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}, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 1, "bbox": { "l": 40.53, "t": 209.63018534000003, "r": 124.75699999999999, "b": 200.66265116408397, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "FEBRUARY\t3,\t2026", "text": "FEBRUARY\t3,\t2026" }, { "self_ref": "#/texts/5", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 43.92, "t": 505.61138632, "r": 236.868, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Legal\tDisclosures", "text": "Legal\tDisclosures", "level": 1 }, { "self_ref": "#/texts/6", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 46.38, "t": 463.00875955000004, "r": 675.3224999999998, "b": 420.91883312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 902 ] } ], "orig": "This\t presentation\t has\t been\t prepared\t for\t KKR\t Real\t Estate\t Finance\t Trust\t Inc.\t (NYSE:\t KREF)\t for\t the\t benefit\t of\t its\t stockholders.\t This\t presentation\t is\t solely\t for\t informational\t purposes\t in\t connection\t with evaluating\tthe\tbusiness,\toperations\tand\tfinancial\tresults\tof\tKKR\tReal\tEstate\tFinance\tTrust\tInc.\tand\tits\tsubsidiaries\t(collectively,\t\"KREF'\tor\tthe\t'Company').\tThis\tpresentation\tis\tnot\tand\tshall\tnot\tbe\tconstrued as\tan\toffer\tto\tpurchase\tor\tsell,\tor\tthe\tsolicitation\tof\tan\toffer\tto\tpurchase\tor\tsell,\tany\tsecurities,\tany\tinvestment\tadvice\tor\tany\tother\tservice\tby\tKREF.\tNothing\tin\tthis\tpresentation\tconstitutes\tthe\tprovision\tof any\ttax,\taccounting,\tfinancial,\tinvestment,\tregulatory,\tlegal\tor\tother\tadvice\tby\tKREF\tor\tits\tadvisors.\tThis\tpresentation\tmay\tnot\tbe\treferenced,\tquoted\tor\tlinked\tby\twebsite\tby\tany\tthird\tparty,\tin\twhole\tor\tin part,\texcept\tas\tagreed\tto\tin\twriting\tby\tKREF.", "text": "This\t presentation\t has\t been\t prepared\t for\t KKR\t Real\t Estate\t Finance\t Trust\t Inc.\t (NYSE:\t KREF)\t for\t the\t benefit\t of\t its\t stockholders.\t This\t presentation\t is\t solely\t for\t informational\t purposes\t in\t connection\t with evaluating\tthe\tbusiness,\toperations\tand\tfinancial\tresults\tof\tKKR\tReal\tEstate\tFinance\tTrust\tInc.\tand\tits\tsubsidiaries\t(collectively,\t\"KREF'\tor\tthe\t'Company').\tThis\tpresentation\tis\tnot\tand\tshall\tnot\tbe\tconstrued as\tan\toffer\tto\tpurchase\tor\tsell,\tor\tthe\tsolicitation\tof\tan\toffer\tto\tpurchase\tor\tsell,\tany\tsecurities,\tany\tinvestment\tadvice\tor\tany\tother\tservice\tby\tKREF.\tNothing\tin\tthis\tpresentation\tconstitutes\tthe\tprovision\tof any\ttax,\taccounting,\tfinancial,\tinvestment,\tregulatory,\tlegal\tor\tother\tadvice\tby\tKREF\tor\tits\tadvisors.\tThis\tpresentation\tmay\tnot\tbe\treferenced,\tquoted\tor\tlinked\tby\twebsite\tby\tany\tthird\tparty,\tin\twhole\tor\tin part,\texcept\tas\tagreed\tto\tin\twriting\tby\tKREF." }, { "self_ref": "#/texts/7", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 46.38, "t": 409.00878954999996, "r": 675.525, "b": 276.91883312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2954 ] } ], "orig": "This\tpresentation\tcontains\tforward-looking\tstatements\twithin\tthe\tmeaning\tof\tSection\t27A\tof\tthe\tSecurities\tAct\tof\t1933,\tas\tamended,\tand\tSection\t21E\tof\tthe\tSecurities\tExchange\tAct\tof\t1934,\tas\tamended, which\treflect\tthe\tCompany's\tcurrent\tviews\twith\trespect\tto,\tamong\tother\tthings,\tits\tfuture\toperations\tand\tfinancial\tperformance.\tYou\tcan\tidentify\tthese\tforward\tlooking\tstatements\tby\tthe\tuse\tof\twords\tsuch as\t'outlook,'\t'believe,'\t'expect,'\t'potential,'\t'continue,'\t'may,'\t'should,'\t'seek,'\t'approximately,'\t'predict,'\t'intend,'\t'will,'\t'plan,'\t'estimate,'\t'anticipate,'\tthe\tnegative\tversion\tof\tthese\twords,\tother comparable\twords\tor\tother\tstatements\tthat\tdo\tnot\trelate\tstrictly\tto\thistorical\tor\tfactual\tmatters.\tBy\ttheir\tnature,\tforward-looking\tstatements\tspeak\tonly\tas\tof\tthe\tdate\tthey\tare\tmade,\tare\tnot\tstatements\tof historical\tfact\tor\tguarantees\tof\tfuture\tperformance\tand\tare\tsubject\tto\trisks,\tuncertainties,\tassumptions\tor\tchanges\tin\tcircumstances\tthat\tare\tdifficult\tto\tpredict\tor\tquantify.\tThe\tforward-looking\tstatements are\tbased\ton\tthe\tCompany's\tbeliefs,\tassumptions\tand\texpectations,\ttaking\tinto\taccount\tall\tinformation\tcurrently\tavailable\tto\tit.\tThese\tbeliefs,\tassumptions\tand\texpectations\tcan\tchange\tas\ta\tresult\tof\tmany possible\tevents\tor\tfactors,\tnot\tall\tof\twhich\tare\tknown\tto\tthe\tCompany\tor\tare\twithin\tits\tcontrol.\tSuch\tforward-looking\tstatements\tare\tsubject\tto\tvarious\trisks\tand\tuncertainties,\tincluding,\tamong\tother\tthings: the\tgeneral\tpolitical,\teconomic,\tcompetitive,\tand\tother\tconditions\tin\tthe\tUnited\tStates\tand\tin\tany\tforeign\tjurisdictions\tin\twhich\twe\tinvest;\tglobal\teconomic\ttrends\tand\tconditions,\tincluding\theightened inflation,\tslower\tgrowth\tor\trecession,\tchanges\tto\tfiscal\tand\tmonetary\tpolicy,\tfluctuations\tin\tinterest\trates\tand\tcredit\tspreads,\tlabor\tshortages,\tcurrency\tfluctuations\tand\tchallenges\tin\tglobal\tsupply\tchains; deterioration\tin\tthe\tperformance\tof\tthe\tproperties\tsecuring\tour\tinvestments;\tdifficulty\taccessing\tfinancing\tor\traising\tcapital;\tand\tthe\trisks,\tuncertainties\tand\tfactors\tset\tforth\tunder\tPart\tI-Item\t1A.\t'Risk Factors'\tof\tthe\tCompany's\tAnnual\tReport\ton\tForm\t10-K\tfor\tthe\tfiscal\tyear\tended\tDecember\t31,\t2024,\tas\tsuch\tfactors\tmay\tbe\tupdated\tfrom\ttime\tto\ttime\tin\tthe\tCompany's\tperiodic\tfilings\twith\tthe\tSEC,\twhich are\taccessible\ton\tthe\tSEC's\twebsite\tat\twww.sec.gov.\tAccordingly,\tthere\tare\tor\twill\tbe\timportant\tfactors\tthat\tcould\tcause\tactual\toutcomes\tor\tresults\tto\tdiffer\tmaterially\tfrom\tthose\tindicated\tin\tthis\trelease. These\tfactors\tshould\tnot\tbe\tconstrued\tas\texhaustive\tand\tshould\tbe\tread\tin\tconjunction\twith\tthe\tother\tcautionary\tstatements\tand\tinformation\tincluded\tin\tthis\trelease\tand\tin\tthe\tCompany's\tfilings\twith\tthe SEC.\tAll\tforward-looking\tstatements\tin\tthis\trelease\tspeak\tonly\tas\tof\tthe\tdate\tof\tthis\trelease.\tThe\tCompany\tundertakes\tno\tobligation\tto\tpublicly\tupdate\tor\treview\tany\tforward-looking\tstatements,\twhether\tas a\tresult\tof\tnew\tinformation,\tfuture\tdevelopments\tor\totherwise,\texcept\tas\trequired\tby\tlaw.", "text": "This\tpresentation\tcontains\tforward-looking\tstatements\twithin\tthe\tmeaning\tof\tSection\t27A\tof\tthe\tSecurities\tAct\tof\t1933,\tas\tamended,\tand\tSection\t21E\tof\tthe\tSecurities\tExchange\tAct\tof\t1934,\tas\tamended, which\treflect\tthe\tCompany's\tcurrent\tviews\twith\trespect\tto,\tamong\tother\tthings,\tits\tfuture\toperations\tand\tfinancial\tperformance.\tYou\tcan\tidentify\tthese\tforward\tlooking\tstatements\tby\tthe\tuse\tof\twords\tsuch as\t'outlook,'\t'believe,'\t'expect,'\t'potential,'\t'continue,'\t'may,'\t'should,'\t'seek,'\t'approximately,'\t'predict,'\t'intend,'\t'will,'\t'plan,'\t'estimate,'\t'anticipate,'\tthe\tnegative\tversion\tof\tthese\twords,\tother comparable\twords\tor\tother\tstatements\tthat\tdo\tnot\trelate\tstrictly\tto\thistorical\tor\tfactual\tmatters.\tBy\ttheir\tnature,\tforward-looking\tstatements\tspeak\tonly\tas\tof\tthe\tdate\tthey\tare\tmade,\tare\tnot\tstatements\tof historical\tfact\tor\tguarantees\tof\tfuture\tperformance\tand\tare\tsubject\tto\trisks,\tuncertainties,\tassumptions\tor\tchanges\tin\tcircumstances\tthat\tare\tdifficult\tto\tpredict\tor\tquantify.\tThe\tforward-looking\tstatements are\tbased\ton\tthe\tCompany's\tbeliefs,\tassumptions\tand\texpectations,\ttaking\tinto\taccount\tall\tinformation\tcurrently\tavailable\tto\tit.\tThese\tbeliefs,\tassumptions\tand\texpectations\tcan\tchange\tas\ta\tresult\tof\tmany possible\tevents\tor\tfactors,\tnot\tall\tof\twhich\tare\tknown\tto\tthe\tCompany\tor\tare\twithin\tits\tcontrol.\tSuch\tforward-looking\tstatements\tare\tsubject\tto\tvarious\trisks\tand\tuncertainties,\tincluding,\tamong\tother\tthings: the\tgeneral\tpolitical,\teconomic,\tcompetitive,\tand\tother\tconditions\tin\tthe\tUnited\tStates\tand\tin\tany\tforeign\tjurisdictions\tin\twhich\twe\tinvest;\tglobal\teconomic\ttrends\tand\tconditions,\tincluding\theightened inflation,\tslower\tgrowth\tor\trecession,\tchanges\tto\tfiscal\tand\tmonetary\tpolicy,\tfluctuations\tin\tinterest\trates\tand\tcredit\tspreads,\tlabor\tshortages,\tcurrency\tfluctuations\tand\tchallenges\tin\tglobal\tsupply\tchains; deterioration\tin\tthe\tperformance\tof\tthe\tproperties\tsecuring\tour\tinvestments;\tdifficulty\taccessing\tfinancing\tor\traising\tcapital;\tand\tthe\trisks,\tuncertainties\tand\tfactors\tset\tforth\tunder\tPart\tI-Item\t1A.\t'Risk Factors'\tof\tthe\tCompany's\tAnnual\tReport\ton\tForm\t10-K\tfor\tthe\tfiscal\tyear\tended\tDecember\t31,\t2024,\tas\tsuch\tfactors\tmay\tbe\tupdated\tfrom\ttime\tto\ttime\tin\tthe\tCompany's\tperiodic\tfilings\twith\tthe\tSEC,\twhich are\taccessible\ton\tthe\tSEC's\twebsite\tat\twww.sec.gov.\tAccordingly,\tthere\tare\tor\twill\tbe\timportant\tfactors\tthat\tcould\tcause\tactual\toutcomes\tor\tresults\tto\tdiffer\tmaterially\tfrom\tthose\tindicated\tin\tthis\trelease. These\tfactors\tshould\tnot\tbe\tconstrued\tas\texhaustive\tand\tshould\tbe\tread\tin\tconjunction\twith\tthe\tother\tcautionary\tstatements\tand\tinformation\tincluded\tin\tthis\trelease\tand\tin\tthe\tCompany's\tfilings\twith\tthe SEC.\tAll\tforward-looking\tstatements\tin\tthis\trelease\tspeak\tonly\tas\tof\tthe\tdate\tof\tthis\trelease.\tThe\tCompany\tundertakes\tno\tobligation\tto\tpublicly\tupdate\tor\treview\tany\tforward-looking\tstatements,\twhether\tas a\tresult\tof\tnew\tinformation,\tfuture\tdevelopments\tor\totherwise,\texcept\tas\trequired\tby\tlaw." }, { "self_ref": "#/texts/8", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 46.38, "t": 265.00875955000004, "r": 675.2325099999995, "b": 249.91883312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "All\tforward\tlooking\tstatements\tin\tthis\tpresentation\tspeak\tonly\tas\tof\tFebruary\t3,\t2026.\tKREF\tundertakes\tno\tobligation\tto\tpublicly\tupdate\tor\treview\tany\tforward-looking\tstatements,\twhether\tas\ta\tresult\tof\tnew information,\tfuture\tdevelopments\tor\totherwise,\texcept\tas\trequired\tby\tlaw.", "text": "All\tforward\tlooking\tstatements\tin\tthis\tpresentation\tspeak\tonly\tas\tof\tFebruary\t3,\t2026.\tKREF\tundertakes\tno\tobligation\tto\tpublicly\tupdate\tor\treview\tany\tforward-looking\tstatements,\twhether\tas\ta\tresult\tof\tnew information,\tfuture\tdevelopments\tor\totherwise,\texcept\tas\trequired\tby\tlaw." }, { "self_ref": "#/texts/9", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 46.38, "t": 238.00875955000004, "r": 348.9724899999999, "b": 231.91883312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "All\tfinancial\tinformation\tin\tthis\tpresentation\tis\tas\tof\tDecember\t31,\t2025\tunless\totherwise\tindicated.", "text": "All\tfinancial\tinformation\tin\tthis\tpresentation\tis\tas\tof\tDecember\t31,\t2025\tunless\totherwise\tindicated." }, { "self_ref": "#/texts/10", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 46.38, "t": 220.00875955000004, "r": 675.3299999999991, "b": 195.91883312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 526 ] } ], "orig": "This\tpresentation\talso\tincludes\tnon-GAAP\tfinancial\tmeasures,\tincluding\tDistributable\tEarnings\tand\tDistributable\tEarnings\tper\tDiluted\tShare.\tSuch\tnon-GAAP\tfinancial\tmeasures\tshould\tbe\tconsidered\tonly\tas supplemental\tto,\tand\tnot\tas\tsuperior\tto,\tfinancial\tmeasures\tprepared\tin\taccordance\twith\tU.S.\tGAAP.\tPlease\trefer\tto\tthe\tAppendix\tof\tthis\tpresentation\tfor\ta\treconciliation\tof\tthe\tnon-GAAP\tfinancial\tmeasures included\tin\tthis\tpresentation\tto\tthe\tmost\tdirectly\tcomparable\tfinancial\tmeasures\tprepared\tin\taccordance\twith\tU.S.\tGAAP.", "text": "This\tpresentation\talso\tincludes\tnon-GAAP\tfinancial\tmeasures,\tincluding\tDistributable\tEarnings\tand\tDistributable\tEarnings\tper\tDiluted\tShare.\tSuch\tnon-GAAP\tfinancial\tmeasures\tshould\tbe\tconsidered\tonly\tas supplemental\tto,\tand\tnot\tas\tsuperior\tto,\tfinancial\tmeasures\tprepared\tin\taccordance\twith\tU.S.\tGAAP.\tPlease\trefer\tto\tthe\tAppendix\tof\tthis\tpresentation\tfor\ta\treconciliation\tof\tthe\tnon-GAAP\tfinancial\tmeasures included\tin\tthis\tpresentation\tto\tthe\tmost\tdirectly\tcomparable\tfinancial\tmeasures\tprepared\tin\taccordance\twith\tU.S.\tGAAP." }, { "self_ref": "#/texts/11", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 674.66998, "t": 22.244931800000018, "r": 678.00598, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/12", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 44.01, "t": 505.76141632, "r": 540.8979999999998, "b": 483.02569099012663, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "KKR\tReal\tEstate\tFinance\tTrust\tInc.\tOverview", "text": "KKR\tReal\tEstate\tFinance\tTrust\tInc.