGPNW1l2bGhz/dG4VGkGvYERE/hlTRUL+hn852AAzGU36xZT0LRFVGt0/XpHCCJEhgxVxrGrXiEZN6HNEDMDmE6nAJaWlrBtSBm2W0Eun7YsE1uwsTlc9dflZEpEiAilOGEZa97KsmNDm+uPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJmxLUkZtltBLp+2LBNbsLE5XPXX5WRKRIgIpThhGWveyrJjQ5vrj8alSjPoDYyYQEQwAOaym3WLKWjaIqo1un69IwQRIkOGKuPYVa+QjJvQZoiZsS1JGbZbQS6ftiwTW7CxOVz11+VkSkSICKU4YRlr3sqyY0Ob64/GpUoz6A2MmEBEMADmspt1iylo2iKqNbp+vSMEESJDhirj2FWvkIyb0GaImQFIObn55uCZzzzhgAPi3/3uTevr/3rssU9/6UtfeOCBCewjUobtVpDLpy3LxBZsbA5X/XU5mRIRIkIpTljGmrey7NjQ5vqjcanSDHoDIyYQEQyAuexm3WIKmraIao2uX+8IQYTIkKHKOHbVKyTjJrQZYmYAX/7ylRdc8MHLLvuL44572ote9OrNzXuJ8J73vOXCC9+GfUTKsN0Kcvm0ZZnYgo3N4aq/LidTIkJEKMUJy1jzVpYdG9pcfzQuVZpBb2DEBCKCATCX3axbTEHTFlGt0fXrHSGIEBkyVBnHrnqFZNyENkNKqX/6p2+95z1/fv/9/Xe+8w9vvLFzxRXfOPfcV3z/+z/YvXvw0Y/+2ate9VLT3IH/dFKG7VaQy6cty8QWbGwOV/11OZkSESJCKU5Yxpq3suzY0Ob6o3Gp0gx6AyMmEBEMgLnsZt1iCpq2iGqNrl/vCEGEyJChyjh21Ssk4ya0GVJKNZs3vPWt7/vJTwYveMEZX/nKP/zmb77ola98yac+9fl77/1xpfLnL37x801zB/7TSRm2W0Eun7YsE1uwsTlc9dflZEpEiAilOGEZa97KsmNDm+uPxqVKM+gNjJhARDAA5rKbdYspaNoiqjW6fr0jBBEiQ4Yq49hVr5CMm9BmiJkBfPnLV5ZKf/rIIw87jvOP/1h76KHh2We/5vWvdz/xifdjH5EybLeCXD5tWSa2YGNzuOqvy8mUiBARSnHCMta8lWXHhjbXH41LlWbQGxgxgYhgAMxlN+sWU9C0RVRrdP16RwgiRIYMVcaxq14hGTehzRAzA5hMwuuvv/HuuzczmVNPOy39ox/d95WvXPna177imGOOxD4iZdhuBbl82rJMbMHG5nDVX5eTKREhIpTihGWseSvLjg1trj8alyrNoDcwYgIRwQCYy27WLaagaYuo1uj69Y4QRIgMGaqMY1e9QjJuQpshZsa2JP9v9uAF3I2yXhj9//+umTWdpmm4TGkLlBYmSAOlkIRKomQFt25vgCJHyygEEVE0hI23TZV4waKCOro3SlZQoWEfRUCMIgVvMSgksRRQiQ4xUi5puJOSEApN+2bm/X/u9T3redjP83lOSltPZp35/bhdq1qxeEhVFRhBo91LmWU+dBARXhUhSBBIEwj/LEKQX5WnM1NhXQPPrE5/kM5VrFZXlhi4BAEAUdaIGskgeDxzUaHUNIt1xhDBNbgtIrqWzyQCPgU8M5CIYCxxbteqViweUlUFRtBo91JmmQ8dRITdt2voLD9oweL95t/70HOyxGyH/g5mMERpgtmOAAQiYAjSBBs6QgiCGQxRmmCIsLuEIL8qT2emwroGnlmd/iCdq1itriwxcAkCAKKsETWSQfB45qJCqWkW64whgmtwW0R0LZ9JBHwKeGYgEcFY4tyuVa1YPKSqCoyg0e6lzDIfOogIu0kQrVi8MPUvRy7TFkzfYT369PaTjlmycP4kAQDBc/1B9cGnQ8v2j4cWD3bZv/3LU09ue3nq2KVL9psPAETQe3ln9cFnBrscRNgtQpBflaczU2FdA8+sTn+QzlWsVleWGLgEAQBR1ogaySB4PHNRodQ0i3XGEME1uC0iupbPJAI+BTwzkIhgLHFu16pWLB5SVQVG0Gj3UmaZDx1EhN0hiJZpC/7zgtcddch+gNjdvjN/x4NrE3rw4P0ACBEfeHTbdb9qXnb2CQvmyRJjf249/4Xv3/exd60+6ZilQtC8yYlHnu6ff9Vdz70wmGAIu0MI8qvydGYqrGvgmdXpD9K5itXqyhIDlyAAIMoaUSMZBI9nLiqUmmaxzhgiuAa3RUTX8plEwKeAZwYSEYwlzu1a1YrFQ6qqwAga7V7KLPOhg4iwO4a2ePuaw770/tf+4r7HuW1vffalauOZp7s7EEFfujB/4dSt9zz6s01b3xw59NZNrVXLD/jqB2Kf/8F9P7+/LTE8PX74Re9Y9e3b/vKjyiOAiLB7hCC/Kk9npsK6Bp5Znf4gnatYra4sMXAJAgCirBE1kkHweOaiQqlpFuuMIYJrcFtEdC2fSQR8CnhmIBHBWOLcrlWtWDykqgqMoNHupcwyHzqICLvDFnTMYfvn0idNTLDf1p/88k1/HHBHnmDcdi5429EffMvKi6+p/b75LAIIgve/6TUfP331p67d9Js/PXH08v2vvfjk7vZdH7n6rmdf2CkxhN0kBPlVeTozFdY18Mzq9AfpXMVqdWWJgUsQABBljaiRDILHMxcVSk2zWGcMEVyD2yKia/lMIuBTwDMDiQjGEud2rWrF4iFVVWAEjXYvZZb50EFE2E2OoNjKxelTjw7ri/7a7l12w/1/aT1/UECdvjDR3b7rk9duGuyybSHeePyhXzrntdUHn778xj9s3zE8VPN94ozjjte1xtbuZT+4v/fSLsYQdocQ5Ffl6cxUWNfAM6vTH6RzFavVlSUGLkEAQJQ1okYyCB7PXFQoNc1inTFEcA1ui4iu5TOJgE8BzwwkIhhLnNu1qhWLh1RVgRE02r2UWeZDBxFhN8kSU+SJo5ft//5/fc3KQ/f/1R8e/9z373vHicuv+EDsipv/+OPqo4gQX7n4S+8/8a+P9z77X/d2t+/yz5dsh154mV/w9tBFp63+6NV3bf7bc4o8AbtDCPKr8nRmKqxr4JnV6Q/SuYrV6soSA5cgACDKGlEjGQSPZy4qlJpmsc4YIrgGt0VE1/KZRMCngGcGEhGMJc7tWtWKxUOqqsAIGu1eyizzoYOIsDsch94zdcSH3np0/dHntcC8I5cGbt302Fd//MBVF7zuqGX7n/uNO5/t7TjxqMVXnhdboMo/uHPLM70dW5584YzXH7Fo4byfbW6dumb5sYcf8OFv3f3Xdk+WGOwOIcivytOZqbCugWdWpz9I5ypWqytLDFyCAIAoa0SNZBA8nrmoUGqaxTpjiOAa3BYRXctnEgGfAp4ZSEQwlji3a1UrFg+pqgIjaLR7KbPMhw4iwu4QgpYv9n/6PeHEqqUAcN9DnctuuA8AvvtvydvvbX3rZxYApE855vy3hgTRpDTBEK/6Wf3Z3s6L33nskgPmv/DSrtzt1i2VRx1BiLBbhCC/Kk9npsK6Bp5Znf4gnatYra4sMXAJAgCirBE1kkHweOaiQqlpFuuMIYJrcFtEdC2fSQR8CnhmIBHBWOLcrlWtWDykqgqMoNHupcwyHzqICLvJETTB8E3HHxJcGvjer/7Kh2JSZoo8sXPoCEEAIEtMnmAwi9ti19DZzzd54MJ53e27XnhpF/432F1CkF+VpzNTYV0Dz6xOf5DOVaxWV5YYuAQBAFHWiBrJIHg8c1Gh1DSLdcYQwTW4LSK6ls8kAj4FPDOQiGAscW7XqlYsHlJVBUbQaPdSZpkPHUSE3SeIfIo0b1J6fvtOhggAgggBEeHviICAYBYCIoKgvwNEYIjwqghBflWezkyFdQ08szr9QTpXsVpdWWLgEgQARFkjaiSD4PHMRYVS0yzWGUME1+C2iOhaPpMI+BTwzEAigrHEuV2rWrF4SFUVGEGj3UuZZT50EBFeFUF/BxMM4Z9FCPKr8nRmKqxr4JnV6Q/SuYrV6soSA5cgACDKGlEjGQSPZy4qlJpmsc4YIrgGt0VE1/KZRMCngGcGEhGMJc7tWtWKxUOqqsAIGu1eyizzoYOI4BJCkF+VpzNTYV0Dz6xOf5DOVaxWV5YYuAQBAFHWiBrJIHg8c1Gh1DSLdcYQwTW4LSK6ls8kAj4FPDOQiGAscW7XqlYsHlJVBUbQaPdSZpkPHUQElxCC/Ko8nZkK6xp4ZnX6g3SuYrW6ssTAJQgAiLJG1EgGweOZiwqlplmsM4YIrsFtEdG1fCYR8CngmYFEBGOJc7tWtWLxkKoqMIJGu5cyy3zoICK4hBDkV+XpzFRY18Azq9MfpHMVq9WVJQYuQQBAlDWiRjIIHs9cVCg1zWKdMURwDW6LiK7lM4mATwHPDCQiGEuc27WqFYuHVFWBETTavZRZ5kMHEcElhCC/Kk9npsK6Bp5Znf4gnatYra4sMXAJAgCirBE1kkHweOaiQqlpFuuMIYJrcFtEdC2fSQR8CnhmIBHBWOLcrlWtWDykqgqMoNHupcwyHzqICC4hBPlVeTozFdY18Mzq9AfpXMVqdWWJgUsQABBljaiRDILHMxcVSk2zWGcMEVyD2yKia/lMIuBTwDMDiQjGEud2rWrF4iFVVWAEjXYvZZb50EFEcAkhyK/K05mpsK6BZ1anP0jnKlarK0sMXIIAgChrRI1kEDyeuahQaprFOmOI4BrcFhFdy2cSAZ8CnhlIRDCWOLdrVSsWD6mqAiNotHsps8yHDiKCSwhBflWezkyFdQ08szr9QTpXsVpdWWLgEgQARFkjaiSD4PHMRYVS0yzWGUME1+C2iOhaPpMI+BTwzEAigrHEuV2rWrF4SFUVGEGj3UuZZT50EBFcQgjyq/J0Ziqsa+CZ1ekP0rmK1erKEgOXIAAgyhpRIxkEj2cuKpSaZrHOGCK4BrdFRNfymUTAp4BnBhIRjCXO7VrVisVDqqrACBrtXsos86GDiOASQpBflaczU2FdA8+sTn+QzlWsVleWGLgEAQBR1ogaySB4PHNRodQ0i3XGEME1uC0iupbPJAI+BTwzkIhgLHFu16pWLB5SVQVG0Gj3UmaZDx1EBJcQgvyqPJ2ZCusaeGZ1+oN0rmK1urLEwCUIAIiyRtRIBsHjmYsKpaZZrDOGCK7BbRHRtXwmEfAp4JmBRARjiXO7VrVi8ZCqKjCCRruXMst86CAiuIQQ5Ffl6cxUWNfAM6vTH6RzFavVlSUGLkEAQJQ1okYyCB7PXFQoNc1inTFEcA1ui4iu5TOJgE8BzwwkIhhLnNu1qhWLh1RVgRE02r2UWeZDBxHBJYQgvypPZ6bCugaeWZ3+IJ2rWK2uLDFwCQIAoqwRNZJB8HjmokKpaRbrjCGCa3BbRHQtn0kEfAp4ZiARwVji3K5VrVg8pKoKjKDR7qXMMh86iAguIQT5VXk6MxXWNfDM6vQH6VzFanVliYFLEAAQZY2okQyCxzMXFUpNs1hnDBFcg9siomv5TCLgU8AzA4kIxhLndq1qxeIhVVVgBI12L2WW+dBBRHAJIcivytOZqbCugWdWpz9I5ypWqytLDFyCAIAoa0SNZBA8nrmoUGqaxTpjiOAa3BYRXctnEgGfAp4ZSEQwlji3a1UrFhVor10AACAASURBVA+pqgIjaLR7KbPMhw4igksIQX5Vns5MhXUNPLM6/UE6V7FaXVli4BIEAERZI2okg+DxzEWFUtMs1hlDBNfgtojoWj6TCPgU8MxAIoKxxLldq1qxeEhVFRhBo91LmWU+dBARXEII8qvydGYqrGvgmdXpD9K5itXqyhIDlyAAIMoaUSMZBI9nLiqUmmaxzhgiuAa3RUTX8plEwKeAZwYSEYwlzu1a1YrFQ6qqwAga7V7KLPOhg4jgEkKQX5WnM1NhXQPPrE5/kM5VrFZXlhi4BAEAUdaIGskgeDxzUaHUNIt1xhDBNbgtIrqWzyQCPgU8M5CIYI9t29b97nd/+K53vSUUOhIAWq0ntm9/KRQ6UpImXnrp5SeffMZxhCxLy5cfMjk5+fjjT23b1l25Mqiq8+Af49yuVa1YPKSqCoyg0e6lzDIfOogILiEE+VV5OjMV1jXwzOr0B+lcxWp1ZYmBSxAAEGWNqJEMgsczFxVKTbNYZwwRXIPbIqJr+Uwi4FPAMwOJCPZMu/3k1Vdf/6c/WYceuvSSSz7aaj3xy1/+zuebf8AB+2Uy5/7iF3eWy7Vlyw72+eanUmds3vzArbf+KhDwA8DHP37+QQdp8A9wbteqViweUlUFRtBo91JmmQ8dRASXEIL8qjydmQrrGnhmdfqDdK5itbqyxMAlCACIskbUSAbB45mLCqWmWawzhgiuwW0R0bV8JhHwKeCZgUQEe+bGG3/25JNPT05OHnfc0StWHNrrvXDwwUsCAf/ll3/rne98c73eWLbs4Le8JSmE6HSe/9KXvp3JnHvEEcuuu+4mSZLOP/+98A9wbteqViweUlUFRtBo91JmmQ8dRASXEIL8qjydmQrrGnhmdfqDdK5itbqyxMAlCACIskbUSAbB45mLCqWmWawzhgiuwW0R0bV8JhHwKeCZgUQEe+Yvf2l++9uFXbv45z//MV1fDjNefPHF9eu/9eEPv+/223/zyCNbTzjhuDe96aTnntv2i1/8Npu9CJH96U/Wxo2/ufTSjCRJ8H/CuV2rWrF4SFUVGEGj3UuZZT50EBFcQgjyq/J0Ziqsa+CZ1ekP0rmK1erKEgOXIAAgyhpRIxkEj2cuKpSaZrHOGCK4BrdFRNfymUTAp4BnBhIR7LFW64lLLvmyqiof//j5xx+/6uWXd5jmd5YvP+Tcc9e2Wo9v3frEc889X6ncG4ms2rat96lPXQAADz740I9/fMdnPpOZnJThf+r3X97ytyf40H6xvyP5htWqqsAIGu1eyizzoYOI4BJCkF+VpzNTYV0Dz6xOf5DOVaxWV5YYuAQBAFHWiBrJIHg8c1Gh1DSLdcYQwTW4LSK6ls8kAj4FPDOQiGDP9PsvSpJ0ww0/lWX5iSeeuuSSdD7/fy9Y4Dv//PcCQK/3wv777wcAudx/7dgxeP753uc//7H589U77rjzr3/d8slPfhgR4X/auZNv6/SHQ/vhh586KbFKVRUYQaPdS5llPnQQEVxCCPKr8nRmKqxr4JnV6Q/SuYrV6soSA5cgACDKGlEjGQSPZy4qlJpmsc4YIrgGt0VE1/KZRMCngGcGEhHsmZtu+tmf/9x89tltqqq8/vUnbNnSuvvuzeeeu1ZR5BNOWF0s/kJV5y1adGC1em86fc6vfnV3v//ia15zRKWy+bzzjGj0WPgHHEfcfdefY/GQqiowgka7lzLLfOggIriEEORX5enMVFjXwDOr0x+kcxWr1ZUlBi5BAECUNaJGMggez1xUKDXNYp0xRHANbouIruUziYBPAc8MJCLYMzt37iyXa9//fvGd73zLO9/55vvvrz/zTMdxxMQEe/3r1yjKZLlcGwx2rllz3DHHvGbHjsEvf3lXp7PtxBPDxx9/DPxjnNu1qhWLh1RVgRE02r2UWeZDBxHBJYQgvypPZ6bCugaeWZ3+IJ2rWK2uLDFwCQIAoqwRNZJB8HjmokKpaRbrjCGCa3BbRHQtn0kEfAp4ZiARwd7wxBNPH3zwYsYY7CWc27WqFYuHVFWBETTavZRZ5kMHEcElhCC/Kk9npsK6Bp5Znf4gnatYra4sMXAJAgCirBE1kkHweOaiQqlpFuuMIYJrcFtEdC2fSQR8CnhmIBHBWOLcrlWtWDykqgqMoNHupcwyHzqICC4hBPlVeTozFdY18Mzq9AfpXMVqdWWJgUsQABBljaiRDILHMxcVSk2zWGcMEVyD2yKia/lMIuBTwDMDiQjGEud2rWrF4iFVVWAEjXYvZZb50EFEcAkhyK/K05mpsK6BZ1anP0jnKlarK0sMXIIAgChrRI1kEDyeuahQaprFOmOI4BrcFhFdy2cSAZ8CnhlIRDCWOLdrVSsWD6mqAiNotHsps8yHDiKCSwhBflWezkyFdQ08szr9QTpXsVpdWWLgEgQARFkjaiSD4PHMRYVS0yzWGUME1+C2iOhaPpMI+BTwzEAigrHEuV2rWrF4SFUVGEGj3UuZZT50EBFcQgjyq/J0Ziqsa+CZ1ekP0rmK1erKEgOXIAAgyhpRIxkEj2cuKpSaZrHOGCK4BrdFRNfymUTAp4BnBhIRjCXO7VrVisVDqqrACBrtXsos86GDiOASQpBflaczU2FdA8+sTn+QzlWsVleWGLgEAQBR1ogaySB4PHNRodQ0i3XGEME1uC0iupbPJAI+BTwzkIhgLHFu16pWLB5SVQVG0Gj3UmaZDx1EBJcQgvyqPJ2ZCusaeGZ1+oN0rmK1urLEwCUIAIiyRtRIBsHjmYsKpaZZrDOGCK7BbRHRtXwmEfAp4JmBRARjiXO7VrVi8ZCqKjCCRruXMst86CAiuIQQ5Ffl6cxUWNfAM6vTH6RzFavVlSUGLkEAQJQ1okYyCB7PXFQoNc1inTFEcA1ui4iu5TOJgE8BzwwkIhhLnNu1qhWLh1RVgRE02r2UWeZDBxHBJYQgvypPZ6bCugaeWZ3+IJ2rWK2uLDFwCQIAoqwRNZJB8HjmokKpaRbrjCGCa3BbRHQtn0kEfAp4ZiARwVji3K5VrVg8pKoKjKDR7qXMMh86iAguIQT5VXk6MxXWNfDM6vQH6VzFanVliYFLEAAQZY2okQyCxzMXFUpNs1hnDBFcg9siomv5TCLgU8AzA4kIxhLndq1qxeIhVVVgBI12L2WW+dBBRHAJIcivytOZqbCugWdWpz9I5ypWqytLDFyCAIAoa0SNZBA8nrmoUGqaxTpjiOAa3BYRXctnEgGfAp4ZSEQwlji3a1UrFg+pqgIjaLR7KbPMhw4igksIQX5Vns5MhXUNPLM6/UE6V7FaXVli4BIEAERZI2okg+DxzEWFUtMs1hlDBNfgtojoWj6TCPgU8MxAIoKxxLldq1qxeEhVFRhBo91LmWU+dBARXEII8qvydGYqrGvgmdXpD9K5itXqyhIDlyAAIMoaUSMZBI9nLiqUmmaxzhgiuAa3RUTX8plEwKeAZwYSEYwlzu1a1YrFQ6qqwAga7V7KLPOhg4jgEkKQX5WnM1NhXQPPrE5/kM5VrFZXlhi4BAEAUdaIGskgeDxzUaHUNIt1xhDBNbgtIrqWzyQCPgU8M5CIYCxxbteqViweUlUFRtBo91JmmQ8dRASXEIL8qjydmQrrGnhmdfqDdK5itbqyxMAlCACIskbUSAbB45mLCqWmWawzhgiuwW0R0bV8JhHwKeCZgUQEY4lzu1a1YvGQqiowgka7lzLLfOggIriEEORX5enMVFjXwDOr0x+kcxWr1ZUlBi5BAECUNaJGMggez1xUKDXNYp0xRHANbouIruUziYBPAc8MJCIYS5zbtaoVi4dUVYERNNq9lFnmQwcRwSWEIL8qT2emwroGnlmd/iCdq1itriwxcAkCAKKsETWSQfB45qJCqWkW64whgmtwW0R0LZ9JBHwKeGYgEcFY4tyuVa1YPKSqCoyg0e6lzDIfOogILiEE+VV5OjMV1jXwzOr0B+lcxWp1ZYmBSxAAEGWNqJEMgsczFxVKTbNYZwwRXIPbIqJr+Uwi4FPAMwOJCMYS53atasXiIVVVYASNdi9llvnQQURwCSHIr8rTmamwroFnVqc/SOcqVqsrSwxcggCAKGtEjWQQPJ65qFBqmsU6Y4jgGtwWEV3LZxIBnwKeGUhEMJY4t2tVKxYPqaoCI2i0eymzzIcOIoJLCEF+VZ7OTIV1DTyzOv1BOlexWl1ZYuASBABEWSNqJIPg8cxFhVLTLNYZQwTX4LaI6Fo+kwj4FPDMQCKCscS5XatasXhIVRUYQaPdS5llPnQQEVxCCPKr8nRmKqxr4JnV6Q/SuYrV6soSA5cgACDKGlEjGQSPZy4qlJpmsc4YIrgGt0VE1/KZRMCngGcGEhGMJc7tWtWKxUOqqsAIGu1eyizzoYOI4BJCkF+VpzNTYV0Dz6xOf5DOVaxWV5YYuAQBAFHWiBrJIHg8c1Gh1DSLdcYQwTW4LSK6ls8kAj4FPDOQiGAscW7XqlYsHlJVBUbQaPdSZpkPHUQElxCC/Ko8nZkK6xp4ZnX6g3SuYrW6ssTAJQgAiLJG1EgGweOZiwqlplmsM4YIrsFtEdG1fCYR8CngmYFEBGOJc7tWtWLxkKoqMIJGu5cyy3zoICK4hBDkV+XpzFRY18Azq9MfpHMVq9WVJQYuQQBAlDWiRjIIHs9cVCg1zWKdMURwDW6LiK7lM4mATwHPDCQiGEuc27WqFYuHVFWBETTavZRZ5kMHEcElhCC/Kk9npsK6Bp5Znf4gnatYra4sMXAJAgCirBE1kkHweOaiQqlpFuuMIYJrcFtEdC2fSQR8CnhmIBHBWOLcrlWtWDykqgqMoNHupcwyHzqICC4hBPlVeTozFdY18Mzq9AfpXMVqdWWJgUsQABBljaiRDILHMxcVSk2zWGcMEVyD2yKia/lMIuBTwDMDiQjGEud2rWrF4iFVVWAEjXYvZZb50EFEcAkhyK/K05mpsK6BZ1anP0jnKlarK0sMXIIAgChrRI1kEDyv8MjT/W0v7kREcA8iOiigHr5kIXheoVBqmsU6Y4jgGtwWEV3LZxIBnwKeGUhEMJY4t2tVKxYPqaoCI2i0eymzzIcOIoJLCEF+VZ7OTIV1DTyzOv1BOlexWl1ZYuASBABEWSNqJIPgmUUE2f+6545727LEwD24Ld79+iM+f9YJ4HmFQqlpFuuMIYJrcFtEdC2fSQR8CnhmIBHBWOLcrlWtWDykqgqMoNHupcwyHzqICC4hBPlVeTozFdY18Mzq9AfpXMVqdWWJgUsQABBljaiRDIJnFhFcct2m2za3ZImBe3BbnJkIXn7OGvC8QqHUNIt1xhDBNbgtIrqWzyQCPgU8M5CIYCxxbteqViweUlUFRtBo91JmmQ8dRASXEIL8qjydmQrrGnhmdfqDdK5itbqyxMAlCACIskbUSAbBM4sI1m3YtHHzVlli4B7cFmsT+vrUGvC8QqHUNIt1xhDBNbgtIrqWzyQCPgU8M5CIYCxxbteqViweUlUFRtBo91JmmQ8dRASXEIL8qjydmQrrGnhmdfqDdK5itbqyxMAlCACIskbUSAbBM4sI1m3YtHHzVlli4B7cFmsT+vrUGvC8QqHUNIt1xhDBNbgtIrqWzyQCPgU8M5CIYCxxbteqViweUlUFRtBo91JmmQ8dRASXEIL8qjydmQrrGnhmdfqDdK5itbqyxMAlCACIskbUSAbBM4sI1m3YtHHzVlli4B7cFmsT+vrUGvC8QqHUNIt1xhDBNbgtIrqWzyQCPgX2mBDEGILLIRHBWOLcrlWtWDykqgqMoNHupcwyHzqICC4hBPlVeTozFdY18Mzq9AfpXMVqdWWJgUsQABBljaiRDIJnFhGs27Bp4+atssTAPbgt1ib09ak14HmFQqlpFuuMIYJrcFtEdC2fSQR8CuyZv/ylWancm06fA//Yzp27bNtesMAHYwyJCMYS53atasXiIVVVYASNdi9llvnQQURwCSHIr8rTmamwroFnVqc/SOcqVqsrSwxcggCAKGtEjWQQPLOIYN2GTRs3b5UlBu7BbbE2oa9PrQHPKxRKTbNYZwwRXIPbIqJr+Uwi4FNgD9x2W+nLX/5Wu/34WWe9e9269Isvbv/c577+7LPPOY7w+/1XXvnpY4456vrrb/nud3/AOX/Xu9528cXnL1gwH8YSEhGMJc7tWtWKxUOqqsAIGu1eyizzoYOI4BJCkF+VpzNTYV0Dz6xOf5DOVaxWV5YYuAQBAFHWiBrJIHhmEcG6DZs2bt4qSwzcg9tibUJfn1oDnlcolJpmsc4YIrgGt0VE1/KZRMCnwKtlWX975zs/OBgMFGXyxRe3f/ObXzjiiOVvecvZxxxz5GGHHer3z//sZ//twQe3nHXWRatXhwIBf7lc+/znL85mL0aEMYREBGOJc7tWtWLxkKoqMIJGu5cyy3zoICK4hBDkV+XpzFRY12CP/fGPf/H7Fxx55OHgcp3+IJ2rWK2uLDFwCQIAoqwRNZJB8MwignUbNm3cvFWWGLgHt8XahL4+tQY8r1AoNc1inTFEcA1ui4iu5TOJgE+BV+uuu+45/fTzk8nYqlVHnXnmqcuXH3r33ZvPPvviDRvMM854G8x497svePDBh6rVnxx44P5nnPGhhx567O67f3zAAfvB+EEigrHEuV2rWrF4SFUVGEGj3UuZZT50EBFcQgjyq/J0Ziqsa7Bn7rnnj1/5yrc0TVu3Ln344Yfefnv52WefRZxAhKVLF7/jHW9++unn7rjjN1u3PnH88ave+taTfb75MK46/UE6V7FaXVli4BIEAERZI2okg+CZRQTrNmzauHmrLDFwD26LtQl9fWoNeF6hUGqaxTpjiOAa3BYRXctnEgGfAq/W88/3Lrro8zffXFy9etVXv/rZN73ppBtu+Ok551wIwDRN++hH3/+Rj5x16qkfWLky+MMffhsAvva1/Ne/fk21+pOjjtJh/CARwVji3K5VrVg8pKoKjKDR7qXMMh86iAguIQT5VXk6MxXWNdgDv/lN9eyzL3ruuW1EzrHHrrrmmq9ceunXNm26b2JCGgyeO+mkN/3wh9++8MLP3nFH+aCDDti2rXfJJen16z85MTEBY6nTH6RzFavVlSUGLkEAQJQ1okYyCJ5ZRLBuw6aNm7fKEoNXi4gEwQRD+Gfhtlib0Nen1oDnFQqlplmsM4YIrsFtEdG1fCYR8CmwB15+ecfVV1//1a9ePRwOv/rVz5166hsrlXt37eLV6uYbb9z4H//xhQ0bbtL1FTfeeDUAfO1r01//+neq1Z8eddQRMH6QiGAscW7XqlYsHlJVBUbQaPdSZpkPHUQElxCC/Ko8nZkK6xrsgUsu+fINN9z6pjeddNhhhyxZsui9733H/Pnzh8Pht7614T//87rrrvs6ABjGhd/+9uVnnfWuCy/87C9+8dt77rntsMMOhrHU6Q/SuYrV6soSA5cgACDKGlEjGYQ9tmPHoNfrH3LIEnA5Ili3YdPGzVtlicGrIgTNnyctnD/5bG+ACH9H/w0QEYAEwf+GAMiQ/hv8b4jAEOFV4bZYm9DXp9aA5xUKpaZZrDOGCK7BbRHRtXwmEfAp8Go9/vhT991Xnz9f/fnP77zzztqSJQddc81Xtm3rxWKRZvPhE098xyc+8aGHH35s8+Y//e53P1606MB3vev8dvupu+66Zf/9AzB+kIhgLHFu16pWLB5SVQVG0Gj3UmaZDx1EBJcQgvyqPJ2ZCusa7IEbb/zZBRd8WlXnXXpp5uKLPwgz7r77nlNP/UAsFr7ttut/+cvfvve9F1533dff855TP/axL/7kJ7+4557bli8/BMZSpz9I5ypWqytLDFyCAIAoa0SNZBD2DBHddlupXK5efvmnAoGFAPDCCy9u2fLo4sWLDjvsEJg1GOx89tnOgQfu7/cvgHFFBOs2bNq4eassMdh9RCQEvTF86IlHLc5ttF7YsWsCUZ2UFvomX9zB5Qm2QJVhhhDUe2mXb548b3ICZgxt0d2+SxDB7uO2WJvQ16fWgOcVCqWmWawzhgiuwW0R0bV8JhHwKfBq3Xbbr886698OPHA/Iup0uhdd9IH99w986UtXnXTSa595prN16xO33PId27bPPDO9fPkhCxf67733gS9/+ZJ///ePwFhCIoKxxLldq1qxeEhVFRhBo91LmWU+dBARXEII8qvydGYqrGuwB4QQ3//+T77ylW9t2dI6/fS35PNfWbx4kWX97fOfN++5575TTnlzNnvR+edfUqvdFwwe3mhs+fCH33f11ZdPTEzAWOr0B+lcxWp1ZYmBSxAAEGWNqJEMwh54+eXBZZd986qrrhsOB8cee+w111yxY8eOTOazW7Y8smDBwi9+8RMXXniuLEvD4fAjH/l0pXLfT3967THHvAbGFRGs27Bp4+atssRgNwmi+YqUPuWYs//lNdIEe+jJF6740R9XHrLfmVNHLj5A/cL379OXBi54+9G2IxxB/Zf5v1+36bw3H5U89pChI4Sgh5584eJras++MJhgCLuJ22JtQl+fWgOeVyiUmmaxzhgiuAa3RUTX8plEwKfAq8X58Oabb7v66v968smnzj33zE984kNEdNVV1915Z9Xn833wg8Z73nMqIt5yyx3f+c4Pdu3a+e53n3rBBWfPm6fAWEIigrHEuV2rWrF4SFUVGEGj3UuZZT50EBFcQgjyq/J0Ziqsa7AHXn55hxD0/e8X77ijfPfd95jm584770xJkhDx0kuvzOe/v3nzbfPmzbvhhlu/9rX8okUH3HZbYeVKHcZVpz9I5ypWqytLDFyCAIAoa0SNZBD2wO9/f//pp58fCh3p98/fsWNw0UXnPf30sz/+8R0f+cg5N9546/33//nXv74hFDry5ptv+/CH11155Wc++tFzYIwRwboNmzZu3ipLDHYTt8Wa1yy66oLXP/rMi4NdtjIp3XL3I8GDA8cdcWBY1y7/4f31x7pHLPEfuHBe+tRV7ee2//t1m5YeMH//BfNCy/b/4FtWbtzcuuJHf9o1FAxhd3FbrE3o61NrwPMKhVLTLNYZQwTX4LaI6Fo+kwj4FNgzDz306D33/PGcc94Ns2zbkaQJ+J8cx5mYmIAxhkQEY4lzu1a1YvGQqiowgka7lzLLfOggIriEEORX5enMVFjX4NUSQnziE+t/+9uarh/+4osv3nffXy677GN/+MNfbNs+44y3T09f324/Xa0WDz54yYYNN3/841/M5S4/++z/C8ZYpz9I5ypWqytLDFyCAIAoa0SNZBD2wP33//m00z5wyCGLEom4aX52YmLCcRwhSJalyy+/6uqrr7/zzpsXLJj/tred02o9fuGF7z/vvDNDoSNhXBHBug2bNm7eKksMdtPQEccdfuC3P3rScy8M/vjwtm/+tM5tAQCRoJa/MHHlLQ/c+LuH501OfPo9x5924oqLrqne+9BzJOCAhco3PhhfvP/8D3/rrmd6O6QJBruP22JtQl+fWgOeVyiUmmaxzhgiuAa3RUTX8plEwKfAHiMiRASXQyKCscS5XatasXhIVRUYQaPdS5llPnQQEVxCCPKr8nRmKqxrsAfuumvTxz522QMP/EWSlLPPPuOKK9bdcsvtX/zifzz//PPLlh16xRWfed/7Tn/44cdOP/1DJ5xw7Pe+9/XJSRnGWKc/SOcqVqsrSwxcggCAKGtEjWQQ9sCuXfyaa76/fv03AOCss969bl36kEOWAMDvf3//2rUfTSZj1177tUsv/erVV//XCSes/tvfHlmxYtmPfpQPBlfAWCKCdRs2bdy8VZYY7CYikCW2NqF/9JSjAfD2e1sbft18YtvLa4466JoLE1fe8sAtlUcWBdRcOhE8JHDbPY/lNj647cXBqhUH5i9MIOL1peYPf7dlaAtEhN3EbbE2oa9PrQHPKxRKTbNYZwwRXIPbIqJr+Uwi4FPAMwOJCMYS53atasXiIVVVYASNdi9llvnQQURwCSHIr8rTmamwrsGe4Xz4n/957cEHLz7rrHchIgB0Ot3nn+8efPCShQsXAMBwaA8GA59v/sTEBIy3Tn+QzlWsVleWGLgEAQBR1ogaySDssVKpsm7dV7Zsefjss9+Tz3/lD3/485lnppcuPejmm/OTk3I0+vZ//dep73znil//+u4zzvhwPv/lc89dC2OJCNZt2LRx81ZZYrD7bEc4gk4+9uCPvWv18oP8Gze3vnjD/dHgonwmceUtD9x818MTE2w/3+Qpr11+ybuPX//D+3909yOyNLEooF7w9tDbTzjsgm/fVX+sOykx2E3cFmsT+vrUGth7HMd58slnDj10KWMM3KlQaprFOmOI4BrcFhFdy2cSAZ8CnhlIRDCWOLdrVSsWD6mqAiNotHsps8yHDiKCSwhBflWezkyFdQ322PPP92RZWrjQDy7X6Q/SuYrV6soSA5cgACDKGlEjGYQ9UKvdf+21Nx53XOihhx69885NRxyxbP36T5133icHg1253JeOPfao4dB+4xuNVauOuv76b956668vuODTGzZ8/X3vexeMJSJYt2HTxs1bZYnBbnIERYOLznj94Q890V++2P/aoxY9093xoW/ddfwRWj6TuPJHf3p++87jj1h0w2+3RIPa1z4YM4t1bjuT0sRPf//YB/71qHPftPLD377r/i2dSYnBbuK2WJvQ16fWwN7z5z83/+M/vpvN/lswuAIAdu3a1WhsmT9fPfLIwxlj4AaFUtMs1hlDBNfgtojoWj6TCPgU8MxAIoKxxLldq1qxeEhVFRhBo91LmWU+dBARXEII8qvydGYqrGvgmdXpD9K5itXqyhIDlyAAIMoaUSMZhD1wzz1/POecj23Z8hDAxP777/e1r3329tt/87Of3QTgR5QnJ5Vbbsm3209ecsmXEeHll3eecsobv/e9ry1dehCMJSJYt2HTxs1bZYnBbrIdCgcP/Mr7T1x+kB8Atu/gXy8+cPPdj8RCi6+7+OQv3nA/IFx6SKsVWwAAFFdJREFUZmRSmphg+MeHO5//wf1rE0ec/S+vcQTJE+xn9zx25Y8e2D7gDBF2E7fF2oS+PrUG9gbHcTZsuOnTn76i231+yZKlpvnZaHR1Op29667fT0zIH/rQ+664Yt3ChX4Ye4VS0yzWGUME1+C2iOha/qJEYL4CnhlIRDCWOLdrVSsWD6mqAiNotHsps8yHDiKCSwhBflWezkyFdQ08szr9QTpXsVpdWWLgEgQARFkjaiSDsGe2bHns+utv+cMf6pde+m/xeOTeex94+ulnAZCIGJt43euiixYdUKnca1l/PfDAA9/whtctXXoQjCsiWLdh08bNW2WJwe4TRMsWLTjjdYcffdgB1/7yr396ZJvtiP39SkTXmk+88GxvENa10GH7b9/BN//tuSe2veRXJ09cedCyRQue6e64p/lc/+VdjCHsPm6LtQl9fWoN7A1PPfXsW9+akuWJRYs0IvuNb0wef/zRl132zQ984MwtWx69+urrb7op9453vBnGXqHUNIt1xhDBNbgtIrqWS79+4XwF3GZigsE+gEQEY4lzu1a1YvGQqiowgka7lzLLfOggIriEEORX5enMVFjXwDOr0x+kcxWr1ZUlBi5BAECUNaJGMgh7rNt94ZFHtq5Zcxy4HBGs27Bp4+atssTgVdk1dA7ab94yzf+nR7ZJEwwRBBEfClliDHHoCAAgogmG0gQTRENbICIRSRNsgiG8KtwWaxP6+tQa2Buee+75U04556WXtq9adfT09JcXLTqQiIbD4eTk5C9+8dt3v/uCDRvMM898B4y9QqlpFuuMIYJrDB069uAFZ63e37ZtcA8ikCT25resme9TYG9DIoKxxLldq1qxeEhVFRhBo91LmWU+dBARXEII8qty/qLk8UccCJ5Znf4gnatYra4sMXAJAgCirBE1kkHwzCKCdRs2bdy8VZYYvFqCSBBIDOGfhdtibUJfn1oDewMR3X57+ROf+MITTzx1yilv/uxnLz7++KMBoN1+0jDSO3fyW2+99rDDDoGxVyg1zWKdMURwjaFDq5bMP3X55I4duwARXIKIZFky3vcGv1+FvQ2JCMYS53atasXiIVVVYASNdi9llvnQQURwCSFooSp/44Mnrl5xABG4izJvUpYnYB/o9AfpXMVqdWWJgUsQABBljaiRDIJnFhGs27Bp4+atssTAPbgt1ib09ak1sPds2dK64IJ1ltVYufKou+/+8TPPPHf22Rdv2fLYzTdPx2IRcINCqWkW64whgmsMHVq1ZP5pK5TBYBcggksQkSxLa42T/X4V9jYkIhhLnNu1qhWLh1RVgRE02r2UWeZDBxHBJRxBBy1U3rsqcIDCBBG4ygmvPeqII5bCPtDpD9K5itXqyhIDlyAAIMoaUSMZBM8sIli3YdPGzVtliYF7cFusTejrU2tgb3jsscevvDK3cqXebD6ydeuTW7Y8+pvf3PTxj1/2u9/d841vfO5tbzvZ55sfCCyEsVcoNc1inTFEcI2hQ6uWzD9thTIY7AJEcAkikmVprXGy36/C3oZEBGOJc7tWtWLxkKoqMIJGu5cyy3zoICK4hCNocUA55bDJBWQLBHc5+V+OC4WWwz7Q6Q/SuYrV6soSA5cgACDKGlEjGQTPLCJYt2HTxs1bZYmBe3BbrE3o61NrYG94/PGnzjvvU7/5zW8BJhRF/sQnLpicnPziFy8DUBBVouFXvpL9zGcyMPYKpaZZrDOGCK4xdGjVkvmnrVAGg12ACC5BRLIsrTVO9vtV2NuQiGAscW7XqlYsHlJVBUbQaPdSZpkPHUQEl3AELQ4op61QFoAjwGWSb1i9cuVhsA90+oN0rmK1urLEwCUIAIiyRvTMKR3cBxFhXyCCdRs2bdy8VZYYuAe3xdqEvj61BvaSZ57p3HrrL3/4w59ceOF5p576xq1bn2w0/gbAiAQRrV4dWrkyCGOvUGqaxTpjiOAaQ4dWLZl/2gplMNgFiOASRCTL0lrjZL9fhb0NiQjGEud2rWrF4iFVVWAEjXYvZZb50EFEcAlH0OKActoKZQE4Alwm+YbVK1ceBvtApz9I5ypWqytLDFyCACSGH3zdIa85YFIQgXsIh1YcvvjoY5bDPkAE6zZs2rh5qywxcA9ui7UJfX1qDew9jmNv2vSn17/+BEQEdyqUmmaxzhgiuMbQoVVL5p+2QhkMdgEiuAQRybK01jjZ71dhb0MigrHEuV2rWrF4SFUVGEGj3UuZZT50EBFcwhG0OKCctkJZAI4Al0m+YfXKlYfBPtDpD9K5itXqyhIDlyAAeYIZqwILhwNCcBHHFseF9cTUsbAPEMG6DZs2bt4qSwzcg9tibUJfn1oDnlcolJpmsc4YIrjG0KFVS+aftkIZDHYBIrgEEcmytNY42e9XYW9DIoJ9bMeOwYsvvrRkySLYHZzbtaoVi4dUVYERNNq9lFnmQwcRwSUcQYsDymkrlAXgCHCZ5BtWr1x5GOwDnf4gnatYra4sMXAJApAn2HuP3S/g7CRwE8cRq4874qTEKtgHiGDdhk0bN2+VJQbuwW2xNqGvT60BzysUSk2zWGcMEVxj6NCqJfNPW6EMBrsAEVyCiGRZWmuc7PersLchEcG+9PLLg+uuu8my/va5z120bNkhtm3/6ld3PfXUs1NTJx51lA7/GOd2rWrF4iFVVWAEjXYvZZb50EFEcAlH0OKActoKZQE4Alwm+YbVK1ceBvtApz9I5ypWqytLDFyCAOQJ9t5j9ws4OwncxHHE6uOOOCmxCvYBIli3YdPGzVtliYF7cFusTejrU2vA8wqFUtMs1hlDBNcYOrRqyfzTViiDwS5ABJcgIlmW1hon+/0q7G1IRLDP2LZz1VXXbdny6AsvbA+Hj7nwwvdfe+1Nnc7zRx11RLV6fzqdOv74Y+Af4NyuVa1YPKSqCoyg0e6lzDIfOogILuEIWhxQTluhLABHgMsk37B65crDYB/o9AfpXMVqdWWJgUsQgDzB3nvsfgFnJ4GbOI5YfdwRJyVWwT5ABOs2bNq4eassMXAPbou1CX19ag14XqFQaprFOmOI4BpDh1YtmX/aCmUw2AWI4BJEJMvSWuNkv1+FvQ2JCPaZHTsGX/jCN1auDCrK5BlnvK3dfup737vhi1/85IIFvttvLz30UOvjHz8fEeH/RAi6+64/v+6kYyZlCUbQfLJ/5hUlPnQQEVzCEbRkP+X0w5UF4AhwmTe88fjXvOZQ2Ae6L/Hzr/rdXx57XpYmwCUIQJ5gZx+3337OTgI3cRxxfFh/3euPgX3j36+759ZNj8nSBLgHt533JoOXp9aA5xUKv/nblT96gDFEcI2hQ8cunX/64cpgsAsQwSWISJal9571xvnzJ2FvQyKCfem3v/39Ndf8YMEC3/r1n3ziiad+97t71q37KAA++ODffvzjn196aUaWZfifXnpp8MTjneHQ2bLlSV1fOjkpAxD8P0LExzsvXfPzB22bAMEtBFFAlSOL5HkgCFxm5dHLDjl0EQkBexUi9l/mhV83n9j28sQEgntMMIwv880XQ3AVIcSy5QcdddShsA8QwU13PfzHh7dNTCC4h+PQa4888C3hQ4DARQhAktj8+fMQYa+bmGB3PvDkz+/biojgHo6gZQElcpDM+RAAwSUIYGKCnRgPqfMmAQj+3whBSw8+4IADFsIIkIhgH6tW773mmh8cfvhhkciqZvORz3wmDYD1+l9/9rNff+YzF8qyBP/T9u2DrVufBSJZloa2A0QwAsZQkSfAbYjAISAABJdxHPF3sA8goiIzhkjgMrYgAkRwGSGE4wjYNyblCYkhgZsggO3Q0BHgQkQE+4Y0wWSJgasggCCwBSEiuAoBOLZDRDACQXTIwdqB2kIYARIR7DPbt79Ur/9VUSb//Oe/Pv7408cff/TvfnfPxz72wRUrDv3Od25gDD/0ofeBx+PxeDyefwokIthnXnrp5auvvv6+++rPPff8W9+avPjiD9599+Zi8eeqqs6bp3zykx9euvQg8Hg8Ho/H80+BRAT7kuM41ep9W7Y89v73v0eWJQB49tltL764fdmyg+fNU8Dj8Xg8Hs8/CxIR7GOO43A+VNV54PF4PB6P5/87SETg8Xg8Ho/n/weQiMDzv9qDE6em7jwA4N/fe7nFCHKUaEARBRS6ViiX1ohDAWuhIcCWkkRQPLhEd5S2g3SoWhUcKhLUQRFBRUAxqAGhFFkWDzyKyiUB68WxsjIeISq5897OMts/QckM7/P5KPR6PZPJhL/odHoWiwl/MRiMNBqOYRj8hSAIDMOAYnn0egODQUcIwQSj0YgQRqPhMIEgCJPJxGAwSJI0Gk0AgGEIx3GEEFAsjMFgpNFwDMNggslkIkmSTqfD/5F6vZHJZMAE8/8QDAYdKJZErzcwGHSEEEwwGo0IYTQaDhMIgjCZTAwGAyYYjUaEMBoNh6kKkSQJlA9sdPRlRcXFly9fe3q6xcR8TRBkZeWlhw+f2NnNXLv27w4OdvX1LW1t7VZW06KjV3t4uAJAW1u7TqcPDv4CKJZEp9PX1TXfv99jY8MVi0V8Pq+5+UZz83UcxyMiggMCfJTKR3J5vV5vWLky0MlpVm1tE0EQ799r3N1dpdIooFgMk8nc2Nja1tZuZTUtJma1u7vrnTsdCkUTQRAhIYLg4GXPng1XV9eNjb39/PO/RUaGPXz4tKamQa83rFjhHxz8BYZhQJlsOp2+rq75/v0eGxuuWCzi83nNzTeam6/jOB4RERwQ4KNUPpLL6/V6g0Dg9+WXy69evd3aeptGw8LCVvr7fwZTEiJJEigfWFvb3aGh50uWeJ45c1Eg8Fep1Erln7Gx39y8eXd09FVqanxNTYOv7+KBgeE//ujctWu7SqU+eLBk40axi4sTUCzJyMhoQ0NLYKB3Z2fv0NCISLRKJjuRmBir1erOnq3Lykpvb+9is1k8nkNZ2bm4OKG19QwAuHixkcNhp6evA4rFUKvfVVfX+fl9NjAwfO9eT3x89MGDJbGxEWw2+/RpeUrKmtHRV2Njb93d55WUnI2KWnX58j9XrlzK5zseO3Zm69b1rq5zgTLZRkZGGxpaAgO9Ozt7h4ZGRKJVMtmJxMRYrVZ39mxdVlZ6e3sXm83i8RxOnTovEPi3tt6Oj48eH9dUVdVmZ2/95BP7zs7eefOcudzpMGUgkiSB8oERBIFhGAAUF1ew2czHjwdjY79ZtGiBRqPduTM/NTVh7lw+ADx9OlhcXJmd/Y89e2RDQyNJS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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 Ranking Overview' that compares loan distributions across risk ranks (1 through 5) for two time periods: Q4'25 (light purple bars) and Q1'26 (dark blue bars). There is a legend at the top left indicating the two quarters. At the top right, a box notes the weighted average (W.A.) risk ranking for both periods is 3.1. A dashed-border box on the right provides aggregated data for 'Risk Rank 4 & 5', showing 8% (9 loans) for Q4'25 and 6% (7 loans) for Q1'26. The x-axis represents Risk Ranks 1-5, and the y-axis is implied by the loan count and percentage labels above each bar.\n\n| Risk Rank | Q4'25 Loan Count | Q4'25 % | Q1'26 Loan Count | Q1'26 % |\n| --- | --- | --- | --- | --- |\n| 1 | - | - | - | - |\n| 2 | - | - | - | - |\n| 3 | 89 | 92% | 93 | 94% |\n| 4 | 4 | 2% | 4 | 2% |\n| 5 | 5 | 6% | 3 | 4% |" }, "classification": { "predictions": [ { "confidence": 0.9539966583251953, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.03161024674773216, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0057520875707268715, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.002157599665224552, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0019019617466256022, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0012833455111831427, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.001268612453714013, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.000533615704625845, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0003247298882342875, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.00029333672136999667, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00024579843739047647, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.00013431778643280268, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.00011009036825271323, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 8.835765765979886e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 5.510140908882022e-05, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 4.3233878386672586e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 4.203030403004959e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 3.806984022958204e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 3.0580264137825e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.7174926799489185e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.4016737370402552e-05, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.0918483894784003e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 8.543031071894802e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 8.221049938583747e-06, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 6.329115421976894e-06, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 4.990110483049648e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" } ] }, "quber__figure_job_id": "parse-01m3czvhnx5at1n5xd49harapm", "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": [], "quber__footnotes": [ { "marker": "", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated" }, { "marker": "", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" } ] }, "label": "picture", "prov": [ { "page_no": 13, "bbox": { "l": 17.179199999999998, "t": 448.7076, "r": 356.3712, "b": 92.8314, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 340.0, "height": 357.0 }, "uri": 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" 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As of March 31, 2026, unless otherwise stated; at BRSP share" } ] }, "label": "picture", "prov": [ { "page_no": 14, "bbox": { "l": 18.688753128051758, "t": 451.8442153930664, "r": 700.5030517578125, "b": 132.76641845703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 682.0, "height": 319.0 }, "uri": 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" 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure consists of two parts: a map of the United States on the left and a donut chart on the right. The map displays four circular data markers labeled with regions and percentages: 'West 62%', 'Southwest 18%', 'Midwest 16%', and 'Northeast 4%'. The donut chart on the right visualizes data segments with the following values: 34% (dark blue), 23% (medium blue), 21% (light blue), 17% (green), and 5% (lavender).\n\n| Map Region | Percentage |\n| --- | --- |\n| West | 62% |\n| Southwest | 18% |\n| Midwest | 16% |\n| Northeast | 4% |\n\n| Donut Chart Segment | Percentage |\n| --- | --- |\n| Segment 1 | 34% |\n| Segment 2 | 23% |\n| Segment 3 | 21% |\n| Segment 4 | 17% |\n| Segment 5 | 5% |" }, "classification": { "predictions": [ { "confidence": 0.9128976464271545, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.07444076985120773, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.00724002905189991, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0019903467036783695, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.001707378076389432, "created_by": 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"created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 2.7807545848190784e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.7488164050737396e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 2.3805272576282732e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 1.2899597095383797e-05, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.2225841601321008e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 9.017160664370749e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 7.592805104650324e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 1.0450133913764148e-06, "created_by": "DocumentPictureClassifier", "class_name": 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This figure is a donut chart illustrating the Weighted Average (W.A.) Remaining Lease Term. The chart is divided into three segments: a large dark blue segment representing '5.0+' years (57%), a medium blue segment representing '2.5 - 5.0' years (32%), and a light blue segment representing '<2.5' years (11%). A legend to the right of the chart maps the colors to these time categories.\n\n| Category | Percentage |\n| --- | --- |\n| 5.0+ | 57% |\n| 2.5 - 5.0 | 32% |\n| <2.5 | 11% |" }, "classification": { "predictions": [ { "confidence": 0.9985590577125549, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0006691995658911765, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.00038414678419940174, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00013490648416336626, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 7.350115629378706e-05, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 6.080537423258647e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 4.52834356110543e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 3.692604150273837e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 8.168718522938434e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 6.001870588079328e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.704066097678151e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 5.157511168363271e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 2.789064183161827e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.5091670775291277e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 1.307868842559401e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.2264141560081043e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.1184768027305836e-06, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.099048745345499e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 8.338251973327715e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 4.300839009374613e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 2.6480657311367395e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.5988916263486317e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.4286904931614117e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 1.605990718189787e-07, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 8.195549128231505e-09, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 7.29060678494875e-09, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" } ] }, "quber__figure_job_id": "parse-01m3czvm7ytq17f07y9bmfc2cb", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "18", "kind": "section", "label": "W.A. Remaining Lease Term" } ], "quber__footnotes": [ { "marker": "18", "text": "See footnotes in the appendix" } ] }, "label": "picture", "prov": [ { "page_no": 16, "bbox": { "l": 495.3524169921875, "t": 164.7322998046875, "r": 658.8274536132812, "b": 68.16238403320312, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 164.0, "height": 97.0 }, "uri": 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" 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As of March 31, 2026, unless otherwise stated; at BRSP share" } ] }, "label": "picture", "prov": [ { "page_no": 17, "bbox": { "l": 18.820266723632812, "t": 451.8840560913086, "r": 717.0277709960938, "b": 90.82080078125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 698.0, "height": 361.0 }, "uri": 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" 