\tOverview", "level": 1 }, { "self_ref": "#/texts/13", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 107.8, "t": 451.63571316, "r": 190.036, "b": 440.2224878451978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Loan\tPortfolio", "text": "Loan\tPortfolio", "level": 1 }, { "self_ref": "#/texts/14", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 98.42, "t": 406.93039067999996, "r": 205.9279999999999, "b": 370.16926672445527, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "$5.4\tB Outstanding\tPrincipal", "text": "$5.4\tB Outstanding\tPrincipal" }, { "self_ref": "#/texts/15", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 73.09, "t": 340.0167188, "r": 136.282, "b": 305.57926672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "100% Senior\tLoans", "text": "100% Senior\tLoans" }, { "self_ref": "#/texts/16", "parent": { "$ref": "#/groups/1" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 166.99001, "t": 344.62670879999996, "r": 238.88200999999995, "b": 294.82926672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "58% Multifamily\t& Industrial", "text": "58% Multifamily\t& Industrial" }, { "self_ref": "#/texts/17", "parent": { "$ref": "#/groups/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 70.25, "t": 264.7467088, "r": 132.81, "b": 230.30927672445523, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "$109\tM Average", "text": "$109\tM Average" }, { "self_ref": "#/texts/18", "parent": { "$ref": "#/groups/2" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 74.12, "t": 226.077340332, "r": 128.924, "b": 214.94925672445527, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Loan\tSize (1)", "text": "Loan\tSize (1)" }, { "self_ref": "#/texts/19", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 180.71001, "t": 266.4167188, "r": 225.71000999999998, "b": 250.11211120742541, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "100%", "text": "100%" }, { "self_ref": "#/texts/20", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 171.44, "t": 241.76202128, "r": 237.66799999999995, "b": 216.6192767244553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "QTD\tInterest Collected", "text": "QTD\tInterest Collected" }, { "self_ref": "#/texts/21", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 67.55, "t": 190.67203128, "r": 232.94199999999995, "b": 114.20926672445523, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "Senior\tloans secured\tprimarily\tby transitional,\tinstitutional multifamily\tand\tindustrial properties owned\tby high\tquality\tsponsors", "text": "Senior\tloans secured\tprimarily\tby transitional,\tinstitutional multifamily\tand\tindustrial properties owned\tby high\tquality\tsponsors" }, { "self_ref": "#/texts/22", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 284.62, "t": 451.63571316, "r": 445.12999999999994, "b": 440.2224878451978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Conservative\tBalance\tSheet", "text": "Conservative\tBalance\tSheet", "level": 1 }, { "self_ref": "#/texts/23", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 317.34, "t": 406.93039067999996, "r": 409.812, "b": 370.16926672445527, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "$8.2\tB Financing\tCapacity", "text": "$8.2\tB Financing\tCapacity" }, { "self_ref": "#/texts/24", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 346.39001, "t": 343.2667188, "r": 381.25001, "b": 326.96211120742544, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "74%", "text": "74%" }, { "self_ref": "#/texts/25", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 293.60001, "t": 319.957340332, "r": 434.0340000000001, "b": 308.82926672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Fully\tNon-Mark-to-Market (2)", "text": "Fully\tNon-Mark-to-Market (2)" }, { "self_ref": "#/texts/26", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 316.09, "t": 265.3767088, "r": 408.5640000000001, "b": 230.93927672445523, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "$887\tM Current\tLiquidity (3)", "text": "$887\tM Current\tLiquidity (3)" }, { "self_ref": "#/texts/27", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 279.87, "t": 182.34204128, "r": 452.4020099999999, "b": 122.58814899576856, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "Conservative liability\tmanagement focused\ton diversified\tnon-mark-to-market financing", "text": "Conservative liability\tmanagement focused\ton diversified\tnon-mark-to-market financing" }, { "self_ref": "#/texts/28", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 3, "bbox": { "l": 45.52, "t": 91.32467752000002, "r": 408.59000000000003, "b": 84.58509416000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(1) Average loan size is inclusive of KREF's unfunded commitment. The whole loan average size is $172 million", "text": "(1) Average loan size is inclusive of KREF's unfunded commitment. The whole loan average size is $172 million" }, { "self_ref": "#/texts/29", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 3, "bbox": { "l": 45.52, "t": 82.05468752000002, "r": 405.83800000000014, "b": 75.31510416000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(2) Based on outstanding principal amount of secured financing. The remaining is subject to credit marks only", "text": "(2) Based on outstanding principal amount of secured financing. The remaining is subject to credit marks only" }, { "self_ref": "#/texts/30", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 3, "bbox": { "l": 45.52, "t": 72.78469752000001, "r": 677.9019699999991, "b": 56.77509415999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "(3) Includes $85 million of cash, $700 million of undrawn corporate revolver capacity, $74 million of loan principal repayments held by a servicer and $28 million of available borrowings based on existing collateral", "text": "(3) Includes $85 million of cash, $700 million of undrawn corporate revolver capacity, $74 million of loan principal repayments held by a servicer and $28 million of available borrowings based on existing collateral" }, { "self_ref": "#/texts/31", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 3, "bbox": { "l": 45.52, "t": 54.244687520000014, "r": 149.03600000000006, "b": 47.50510415999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(4) As of September 30, 2025", "text": "(4) As of September 30, 2025" }, { "self_ref": "#/texts/32", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 3, "bbox": { "l": 45.52, "t": 44.97469752000001, "r": 264.42199999999985, "b": 38.235114159999966, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(5) Figures represent AUM across all KKR real estate transactions", "text": "(5) Figures represent AUM across all KKR real estate transactions" }, { "self_ref": "#/texts/33", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 517.65997, "t": 459.75570316000005, "r": 644.8499700000001, "b": 432.1024578451978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "KREF's\tManager\tFully Integrated\twith\tKKR", "text": "KREF's\tManager\tFully Integrated\twith\tKKR", "level": 1 }, { "self_ref": "#/texts/34", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 518.62, "t": 406.93039067999996, "r": 635.068, "b": 370.16926672445527, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "16% KKR\tOwnership\tin\tKREF", "text": "16% KKR\tOwnership\tin\tKREF" }, { "self_ref": "#/texts/35", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 542.12, "t": 339.47671879999996, "r": 611.5439799999999, "b": 305.03925672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "$723\tB Global\tAUM (4)", "text": "$723\tB Global\tAUM (4)" }, { "self_ref": "#/texts/36", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 497.34, "t": 264.8967288, "r": 555.3599999999999, "b": 230.45926672445523, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "$85\tB Real\tEstate", "text": "$85\tB Real\tEstate" }, { "self_ref": "#/texts/37", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 503.39999, "t": 226.227330332, "r": 546.6001799999999, "b": 215.09925672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "AUM (4)(5)", "text": "AUM (4)(5)" }, { "self_ref": "#/texts/38", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 597.23999, "t": 264.8967288, "r": 663.2279900000002, "b": 215.09925672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "~130 Real\tEstate Professionals", "text": "~130 Real\tEstate Professionals" }, { "self_ref": "#/texts/39", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 490.10999, "t": 190.20203128000003, "r": 671.9219900000004, "b": 113.73926672445526, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "One\tfirm\tculture that\trewards investment\tdiscipline,\tcreativity\tand determination and\temphasizes\tthe sharing\tof\tinformation,\tresources, expertise\tand\tbest\tpractices", "text": "One\tfirm\tculture that\trewards investment\tdiscipline,\tcreativity\tand determination and\temphasizes\tthe sharing\tof\tinformation,\tresources, expertise\tand\tbest\tpractices" }, { "self_ref": "#/texts/40", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 674.66998, "t": 22.244931800000018, "r": 678.00598, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/41", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 43.92, "t": 505.61138632, "r": 551.4019999999998, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "Fourth\tQuarter\tand\tFull\tYear\t2025\tHighlights", "text": "Fourth\tQuarter\tand\tFull\tYear\t2025\tHighlights", "level": 1 }, { "self_ref": "#/texts/42", "parent": { "$ref": "#/tables/0" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 4, "bbox": { "l": 45.12, "t": 58.83468751999999, "r": 284.81399999999996, "b": 52.095104160000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(1) Represents Net Income or loss attributable to common stockholders", "text": "(1) Represents Net Income or loss attributable to common stockholders" }, { "self_ref": "#/texts/43", "parent": { "$ref": "#/tables/0" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 4, "bbox": { "l": 45.12, "t": 49.56469751999998, "r": 387.9900000000002, "b": 42.82511416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(2) See Appendix for definition and reconciliation to financial results prepared in accordance with GAAP", "text": "(2) See Appendix for definition and reconciliation to financial results prepared in accordance with GAAP" }, { "self_ref": "#/texts/44", "parent": { "$ref": "#/tables/0" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 4, "bbox": { "l": 45.12, "t": 40.29467751999999, "r": 506.1180000000006, "b": 33.55509416000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(3) Includes the amortization of deferred origination fees, loan origination costs and purchase discounts. 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"label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 421.39001, "t": 442.63571316, "r": 632.0340100000003, "b": 431.2224878451978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Dividends\tand\tBook\tValue\tPer\tShare", "text": "Dividends\tand\tBook\tValue\tPer\tShare", "level": 1 }, { "self_ref": "#/texts/51", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 45.39, "t": 64.68468752000001, "r": 649.6059999999993, "b": 57.94510416000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "Note: Net income (loss) attributable to common stockholders; See Appendix for definition of Distributable Earnings and reconciliation to financial results prepared in accordance with GAAP", "text": "Note: Net income (loss) attributable to common stockholders; See Appendix for definition of Distributable Earnings and reconciliation to financial results prepared in 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"charspan": [ 0, 15 ] } ], "orig": "Investment\tType", "text": "Investment\tType" }, { "self_ref": "#/texts/65", "parent": { "$ref": "#/pictures/14" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 9, "bbox": { "l": 489.72, "t": 310.36203128, "r": 560.208, "b": 300.57926672445524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Property\tType", "text": "Property\tType" }, { "self_ref": "#/texts/66", "parent": { "$ref": "#/pictures/14" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 9, "bbox": { "l": 555.70001, "t": 458.62204128, "r": 647.1760099999998, "b": 448.83927672445526, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Interest\tRate\tType", "text": "Interest\tRate\tType" }, { "self_ref": "#/texts/67", "parent": { "$ref": "#/pictures/14" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 9, "bbox": { "l": 165.88, "t": 459.617350332, "r": 246.63401000000002, "b": 448.48926672445526, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Total\tPortfolio (1)", "text": "Total\tPortfolio (1)" }, { "self_ref": "#/texts/68", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 44.01, "t": 70.34469752000001, "r": 266.008, "b": 63.60511415999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(1) Includes loans, real estate assets, CMBS and other investments", "text": "(1) Includes loans, real estate assets, CMBS and other investments" }, { "self_ref": "#/texts/69", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 44.01, "t": 61.07467752000002, "r": 516.4480000000003, "b": 54.33509415999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "(2) KREF classifies a loan as life science if more than 50% of the gross leasable area is leased to, or will be converted to, life science-related space", "text": "(2) KREF classifies a loan as life science if more than 50% of the gross leasable area is leased to, or will be converted to, life science-related space" }, { "self_ref": "#/texts/70", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 44.01, "t": 51.804687520000016, "r": 297.3100099999999, "b": 45.065104159999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(3) 'Other' property types include: 2% Student Housing and <1% Mixed Use", "text": "(3) 'Other' property types include: 2% Student Housing and <1% Mixed Use" }, { "self_ref": "#/texts/71", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 44.01, "t": 42.53469752000001, "r": 470.38400000000024, "b": 35.795114160000026, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(4) Office property certification % is based on current principal loan balance; see description for LEED certification in the Appendix", "text": "(4) Office property certification % is based on current principal loan balance; see description for LEED certification in the Appendix" }, { "self_ref": "#/texts/72", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 40.333333333333336, "t": 33.333333333333314, "r": 105.0, "b": 13.333333333333371, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "KREF", "text": "KREF" }, { "self_ref": "#/texts/73", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 9, "bbox": { "l": 674.66998, "t": 22.244931800000018, "r": 678.00598, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "9", "text": "9" }, { "self_ref": "#/texts/74", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 43.92, "t": 505.61138632, "r": 421.0799999999999, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Portfolio\tCredit\tQuality\tOverview", "text": "Portfolio\tCredit\tQuality\tOverview", "level": 1 }, { "self_ref": "#/texts/75", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 45.75, "t": 463.12204128, "r": 392.98401, "b": 453.37815899576856, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Collected\t100%\tof\tinterest\tpayments\tdue\ton\tthe\tloan\tportfolio\tin\t4Q'25", "text": "Collected\t100%\tof\tinterest\tpayments\tdue\ton\tthe\tloan\tportfolio\tin\t4Q'25" }, { "self_ref": "#/texts/76", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 44.01, "t": 62.07467752000002, "r": 266.81799999999976, "b": 55.33509415999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "Note: The charts above are based on percentage of our loan portfolio", "text": "Note: The charts above are based on percentage of our loan portfolio" }, { "self_ref": "#/texts/77", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 10, "bbox": { "l": 44.01, "t": 52.804687520000016, "r": 620.3999999999996, "b": 46.065104159999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(1) LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated. Weighted average LTV excludes risk-rated 5 loans", "text": "(1) LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated. Weighted average LTV excludes risk-rated 5 loans" }, { "self_ref": "#/texts/78", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 10, "bbox": { "l": 44.01, "t": 43.53469752000001, "r": 252.91199999999972, "b": 36.795114160000026, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(2) Weighted average is weighted by current principal amount", "text": "(2) Weighted average is weighted by current principal amount" }, { "self_ref": "#/texts/79", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 10, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/80", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, 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"#/texts/93", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 15, "bbox": { "l": 43.92, "t": 505.61138632, "r": 392.5479999999999, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Overview\tof\tReal\tEstate\tAssets", "text": "Overview\tof\tReal\tEstate\tAssets", "level": 1 }, { "self_ref": "#/texts/94", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 15, "bbox": { "l": 46.08, "t": 463.58203128, "r": 486.77399999999983, "b": 453.83814899576856, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "Equity (1)\t of\tapproximately\t$378\tmillion\t($5.83\tper\tshare)\twas\theld\tin\tour\tReal\tEstate\tAssets", "text": "Equity (1)\t of\tapproximately\t$378\tmillion\t($5.83\tper\tshare)\twas\theld\tin\tour\tReal\tEstate\tAssets" }, { "self_ref": "#/texts/95", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 15, "bbox": { "l": 43.92, "t": 80.10467752, "r": 436.9599900000004, "b": 73.36509416000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Note: Figures as of December 31, 2025. Property type and location breakouts based on total proforma investment amount", "text": "Note: Figures as of December 31, 2025. Property type and location breakouts based on total proforma investment amount" }, { "self_ref": "#/texts/96", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 15, "bbox": { "l": 43.92, "t": 70.83468751999999, "r": 348.40600000000023, "b": 64.09510416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(1) Equity represents investment amount less current financing and noncontrolling interests", "text": "(1) Equity represents investment amount less current financing and noncontrolling interests" }, { "self_ref": "#/texts/97", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 15, "bbox": { "l": 43.92, "t": 61.56469751999998, "r": 478.1580000000005, "b": 54.82511416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(2) Investment Amount represents the value of land, building, and certain other adjustments to basis, net of noncontrolling interests", "text": "(2) Investment Amount represents the value of land, building, and certain other adjustments to basis, net of noncontrolling interests" }, { "self_ref": "#/texts/98", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 15, "bbox": { "l": 43.92, "t": 52.374697519999984, "r": 403.32600000000036, "b": 45.63511416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(3) Included in \"Equity method investment, real estate asset\" on the Condensed Consolidated Balance Sheets", "text": "(3) Included in \"Equity method investment, real estate asset\" on the Condensed Consolidated Balance Sheets" }, { "self_ref": "#/texts/99", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 15, "bbox": { "l": 43.92, "t": 43.18468752000001, "r": 216.2779999999999, "b": 36.44510416000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(4) Estimated entitlement of 4+ million square feet", "text": "(4) Estimated entitlement of 4+ million square feet" }, { "self_ref": "#/texts/100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 15, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "15", "text": "15" }, { "self_ref": "#/texts/101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 44.01, "t": 505.61138632, "r": 579.67002, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "Financing\tOverview:\t74%\tNon-Mark-To-Market", "text": "Financing\tOverview:\t74%\tNon-Mark-To-Market", "level": 1 }, { "self_ref": "#/texts/102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 16, "bbox": { "l": 44.76, "t": 470.65204128000005, "r": 463.47802, "b": 460.9081589957686, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "Diversified\tfinancing\tsources\ttotaling\t$8.2\tbillion\twith\t$3.5\tbillion\tof\tundrawn\tcapacity", "text": "Diversified\tfinancing\tsources\ttotaling\t$8.2\tbillion\twith\t$3.5\tbillion\tof\tundrawn\tcapacity" }, { "self_ref": "#/texts/103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 540.98999, "t": 440.64203128, "r": 619.4699899999999, "b": 430.85926672445527, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Leverage\tRatios", "text": "Leverage\tRatios", "level": 1 }, { "self_ref": "#/texts/104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 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{ "self_ref": "#/texts/107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 40.333333333333336, "t": 33.666666666666686, "r": 105.0, "b": 13.333333333333371, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "KREF", "text": "KREF" }, { "self_ref": "#/texts/108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "17", "text": "17" }, { "self_ref": "#/texts/109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 18, "bbox": { "l": 43.92, "t": 505.61138632, "r": 255.348, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Liquidity\tOverview", "text": "Liquidity\tOverview", "level": 1 }, { "self_ref": "#/texts/110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 18, "bbox": { "l": 44.11, "t": 466.02203128, "r": 644.1580199999996, "b": 456.27814899576856, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "In\taddition\tto\tthe\tavailable\tliquidity\tbelow,\tKREF\thad\t$318\tmillion of\ttotal\tunencumbered\tassets (1) \tas\tof\tDecember\t31,\t2025", "text": "In\taddition\tto\tthe\tavailable\tliquidity\tbelow,\tKREF\thad\t$318\tmillion of\ttotal\tunencumbered\tassets (1) \tas\tof\tDecember\t31,\t2025" }, { "self_ref": "#/texts/111", "parent": { "$ref": "#/pictures/31" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 18, "bbox": { "l": 44.76, "t": 74.83468751999999, "r": 556.3539999999998, "b": 68.09510416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "(1) Unencumbered assets includes $216 million of real estate owned assets, $45 million of CMBS investments and $57 million of unencumbered senior loans", "text": "(1) Unencumbered assets includes $216 million of real estate owned assets, $45 million of CMBS investments and $57 million of unencumbered senior loans" }, { "self_ref": "#/texts/112", "parent": { "$ref": "#/pictures/31" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 18, "bbox": { "l": 44.76, "t": 65.56469751999998, "r": 335.126, "b": 58.82511416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(2) Loan principal repayments held by a servicer of $74 million received in January 2026", "text": "(2) Loan principal repayments held by a servicer of $74 million received in January 2026" }, { "self_ref": "#/texts/113", "parent": { "$ref": "#/pictures/31" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 18, "bbox": { "l": 44.76, "t": 56.29467751999999, "r": 674.9739999999991, "b": 40.28510416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "(3) Represents under-levered amounts on financing facilities. While these amounts were previously contractually approved and/or drawn, in certain cases, the lender's consent is required for us to (re)borrow these amounts", "text": "(3) Represents under-levered amounts on financing facilities. While these amounts were previously contractually approved and/or drawn, in certain cases, the lender's consent is required for us to (re)borrow these amounts" }, { "self_ref": "#/texts/114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 18, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "18", "text": "18" }, { "self_ref": "#/texts/115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 19, "bbox": { "l": 44.25, "t": 505.61138632, "r": 616.5139999999998, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Earnings\tSensitivity\tto\tChange\tin\tBenchmark\tRates", "text": "Earnings\tSensitivity\tto\tChange\tin\tBenchmark\tRates", "level": 1 }, { "self_ref": "#/texts/116", "parent": { "$ref": 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"#/groups/11" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 51.12, "t": 390.36019534, "r": 133.22400000000002, "b": 381.4283032461212, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Term\tSOFR:\t3.69%", "text": "Term\tSOFR:\t3.69%" }, { "self_ref": "#/texts/119", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 51.12, "t": 377.16021534, "r": 124.325, "b": 368.22832324612114, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "EURIBOR:\t2.03%", "text": "EURIBOR:\t2.03%" }, { "self_ref": "#/texts/120", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 51.12, "t": 363.96020534, "r": 112.49999999999999, "b": 355.0283132461212, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "SONIA:\t3.75%", "text": "SONIA:\t3.75%" }, { "self_ref": "#/texts/121", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 51.12, "t": 350.8783594, "r": 151.32, "b": 342.7584574964738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "as\tof\tDecember\t31,\t2025", "text": "as\tof\tDecember\t31,\t2025" }, { "self_ref": "#/texts/122", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 19, "bbox": { "l": 44.76, "t": 54.16467752, "r": 205.63199, "b": 47.425094160000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "Note: Based on portfolio as of December 31, 2025", "text": "Note: Based on portfolio as of December 31, 2025" }, { "self_ref": "#/texts/123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "19", "text": "19" }, { "self_ref": "#/texts/124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 20, "bbox": { "l": 43.88, "t": 371.24609384, "r": 182.084, "b": 342.01444698730563, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Appendix", "text": "Appendix", "level": 1 }, { "self_ref": "#/texts/125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "20", "text": "20" }, { "self_ref": "#/texts/126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 21, "bbox": { "l": 43.92, "t": 505.61138632, "r": 301.17799999999994, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "4Q'25\tPortfolio\tDetails", "text": "4Q'25\tPortfolio\tDetails" }, { "self_ref": "#/texts/127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "21", "text": "21" }, { "self_ref": "#/texts/128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 22, "bbox": { "l": 43.92, "t": 505.61138632, "r": 301.17799999999994, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "4Q'25\tPortfolio\tDetails", "text": "4Q'25\tPortfolio\tDetails" }, { "self_ref": "#/texts/129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 43.13, "t": 463.54467752, "r": 86.69000000000003, "b": 456.80509415999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "($ in Millions)", "text": "($ in Millions)", "level": 1 }, { "self_ref": "#/texts/130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "22", "text": "22" }, { "self_ref": "#/texts/131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 23, "bbox": { "l": 43.92, "t": 505.61138632, "r": 301.17799999999994, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "4Q'25\tPortfolio\tDetails", "text": "4Q'25\tPortfolio\tDetails" }, { "self_ref": "#/texts/132", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 466.64876955, "r": 674.5299999999997, "b": 451.8688431223554, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "(1) Our\ttotal\tportfolio\trepresents\tthe\tcurrent\tprincipal\tamount\tor\tinvestment\tamount\ton\tsenior\tand\tmezzanine\tloans,\treal\testate\tassets,\tCMBS\tinvestments\tand\tother\tinvestments.\tExcludes\tloans\tthat were\tfully\twritten\toff.", "text": "Our\ttotal\tportfolio\trepresents\tthe\tcurrent\tprincipal\tamount\tor\tinvestment\tamount\ton\tsenior\tand\tmezzanine\tloans,\treal\testate\tassets,\tCMBS\tinvestments\tand\tother\tinvestments.\tExcludes\tloans\tthat were\tfully\twritten\toff.", "enumerated": true, "marker": "(1)" }, { "self_ref": "#/texts/133", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 71.47, "t": 443.26876955, "r": 674.2599999999995, "b": 428.4888431223553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 376 ] } ], "orig": "For\tSenior\tLoan\t6,\tthe\ttotal\twhole\tloan\tis\ton\tnon-accrual\tand\thas\tan\toutstanding\tprincipal\tbalance\tof\t$194.4\tmillion,\tincluding\t(i)\ta\tfully\tfunded\tsenior\tmortgage\tloan\tof\t$120.0\tmillion,\tat\tan\tinterest rate\tof\tS+2.25%\tand\t(ii)\ta\tmezzanine\tnote\twith\ta\tcommitment\tof\t$79.4\tmillion,\tof\twhich\t$74.4\tmillion\twas\tfunded\tas\tof\tDecember\t31,\t2025,\tat\ta\tfixed\tinterest\trate\tof\t4.5%\tPIK.", "text": "For\tSenior\tLoan\t6,\tthe\ttotal\twhole\tloan\tis\ton\tnon-accrual\tand\thas\tan\toutstanding\tprincipal\tbalance\tof\t$194.4\tmillion,\tincluding\t(i)\ta\tfully\tfunded\tsenior\tmortgage\tloan\tof\t$120.0\tmillion,\tat\tan\tinterest rate\tof\tS+2.25%\tand\t(ii)\ta\tmezzanine\tnote\twith\ta\tcommitment\tof\t$79.4\tmillion,\tof\twhich\t$74.4\tmillion\twas\tfunded\tas\tof\tDecember\t31,\t2025,\tat\ta\tfixed\tinterest\trate\tof\t4.5%\tPIK." }, { "self_ref": "#/texts/134", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 419.88875955000003, "r": 468.42249999999945, "b": 413.79883312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "(2) Total\tWhole\tLoan\trepresents\tthe\ttotal\tcommitment\tof\tthe\tentire\tloan\toriginated,\tincluding\tparticipations\tby\tKKR\taffiliated\tentities.", "text": "Total\tWhole\tLoan\trepresents\tthe\ttotal\tcommitment\tof\tthe\tentire\tloan\toriginated,\tincluding\tparticipations\tby\tKKR\taffiliated\tentities.", "enumerated": true, "marker": "(2)" }, { "self_ref": "#/texts/135", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 405.19878955, "r": 674.4475000000001, "b": 390.41886312235533, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "(3) Net\tequity\treflects\t(i)\tthe\tamortized\tcost\tbasis\tof\tour\tloans,\tnet\tof\tborrowings;\t(ii)\treal\testate\tassets,\tnet\tof\tborrowings\tand\tnoncontrolling\tinterests,\tand\t(iii)\tthe\tinvestment\tamount\tof\tequity method\tinvestments,\tnet\tof\tborrowings.", "text": "Net\tequity\treflects\t(i)\tthe\tamortized\tcost\tbasis\tof\tour\tloans,\tnet\tof\tborrowings;\t(ii)\treal\testate\tassets,\tnet\tof\tborrowings\tand\tnoncontrolling\tinterests,\tand\t(iii)\tthe\tinvestment\tamount\tof\tequity method\tinvestments,\tnet\tof\tborrowings.", "enumerated": true, "marker": "(3)" }, { "self_ref": "#/texts/136", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 381.81878955, "r": 674.2149999999993, "b": 367.03885312235536, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "(4) Weighted\taverage\tis\tweighted\tby\tthe\tcurrent\tprincipal\tamount\tof\tour\tloans\tand\tthe\tinvestment\tamount\tof\tCMBS\tinvestments.