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YCAMYQzEJFOA2CI8N8kEUkJAMgYQ4QzCIAkAQBjSKcBMET4mZSSiBAZIpyGiHCGlJKI8CcMEU4jAJIEAIwhABCRlAQAjCEBIAAiSiIEQET4mZREJAGQMTwNPJ5KI2BaA5IScdy05JTlGX5Dh3MjhGjRtP6tN/T4fu3W79duURQFPB7PRRUwrQFJiThuWnLK8gy/ocM5E1LatqOppyng8XgutoBpDUhKxHHTklOWZ/gNHTweT9USMK0BSYk4blpyyvIMv6GDx+OpWgKmNSApEcdNS05ZnuE3dPB4PFVLwLQGJCXiqEnzv1i6xm/o4PF4qpaAad3Ypxu+8a+UHzbv1n0aeDyeqsWynS4dWqIZqHAcFxE8Hk8VQwSapiLn3DQtRASPx1O1EJFh6Mg5N00LEcHj8VQtRGQYOnLOTdNCRPB4PFULERmGjpxz07QQETweT9VCRIahI+fcNC1EBI/HU7UQkWHoyDk3TQsRwePxVC1EZBg6cs5N00JE8Hg8VQsRGYaOnHPTtBARPB5P1UJEhqEj59w0LUQEj8dTtRCRYejIOTdNCxHB4/FULURkGDpyzk3TQkTweDxVCxEZho6cc9O0EBE8Hk/VQkSGoSPn3DQtRASPx1O1EJFh6Mg5N00LEcHj8VQtRGQYOnLOTdNCRPB4PFULERmGjpxz07QQETweT9VCRIahI+fcNC1EBI/HU7UQkWHoyDk3TQsRwePxVC1EZBg6cs5N00JE8Fz6EE5DOA0BARCQAAAJfoJwhsIQEOE0AgAiAvr/wf9FROCpAojIMHTknJumhYjguQQxRIaMAZ5GRC4JV0pBUpA0XZs7AeYwzWaOI4SQQEBAR07kVQQC6mkKUxUlLCw4MiIsMjxEUxWmMIX9RGGMKQwA5GlCSiLwXIKIyDB05JybpoWI4LkUICAgMECGTEHkTqAgUFpkV3Cr/GSg9ERF8fHywtzyknyTW8K1ye1rtGvEa9jkAsFpPl1L/T59z4Fsn6oCIgIwxpAxTWXhYSHRkWGRESHRkeGRESExUWE1YiLjYqNiY8JDg4OklEJKkkQARASeSwERGYaOnHPTtBARPJUYQ6YyRkS2dG3hnqgoySw8uq84N6csvyBQVmyXczvgSMEAT2OICIgADom+we2blya4UsAZuq6lpKVn7j+kqSr8BwIAIkmnAf0sJNgfFxsZGx1eOyG2Uf2aTRvVqV0z1m/4NE1VFEX8RIKnEiMiw9CRc26aFiKCp5JBAEBUkCnICszSbH5qb/HxPUXH9xQdLzBLHSls6QIBQ2TI8DT4f7kkrg1u1YbXdqWEM3RdS01Lz8zK1lQVfg8RCSFPA0RNVTRVDQ42GtZNaN60XrtWjRrWi4+PjSYgIQQREBF4KhkiMgwdOeemaSEieCoNBZnCmCPcCtfeXXj0x7wDu4uO5vD8IrtcQabgTwAQ4Xe4IBONJh3L6ktJcIaua6lp6ZlZ2Zqqwp9BBABEBFJKIWRQkF6vdlyzxnU6tW/evnXjsNAgn08jKV0hiMBTSRCRYejIOTdNCxHBc7EhIENUmXKionhX4ZEf87I2nTx0KlBqS5eAVFQYIvwZAmQ7o2630mZEBGfoupaalp6Zla2pKpwDInJdQQA+TY0MD2nfpnHny1o0a1S7Qb0ERBRCEhF4LjYiMgwdOeemaSEieC4eBZmCzJZuNj+16uiu9XlZB0pOOFKoTEEEBIT/iQRq6ItNKm/DCAl+outaalp6Zla2pqpwPtBPQAgBAAlxUe3bNEm6plPblg0MQydJrhDguXiIyDB05JybpoWI4LkYGDIVWV6gZOup7FXHdm86ebDCtQhAZQwB4dxIoGgWcovVSSVG8BNd11LT0jOzsjVVhfPNFUJKMnRfy6Z1k67p1KlD85px0UL+hAg8Fx4RGYaOnHPTtBARPBeWyhQEOBUo/Tpny/fHdmeVnBBEKmMICOcJAemg/cO5SiNG8BNd11LT0jOzsjVVhb8GEQkhAahhvZpdOrbo07NzvTrxqqq4riAi8FxARGQYOnLOTdNCRPBcKAoyhni0rPCbIzu+ytmSW15EACpTEM4zAvKBOoy6MwcJfqLrWmpaemZWtqaq8BdzXBcIwkKDO3dofnO/bm1aNEREIQR4LhQiMgwdOeemaSEieP56CjJEPFFRnHJo06qju3NKTylMURDhr0FAOmrD2NVQQYBwmq5rqWnpmVnZmqrCBUFEjiMiI0Ku7tru9oE96tWJAwDXFeD56xGRYejIOTdNCxHB81dCAI2ppwI8NWfzkoMbTwZKEFBlCvyVCEhHdah6NZYBASCCrmupaem79x/SVBUR4UIRUgohoiPD+/e+YsB1V9aqGSuEkJLA81ciIsPQkXNumhYigucvozHFkSLteOZH+9ftKjyiIGPI4K9HQCqyfyjd9DKVqUgEPp+6ZFXawSPHfKpqWg5jeBpcKFKS67oN6iX069Wl/3Vdw8OCXVcQEXj+GkRkGDpyzk3TQkTw/AUYooJsR8GRj/evW5O7x5FCYwpcKJIoLih8ZK3rG0UnhIUH7d6Vc/jISVdxruraRmHszQ++/mb1Riml6wpFYafBBeG6AgAaN6j191t69byqPWNMCAmevwARGYaOnHPTtBARPOcVAmiKmh8o/ezAD6nZm/MDpZqiIlxQjhCDml8xo/tgOCMjfeexYwX9+nfO+HEHU1jLpvUfnPDCoZzj/ZMS9+zL2XfwiMIYXCiuK3ya2ufaLnfe1rtmfIzjuEQEnvOKiAxDR865aVqICJ7zh+FpbMvJg6/s/GZ34VGFMQUZXHCCZNPomvfV6V3HH928Vd30NTsKC0qT+lw+96UPfJp67z8Gjpo0v0Wz+t26tJv5/Fu5eQWMMbiApCRXiAZ14kfc2a9bl7ZMQSEkeM4fIjIMHTnnpmkhInjOE40pFa79cda6j/evL7ErNKbAxSOBrqHmtzVOTLym9dr0Xfv2H+nQqUndOjUQcfXarZl7s3tc1eHZhe/vycrRVBUuBtcVhuHr07PzXX9LqhEd4biCiMBzPhCRYejIOTdNCxHBc84QQFPU3YXHXt/17Q8nsxBQQQYXFSF1kg2HNe15ZfdW69bu3r0r+/tNm0PDgiTJyPCwm/p1fy75/e27DyIDTVURES4GKcl13SYNaw8b0qfbFW0BSEoCzzkjIsPQkXNumhYigufcKMgkyaU5297as/pERYmPKVAJCJDN3YSxLQZc0b3lurW7M3fnfJWWsXnn3q6d24y5/7bUFesa1I1v3qRe+g/bP1myqiJgMsbgInFdYRi+2wf2uOOWXn6/7roCPOeGiAxDR865aVqICJ5zoDLGrcAbmau+PLTJJaGiApWDC6KxGzep1U2dr2qxbu3uzN05X65eo2hs0ug7Pk1Z3bZlo+t6dNqZmX15+2YvvPLRx0u+UxUFLh4ppRDy2m4dHr7npriYCMcV4DkHRGQYOnLOTdNCRPD8r3wKO1xamLx92ZrcvRpTEBAqDQdEMxk/sdVNnbo2X7d2966d2Zv27rntpmvWb9z1xddrXnlufHFJ6bML3n9zwcTv0rc8u/A9RIYIFxEROY7bvk3j0SMGtWxaz3YcIvD8b4jIMHTknJumhYjg+fMQQGWwqZAW7jlyPP9zyy1BVODPIyBJJKQEAE1REJCAXCmElACoMqYyBc5wpXClRESNKQwRfo8DohkkPN76po5dmv2wfs/OHQfXbNnqSLFnX7btuHcNvv6hoTfbjmvZ9vQ5b6z5YbuqKFAJOI4bXyNq7AO3du3UWkpJROD584jIMHTknJumhYjg+ZMQQEVYmec+t9c6abOaygGnNNWSDgKDP4khqxsWc3lCY1u6q7K3F5kVuqL2qNf6sviGAddOy9m19WQ2IhBB+7j6vRu0zysvXrL/xxKzAhFcKVVkiAi/xiHRXKs5JLhraGhQQQEPBKzUtPSd+w4aPh2AdJ92ZafWtRJid2Qe3Jl5UEqJiFA5uEKEBvuHDek7qH93RBBCgudPIiLD0JFzbpoWIoLnz2AIRPDZUXv+ftuSoCIoqCTgltLS1baUCAh/jCQK1f3jOt8woPHlqqIe4aceWPpabnnR+C4DB7fqBmeU29Yz6z77dO+6zglNZl1zR8C1I/0haw7vfirjE0GiYUT88dKiCtdC+BUuiWZ6wvV2W6vcYQrz+32paemZWdmaqgIAETmOCwgIqGoqQuUihESEWwZcPfzvfYMMXUgJnj+DiAxDR865aVqICJ4/jCEgwPs5zksHLFuCgnAaAWpM1pRriko3ClDgj5FAhqKN7XxDnbCYplE1Tdce8fUrTaISnr/27syCY69tWREXHP5gxz7ltnnf0leurtvqgY597vv6lYFNO11Zq8U9Xyd3rdX86nqtnkr/pMgsQ0T4BZdEIz2un9tOBggQdF1LTUvPzMrWVBUuBUQkJQ247srR9w7y+VQhJHj+MCIyDB0556ZpISJ4/hiGQATv5djJB2xJoCD8XxKYgU608xUPZBEo8GdEGMHzew+P9Yfet3TRHa2739Yiccw3b32VtVFlbOKVg+5q22PCd++cquBzr737WGlBrZCo9cf2rT225+ZmVy7YkLr15CEFGfwal2RdPbqf204NMELQdS01LT0zK1tTVbhEEJEQ4oakxIeH3+g3dCEleP4YIjIMHTnnpmkhInj+AIaAAG9n268dtB0JCsL/g4CFsxLdTCk1TzBU4I9xSUQaIcnXjYj2h45cvnhMlxva12hwV8qCrOJcIeWgZlc+efXgBRtT39z27dV1WvVq0O5YWeExXnhD004vb1qafjTTUDSVKfBrBMk4X3hft32I6ZNIuq6lpqVnZmVrqgqXDjqjf+8rR987yOdThZDg+QOIyDB05JybpoWI4Pk9DEEQvH3IXnzQlgAKwq8iUOLUE1C2pNQuRWTwBwiSkUbIwuvuifaHjlzx+qNdBraMqXtX6osHi/OElAObdJ7V446XNy19ZfNyAgKAljG1x3ceuPzg1gKTRxghm3IPHOb5DBF+QQKFq/5+bvsoK1gi6bqWmpaemZWtqSpcUohICHFDUuLDw2/0G7qQEjy/h4gMQ0fOuWlaiAie34QADGHxQfvNQ7YgYAi/gUBNYJlO+YoKx0FE+D2CZKQRsvC6e6L9oQ8se+2edr36Nu5w39JXMo7uAYAHO/QZ1anfzPSPP8rMIKKGkXGTrhyUfiSzTlj0zc2uRIDMgmNTv3/vED+lIoP/RkA+pvZ12tURUS5IXddS09Izs7I1VYVLDZ3Rv/eVo+8d5NNUISV4fhMRGYaOnHPTtBARPGeHAAzhkyP2c/tsImAIvwuRxdGmirLvXUL4PYJkpBGy8Lp7Yvxhw79+qXNC4ye6D15+YPNLm5fG+MMe73pLTFDoQ8te23oyu0F4jUldb95wPOu7nB2v9X3g870/rD+279Xr75+17tMv9v2gMRV+wQXZT7RrIuJdELqupaalZ2Zla6oKlyAiEkIMvP6qkffc6PP5pJTgOTsiMgwdOeemaSEieM5OV+CbE+4Tu8xyAQrCH0EAOoNo97uSsi2AKvwmQTLKCFnU54HYoLB/pCwotQPP9vhHl1pN8yu4X/MFa8Zb275N3vi1Ld12Neq3i6v/4e6MUJ8xr/ewUJ8/r7y4RXSdCd+9s/74Po0p8AsOiBuoQ2OnhgNC17XUtPTMrGxNVeHSRGcM/VufoYOvF1IQgedsiMgwdOScm6aFiOA5Cx+DzUViwg6zwCIV4Y+TwMIUM9JZll+WhajA2UmiYJ8xvN21YT7/oi0rc8sKa4dF39n6mtaxdV0pVuXs/GzPuoBrM0QAkCQRUAK1ia03vF2vUN2/ZO8PSw9uFiQREH7BAXGj2qFhoIZDQte11LT0zKxsTVXhkiWlVBRl4qjB1/fo7LgueM6CiAxDR865aVqICJ5f42NwoExO2m7uK5Magz9LghLBikKsJcWBU4AKnB0B2K5DQLqiIaIgeVqIz+9KEXBtTVEQEP6bKwVDVFCxhaspCpyFA2Kgr0Oj8hoOCV3XUtPSM1PA840AACAASURBVLOyNVWFS5krRHRk2IwJd3ds29SyHfD8GiIyDB0556ZpISJ4fkFBKLBo0g5zY5HwMfjfEKhReIRVpFa4ZQgM/gxJhACICGdBQECAiHB2DogBxmVNSuMcErqupaalZ2Zla6oKlzjXFfXrxs+ZMqJ2zVjXFeD5BSIyDB0556ZpISJ4/htDcCXNzrQ+P+7qDM4FohKHmRV8mUMSAeHCckj0CW7XnCe4QuiGlpqWnpmVrakqXPpsx7mqS5spj9wRGhokhATPfyMiw9CRc26aFiKC57/5GPwrx5m3z0IEhHNCACoqtXB9MV/rECEgXEAuiR7BLdvyOkJI3dBS09Izs7I1VYUqwbbdG/smjr3vFmSMiMDzH4jIMHTknJumhYjg+Q8awvYSMXabWeSQAucBAfpQxMlvi8t2SFDgAnJBXmk07lTWQErSdS01LT0zK1tTVagSiIBIjrnvlkH9r7YdBzz/gYgMQ0fOuWlaiAienykIhTY9ui2wpVj6GJwvElgQmhF2SomZg6DAhSJAttHrdC9rBgS6rqWmpWdmZWuqClWFECImOmLW48NbNq3vuC54fkZEhqEj59w0LUQEzxkIwBCe32u9f9hRGSCcTwRKtJKvVHxZZhUgKnBBSKB6WkyfiraMUNe11LT0zKxsTVWhCrEd96rOrWZOHK6qChGB5wwiMgwdOeemaSEieM7QEJaecKbvsggA4fwjUBOUw7IspdQJICL89SRQBAbdZndRiem6lpqWnpmVrakqVCFEJKV8cOiNg2++1nVd8JxBRIahI+fcNC1EBA+AinC4gsZsrThUThqDvwiBkoDbrLLvTCEREf5iBOQj9S63m0pM17XUtPTMrGxNVaFqEUJERYbNnjyiVfP6juOCB4CIDENHzrlpWogI1R4CMIRZmdYnRx2dwV+HAFRkMXJtedk6CQz+YgTkA3UYdEcLdUNLTUvPzMrWVBWqHMdxO13W/OnHh/sNn5QE1R4RGYaOnHPTtBARqj0fg3UFYty2gCWBwV+LAIOYiHJWFJXvAlThr0RAOmrDlKuhnHRDS01Lz8zK1lQVqiLXdR+4e+Adt/Z2HBeqPSIyDB0556ZpISJUbwpCqUvjtgY2FEmdwQUggYUr5RH2VwXlhwEV+GsQAIH0oTpcvRpKUTe01LQ1mVnZmqrC/4GIUGUIISPDQ+ZMHdGqeQPHcaF6IyLD0JFzbpoWIkL15mPwbo4zb5/FEBAuEAlKJDtlBL7gVjGiAueJIClIEpGCTGGMITMU7U7tKl8Z8+nasox1ew7kqIoipRRSCiGFlEJIBFQUdhoiXNJs2+nb+4pJo4cAARFBNUZEhqEj59w0LUSEakxByKmQ928K5FukIFxQqEbDAVn+temaiAz+VwQkiVwpFcQYf1hCUESMEZoQHBEfFBEfHBGhB9dQw/yqhgxtx3Vc13FEcUlpfiHPLywpKCzJO1WUm1eQe7Lw5Kli1xWKwhSFISJcgohIVZRnp993eftmjuNCNUZEhqEj59w0LUSE6goBEGHWbvOzY66PwYXHkCXg9lL+rUOEgPBnEJAjhYJMZ2qd0JhONRq1iKwZHxwRHxQZpQczREkkgU6TQPATAkBEAEBEQESGiIwBUTEvO5FXmHuy4MCh49t2Hdi9Lydg2kIIVVUYY3BJsR23+xVtn3j0Lp9Pk1JCdUVEhqEj59w0LUSE6srHYHORGLvNLHWIIVx4BKAiq0Vriso2uIQIfwgROSQMRWsakdCpRqMu8Y0bhsXpiqYxRZIUJCUR/BmMocIUxtAV0nGcI8dOrd2wc8PWvVnZx4uLS1VVZQzhEiGJFMamjr2jV/eOtuNCdUVEhqEj59w0LUSEagkBEOCpTPPfx1ydwcVCgDo6MWJ5SdkeQhV+kyB5WpgedGV8k561WreOrh1lhLpSSCICgvMBERlDVVFKyyqyso9/t2bzd+lbCgo5IqqqApcC13XbtGj4/JMP6j6NiKBaIiLD0JFzbpoWIkK1pCLs4uL+TQFLAsLFRMBCWXmQuaTUPI6owK8hIEeIGkFhifHNbmzYqUFYDU1RXCklSfhrMIaqoggpj+Xmp6xYl7Zue87RPFVRGEOo3IhIShr3wK039+9m2y5US0RkGDpyzk3TQkSofhAAEWbuMr847voYXHQESqySyypSuVXMUIH/QACOdINVvUftVoMadm4SkYAIQkqCC0RR2GlHj59MXbn+y2Vri4pLNU1FRKjEHNdt1qjOM1PvjYkOF0JC9UNEhqEj59w0LUSE6sfHYHORGLvNLHWIIVQGBEpN5YBT9nW5YyMinCFJAkDbmHr/aNa9Y40GCjJXCoKLQFUVANiz//DbHy5fv2m3EFJRGFRijuNOePhvN/W9ynZcqH6IyDB05JybpoWIUM0gAAI8lWn++6irK1CZKPGwIVC+xpaEgI4UIZp+R9NuAxt2DPMFuVIQXGSqqpqm9d2aLe98vPzI8VOaqiAiVEquEG1bNHxh5oOaqhIRVDNEZBg6cs5N00JEqGYUhOxyOXRDRbkLDKHyIEAfUoxMKynbYAtoF1vv3pY9L4ttIIkESagcGENNUw/l5L7y9pdp67arqoKIUPkQkcLY7CkjunRs4boCqhkiMgwdOeemaSEiVDM6g1cO2IsO2ipCZUOAQcwOt5d2jgm6v9V1Mf4wR7pQ+aiqUlYe+OdHyz9NTbMdV1UUqHxsx+1zbecpY+6Qkk6D6oSIDENHzrlpWogI1YmCUGjTmK2BnSVSY1DZSAKN4QMN8W/1dA19LgmorBhjiPjN9xtfemtJfkGJqipQyQghoyLDnp12b/MmdR3HheqEiAxDR865aVqICNWJzmBlnjtxhwkACJWLSxCq4ugmvptq+ySBJILKDRF9mrp2w665L310PK/Ap6lQydi2c++d/YcOvt51BUE1QkSGoSPn3DQtRIRqA+Enk3YEVuYJH4NKxSUIV/Gx5r4+CZojgeCS4fOpW3dkPT3/vaPHT2maCpWJELJ2zdhXnn0kLCRIEkG1QUSGoSPn3DQtRIRqgyHklMthGyrKBDCoRFyCCA3HN/P1S9AcCQSXGJ+mbt15YPaC93OO5vk0FSoNAiCiSaMG9+t9pW07UG0QkWHoyDk3TQsRodrQGbyUZS8+ZCsICJWFJNAVmNxc719TsyUQXJJ8PnXXnuypz7x1Iq9QVRWoNCzb6XFV+5kThwEBEUH1QESGoSPn3DQtRITqgSEEBI3dav5QKHQGlQQBEMGDjX3D6vscgkuaT9NWr90yZ8EHpWUBRWFQObiuqF2rxjNTRtSrE++6LlQPRGQYOnLOTdNCRKgefAy2FIuxWwPcAYZQSdgS7qynjW6iI4CES55P0z77Km3+ok8BABHhj3EcVxLBzxiipqkA4ArhugIImIKaqiIiEbiuK6RkjGmqgojwe4hISDl9/F1JPTrZtgPVAxEZho6cc9O0EBGqBw3h/cP2M3ttnUElYUvoHKXMbWeEqigIqgBEBID5iz797Ks0n6bB7yEiXdd6X9M5KiKMSAIAIp4qKP7m+42W5bRt1bBHYofQkKDMfTkrv9/IS8s0Tbu6a/suHVvu3H1w2aofHMclAiGlpipwdrbj3Hh94rgHbwcAIoJqgIgMQ0fOuWlaiAjVAAIIgnHbAhn5QmNQGbgS4gx8vp3RKlyxJVQZqqIUFvPJs97Yvvugpqnwm6SkiPCQNxdMatygFvxs977soSNndb+i3dTxd4eFBkspGWOr0jdPn/NG98T2Ex4acuJUYUJc9OJ/fvnGe1+FhQXXio/JPnzCFQLOQkoZFxv5+rxHQ4P9kgiqASIyDB0556ZpISJUAwzhREDe8WNFqQsMLj6CnzzeXL+pluYQVDE+Tf1hc+akp193HBcR4ewIQFOVti0bBQf7EfCOW3p37thy0dtLPvj8mwWzRjesX2vB4k/3HTgydHDf7le2e2LuW+1bN27ZtP7YqQunPzrMNK1x0196cNhNPk194ZWPXFcgIvwaImKMzZp8T9fLWzmuC9UAERmGjpxz07QQEaoBH4NPjzpzMi1AQLj4LAnX1VBmtTUQkKCqQURFYYveSXn3k5WKoiDCbyAC23Fc170h6arpE4Zm/LBj6pzXayXEvjH/sezDJ+5/9LlTBcU397t63lMjF7+bcvJU0ah7b92TldOsUZ13P17uum671k1mzf9nbl6hwhicneO4g/p3H//Q7bbtQDVARIahI+fcNC1EhKoOARQGj283v851dQUuOkEQ5cPn2xltIxRHwv8MEVVVRUQAgv8DxRlwDhRFISIpJZwDRWFFxaWPzVy8e2+2pqnwm6SUMdHhr8+f2LBezaXfrH82+X0AWPT8ozViIqbOfn1H5sEx9982sE+3OS+++1lq2oCkxMvbN9u+64Ch+zpd1mLGc28eysk1DF1hDM7Odtw2zRvMmToiPCxESglVHREZho6cc9O0EBGqOgUh36KxWwM7ufQxuOgcCfc10h5opNsS/meIaFn2/v2HLMtmjCGiPCMhoUbt2glSSvg1iqJIKYkIzi4jY2NERHjbts2EkHAOfJr6TdqmGc+9CwCI8BuISFGU227s0fOqjh3aNt2wdc+4acnX9+w8cfSdPk0NBEy/39i7P2fstORDh3PxNMDePToNvuna9z9bqes6Q1y3cWdhEWeMwVlIKYOD/HOmjLisTWPbcaGqIyLD0JFzbpoWIkJV52OwtViM3WaW2MQQLi5BUMvANzoFRflQwv+OMZafX/jMM6+cOlVYUlKan1/YsGFdIho48Lrbb+9v2w78guu6hw8fT0ioERTkJyL4BUQEgMmT5zZpUn/EiMG27cA5QETHcR+b+drGbXs1VYWzoDMQsawiEBoc9OKs0Vd1aTN89JzN2/ddk9jhuh6dknp0BoQps17/asVaVVVs27nqinb33XXDp1+uur7XFVd0bIWIK1f9OGv+u6VlAcYQzsKynenj/9G31xW27UBVR0SGoSPn3DQtRISqTmfw5XFn8k5TZwhnJwhcSRJAQVARGQIBSAJBBASaggjgSBIEDEHD0+B/4Eh4pInv7gY+W8I5IiLbdjRNXbbs+48//urFF6cZhqEoTFVVxpimqYwxInIcVwihaWpu7snJk5998slxDRrUragIAID6EwURhRBSSsYUx3GeeGJeo0b1hg27zbYdODc+n7Zm/fbpz77tOC4iwi8Qkd+v//2W62Kiwj/8/FtFYdPHD23WpO7wUXO27twvpLx7cJ+Jo+74/Ku0J597W0pJBB3bNR117y1vvveV7bgvzBw5YcbLCXHRDw+/+f7xz+/YfUDTVDgLy3buGNTrgaEDpZRQ1RGRYejIOTdNCxGhSkMARHhxn/VOjqMzOBuXoF6Icn3toHi/uq/EWXqkosSRGoMEv3pFnO5jbNnR8nxTXB3v71EzaF+JnXK4osyRCOASqQwR/hBHQqMQnN/eX8vPXIJzh4g+n7Z06eoPPvjypZeeNAyDiBRFyck5+uWXKw8dOhobGzVgQK927Vps2bL7/fe/+Pbb9G7dOnfs2Pamm64LCvKvXbtpxYq0kpLSzp3bt2zZ9MiR40lJ3WfOXNCwYd1hw26zbQfODSIKIabOeWvN+h0+nwq/IInCQ4PnPT3q8nbNThUUq4oSGRG68vsNU55eXFZhXtGhxbxZo4uKS0dOnHcw+7iqKlLKXld38mnqkmXpbVs2evHp0UeO5wUH+VVVGfX4i0ePnVRVBc7CdcXl7Zs9M+1eVVGICKo0IjIMHTnnpmkhIlRpCOASPLSpYkuJVBF+lSC4LFqf2yW6fqgGZ6w4Wj59Y+Hw5mFDGocGqYzbYvB3efF+Ze4VMfmmiPOrnxwsfWZbsa5gw1A1u8w1BSH8Ppfg3obaQ410U8L54vNpS5eu/vDDlOTkGYZhMMb27j04Zcrc5s0bXXZZ60OHDqel/ThmzD3169f+97+XLlmyom/fHu3atbr22q7//vey99//4vrrr4mNjdq4cfv27Xtq105YuPDJ2bOTGzSoO2zYbbbtwDnzaep36Vumz30HCBDhl4SUCXExg2/u2b51UyHEpm17P/riu5P5RZqq3DawZ5eOLb9Yuua7tM2qqsAZBCCFZAxP63lVh9tvutaynXc+XLphSyZjDM5OShkZEfrP5EkhwX4igiqNiAxDR865aVqICFUaQyi06Pb15dwFBr/OJehV0z/5ssiVxyrW5Jr3NQ/rHGc8sja/SbjWMUavG6KG+9jg7/IG1g9Oqh30YPqp+1uENQz1DV6V+/fGYU3C1Ke2FJc6kiH8NkkQrMJbnYLqBzNBcL74fNrSpas//DAlOXmG3+8XQk6b9nx0dMSECfcjoqIo7733+ddfr3r55aeLi/nEibOffvrRRo3qHzx4+JFHZowadXevXt1c17Vte8yYJ4uLSxcvnjNrVnKDBnWHDbvNth04Z4hYETAffOzF7MMnFIXBrxFSCiFCgvxCyIqApWkqYwgAjuM6rtA0RVNV+DWO42qaSkRCSFVV4DcRkaYq858e2apZfSEEVGlEZBg6cs5N00JEqNJUhHUFYty2gEuA8FvCfazMkYWWfLx95KjWEVM3Frx/oNSv4IKusZ1jjdu/PdEgVJ3VKXpvidMkTFuSU36w1EmqHTRjU9HBUoch/C5bQt94dUZrAwEIzhufT1u6dPWHH6YkJ88IDg4qKCgaO/apUaOGXn55G8dxVVU9ejT30UeffvrpRzVNffzxZ2fMGNu0acPVq9e/+eZHL774RHBwkJTS5/OlpKxcsmTlggUzZs9ObtCg7rBht9m2A+eDqqrvfrLilbeW+HwanJ2UhAiICH8GEQEAIsLvISIAGH3voFv6d7cdF6o0IjIMHTnnpmkhIlRpPgYfHXHm7rEAAeG3SAJHUqMwbWHXmJrB2ojv8zbkW34VX06M7RxrDF6Vt7fYHlA3uHuCsafYqXBlUu2gWVuLNuXbfhVURPhNBAAET7cxkuJVW8J55PNpS5eu/vDDlOTkGUFBQaWlZWPGzBw8eECfPj1M09J1fceOzBkz5r/wwjTXdSdPfnbmzPGNG9ffuHH7M8+8On/+9Jo1aziOYxj6okXvr1mz4eWXn5o9O7lBg7rDht1m2w6cD5qm7tl/+LEnXyso4orC4OKxHeemPt0mjR5iWjZUaURkGDpyzk3TQkSo0nQGz++z/pnjaAi/zZUUF6TM7RzTNd4/b0fxoswSSaAxeCkxtnOsMWRV3o4iG+g0uCreeLhVxAcHSqUEv4rrTpq5FYIh/AaHoFEwm9feqB3EXAnnkc+nff316g8//PKll570+w3GlHff/ffSpaunTBnZtGmDkycL5sx5OTY2eurUkceO5Y0d++SkSQ9ddlnr8vKKxx6bHRsb9fDDd4eFhWzatHPq1LkJCTVee+2Zp59e0KBB3eHDb7dtB84HRBRSPv7062t/3OnzaXDxWLbTpUOLOVPu8WmaJIKqi4gMQ0fOuWlaiAhVms7g0e3mslxXV+A3OJLi/MqTHaN71Q56Yw+fu73IlaAwUBFeSoztHGsMWZW3s8iWRO2i9MfbR3yeXX5lnHFd7SAA2HTKGrs+v8iSiHA2loR+8erTbQxBQHA++XzaihVrPv306+efn2wYBgDYtvPaa++vWrU2JMQoLTXbtm0+atTQmJgo23aef/61NWt+7N69y+jRw06dKpg7d9HRoyeCgnw+n1G3bs3y8opZsyY899yievXq/OMfN9u2A+eJ7tPeeP/rN95byhSGcNE4rmjWqPbsyffUiI0SQkDVRUSGoSPn3DQtRISqiyEEBI3baq4vFDqDs5EEMYbyZMfI3rWDV+cGXtpVbAoqtmSeKVSElxJjO8caQ1blbSu02kb6JreP+jynbHeR/V7P+FlbCrkjn+sS82DGqbTcgMoQfg0BIMDkFvqNtTRbwnknhHBdoes+OIMxPC0/v+j48byYmKj4+FjGUAiJiEKI3NxTisLi4mI0TbVt99ixEyUlJfXq1QkNDbFty+fz2bbDGKqqCuePorA9+w+PfHyh47iICBeJK0StuJjZU+5pWL+m6wqouojIMHTknJumhYhQdakIxwNy3DZzb5nUEH4VAUiC0a0jRrYKB4AKl1xJCoO39/J5O4s1hq93r3FlrDHo2xNbCqxr4v21g5WPDpYnBCvvXB1XYgtbQN0QdVjayX0ljoLwqwjAYPCvLsF1glAQnHeIAIBEBP+BMYaI9DM4A88AACklACAiYwiARJIITiMiRAQAIoLzBxFt27n/0XkHD+cqjMFFIqUMCw2ePeWedi0b2Y4LVRcRGYaOnHPTtBARqi6Nwc4SOW5bIN8iBeFXEQAQDGoYck2CHwAYAsJPVh6r+PehMoXhiGZhjcO0F3eVHC5zFQRBwBCI4Kp4464moRrD97JKVx4LMISzEQRNQtibnYJ8DAiqI0QkorkvfZS6Yp2mqXCREBFjOHvKiMROrS3bgaqLiAxD///Ygw/ALquzD9j375xnZSdAwpa9lKEiKlJRxImrWnndBXdVHIAVEahsUBkuVBT3qFtBX6WAiOAAEWQoIHsGQiDjZD3rnPsD+vl++rW2Kmhi8r8uKKV8PwBA1Zcr6JM98cDlfswE+k9Cw7Gh77MF2QJEFGjWTJ6EAH1fZNjCPhQZtgXox0WG/tjQurudByKmQ0MIAUBrTT+NlJL3M1JaWmtmpl8EgJQijjX9TLZlvfLO3MlT3/BchypPEESjB199eo9jgiCi6ouZPc+FUsr3AwBUfXkSs3ZFA5ZXuAL0K2DaD/RfVGga0s659DAnNHRIACgoKArDqG7dOkQkpTTGMDP9uE8//TIrK6Nt2xa5uXnZ2bU9z2Vm+mkACCG01gDKysoLC4vr188RQtDP4Tr2gkUr7x4zjZkBUCXxg3Dgjf/zP+efHEUxVV/M7HkulFK+HwCg6ssV9O7O6K4VfpIEVRIm0kwTO3k9c6zA0CFhWXLatFc2bNg6cuRAY/SWLTvq189JTk5iZvoXAIhoyJD727Vr2aNH16FDJwwceF3Hju201vQTAPD9YNu23KZNGyUlJc2d++mLL749fvxdtWtnGWPoJ7MtuXbj9sGjp+XlF0gpqZKEYdTnkjOuv/IcrQ1VX8zseS6UUr4fAKDqyxH06rZo9KrAk1RZDFOGjYmdvKOyZGhoH4CsA4hIax1FMTMTkbWfBKC1NsYAIooi27aYGRCWJZlZax3HmohKS8viWNepU2vnzrwhQ+4bOXJgs2aHlZdXEJG1nwSgtTbGCCGjKBo+fHLLlk2uvPJP+fkF6empnufatkXfiaJYaw3AsiwpBYA4jpmJiG3bXrZs1QMPPPXAA/ekp6cqVVpWVp6ZmS4OsG1LCMHMURRrrYnItm0iFgcYY8IwYmYiklLk7y0aPPqpNeu32pakShJG8bmnd/3rzRcDxEzVFTN7ngullO8HAKj6skDPbQ4nrwtdQZUlZmqSLCZ18pqmiJgJABHNmfPJhx9+GkVx587tzz//jJSUJCJauHDprFnzi4tLjj32yMMPb71tW+7pp3dfsGBRenpabm7e/PmLPM/r3v3Ynj27WZb11VdfFxeX1K6d9dJL73z44Scnnnhs584dL7jg9OTkpM8+WzJr1vzi4pJjjz3y8MNbb9uWe8YZ3UeNeqhlyyYXXdTr/ffnnXJK1y1bcv/3fz9kZiEEM/fq1aNz544VFRWzZy/49NMlWuszzujuuq5lScdxnnnmtcWLV/TseUKXLp2OOuqIZctWnXHGScnJ3ubN22fMmL1p0/bs7Frnnntqhw5tgiCaPXu+53lLl369efP29u1bX3bZH9PSko1hIVBeHgweM23J8m8dx6ZKEsf6hC6Hjx58jZSSmamaYmbPc6GU8v0AAFVfEvTY+vCJTaErqLJEhtpniImdkuq4MARmnjr1pTlzPunVq0dmZsbs2Qtq1868557+77zzj5dffufMM0/Ozq715ZcrVqxY06hR/UceGTVmzMPz5y868sgjunY9qqys4r335vbsecItt/R9+ulXN2zY2qfPRdOnz5o+fVavXj06dTqiZ88T3npr5ssvv3PmmSdnZ9f68ssVK1asadSo/sMPjxw37pFWrZqdfnr3228fPnLkHcxm3rxFti1Xr14/d+7nTzwxrlOnw8eOnfL112t69TpFCLFw4dLly1dfcMEZ55136osvvjNv3ucXXHDm0UcfAeCJJ15+/PGx27fvuvvu+9q2bXHUUe03bdo6f/4X/ftfc9JJx11//eB16zZdeOGZjRs3eOedWS1bNhk8+GYhBBEJgbtGPTl/4QrXsamSxFof1b7VhOE3WJbFzFRNMbPnuVBK+X4AgKop0H6T1gYvb40cQZUlNNQ5S07q5KXakJa1YsWae+6ZNHr0HZ06HWGMLiwsXrFiTf36OYMH33vLLX1OPfXEOI7DMOzff2RRUcm0aff+7W8TN27c+swzEzMy0gCsXLlm6NAJo0ffsWTJyjVrNowe/dfc3F133TV+zJi/tmjRdOPGrbffPuLWW/ueeuqJcRyHYdi//8iiopInnxw/duwjrVo1O/307gMHjho27LY2bZpbllVeXj5w4OgOHdrdeOMVCxZ8MWnStIkTh7Zo0YSIcnPzrrpqYLduXcaMufOzz5ZMnjztoYeGZ2fXnjv30yef/PuDDw6/997HsrIy7rzzLwCklC+99PbMmR9PmDD0r38d27p1syFDbgbw1VerRo16aOLEoQ0a1NVae64z/P7n/nfOQtexqZJorTse3mLiiBtt22JmqqaY2fNcKKV8PwBA1RSImGj0Kn96buwIqiyBoW615cQjPUfAsu3XX39//vxFEycOAQQzCyGSktyPPvp82rRXHnxweEpKsjHGcZx33509ffrshx4aMXr0Q02aNPzLX64IghAAM//1r2NPPvn4srLy1avXjxw5cOvWHUOH3j9ixIDWrZvPm7fw6adfffDB4SkpycYYx3HefXf29OmzH3poVuFUwQAAIABJREFUxLhxj7Rq1ez007sPHDhq2LDbWrduzmwefvi5DRs2jx07KCMj7fHHX9qyZfuoUXdorZnZdZ1x46Yw0/Dht3/yyZcPPfTMpEnD6tatM3/+oqeeenXEiP5Dh0685Za+xxzTIYpiy7K2b995551j//a326ZMef6ss04+55xT4ths25Y7ZMj9I0cOaN68SRzHnutMePTV12d8bNsWVRKt9eFtmz44qp9tW8xM1RQze54LpZTvBwComgIRE41c5b+XG9uCKouvqUeOnHRkEjPZjj1z5rxXXpkxZcropKQkrbWUMorilSvXTJgwdfLkexo0yImiyPPcqVNfXrBg8WOPjRk+fHJqavI999wehpEQ8P2wX79hl156Xl7entWr148cOXDLlh3Dht0/atQdLVs2/fLLFffe+/gDD9zToEFOFEWe506d+vKCBYsffXT0uHGPtGrV7PTTuw8cOGrYsNuOOKL1hx9+OmXKc+PHD2rZshkR/f3vMxYs+OKBB+6RUjCTlBg4cEzt2pkjRgz85JPFDz/87OTJf8vJqf3xxwufeuqVsWMHDRky4ZJLzjnrrB6+H7iuu3Ll6pEjHxw37q5Jk54466wevXr10Nps3bpj2LAJI0YMaN68SRzHnutMfPS112bMs22LKonWpk3LRg+Pu9WxbWamaoqZPc+FUsr3AwBUTYGIicat9t/aETuCKktg6ORsOalTEhMJKfbsKRo4cNSxx3a68soLk5OTPvro848/XtSv35/Hj3+sdu3Mfv36pqenLlny9bBh99evn/Pkk/eNHPnAzJnz77tv8B/+cIzvBy+99PbChV89+OCIGTNmrV27adSoO3bsyBs4cOTgwTcfdVT7srLyQYPGZWfX6tevb3p66pIlXw8bdn/9+jlPPHHvmDEPtWrV7IwzThowYOTw4QNSU5Nvu214