\tWeighted\taverage\tLTV\texcludes\trisk-rated\t5\tloans\tand\tweighted average\tcoupon\texcludes\tloans\ton\tnonaccrual\tstatus.", "text": "Weighted\taverage\tis\tweighted\tby\tthe\tcurrent\tprincipal\tamount\tof\tour\tloans\tand\tthe\tinvestment\tamount\tof\tCMBS\tinvestments.\tWeighted\taverage\tLTV\texcludes\trisk-rated\t5\tloans\tand\tweighted average\tcoupon\texcludes\tloans\ton\tnonaccrual\tstatus.", "enumerated": true, "marker": "(4)" }, { "self_ref": "#/texts/137", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 358.43877955000005, "r": 271.42749999999995, "b": 352.34885312235537, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(5) Coupon\texpressed\tas\tspread\tover\tTerm\tSOFR,\tSONIA\tor\tEURIBOR.", "text": "Coupon\texpressed\tas\tspread\tover\tTerm\tSOFR,\tSONIA\tor\tEURIBOR.", "enumerated": true, "marker": "(5)" }, { "self_ref": "#/texts/138", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 343.74877955, "r": 350.725, "b": 337.65885312235537, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(6) Maximum\tremaining\tterm\t(years)\tassumes\tall\textension\toptions\tare\texercised,\tif\tapplicable.", "text": "Maximum\tremaining\tterm\t(years)\tassumes\tall\textension\toptions\tare\texercised,\tif\tapplicable.", "enumerated": true, "marker": "(6)" }, { "self_ref": "#/texts/139", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 329.05877955000005, "r": 673.987540000001, "b": 314.27884312235534, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "(7) Loan\tPer\tSF\t/\tUnit\t/\tKey\tis\tbased\ton\tthe\tcurrent\tprincipal\tamount\tdivided\tby\tthe\tcurrent\tSF\t/\tUnit\t/\tKey.\tFor\tSenior\tLoans\t1,\t2,\t4,\t10,\t16\tand\t39,\tLoan\tPer\tSF\t/\tUnit\t/\tKey\tis\tcalculated\tas\tthe\ttotal commitment\tamount\tof\tthe\tloan\tdivided\tby\tthe\tproposed\tSF\t/\tUnit\t/\tKey.", "text": "Loan\tPer\tSF\t/\tUnit\t/\tKey\tis\tbased\ton\tthe\tcurrent\tprincipal\tamount\tdivided\tby\tthe\tcurrent\tSF\t/\tUnit\t/\tKey.\tFor\tSenior\tLoans\t1,\t2,\t4,\t10,\t16\tand\t39,\tLoan\tPer\tSF\t/\tUnit\t/\tKey\tis\tcalculated\tas\tthe\ttotal commitment\tamount\tof\tthe\tloan\tdivided\tby\tthe\tproposed\tSF\t/\tUnit\t/\tKey.", "enumerated": true, "marker": "(7)" }, { "self_ref": "#/texts/140", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 305.67876954999997, "r": 674.4099999999997, "b": 282.20884312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 454 ] } ], "orig": "(8) For\tsenior\tloans,\tLTV\tis\tgenerally\tbased\ton\tthe\tinitial\tloan\tamount\tdivided\tby\tthe\tas-is\tappraised\tvalue\tas\tof\tthe\tdate\tthe\tloan\twas\toriginated;\tfor\tmezzanine\tloans,\tLTV\tis\tbased\ton\tthe\tinitial\tbalance of\tthe\twhole\tloan\tdivided\tby\tthe\tas-is\tappraised\tvalue\tas\tof\tthe\tdate\tthe\tloan\twas\toriginated;\tfor\tCMBS\tinvestments,\tLTV\tis\tbased\ton\tthe\tweighted\taverage\tLTV\tof\tthe\tunderlying\tloan\tpool\tat issuance.\tWeighted\tAverage\tLTV\texcludes\trisk-rated\t5\tloans.", "text": "For\tsenior\tloans,\tLTV\tis\tgenerally\tbased\ton\tthe\tinitial\tloan\tamount\tdivided\tby\tthe\tas-is\tappraised\tvalue\tas\tof\tthe\tdate\tthe\tloan\twas\toriginated;\tfor\tmezzanine\tloans,\tLTV\tis\tbased\ton\tthe\tinitial\tbalance of\tthe\twhole\tloan\tdivided\tby\tthe\tas-is\tappraised\tvalue\tas\tof\tthe\tdate\tthe\tloan\twas\toriginated;\tfor\tCMBS\tinvestments,\tLTV\tis\tbased\ton\tthe\tweighted\taverage\tLTV\tof\tthe\tunderlying\tloan\tpool\tat issuance.\tWeighted\tAverage\tLTV\texcludes\trisk-rated\t5\tloans.", "enumerated": true, "marker": "(8)" }, { "self_ref": "#/texts/141", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 23, "bbox": { "l": 71.27, "t": 273.60876955000003, "r": 600.6324899999995, "b": 267.51884312235535, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "For\tSenior\tLoans\t1,\t2,\t4,\t10,\t16\tand\t39,\tLTV\tis\tcalculated\tas\tthe\ttotal\tcommitment\tamount\tof\tthe\tloan\tdivided\tby\tthe\tas-stabilized\tvalue\tas\tof\tthe\tdate\tthe\tloan\twas\toriginated.", "text": "For\tSenior\tLoans\t1,\t2,\t4,\t10,\t16\tand\t39,\tLTV\tis\tcalculated\tas\tthe\ttotal\tcommitment\tamount\tof\tthe\tloan\tdivided\tby\tthe\tas-stabilized\tvalue\tas\tof\tthe\tdate\tthe\tloan\twas\toriginated." }, { "self_ref": "#/texts/142", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 258.91875955, "r": 672.54, "b": 244.13883312235532, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "(9) Represents\treal\testate\tassets\theld\tthrough\ta\tTenant-in-Common\t(\"TIC\")\tagreement\tbetween\tus\tand\ta\tKKR\taffiliate.\tWe\thold\ta\t74.6%\teconomic\tinterest\tin\tthe\treal\testate\tassets\tand\tshare\tdecisionmaking\twith\tthe\tKKR\taffiliate\tunder\tthe\tTIC\tagreement.", "text": "Represents\treal\testate\tassets\theld\tthrough\ta\tTenant-in-Common\t(\"TIC\")\tagreement\tbetween\tus\tand\ta\tKKR\taffiliate.\tWe\thold\ta\t74.6%\teconomic\tinterest\tin\tthe\treal\testate\tassets\tand\tshare\tdecisionmaking\twith\tthe\tKKR\taffiliate\tunder\tthe\tTIC\tagreement.", "enumerated": true, "marker": "(9)" }, { "self_ref": "#/texts/143", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 235.53875955, "r": 674.5974999999999, "b": 220.75883312235533, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "(10) Represents\tour\tinvestment\tin\tan\taggregator\tvehicle\tthat\t invests\t in\t CMBS\t B-Pieces.\t Committed\t principal\t represents\t our\t total\t commitment\t to\t the\t aggregator\t vehicle\t whereas\t current\t principal represents\tthe\tcurrent\tfunded\tamount.", "text": "Represents\tour\tinvestment\tin\tan\taggregator\tvehicle\tthat\t invests\t in\t CMBS\t B-Pieces.\t Committed\t principal\t represents\t our\t total\t commitment\t to\t the\t aggregator\t vehicle\t whereas\t current\t principal represents\tthe\tcurrent\tfunded\tamount.", "enumerated": true, "marker": "(10)" }, { "self_ref": "#/texts/144", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 23, "bbox": { "l": 46.27, "t": 212.15877954999996, "r": 674.4774999999994, "b": 179.99885312235534, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 611 ] } ], "orig": "(11) Represents\tour\t50%\teconomic\tinterest\tin\tan\taffiliated\tcompany,\twhich\tis\tinvested\tin\ta\tsenior\tmortgage\tloan\tthat\tis\tcollateralized\tby\tindustrial\tproperties\tlocated\tin\tFrance.\tThe\tunderlying\tsenior mortgage\tloan\twith\tan\toutstanding\tprincipal\tbalance\tof\t\u20ac65.2\tmillion,\thas\ta\tcoupon\tof\t2.8%,\tterm\tto\tmaturity\tof\t2.8\tyears\tand\tLTV\tof\t69%.\tThe\taffiliated\tcompany's\tinvestment\tin\tthe\tunderlying senior\tmortgage\tloan\tis\t80%\tfinanced\twith\ta\tfunding\tcost\tof\tEURIBOR\t+\t1.6%.\tKREF\tdoes\tnot\thave\tunilateral\tauthority\tto\tdirect\tthe\tactivities\tthat\tmost\tsignificantly\timpact\tthe\taffiliated\tcompany's economic\tperformance.", "text": "Represents\tour\t50%\teconomic\tinterest\tin\tan\taffiliated\tcompany,\twhich\tis\tinvested\tin\ta\tsenior\tmortgage\tloan\tthat\tis\tcollateralized\tby\tindustrial\tproperties\tlocated\tin\tFrance.\tThe\tunderlying\tsenior mortgage\tloan\twith\tan\toutstanding\tprincipal\tbalance\tof\t\u20ac65.2\tmillion,\thas\ta\tcoupon\tof\t2.8%,\tterm\tto\tmaturity\tof\t2.8\tyears\tand\tLTV\tof\t69%.\tThe\taffiliated\tcompany's\tinvestment\tin\tthe\tunderlying senior\tmortgage\tloan\tis\t80%\tfinanced\twith\ta\tfunding\tcost\tof\tEURIBOR\t+\t1.6%.\tKREF\tdoes\tnot\thave\tunilateral\tauthority\tto\tdirect\tthe\tactivities\tthat\tmost\tsignificantly\timpact\tthe\taffiliated\tcompany's economic\tperformance.", "enumerated": true, "marker": "(11)" }, { "self_ref": "#/texts/145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 23, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "23", "text": "23" }, { "self_ref": "#/texts/146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 24, "bbox": { "l": 43.92, "t": 505.61138632, "r": 308.43, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4Q'25\tPortfolio\tActivity", "text": "4Q'25\tPortfolio\tActivity", "level": 1 }, { "self_ref": "#/texts/147", "parent": { "$ref": "#/pictures/39" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 24, "bbox": { "l": 44.76, "t": 57.57467752000002, "r": 158.23800000000003, "b": 50.83509415999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(1) Includes $5 million of FX gain", "text": "(1) Includes $5 million of FX gain" }, { "self_ref": "#/texts/148", "parent": { "$ref": "#/pictures/39" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 24, "bbox": { "l": 44.76, "t": 48.304687520000016, "r": 421.7260000000005, "b": 41.565104159999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(2) Future funding obligations are generally contingent upon certain events and may not result in investment by us", "text": "(2) Future funding obligations are generally contingent upon certain events and may not result in investment by us" }, { "self_ref": "#/texts/149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 40.333333333333336, "t": 33.333333333333314, "r": 105.0, "b": 13.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "KREF", "text": "KREF" }, { "self_ref": "#/texts/150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 24, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "24", "text": "24" }, { "self_ref": "#/texts/151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 25, "bbox": { "l": 43.92, "t": 505.61138632, "r": 396.04799999999983, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Fully\tExtended\tLoan\tMaturities", "text": "Fully\tExtended\tLoan\tMaturities", "level": 1 }, { "self_ref": "#/texts/152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 44.01, "t": 455.66205128, "r": 332.912, "b": 445.91816899576855, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Fully\textended\tweighted\taverage\tloan\tmaturity\tof\t1.8\tyears", "text": "Fully\textended\tweighted\taverage\tloan\tmaturity\tof\t1.8\tyears" }, { "self_ref": "#/texts/153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 44.76, "t": 53.774687519999986, "r": 371.09600000000034, "b": 47.03510416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Note: Based on current principal amount. Excludes real estate owned and equity method investments", "text": "Note: Based on current principal amount. Excludes real estate owned and equity method investments" }, { "self_ref": "#/texts/154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 25, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "25", "text": "25" }, { "self_ref": "#/texts/155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 43.92, "t": 505.61138632, "r": 286.4, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "KREF\tDebt\tMaturities", "text": "KREF\tDebt\tMaturities", "level": 1 }, { "self_ref": "#/texts/156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 43.92, "t": 466.02203128, "r": 558.5400000000001, "b": 438.91816899576855, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "No\tfinal\tfacility\tmaturities\tuntil\t2027\tand\tno\tcorporate\tdebt\tdue\tuntil\t2030 The\ttable\tbelow\tmay\tinclude\tearlier\trepayments\tbased\ton\tthe\tmaturity\tdates\tof\tunderlying\tloan\tcollateral", "text": "No\tfinal\tfacility\tmaturities\tuntil\t2027\tand\tno\tcorporate\tdebt\tdue\tuntil\t2030 The\ttable\tbelow\tmay\tinclude\tearlier\trepayments\tbased\ton\tthe\tmaturity\tdates\tof\tunderlying\tloan\tcollateral" }, { "self_ref": "#/texts/157", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 44.76, "t": 63.04467751999999, "r": 659.5359999999995, "b": 47.03510416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "Note: Does not include collateralized loan obligations (CLOs). Maturity year represents the earlier of (i) the maximum maturity of the underlying loans pledged as collateral or (ii) the maximum maturity of the respective financing agreements", "text": "Note: Does not include collateralized loan obligations (CLOs). Maturity year represents the earlier of (i) the maximum maturity of the underlying loans pledged as collateral or (ii) the maximum maturity of the respective financing agreements" }, { "self_ref": "#/texts/158", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 26, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "26", "text": "26" }, { "self_ref": "#/texts/159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 27, "bbox": { "l": 43.92, "t": 505.61138632, "r": 370.34399999999994, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Consolidated\tBalance\tSheets", "text": "Consolidated\tBalance\tSheets", "level": 1 }, { "self_ref": "#/texts/160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 27, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "27", "text": "27" }, { "self_ref": "#/texts/161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 28, "bbox": { "l": 43.92, "t": 505.61138632, "r": 450.22799999999995, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Consolidated\tStatements\tof\tIncome", "text": "Consolidated\tStatements\tof\tIncome", "level": 1 }, { "self_ref": "#/texts/162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 28, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "28", "text": "28" }, { "self_ref": "#/texts/163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 29, "bbox": { "l": 43.92, "t": 504.86138632, "r": 551.8679999999998, "b": 453.0056709901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Reconciliation\tof\tGAAP\tNet\tIncome\t(Loss)\tto Distributable\tEarnings\t(Loss)", "text": "Reconciliation\tof\tGAAP\tNet\tIncome\t(Loss)\tto Distributable\tEarnings\t(Loss)", "level": 1 }, { "self_ref": "#/texts/164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 29, "bbox": { "l": 