r149L7jg9DCMUlKS9+4tHDBg5Dnn9Ozd+2wi8Y9/zBs+fPKll54/fHj/RYu+GjPmkfvuG9yiRZP58xc98cTLjz025s03Z77//kdDh97SunWz3bv3jh//aN26de6444YBA0aefXbPs8/uobXZunXH0KH3jxw5sHnzJnEce64z8dHXXpsxz7YtqiRam1bNG04Zf5vj2MxM1RQze54LpZTvBwComgLtd9+3wWvbIkdQZQkMda8jJ3ZKEiAmklJ+883a++9/vLi4NDnZ9f3wmmsu6dWrx5Yt2ydMeGL79l3JyY7jeIcd1qCsrHzs2DvHj39MqZLS0jKlSoIgTk9PvuOOvxx11BHPPPP6pk1bhwzpF8d6woQnFiz4onv342677er8/L333z91+/ZdycmO43iHHdagrKx87Ng7J0yY2qJF0549uw0efO+wYbfOnfvZvfdOadWqhWVJZn3xxX/8858vmD9/8cMPPxuGIYAGDXKIqEWLpgMHXrd3b+HYsVNWr/72rLN6durU9vnn37r//iG2bT3++EsfffRZaqpXUuJ37Nj29tuvSU9PveuucWeccfIZZ3TX2mzbljtq1ENDhvRr1uywOI4915n42GuvTZ9n2xZVEq1Nm5aNHh53q2PbzEzVFDN7ngullO8HAKiaAu03eW3w0tbIEVRZAkPd6shJnZIsENN+liUrKvyNG7eGYdSsWeOsrIwoiqWUURTv2LGruLi4SZPGaWmpURQ6jjN8+OQ2bVpcdFGvtWs3JCUlNW5c3/PcONZxHBvDjmMD0Frv3Jkvpahbt45tW2EY79ixq7i4uEmTxmlpqWEYOI4ThpEQkFKGYeg4ThhGYRjFcczMRJSU5CUnJ0kpysv9rVt3RFHUokUTy7K01rZtA4jjODd3d1KSm5WVGcex4zhSCoD27CnMzc2rU6dWvXrZQkBrEwShZcl9iIiZwzB0HAcAEXmuc/8jr7zx3nzbtqiSaG3atjrsobG3OLbFzFRNMbPnuVBK+X4AgKopEAH00Lrguc2RI6iyhIa61BITOyWlWDBM/wRACEFEzMYYpgMACAEiMBtmAsDMQ4fe37Jl0xtuuCyKNBEbw/sQEQAiYmYiwgFEZIwhIgBCgAjMhpn2YWYARMTMAJgZB9B3+AAiAiCEICJjDB3AzESEA4jYGAbAzHSAEAIAf4eIABAxM/0TAGamAzzXHjrumX989IXrOlRJYq2PPKLFhBE32pbFzFRNMbPnuVBK+X4AgKovCXp0ffjkptAVVFkiQ23TxcROSfU8aKafDgARzZgxOzu7drdux2it6V8IIfgAqvIAMPPg0U9+8sXXrmNTJYljfcKxR4y662pLSmamaoqZPc+FUsr3AwBUfUnQ1I3h4xtCV1Bl0UwNkjCpU1KrNBEZ+rls22Y2cazpXzDzzp27k5OTsrIymJmqNiFEaVn54DHTvlq53rEtqiRRFJ920jFD+l8hBJiZqilm9jwXSinfDwBQ9WWDnt8STlwbuoIqi2FKszDpSO/oLBkaOlRs22Kmq64a2KNH1+uvv7ysrJyZLUvatk0/FMc6iiL6Htd1hBD0Q1EU70O/GinFrt0Fg0dPW7dpu21ZVEmiKD7/rG4D/tIbADNTNcXMnudCKeX7AQCqvlxJM3ZEg1f6SRJUeSLD93dMOqO+5Ws6JCxLLl+++s03P3j11XebNGl49dUXn3NOz4yMtI8/XjRnzgIiAPRPWuvOnTv06tVTCDAzgCiKXnpp+tat24UQdADvR6edduIJJ3Q2xtCvw7atb9ZsGjx6WkFxiRSCKkkYRpdd2POmq//IxjBVW8zseS6UUr4fAKDqy5X08e544HKfiUCVxtd0ayvnmmZOzHTwLMuaO/fTm24akpe3g0gSaSL7T38658EHhz/++EujR48hAhGIBJFNFPbu3XvKlFFCCGYGUFHhn332VStWLCSyiZhIEEkiHjr0jjvvvBGgf2JmrXUcazpEXMeeM3/p0PFPW1IAoEoShNHNV//xyotOjWJN1Rcze54LpZTvBwCo+nIELS3UA5b7KmIJqiyRobPqW8MP9wSI6aAIISoq/OuvH/z++++3bdte69h13fXrN7uu88orj2ht3ntvDgDLsjZu3PrBBx8ZEw8ffsctt/Q1xhARgDCMpk59acOGTYAUQuTnF8yZsyAMwwcfHHHMMR3mzv2MmYmQlpZyzDEdDz+8FR9AB82y5POvzXr0meme61Dl8f3wnr/2Oee044MwouqLmT3PhVLK9wMAVH3ZgtaVmAHLK3IrWIIqi2ZqmoznjkvxBDEdFCllXl7+JZf0W758+dixQ774YkWXLh1zcuo0aJBzzDGdpBQALEvm5xfcfPPQf/xjznnnnf3wwyNSU1OMMfQdAHSAbVuPPfbi4MFjmjdv/vrrj3700ecDB44gYiImMpmZtceOvevii89lNsx0MAAYY0ZNeuHDBUtty6JKwsxENG7odSce3yEIIqq+mNnzXCilfD8AQNWXBO3yeeDyijXK2IIqCxM5oCePSW6bLjTTwRBClJVV3HDDXR988H6HDkf7fnj99Zf0739teXlFEIREJASiKB49+uFHH32qdes2L7wwuW3blr4f0PcAICIhUFpafumlt3z66SfXXXfVhAlDpk596c47R19xxUUXXnjmN9+sve++x1q0aPbKKw/n5NTRWtNBEAKlpf41/e/blV8ohaBKYoxJS00eN+TaTu1bRlFM1Rcze54LpZTvBwCo+hKgspgHLq9YXGAcQZWFiQzTLa2cq5s6gaGDZFnWxx8vvOWWv23btoHI6dSp/TXXXHr22adkZWVoraWUa9ZsOPfcq/bu3Zmd3aBPn9433nhlZma6MYZ+yLbtWbPmX3nl7ZYlX311So8eJzzyyLODBo0ZN+7uQYNuXLbsmz/96S+2bb3xxuONG9ePY00HwbbkwiWrB495UmsDgCqJ1qZhvTrjhl7brEn9ONZUfTGz57lQSvl+AICqNQs0cLk/Jy/2JFWiwNBpOda9nTxmYjpYliWXLVv99NOvvf32B6WlBUTW2WefPnHi0Ozs2swcx/HUqX9///05y5atCoLSfv2uHzbsViklM9N3ABhj7rxz7LPPPt+jR88XXpiclpb2+OMvDho0tlmzwxo3brB7955vv914++3X3H33zQAx08FwXfuhJ996+a25tiWp8kRR3KFds3FDr8tITzXGUPXFzJ7nQinl+wEAqtY8SZPWBs9tiixBlUgz1ffwwJFJLVNFxHSQbNvyPLe4uKRPnwG7d+/dvHl7QcHu0aOH3HJLH2YmIr0fP/XUK0OHjmvYsNHrrz/Wtm3zKNJExMxEZNvWN9+su+SSfrm52ydNGtG3b29mmjr1pUGDxtatm12nTi3fD7Zu3X7OOadNmDAkMzPdGEO/lIAor6i4a/S0pSvWOo5NlScIox7djhw75FqtDTNT9cXMnudCKeX7AQCq1mxB7+VGI1cFTASqTKGhoe3c3o3t0NDB0Fp//vnSVavWXXbZ+bfdNqJbt2M+++zL6dNnXH11n/Hj71q4cGl6enqXLh0dx5oxY87ll9+alpb6xhuPH310+9LSctu2aD+2LOvhh58bNmxcmzZt//73h5o3P4yIpk59adCgMUOH3n7zzX8uKSm7667x06fPfvvtqT16nOD7Af1Sjm0tWb528Jhp5RW+EIIqTxTFl1x4Sv/rL/KDkKo1ZvY8F0op3w8AULUmQetKzNVfloeGQJUpMnRsbfnQkUkSxPQL2bY9b97nffsOLCoq/p//OWf9+i2ZmRlr1qzLzd0xfPhfLcsaPnxS69Ytb7zxctt2nnnm1UWLFnbpctzLLz/09dffPvDAE8cf36Vfvz6pqcmFherii29evHjRrbfeOHz47cawZcmpU18aNGhM//7X9+3bu6SkbNSoB2fNmv/WW0+ceuoffD+gX0oI8fC0t1555yPXsanyMBOIBtzU+49ndgujmKo1ZvY8F0op3w8AULUGonJN//N52Z6ABagSMZEj6InOyYeni5jplxFCFBYW3333va+99g6RT+QRxUTUvv2RL7wweePGbTfeOHj37u1EMe0n0tJyJk78W+/evW6+edjLLz9Vt2676dOndejQ5o033u/T51bPS5k+fdqxxx4Zx7FtW1OmPD9kyAjPy8zISPf9oLi4oHv3P0ydOrZu3WytNf0iQojC4pLrBkzcs7dICEGVh5ktKSePuqnj4c1jbahaY2bPc6GU8v0AAFVrIIqZBi6v+HyvtkCVKzTUu7FzdzsnNvSLCSHKyspff/29mTPnL168rHbtzDPOOLlv396tWjUjoiVLVrzwwltr1qxnpsMOa3jJJeedcsoJAH3wwcePPPLM8ccfffvt16amJr/44luzZs1t165t//7XOY7NzFLK2bMXvPjiW8YYrY3jOO3bt7700vMbNqyrtaFfynXs19+dP3nq6wL7UeUxhrOyUp9/eHBaapIxTNUaM3ueC6WU7wcAqLoToAfXBs9tiVxBlYKJGLAEPB03LS0c0rVOq3qpkWb6pQC4rlNaWt6nT/+TT+56++3X+r6vtSYiy7KEQGFhMTPVqpXBTFEUEZGUoqyswvNcAMzsOPY+WusgCJmZDrBty3Ec+n+x1iYMI2MM/VJCiJLS8sFjpi37er1jW1Sp4lgf17nduCHXSimZmao1ZvY8F0op3w8AUHXnCJq+Ixr2TeAK+u0ZgmMhJQiSCwrKt+xShWVXnNysX682sTZ00JYu/bpOnVpNmzYyxtD3CCEA0trQ9wgh+AD6rdi2Nf2DT++f8qoQ2IcqVRCE115x9tWX9TJaM1VzzOx5LpRSvh8AoOrOEbSiSA9Y7heGLEC/DSYiISRxlg7FjjydV1BSVEYCzMhKtR+5/pim2SmxZjo4liWNYWMMVT1CoLS84tbBj2zYnCuloErFzFqbUXddfWr3o4MwouqOmT3PhVLK9wMAVN0JUHnMA5b7iwu0I+g3YIAkCa+sNCV/r9q6O/JDQ4AAHRDG5pzODe760xECxEzVlWPbr7zz4cPT3hZCAKBKFWtdL7vW+KHXtWrRMIo0VXfM7HkulFK+HwCgGsAVdO+3wctbIxv06zFEQgibTK2wItqcq/cUl5UFQoAA+h7D7FpixCUdTzoiJ4wNVUeWZW3ZunPQ6Ce35+ZblqTKFoTR8Z0PHz/0Wtu2jGGq7pjZ81wopXw/AEA1gC3o43w9aHmFJgIdekxEEGmSnSJl78pTuQU61oz96N+JNB/ROH3yVUenJlnGUDUDwLAZM+mlWfMWO45NVUCs9VWXnHn9n88JgohqAGb2PBdKKd8PAFANIECFIV+6sKwwJAE6hAxBSnhsskpVxead4V4VhLGQgv6bODbXnNri2tNaaM1M1Yrj2DPnLhr7wMvMBFClY2ZLygnD/3JUx1ZxrKkGYGbPc6GU8v0AANUAIDJEg1dUzM3XNuiQYCIIkcZRUpHibTtL95bEsSEhAPopjGHPkcN6H3FKh3phbKi6sC1r45bcu8dO27Yj37IkVQHamAZ1az81+a/JSa5hphqAmT3PhVLK9wMAVDM4gl7eGo5bHXqSDgYTESAFUk2clL8nzs0vKyjRhiBAP1OsuXGdpEl9j25UJznWTL9/Uoqycv9v459ZtHS1bVtUNYRhdOE53fvfcBEzU83AzJ7nQinl+wEAqhlsQauUGbCsIj9gCfplDMGxkBz4KQWF5Zt3BmW+1gwp6JcKI9398Jx7Lu6Q4lnaMP2eCQGtzcPT3n7j3fmOY1HVwMwARg++pnvXjmEYUc3AzJ7nQinl+wEAqhlAxESDVlTM3a0dQT8LE5EQFihLB7Q9T+ftLS0qJ4F96OAwERs+r0vDAee3lUIYw/T7BMC25GvT50155h2tWQhQ1RBFcesWje/92/XZtTO11lQzMLPnuVBK+X4AgGoMR9C7O6IRqwMiAv1UBkiWSCovTcrfW7Q5T4exYYIAHSLMpA1feXLT605rKQHDTL83AITAzLmLJz76ahjFQgiqMsIovujc7nfcdHEYRlRjMLPnuVBK+X4AgGoMQVQY8Z+/KN/tswD9Z4ZICGER1wnL4627ot2FZWW+EJJAh5xhlsB1p7e48qRmxpBhpt8PgCzLnjl30aTHXy8vD6QUVGUws5Ti3mE3dDmqTRxrqjGY2fNcKKV8PwBANQaIBOj+b4OXt0SupB/DRAyRJo1bpJxd+WpnQRzFTIAA/WqMYQhcc0rzy7s3sy1ow/R7AEBKMfujL++b8qofhFIKqkpirdu3afbA6Jtt22JmqjGY2fNcKKV8PwBANYkjaEG+/uuKitgQQP8/hiAlXGOySorD7Xl+fnEQxUII+k0YZgFceFyjm85s7Toi1kxVmxRgNjNmLXz8uXfLynwpBVUxYRgNuLF37/NOjqKYahJm9jwXSinfDwBQTSJAJREPWFaxtMg4gv4PEwkp0kzsFhTy9ryyvSWxMQQB0G+JmbQxpx9Z/9az29RJcyNtqKqyJMoC8/acpdOm/V1rLaWkKiaOdaMGde792w1NGtWNY001CTN7ngullO8HAKiGcQS9sDmctC6UoH0YsARSOU7evSfMzS/bqwwDAlRJmEkb7tgk49Zz2nQ4LDPWbJipKgHIlmJXoT/5vTVLN+xJyf9677ZNEJKqmDCKzjuz2123XKq1ZqYahZk9z4VSyvcDAFTDCFBByFd9Ub4joCQLKUGQXFBQvmWXX1JhDEMKqgLC2NRJd/v2aPbHYxvZlog1U9UgBZjp0zW7n5y94dtcZUkrw4mt7V+p/DwSgqoMZnYce/LIG9u3ax7HmmoYZvY8F0op3w8AUM1jCXpsXfDmxnJvZ57OKygpKiOBfagqMYYBnNapbp8ezZvlpBpmbZgqjwAsiR0FFS9+vOmDpTsrQm1J0D4QWaI8WPe5X14OIahqCKO4R7cjR9zZBwAz1TTM7HkulFK+HwCgmscSYvOesjtfXL59V4kQgABVScwUaZOd7l7yhyZnd25QO82NtGGm3xhAlhB+pD9cseuZuRu37im3JARA3xHSqkOFas3CMIwAUGUzhl3HHjX4qhO6tA/DiGoeZvY8F0op3w8AUM0DIikxacaaVz/d6liCqjZtmImOaJxx2YlNjm9dJ9WztGFtmH59ArAkwtis2Fz0yqdbFn67JzJsCdAPMZNty+xo1941X2qmSheG0Qld2o8efLXjWMYw1TzM7HkulFK+HwCgGkkKbN5ddvMTXxZXRAJUxTFRrI0lRNtG6Rcc1+j41nVyMrxYG8P70CEHIgCWhdKKaNmmohmLty9au7c81LYUAP1bTORYIrN4XeGWb5lAlYeZhMDIQX27d+0URTHVSMzseS6UUr4fAKCayhJ46P21L83f5FiSfg+YKNZGAm0app90RE73w7Mb1U5xbcFM2rBhpoMDkBRCgKLY5Ktg4do9c1fmrdxaVB5oWwqA/jMmpDpk7/hK7doGaVEliaL4hC5HjLn7GiklM1ONxMye50Ip5fsBAKqpLCm27Sm749mvtuwptyXod4KJ4tgIgWRXdmqaddLhOe0apTeslZSe7GjDmvejfZiY/hMQEWgfEISAFBREJregYs0O9dm3+YvW7S0pjyNtLAkB0E/DhNpJpDd8rvbuEVLSb84Yk+S5owdffVzndmEYU03FzJ7nQinl+wEAqsFsSzz/0cZHZ66XEqDfGWaKDRNzvaykRrWSWtZP7dAkq12j9MxkR0pYEpYQAAmAaR+m/QAiJjKGteHYGG24zI/X7FDfbC1em1uyo6B8655yY1hK7Ec/G0Pk2BXB+kUlqkQIQb+tMIzO7Hns3bddDoCZqaZiZs9zoZTy/QAA1WACKK2Ibp725fpdpZYA/T5pw9owiBxb2JbISnYa10luWDu5fpaXlmQnO9KxpWMJZo60iWMOtSkuD3cW+DsLK3ILK3YX+35owthow1JASoAOjhB19N6SdYujKAZAvxVjOC01adLIm9q0bBzHmmowZvY8F0op3w8AUM1mS/G/S3aMffMbIgD0u8ZM+zCzYTL8T7SPJYVjCSaOtIk1MxNAAhAg7EcgAHSoMJFjWRllmwvXLycI+q2EYdzn4tNv6HNuHGuq2ZjZ81wopXw/AEA1mwBCbUa+uvLDlXmOJag6YiJi2g8E+i0YprQkO6VgzZ6NqyEk/fqiOG7Xqsm4odfVqZWutaGajZk9z4VSyvcDAFTjWVKsy1W3PbWkqCKSACUcCoYo3UXSzuUFuVtJSPo1MTMIwwZecdpJXcIoohqPmT3PhVLK9wMAVOOByLbEC/M2TZm5TmAfSjgkDIlMK6DNi0uLCiEE/WrCKDrj5C5DB1xBBGamGo+ZPc+FUsr3AwCUQCQFSiqiu15ctmRDoWMJSjhEIGRtUVK65rPQDyAE/QriWDdsUGf8kOuaN6kfxZoSiJjZ81wopXw/AEAJB9hSLNtcOOj5ZSUVsRCUcKhIy8rmPYWrv4iiGAAdUswE0ODbLjvrlGPDKKaEA5jZ81wopXw/AEAJ37Et8cK8jVNmrpfYhxIOCWaybVGnYtvedcsNgQ6pIIzOPb3rnbdcCmJmSvgnZvY8F0op3w8AUMJ3BBDGeswb38xavsuxBCUcIoYoyRKpe78p2r6BIOkQieK4dfPGY4dcUz+ndqw1JXyHmT3PhVLK9wMAlPA9UmLH3vL+T3+1fW+5JUEJhwgTMlyiLYtL83dCWnTQtDFJnjP6rmuO69wuimJK+B5m9jwXSinfDwBQwg+5tvhoZd6I1772Qy0EKOEQYUJ2kgnXf15aUAAp6SAwM4Ab+55/yQU9oiimhB9iZs9zoZTy/QAAJfwQQACe/2jjE7M2CAlQwqEDkS1U+brFFeXlEIJ+qTCMzjm96x03/Y9lSWOYEn6ImT3PhVLK9wMAlPAvBEgbGvfWqveX7rCloIRDR0iZFewsWb9UG6ZfJIzijoc3Hzfk2syMNK01JfwLZvY8F0op3w8AUMK/Y0nsVcE9r65cvK7AsQUlHCJM5Dl2evH6vRtWQkj6maIobtK47og7+7Zu3jiKY0r4d5jZ81wopXw/AEAJP8KS2L634q4Xlq3fVWpLUMIhYpjSk6zkPd/s2bwOQtJPprXOykwfcWffzh1bh1FECT+CmT3PhVLK9wMAlPDjHEss3Vgw/JWVu4p82xL0m4u10YYBWBICoANibbRhIrKkkAJExEyRNsxsSSEFqMozRBkO29u+LMrfDSHoJ9DaJHnuwBt7n3XqsWEYU8KPY2bPc6GU8v0AACX8R44l5n29e9xb3xSVR5YA/VaYiZmb1E1rUCu5zI/X5xaXBbEQMIYb1UlpkpOmNW/YVby72JfYh9o2zkxLsr/dXlxYGkgBpv1AVRdDZImKaOMXFSUKQtB/ZJgtIW6++o8Xnds91pqZEv4DZvY8F0op3w8AUMJ/41hi1vKdk2asKSwNLSno18dMlhQXntDsmjPaNqydUuZHH6/Mvff1ZXnFFecf1+QvZ7dvVjfNGP5ma8Gkt1cuWrPrilNaX3dmu2TX+uLb3WNe/WrH3lJLCkuKWBuqwoSQdVBcvOqzKIogBP0IY4wQ8prLz7riotOMMcxMCf8RM3ueC6WU7wcAKOG/AZFti4+/3j3+rVUFZaElQL+yWJuW9dMfuenEjGRn5tJtrRtmHN0i++EZK2d9tf2Z/j1cW05fuDnZlece2/TbHUUjXv5yXN/jvtlSOG/FjjF9jhv76tIZizbfcm77dbnqvS+2SAGqqpjIsqwcvatgzZIo1gDoXzAzEV17+dlX9D6VmY1hSvhvmNnzXCilfD8AQAk/jWOJuSvzJkxfvacksKWgXxMz2Zbo0LQWM8//eueJR9R/6raT563c8fmavOGXd3ly5qrxry9zLPHA9d16dGww6NmFfXu2CSKzfNPeS09qec+LXzbOSe3YtNboV5bmFZYLAarCmMixRKbaULhpFUPQDxljiHBF79OuvewsJmJmSvgJmNnzXCilfD8AQAk/mWOJT1bvHvfWqj0loSVAvyYmimNDIGb6c8/WQy4++ulZq1dvK7pIsmIgAAAgAElEQVT/mq6vL9gw/OUvk13rgRu6HdMyu++kjzKSnX7nHZHiOnOXby8L9FHNa418ZemWvBLXllTlMVGyLdydy9WuLRCSvmOMsaS8+vJel17QAxDGGEr4aZjZ81wopXw/AEAJP4djifmr8u57Z01eke9Ygn5lYWz+cES9CVd3jbS54ZH5RaXhU7d1b1o3fdG3eZYlj2mZvXhd3q2Pf1pUGtbJ8BxLHtc6+/yuzR54Z0VeUXmZr8v8SAhQlceEWh7rTV+U7NktpCSiWJukJOe6y8/ufd5JxvA+lPCTMbPnuVBK+X4AgBJ+JscSi9buGfvWqtzCCkcK+tWEkf5D+/qjruiS4tl/e/GLfyzZDlDnVtnXn9muY7M6mSlOcVl4x1OfL/hmpy1FEOmTOzS47qx2b3+2+azOjY9tk7M1v3TMK0u+WJsvBajKY4gcNwjWLSxVShtOT0u57doLzux5XBxrZqaEn4OZPc+FUsr3AwCU8PM5UqzYWvTAe9+u2FLoSAnQIac1H92yzvirjstIdkf+/cuZS7YBYOYoNkmuvOeyY/7YtdmTM1c9OONrYjLMx7bJufW89lM/WHVkszoXnNDsgekrr+jRKr+o4vYnPtWGAKr6GCKbC4rWLKqdkXrr9ReefMKRUayZmRJ+Jmb2PBdKKd8PAFDCL2JLsackePC9NR+uzCMiAdChE2tu1TBj8nUntKifnl9UsWZ7kZTYtKtkyntf7y0JTupQf+K1J2zYWXzLY5/sLQkEKMWz77iw01cb9rz2ycbBvY/s1eWwiW+v6HNK68LS4JbHP9GGAKr6DBMgjs4s6XdB57atm0RRzJTwSzCz57lQSvl+AIASfikp4If65QVbnpu3KYqNJUGHSBSbkzo0GH/Vca4tBSAFiOjrLXtveexTgO67pmur+hlDX/hi3spcWwoiApCRbBeXR1GsWzTIGHVFl3aNs3YVlo1+delnq/KkAFV5htkYOqVD3X692jSolRTFmhJ+KWb2PBdKKd8PAFDCQRCAEDRr2a4pH6zNKw5sCTpEpIBjS9D/xxgOIi0EPMfSxlQEGqD/YwxjP9KGU1yrblby3hK/uCyUAlTlxZo9R1x6YpM+Jzd3bRFrpoSDwMye50Ip5fsBAEo4OABZAiu3FN8/fc3q7cW2BQHQoWCY6XtABICImJmIANCPYGbDBJAAqGpjpkibelneTWe2Pq1jPSIyzJRwcJjZ81wopXw/AEAJh4JridzCiqfnbpi5dFcYG0uCEv4bbRigU9rXvfbUFs3qpkbaMFPCwWNmz3OhlPL9AAAlHCJSQBue9/Xup+du2LCr1JIQACX8O8wUatMgK6lPj2a9jm7g2iLWTAmHCDN7ngullO8HACjh0AHIlmJ3kf/sRxs/+GpnWaBtCUr4IW1YCpx4ePYNp7VsVjc11myYKeHQYWbPc6GU8v0AACUcalLAGPrs2/wn52z4NldJQApQApFhjjXXzfSuOqX5WUc18BwRa6aEQ42ZPc+FUsr3AwCU8CsAyLHE7uLg7wu2TP9iu6qIbCkAqrGYKI5Nkiu7H57Tp0fzlvVSY82GmRJ+BczseS6UUr4fAKCEX40UIKKlGwvfXrRtwar8INJSQgBUkzBTrI0txTEta13UtfGxrerYFmLNlPCrYWbPc6GU8v0AACX8mkBkWSLSZumGgjcXblu0dq8faUsKUI0QGxZERzbLuuC4Rt0Pz/EcGWnehxJ+TczseS6UUr4fAKCEXx+ILEv4oV60ds8bn2/7amNhpI0lBUDVEhPF2gBoWTe19wmHndy+bmaKHWnDTAm/AWb2PBdKKd8PAFDCb0UAloQf6vmrdr/zxfblm4vC2NhSAFRtMFNsjABaNUg748h653RumJHiGMPaMCX8VpjZ81wopXw/AEAJvy2AbCmKy6MlG/Z+9PXuz7/dU1IRM7MlBUC/X7E2TJTkWJ2bZ/bsWO+YFrVzMj2t2TBTwm+LmT3PhVLK9wMAlFAZhIAlEGmzfU/5nBW7Pv12z7rckjA2tsQ+9PvBTNoYImqSnXJ8q9qnHVW/df101xbasDZMCZWBmT3PhVLK9wMAlFB5QCQELIn84mDFlqI5y3ct3rC3pCKONUsBKQGqorRhbVgAni3aNkw/8+j6nVvUOqxOimHWhpkpoRIxs+e5UEr5fgCAEqoAKSAFwths31v+6Zr8FZuLNuaV7Sgojw1bAgL7UKVjJibWmpmobqbXvG7qEY0zurap07JeWpIrmTnWTAlVADN7ngullO8HACihygBIAJZEGJmte8o37i79amPBkvUFO4v8MDaxZiFIAkKAfiuG2RjWhgTItkVWst2pWdaxLWu3apDeNDslxZOxZsP7UELVwcye50Ip5fsBAEqoegCSQkhBYWz8UK/fVfLl+oJV29UeFexWfmFJaJiEIAEIgPYBgQ4WExHTPkxsDGlmYk5PdnIy3DppbpPslM4ta3VqkpmWZDuWYKJY8z6UUPUws+e5UEr5fgCAEqowEBFIAlIijEx+SZBf7O8uDjbvLtuYV7J+V+nekiCKWTMbw8awZgYBIICwD/0oZmJmQ8TMAhCAFBCCpBBpSVbzuikt6qW1rJtaNyspO8PNSfNSPEsb1ob3o4QqjZk9z4VSyvcDAJTwOwGQAKQAQFpzpE2kuaAk2LS7bG9JUFgaFpSFRaVheajLgrgi0GV+HGlDB4C+AxARiJJcmeJaya6V7MjMFDsr1a2d5mSmOA1rJzesleRawpLCtsBMhlkbYmZK+J1gZs9zoZTy/QAAJfw+AbQPAAEIEEAgELEfmbIgrgh0WRBH2tABoP8DIgIoyZEprpXsWsmuFAATMxMzGWbDRMTExJTwu8TMnudCKeX7AQBKqF4AAgEg7EM/iomZyTAxMyVUL8zseS6UUr4fAKCEhITqhZk9z4VSyvcDAJSQkFC9MLPnuVBK+X4AgBISEqoXZvY8F0op3w8AUEJCQvXCzJ7nQinl+wEASkhIqF6Y2fNcKKV8PwBACQkJ1Qsze54LpZTvBwAoISGhemFmz3OhlPL9AAAlJCRUL8zseS6UUr4fAKCEhITqhZk9z4VSyvcDAJSQkFC9MLPnuVBK+X4AgBISEqoXZvY8F0op3w8AUEJCQvXCzJ7nQinl+wEASkhIqF6Y2fNcKKV8PwBACQkJ1Qsze54LpZTvBwAoISGhemFmz3OhlPL9AAAlJCRUL8zseS6UUr4fAKCEhN8EACJiZqouhAAzMTNVMczseS6UUr4fAKDfCQC0HzPTIQGAmel7ADAz/XwAmJl+JgDMTAcNADPTbwUAM9MPCQFjmP6jMIyIyHVtZqoeKip8z3OFEMxMVQkze54LpZTvBwCoygMgpSwrK9dap6amAKS1oYPGzNiPhBBaGyJiZiIA9FMIIYjYGCYiY1gI0M/B+5EQoINmDAMEgH4TxhghBH2P1lqpsoyMVCEE/TsAoih65pnX//CHLh06tI3jmH7/ALz22ns5OXV69uwWxzFVJczseS6UUr4fAKAqAwD9EDMD0Fq///5Hs2cv0Fq3bt38yisvrF070xgmIgDMTN8DgIiYmX6clLKgoOi559740596NWiQU1hYnJWVwczPPvtGp07tjjvuSK01EYiImek7AJiZDgCgVImUMi0tNTc379VX37388j/m5NTW2gAgImam7wHAzPQdKcWqVeu++GL55ZdfYFmS2TDT9wFgZvoegIjAzPQdgIhgjHnllXc7dGhz5JFHxHEMgJnpXwBEBGam7wFARMxM/xEAZiYiy5IbN26dM+fTyy//Y1KSxwcIIXbsyHvwwacHDryuXr1srTUAImJm+o6U8ptv1k6b9so999yemZmmtQFARMxM3wFARMxM3wOAiJnppwBARMxM3wOAmel7ADAz/TQAiIiZ6TsAiIiZHceeM+eTuXM/Gzr0Vtu2mJmqDGb2PBdKKd8PAFCV4fshExOB9mMQPM+xbXvRoq8effSFG2+8olatzJdfnp6TU/uGGy4TQhJxEISu6xBRHGsAtm2FYUREjmNHUQyADyAiIQSzIYJlSSIqKSlbtWpd27YtlCp97rk3b775z+npKStWrKlTJ6tBg3rMTEQAiMgYI6UUAkEQOo5NBGMMMz/77BtNmzY8/fTuBQVF3367sV27lqmpyVLKMIwA2LYVRTEzSykBhGHoODYza22IyLLkp59++e67H44dO8gYLYSQUkZRRERSSiEQBJHj2EQUxzEAy5J6P+M4dhxrZrZtW2ttjJFS3nPP5BNPPPass06KYx2GoePYxrAxhg4QQkgptDZaa8dxtNbGGAC2bYVhRES2bWutjTFCCD6AiIQQxhgphRAyCALbtsQBS5asfP75N8eOvdO2bSKybUtrs23bzgkTpt51100NG9YDyPcDKYVl2VEU0QG2bb/wwltFRcX9+vU1xkgpwzAUQkgp4zgGYNtWFMXM7Dh2HMfGsJRinyCILEsKgTjW9EMACSGFEFEUAbBtKwwjZnZdJ4piZrYsCSAIQtu2AcRxLKUUAkEQOY5NRHEcCwFmYmYiEgLMRMRSWgBFUWzbVhTFRGTbVhTFQgjLkr4fSCksyzbG7N69Z+zYKf37X3vYYQ2MMVRlMLPnuVBK+X4AgKoAAOUVwZ/7ja2oCAHah5mSkpznH7k7MyP13XfnzJw5b/Lke1JSkpUqLS0ty8rK2L5955tvfpCXl1+vXs6FF57ZqFH9OI5nz16wZMlKY8zxxx/dvftxH3302VFHHVG3bnYURbNnf9K5c4e8vPy1azeWl/tdux69Y8euevVy3njj/dmzF5x6ardzzz2trKz8sMMaxLF+8833jWGt9WGHNbzssvPz8vLfeWfWzp27GzWq17p1cyllUZGaOvWl7OxaZ57Zo0eP45cvX921a2fbljNnfrx8+WrLkn/4Q5fu3Y/dtWvPZ599WVxcsnHj1vr1cy666Ozs7FrGGMuSn3++9K23Znbt2nnZsm9c1z311G5dunQCsHPn7unTZ+3alV+7dmavXj1at26xZMmKdes25ebuzs/fe8wxHc8++xTbthcvXj537mcVFRUdOrRdvnx1z57djj/+qNdff3/VqnXNmjX60596ZWamM7PW5uOPP7cs66uvvikqUm3atDjnnFMyMtLjOJ4zZ8HixSsAcdxxnaIobt26+erV6045pVtycpLW5sMPP2nTpnlmZvrbb/9j06Zt2dm12rdv4zh2amrqSy+91a1bl+XLVwshunXr3KPHCdu375ww4YnBg2/OzEyfMWP2smXfuK5z5pknd+nSkf8f9uADLqpzXRz1+35rrZk1QwcBKfbeS6yxlwR7FCzEXrAroNgLYi/Ye8XeO9bYjd1oEo29AYJ0RAYYZs1a63uv4X9zzz6/ffY5+/zOvvdyEp+HCAAQ2fz5a+rXr/Xtt80vXLj+6VPu69dxRNClS9tatarqOr99++GNG/c0Ta9Zs1K7di2J6NKlm1ZrwbNnb8xmU7duARUqlCHiAAiFBIGlpKTfvv1zfn5+uXKlGjWqc/36vWvX7nLOGzeu27ZtU6PRmJSUEht7MSUl3cPDrUuXtuXKlf7wIfXkyQupqRkeHq4dOrSqWLHs1at3PDzcqlWrAAA3btx3d3d1dXW5desnm81eo0YlRBYbexGAOnRoXa9eDavVdubMlV9/fWo0Gtq1a1m/fi1N06OiVnTo0LJp0/qapkORQUSybESLxWKzKYgIRQAiWguUHkNmWQsURAQAIjKbjIe3zXZyNGVkfIyO3pSXZw0IaN68eQNPT4/k5LSFC9dVrly+fv1a9+//8u7d+5kzw86evXrlyq3AwPaMsXPnrnbo0PrcuWsDBgTVqlUlP986deqSkJDgBw8e7959bOzYgXXqVFu+fOugQT1ev447ePB0nz5d69WruWXL/pYtG9euXfXhw990Xd+8eX/Llo369QucM2dViRI+jRvXffny3YEDsU2b1g8MbLdq1XZ//+Jdunzj5OS4YsWW6dNDz5y58vjx865dA6xW64kTF4KDO/v5FR8xYlqXLt98/fVXZ85cdXV1GjcuBAAEQbh375cJE+Z9802zFi0aZ2RknjlzZfjwvpUrl509e5W/v0/jxnV+++3lw4e/zZ07/syZq7t3Hxs7dqCLi/OePcdDQnqZTPKqVds7dmxTvHix69fvXrlye/78SRkZWdeu3f3++y737v3SoEGdBg1qcc5VVR0zJjI7O6dfv24eHm5nzlx1dnaaPHn40aPnLl++HRjYjjGMjb30+nXcihWRMTGHO3Zs3bZtk/fvk+fMWTVmzIDDh08zJrRt2+TDh9QdO47UrFm5b9/AiIh5tWtXCQhomZ9vPX78h169OtWsWXnx4o1Tpow8efLiu3fvu3ULyM7OiY29OGRIr/r1a2marmlaZOTywMB2detWHzp0CmM4cGCPhISkmzd/mj9/0qNHz/bvP/ndd986OjqcPHmhSpXyPXp0DAmZXLq0f1BQh19/ffrqVdzixVMA0G5X4XdkNpueP389dmxUx46tgoO7PHnyMjb2YvfuHYxG45EjZ1q2bNy8ecOoqBUlS/o1bVrv0aNnyclpQ4YEr1oV4+tbvHHjOr/99vLhw99mzx63a9ex8uVLd+/eAREWLlxXvnzpUqX8Q0MjBw7s2ahRnXXrdnXo0IoxTE3N7Nev2/bth+Pjk7p1C8jOzomNvThkSK+GDevOnbuqRo3KXbq0VVUNigwikmUjWiwWm01BRCgCENFaoPQMibIWKIgIAERkNhkPbY0ym4yMod2u3b378OLFm+/fJw8c2CMvL//EiR+GDu1tMEg2m7Jhw+4uXb65efOnESP61K5dTdf13Nw8q9W2aNH6AQO616xZOT/fGhm5fODAHg8f/paWljFrVviHD2lz5qwcP36oILBly7bOnTve0dExMnJZixYN27ZtZjRKJ09evHr19qxZ4y5evPHgweOoqHGSJALgokXr7XYlKmr8okUbKlcu2717h1ev3i1btqVfv6Bt2w5OnjyiQoUyjOHFizdPn74UFNR+8+b90dHTfX297t37Zdu2g/PnT5JloyAIt2492Lhxz6pVUcWLezLGDh06/fjx82rVKj169GzWrHBJEhFxyZJNHh4uiJiYmDJrVrgoCuvX7yooUD5+/FSzZpUePTpyzrOyPo0dGzl0aLDNphw79kPv3t9Vr17R2dmRc0JEu90+fvy8b79t+v33XTnn6emZM2cu69Wr06FDZ4YP71OnTjUAePz4eVTUimXLZj5+/PzOnZ/nzBl/7Ni5N28SmjdvePDgqYULJzs5OTKGGzbsefs2oVevzosWrY+OnlamTAlEvH793qFDp0eM6Ltp076+fbsuXbo5KKh9mTIlAPD48fOMscjIUABUFPusWct79OhYq1aViRPnf/ddQKdOrXNycqdOXdytW8CZM1cDApq3a9eCc3r7Nn7BgvUjRvRZt27nmDEDGzSonZycFhm5bP78iffvPzp79goi03W9XbsWfn7F167duXTpdJNJDguLqly5fLNm9QDwwYPHDx781rp146dP30RFhUuSqGlaXp714sUbv/76LCpqnCSJiLhkySZ3d+fsbEvp0v7durVDhOjojeXKlfL1Lb5797GVKyNzc62Rkctq1araunXjUqX8U1LSIyLm9uzZqUyZEgB4/Ph5QWBRUeMWLVpfqVL5bt0CVFWFIoOIZNmIFovFZlMQEYoARLQWKD1DoqwFCiICABGZTcZDW6MczHJ+vtVgkMxmkyAIV67c2rPnePXqla5cuV23bnVV1URRAIC6dWtcuHB92rQxXl7FOOcGg5SXlz9jxtLBg3tWr17Jai2YPj168OCev/76LD/fOnr0gNTUjHnzVoeHDyGilStjoqLCXVycZ89e2aJFw4CAFk+fvoqO3jRuXEjt2lW3bTuYnZ0THj5EVVWj0bBnz/H4+KSpU0ctXryxcuWygYHt4+ISV6zYGhTU4dCh03PnRjg5OYoie/787aZN+4KC2p04cSEyMszZ2fG3357HxByePXu8ySQLArt168GxY+cXLZoqCGgwGG7ffnjy5MXy5Uvl5VnDwgarqmo0GvbsOZ6R8dHDwzU3N2/EiH4AtHfviYyMj2lpmd26BTRsWFtVNSKYPn1Ju3Yt2rRpcvXqnWvX7qanZw0YEFS/fi3OuaLYZ8yI7tmzU9Om9RXFTkQzZixt2LD2tWt3p00b7eVVDACysj7OmLF06tTRLi7OM2cuHTSo59GjZ7t0aZufX/Djj/dnzx6nabosG2JjL//0069dunyzbdvBRYummEyyIODbt4krVmwbNuz7nTuPBAV1WLBgba1aVSRJAgDOebVqFQID2yMiEc2Zs7JVqyZNmnwVGbk8KKh9o0Z1cnPzFyxY26ZNk7Nnrw4e3LN69Uqapufn58+YsSw4uPOhQ2fGjBlQrlzJzMzs+fPXzJwZxjn/+PETFPL0dE9I+LBnz/GoqHEAMGLENDc3Fy8vD03TGUNv72IGgyEvzxoWNthutwuCYDQaYmIOfvyYEx4+RFVVo9GwZ8/x9PQszvWyZUt17RqACIsWrS9fvrS/v8+JEz/MmhVuMBiSklJOnbr87NmrqlUrtGzZeMKEeXXqVJMkCQA459WqVQwMbDd37uoWLRq2bt1E0zQoMohIlo1osVhsNgURoQhARGuB0mPILGuBgogAQERmk/FIzGwnR/OOHUcTEhIjIoZ5eLhdu3Znx44jQUHtjxw5M2HC8KpVKyQmJj9+/KJhw9rR0ZvKlCkxeHAvRDh9+rK3t+eJEz80alS3V6/O9+79PGnSoqVLp/3885O8vPyxYwelpmbMnbtq3LgQAFi8eOPChZPc3d1mzIhu2bJx48Z158xZ2aBBrZ49O3POf/rp8caNuydMGFajRpX4+KQJE+ZVrlxu1qzwBQvWVqhQpl+/oJcv3y5dujksbNCGDXsaNKj9/fddFMW+alUMY6x166937To6a1a4i4vT48fPY2IOzZkTYTLJgiDcufNwypTFUVHhAQEtcnJyFy/eUKqU31df1Vi7dueECUNr1KgSF5c4b97q3r27xsUl5eXljho1AIB27Tqan1/g6Ojw+vW7SZNGuro6X7lye+bMpXPmjPfyKsYYq1WryqZN+16/jps9ezwA2O32UaNmeHkVmzUr3MXF6fz564cPn545M3Tjxr2lSvkNHtwLEXfuPLJ37/HNmxdVqFBm9+6jp05d9vX1jooal5n5cc6cVcOH92nWrEF6etbkyQudnR369w8KC5s9duzAwMD2drt97dqdqqoFB3detmzzmDED16/f3aTJVz17dioosN24cb9cuVKlSvnpOpckcePGvQaD1KdP15kzlwUFtW/cuG5ubv68eau/+y7g/v1fFUUJCxtiMhkPHz598+aD0NDBK1ZsDQ0dWK5cqczM7HnzVs+cGebm5oKIUEgQ2M8/P9m16+js2ePMZvPSpZsEQQgNHWw0SrdvP3RycrTb7evW7Z40aViNGlXevIm/e/dnHx+vXbuOT5gQUqNGlbi4xHnzVvfu3fXVq3fZ2TlTp45OSckYNWp6r16dSpTwPXbs3Jw5ERZL3vPnb5o0qZeWljllyqLQ0IH79p1s3Lhuz56dCgpsN27cr1ChjKurc2Tk8pEj+1asWFbXdSgyiEiWjWixWGw2BRGhCEBEa4HSf8yCggI7InxGBCaTYdfaaU6OppSUjPXrd8XFvTebzbm5eb17f9exY5vDh8+cOXPZzc3FYsmvW7f6iBF9kpJSli3bYrerjKHRaAwPH5KWlrFmzQ43NxcASEvLnDdvwi+/PM3Pzx8+vG9aWubixRtGjerv5eUxZ86q9PTMQYN63r79oFmzBgUFtokTF1SvXtFgEEuWLDF58ojTpy8fP/6Di4sTAAgCK1eudETE0FOnLm3ffrhZs/oBAS22bTs4YcKwjIysNWt2cE66rhcr5j5+fEhm5se9e09MmTLKxcXpyZOXu3cfnz59jMkkCwJ78ODx2rW7PDxcCwpsVqutbNkSY8YMdHNzOXr0XGzsRWdnx9zc/KZN64WEBO/bd9Jms4WE9Aag/ftj8/Ly+/TpFh296d279w4OJkkSCwqUAQO6M4YbN+51dnbMzc3v27db69Zfc87tdvvMmcsUxa5pOgApin3QoJ4tWzZ68yZ++fKtNpsiioKDgzk/P3/y5NFly5ZISUkPDh7bv3+3IUOCOefnzl07cOCUg4MZABhjpUr5tm/fcs2anQ4OJptNURS7u7vLhAnDdZ2vXLlt4sThKSnp69fvQmSccycnhzFjBpQq5afrXBTFO3cexsZenDJl9IoVWzp1atuwYe3c3PwlSzZ26fJNqVK+y5ZtSUvLlCQJEUaP7u/v77NgwbqRI/uWLVsyK+vTkiUbJ08e6ezsSERQSJLEx49f7N8fO3XqKCcnx8TElLVrd2RlfTQaZU3TQkJ61a9f69ChM7GxF93dXSyW/KZN6/XrF3j69JWTJy84Ozvm5uY3bVpv0KBeHz6kzJu3hjFmMEipqemDBvX09vY8derijBmhFkveihVbU1MzGGOlSvmGh4e8fh23YcNuRMY5d3JyGDcuJDPz4549x2fODHNwMBERFBlEJMtGtFgsNpuCiFBk2Gx2AgJA+B0hoCwbAEAQmKbpiYkpeXl5fn4+bm4uRMQYS0vLSElJL1bM3dfXGwAYY4qiJCam6LpesqSfySQDUFbWp+TkNB8fL0dHB0FgnHMikCSRiFRVlSSJMaYo9vT0TDc3F4NBEgRB03SbTVFVlYhEUXR1dRZFITPzY0pKhpeXh7u7q6bpkiQiQkZGtq7rxYq567omSZIoigUFBUlJKaIo+fsXlyRJVVVN0wwGAwBwzjVNMxgMUEjXORFpmpqQ8MHBweznV1wQBCJijGVlZaelZRQr5u7p6Q4AdrtKBJIkAoCmaUQgywZd58nJaRZLXsmSvkajAQANBjEzMzs5Od3b28PLq/nqaAgAACAASURBVBjnHBEVRZkzZ3VgYDt/f59Pn3L8/X2cnBx1XRcEQVGUxMQUznmpUn5EIAiC0Si9f588f/7aiROHlytXStM0QRBycixJSamurs7e3sU0TRcExgslJHwwGg1+fsUNBoOmaXa7ajBIoijm5eXHxydJkli6tL/BYOCcAwAi5uXlr1ixtXv3ThUrlgYAxhgA2O2qKAqSJKmq+uFDqt2u+vv7mM0mTdNUVZUkCRGJSFVVSZIQEf4G51zTNIPBAACCwOx2NT4+SVHspUv7Ozk5cE6Msays7JSUdHd3Vx8fLwBAxKys7LS0jGLF3D093YmAMczLsyYkfHBxcSpWzJ0x/EzTdINBYgxVVYuLSwSAMmVKiKLIGMvLy4+PT5IksXRpf5NJ3rHjsMFg+P777zRNg6KEiGTZiBaLxWZTEBGKDESEf4+IoBD+gYhzTlCIMYaI9DtOBJ8hImMIAJzTZwDAGENE+gMiAgARAQAiEhEAYCEiAgAiwkJQiAoBAGMMEakQABARADDGAIBzjohEBACIyBgSARUCAEQkIiiEiEQEf0BEAGCM0R+gEGOIyIiIcw4AiAgARAQAiAgARIR/4JwDABEBAGMMEYmIcw4AiKgoyrx5a7t1C2jcuK6qapxzIoJCiMgYAgDnBACMscePn69fv7tNmybdu3egQgCAiIwxKgQARISIAMAYEgEVAgBEJCIAQETGGABxTp/BHxAhJSVDlo3u7q6ccyiEiEQEAPh/A87pMwBARCKCQohIRPB3EJGIoBAiMoYAyDknIijEGCIyIuKcQyHGEJEREeccCiEiY4wKARARICIRAQAiMoYAwDl9BgCIyBgDIM6Jc56cnObi4uTk5EhEUJQQkSwb0WKx2GwKIsIXf16c8/j4JE9PDxcXR84J/jFETEvLyM3Nr1ChNBEQEfyrCYJARJxz+LMQBIGIOOdQxBCRLBvRYrHYbAoiwhd/aoLAOKfP4L/CGH6m6xy++F+OiGTZiBaLxWZTEBG++OKLPxcikmUjWiwWm01BRPjiiy/+XIhIlo1osVhsNgUR4YsvvvhzISJZNqLFYrHZFESEL7744s+FiGTZiBaLxWZTEBG++OKLPxcikmUjWiwWm01BRPjiiy/+XIhIlo1osVhsNgUR4Ys/NUFgnNNn8KcmCIxz+gy+ACAiWTaixWKx2RREhP8NEFGSRETUNE3XOfz3ISJjTNd1+IMgCEScc4J/DBEFQdB1nYjgD4goCEzTdPinIaIgMF3nRAT/M4LAiIBzDv8EInr//oOXl4fZbCYi+O8QRUHXORHB/wsYY4io6zr8j4miaLerCQlJvr5esiwTEfzlEZEsG9FisdhsCiJCkYEIAAj/hojgM8aY3W5//PhFQYGtatUKnp7umqYzxgCAcw7/BETMz7daLHne3p6I8H+kpWU6OJidnByICP4jiJifb338+Hnt2tVMJpmIAAARFcWemfnR29tTEBj8c1RVS0/P9PIqZjBIRAT/AxkZHyVJcHNzZYxxzokI/gFBEF6+fBsTc2jy5JFubi6cc/inEfGUlAx3d1eTSSYi+JdCxE+fLIpi9/LygP8IYwwRdJ3Df4WIp6Zmuru7bt68r2zZEl27BqiqBn95RCTLRrRYLDabgohQZNjsOsG/QQDZIDDGLJbclSu3ZWRkOziYsrNzhg/v3bBhnTdv4omoXLlSqqoBACIKAiMCXdfhD6wQ5xwRHzx4fPHijYiIYaIoMMY458uXb23cuG6LFo10XdN1TkQAgIiMMQDgnCNiYmLKokXrZ8wY6+vrzTkXBCYIwtu3Cdu2HRw/PsTFxYkIBEEAIF3nRIS/g8+IgIhEUQAAzik9PWvdup2jRvUvXtxT13UoxBgTBKbr/DMohIiCIBBxzgkROeeMMc45FGKMEdH27Yc8PT26dg149Oh58eLFvLw8OCfOORRCRAAgIgCQJCkm5qDNpowa1U/X+WcAgAiIjHPOGBKBIDAi0HUd/iD8juXm5kVHbwoO7lKpUjnOuSAIAKTrnIjwd0AEgiAQka7rAIC/AwCkQogoCAIR6boOfxAEhsg41xlj585di49PDAnpzRh+xhjjnBMRADDGkpJS8vOtlSqV5ZwTAWNMEBjnXNc5/EH4HcvNzYuO3tS3b7eMjI+xsZejosJEUSQi+GsjIlk2osVisdkURIQiABGtitZn5e0CRUNEACAik1HcG/61q5Pp7Nmrp09fXrhwktlsOn/++qdPlq5dv12/frfZbO7du4vZbDIYJLtd+/Ah1cHB5OVVTNd1IpIk8dMnS3p6VvHinm5uLtev3z116tKcORMMBjE7O8dgMCxevKFly0ZVqlTQNM3X1xsAEBEAkpPTAMDX15sx9v598rJlmydPHunvX9xuVz98SDWZTFarddmyrVFR4cWKuWoaf//+A2OsRAlfALDb7brOEVHXdUdHh6SkFETw9/fJyvq0YcPuoUO/9/Iqpus6AEiSlJ2dk5aW4e1dzNXVRdM0URTsdjUpKdXR0ezh4Wa1FsiysaBAkWUDYwIRLyhQZNmQm5sviqLdbl+wYF1AQPNGjeogooODGQAQwW7XPjOZZERUVS0qasV3333ToEFtq9VqMpkAQNe5oigmk6woiiRJKSnpBoPk4+Ot6zpjyBhLTk7TNN3d3TUycvmgQT1q1aqiqtr79x8YYyVK+AKA3W7XdW4wSImJKWazqXhxT851RbEDoK7rAODoaLbb1ffvk2XZ6O9fXNc5EUmSmJmZnZ39yde3uIOD6dOnXFVVXV2dJUnMzc1PTc3w8vIwmWS73S4Iwu7dx7OyskNCgp2cHGTZmJubn5yc6u7u5unprqoaY8gYS05O0zTd3d01MnL5kCE9vb295sxZOX58SOnS/pqmw18bEcmyES0Wi82mICIUAYhoVbTAxTesioqIAEBEZqN0bHIzVyf5+vV7W7cemDZtTPnypWXZYLdrR46cWbt2l9FoaNq0XljY4LS0zPXrd6mqpqpazZpVhgzpJcuGEycunD17xWQy2e32fv2CEPH06ctz50acPXv1yZOXI0b0XblyW2pqhtFosFqttWtXGz68T05O7rp1O1NTMwDQy8s9NHRQQYGyZMnG6dPHqKq6du3OnJxcxpinp0dGRta8eRM1TV25MiYj4yMRlStXMjR0cFzc+23bDgiC2KlT6/fvU27c+EnXtZYtG3fv3iE9PdPLy0OSJCJijF25cuvAgdOybLDb1eDgLt980/T58zfr1+9WVRUAy5YtIUni999/t2fPie7dO5Qs6ZOTk7t164EePTrev/+rg4P51au4vXuPlyzp17JlY7vd3qpV4zp1qnHODx48ZTY7dOnShggyM7PmzVszfvxQzunkyQvDhvU2m+V37xJPnrwweHCPnTuPxscn6TrPzc1r3frr3r275ufnb968/+XLt5Jk8Pb2SExMjogY7unptmLFtoyMj0RUrlzJ0NDB794lHDlyjnOekfFRVe116lQfOjT43r1HsbEXiWjAgO7Ozo5r1uzIzc3XNO2rr2oMGtRDFMWDB09du3bXbJaJKCQkOCcnLyHhQ58+XX/88d6+fScNBkkQBD8/75Il/Tw83JYv32q1FjRrVn/kyH4fPqRu23ZQEJjNZv/uu2+6dGmbm5u3efP+ly/fSpLB29sjMTF5/PhhZcuWmDVreWBgu0aN6trtKvy1EZEsG9FisdhsCiJCEYCIVkULWnLDqmiICABEZDaKRyc1c5Qlu6oePXr+woXrPj7erVo1btasgSgKa9Zsd3BwGDAgKD/fOnv2qubNG7Rr19JiyV2+fGv9+jUrVCi7Zs2OceOGVKhQ5vHj50+fvi5btuTFizdq1Kh069aD0NBB5cuXnjBhviiy6dPH5uTkzpmzauTIfpcu3RQENmhQL0TYseNIQUFBnz7dVq7cFh4+ZMuWfSVK+Pbu3VVV7StXbn/06OmOHcs3bNjt5uYyaFBPTdNWrYrx9y9eqVK5GTOWLlkyzd3dJTJy+YwZoW5uzk+fvmzYsK7JJOu6TkSiKD59+nLVqu2hoQOrVav06NGzzZv3DRv2/Y4dR5s2rde+fUuLJW/BgnXZ2TnR0dMWLlwfGjqoYsUyHz9+mjEjOjx8yNmzVz09PTp3bhsZubxjx1bNmzc8cOBUUlLKlCkjP32yzJy5LCQkuE6dapxTUlLKkiUbZ8wIzcz8uHnzvvnzJzo5OTx58mrTpr2zZoVPmDCvfPnS4eFDkpJSoqM3TZ066urVOwkJH8LCBsmyfOzYuU2b9m/evOjUqQsuLs6DBvXUNG3Vqhh/f5/KlcuFhs6aPHlkQECLnBzLsmVbGjWqazQaNm/et3z5TF9f73nz1tSoUalXr855eflLlmxo1KiuyWQ6evTcxInDfXy87tx5mJX1iTEWH5/UqVPr6OjNISHBtWtXiY9PmjJl8VdfVZ85M2z79kOZmdmjRvX/+PHT/Pmr+/ULatLkq7i4xKVLtwwdGvzw4W8JCR/CwgbJsnzs2LmNG/fGxERXqFBm7tzVzZrV/+abZna7Cn9tRCTLRrRYLDabgohQBCCiVdGCltywKhoiAgARmY3i0UnNzEZRFAVRFJOTUx88+O3UqUsVKpQeN27oxo27HRwchg79/vr1u4cPn503L8JoNAiCeOfOw5MnL3h5FXN1dQ4JCVYUuyAwSZJu334YFjarcuUKCxZM8vX1stvVqKiVzZo16NChpapq8+evKVOm5IMHjyZMGO7v7wMAKSnpCxas7dcv6PDh04GB7fbvPxUVFe7u7ioI7MmTl2vW7AgLGzxr1orKlcu5u7sgYnx8kt2uBgW1++GHH+fOnaCq2tq1O+Ljk5o3b9iuXUsnJwfOORQyGKS9e08cOXKuRYuGRByR3bhxr0aNyjabPTIy1Gg0CIJ4587DvXtPTJkyaunSzaNH969QoXR2dk5U1IoxYwacP3/d09OjR4+O06Yt+e67b5s2rZeQkDR//topU0bFxSWeP/9jVFSYKIqMseTktMWLN0ybNvrjx5xt2w7Mnj3eycnh2bM3W7bsmzp1dHT05sDAgGbN6ufmWmfPXhkQ0Pzs2at9+3arU6earvNPnyzTpi3p0aPjli37KlYs6+7ugojx8Ul2uxoU1P7EiR8WLZpqNBokSbx27e6FCz/WqFH53bv3U6aMiot7P3Zs5Ndff+Xg4MAYe/LkhYeHm6OjQ+XK5Xr06KgodkFgBoPh0KHT8fFJ3t7FUlMzx48P0TTNaDTExBz68CF11qzwXbuOZmR8HDduyIULPy5fvvWbb5oBEGPs1q2HLVo0fPfufb9+gXXqVNN1/umTZfLkhWPHDqxSpfzs2Stat27SuvXXdrsKf21EJMtGtFgsNpuCiFAEIKJV0QIX37AqKiICABGZjdKxyc0cZenps9dms1yxYllJkl68eDNr1oro6KlHjpx1cnIKCQm+ffvBrl3H5s+faDabJEm4dOnW5cu3/fy8iGDs2IF2u4oIBQXK48fPV6zY6urq0qNHx2++aapp+pw5q1q2bNS69deapi9cuK5cuVL37v0aGjqwXLnSABAXl7h06abBg3vt23eyV69OO3cenTFjrK+vF2Ps/v1f163bNXXq6DlzVjVuXMfPz4dzDgB+fj42W8H589cjI8MNBomIP3v25vz5a+/fp8ycObZYMXdd1wHAYJAOHjx9+vSlwMD2nHPGmNFo0HV++fLNuXMnmM0mSRIvXrxx+PDZmTNDlyzZOGbMgMqVy6akZEyfvmTSpBHnz1/39PTo3r3D1KmLAwPbN2pUh4g2bNhNxD9+zPnqq5odOrRSVZUxZrHkzp69cuTIfpzzTZv2zps3wcXF+aefHm3bdnDWrPAVK7Z26xbQqFHd3Nz8+fPXfvtt83PnrgYFtWvc+Ctd5+npmZMnLxwwoPv27YcaNqzt5+fDOQcAf38fq7Vg794Ty5bNcHJyEEXx3LlrN2/+VKNG5bi4xIiIoYmJyePHz+3YsbWHhxvnHBFKlfK/ePGmv3/x/v2DFMVORJqmnT17LSEhqUQJn1ev4qdOHUVEkiSuWbMjOztn1qzwnTuPZGV9GjduyOXLt9eu3R4c3EUQBERkDMuWLbl9++FevTo1bvyVrvP09MwJE+ZNmjSiTJkSkZHL+/cPrFWrmqqq8NdGRLJsRIvFYrMpiAhFACJaFa3PytsFioaIAEBEJqO4L/xrZwfjocNnT5++NHbswBIlfE+cuPDbby+io6fv23ciJSV99OgBgsAWLFjr5eXRq1eXtLTM9et39ejRsWzZEnPmrA4O7tygQa0ff7z/7t37WrWqXr16p2/fbmvX7mjXrmX79i1nzVrRqlXjb79tpml6ZOTy5s0bJCYmv3jxbuTIvozhxo17S5f269ix7eLF66dOHb1//8m8PGtISLDNZluxYlt8fNL+/Wv27j2RkpI+YkRfQWBHjpxt1KiOqmrHjp1fuHByamrGoUNnOnduwzktWrR+2rTRFSqU0TQNAERRiI9PXLhwQ+fObZs3b/jkycuHDx8HB3dZvnyrp6d7cHCXjIysZcu2CIKwenXUwoXry5YtERjY/tixc3v2HI+JiT516pKnZ7E+fb6bOnVxjRqVO3Zs4+TkEB+fOH78XGdnx+XLZ7q5uXLOAQARFyxY16BBrQYNak+cOD84uHONGpVXrYp5+zZh3bp5ixevDwrq0KRJvdzc/Fmzlvfo0SkxMfny5ZtjxgxwcXHas+fE0aNnd+5cfu3a3eTktBEj+goCO3LkbKNGdRBxzJhZffp07d69fUpK+vr1u3v27GS1Fjx9+mry5JG6rkdHbxIEISSkl9VqO3bsfLt2LSyWvHXrdg8Z0rNq1QqnT1+22+2uri7x8Unff99l7tzVbds2adXq68ePXyxevL5Jk3oLFkzavz/2p58eRUQM45zPnbu6YcM6Xbq0jYtLvHz5Vr9+gVev3rl27c6YMQNcXJz27Dlx5MjZPXtWms3y0qVbpk8f4+npoes6/LURkSwb0WKx2GwKIkKRYbPrBP8GAWSDgIi6rp87d+3UqUs2m+Lv7zNkSK+KFcsmJCStXbtTluWIiKGapm7devDVqzij0dChQ8sOHVozxn766dGBA7HZ2TleXh4DB/ZEhAcPHvft2+316/iTJy/07Nnpzp2fK1cuV6NGZc75kSNnK1cuV6VKhT17jt29+wsANGhQq2/fwPx864kTF4KC2gmCsHPn0Z9/fmIyGb/+up6iKD17dhIEtnv3sbt3f2UMa9eu2r9/UEpK+oMHj3v27MQ5P3HiwqVLNxGxY8fWHTq0YowRERQSRfHZs1fbtx/KzMx2dnYMDGzfvHnDzMyP27YdfP06zsnJoXr1yi9fvp07NyIpKXXTpr1ZWdkVKpR2dnYOCmr3yy9PnZwcW7RocO/er9u2HaxZs0pISLAkSePGzfHx8Zo8eYSm6UQEAJIknTlz+cGD32bMGHv79sO9e4/rOq9atbyzs1NQUPvTpy/Xr1+rUqWyBQXK0aNnGzSoXa5cqSNHzl66dJNz3rjxV7qud+jQysPDbffuo3fv/soY1q5ddcCAHs+evdq/P7ZSpbIPHjySJEOnTm06dWpz794vKSnpnTu3ZYxlZ+fs2nX00aPngsCaNasfFNTB0dF8/fq9I0fO5udbS5XyGziwR3p61ocPqV27Brx69S4m5mBaWpa/f/GqVSs4OJi7dv02JSV9w4Y9BQW2sLDBmqZt3Xrg/ftks1nu3Llt27bNAOj48R8uXbrJOW/c+Ctd1zt3bnPnzs9v3sRPmDCcCsFfGxHJshEtFovNpiAiFBmIAIDwb4gIPkMESZI0Tbfb7WazWdc1XeeMMVEUdF3nnBBBkiSbTZEkEZGpqgoAoigyhlZrgSzLVEgUBbtdFQQmiqKqqqIo6jrXdR0ADAZJ1/lnBoNkt6sAYDBIdrsKAAaDZLerAGAwSDabgogGgwER7HYVACRJtNkUIjKZZFXVEFEUBbtdBQBJkhRFAQCj0aiqKvx7giAwhnl5VrNZRmSapjHGJEksKLAZjcYnT15u3rxv/vyJTk4OAFBQYDOZZEEQFMUuigIRaZouigIics51nb9+Hbdu3a4RI/rWqFFJVTUoxBjLyso+cCC2Z89Ovr7F1UImkwkR7HZVkkRN0znnAGAwSJqmc84NBkn7nS7LMiKoqkoEkiTabAoRmUwyEd24cf/UqcuLFk1RVVUURUEQVFUVBIExpqoqACCiJIlWawFjTJaNqqoRkSSJAFBQYDOZTLquIyJjTFVV4XfMarXJsoExgYhUVWUMRVHUNJ2IGENBEPLy8o1GoyiKqqoigiRJ2u90WZYZQ5vNtmPHkXr1ataqVVXXdfjLIyJZNqLFYrHZFESE/yUQEQCICP4GIhDB/4GIAEBE8DcQkYjgvwMRAYCI4O8gIgAQEfwNRAQAIoK/g4gAQETwDzDGqBD8AREZY69fx505c3n48D6yLHPOEZGI4D8iimJ8fNL69btatWrcrl0LXefwNxBR03REZAw/AwAigv8UIgIAEcHfQEQAICJBYI8fv7hx4/6wYb1FUaRC8B9BRAAgIvgbiEhE8HcQkYjg30NEIoJCjCEREBH8AREBgIgAgIh0nUuSSETwBQARybIRLRaLzaYgInxR9Oi6brMpZrMJEeE/hYiqqmqa7uTkoKoa/B1EJCL411FVTVVVs9kERQkiEhF8UYiIZNmIFovFZlMQEb4oerAQ5xz+Cfg74Jzg/xNYiHMOXxRVRCTLRrRYLDabgojwxRdf/LkQkSwb0WKx2GwKIsIXX3zx50JEsmxEi8VisymICF988cWfCxHJshEtFovNpiAifPHFF38uRCTLRrRYLDabgojwxRdf/LkQkSwb0WKx2GwKIsIXX/yLIAJjTNc5/JUwhgDIOYcig4hk2YgWi8VmUxARijxEFEVB03QigkKMoSAImqYTEfwvxBhDRF3X4V9KFEXGUFU1IoL/CmMMETnngiDoui4ITNc5EcEfGGOIoOsc/jmIqKpaYmJyiRK+JpNR03RBYLrOiQj+AcYYIuq6Dv8dgiAQcc4JigBETE3NEATm6elBRFA0EJEsG9FisdhsCiJCkYEAiPD/IAICQMT8fGtqakapUn6iKBIRY2i12pKT00qU8DEYJCL4zyGiIDBN06FoQMScHIui2D09PeBfhzEWH5+Unp5Zs2YVo9FARPCPIeKnTxZV1QSBvXkTV6tW1YyMj56e7kajURCYpumImJWVTUTFirkTEfwTJEm8devBpUu3hgzpmZiYXLNmlYyMj56eHkajRAR/DxE/fbIoit3LywMRGWO6rsM/IS0t09HR7OjoQETw/zdJki5dunn37s8TJgwTRZGIoAggIlk2osVisdkURIQio0An+PdMAhoM0v37v0ZEzJ8+fUxAQAtN00RR2Lbt4IEDp2Jiov38vDknQWAAoOscETnnAMAK6boOADab8uLF22rVKhoMEuccAARBQERd14kIABhjRISInHMoxBgjIkTknAOAIAiIqOs6EQEAY4yIBIEBgK5zIgIAxhjnHAoxxjjnjDEiQkTOOQAIAkNknOuCIJw9ezUuLnHkyH6MoabpRASFWCHOOREBABEhoiAIvBAUYowJAtN1/hn8wWCQHj16vnr1jgYNagYHd3FwMGMhXdcRgQiICAAEQUBEXdcFgZ07d+3Dh9SvvqqxZ8+x8PCQ7dsP9e0b6OPj9ezZ62rVKprN8r59J1VV7ds3UNd1QWCf6Tr/DAoJgoAIus6JCADwd7B69Y6SJX0rViwbE3Nw3LiQ7dsP9+nTtVy5UrquM8YAQNd1VkjXdUFg585di49PHD68b1bWp5SUtOrVKxNxIkJEQRCISNd1+IMgCIyh3a6uWhXTsGGdFi0a2O0aADCGRICInHMAEASBMdR1nXOCQogoCAIR6boOhRCRMQYAnHMiQkQAICIAQEQAICLGGBEhIuecFeJc55wAABEEQQBAXdcZY5mZH+fNWxMaOrBs2ZK6zqEIICJZNqLFYrHZFESEIoAh5GvU805BvkYM4TNO4CDiocYmN7Px+o/3pk2LLl3aPzp6mo+P18uX78aPn6so9k2bFpYp46/r/MOHVETw8fG2WguMRsNnHz9mZ2fn+Pv7CILw6NHzLVv2R0SE+PkVl2UZEZOT0woKbCVL+kqSpKqa3W6XJLGgwObo6AAARGCz2YxGg9Va4OBgliTxw4e0ggJbyZK+kiSpqqYoitlsSk5OIyJ/fx9EUFXNZlNMJpkxpuu6zabIslFR7EajwWotcHR0kCQxMzM7O/uTr29xV1fnAwdOxcUlDBrUKzs7x9fXW5YNus4lSczNzU9NzfDy8jCZZEWxOziYFEVNSkrx8HB1dXXRdV2SpOzsnLS0DG/vYm5uLqqqAQAi2u32tWt3ck7Dh/d2dHSQJDEtLTMvz+rvX1zTNMaYwWBgDFNS0m02pUQJX0EQLJY8AIiPT9y79/iMGaE2m+LoaH7+/O2WLfsjIkL8/X0Uxc45ubg4iaKQmZmdmfnR19fbyclR0zRBEFJT0+121d+/OAASESLm51tnz141dGgw57R9+8GZM8NsNsXZ2VHTdFEUMzKyDAbJx8crO9vy8eMnX19vg0G0WPI1TXNwMJ87d/XevV/GjRvq4uIky8aCAltSUrKTk2Px4l66rgOAIAjp6Zn5+QU+Pl6LFq1v2rT+t982s9tVALDZFINBslptJpMsy8bU1PScnNwSJXxMJlnTdFEU7Hb1w4dUk0kuXtxL13VEBIDk5DQA8PX1RgSbTdF1LstGRLDbVV3nRqNBUeySJBYU2FxcnHNz89LSMv38vGVZBiBETExM0TStVCk/xgQAWLhwXc2alTt3bquqGhQBRCTLRrRYLDabgohQBDCEfI063bTmqcQQPuMEjhKebmp2MxuvXrsTG3vRaDSWKOEzfHifqKiVRqMhOTl1/PihLi7Oq1fHpKVlMsb8/Ioj4qBB0k0eOQAAIABJREFUPd6/T96166iqar6+Xp07fxMTc+ju3Z/r1Knev39go0Z1NmzY/fjxC4NBcnAwh4cPkWXjypXbrNaChg1rBwa2Z4zZ7fZNm/bGxSVVqFC6d+/v9u498euvzwwGycHBHB4+xGg0bt68D4CSklI4597enmPHDtQ0bd++k4MH93R1dUlOTj148HRwcJcdOw5nZWVXqVK+b9/AI0fOXLt212yWiWjo0N7v3ycfPHjK3d3FbtfMZjk8fHDJkn5Xrtzevz/WYJAEQfD19S5Rwufbb5utWBGTlZWNCIMH92rQoNaFCz8eOHBalg12uxoc3KVVq8a6rouiePnyrXnz1siysW3bpgMGBB09evbhwyeSJLm6Ojs5mQMCWlSqVG7dul1v3sSJoujm5jJqVP+3bxOSk9OqVCm/d+/x8eNDDh8+W7du9f37Y+/c+blOneqDBnW3WPKsVluPHh0OHTp97tw1WTZqmj50aHC9ejUPHTpz+fItXddr164aEhIsiiIifviQsnTp5pkzw1JT03fvPjZuXMjBg6e6d+949uzVt28TFMWen59fp07116/jbDbFy6vYuHFDHj9+kZSUUrq0//LlW1NS0ho2rDNmzABFsa9bt5NzrihqixYNe/fuqml6TMzBX355ajBILi7OFktuYGD7Nm2+VlWNiGJiDr5+He/u7jpsWO+zZ69cvXpXlo2SJI4Y0bdGjUpPnrzcsGE352S3q3XrVh84sEd+fv7atTtTUzMA0MvLPSxsyNOnL9+9S+zXLxARf/zx/vv3SZ06tV22bLPVWtC48VdVqpTftGmv3a46OzuGhg5ydnZcv37327cJjDEfH8/Rowf4+Hht3XrAarWNGdPfblehCCAiWTaixWKx2RREhCKAIeRr1PmmNV8jhvAZJ3AQ8VRTs5vZeOXqnXPnrg4c2D06enPNmpVfvYoPDx+0YsW2ceOGHDlyTpLEwYN7IcKOHUdOnrwQExO9c+eRcuVKff99l1u3HlasWCYzM3v9+t1Tpoz09/c5ePDUkycvJ04c7uTkePDgqVev4gcN6jFy5LQhQ4I7d24jCAIiqqo6YsS0SpXKjRsXcuzYuSdPXk6cONzJyfHgwVOvXsUPHtxz4MDxnTq1CQkJBoCtWw9omhYU1GHVqpjIyHAvL4937xJWrNg2YcKw8ePnBgS0GDCg++XLN0+evDhx4nAfH687dx5mZX2SJCkm5sCyZTP9/X1Wr44pVsy9efOGixdvDAkJrl27Snx80pQpixs2rF23bvXz568tWjTlzZsEREDElStjQkMHVqtW6dGjZxs27Jk8eUTp0iU51zVNX716u6ene58+XY8dO3/v3q8REcPc3JwvX761YMG6JUumvHoVl5DwITR0kCwbz5y5XLy496dPOW/fJnzzTbN9+06MGTNw8eINYWGDbDb7unW7Jk8eWbKk744dh1VVrV+/1qZN+yZNGlG2bIlbtx4ePHgqNHTQkiUbQ0KCq1Qp/+DBb/Xr1zSbTYzh69fx69btmj9/Ylxc4p49x8eMGRgdvSEsbMj69bscHExTp46+fv3e7Nkro6On1a5ddeHC9fXr1xIE9vTp6wkThp47d/3OnQdTpoy22ZS5c1e3b9+qXbvmaWmZCxdu6NmzY1paxs2bDyIihrm5OV++fGvx4g0LFkxq1aqxqmoAEBExz2g0zJgx9saN+xcu/Dh58ihv72KnT1++efOnsWMHLlmyoXnzhh06tMrOthw//kOnTm0OHToliuKgQb0QYceOI3a7vUKF0i9fvps6dTQinjjxw4sXb4YM+b5Pn7HDhvXu1i0gOnqz2SyPHNnvwYNH3t5e589fy87OCQsbLEnipk377Hb7xInDjx49//r1u0mTRmqaBkUAEcmyES0Wi82mICIUAQwhX6PON635GjGEzziBg4inmprdzMYrV+/Exl5ctGjK/v2xy5dvXbFiZs2aVSIjl/Xp03X//thJk0b4+/sAQEpKemTkshkzxr58+fbAgVN161Zv165lxYplXr+OX7Nmx6xZ4S4uTuHhUQBYoUIZznlubt7jxy/Gjx964EDs5MkjfXy8NE1DREVRoqJW9OjRsWHDOmPGRAJAhQplOOe5uXmPH7+IiBi6Y8ehqVPHlCrlDwCJiR+iozd///13hw6dnjZttKenR3x84urV20NDBy1btiU8fHDZsqUWLlxXuXK5Hj06KopdEJjBYDh48PSzZ6+nTRstiuKJE+dfvozz8/NOTc0cPz5E0zSj0RATcyg1Nb137+8WLlzn4eH+7bfNmzWrv39/7OHDZ1q0aETEEdnlyzeHDevdqVNbVVUFQVizZoePj2ePHh0nTVr43XcBzZvXV1VN0/Rp0xa1avX19ev3+vbtVqdONVVVBUEQRfHQoTMJCUmtW3+9b9+JMWMGLlu2OSxsMACsXBkTGRnm7V1sy5b9nOt2u/bjj/e//vorXdd0nf/44/0pU0Y8e/bm7t1fmjVr8O23zb28PHRdZ4y9fZuwdu3OuXMj3r//sHv38bFjBy5fvmX06AG7dx9r2rR+x46tnzx5sWrV9nnzJhQr5rZ160HOuaenx4sXbydPHnHp0q0bN+7NmRNx794vc+asat68kSQJnz18+Fu1ahUtlryAgJbNm9dXVU3T9ClTFnbs2Oabb5qqqkZEs2evatmyYUBAi8jI5QkJSXXqVOdcLyhQ7t//NTCw3ePHL2bPHmc0GojAaDQkJibPnbt66tTR/v4+AJCSkr548foqVSrk5VkjIoYi4qlTl168eNO/f9CcOaumTx9booTP9et3Y2IOVqlSoX37VmXLlhw5crqXl0fJkr5EkJqa/v59ckxMdGzsxfj4pIiIYZqmQRFARLJsRIvFYrMpiAhFAEPI16jTTWueSgzhM07gKOHppmY3s/HK1TuxsRfnzZtosym3bz9s27bJp0+W2bNXDhjQfffu4+PGDS5XrjQAxMe/nzlz2ezZERUrln7/PuX69bvnz18bNaq/p6f7ypUxs2ePd3Z2nDRpgaOjuV69mpqmI4Kzs7Ovr9fGjXsmThzh4+Ol6zoiKooyZ87q7t3b169fKyJinqOjuV69mpqmI4Kzs7Ofn/eCBWunTw+tXLksALx6Fbd6dUz//kG7dx+bOTOseHHPZ89er1ixdcqUkStWbBs7dlDZsiWiozf7+xfv3z9IUexEpGna2bNX375NGDcuRJKkkyd/ePUqrlQpv9evE6ZOHUVEkiSuWbPj48ecWbPCcnIsDx78duzYuerVK7u7u8TGXgwMbM85Z4whYp061fz8vDknxtiaNTt8fDx79uw8bdriNm2aBAS0UFWtoMAWETGvS5e2P/54LzCw/ddf17XbNVVVAeDMmasJCUmtW3+9b9+JMWMGLlu2OSxsMBGtXBkTFTXOy8tjy5b9nOsAePfuL126tFVVjTEURbFhwzqenu6vX8edP//jo0fPZs4MLVHChwjS0zMXLFg3Zcqo7OxPu3YdGzt24PLlW0aPHrBnz/FmzRoEBDR/+vTV+vW7oqLGubu7xsQc4px7enq8ePF20qThFy/evHXrp7lzIx48+G3+/LWBge3MZpkIEKF8+TL798e2atUoIKCFqmoFBbbx4+f07Nm5bdsmqqoR0dy5q1u2bNSmTdP589ekp2e1adNEVVXGmKOjWRTFkycvzJ07wWw2IYLNpmRlfVqwYF1EREi5cqUBIC7u/2oPPsCrqtZFYX/fmGXNtdITCKRQpEkNvYj0Tug1dAgdFAFBUEpERARpIkiVIj2EHpqQSJcmiGwURRGkBwIhk2St2cb4LnAv9+qzz973P+d/vE/krPe9OW/eF5UqlXnw4NG77w6XJGndum3Xr99OTOwyffrCceOGRUVFMob37z88ceLbPXu+jo9vmJZ2vEiRmLJlSzmOAwBhYSH169dcsmSd260lJna1LBvyACLSNBfqum4YJiJCHsAQch3qetKX6xBDeEoQBMi4+TV3mMeVln5i27b9M2e+63K5JEkiort3MyZNmj1hwptpacd/+eXasGG9GWPLlm04ffq75ctnnDhxrmDBfLVqVfnoo4U1alSsXbvapEmzR4zoW65cqbS047t2HRwxIjE6OnLfvsOa5qpeveL06QsnThwRHV2Ac46IpmlOmjSna9dW9erV3LHjq9TUtBEjEqOjI/ftO6xprtq1q/XpM6pSpXJDh/ZExEWL1rzySqFevTpMmDCrYcPa9erVWLly86FDJ5ct+3jGjEVvvz2wVKlix46dWbp044ABXcuWLbl7d7plWWFhIb/++vu4cUMVRdm2be+PP17t1av9tGkLmjR5vWHD2hcv/jRz5qJ69Wo2avT6pUs/d+3aev/+wxcvXh4woNusWUtbt25cr17NS5d+Pnv2+/79u3o8biJijM2b90XBgvn79euyZ8/Xycmpw4b1jo0tuH37V6tXp8yaNfH+/Yfp6SdGjOgbEhK0fv3OcuVKWpbz66/Xmzats2bN1tGjB86YsWjs2MGKorz//rwRI/pWqFB69eoUy7KaNKk7Y8ai3r07Vq1a4fTpC7/+er1jxxYbNuxq2LBWeHjolCnz3nyzb6VK5YQQtm1/+OFnbds2DQz0rFiRPHr0wJkzF48aNWD16pT69WvFxze8dOnnTz9dOX36uIiI0GXLNgohIiMjfvzx14kT3zh69OymTTsnTnzT43F//PGiYsUKdenSKjMza+fOAz16tLt8+deNG3cNG9Y7Nrbg9u1frV6dMmPGu40b17Ftm4iSkuY0bFg7Pr7hoUMnv/xyy9ChPUuVKpaWdjw319euXdNp0xYUKJCvW7e2GRkPNm/eM3BgQnr6N1euXBs2rBdjuGTJ+ldeKfTaa5Xnz181Zsxgl0udNGl26dIlhg/v9f778yZPfis6usCmTTtdLq1x49qLFq0NCwsJCQk6c+bCiBH9goMDt2//qmjR2IYNayclzWnRokHdutUdh0MeQESa5kJd1w3DRETIM3yc4M/cEsqy/MMPV7799vtu3drKskxEjLHsbH3z5j3t2zcLDQ1et277qVPfMYa1a1dzHKdNmya3b99bs2arrueULl1i0KDugYGejRt3HT16plevDg0a1Ny58+CePem27RQpEpOYmBAQ4N6x40D79s3CwkKEEIho23ZKyt6aNSuVKlWMc75nz9d79qTbtlOkSEz//gmMsRkzFsfFlT537h+27dSuXSUhoW1QUMCFCz988cVGn88sXbp4cHBQhw7Nd+9Oa9myYWRkPgA4duzMli17c3O9RYrE9OvX5f79h7dv32vTpokkSWfPXrhx426nTi2uXLm2cmVyRsbD2NiCZcuWDAoKeO21KkuXbrh69fewsJB+/TrHxZW5dOnKqlXJmZlZwcGBHTu2rFOnOhEBACLu23c4NDSoTp3qQtC+fYf37Ek3TatSpbJBQYHVqsWVKVNiy5a9X3/9jW3blSuX792745Urv92/n1m+/KvHjp1p2bJhaurBli0b5csXvnHjzqNHz/Tr14lz4fP54uMbffPN+Q0bdmRnP4mICOvZs12lSmX37j28e3c657xevRpdu7aWZZmIZFles2Zrbq43Pr7RsWOnW7RokJqa1qJFg6NHz5QpU7xSpbI3b97dv/9IQkLrwEDP11+fJBLBwUG3b2e0adPY6/UuXrzu1q27o0YNCAoKWrp0/dWr11VVbdz49Xbtmqqqsnfv4T170k3TqlSpbFBQYNWqFSpUeJVzQURbtuwtW7ZkXFxpIejIkVMpKXt8PjM6OrJnz47lypXIyMhcsWLzr79eU1U1Pr5hy5YNHMfZsGHnqVPfAUCNGhV79eqgqkpKyt4DB456PO5SpV4pWrRQ3brVt27d3759s3z5wi5fvrpiRfLDh1nFisUOHNg9IiJsy5a96enHOady5Ur269c5K+vJwoWrJ058M1++cCEE5AFEpGku1HXdMExEhDwDARDhfyMCgmckiUmSbFkWvICIqqpYlg0AqqpYliUEuVwqIlqWLUmMiAzD8njcnDtCkKoqnAsiEkKoqmLbtmnagYEex+FEpKqKZdlEBC+oquI4XAgBAKqq2LZtmnZgoEcI+v332598smTKlFEREeFCcFVVbdsmIlmWAMAwLI9HQ0TLshVFsW2biABAUWQA8PkMt9vNOUdExpht2wAgSRJjzLZt6Rnm9RqapjImEQnOuSTJXq9P01QA5JxLksQY5uR4PR4NkTmOAy8oikxEjsMBQFEUImGaltutIaLjOJwLVVUch9u27XZrtu2wZ5BzIcuSbTuKoti2TUSqqnAuiARjEiLYtiPLMgDl5voCAjwA5DhcUWTbdjgXmuaybRuek2Xpt99u7tt3uG/fTiEhQZZlK4pi27aiyJwLzjljqCiKZdlEJMsyABARY8y2bURUFIVzLoRARFmWcnN9iiIrimLbNgAoikIkTNNyuzVEdByHcwHPqarCueCcA4CiyJwLwzACAjxCEOecMaYoss9nSJIky5JtO4ioqopl2QCgqopl2USkqoppWgCgaS4hhONwVVUsyyYiSZIQweczPB4354JIKIpimpbj8IAANwClp39z//7Dzp3jiQjyBiLSNBfqum4YJiLC3x8iAgARwQv4DAhB8AIiEhE8h8+AEAT/3+AzIAQxxjIyHq5fv61v38758oULIYgIXkBEACAi+BcQkYjg30JEIoI/YAyJgIjgBcYYPQf/GiICABHBHyAiABAR/FuISETwB/gckSCC/wkRAYCI4A8Q0XEcxhgiwn8eIhIRPMcYEgERwQuICABEBP8WPieEgD9ARAAgIngBEQGAiOAFRAQAIoJ/ggiIKATBC/gMCEEAwDlnjCEi5BlEpGku1HXdMExEBL//DCGEz2e43W7GEPz+CSISEfw3gwhEkHcQkaa5UNd1wzAREfz+kxhjQgjw88uriEjTXKjrumGYiAh+fn4vFyLSNBfqum4YJiKCn5/fy4WINM2Fuq4bhomI4Ofn93IhIk1zoa7rhmEiIvj5+b1ciEjTXKjrumGYiAh+fn4vFyLSNBfqum4YJiKCX54kSUwIegpeCojIGHIuwO+vR0Sa5kJd1w3DRETI8xBRliXH4UQEzzGGkiQ5DiciyGMkiRGBEAL+iSxLnAsigv8bIrpx43ZkZITH4yEi+JtDxJwcb2bmw8KFYxHB769GRJrmQl3XDcNERMjbEDE313vv3oMiRWJkWSYixtDrNe7cyShUKEpVFSL4NyRJEkIQEfw/gYgPH2YBQEREGBHBC4jgOPzevcz8+cNdLoUI/jdEZIxxzuEFSZJ+/vnqypWbx48fFhYWIoSAvznG2IMHD+fMWT54cI8SJYo6jgN+fyUi0jQX6rpuGCYiQp7hkhSE/4MATG4rinL27IUxYz6aOPHN5s3rO44jy9KKFcmbNqWuXDkrJqaAEMQYAwAhBBEBAGOMiBBRCPHDD1eKFIkJDQ12HA4AkiQhIuccEYiAiABAkhgi45zDc0QEAOw5ITgRPEVEACBJEmPIOReC4M/Y/4Jr125jjHXv3tZxOGNMkhjnAhGysrLnzVsxcGC3okULEQnOBRExxrKzn9y4cbt8+VIASEQAoCjKypXJhmEOH96bcwFAjElEgnMBzyGiJDEi4JwDACIgMgBgjInn4J/gMwCA9BwiSpJERJxzeEGSGCITggtB8JwkMUTGOSciAGCMEQkieIoxRkSIQASIKIRAREmSiATnAp5jjEkSE0JwLhhj8+eviorK3717W9t2wO+vRESa5kJd1w3DRETIGziJU/d+5cQREAAISEKpVsESHpd29NjpCRNmFS0aO2vWhKioyJ9//u3ttz80TWvp0o9feSWWc3HnTgYAREcXAADH4ZZlKYrs9Ro5ObkzZy7u2rV11arlNU2TJOn+/cycHG9sbEHHcRhjiqLIspSZ+ejxYz0mJoqIAEhVVVmWHj/WHzx4FBUVKcuS43BNc8mydO/eg+zsJ4UKRbndmuNweA4RZFl+/Fh/8OBRbGzUhg07hKBBg7oBYFZWdkbGgwIF8uXLF3bv3oOpUz8bM2agpmk+nxEbGyVJkuM4hw59s3//kdGjB+bLF6aqKgDYtjNlyrx27ZrWrFnZ6/Uxxu7cyQgLC4mICHUcLkmMc7pz556iyFFRkUKQbduO4xDB3bv3IyMjQkKCHIfDn6BtWwDIOQeAwECPZdk3btzRNFdsbEHOBREpipyZmZWV9Tg6uqDH4+bckWU5MzMrO/tJVFSk2605ju3zmaqqShIDAK/XcLkU23ZUVfF6jYAADQBv3rwTFBSYL18451xR5CdPcu/cuRceHpY/fzgi27fv0Nmz348bN0ySGBGB31+GiDTNhbquG4aJiJAHIKLXNtvtnZ1rGYgIAEQUoGo748eGBQQeOnxy166DLperUKGoIUN6Tpnyqcul3rlz7+23B4eGBi9YsOrevQcAGBkZPmJEIhHMn7/CMMzSpYvfu/dg+/avSpYs2r5983btmq1evfn8+R8URQkNDQ4K8jRrVq9KlfLr1+84dOiUpqkhIUEul6tRo9r169fcvv2r3bvTVFXVNFf+/BHly5dq0aLBunXbjxw5rWkuRZGHDu1Vpkxxx+EAIEksNTV99+40VXW53S4iqFChVP/+CV99dWTTpt2aplqW3bNn+4oVyyQlzc2fP+Lu3fsAFBDgGTVqwJMnOVOnfnbt2o1q1eISE7tUqVKeCDIzH06btmD06IFBQYHz5q0wDMOy7NxcX58+HRs1qn39+s3Fi9dlZ+c4jlOyZNFhw3pnZGSuWLHR5zMty3YcZ9CgHlWrVkBExhAAiAgAjhw5nZqaRkR9+3YODg5csGD1kye5juNUrVohMbGLLMvJyamHD5/yeDQiSkzsWrFimeTk3YcOnXS7XZyLfv26xMWVWbx4batWjUqUKOLzGcuXb2zevP6xY2d//vlqRERoz54d1q/f8fvvtxyH9+zZvnHj10+c+Hb16i2SxAzDateuaYcOzb/77tKXX26bMmWUx+MmIvD7yxCRprlQ13XDMBER8gBE9NpmwlfzvbaJiABARB7Fldx8ZFhA4NeHTu7bd6hfv86zZi2Liyt95cr1UaMS581bMXr0wG3b9kmSlJiYgAirV2/x+Xy9e3ccNGj8oEHdW7du/PixPm3agp4921WvXiklZc/p0xfGjBkcFhacnn5i+vTP58yZaJp2SsqesWMHR0VFnjnz3XvvffLee28UKRLz2WerRo7sX7Jk0cuXr7799oe9e3csXDh69+70d98dXqBAvt27048cOf3++yMDAjyMsW+/vbhkybqRI/uXLFn08uWr77zzUa9eHV9/vers2cveeqtfuXKvfv/9j8uWbRg8uMf06QtLlSo2cmR/l8u1Zcuen366OmXK6DNnLqSmpo0bNyw0NEh67tatu598smTSpBGci7593x4ypEfbtk2PHj2zY8dXU6aMnjdvRZEi0d27t7cs87PPVsfEFKhdu9rIkVMmTnyzTp3q27bt//77HydOHHH16u9PnuQCgKoqcXGl9+07smLFxrlzk6KjC0ybtqBChVcTEtrk5OR+8sniWrWquN3urVv3vfPOkKioyG++OffwYVZISFBqatrbbw+Kioo8ceJsSsq+ceOGLFq0pl+/LhUrlsnN9U6cOLt37w4bNuyUJCkpaeS3317csGHHJ59MuH//4ePHenR0galTP+3du9Prr1e9du3m7NnLhgzpGRoaPHfu8qSkkWFhIUIQ+P1liEjTXKjrumGYiAh5ACJ6bTPhq/le20REACAij+JKbj4yLCDw60Mnd+06OGPGuxs37po794t58ybHxZVJSprTs2f7jRt3jRs3NDY2CgDu3r0/ffrC3r07rV+//d13h0dHF9D1Jx988GliYpdy5UqNG/dxu3bN69WrbtuO4/D33pvRunXj77774ZVXCnXp0sqybMZw8uTZtWpVuXUrQ1HkwYO7m6alKPLcucuDggIzMh5evXq9cuXyQnCfzzx+/Ozs2RNLlSomSWzBglVut2fw4O6maSmKPHfu8rCwUI/HnZy8q169WkQCkR06dLJz55YnT55/440+ZcuWFELk5HgnTpz11luJT57kpKTsmTx5pKoqRCRJ0p07GTNnLn7vvTeEEB99tGDixBGFC0ffvHl35szFXbu2Tk7ePWXKqPDwUEliFy/+tGrV5k6dWiYnp06b9k5oaND3319etSpl7Nghu3YduHnzHmMYFBTQp0+nU6e++/HHX957741r126MGJFUu3bVgIAAxtilSz9FRIQFBgaULl28S5dWpmnJsgQAH3+86NVXi3Xp0sqybMZwypR5lSuXP3XqfI8e7ePiSufmeqdM+bR797Y7d6bVqVOtZcsGN27cnjPnC1lmjRq93qRJnSNHTs2Zs7xp07oAxBg7fvzbNm0a16lTfd68Fe+/PzIkJJiIwO8vQ0Sa5kJd1w3DRETIAxDRa5sJX8332iYiAgAReRRXcvORYQGBXx86uWvXwWnT3jEM85tvzjVp8vrjx/oHH3zat2/ndeu2jxrVv3jxogBw7drN2bOX9u+fsH799jFjBkdHF9D1Jx988OmAAQnlypV6772ZjRu/3rx5fdt2fD7j7bc/7NatzcWLP+XPH96nTyfLsoUQ48ZNb9iw9oMHj3w+4623+tm2LUnS1KmfFSyY//Hj7Nu3Mxo3ft22bcaYy6XUrFklODhQUeQlS9Y7Dn/rrX62bUuSNHXq/NjYqNDQ4O3b93fs2FIIwRiTZblIkZj581cMH96nWrU4zsXDh1lJSXPeeWdIZmbWtm37kpJGqaosBDHGdP3JBx98OmxY74AAzyefLBk/flhMTMFbt+7OmrW0e/e269ZtnzhxRHR0JGPs9OkLycmpnTq13Lp13+TJb4WEBF28eHnVqpQPPnjb5VKFIABABJfLtW3b/qtXr48ZM/jmzTtvv/1hq1aNIiLChBCIUKRI7MGDx2NjC/bp08lCBVpFAAAXXUlEQVQ0LSIyDGPRonWxsQX79OlkWbYQYvLk2fXq1Tx8+GSPHu2rVCn3+PGT8eM/HjiwW2pqep061Rs1qk0kLMs+d+4fqalpYWEh1arFLVmyLiGhjSRJiAgAlSuXu3//wdat+ydPHulyqUQEfn8ZItI0F+q6bhgmIkIegIhe22y/d3aubSIiABBRgOLaET82LCAwLf3Etm37Z8581+VySZJERHfvZkyaNHvChDfT009cuXJt2LBejOGSJeuLFo1p1arJjBmfT5w4IiamYG6ud+LET5o0qdu0ad0jR04lJ+8eNqxXbGzBHTsOrFu37ZNPJmiaa8GC1YmJXcuUKXHgwLF5875IShpZoUKpKVPmJyS0rl690qlT52fNWjJgQLfSpYuvWJE8ZEiPUqWKpaUdz8nJ7datLXvuypXfpk//PCGhdfXqlU6fPv/RR58PHJjQokWDqVPnt2nTpF69mpcu/Xz+/D/at28+YsT7BQrkGzmyf1BQwKpVKYg4YcIbFy9eXrx43bhxQ6OjC6iqTASIOH365zVrVqxQofTUqZ9NmjQiNjbq5s0706YtmDDhjeTk1Jwc78CB3XJzvQsXrqlXr0aZMiW++GLjtGnvhIQEXbjww/Llmz7+eLzH4yYieE5R5M2b91y58tv48cM457NmLZUkaeDABK/X2LZtf4sW9XU95/PP1w4Y0LVs2ZK7d6ebphkXV2bZsg2JiV3LlCmRmpp2/vylDz8cu3TpelVV+vbtfOjQN7NnL1+yZNrWrV/Vq1cjPr7BqVMXTp4817Vrm3/846etW/e9++6wOXOWVa9eqW3bJteu3UxPP9G3b6cjR07//vvtkSP7CyHA769ERJrmQl3XDcNERMgDENF07Hnf7zEdBxCeIXDJ8uiKrQI07dKlK99++323bm1lWSYixlh2tr5585727ZuFhgavX7/j1KnvAKBGjYq9enXMzfXu2HGgfftm4eEhRHD48MlNm1IbNKjVo0e7gweP79x5wDDMSpXKXb9+s23bJo0b10lPP56SsjcnJzcurkxwcGDFimVq1ary3Xc/rF27LTMzq2TJoo7jFC4cnZiYkJ5+IiVlt89nRkdH9uzZsXTpYkIIAJBl6dy5Sxs27Hj0KLt48cKvvFI4OjqyceM6ly79vGpVcmZmVnBwYOfOrSpWLLN16z6323Xs2FnDMMuXL92/f5fg4CCfz7dmzdbvv/9p0KDuVaqUcxyuKMqePennz18aPLjH7t3p7do1Cw8PffTo8Y4dX3Xs2EKW5TVrtn733Q+SJDVq9HqnTi1v3bp75MjJLl1aezza77/fPnToZEJCa1VViQiek2Xp1KkL9+7db9OmCWMsKyt7zZqt339/WZJY3brVO3WKDwz0HDlyesuWvbm53iJFYnr37li8eJGjR8+kpOzOzfUVLhzTt2+nYsUK37p17/PP19y5k1GsWOGgoID27ZudOfN96dLFK1Ys8+hR9tq12y5c+DEgwN2rV4fXXqvy66+/r16dcuPGHY9Ha9u2ab16NWfOXFy3bo1mzepalg1+fyUi0jQX6rpuGCYiQp6hSQoiwgtEZHAbACSJSZJsWRa8gIiqqliWDQCqqliWDQCqqliWDQCqqliWTUQAIMsyIhDBtWs3jh0726pVQ01zXb16Y9GiNePHD3vllcKI8JTPZ7rdGmMohHj0KHvXroP169fMly9c15/MmLGkc+cW9eu/BkCcC8MwAgI8QhDnHF6QZZkx9Hp9brfGGONcOI4jSRJjmJPj9Xg0RMY5V1WFiGzb5ly43Zpl2USEiIoicy6IhBAEAIyxhw+zNm3alZDQJiamoGGYRISIqqpYlg0AqqqYpsUYk2XJsmzGmCzLlmUBAGNMlmXLsuDPZFlCZLZtAwAiKors9foYY5rmsm2HiBRFBgCfz3C73UJwzoWiyABgmpbbrdm2I4RgjMmylJvrc7s1WZYsy5ZliXPBOUdERZG9Xp+iKJIkOY4jPcNycnJdLpeqKjdv3t26dW+PHu3DwkKEEOD3VyIiTXOhruuGYSIi/P0hIgAQEfxHEAEAvV7f0qUbfvvt98BAj67nduvWpn79mpwLeA4RiQgAEJGINm/efeTI6ZCQoOzsJ/Xq1ejSpbUkMSLC54QQ8B9BRCKCP2OM0XPwAiICABHBHyAiEcELiOg4HBEZQ/iPICIAEBH8VyEiABAR/AEiEhH8ASISEfwBYygEwX8EEQGAiOAFxpAIiEgIQQSyLBER+P3FiEjTXKjrumGYiAj/PSAiY+z27XtPnuRERxcIDQ22bQf+BVmWHzx4eP/+w3z5wgoWzO84nIjg/y1EJCJ4iSAiEYHfX4+INM2Fuq4bhomI8N+JLEuIyLl4Cv4tSWJPCUGcc/Dz+1shIk1zoa7rhmEiIvj5+b1ciEjTXKjrumGYiAh+fn4vFyLSNBfqum4YJiKCn5/fy4WINM2Fuq4bhomI4Ofn93IhIk1zoa7rhmEiIvj5+b1ciEjTXKjrumGYiAh+fwHGEACFEPCyYAwBUAgBfnkeEWmaC3VdNwwTEeFvAhEVRUZkQgjHcYgI/owxhgicC/j/R5YlzgURwZ8hImOMcw7/N4xhZmaWZVlRUZFE8BJAxHv3HkgSy58/gojAL28jIk1zoa7rhmEiIvwdyLJkGOaPP/6SlZWdP39EmTIlZFnmnAOAJElCCAB49OixECJfvnAigv8qInH37oPw8FC3WyMieAERc3O9up5ToEB+RPgjxhgACCHgBSL69NMV5cu/Gh/f0LYd+PtTFCUt7fipU+fHjh0syzIRgV8eRkSa5kJd1w3DRETIMySJIQLBMwhABJwLAJBl6Zdfri9YsJpzERISmJHxMDIy4o03+sTGRjmO88MPV4oUicmfP2Lduu2GYfTv340/R0TwnCSxpzgXTwEAY4yIEFEIAX8gPcOePMmZNWtpt25tX321uBBCkiQA4lwwxr799uLBg8fGjh3icqlCCM45AMiydO3aTSIqXryIbTsAwBi7devunDnLx48fGhNT0HE4YwwROBdEBM9JEkNknHMiAgDGkAgkiQEA54KI4J8whkSAiEIIAJAkiTHknAtB8BwiSpJERJxzeA4RJYkRAeccABARAIgIABARAIiIMUZEiCiEkCQJETnnRAQAiCBJEgByzhljmZmPpk1b8NZb/YoVK8y5AL88jIg0zYW6rhuGiYiQNxDR3TtZggjhGQJgiFHRYbIs37mTMXny7GbN6rVr11SWZdO01qzZ+vPPV6dOHZOTk/vxx4u6dm1dq1bl9et3WJbVtWubrKzHsbFRsiwLIRRFzszMysx8FB1dICgo0HEcn89wuVSv1+fxuBljAMAYMsbu3MlwHB4eHpqUNDcxsUvFimVs27lx4zZjrFChaFmWjh07s2fP10lJo+7eve92awUL5uecG4a5ePEajyegR4+2Ho+bMSbL8sGDx06cODt58kjDMBVFzszMsiyrUKEoRBSCFEXOzMzKzn4SFRXp8Wi27RiGqSjy/fsPASA6ugAAEBH8mWGYqqp4vYbbrWma6969+9nZTwoVinK7NcfhsixZln379j23WytYMJJzLknMspzbt+8FBLgjI/MJwU3T4lxomgsRLMvmXLhcqmlaiiL7fGZoaND9+w9zcryFC0fj/wI3b951HKdIkRjGJAD4+OPP4+JKt2nTxLYd8MvDiEjTXKjrumGYiAh5ACLYNt+5/axtO4jwFBEoityuQw23W121KuX69VtJSSMBiAgYY6ZpTZjwyWuvVb569caWLXtLlizapUur3FzfgQNH8+ePyM315s8fPmbM4NDQ4G3b9u3bd1jTXI7DBw3qXrFimYULv7x+/VaJEkX69u0cEOABgJyc3OXLN/7881VFUQsUiLh5886YMUPy5w+bN2/FgwePiKh48cIjR/a/ePHyF19sKlgw8uHDLMuyKlcun5jYdd++Q599ttrlUuvWrfbGG31DQoJlWfrii2Tbtt94o/eGDTtPn77gONznM0qUKDJ8eB9N01JSdh86dNLtdnEu+vXrXK1a3LJlG3755XfTNH0+X6VK5QYN6q4osiTJiPCUEGTb9sqVyb/8cj08PHTw4B5793596NApTXMpijx0aK8KFV69dOnnxYvXCkGWZVepUr5//67Xr99ctGitbTu27cTFlRkypMfJk+euXbvVu3dHRDx69MyNG7dat24yZ84yr9f32mtVg4MDt2/fzzmVLFl0+PDejuMsXrzu6tXfGWNRUfnfeKNvVFTkF19s8nqNN9/sY1k2+OVhRKRpLtR13TBMRIQ8ABFsm+9JPWfbHBGeIgJFkVq3rSbL0kcfLSxbtmRCQmvTtOA5VVUXL15rmmavXh2mTJnXo0e7GjUqr1q1+cCBo7NmTQwNDZk+fWGNGhWLFo1dunTDuHFDixUrdOLEueTk1HHjhk6ZMq9EiaIjRvTTNBcAMMaWLl1/507GyJGJmqZt27Zv6dKNy5bNSE09EBISnJjY1XGc+fNXxsZGlS1bcuTIKWPHDm7evH52tj5nzvKqVSskJLSZP39lQICnV68Oqqogoqoqn366Il++8L59O02dOv/KleuzZk0ggqlT5/fo0dY0rc2b94wZMygqKvLEibObN+99//1Rc+culyQ2efJb2dlPPvjg0zff7Fu0aKEff7xCz0B4eEipUsXeeecjVVUnTRpx7NiZAweOjh8/vECBfLt3px8/fnbEiH6ffLK4Xr2a8fENs7L0nTsP1K1bfeXKzXXqVG/RooGuP5k794saNSp5PNrFiz9NmPAmIu7Y8dVPP/06YED3nj1HDBnSq2nTOu++O6Ndu2Z16lQ/c+ZCXFyZ5OTUrKzskSP7K4q8dOkGy7LeeWfI1q37f/nlt3HjhjmOA355GBFpmgt1XTcMExEhD0AE2+Z7Us/ZNkeEp4hAUaTWbaspijxz5uLo6AL9+3c1TQuec7nU2bOXBQUF9u7dYdKkWX37dq5aNW7JknVPnuSOHj0AAFav3uLzGQB0+PDp2rWrcu5wLo4dOzN69ICDB4+1bt2kdu2qpmkhotfrmzx5Tv/+XStXLse5ePxYnzDhky5dWi1fvqFUqWLh4SGIeP36LcuyO3VquWPHVzNmvOdyqYoiHz58avfu9OnTxy1btj4gIKBv306WZQOAoigLF64KDg5KTOwya9bS/Pkj+vXr7Dhi/vxVpUu/cvny1SJFYrp0aWVZNmP4/vvzXnutyunT39WqVTU+voFtOx988Gm9ejWLFo3dsGEH5+KpUqVe6dq19bRpC+rXr9m8ef2kpLm//36rcuXyQnCfzzxz5kLHji0uXvzpgw9Gu1wqEbjd2rFjZzZv3jNt2hiXS5Uk+eTJczt3HqhWrcLVqzffeWcIIqampv300699+nSaOnX+xIkjYmIKbNiwMy3teM2alVq1ahQeHjZ06HuRkfkKF44mgnv37t+4cWflylm7dh28fv3WmDGDHccBvzyMiDTNhbquG4aJiJAHIIJt8z2p52ybI8JTRKAoUqs21Twe1/79R7Zt2zdjxnvh4SGOw1VV+e23m0lJs99+e1Dx4kWSkub079+1SpUKS5euN01z6NDeALR27Tafz1QU6Ztvzrdt28S2HcZQUZS4uDKLFq1t375ZrVqVLctGRJ/PSEqa2717m9deq8q5uH8/c/z4j/v27bxq1eaaNSvFxEQJIQAgNjbK6/WtX79jzpxJQUEBsizv23fo0KGT06aNXbx4bXBwcN++HU3TBgBFkTdtSr179/6YMQPnzl0RFZW/W7e2nPMFC74sXbr4lSu/RUSE9enTybJsIcSkSbObNq174sS3depUa9SotuPwDz/8rHbtqs2a1bUsmwieYgyf+vDDzxo0qNW4cZ2PPlpw//7Dxo1ft22bMRYY6JFleefOAx9+ONbjcSOCZdkXLvy4YcPOjz56x+NxK4qUlnYiPf1EtWoVLl++OmHCG5IkrVu37fr124mJXaZPXzh+/LCoqAJEdOPG7a+//ubEiW+HDeu1cmVKkSLRZcuWchwHAMLCQurXr7lkyTq3W0tM7GpZNvjlYUSkaS7Udd0wTESEPAARbJvv2nHWsjhDeEoQqKrUtn11VVUsy/r00xW3b9/r169LTEzBH3/8df367dWrxw0e3NMwzAkTZjZpUqd58/pffrnVMHwjRvQHoFWrUnJyvC1b1p8+/fPevTtWrVrh9OkLV6/+npDQetq0BZ07x9euXdWybACQJGnTpl3Hjp15882+ISFB69bt2Lp175dfzj18+NSdOxlDh/aSJLZly95atSoLQcOHT+rXr0vnzvF372YsWrS2ffvmHTo0W7x43b17D4YP7xMY6EZksiydPXtxy5a9U6eO+fzzLwsWzN+rVwfO+dy5X1SoUDoyMmL+/JWJiV3LlCmRmpp2/vwPH3wweu7cLxo0qNWsWV3H4UlJc+rUqREf38BxODyHiEKIpKQ5DRvWjo9veOjQyS+/3DJ0aM9SpYqlpR3PzfW1a9d02rQFBQrk69atbUbGg5SUPd27t9u0aVe+fGEJCW0zMjIXLVrTtWvrggXzz527fOzYIS6XOmnS7NKlSwwf3uv99+clJb0VGhqycmVylSrlS5QoOnXq/Hbtmj169PjkyfNvvdUvODhw+/avihaNbdiwdlLSnBYtGtStW91xOPjlYUSkaS7Udd0wTESEPAARHEecP/cbdwQgPEMgyaxK1WKyzBCZbds7dx5MSzuRk5MbGhrctm2TJk3qMIYAePjwyeTk1EaNXo+MjLAsu1mzegBw9Ohpr9do06bxiRPnNmzYkZ39JCIirFev9mXLlkxJ2VOjRqVSpV5xHA4AiMg537HjQFracSHEa69V5ZzHxzeMiAhbu3brqVMXGMNKlcr26dMpI+PBoUOnhBBnz15QFLV168YtWjSQJLx58+7ChV+63dqoUQOCgwMRMTtb//DDBQMGJNy6dTcgwFOnTjUhxN69h2NiClavHnfo0MmUlN25ub7ChWP69etcuHBMcnJq2bIlK1QoLYTYsmXvq68Wq1ixLOccnkNEItqyZW/ZsiXj4koLQUeOnEpJ2ePzmdHRkT17dixXrkRGRuaKFZt//fWaqqrx8Q3j4xtmZWWvWJF85co1l0uNj28QH9+IiLZs2XvgwFGPx12q1CtFixaqW7f61q37O3RoFhYWeuzYmeTkVMMwa9So2LNnB1VVtm7dl55+nHMqV65kv36ds7KeLFy4euLEN/PlCxdCgF8eRkSa5kJd1w3DRETIM2SZASD8H+Q4Ap5DREWRORdery8gwIOIjuMQEQDIsowInAtJYgBg2w4AyLKMCLbtyLIMQLm5voAADwA5DldVxXG4EAJeQERFkZ1nuKZpiGDbNhEoimwYJhG53ZptO4ioKDIR+XyGoiiSJNm2DQCMMVmWOOdC0FMAwBjbufOrgICA+PiGzjMcABRFFoI454oiA4BpWm63ZtuOEEJVFc4F5xwAVFXhXHDO4c9UVeFccM4BQFFkzoVhGAEBHiGIc84YUxTZ5zMkSZJlybYdxlBRFMMwFUVGZLZtA4CqKqZpAYCmuYQQjsNVVbEsm4hkWeac27bj8Wi27QCAosimaTkODwhwA1B6+jf37z/s3DmeiMAvbyMiTXOhruuGYSIi/H3gc0SCCP4IEYjgX8HniAQR/BuICABEBH+AiABARPAHiAgARAR/gAhE8Eecc0mS4F9ARCKC/yp8TggBf4CIAEBE8AIiAgARwQuICABEBP8EEQGAiOAFfAaEIADgnDPGEBH88jwi0jQX6rpuGCYigt9fAxGI4GWCCETgl/cRkaa5UNd1wzAREfz8/F4uRKRpLtR13TBMRAQ/P7+XCxFpmgt1XTcMExHBz8/v5UJEmuZCXdcNw0RE8PPze7kQkaa5UNd1wzAREfz8/F4uRKRpLtR13TBMRAQ/P7+XCxFpmgt1XTcMExHBz8/v5UJEmubC7OxswzAREfz8/F4uRKRpLvR6vbbtIIKfn99LhggURf4fqHEvskTvP24AAAAASUVORK5CYII=" 