43.2, "t": 47.42468752000002, "r": 255.3259999999998, "b": 40.68510415999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(1) Per share amounts presented may not foot due to rounding", "text": "(1) Per share amounts presented may not foot due to rounding" }, { "self_ref": "#/texts/165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 29, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "29", "text": "29" }, { "self_ref": "#/texts/166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 30, "bbox": { "l": 43.92, "t": 504.86138632, "r": 551.8679999999998, "b": 453.0056709901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Reconciliation\tof\tGAAP\tNet\tIncome\t(Loss)\tto Distributable\tEarnings\t(Loss)", "text": "Reconciliation\tof\tGAAP\tNet\tIncome\t(Loss)\tto Distributable\tEarnings\t(Loss)", "level": 1 }, { "self_ref": "#/texts/167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 30, "bbox": { "l": 43.2, "t": 47.42468752000002, "r": 255.3259999999998, "b": 40.68510415999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(1) Per share amounts presented may not foot due to rounding", "text": "(1) Per share amounts presented may not foot due to rounding" }, { "self_ref": "#/texts/168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 30, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "30", "text": "30" }, { "self_ref": "#/texts/169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 31, "bbox": { "l": 43.92, "t": 505.61138632, "r": 214.86, "b": 482.8756609901266, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Key\tDefinitions", "text": "Key\tDefinitions", "level": 1 }, { "self_ref": "#/texts/170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 31, "bbox": { "l": 44.54, "t": 451.60650346, "r": 670.3550000000006, "b": 375.1786017468264, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1143 ] } ], "orig": "'Distributable\tEarnings\t(Loss)\": The\tCompany\tdefines\tDistributable\tEarnings\tas\tnet\tincome\t(loss)\tattributable\tto\tcommon\tstockholders\tor,\twithout\tduplication,\towners\tof the\tCompany's\tsubsidiaries,\tcomputed\tin\taccordance\twith\tGAAP,\tincluding\trealized\tlosses\tnot\totherwise\tincluded\tin\tGAAP\tnet\tincome\t(loss)\tand\texcluding\t(i)\tnon-cash equity\tcompensation\texpense,\t(ii)\tdepreciation\tand\tamortization,\t(iii)\tany\tunrealized\tgains\tor\tlosses\tor\tother\tsimilar\tnon-cash\titems\tthat\tare\tincluded\tin\tnet\tincome\tfor\tthe applicable\treporting\tperiod,\tregardless\tof\twhether\tsuch\titems\tare\tincluded\tin\tother\tcomprehensive\tincome\tor\tloss,\tor\tin\tnet\tincome,\tand\t(iv)\tone-time\tevents\tpursuant\tto changes\tin\tGAAP\tand\tcertain\tmaterial\tnon-cash\tincome\tor\texpense\titems\tagreed\tupon\tafter\tdiscussions\tbetween\tthe\tCompany's\tManager\tand\tboard\tof\tdirectors\tand\tafter approval\tby\ta\tmajority\tof\tthe\tindependent\tdirectors.\tThe\texclusion\tof\tdepreciation\tand\tamortization\tfrom\tthe\tcalculation\tof\tDistributable\tEarnings\tonly\tapplies\tto\tdebt investments\trelated\tto\treal\testate\tto\tthe\textent\tthe\tCompany\tforecloses\tupon\tthe\tproperty\tor\tproperties\tunderlying\tsuch\tdebt\tinvestments.", "text": "'Distributable\tEarnings\t(Loss)\": The\tCompany\tdefines\tDistributable\tEarnings\tas\tnet\tincome\t(loss)\tattributable\tto\tcommon\tstockholders\tor,\twithout\tduplication,\towners\tof the\tCompany's\tsubsidiaries,\tcomputed\tin\taccordance\twith\tGAAP,\tincluding\trealized\tlosses\tnot\totherwise\tincluded\tin\tGAAP\tnet\tincome\t(loss)\tand\texcluding\t(i)\tnon-cash equity\tcompensation\texpense,\t(ii)\tdepreciation\tand\tamortization,\t(iii)\tany\tunrealized\tgains\tor\tlosses\tor\tother\tsimilar\tnon-cash\titems\tthat\tare\tincluded\tin\tnet\tincome\tfor\tthe applicable\treporting\tperiod,\tregardless\tof\twhether\tsuch\titems\tare\tincluded\tin\tother\tcomprehensive\tincome\tor\tloss,\tor\tin\tnet\tincome,\tand\t(iv)\tone-time\tevents\tpursuant\tto changes\tin\tGAAP\tand\tcertain\tmaterial\tnon-cash\tincome\tor\texpense\titems\tagreed\tupon\tafter\tdiscussions\tbetween\tthe\tCompany's\tManager\tand\tboard\tof\tdirectors\tand\tafter approval\tby\ta\tmajority\tof\tthe\tindependent\tdirectors.\tThe\texclusion\tof\tdepreciation\tand\tamortization\tfrom\tthe\tcalculation\tof\tDistributable\tEarnings\tonly\tapplies\tto\tdebt investments\trelated\tto\treal\testate\tto\tthe\textent\tthe\tCompany\tforecloses\tupon\tthe\tproperty\tor\tproperties\tunderlying\tsuch\tdebt\tinvestments." }, { "self_ref": "#/texts/171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 31, "bbox": { "l": 44.54, "t": 364.96652345999996, "r": 670.1389999999999, "b": 334.6186017468264, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 471 ] } ], "orig": "Distributable\t Earnings\t should\t not\t be\t considered\t as\t a\t substitute\t for\t GAAP\t net\t income\t or\t taxable\t income.\t The\t Company\t cautions\t readers\t that\t its\t methodology\t for calculating\tDistributable\tEarnings\tmay\tdiffer\tfrom\tthe\tmethodologies\temployed\tby\tother\tREITs\tto\tcalculate\tthe\tsame\tor\tsimilar\tsupplemental\tperformance\tmeasures,\tand as\ta\tresult,\tthe\tCompany's\treported\tDistributable\tEarnings\tmay\tnot\tbe\tcomparable\tto\tsimilar\tmeasures\tpresented\tby\tother\tREITs.", "text": "Distributable\t Earnings\t should\t not\t be\t considered\t as\t a\t substitute\t for\t GAAP\t net\t income\t or\t taxable\t income.\t The\t Company\t cautions\t readers\t that\t its\t methodology\t for calculating\tDistributable\tEarnings\tmay\tdiffer\tfrom\tthe\tmethodologies\temployed\tby\tother\tREITs\tto\tcalculate\tthe\tsame\tor\tsimilar\tsupplemental\tperformance\tmeasures,\tand as\ta\tresult,\tthe\tCompany's\treported\tDistributable\tEarnings\tmay\tnot\tbe\tcomparable\tto\tsimilar\tmeasures\tpresented\tby\tother\tREITs." }, { "self_ref": "#/texts/172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 31, "bbox": { "l": 44.54, "t": 324.40652346, "r": 670.3490000000004, "b": 305.57862174682646, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 319 ] } ], "orig": "LEED: LEED\tis\tthe\tmost\twidely\tused\tgreen\tbuilding\trating\tsystem\tin\tthe\tworld.\tLEED\tcertification\tprovides\tindependent\tverification\tof\ta\tbuilding\tor\tneighborhood's\tgreen features,\tallowing\tfor\tthe\tdesign,\tconstruction,\toperations\tand\tmaintenance\tof\tresource-efficient,\thigh-performing,\thealthy,\tcost-effective\tbuildings.", "text": "LEED: LEED\tis\tthe\tmost\twidely\tused\tgreen\tbuilding\trating\tsystem\tin\tthe\tworld.\tLEED\tcertification\tprovides\tindependent\tverification\tof\ta\tbuilding\tor\tneighborhood's\tgreen features,\tallowing\tfor\tthe\tdesign,\tconstruction,\toperations\tand\tmaintenance\tof\tresource-efficient,\thigh-performing,\thealthy,\tcost-effective\tbuildings." }, { "self_ref": "#/texts/173", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 31, "bbox": { "l": 671.34003, "t": 22.244931800000018, "r": 678.00603, "b": 16.94461839586711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "31", "text": "31" }, { "self_ref": "#/texts/174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Income Statement", "text": "Income Statement" }, { "self_ref": "#/texts/175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) See Appendix for definition and reconciliation to financial results prepared in accordance with GAAP", "text": "(1) See Appendix for definition and reconciliation to financial results prepared in accordance with GAAP" }, { "self_ref": "#/texts/176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Includes real estate owned and an equity method investment", "text": "(2) Includes real estate owned and an equity method investment" }, { "self_ref": "#/texts/177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Included in \u201cOther Assets\u201d in the Condensed Consolidated Balance Sheets and received in January 2026", "text": "(3) Included in \u201cOther Assets\u201d in the Condensed Consolidated Balance Sheets and received in January 2026" }, { "self_ref": "#/texts/178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(4) Book value per share includes CECL allowance of $204 million or ($3.15) per share and accumulated depreciation of $5 million or ($0.08) per share", "text": "(4) Book value per share includes CECL allowance of $204 million or ($3.15) per share and accumulated depreciation of $5 million or ($0.08) per share" }, { "self_ref": "#/texts/179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(5) Amount excludes 395,889 deferred stock units", "text": "(5) Amount excludes 395,889 deferred stock units" }, { "self_ref": "#/texts/180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Balance Sheet", "text": "Balance Sheet" }, { "self_ref": "#/texts/181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "($ in Millions)", "text": "($ in Millions)" }, { "self_ref": "#/texts/182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "in accordance with GAAP", "text": "in accordance with GAAP" }, { "self_ref": "#/texts/183", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "received in January 2026", "text": "received in January 2026" }, { "self_ref": "#/texts/184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "and accumulated depreciation of $5 million or ($0.08) per share", "text": "and accumulated depreciation of $5 million or ($0.08) per share" }, { "self_ref": "#/texts/185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Net Income and Distributable Earnings", "text": "Net Income and Distributable Earnings" }, { "self_ref": "#/texts/186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "($ in Millions)", "text": "($ in Millions)" }, { "self_ref": "#/texts/187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Dividends and Book Value Per Share", "text": "Dividends and Book Value Per Share" }, { "self_ref": "#/texts/188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "4Q'25 Loan Originations (U.S.) \u2013 Case Studies", "text": "4Q'25 Loan Originations (U.S.) \u2013 Case Studies" }, { "self_ref": "#/texts/189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) The total whole loan is $228 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 50% of the loan", "text": "(1) The total whole loan is $228 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 50% of the loan" }, { "self_ref": "#/texts/190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) The total whole loan is $190 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 50% of the loan", "text": "(2) The total whole loan is $190 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 50% of the loan" }, { "self_ref": "#/texts/191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated", "text": "(3) LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated" }, { "self_ref": "#/texts/192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "4Q'25 Loan Originations (Europe) \u2013 Case Studies", "text": "4Q'25 Loan Originations (Europe) \u2013 Case Studies" }, { "self_ref": "#/texts/193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Loan size is \u00a3105 million in local currency. The total whole loan is $457 million, or \u00a3350 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 30% of the loan", "text": "1 Loan size is \u00a3105 million in local currency. The total whole loan is $457 million, or \u00a3350 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 30% of the loan" }, { "self_ref": "#/texts/194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Loan size is \u20ac67 million in local currency. The total whole loan is $355 million, or \u20ac304 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 22% of the loan", "text": "2 Loan size is \u20ac67 million in local currency. The total whole loan is $355 million, or \u20ac304 million, co-originated and co-funded by KREF and KKR affiliates. KREF\u2019s interest was 22% of the loan" }, { "self_ref": "#/texts/195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated", "text": "3 LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated" }, { "self_ref": "#/texts/196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "KREF Life Science Loan Portfolio Overview", "text": "KREF Life Science Loan Portfolio Overview" }, { "self_ref": "#/texts/197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "100% of KREF's loan exposure is located in the top two Life Science markets", "text": "100% of KREF's loan exposure is located in the top two Life Science markets" }, { "self_ref": "#/texts/198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Amounts shown in millions, except for Loan per SF", "text": "Amounts shown in millions, except for Loan per SF" }, { "self_ref": "#/texts/199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Amounts shown in millions, except for Loan per SF", "text": "Amounts shown in millions, except for Loan per SF" }, { "self_ref": "#/texts/200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Loan Per SF based on current principal amount divided by current SF. For Construction loans, Loan per SF based on total commitment amount of the loan divided by the proposed SF", "text": "(1) Loan Per SF based on current principal amount divided by current SF. For Construction loans, Loan per SF based on total commitment amount of the loan divided by the proposed SF" }, { "self_ref": "#/texts/201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Max remaining term (years) assumes all extension options are exercised, if applicable. Weighted average is weighted by current principal amount", "text": "(2) Max remaining term (years) assumes all extension options are exercised, if applicable. Weighted average is weighted by current principal amount" }, { "self_ref": "#/texts/202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) KREF expects to downgrade the loan in the first quarter of 2026 based on discussions with the borrower; the resulting increase in the CECL reserve cannot be reasonably estimated at this time", "text": "(3) KREF expects to downgrade the loan in the first quarter of 2026 based on discussions with the borrower; the resulting increase in the CECL reserve cannot be reasonably estimated at this time" }, { "self_ref": "#/texts/203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(4) Based on committed principal", "text": "(4) Based on committed principal" }, { "self_ref": "#/texts/204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Investment", "text": "Investment" }, { "self_ref": "#/texts/205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) The total whole loan was $199 million, including (i) a fully funded senior mortgage loan of $120 million, at an interest rate of S+2.3% and (ii) a mezzanine note with a commitment of $79 million, of which $74 million was funded as of December 31, 2025, at a fixed PIK interest rate of 4.5%", "text": "(1) The total whole loan was $199 million, including (i) a fully funded senior mortgage loan of $120 million, at an interest rate of S+2.3% and (ii) a mezzanine note with a commitment of $79 million, of which $74 million was funded as of December 31, 2025, at a fixed PIK interest rate of 4.5%" }, { "self_ref": "#/texts/206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) The total whole loan is $332 million, co-originated and co-funded by KREF and a KKR affiliate. KREF\u2019s interest was 50% of the loan", "text": "(2) The total whole loan is $332 million, co-originated and co-funded by KREF and a KKR affiliate. KREF\u2019s interest was 50% of the loan" }, { "self_ref": "#/texts/207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Loan basis reflects outstanding current principal amount before any CECL adjustments", "text": "(3) Loan basis reflects outstanding current principal amount before any CECL adjustments" }, { "self_ref": "#/texts/208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Case Studies: Watch List Loans cont.", "text": "Case Studies: Watch List Loans cont." }, { "self_ref": "#/texts/209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) The total whole loan is $401 million, co-originated and co-funded by KREF and a KKR affiliate. KREF's interest was 29% of the loan", "text": "(1) The total whole loan is $401 million, co-originated and co-funded by KREF and a KKR affiliate. KREF's interest was 29% of the loan" }, { "self_ref": "#/texts/210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Loan basis reflects outstanding current principal amount before any CECL adjustments", "text": "(2) Loan basis reflects outstanding current principal amount before any CECL adjustments" }, { "self_ref": "#/texts/211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Real Estate Owned", "text": "Real Estate Owned" }, { "self_ref": "#/texts/212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Summary of Outstanding Financing", "text": "Summary of Outstanding Financing" }, { "self_ref": "#/texts/213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Diversified financing sources totaling $8.2 billion with $3.5 billion of undrawn capacity", "text": "Diversified financing sources totaling $8.2 billion with $3.5 billion of undrawn capacity" }, { "self_ref": "#/texts/214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "($ in Millions)", "text": "($ in Millions)" }, { "self_ref": "#/texts/215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Weighted average coupon expressed as spread over the applicable benchmark rate (Term SOFR, EURIBOR or SONIA)", "text": "1 Weighted average coupon expressed as spread over the applicable benchmark rate (Term SOFR, EURIBOR or SONIA)" }, { "self_ref": "#/texts/216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Term credit facilities are marked to credit only and not subject to capital markets mark-to-market provisions", "text": "2 Term credit facilities are marked to credit only and not subject to capital markets mark-to-market provisions" }, { "self_ref": "#/texts/217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 Represents (i) total outstanding debt agreements (excluding non-recourse facilities), and secured term loan, less cash to (ii) KREF stockholders' equity, in each case, at period end", "text": "3 Represents (i) total outstanding debt agreements (excluding non-recourse facilities), and secured term loan, less cash to (ii) KREF stockholders' equity, in each case, at period end" }, { "self_ref": "#/texts/218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "4 Represents (i) total outstanding debt agreements, secured term loan, and collateralized loan obligations, less cash to (ii) KREF stockholder's equity, in each case, at period end", "text": "4 Represents (i) total outstanding debt agreements, secured term loan, and collateralized loan obligations, less cash to (ii) KREF stockholder's equity, in each case, at period end" }, { "self_ref": "#/texts/219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "5 Based on outstanding principal amount of secured financing", "text": "5 Based on outstanding principal amount of secured financing" }, { "self_ref": "#/texts/220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Financing Overview: Term Credit Facilities", "text": "Financing Overview: Term Credit Facilities" }, { "self_ref": "#/texts/221", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "($ in Millions)", "text": "($ in Millions)" }, { "self_ref": "#/texts/222", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Facility size is \u00a3300 million in local currency", "text": "(1) Facility size is \u00a3300 million in local currency" }, { "self_ref": "#/texts/223", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Based on extended maturity date", "text": "(2) Based on extended maturity date" }, { "self_ref": "#/texts/224", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Weighted average pricing expressed as spread over the applicable benchmark rate (Term SOFR, EURIBOR or SONIA)", "text": "(3) Weighted average pricing expressed as spread over the applicable benchmark rate (Term SOFR, EURIBOR or SONIA)" }, { "self_ref": "#/texts/225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(4) Based on principal balance of financing", "text": "(4) Based on principal balance of financing" }, { "self_ref": "#/texts/226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "4Q'25 Portfolio Details - Senior Loans", "text": "4Q'25 Portfolio Details - Senior Loans" }, { "self_ref": "#/texts/227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "4Q'25 Portfolio Details", "text": "4Q'25 Portfolio Details" }, { "self_ref": "#/texts/228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "($ in Millions)", "text": "($ in Millions)" }, { "self_ref": "#/texts/229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* See footnotes on subsequent page", "text": "* See footnotes on subsequent page" }, { "self_ref": "#/texts/230", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Consolidated Balance Sheets", "text": "Consolidated Balance Sheets" }, { "self_ref": "#/texts/231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in thousands - except share and per share data)", "text": "(in thousands - except share and per share data)" }, { "self_ref": "#/texts/232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Consolidated Statements of Income", "text": "Consolidated Statements of Income" }, { "self_ref": "#/texts/233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in thousands - except share and per share data)", "text": "(in thousands - except share and per share data)" }, { "self_ref": "#/texts/234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP Net Income (Loss) to Distributable Earnings (Loss)", "text": "Reconciliation of GAAP Net Income (Loss) to Distributable Earnings (Loss)" }, { "self_ref": "#/texts/235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in thousands - except share and per share data)", "text": "(in thousands - except share and per share data)" }, { "self_ref": "#/texts/236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Per share amounts presented may not foot due to rounding", "text": "1 Per share amounts presented may not foot due to rounding" }, { "self_ref": "#/texts/237", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP Net Income (Loss) to Distributable Earnings (Loss)", "text": "Reconciliation of GAAP Net Income (Loss) to Distributable Earnings (Loss)" }, { "self_ref": "#/texts/238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in thousands - except share and per share data)", "text": "(in thousands - except share and per share data)" }, { "self_ref": "#/texts/239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Per share amounts presented may not foot due to rounding", "text": "(1) Per share amounts presented may not foot due to rounding" }, { "self_ref": "#/texts/240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Net income (loss) attributable to common stockholders; See Appendix for definition of Distributable Earnings and reconciliation to financial results prepared in accordance with GAAP", "text": "Net income (loss) attributable to common stockholders; See Appendix for definition of Distributable Earnings and reconciliation to financial results prepared in accordance with GAAP" }, { "self_ref": "#/texts/241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) 2Q'25 Distributable earnings before net realized losses was $16 million, or $0.24 per share", "text": "(1) 2Q'25 Distributable earnings before net realized losses was $16 million, or $0.24 per share" }, { "self_ref": "#/texts/242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) 3Q'25 Distributable earnings before realized losses was $12 million, or $0.18 per share", "text": "(2) 3Q'25 Distributable earnings before realized losses was $12 million, or $0.18 per share" }, { "self_ref": "#/texts/243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) The total whole loan is $228 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 50% of the loan", "text": "(1) The total whole loan is $228 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 50% of the loan" }, { "self_ref": "#/texts/244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) The total whole loan is $190 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 50% of the loan", "text": "(2) The total whole loan is $190 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 50% of the loan" }, { "self_ref": "#/texts/245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Loan size is \u00a3105 million in local currency. The total whole loan is $457 million, or \u00a3350 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 30% of the loan", "text": "(1) Loan size is \u00a3105 million in local currency. The total whole loan is $457 million, or \u00a3350 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 30% of the loan" }, { "self_ref": "#/texts/246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Loan size is \u20ac67 million in local currency. The total whole loan is $355 million, or \u20ac304 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 22% of the loan", "text": "(2) Loan size is \u20ac67 million in local currency. The total whole loan is $355 million, or \u20ac304 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 22% of the loan" }, { "self_ref": "#/texts/247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Includes loans, real estate assets, CMBS and other investments", "text": "1 Includes loans, real estate assets, CMBS and other investments" }, { "self_ref": "#/texts/248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 \"Other\" property types include: 2% Student Housing and <1% Mixed Use", "text": "3 \"Other\" property types include: 2% Student Housing and <1% Mixed Use" }, { "self_ref": "#/texts/249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 KREF classifies a loan as life science if more than 50% of the gross leasable area is leased to, or will be converted to, life science-related space", "text": "2 KREF classifies a loan as life science if more than 50% of the gross leasable area is leased to, or will be converted to, life science-related space" }, { "self_ref": "#/texts/250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "4 Office property certification % is based on current principal loan balance; see description for LEED certification in the Appendix", "text": "4 Office property certification % is based on current principal loan balance; see description for LEED certification in the Appendix" }, { "self_ref": "#/texts/251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The charts above are based on percentage of our loan portfolio", "text": "The charts above are based on percentage of our loan portfolio" }, { "self_ref": "#/texts/252", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Weighted average is weighted by current principal amount", "text": "(2) Weighted average is weighted by current principal amount" }, { "self_ref": "#/texts/253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "4 Based on committed principal", "text": "4 Based on committed principal" }, { "self_ref": "#/texts/254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Amounts shown in millions, except for Loan per SF", "text": "Amounts shown in millions, except for Loan per SF" }, { "self_ref": "#/texts/255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 Represents (i) total outstanding debt agreements (excluding non-recourse facilities), and secured term loan, less cash to (ii) KREF stockholders' equity, in each case, at period end", "text": "3 Represents (i) total outstanding debt agreements (excluding non-recourse facilities), and secured term loan, less cash to (ii) KREF stockholders' equity, in each case, at period end" }, { "self_ref": "#/texts/256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "4 Represents (i) total outstanding debt agreements, secured term loan, and collateralized loan obligations, less cash to (ii) KREF stockholder's equity, in each case, at period end", "text": "4 Represents (i) total outstanding debt agreements, secured term loan, and collateralized loan obligations, less cash to (ii) KREF stockholder's equity, in each case, at period end" }, { "self_ref": "#/texts/257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "5 Based on outstanding principal amount of secured financing", "text": "5 Based on outstanding principal amount of secured financing" }, { "self_ref": "#/texts/258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "4 Based on principal balance of financing", "text": "4 Based on principal balance of financing" }, { "self_ref": "#/texts/259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Loan principal repayments held by a servicer of $74 million received in January 2026", "text": "(2) Loan principal repayments held by a servicer of $74 million received in January 2026" }, { "self_ref": "#/texts/260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Represents under-levered amounts on financing facilities. While these amounts were previously contractually approved and/or