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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 \"Annual Net Interest Income Sensitivity to Changes in Benchmark Rates \u2013 Total Investment Portfolio\". The chart displays the impact of incremental benchmark rate changes on net interest income in millions of dollars and per share. The chart is oriented with the x-axis representing the \"Incremental Rate of Change*\" at four intervals: (0.50%), (0.25%), 0.25%, and 0.50%. The y-axis represents \"$ in Millions\", ranging from ($3.0) to $3.0. There are four vertical blue bars corresponding to the rate changes. The first bar (at -0.50%) extends downwards to ($2.1) million, with an annotation of ($0.02) per share. The second bar (at -0.25%) extends downwards to ($1.3) million, with an annotation of ($0.01) per share. The third bar (at 0.25%) extends upwards to $1.3 million, with an annotation of $0.01 per share. The fourth bar (at 0.50%) extends upwards to $2.7 million, with an annotation of $0.02 per share. A text box in the upper left corner indicates \"SOFR: 3.66% (As of March 31, 2026)\".\n\n| Incremental Rate of Change* | $ in Millions | $ per share |\n| --- | --- | --- |\n| (0.50%) | ($2.1) | ($0.02) |\n| (0.25%) | ($1.3) | ($0.01) |\n| 0.25% | $1.3 | $0.01 |\n| 0.50% | $2.7 | $0.02 |" }, "classification": { "predictions": [ { "confidence": 0.9988031387329102, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0007643984281457961, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.000326292822137475, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 7.702959555899724e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 1.0053237929241732e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 7.861387530283537e-06, "created_by": "DocumentPictureClassifier", "class_name": "calendar" 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"DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.115985526212171e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 9.666527489571308e-08, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 9.462289796147161e-08, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 7.336211638175882e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 4.787523977256569e-08, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.534465958272449e-08, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.794621245527651e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.756836536832452e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 2.6611587600200437e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.4297371226111864e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.3070100557399655e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" } ] }, "quber__figure_job_id": "parse-01m3czvwj9yzgngc95rtnt77qp", "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": "*", "kind": "footnote", "label": "Incremental Rate of Change*" } ], "quber__footnotes": [ { "marker": "*", "text": "Reflects incremental changes to SOFR spot rate as of March 31, 2026" }, { "marker": "", "text": "$ in millions, except per share data; as of March 31, 2026; at BRSP share" } ] }, "label": "picture", "prov": [ { "page_no": 22, "bbox": { "l": 16.258113861083984, "t": 418.9808883666992, "r": 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" 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "logo", "confidence": 0.9048531651496887 }, { "class_name": "icon", "confidence": 0.07796279340982437 }, { "class_name": "calendar", "confidence": 0.005270256195217371 }, { "class_name": "full_page_image", "confidence": 0.0030521717853844166 }, { "class_name": "other", "confidence": 0.0021113576367497444 }, { "class_name": "photograph", "confidence": 0.0009140928159467876 }, { "class_name": "screenshot_from_computer", "confidence": 0.00088584452169016 }, { "class_name": "bar_chart", "confidence": 0.0008719332399778068 }, { "class_name": "music", "confidence": 0.0008562757866457105 }, { "class_name": "page_thumbnail", "confidence": 0.0007187635055743158 }, { "class_name": "screenshot_from_manual", "confidence": 0.0005662925541400909 }, { "class_name": "flow_chart", "confidence": 0.0003948306548409164 }, { "class_name": "stamp", "confidence": 0.00038001409848220646 }, { "class_name": "engineering_drawing", "confidence": 0.00023969419999048114 }, { "class_name": "chemistry_structure", "confidence": 0.00020266015781089664 }, { "class_name": "table", "confidence": 0.00014037029177416116 }, { "class_name": "crossword_puzzle", "confidence": 0.0001270293432753533 }, { "class_name": "qr_code", "confidence": 0.00010819525050465018 }, { "class_name": "geographical_map", "confidence": 0.00010711907088989392 }, { "class_name": "bar_code", "confidence": 8.576721302233636e-05 }, { "class_name": "signature", "confidence": 6.019991997163743e-05 }, { "class_name": "line_chart", "confidence": 5.394814070314169e-05 }, { "class_name": "pie_chart", "confidence": 2.5699435354908928e-05 }, { "class_name": "scatter_plot", "confidence": 5.445997885544784e-06 }, { "class_name": "topographical_map", "confidence": 4.057935711898608e-06 }, { "class_name": "box_plot", "confidence": 1.9900833194697043e-06 } ] } ] }, { "self_ref": "#/pictures/61", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A donut chart titled 'Acquisition vs. Refinance' illustrating the distribution between two categories. The chart displays two segments: a dark blue segment representing 'Acquisition' at 57%, and a lighter blue segment representing 'Refinance' at 43%. A legend to the right of the chart indicates the color coding: dark blue for 'Acquisition' and light blue for 'Refinance'.\n\n| Category | Percentage |\n| --- | --- |\n| Acquisition | 57% |\n| Refinance | 43% |" }, "classification": { "predictions": [ { "confidence": 0.9954562187194824, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.003661439288407564, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.00024097930872812867, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00020685959316324443, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0001973691105376929, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0001315540575888008, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 2.7089652576250955e-05, "created_by": 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DFDgravc/cJT73xGIC4GFNJUS43vwitUFWWb2jklZZV4t9QFEUIwT/IykiJizG/F5dBYKrK8g2NvNKySjSRkZasrKrBD2MyRVWVFXLziwgh+J9QFKWhplT4vbSRx8MPEBdjysvJFHwvQQtMpqiqskJufhEhBLSfxHaytbYwRgsUIQTNDIzsIDyTjQyDtq9z9wlPvfEYNNp/AdvJ1trCGC1QhBA0MzCyg/Do9O1pNWvihaTbr99+Bo32X8B2srW2MEYLFCEEzQyM7ECjdWFsJ1trC2O0QBFC0MzAyA40WhfGdrK1tjBGCxQhBM0MjOxAo3VhbCdbawtjtEARQtDMwMgONFoXxnaytbYwRgsUIQTNDIzsQKN1YWwnW2sLY7RAEULQ7FziLdBoXdgQvX59erHQAkUIAY1GawVFCAGNRmsFRQgBjUZrBUUIAY1GawVFCMF/HJ9PKrkN4PEp8CiKkpGWBI0mJBQhBP8RDTz+t8Kq93nlWfkVH3IrCspqvn6vKquq5xMCwJDFTOckABAXY0pJSagqK6irKvbortJPW3OQTm8tTXUmUxQ02k+iCCHo2DI/lzx+V/joTcGLT0W19Ty0wpDFTOckoBVMpuhvOr1/HzJwwpghugN6URQFGu0HUIQQdEgfcsuTn329+vRrdnE1foAhi5nOScAPUFGSNzX+fdL4YUP0+lMUBRqtdRQhBB1JXQPv6rOvZ+58zPxSgp9hyGKmcxLwM7Q01RdYmsw0HSMp2Q002r+hCCHoGGrrG0/deH/qxruSqjr8PEMWM52TgJ8nKyM1b/akBZYmCvIyoNH+jiKE4Ffj1jdeeJB1KPl1aVUd/leGLGY6JwH/KwkJ8eULpy+2Nu0mLgYarRlFCMEvdfdVnu/pP3JLaiAYQxYznZMAwagoybutX2A68XfQaE0oQgh+kdKqut1n068++wZhMGQx0zkJEIaRhr95uy3trq4MWpdHEULwK1zPyN4e+0dJVR2ExJDFTOckQEikpSS2OC+ZOnkkaF0bRQhB++Lx+aGXM6M4byBUhixmOicBQjVv9iSXNfPExJigdVUUIQTtqKKm3uPY47uv8iBshixmOicBwqY7oFfIzo1qKgqgdUkUIQTt5VtR1Zqwu58LK9EGDFnMdE4C2oC6quLBQJc+vVigdT0UIQTt4n1u+cr9t4sruGgbhixmOicBbUNGWjLUz2mIXj/QuhiKEIK29+priUPY3dKqOrQZQxYznZOANiMtJRER7DZIRxu0roQihKCNZRVULAm6WVpVh7ZkyGKmcxLQluRkpaL2efTT1gSty6AIIWhL+aU1iwKvF5TVoo0ZspjpnAS0MQV5mRMHtvTsoQZa10ARQtBmausbl+29lfmlBG3PkMVM5ySg7WmyVGMjtsnKSILWBVCEELSZTUcfJT/7inZhyGKmcxLQLkYZ/nYgwEVEhAFaZ0cRQtA2Ltz/5B3zDO3FkMVM5ySgvaxdPmeV7UzQOjuKEII28OZb6fyA6408PtqLIYuZzklAe2EwqMN7NxkO1gGtU6MIIRA2Hp9vu+fGn59L0I4MWcx0TgLaUY/uKueP7+wmLgZa50URQiBsJ66/DTz/Au3LkMVM5ySgfS1dYO5oPxe0zosihECoiiu45tuSq7mNaEcSYiLDWMyM68k1tVy0I1ERkdOHt/XvowlaJ0URQiBUPjHPzt3/hLbEFGX81lPBsJ+KXi8lTRVpNXkJWUkxNKnl1hV8L/2YlfMhK/tZxptnGW/4fIK2ZDhYJ2qfB2idFEUIgfC8zy232snhE4K2oaupYDVO22yYpoyEGH5ARWXNzXvp5y7f/PP1R7SZMH+ncSMNQOuMKEIIhMcp8v61jBy0gd+0FBxn6Y/UUcP/5OnzN4eOX3qW8QZtQF+3z8nwraB1RhQhBELyLqfMaheHEAiXvJSYh/WQaYY9KYqCYG4/yPANji78Xgphi9rnYThYB7ROhyKEQEhcjjzgpGdDqEbqqO1a8ruKnASEpKKyZuvuw7fuP4dQjR9lEOrnBFqnQxFCIAwlldxJm5MaeXwIj9VYbbbNUFERBoTtxJmUoINxEKqLJ3Zpa3UHrXOhCCEQhhPX3wWez4DwrJ0+aPU0XbSZhKv3tgVE8fkEQrJk3lRnBxvQOheKEAJhsNrFeZtdBiFZPkXH0UIfbezspRs7956AkKgqy6fGBzMYDHQwf/31XkNDVV5eDj+Jz+cXFZWoqiqjGZ/PLyoqUVVVRrO8vAINDTV0XhQhBALLyq+YuT0FQjJpMGvvytEURaHtBR2MO3EmBUJyPIw9RK8ffoVT8Zyi4jI0kZWRWrbQHM1mzlw2btzvbm6r8ZMqK6tev34/YsQQNKusrHr9+v2IEUMiI2NWrVoIIC3tronJOHReFCEEAou4+josMRPC0EtN5oyHiaS4KNpFQ2Pj0vW7X77+CGFYaDXFff0C/AqWdls+ZGWjibqqYmp8MJq8fPnm2rV7z59nnjgRAqCmpjY8/GRxcamNzQwDA93q6prw8JOlpeW2tpbv32fp6w8sK6vQ1x8IICnp2tixwzMz340dO/zixZTHj58vWWKloaGamfkuM/Pt4cOnp0+f5O3tmJx8Y/r0yV+/5kRGxjIYDAeHRRoaaklJ1yQkuqWl3bWyMjc01Md/GUUIgcAWBFx7+bkEAmNQ1OlNk3V7KqAdfcsptLRj19U3QGDd1ZWvntmDX8HSbsuHrGw0UVdVTI0PRhNXV19399UXLqTo6Q0YM2b44sWO7u6rtbRYISFR7u6r7e09XV3t+/bttWtXWGFh0eLFlp8/f1u0aA4Ae3sPT8+1cXGJ8+fPDA8/6eXlmJx8w9BQPy4ucfXqhRs3bgsK2qqsrGhv77F7t8e6dVv37dvW2Njo6OgTFRW4fr3XyJFDbWymu7j4hoZul5SUwH8WRQiBYMpr6se7JfAJwQ9gijIaGvloxXyjvptthqLdRZ64fCDqAoQhOS6QpaGCdmdpt+VDVjaaqKsqpsYHA6ivr7exWRsYyC4vr4iIiN21yz0kJMrX1w1NiopKQkKifH3dAJSVlW/atHvxYsvPn78tWjQHgL29h6fn2ri4RHf31evXe6mpKa9YMb++vj4uLtHDY429vUdEhB8Ae3sPE5NxCgpykyaNBXDpUqqERLezZ5MiI/1ERERiYy9panYfN+53/GdRhBAI5t6rPIcDd9FkkJbiceeJ9qG3//hQZKSnEbxiNJoZbbq8ZHJ/W+P+L7KKV4XeAcCgKD4haCYpLprsM01JthvaXXVN7YyFHsUl5RDYFpclc2dORLuztNvyISsbTdRVFVPjgwHExyfdvPlQW7sngGvX7p0+HersvOPYsSAAnz9/U1KS37Bh27FjQQAePUo/duysu7vDpUupLi6rvn8vdnLa7uvrGheX6OKysqGhsby8wsXFd9cu97i4RA+PNfb2HhERfgDs7T2WLbN59uzPtWuXAPD3Pzh9+uT9+49GRPgBiIu7rK6uMmHCKPxnUYQQCOZQ8qsDSa/QJHL9eBEGY/m+WwCUZbvp9VKkKMrTekhhWe3iPTfu7Zk1e0dqlOME1yMPtdVlNRQlozhv0GzJpP6uloPxixyNvbIvIh4Cm2k2dofnCrS7gsKShsZGNBEREdFQUwKweLHj0aOBTCYTQErKrdzcAllZ6StXbqioKHG5dcHBWxMSOImJ11gsdXFxsZyc/IgIP2fn7QBqamobG3lbtqyPi0tcuNDC3X2XtnZPUVHRpUvnxsUleniscXX1lZOTYbPXOzhsjojw2749pLi4lMfja2mx3NxW29t7RET4AYiLu6yurjJhwij8Z1GEEAhmXfjd2y/zAAzrq3zc2Xjxnut5JTXl1fXcBh4A+6kDl5roWOxIzS+tcbcaPON3reyi6gNJmVMNe7JPPEELl73NeqvJ4hcpKaswnetSX98AwfTvoxl/dAc6MD6fz+XWSUpKoAmPx6urq5eUlLC394iI8ANQU1MrKSmBv6upqZWUlEDruFwuRVHi4uLoXChCCAQz0eNyUQUXwHHnidx63uqwOy8PWnufenrhQRaAwOUjTYdqXsvIcT78AICspFgPJSn7abrs6CcNPH5dAw9NhvVVOe48Eb+UI3v/zXvp+GFMpmhDQyP+TkyM+eBqOFNUFP81u3cf8PRcC9rfUYQQCKCipn6M6yUA+r0UY9wnX370+V1Omavl4NT0bz4xzyprGwAM0lI8vWnyosDrL7KKeyhLbZk3LObme59FhhTgdPhBxqdiAJusBi8y7o9fKonzgL0zEk00WaoXju9Ek8/f8o/HXd3mthTNZi7ymG0+fvFc0xevPqx23QOAwaD4fIImiTH+PXuogdYpUIQQCOBdTpnlTg6AoX2UN9sMRZMBPeTzS2t8Yp5tmKUXfuVVf5b8uhmD5vtfyymu9l820vP441VmA7+X14owGArS4n7xzwGc8TDR7amAX6qgsGTKXGc00dPtcyp86/bAYyVlldU1tdm53/V0+wCYOmnEiKG6E2dvuHY+ZI4d+0jIJnfvg721umuoKx2NuYImR/d7DjMYAFqnQBFCIIC7r/LWHLiLv3t50Nr71NOkJ1/2rho9RledAnXq5vvA8xkiDEpeWry4gqvfSzFo5WgAzocfvPxcIiEu+ihoNoNB4VczsXIq/F4KYOwI/QMBziGHzr7/lH3/yUtCCJokxvg/Tn/tGxTttm7B9Cmjs/MKDx69OHXSyC27DqPZTvaq6VNGg9YpUIQQCODC/U/eMc/QOqluonw+qa3n4e9EGBQAHp8AGKgpf9ZzCjoAR/b+m/fSAUwaP4ztZMtgMBTkZW7df75x8z4AIw1/iwhys17u9fbDVwCyMlIsDeVVtrO27j7c0NBYV9+AJq5r5y+2NgWtU6AIIRDAyRvvAs5lQDDGBqx99mPQAfjtO3X6wjW0MGe6kbfbUuPZG4tLyoN3rFNVVljksANNenRXYTvZxp5P83ZfRoFy8QrNyPwAYNlC842r5oLWKVCEEAjgUPLrA0mZEIzN+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The chart uses a single color (blue) to represent the 'General CECL Reserve', as indicated by the legend. A note in a dashed box clarifies that there is 'No specific CECL reserve on balance sheet for Q2'25 to Q1'26'. The x-axis shows the quarters, and the y-axis is implied by the total reserve values presented above each bar.\n\n| Quarter | Total Reserve ($) | Total Reserve (per share) |\n| --- | --- | --- |\n| Q2'25 | 137M | $1.06 |\n| Q3'25 | 127M | $0.98 |\n| Q4'25 | 88M | $0.68 |\n| Q1'26 | 87M | $0.67 |" }, "classification": { "predictions": [ { "confidence": 0.9539966583251953, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.03161024674773216, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0057520875707268715, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.002157599665224552, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0019019617466256022, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0012833455111831427, "created_by": "DocumentPictureClassifier", "class_name": 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"DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 6.329115421976894e-06, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 4.990110483049648e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" } ] }, "quber__figure_job_id": "parse-01m3czvhnx5at1n5xd49harapm", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "Above charts based on GAAP gross carrying value and excludes the impact of CECL reserves, unless otherwise stated" }, { "marker": "", "text": "As of March 31, 2026, unless otherwise stated; at BRSP share" } ] }, "label": "picture", "prov": [ { "page_no": 13, "bbox": { "l": 362.28959999999995, "t": 449.7012, "r": 704.0088000000001, "b": 91.08720000000002, "coord_origin": 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" }, "annotations": [] }, { "self_ref": "#/pictures/63", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A photograph showing a balcony scene viewed through a blue-tinted glass or screen partition. On the left is an upright chair with a floral-patterned cushion, and on the right is a reclined lounge chair with a matching floral cushion. 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lq7VkRJzqg0wEyFOGEGAwGSSjxDSdFII0ECoCEL9cbBHbc8QFDkfrF3vdm5aL6ko4ZIT4vRyE/u7fzVvd4vv70fyM9d2HxnGb55825sV4gdQSE0BtCRMVMaEJGYQBEjc6hZ8lFBc6qEJpEitllSjYHreTvalHrZa1qdbC12Lq83t1lVOLUD88ObX1k89yqNDB1W1UcvbBC/+EUZjLTXk8Ux6kYtgM8AJJRCEjGYqYhTlxsdnhHQBEZ1UVU4WTwt2nXne+N2nhLNEsQtJ7vL4aaZgaQ4U1BoMGgCIM4xL1HXCQFGqpG0E8SHCBA0M3yHmCiTQpxRYAaA0Kyrp0f3/PxxDCZlvtp7qdq9aFlmAgYFDSGYc586v/vvn85/6d25JvvJS+P3VumbN++HesnYGoUnYmfwNM00qSDCADvhKd4gmmhmCJnBqdZZTzRMjx9FC7aq4nia1TPp2tWFj7U758JwKKtZ2jlL1fHNry8/8iqTWddwVZ87v0V+/oscTLRXyHLGulGLZiYiJAEYYELGZGbinLncKGYmIgZ4gxJJlcbxaj9vq+iyYTc387RgzGfj7fVo0wCSMKiCQiPEiA/lOeq1IgKkGkk7QXyIAEEzw3eIiVGVdErCDAChWVdPj+7J7LEqXFEu916odi9pUYgD2wSatp15+czFM//BmfzzNxeW4k+en9xadW/cetg2K4mdkQAZOoMjzGtUWCIBmJnAcoNoohkQs9BkhsYVk8MPqkzi8PLw4L2mN/TVsWuq9Ss/UI22meeoFmlnjxpH735jee0VGixErVafPL1B+aU/4GCig5KLY6tqIuEZAynOACOQIszEOWNu4vgdUAtkDnGwzgUOV099qKLLhs1M1YkFYzHbPL0eTPGXktKJCqk8gRPeo64UESDVSNoJ4jtIAjSYGQDSKVXMSJfwIaNpHprp0T3On5pSinxx9oX61CXNMziwTWaKLljmv/fi6Z/ZkV+6tfDAz+xN3qnDn954EJtKUmcACMTO4KjqLZkg0eEZMc1SEk00o1lRPdWmc0XO0B3uPre1fFosDtbFwFWH6Lr6tR9Y9zakKLmapZ09gfZvfG35kVdokDalbvnS2QHll/6Ag4mOejI/tnUDTYCBBEDJDFAaU4KZOKcuhzgAJKABea/o9WT2JC2rUbcya4MU42aRzDmNmpWzjTPVYEIoThihJo6JAiUIAZB51uuEABOqkbATxHeQBGgwMwCkU6oYQKcACcCgKQ/N9Oi+LJ5qJItssffC+tRFKwp6oolGQ9vBu8+cP/Wzu+6X31uWwp89M75Rxz+++TC0NUNjBoMydhAPU5+ikiYC0EyZUm5KS1STpIPFPYNrBjtaWCj3Jo/fkPlRGG666kiLXvuRT9WDcSoLP5+lnbMC69/8+vK5V0QNTYtm/crZKd0vflFHGxwOOT/SpjFL+AvOF6owBFE1GEFkPYjHhyxAbHrwOJs/DRnLTkOercvxtJolU9KQFYvRTvADZ52aqYjBOdKU5jOzWsA4nFiXknZQTxighJnQVHGCxF8ygsQJcTAQamaAFV2zcXw/mz/VqCyL2bnr61MXrCjEUdtEmDUtcv/p8zs/t+1++b1VX/Aze+Mbq/jl9x+HtmHXwghLkrpkEKFLKVFMxKBI0ZuKJgMkpTzUgyfvpOHuenohC8tofrDex+H9NNphV/nB9uLyS2050KLgcqGndsTYf/uN9UdeEoO2LevV9dNb9J//gzTewGjkZkeprg2Kv+BcYQazAE3Ed1jWg/MACdCUGvuHd4fVrMuyvK26/umqN9qYP7JmRidaDrpsRE1ZWFnXCdjlA82yrG27Xj6aHXW90fz8tZhc0kDzoMGUUIgzM5iBMDP8OcGHxBGEJXyH5aHZOLznl/sWFUU+37ve7F5EWcAhdSZQtJ1l7nv2tn9ux/3y+6uB4+fOjm5U4Y/fe9rVa0kBJrDIFNQAmtOU6EACZik6MzGDmkuhv3jSe/h+M91Zn7laxs7d/5ZNL1pY03mXOp8PFxeeX5d9KwpZLPTUjhj7b7+x/shLYtC2YV1dP7NJ//k/SJMpJmN3dJiqtVHxIYq43NTAZDGRIGm+MHEkARBGFdcc947vbyyPV2U/FVvJ2fj4bud7Wds0k2nyhcCytsqbWlJsimH0hcR1O94qZnNmfnnmYpBe0k4sMwEsQlVcDkNKCTRA8QzpAJgZxBG0FHCCyEO7eXxfFk81Kst8fuaFZucCeiVoGk0ItJ16+cz53Z/dli+8X40dP3d2eKMKf3TrSahrZ9EgZoExqIEw0aTiAAJmKQqUZtTkQzt9codtvdo635y5ms/3h+//WcxLDDZ1sJnHhpTZ+e9qij7KUhYLPbVDxeDGN6trLxKwmKxev3Bqg+4Xv5g2tzjdkP1DXc2N+AsiPjN8B0NnUEiGvDQSZjSQBnXF+qnvZnmXFL6jK8ajidnozKmjo/nCQiYlDx4jpnK9r1nRZf2QePrS+Z0zF7799pua560fBGYpdTAhk6iagj5TTWaJoBiVIKg0noBAnJrCFCA1ZSlsHD+Q2WOGwH5/cfaFeue8liVpSIAY6zZl/tPntz63xS/cqbeEP316+E4Vvvjek9hGxggoNCB2Jg6WCJgJBFQ1JGeGlMzisF72V0+k8/vXXrHJdHT3Rnn7GwbBYBIGk4zOWzw6/0LTH1hZyGKlu9uSMLz55uradTuRaPXy/NYG3S9+MW1tcWND9g91NTfiBEmDiM/woa41KF1uWWkgQcJgCeb66/3B8eMG4uIKzp16/VM5sr2t0Vv71XrdWS+LTz4Y3HwjlqM47AuKuq0und07de3Sn33QpPVB1x+naKodjLRIU5jQ+6QKSyCdUh3FmCxShHAmAhInzBBDpnHj+AHnjyUElr3Z3vXu9EX0+4Bpl+DBqkneffrc9Ge23a/cabYdPnd68NYyfPH209gk0QSLFjvEDj6HBjNQPABqVEvOzKlC2/Fsv5zvt4PeenTKnIyO9m3xtHCSArrpli9L13Xzy6+uy56VhVtWaWdLEoY331xduw4y67QL60+dHdP90h/p1iZGQzk40tXcQHEOgAEQZ6ogJQZDoitQDBRAUgKwBEi5fLL5+D0Xl8WZq1svfPeN+bKjZE/uu/6g3N5ompDfeKtY3q5HZ+jyRCiixBinuyHEflrNT30kBqoFmIDGFAEH5wwJMJg5pXqBmmmkCOGUQiEAS4mafAobxw/z9UFcr6Xfn++92J6+qL2SQmsCPFg1mmXfuzf96S1+4U6z4/G5U4Mb6/j7dw67OkhKpgEpIHQmDhZBEXqDUaNBkTRLKdN68OhOPj+qNkdFNkqC8uiwTjWTOUth91Lm6WKaXX616Q+0yN2ySjtbkjC8+eby6gsgqQGVfnp3k+4LX06bEw6HcnCkq7mZE+cAGEEn9ozEYEh0BYqhGgSEGSzApFw/7T98Ow1OXzq7e/2VF7901M33j2z2oL+9/YOXzr31ZH7va39k6Fkusjm1/X0zt33hwo++8vLvPnj6aBY7MVRrQyIkAYwd6OGcWSLthCQ1L6aGlCgUegUhBGApUZNPYeP4YVYfoOm0zBfnXmrPXLJ+DzTUER6s6uSzH7608xMT/cKd5lSGn9odvLOOv3fnoF0Hp2qps9hJigkCRIBCbzBqNCiS5imV3ax3910isLeVBqPGZ8Wjm6K1+FFEjNuXyxiZuuMrrzb9gZWFW1ZpZ0sShjffXF59AaREpG79vXsjyq/8G51OZDTg4YFWtYHgdwAQEVXFiZiMiS4XXyY1AKQYTmjeLMdHd+rhzsWzZ1+9fPr3bx9cbA52X3reNYFBv3HnXn3rnW7nTHAl2pkEZQyDbnH2pVfnHFhvcK+q0nGVxMRgZkwdSPOFGWgGU0uBdCZEUvA7AJA0M8DMUha6yfx+uZqlGFxWHF54KZy6kHoZhegShLZuzLsfOz/5oY3sVz5Ynnf+x3d771X6zz44CE0nCZaCpUBVE0WMAEiamZiqJVHNwnp0fL+YHVtRhOGGuiKltlwequVSP7VinDb3sthKaI+uvFoPJyh7slzZzlQiB+98bXXtRdBJSqlqf+DSkP4LX06bGxwNcHhgVW0UACTxjJmRREzGRJeLL5MaSQA0A+na1bjaj4KdndMp739wvPr0SF6+uvsnd4/uz9ar5aJsl/SKIKkog8vZNGdcbMSffem1u/tHT81JGyIdAVWlBoBwmQE0gyk0UjyEpkoQz5BUM8AA8107nj/oLY+TRufzo4svdbvntZdBiJCMYBPMux8/N/6hsf/Ve6vzmfuxneK9Sn/nznFoO5dgKVgMSMmcIUQzI2mmYqqWRK1oqvHskaTGxRjzImWl+l6UPH/0pgvgcBQ2TmVtLbE7uvpaPZyg7MlyZTtTiezf+Orq2ougk5S07r7/fJ/+l7+UNjc4HuLwwFZrOGcGkmZG0sxwIiaIisvhCjWQhJlADeJCk1l3dmD/8etXv73fvrlfrQ8PVm1bAyouUXpNnba2sVy79SGy4tqZ3e+9drZP+9I6v/HooDKmRRWcMzie0E4BijczR0KTpgA6CI34SyRhZiBgvmsn84e91VHoQlaUhxde7E6d015mgEQ1IZvOnPvJc5MfGflfv7+6kMuP7ZTvrdJv3Zu1dcdkiAGhQ0oqCjWYgaQqNaolF2PRLIer/Wy9ttiaoxajZjSVpu49/lYqtn1/0A42i3alMRxd+Vg3mVpRcrnCzlQiB+98bXXtRdBJjKnuvv/CgNnn/3XcmchwwsODVK0pNBIgTGlmjNDSrCFEnNesoCVjLhoMZnQutv3Z/ZeuXv7Pf/Clbx6sZo3OF4t//JUbVy5e7jIerdvv3iheOjP5vXcOMm0eL5tf+Pi1H7uyE1R+8/bBYd2+e9TcergP66moukxiMHTmMoAwo0XEZM4DBqqDJEBABUADzKljbCazB+Xy2EJEr3984Xq3u6e9TCUxGOms7cy5Hz87/vGR/7UHy0u5/JXd/u11/M2783bZmqqEzgk0WdTIFGgwOG8hKkRDuT7Om7UPVdauFepCu966HAY9Xx31791Bv0TR7wabebNE6A6vvt6Np1YUXFXY3mS08c1vLJ970SiMKa3rH72wSfnCv/LTzTia2NE+q8ZII6EkYBBa69RHaamAKywrM+2CK4UtIxSeGgbdUZ4VP/PKxdfO7awTLvb4n/7Lm4grDCYxuL/+wqmfuzL4xmF9tsQ/fPtoOCh/4aOb/25/sebkE6P0P3374J/euh+lb4wmIpGWovkcJKC0gBhNMoGqZM5EUyKpTsAEUxoYu+nR42L5BClqfzg/90J76oyVGSGKE0nqAO+/b2v4oxvZP3i0eq6Un9jp3VnH37w7D8uYUmBT02KmIYWaXYCTlHkzo4Ku9DH61ZNefZSZpSTSrZevfrrub/e/9dXh03dsOCSkG2xm9crHePjcx5rR1Iqcywpbm0w6ufnG4rkXjWIxcd184vQmd/6z3zw6tet6w3x2LE3t0howJhNa0xuwa50ln6KLbSyGMevnoekowi7Boxxo6qzretde3JtuXuw1tw/j6amv6/LrN9/eGw0/++q1z+yNt7zeC7jQL/+vW0d/cPv+J7c3Z8z++suTR0v539764JvffLNNrkhmQJtliShi52hqSUGT0khJoVBrRNUp4VyCWBJDkCyUednMi+VcYtLBcH3hpeLM6UHOvuUL01x0VSuFp4duJw9/PC8/Pkyf3e7fWsd/9MFxXCXTKKETDRLWTK2EKCG4BFdXHm3nnY22u3xYzh9YiLFfFsVwPZj4Zj28+WeNr8c4G1zbDTazZiWhO3ru9Xq4gbJwq7Vub0rU0Y2vL557EeIQk1b1S9sbHPydf9qeOo9eWTx42FkDeoO6FItm1RZ9z16CMjW+XXa9SchHZIPE0XLR9IZaDpU2PryPS9c+cWH7aJnmMV7f2Vii3T9qxcv3XNz6/g0ZS/EwpKmELx92f/iovT4tf/fh4sUNdzrDjUV4+NU31kXelKVP3pDytkrFKJKAmqkRBLx2RocUewUDSTEAABooSURBVHVd9/rRZT5F0cS2tnwwaOtyvW8xuvHk0ie+77svbF4fohDXKAX4k0XaLvEci9uh+u8fts8X/JGdwa0q/uN7x6kytciuUwVU4RxjJ5KyzEtY22LRf3rbLw7rU1cKTWUKy6291e6VfP8Dmd2fPH1keebykTG0/amvlxK6o+deb8ebmmdutdbtTYk6fucbi+deNAqDarP6/gs75Oe/aLu7bjAs791uI2LmxbyJ9lezmOXBl+pEYldW89gbxXKsBM3ny4ddOZGiUMrGkzurcXlx53xvY3J7ZX9lD1+5fXBx99T5oX/jsB37+Cuv7x1759r1P3hj/08WsSxHVepktrxaJhuO3vv2t+vyTDfoiwYXw6BntRZtUJwwdbFR50ko4NTyehbyXsr7BoqmvDpWynh9nNfzrOnCdPflT736+oXTr5RwmYsKqH59FWOrtxdVWRT/95yXM/vkVoZgv/mgDes6mbo6RIsuqDqz2PW9vrq3vbkx+HcPj8K338D6yWp0eljN83q13r6ccue7dUpWLI9yR5iaz+tinK1mtG517btXGxuSZViubWvKqL1bb66vXocX13ap7X7wzJjy+X9lu7sy6JX3brcRMfOi3iT1qlnKipj1khMJbVnNY28Uy7EJoS5fPuzKiWQlNPRnd7MUZOeS2z51ZWv06oiTzM9DXFt2lJrG5IqkR+t2z2ffXMfadFXH77kw/epR9WLh/3QeDm58u+5vA/TtQlJTbkxXHIZkAAgwNkoHIQBRzeujzve06BtFNBXVsUJG66OiXlhodfPMxz7+yusXdq8XcLlABaZfX0VaeutQ79artw7qrJdfHk0GDu/MjkkGuLpFTJGLSjPxofP1onPeezfdf9ClRbZu2nzYS1UkqtNX+wf3RfpJu2y98I5mhixvinFeL6jd8uonl5OJZBmWa9valKTlu99cX70OL64LqY0/em5C+eUv2e6O9Iry3u0uMeSZRDHGXjVPeZHyfhRK15TreeyNYzmGE4vMVw+6cipZX+rjyfKxp46uPFdLvr0xuVIamvbiqc3fu79qFUdNc3ljaF14cny0e/rUKmESm49M8lu1Hs2bD9SN79xcDYb5us7aKhR5ckU32lF6fAcZGxNnQoAumW+Ogs8t70OcpJitjo0yWh/16qq1DtPTn/zYy69f2L1emOXw6k31jSqe9dxy/mFo/v699rTnJ6b5rWX6o1v389js5P0DtS62cnAQB4PUH0nTmtFit3P3G21vmrwyMo9Vvn02iava1reRzTJvV+IzA8xJ29so6oVYmF/++HI8ZpZxubbtTUlavvvm+up1eGEbLeqPne1T/us/xuaU/TK/935QiVnukqjE3mqW8jJmfRWybXr1PPZGoRiZczCfL+6HfMR8UKwe99dPy5RNnr9+fmt0exkvDaxLrFL49gczG497Tp8b9l/Zmz5YLDXL1tq//fjp8dHsY5fPBOlurGk3vh2QyrZNLqunO4gpDreSz2iAqYXWnIOjmTg1Xx0mn2veJwCL2WKWHIfrZX99bCl126c/8+pLr53f+mjPnDiBQfGNCqe9DEoum/Tf3WvO5ukHN/tPG/4vNz54bWe8keKX7j2pu1DUVSvO+ywUA7/Yz+plErrOup5zCqZ06cVX7jtf76/yB+9kYVW2jUAUZiJtb5zVS6Z2fvn1amOD3nNV2faWqPVuvrm+eh1OEKJG/YmzA+JX/9htbGDQy+/f7lSSz71KYihXx6noJ983EbR1r56FchDLiXkP8/nsXlcOnc82ju4V1YHAX/3Ex3/i5Uv/45/eOZ4fbW5Oj9fd+um+nbn4sdPT7bxrWFwZ+INgX13ao4cH7vH9i5d2r5/f+3+fLPXdd7J2KbGJxag9/1xrXidD9QKDJEXdIXcQEaMa/NFhyAubDBiTpeSOZ0rJNU6fvptVXbu7+/2vvfTyua3neibOG2Gqb1Q8K7rreT+4//nh6qJLr08HIvydD55812j4cL7/tcddJUMaLC5784ddbyurV4Iq+K2ieYDG2o1tN55ub+8ezVfZe99wbWNlr2xWTk2RjL7tj7KmYmhml15dT6f0XqpKt7eo6N98c33lOr1YCBrTT+6NiV/9t346sX5RPLjbqY/euwiV1FvNYtZLxQAUxLpYH7X5QMsNeqFKPr/fDsYiGBw8de16st4PL3761Mb0rYOmrlevXNhSs/fuPh6f3v30pYt3j/YftvLTV4f/5vbsScAsha3ZU5M+J5Nja8vbb/vGCpcnF+vdC+tyyukwOSiBaGgCck8nIGBB9udipA+o2jTYUEKQW8Hy8E7WtBiOP3lt7+O7my/2sr53CYFmb65smNlR3XwQ0vtPm0ubw1P9Yq/EVx8vkut+aGfyx0/aR+vO5+lP3j1ezZ/CDTQrs1BZW+/uP2i9LDb2LuxtvnDh3NO6e//LX4xdZ4NRWa9dUhMzuLocZE3lYnt86dX1dErvpap0e4uK/jvfrK+9aEKmpF388b0h8av/1k8nNsiL+/e6lMXMuQiV1FvNY9FP2QAUS1VRHXX5IBUTemHSweLRerAFVxiTr+abD28WH31pc3tnDTe78z6ODqzIa+e0vyPoUC2dGDd2m8lOPF4wwyf2Ns+OR7/71rttMek/uXtq4s+dP/ONe9VquWBehjN7HA8jTZJy3SHz8CK1uuOHbrlgsx5Vh9p2y6vPu+1ztTnLxZzzNFGXx7rvs82ebJXuhTIvnHxlf3nv0b314zl1rq21F57jYOIWi6u7w2UTB6sH06091zVrdh8cu+OkqVmGrOeI0fFjQUSsu2y8PZ0M986fK7M3/sVvazlq++NyPfcG0Myk7Y/8esVQz698rNrYoPdSVbq9RcXg5rdWl5+nF8RoXfzs2SHx9/5MpkP28+L+vaB5yMBIiJbLWSr6KRuARKrL9Szk/a4Yi8uQtFjcbwabzHIDi+rw1IP39i9ek3K0CQt3vpXyAkqnshyOg5OiXZddDU2xNwoyGNSzbDwKo2E8PFjtnCmPDiy5rDuMrhSz4PP64kfc9nYUICrmTb6eZ7P9fDV3XW0inYbJ8eMW+fjj3/uJj370m8t6t5dR0EYeaRik9G4V+2xfmW5eKOy3vnazaVqp1z4EStubHbebp+a7V2NoN2cPU2G9/aNmNJKkg6ePjp/7rmR5MXtcDbbyyXic9IWLu2996Q8bGTjKzvMvLL/+ZW3abrRjRa9cHzhTcx6GureRd5XFenHulWpjKlkmq5XubImyuPnN9eUXSEBhXfvDF3vEr33FbQzRz4r794LmwVGUJlquZlr0Q9Y3UmJdVMexGHTFRJwXQza72ww26XMj8+Xh7sHdg529bnCq/+hmv10w85q0643bwaZPRLNyTk2T+l7IeqP5LdFeQpB8vNo6O376bpUNYq/vujY3WexdKU/tdIJO4BL8o0fDW18frNcpzpNC+5uaD/J2Zr5I073izKla+ruld5RR7nPvT496X5p38+PVDsL9w+PR8T3Nhy5WRbfuiCxKO91abF+2dbP75O0U67Juq/FEQ8p92V57OT68W1SPJXof4/C7X1vOmphCeLrfXz1e58OyXnrVbjBNUvSaI2FSFQjq/rRoK+3W64uvLScbkmWyWqWdLacs331zffkFEmrm1um7z46IX/uK2xiin+X374aUxyxziSqxWM201wu+ZxTp1kV1HItB7E1BQdJy+aDpT5nlRunPnmwd3Z1NznST7ez4gYdU2ZDIkkvwWd7WCI0J1eXwPZdsePxQMyNgRbme7pX7H6yLUcy8j5rGmzY9VfTzkElwpHrOVtN3v57PDxDW8D6Uk+Rcrz6GmhZ9mFX9sauPXWzNG2SKXj/kZa5N4zZ62k6mvcr61XJmAUF0WM3ScLTYucKmGz+5WYYA6Lo37DXzthxe+tgn3v/6V/38sO3lZbMosnE3nYSjdZf7jYMPUqeTS1faxaLKSnVF2cwcNBoBNr2NrF1JWC8vvFJtTOk9l0vd3XbK8t03q8svkGBSbdMLOzn5977CrSHLPL//QUhZzAtRwkK2OrZ+P7q+EhLqsjqOxSD0p4SYarl40PSn8LlRNg7vjOaPqmzQ9Ua+i8N21hWDuuyp5LHosQvqTKyINBGnSD5pIqmUzNJwo3/wqAU9uy4bWm9Xy1wzIi99v4SjVV128KhcHvh6KTHA2NGy5cKH/68rOPnV8zzLAH5d9/O8wzedyefYOR5iZyLOAE1pABUQYkGRWiClElskJCRWLPkPWqS2SLChK3aUFRskhCohFKlILUJNq45JSeymcezE4/EZvvN+7/Q898Vnd1Dh90t5GvNsq622ZnffL1dLD6fkotvd3dm+uDkLP277S1ee+ZNn9q8146pPq1V34/j47o+u5XJyvPe0p7R5+81517txVW/U3fJg/3lD2LrzloTB4+z0Xs4jh55V0U+2w+lBwBifeDp33VhMRpaz/jgQLghsJ5tl39i4Or74cru5ibLisvG9HXNMrr+5euoFAHT3fvi9CwvyC9/Q2Y1QltXN90aPOVZOWE5le5TL2uMsBwv9qm4OUz0fZltBlonp0a12soVYCrZ391o4uosYh/l2ZlwMy9GqVVWau9eL0DZjEaOnvpgGWSKoIY7KZjEobe7N7384YogKq+n2WE7Hrd3pYtqCoSxzFJaDopsnS0Ns2undD9PQ+GJTxdTywHEcy3l1+mB66x1w4GJ/9+UXX3n6yqHifx0Of3p58bGN6jurdLmKO+Y/aPQP//H17Nh//mqbcHDt+1VzFD2tykU0Hp5/cXrv/cWDG7koU4h1c4icPA202M93YncUhj7v7LuLoRismgxLg0PuiN10UQ996NvDiy/0i7lPZ3bc5L0dg+prb7ZPXhVplHfDJy/MaV98w3fnoSqrmzdGL3KITjPloj1WUeY4y8FC305Wh6ma9bPtIMvU9OhmN9lCKAWevfO2Hd1VUY2LM8nitD8ZQ9UFK/MwzM4Nhkn7IBcLyFIVHSy6lSWn0+rYbe8t7t1Q6je3zj3zS5e/duOo29jd3du6Zw4E84zloEnwOsaRGlHe+VF5+z1u7h1fuBK6PDn4QGU5TBab3/tq6R7OXHzl1Veqna2vX3vw9KWNP7+yHS1/d2kXp35R4a1WX/rnf8N887XfeuVA1b+/84GfHMdhmeWabgz11s6734zdqZdVCkW9WgrIkSyqvt6umyP6oGKWKYZiKKdle2IUJVlsJ4uq70LXHF262s/neTILx43v7RCqr7/VPfkCjKR7O3zq4oL2xTd8dx6qsrp5Y8hRwWTRpXJ1pLLyOMuBoW8nq8NUzfrZdpBlanp0s51s0EoHz97+YbE6SFYPix2FouqOPNbs+6GaD7NZ1XZt5KJLfWUeakg29kBKMJYFZrvT+9eLpi+fe2ln7+x3btzG7rlzT5w5kBvj6KNWrchwOua+hY9hHKbHB4vlwwdnFlkL8z6U03Hn/OTejxd33rXtnY985FffOTw9OT76q098/OIkJOXvNbhQp7NWf+Xmh1/519c3n37m0x9/9fY4/Mvbd4ZOTL150mQSV8db73yLqUnzM2l2tvBTSsbCib6o5idHCFlZo9xjkWbbVdcYRUEW28m87Luya44vXV3NZprMwnGTd7cJ1e/+sLv8IgjKvR/+4MKc4Qtv5L25lUVx62ZK9CKKMqFuTnMoxmrmwWzs6tXhWE7H6R6QKC9Pb6dyI8dJMa7O3XnreONimVbJIq0I46kJMeUUrau3MAwGuTJpCjGZhTTGsYMVuSh9e2t2693Qd+m5j56pi/dv3eovXDm7/8QRshhCZt+0Htxu30tjG7IMFn21fXTfQ7w/2zH1tU1zGYfdvY03/3urjNOrH3n/eHjt0u4f/coFEUj8sEsblXYj/+7bh998753ffu7Ka88+8e1l+vJ33x/bQUgsilAs6tvXFg9v4vThMJ2tdp6q1Mbs9FFAipNqdRTgcmN/0tVb/WK7HpZgJmBejPUspJbDuNp/oZlXNplg2fvugrDJtR92V551xpA9j90nL2zQPv8N7c1jWRYf3EqJYxFFmFCdHnsRVc+zgDROVodjOR0Wu9IYUpqc3O2rzVxOi+H0zO1371396GQYhyFZc//M8e1RgYTC5GT3qTSbUS7C5QRhMdDNc1eYIXpZTO7+aO/OnZsvvTQZQvXhzZNLz++ff+KUuQ0hpeynHaeF3z+wh4eiAi1Znp88mHanQzlLHtZg3m2cH1Vs33uzm2w8/8tX/+zl8+dDkJoR1Z2W54K9m9PnvnYjGD/+3Lnf3a7fbft/+v5db1qqCQjDbHPjg+uJy+nyCEnN3qXoFlwmCRhDrNtloIIsD02qFuNkVvYrp+ORmKp5zG3RHzX7L51sbHA640mjnTlh5fW306Vn3IxgXrWfuDCjff4bOrsIRRE/uJUyvKgdoHu5OvayzMWUMOWhWh2O5TQtdihH9vrkzlDPGOdFe7J979r9l16tm9PUqmybMw9v9oKxzXF6sv9cc+a8aAgGAlkUURmcoiwJQHX77d2Dh3efuYoEnd7FxpPnLp4dI5fAkLOdDqkuLPU4WaXcs2mRfbo6WawehjxkY7O13892Zg9vrSbb8+ZDTRe//+rHfmNvdh/xuMXtNN5ohgZ+cuvWyZ37eTGf7j99eWu2yunatfc1jFAXrMhlefaD90YieG9d22/tBXVwB41kikXZNoAMcs+ZRQpl6aMbBZAxVbMwrpT79okX2/kU9YTLU2wvohM3rvv+FY+MUmrz84ua4W/eqPbPLKqoB/ezs2AAaUKRuhyiYp0FeM/uNMXKy4VTgIXhKNEsVKFvy2a5unCpXp3kcUTCpD3JHOsc+yK28zOoZyIRCINJJuaSrtg1Kwxezar65K7GflhcCD6gb8fpxnRjEmPRu2RAO+aytCAxysd4shrbleWhSl0YG7Ny2NgeY1Ue3g3ufTnJsZzON3Jt3tvgWcpykzMu77E/XlZbkzO7xcY0KBzcux+cMNAC0lj3h2IRRXk/xgppNBA00FjUYRwy5MqkBYaBLJAtGJ0SUlGFPEYf+sW5oWQIxj7lSVzEatEcnlSbB2mQmFfdpy7MGb/0nf3zZ1+uigdjKhh2QorBIGRhEGhmwqmPhw7CSoFAlkg65ABkgQpECRAYIBNLc3oY6QSCLBiCKYAwruWcR8XrJw9PO7y4t7lBtMDgMolEoJXyDtbDDZkwAiUsQUZmQoI7jVaZjBIwyLtEEaVZchdUGSMcsCRlahCUeey417VPLiZXihBh32r6hdEColNQNCsAAQlIUuteEJFmRAHLUgtlyYka1kg1sRVAZwaN7jBSEpucnRbBjnnOWBc6GPh+0/cpqWlfu7jB8Pff+51nd1+cxv9c5mZkSSehNdjK3Q11tiPkzkljBUUQUskQgFPzkK0yiSoEkh0QhDMWltDgOQBUqExT80mgO9YkHToPmmW30jPnFiV54mwy3XINTBEq82VGCzO40bMUYSli6tbLHehAh+awRMmVqU5MzBOEAjbAgxQCJXMXiEEZZM5s2u6pRf2bs2Kk/6DRhlH04JbdC7OCEDC4nOigKFQMggdaFrrsmZ6gAnaMNGfYgg2ESxWZwUxFtyNPJ/TKw1I4lg+ulB3JQz/kof/Dy9ss/vZbf/Hr56/M4pdvDm+3ypIAkAQhuWRkDqIHWRZkoAkGmMllclgwJyg3wN2MjCEPgoDgFGVACZakIK4Bgzy1nQ+cb9SJ7KEBgKygV4SJvVNAMI3ImYS7jCZQIOgwx5pTFoAsJSBApEC6Cw4LJneXCAQiQe7SkH7tzOwvL03fatI/fthOJQuIopGBLCiQQ5YTglFOM2eegGQY5aNzhExwqjZEYMjoDFuMvUQ6YK3LoSg7ljfK2WOXR2t6LpsU8Znn9hj++qu702Iy9odCO98yBAFyFyFSgIjIIJoo0GmAANJhEEgCEkACoGhrggDjY4ABkoskSOIxc0gQSAMDCJccmQQhgQJIEHRREACKAgwEiMfcs4EA3B2iCXCXZyFDcpc5IQCuGGSAQPdZ7s8XtnLcbjoCZoQgigCxZgAkh0WAMtIYQREO0c0NIM2iFVGkpyzlkBzuTgjODHiC3AkBApQdY2bfYVZ/5uUnyc++blJ95zr+52saB1oAQFKA1vBIgMEoQgBIACQhASAJGQAzE+R0M9MaDQKNkAGQBIA/IwW504wwrbnTTJ5JAhCxRhKPSQLgQXiM+DlCEkASMgrGNYgGwN0NIM0lEKAAMBRx70K7/2w3qaUKICSsETADYIwwAlQoLZYMJiNIh0AqEMEYAoIpGgi44A4BrphgntkP/ekSqYeER4w0SDEPnFWffvES+dnXBU26h/ODO30xF5Q9cc0MBFwmrMkoCDCCkABQDoAkQDxCASJ+QnQAJOXEz0jCY+Sgx0gClAQg4P+QBICkJACWEx6jQDzi7gDMTI/QAUEWSlgEQFJKFossKo/UI8EQzZqdy7mcJgoSfoIASTMhwKIVtYogI9xhhBmMMAuiJAZDDDnAaJbFDEHu8pwxJgwD02CeJOERoxFkHNpUxj9+6Unys69DPumWRT+eLhYZBIlHBJIuczgyjCAgrEnCmhESSEBYIyBCBhKPZPyUYY3EL5JBwhqFNQlrZniMIEBJAEitYY2Gx0wkBECgQ2aUIOKRQDCCRlKCMSgUYmG59zSSCDlND+6Ms2mqpyMjJJqBFATAzMQiFLWHws1JwAgjRRlgJqwJZggBIZjLu4HZ8RgFjQOGTCTPIx4jBFJkHEeV5adffpL43OuQyq6pumY1384W8BghQu4OwMwk4ReQdM8kAYkBaxIBkFiT8HMkfooiAQIgKM+EE2vC/0MDIAmgaABIwhNJ4RFJBEjiZ8QgrgWEQoQZgCinygIWmAaOiWs+Th5+0E8XXk4TCYAkAIG0ACMQEAKKEkVEdgZTDCAVyBDoDlBGBKMRWXAXwOzIrpQxZrjTXcrIGUpigBkYY7dixdeuXvhfPPefQiYdqPYAAAAASUVORK5CYII=" 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"end_row_offset_idx": 1, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "\u2022 $2.7 billion loan portfolio with an average loan size of $27 million and W.A. unlevered yield of 7.2% \u2022 Multifamily represents 69% of the loan portfolio \u2022 W.A. risk ranking of 3.1 (vs. 3.1 as of Q4'25) \u2022 Total CECL reserve of $87 million or $0.67 per share (no specific CECL reserve on balance sheet as of Q1'26) \u2022 $166 million of watch list loans or 6% of the loan portfolio (vs. $220 million or 8% as of Q4'25) \u2022 One risk rank 5 office loan and one risk rank 5 industrial loan repaid totaling $42 million in Q1'26 \u2022 Foreclosed on one risk rank 5 multifamily loan totaling $45 million in Q1'26 \u2022 Activity subsequent to Q1'26: - One risk rank 5 multifamily loan repaid totaling $32 million - Two risk rank 5 multifamily loans totaling $67 million are under contract to be sold with an expected repayment concurrent with sale closing in Q2'26 - Watchlist loans anticipated 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"\u2022 6 REO assets totaling $336 million (includes one hotel REO assets totaling $143 million or 43% of REO) \u2022 Sold one REO office property for ~$26 million of net proceeds in Q1'26 \u2022 Acquired one multifamily property through foreclosure totaling $45 million in Q1'26 \u2022 Activity subsequent to Q1'26: - Sales process underway for two REO multifamily properties totaling $69 million, which are expected to be under contract and sold in Q3'26 - REO assets anticipated to decline by ~20% from $336 million to $267 million as a result of the above activity (see pg. 17 for additional detail)", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ] ] }, "annotations": [] }, { "self_ref": "#/tables/1", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "quber__table_id": "e32165c5fec4c6a5-p6-t1", "quber__content_fingerprint": "25f94d6a" }, "label": "table", "prov": [ { "page_no": 6, "bbox": { "l": 21.489471435546875, 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