drawn, in certain cases, the lender's consent is required for us to (re)borrow these amounts", "text": "(3) Represents under-levered amounts on financing facilities. While these amounts were previously contractually approved and/or drawn, in certain cases, the lender's consent is required for us to (re)borrow these amounts" }, { "self_ref": "#/texts/261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Based on portfolio as of December 31, 2025", "text": "Based on portfolio as of December 31, 2025" }, { "self_ref": "#/texts/262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Includes $5 million of FX gain", "text": "(1) Includes $5 million of FX gain" }, { "self_ref": "#/texts/263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Future funding obligations are generally contingent upon certain events and may not result in investment by us", "text": "(2) Future funding obligations are generally contingent upon certain events and may not result in investment by us" }, { "self_ref": "#/texts/264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Based on current principal amount. Excludes real estate owned and equity method investments", "text": "Based on current principal amount. Excludes real estate owned and equity method investments" }, { "self_ref": "#/texts/265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "Does not include collateralized loan obligations (CLOs). Maturity year represents the earlier of (i) the maximum maturity of the underlying loans pledged as collateral or (ii) the maximum maturity of the respective financing agreements", "text": "Does not include collateralized loan obligations (CLOs). Maturity year represents the earlier of (i) the maximum maturity of the underlying loans pledged as collateral or (ii) the maximum maturity of the respective financing agreements" } ], "pictures": [ { "self_ref": "#/pictures/0", "parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/0" }, { "$ref": "#/texts/1" }, { "$ref": "#/texts/2" } ], "content_layer": "body", "meta": { "classification": { "predictions": [ { "confidence": 0.9352754354476929, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.03248676657676697, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 0.029930951073765755, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.0005514181684702635, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.00048483448335900903, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 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Wm5z+01WcxIREFPwGV3Ms4y87MrQ2G/2ysUAbGpEbV3qjmrwAoAJClv7Mxvvd8Y4wyACH9EkpDBv0c/+9SopxERAH7/5bf8jLyqip+EIiA2qcvOXRIL/Q6D0QAAK+YvW5hXrBgVRIQ/UaNqnwF9h9tfa9WmFQCcOX3m/Smu9Z+vE4qA2NSompSSnDNvQnxCPADMn1i02rNKMSgQgxpVe6f2SZs2xhhvBIB9u/fOTJv++/5DXAi4CETEOc+em7Nl/fd+t89kMSMRBT0Bl93JOMvMz64Mhf1ur1AExKZG1N6p5qwCKwBIKWem5Zat2SwUAX+FpBSKMmTSqw8/8yg0+XlH1RxrwS9V+xWDAjFIXXbukljodxiMBgBYUrhoxbxlXHD4K9TkkeceHTJxmBACAGqPn5ybU7hlfUgxKBCDGlWTUpJz5k2IT4gHgPkTi1Z7VikGBWIgIs7Zy7ah/3rxMWiyZtlq15tOIkJE+DtExAW3OmyhkjK/22eymJGIgp6Ay+5knGXmZ1eGwn63VygCYlMjau9Uc1aBFQCklLNGT98c3CQUATHomh7fJn7YGyP7PNEXmvy4ZWfBuNlHDh0RQsBfkbrs3CWx0O8wGA0AsHTO4uVFHi44xECSCOjJkU89PfpZoQgAOHzgsCOnYMfmHYpBgb+iRtWklOSceRPiE+IBYP7EotWeVYpBgdikLttd2m68c9KNPW8CAE3VisbP+XrlOqEo8HeIiAtuddhCJWV+t89kMSMRBT0Bl93JOMvMz64Mhf1ur1AExKZG1N6p5qwCKwBIKWeNnr45uEkoAmLTNb3dpe3HzspIMt0BTTav2eScNK/2+EmhCPgTqcvOXRIL/Q6D0QAAS+csXl7k4YJDbCRJKOK5zBdThz4BTX6p+iV/7Mz9u/cLg4A/UaNqUkpyzrwJ8QnxADB/YtFqzyrFoMAFqVE1KSU5qyC7bYd2AHCg+tcZadMO/HxAKAIuiIi44FaHLVRS5nf7TBYzElHQE3DZnYyzzPzsylDY7/YKRUBsakTtnWrOKrACgJRy1ujpm4ObhCLggjRVu+yqy9NnZtx6z23Q5Jsvv3HZ5zecqWecwR9JXXbukljodxiMBgBYOmfx8iIPFxwuSEqpGA3DJo948KmHoElVxU8F4/IP7T0oFAF/pEbVpJTknHkT4hPiAWD+xKLVnlWKQYELIiKp608Me/LF7JcZQwDY6P92bk6BrurIEGIjIi641WELlZT53T6TxYxEFPQEXHYn4ywzP7syFPa7vUIREJsaUc0D+mTmZ0OTmaNzNwVKhSLg72ia9o/ruowrfP2am6+BJoHF/oWz3Q1n65ExOI/UZeLVVzhWz2eMAcCyoqWeOUu44PB3dE1v3b7NqLfT7nvkAWiyM1T5TtbsmiPHGWNwHjWqJpvumOCarBgUAFgwef6qJX7FoMDfkVLGxcdlvpN9V9+7ocl7by1YtfgrxhnERkRccKvDFiop87t9JosZiSjoCbjsTsZZZn52ZSjsd3uFIiA2XdOvu/X6PgP6AoLU5bpPS/bv3sc4g4ugRtXrb7uht8XMFY6AUsqST9bu272Xcw7nIaI2HdoMGPakEIJzHlr//bYNPzDO4CLomt6hU4dHX+if0CaBiLjgoXWhbRu2Ms7gPLquX9n1qgeffMgQZyCijf5vd237kXMOF0FTtS43dOn75IMGo4FxduTA4dWeQMOZBmQIMRARF9zqsIVKyvxun8liRiIKegIuu5NxlpmfXRkK+91eoQi4IKlLNapCIwRFURhncNF0XddUDQgaIaIwCMYY/AkRRSNRIGgkFMEFh4tGktSoSkSA0EgIwQWHP5FSalGVCABBKIJzDhdN6lJTVSJoxDhTFAUQLoCIuOBWhy1UUuZ3+0wWMxJR0BNw2Z2Ms8z87MpQ2O/2CkVAi2ZFRFxwq8MWKinzu30mixmJKOgJuOxOxllmfnZlKOx3e4UioEWzIiIuuNVhC5WU+d0+k8WMRBT0BFx2J+MsMz+7MhT2u71CEdCiWRERF9zqsIVKyvxun8liRiIKegIuu5NxlpmfXRkK+91eoQho0ayIiAtuddhCJWV+t89kMSMRBT0Bl93JOMvMz64Mhf1ur1AEtGhWRMQFtzpsoZIyv9tnspiRiIKegMvuZJxl5mdXhsJ+t1coAlo0KyLiglsdtlBJmd/tM1nMSERBT8BldzLOMvOzK0Nhv9srFAEtmhURccGtDluopMzv9pksZiSioCfgsjsZZ5n52ZWhsN/tFYqAFs2KiLjgVoctVFLmd/tMFjMSUdATcNmdjLPM/OzKUNjv9gpFQItmRURccKvDFiop87t9JosZiSjoCbjsTsZZZn52ZSjsd3uFIqBFsyIiLrjVYQuVlPndPpPFjEQU9ARcdifjLDM/uzIU9ru9QhEQGzWBFn/EkAFCLETEBbc6bKGSMr/bZ7KYkYiCnoDL7mScZeZnV4bCfrdXKAJiITC2MrZp3xZa/AHVHq9VoyrEQERccKvDFiop87t9JosZiSjoCbjsTsZZZn52ZSjsd3uFIiAGTdPu7nvP0+nPIQIRtGiEiLqmud6cXx2u5pzDXyEiLrjVYQuVlPndPpPFjEQU9ARcdifjLDM/uzIU9ru9QhEQAxG1btemY+Kl0OL/g0R0+NffG842ICL8FSLiglsdtlBJmd/tM1nMSERBT8BldzLOMvOzK0Nhv9srFAGxyUa6hBZ/xAVHRIiBiLjgVoctVFLmd/tMFjMSUdATcNmdjLPM/OzKUNjv9gpFQItmRURccKvDFiop87t9JosZiSjoCbjsTsZZZn52ZSjsd3uFIqBFsyIiLrjVYQuVlPndPpPFjEQU9ARcdifjLDM/uzIU9ru9QhHQolkRERfc6rCFSsr8bp/JYkYiCnoCLruTcZaZn10ZCvvdXqEI+DtEBOcgIpxDRHAeRITzEBEiwnmICBEhBiKCP0JEaEJEAICAgNCIiOCPEBH+g4CAEBGaEBH8ESICABHBeRARmg8RccGtDluopMzv9pksZiSioCfgsjsZZ5n52ZWhsN/tFYqAC8JGDKGJrum6pgshAAEbMYTzSCmB4P9BhJxJXSIiNMEmUkqIgTEGCP8vaiSpka7rBqMBEdWoSkScc2QMEc5HkhpBE0SUUuJ/MITzEUgpsRFDOI/UJTQfIuKCWx22UEmZ3+0zWcxIREFPwGV3Ms4y87MrQ2G/2ysUAbFpqnbbPbcNHDGIC0FEx347Whr4rnzjNk3Tk1KSLUNSGecIAIhqVP0o9/1D+w4xxjRV63H/7f1ffGzF/OXV4Z+54Jqqdb/rloefeeSj3A9O155GRDgPERmMhqfHPHfdLV2pEYDgYuuGLSvf/8xgNNz/6AMpj/U2GA17fqxeteirQ/sOPjPm+dvu66FGolJKzpliNKxZtvrrleuR4cPPPtotudu7by04feL0TUk3PTv2Ba5wTdUQUTEox34/tmh28bW3dO3/wuPIEAEAMdoQnft6wZnTZxARmgMRccGtDluopMzv9pksZiSioCfgsjsZZ5n52ZWhsN/tFYqA2NSI2mdgv1FTR69a7K8/W39tt6433HZDobXgh2+29H/xscG2V9Z4gpFIBBF1TV/7yZqaw8cREQBGT0/vM6Dfyvc/+3jGR1wwNaqmPG4a8cZrWU+MrTlSwxiD80gp4xNa2T+aInW5feMPnHPGWXW4qjRQah7Q95XxQzd8+fXpE6ce6J9Sf7p+6ogpSb2Sr77p6k5XXnbvg/du8H5Te7y2YlPFjs3lrdu3mbFs1pVdr5o+8u3SVaVdbro65fHenLM+A/qdqqkNrfv+7Omz6z5b++Cghx57JXX95yVSl4ioqZr34y8i9RFEhOZARFxwq8MWKinzu30mixmJKOgJuOxOxllmfnZlKOx3e4UiIDY1ovYZ0PeFcS+l9087eexkx8ROUxflbv16y3tTFjz+curjr6RmD8ysO1GHDBjnQlEQQdf1K6+98o0Pp5w8dkIoysy03CMHDuu63qt/yquThr8+aFzNkRrGGJxHShmf0GryB29uWf/9wryPDUYjAAhFIOKQia92v+uWSc+Przlcc92t15lT+65euur44eO6pielJI+aNmb6a1Orwz8bjAZN0/oO6Pf02Gc1Vdv3476CrNkAoOs6ALzlnnqw+kDRhLnGeCPpNHDkoB7393zzpUmapiEC41wxKNB8iIgLbnXYQiVlfrfPZDEjEQU9AZfdyTjLzM+uDIX9bq9QBMSmRlTzgL5Dxg+dnTGztubUtd26vmIbsqhg4aqFvv4vPf7s2OeXFXkazjYwzg78/Et1ZTUCqqo66LV/9+qf8u5bC8bMyPjEubzkkzVE1Kt/yquThr8+aFzNkRrGGJxHShmfED/5/Tdrj5/c6N8oDFzqtH3jttpjJ+/sd9eot8f8+vMvOzZXbNu4bd/OaknEOdc1vWevpJFvp81My91TWc0bCTauMKfuVN22DVtfzH55+mtT9/24lyscAOwfTTm458D8SUXGOKOmagOGDez75EMr3/tM6jrjbM+Pe37ZvR8ZQjMhIi641WELlZT53T6TxYxEFPQEXHYn4ywzP7syFPa7vUIREJsaUXunmjNmZ504erJVm1aaqq1ZHvxk/rK6U3UPP/PIsDdG7tu9T2o6Mvzuq2/9bq8katOuzaT37b/v/21J4eLh9hHI2IzXptafaej1WMqrk4a/PmhczZEaxhicR0oZnxA/6T17pysuO3rwCDLUVW2B3Xlgz68IeFNytz5P9L36pqs7XXnZlvWh4pkfNpxtkLrs2Stp5NtpM9Ny91RWA8GNPW8cv2DyZ65PdmyusH885csPV37+7idcCACwfzTl4J4D8ycVGeOMmqo9MXTAU6OfOVD1KxEhwzUrgus+Wcs4g2ZCRFxwq8MWKinzu30mixmJKOgJuOxOxllmfnZlKOx3e4UiIDY1opoH9B0yfujsjFk3J3d75LlHp4+a9tP23Yj4yLOPpr46cMqQN+pqzzCGalRVI2qjO/vclTNvQl1tXV1tXdtL2hqMBvtLE3du2dk71fzqpOHWJ7NqjtQwxgAAEaGJlDI+odXkD96s/H7HinnLFIMBgBrqG0jSlV2vqjlSU3v8ZNsObe/ofefL44d8OP2DDV9+zZD17JU08u20mWm51eGfkeHTo595Jv2F33/5TVO1y67s9OvPv056fnw0EkVE+0dTDu45MH9SkTHOqKnawBGD7uh9Z96YGZqmM4bRSFRTNWg+RMQFtzpsoZIyv9tnspiRiIKegMvuZJxl5mdXhsJ+t1coAmJTI2qfAX1fzB485tFRmqZNcr1x+tTpwuyCaH3DI8/9yzLkiQnP5tTV1mETkkRAo6enX3V9l+VFSwFAMShPj3mu/LttLruzd6r51ckjbP/OrjlSwxgjApISmkgp4xNaTf7gze0bf1hSuMhgNEAjAsaYbf6Ek8drF7wxr6627tpuXSd/8Kav+EvvhysZ5z17JY18O21mWu7PO6o6dOowbcmMnVsqy4KbAeHyf3R+atTTjpyCrd9sFYqwfzTl4J4D8ycVGeOMmqoNHDGoZ0rytGFvaaqGjRiSJGg+RMQFtzpsoZIyv9tnspiRiIKegMvuZJxl5mdXhsJ+t1coAmJTI2rfgf0G57wy9rHRJ46euKvv3WNmZLw3xfXNF+v/9UL/YW+MqNhUrqoaImqqtjDvYwCc9Wn+4ncW+t1eoQhd01/MHnz/ow9MfnHCjbffZJ1rq9hcHm2ICiF+3Lrzyw9XSikRUUoZnxBv/3BK20vb7dlZzRgXgm/fuM1X/GWvx0yvThq+d2f1sd+Pde1+HSDOGjP96MEjJCkpJXlU7pjpI6fu2vbjg4MeejH75dzX3v5p+27OuDAok9+3nz5x6p2s2YyxtxZOPVh9oGjCXGOcUVO1AcMHPvXa0+Hvw1JKRIxGou/anWfrziIiNAci4oJbHbZQSZnf7TNZzEhEQU/AZXcyzjLzsytDYb/bKxQBsem6ft0t1yWZ7vAXexvqGxRF6VO2RRkAABAMSURBVDOwX6Qh8s3K9dffdv0D/VOEEASACLqqf/nRyraXtLur390lK9bWHD7OOJNSXn5VZ/OAPt+sXM8F7zfoIcWgEADnbM/OPV9/vk5KiYhEJAyi35MPXtn1KiAgAM7Z7m27vvVuAIBb77nVZOnTun3rQ3sPrl0RPLT3EBdcSpl4zRX3/fP+r1euO3bo2AP9e7Xp0GbdJyW6riOipmk9H0i6+sar165YU3+2/qGnHz51vHZzcBMXXOqy253d7/3nfcgYACCCFlWXz1vWcLYBEaE5EBEX3OqwhUrK/G6fyWJGIgp6Ai67k3GWmZ9dGQr73V6hCLggkiSl5IJDIwJd15EhY0w20iUg/AcCMM4BQOo64xwRoQlJklIyzgBA13RA+C8ErBFncB5d10kSIPwXAtaIMwDQNR0RGWe6pgMC5xyaEJHUJeMMEaWUJIkLDufoug4EXHAA0HUdARln0EQ20iUg/AcCcs4BobkQERfc6rCFSsr8bp/JYkYiCnoCLruTcZaZn10ZCvvdXqEI+D8eEQEAIsL/DYiIC2512EIlZX63z2QxIxEFPQGX3ck4y8zPrgyF/W6vUARcEBFJXcJ5OOeAoOs6YwwRiUhKyRhDRACQUgIR4xzOkVICAeMMzpFSAgHjDJrous4YQ0RoIhvpkjXiDJpIXRIRnIOIjDM4R0pJkuA8yJAxpus6EDTCRgwbAQARSSkZY4gIAEQkdckFhyZEJHUJCJxzACAiqUv4I8YZIkJsRMQFtzpsoZIyv9tnspiRiIKegMvuZJxl5mdXhsJ+t1coAmIjorj4uDYd2iICAAICSXni6Ampy/adOpw9fbbhbL1iUNq0b1NbU6trOgAktEkwxBlOHj8JBI2IqFWbBEURp2pOAcJ/tG7XmojqausAgXPe7pJ2Z+vqI/UNAKBpWpv2bTt0bH+6tu7k0RrGOSK2u6SdIc4IQACAiJGGSO3xWjinTfs28Qnx9F8AERCx/kz96ZOnL7nsEi4EIETqIyePnQACxpkhzpDQtvWpmlpN1QAgLj4uoV3rE0drSJKmacY4Y/uOHTRVrTlSg4CGOEO7S9szzoCIABBR6rL2+Ek1qiIixEBEXHCrwxYqKfO7fSaLGYko6Am47E7GWWZ+dmUo7Hd7hSIgNi2q3dnnzsG2oSQlASGyhjP1hdb82mO11qLxgcX+0lUbr+nWNWN21ifOZd/5v2OcPfL8v269+7Y5r7+jazoAIOIr44d27pJYOC7/7Jmz0OTfaU/fcPtN+WNnnTl9pmNip+H2Ees+X7d5dSnj7K6+dw0cNqjtJe3Onqlf9+matcvXSClHvjXq5uRukiQAIGM7Q5XvT3Hpug4AiPj0mGfvfeg+ScQYSkmMYelXG1csWP7Ge292uPwSKaWmavt37/vUueLX6l+TUpJThwx4/+13f9t/SEp5V9+7B7w6cEZa7umTp2/occPT6c9ddsVluq5v37htxfxlHRM7jXzrtdbt28I5p07Uvj/l3f279nJFQAxExAW3OmyhkjK/22eymJGIgp6Ay+5knGXmZ1eGwn63VygCYlMjat+B/YbbR74/7d36unrGmKZp4bIdjLECb9HSuYsCi7+6Obnb7M8LDvz866QXxtccqXk+88W7+91je9qqqZqU8sprr8r1zGzboe3U4VO2rPueCw4AI94a9c+nHy6e+eGK+cuvuu6qye+/ufL9z1Yt+uqGnjeOnz/xp/Ld33218caeN5ke7z03pzBctmPa0pkNZ+pLAxsZY8jYsUNHt2/cRpIAoVHX7l0v7dyxy41XDxw+aEnhomOHjh4+cPjAngPvrnt/46qN27/94ZLLL7UMeWJPZfXssTPv/ed9QyYMmzZiyv7d+6SUfQb0fXXi8LRHXms42zBj2azamtoNX359yWWXPD7kiXWflnz+7ifd7uguDMrjgx/nivjig5XRSHT39l11J08zxiAGIuKCWx22UEmZ3+0zWcxIREFPwGV3Ms4y87MrQ2G/2ysUAbGpEbXPgL4vjHsp7eGRp0+cRoaMM0VR2rRvk/dZwbKiJauXBm5O6vaW++2Etq2XFy11z/r4+XEv3dXn7onP2zRV01Rt0Gv/Nqf2qT/bcGjvAYdtDhAB4rA3Rjz09MMnDtfYX54UORt548O3vvhg5WrPqmfGPnf/o70mvzDhdE2tYjRc273rb/t/UxuiUxZO++HbrcUzPuKCA4BiUBSDAudIXUYaIj3uu902f8LkFybs27WXCxHfptX81Qvem+JavXQV42ywbchDT/1z9MOv9UxJesU2dPqoab/8tF9KaU7t88r4oWP7j1ZV7d2vP1g6Z7H3oy90Xb/t3h6tWreq2FSuqRpJyszPEgbD7LEzAUAoAhEhNiLiglsdtlBJmd/tM1nMSERBT8BldzLOMvOzK0Nhv9srFAGxqRHV/ESfEW++9sVHX0TqGxhje3fvLd+4rU27NnmfFSwrWrJ6aaDbHd2z57y+c0vl7ff3nD5q2m339bj/nw9MfN4WbYi2uaTtxAWTf/hm68E9B1+wvjRz1LS9O/dwRYx8a1THKzq17dD2QPWBJYWLJiyY9OWHK9d+sia78PVTJ0+/P2UBF4KIdE1njCkG5Y2P3tJVbes3WxlnAFAW3PzbL4c453COGlVvu7eHdW7Omy9P3r97HzJmbBVXtMq5afV3277d1rpdwsDhg/bt3leQlXd3v3tetg2dPmraLz/tl1KaU/u8Mn5oxmNjTp88/eRrTz0+OPVA9a8Vm8u3fr3l54oqxhkAkKT0WRnCoBRkzQYARIQLIiIuuNVhC5WU+d0+k8WMRBT0BFx2J+MsMz+7MhT2u71CERCbGlHNT/QZPSN91w+7NFXjnG9Z/73P7W3drs3szwqWFS1ZvTTQ7Y7uOfPGz329YMCwJ6NRdf+ufUkpyZNeGF9/pv7ufvekz8r8YNr7J4/WWOfmrJi/fOX7nwkhXps62mBUNvq/TctNXz5/ad+BD37l9pV8usY2f+Jv+39zz/qYCw4ARAQAQohJ79sv/8flB6sPIGMA4Jmz+MdtPyqKAueoUfW2e3tY5+a8+fLk/bv3IWPG+Li5/iImuJSyY+eO3331rTuv+Lf9h+57+P7BOUNmjJr2y0/7pZS9LeYhE17NeHxM7fFaZNj9jlt6piTd/kDPy666/DPXJ/5iLyCQpPRZGcKgFGTNBgBEhAsiIi641WELlZT53T6TxYxEFPQEXHYn4ywzP7syFPa7vUIREJsaUfsM6Pti9uBxAzPqTtYxxohI6rJ1u9Z5nxUsK1qyemmg2x3dbc4JM17LJaAJCybV1Z45c6ruzcGT1aj62tTR9z/6QM3h40TUtkO7wwd/f2vwGw1nG0ZNG9OqdXx+Zt5w+8i7HryHJC2aXbz2kzUjp6Rdevmls8ZMh0YEjDMppaIob7mn7iirWPLOIi44/BU1qt52bw/r3Jw3X568f/c+ZMzYKm7+6gUL891bv9limz+xesfP7729AAhuvee29FmZM9Nyqyp+IqKHnnr436OfGTcgI75V3LXdr9u+8YfI2YhiVP49+ul+Ax+yPplVW1MLBOmzMoRBKciaDQCICBdERFxwq8MWKinzu30mixmJKOgJuOxOxllmfnZlKOx3e4UiIDY1ovYZ0PdF6+BMS3rdyTpkiIBE1Lpd69mfF3oci1cvDXS7o/v4BRNnp8+q2Fw+ZPzQgSOe2hmqtA+edGnnjlMWTvO7vVvWhxDhH9d3GTpp2LwJjh82bB0zMyOhTau8MTMvu+ryqYumd7yiY8G4/LUrguYn+rz6xogi25zy77YnXnPFYy89vnZ5cO+uvVMXT9+5tXL5XA8XHACklGpUhfOoUfW2e3u87rDZB0/av3sfMmZsFecMuj6e8WFg6VfmAf2GvTGiICuv/LvyxKsT316cu2ZZ8MuPVhrijKNz05lgM16b9o/ru0xbOvODqe9+vXId42zQyH/3ffJB27+zTx47CQTpszKEUSnInA0AiAgXRERccKvDF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" 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"#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This figure presents financial data for four quarters of 2025 (1Q'25, 2Q'25, 3Q'25, 4Q'25) in two formats: a summary table and a bar chart. The table lists 'Net income (loss)' and 'Distributable earnings (loss)' in millions of dollars. The bar chart displays 'Net Income (Loss) per Diluted Share' and 'Distributable Earnings (Loss) per Diluted Share' alongside a line representing the 'Dividend declared per share'.\n\nThe bar chart visualizes per-share data. Gray bars represent Net Income (Loss) per Diluted Share, while purple bars represent Distributable Earnings (Loss) per Diluted Share. A yellow dashed line indicates the 'Dividend declared per share' set at $0.25. Data points on the chart include: 1Q'25 (Net Income: -$0.15, Distributable Earnings: $0.25), 2Q'25 (Net Income: -$0.53, Distributable Earnings: -$0.04), 3Q'25 (Net Income: $0.12, Distributable Earnings: -$0.03), and 4Q'25 (Net Income: -$0.49, Distributable Earnings: $0.22).\n\n| Category | 1Q'25 | 2Q'25 | 3Q'25 | 4Q'25 |\n| --- | --- | --- | --- | --- |\n| Net income (loss) ($ in Millions) | ($10.6) | ($35.4) | $8.1 | ($32.0) |\n| Distributable earnings (loss) ($ in Millions) | $17.0 | ($2.9) | ($2.3) | $14.4 |" }, "classification": { "predictions": [ { "confidence": 0.9970723390579224, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0025694731157273054, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.00024325390404555947, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 3.9893824578030035e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.8436616048566066e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.3396954273048323e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 8.849383448250592e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 5.094676453154534e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 4.019097559648799e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 3.642588580987649e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 2.990550456161145e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.4107218905555783e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 2.3078130197973223e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 2.0340482933534076e-06, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 5.5044546343197e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 3.472178775609791e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 2.6834911182049836e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.8055116868254117e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 1.5027862332317454e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 9.196192252147739e-08, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 8.585079314116228e-08, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.4341561533656204e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 2.8239128369023092e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.668583221066001e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.3789210601421473e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.0641163445134225e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m216bba9yepqrcyz6g06n9xp", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "(1)", "kind": "footnote", "label": "($0.04)" }, { "marker": "(2)", "kind": "footnote", "label": "($0.03)" } ], "quber__footnotes": [ { "marker": "", "text": "Net income (loss) attributable to common stockholders; See Appendix for definition of Distributable Earnings and reconciliation to financial results prepared in accordance with GAAP" }, { "marker": "(1)", "text": "2Q'25 Distributable earnings before net realized losses was $16 million, or $0.24 per share" }, { "marker": "(2)", "text": "3Q'25 Distributable earnings before realized losses was $12 million, or $0.18 per share" } ] }, "label": "picture", "prov": [ { "page_no": 6, "bbox": { "l": 49.68533706665039, "t": 269.9344482421875, "r": 357.9946594238281, "b": 83.88494873046875, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 308.0, "height": 186.0 }, "uri": 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" 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"parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar chart displays the Book Value per Share across four quarters (1Q'25 to 4Q'25). The bars are purple and show a downward trend over time: 1Q'25 at $14.44, 2Q'25 at $13.84, 3Q'25 at $13.78, and 4Q'25 at $13.04. A legend below the chart indicates that the purple bars represent 'Book Value per Share'.\n\n| Quarter | 1Q'25 | 2Q'25 | 3Q'25 | 4Q'25 |\n| --- | --- | --- | --- | --- |\n| Dividend per share | $0.25 | $0.25 | $0.25 | $0.25 |\n| Dividend yield on book value per share | 6.9% | 7.2% | 7.3% | 7.7% |" }, "classification": { "predictions": [ { "confidence": 0.9991523027420044, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.00029668028582818806, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0002943426079582423, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0002131278597516939, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 1.0186259714828338e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 9.031793524627574e-06, "created_by": "DocumentPictureClassifier", "class_name": 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" 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KREF's interest was 50% of the loan" } ] }, "label": "picture", "prov": [ { "page_no": 7, "bbox": { "l": 466.6361389160156, "t": 199.6361083984375, "r": 656.7476806640625, "b": 72.09274291992188, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 190.0, "height": 128.0 }, "uri": 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "photograph", "confidence": 0.986344575881958 }, { "class_name": "full_page_image", "confidence": 0.00519654992967844 }, { "class_name": "logo", "confidence": 0.003528551897034049 }, { "class_name": "engineering_drawing", "confidence": 0.0021459045819938183 }, { "class_name": "other", "confidence": 0.001204427913762629 }, { "class_name": "icon", "confidence": 0.0007210426847450435 }, { "class_name": "screenshot_from_computer", "confidence": 0.0004999144002795219 }, { "class_name": "geographical_map", "confidence": 0.00011302144412184134 }, { "class_name": "page_thumbnail", "confidence": 5.440922541311011e-05 }, { "class_name": "chemistry_structure", "confidence": 3.0110219086054713e-05 }, { "class_name": "screenshot_from_manual", "confidence": 2.378298631811049e-05 }, { "class_name": "qr_code", "confidence": 2.0451852833502926e-05 }, { "class_name": "table", "confidence": 2.0400695575517602e-05 }, { "class_name": "stamp", "confidence": 1.7389802451361902e-05 }, { "class_name": "bar_chart", "confidence": 1.3886364286008757e-05 }, { "class_name": "music", "confidence": 1.309697654505726e-05 }, { "class_name": "line_chart", "confidence": 1.2024674106214661e-05 }, { "class_name": "flow_chart", "confidence": 9.616024726710748e-06 }, { "class_name": "topographical_map", "confidence": 8.74442503118189e-06 }, { "class_name": "bar_code", "confidence": 7.574412848043721e-06 }, { "class_name": "signature", "confidence": 6.221754119906109e-06 }, { "class_name": "calendar", "confidence": 5.406234777183272e-06 }, { "class_name": "pie_chart", "confidence": 9.8546433946467e-07 }, { "class_name": "scatter_plot", "confidence": 9.737594837133656e-07 }, { "class_name": "crossword_puzzle", "confidence": 9.102320177589718e-07 }, { "class_name": "box_plot", "confidence": 2.4918541896568058e-08 } ] } ] }, { "self_ref": "#/pictures/9", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A high-angle, eye-level exterior photograph of a contemporary multi-story commercial building. The building features a prominent grid-like facade composed of reddish-brown, possibly rusted steel or copper-toned framing, contrasted with large, reflective glass curtain wall panels. The structure is rectangular and appears to be six to seven stories tall. On the ground level, there is a covered walkway with dark grey awnings and outdoor seating areas with autumn-colored trees nearby. To the left, a portion of an older, grey, utilitarian building is visible. In the foreground, there is a lower roof structure with a circular opening. The sky is clear blue with soft sunlight, suggesting late afternoon or early morning, casting long shadows on the building's facade." }, "classification": { "predictions": [ { "confidence": 0.8125981092453003, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 0.15863384306430817, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.010363495908677578, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.006912680808454752, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.005829066503793001, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00297433789819479, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0008319939370267093, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.0006424784660339355, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00041106893331743777, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.00033219510805793107, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.00012280540249776095, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 9.435178799321875e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 4.363009429653175e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 3.67204993381165e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 3.1717208912596107e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 3.0395513022085652e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.345315988350194e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 2.1856725652469322e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.7611717339605093e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.5529099982813932e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.1456643733254168e-05, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.1308276953059249e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 4.390768935991218e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 3.85446946893353e-06, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 1.672909547778545e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.5579034950974346e-08, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" } ] }, "quber__figure_job_id": "parse-01m216bnq9jznvrztszgmevqvd", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "(1)", "kind": "footnote", "label": "$114 million" } ], "quber__footnotes": [ { "marker": "(1)", "text": "The total whole loan is $228 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 50% of the loan" }, { "marker": "(3)", "text": "LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated" } ] }, "label": "picture", "prov": [ { "page_no": 7, "bbox": { "l": 225.861572265625, "t": 199.41705322265625, "r": 415.9153747558594, "b": 72.02484130859375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 190.0, "height": 127.0 }, "uri": 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" 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To the right of the main building, a secondary, shorter building with a darker, more modern glass and stone exterior is visible. The foreground is filled with green trees and tall, wispy ornamental grasses. 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The total whole loan is $355 million, or \u20ac304 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 22% of the loan" } ] }, "label": "picture", "prov": [ { "page_no": 8, "bbox": { "l": 467.0299987792969, "t": 199.47305297851562, "r": 657.5870971679688, "b": 71.2596435546875, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 191.0, "height": 128.0 }, "uri": 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "photograph", "confidence": 0.9984046816825867 }, { "class_name": "logo", "confidence": 0.0004911608994007111 }, { "class_name": "full_page_image", "confidence": 0.00038535744533874094 }, { "class_name": "screenshot_from_computer", "confidence": 0.00033113593235611916 }, { "class_name": "other", "confidence": 0.00010085649410029873 }, { "class_name": "engineering_drawing", "confidence": 0.00010084995301440358 }, { "class_name": "icon", "confidence": 6.43547173240222e-05 }, { "class_name": "bar_chart", "confidence": 3.222558734705672e-05 }, { "class_name": "page_thumbnail", "confidence": 2.0909281374770217e-05 }, { "class_name": "table", "confidence": 1.966781564988196e-05 }, { "class_name": "geographical_map", "confidence": 1.2212187357363291e-05 }, { "class_name": "screenshot_from_manual", "confidence": 6.0432344071159605e-06 }, { "class_name": "stamp", 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "An aerial, high-angle, wide shot of an industrial park featuring multiple large, modern warehouse buildings. The buildings are rectangular with grey facades and dark, pitched roofs with integrated skylights. The structures are arranged in a staggered formation, with some oriented parallel and others at angles to each other. Paved loading bays with multiple docking doors are visible on the sides of the warehouses, along with adjacent parking lots marked with white lines. The complex is surrounded by green trees and foliage, with a body of water visible in the upper left background. The scene is illuminated by daylight, suggesting a clear, sunny environment." }, "classification": { "predictions": [ { "confidence": 0.9389817714691162, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 0.028470732271671295, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.011793699115514755, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.007797352969646454, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.005710789002478123, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.0026595350354909897, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.002245880663394928, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.0010693116346374154, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.00019270143820904195, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.000177641399204731, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 0.0001656295935390517, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.00016451283590868115, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.00013845007924828678, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00012066955241607502, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 8.891372272046283e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 5.238146331976168e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 4.36083173553925e-05, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.481485171301756e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 2.422633406240493e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.891391548269894e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.7279322491958737e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 1.6609392332611606e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 1.1829333743662573e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 6.45109230390517e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 6.110469257691875e-06, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.066816466277487e-07, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" } ] }, "quber__figure_job_id": "parse-01m216bnr66ja78qzdbdyfh9x2", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "(1)", "kind": "footnote", "label": "$137 million(1)" } ], "quber__footnotes": [ { "marker": "(1)", "text": "Loan size is \u00a3105 million in local currency. The total whole loan is $457 million, or \u00a3350 million, co-originated and co-funded by KREF and KKR affiliates. KREF's interest was 30% of the loan" }, { "marker": "(3)", "text": "LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated" } ] }, "label": "picture", "prov": [ { "page_no": 8, "bbox": { "l": 225.18179321289062, "t": 199.43112182617188, "r": 415.9813537597656, "b": 71.24365234375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 191.0, "height": 128.0 }, "uri": 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" 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"parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/63" }, { "$ref": "#/texts/64" }, { "$ref": "#/texts/65" }, { "$ref": "#/texts/66" }, { "$ref": "#/texts/67" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar chart titled 'Total Portfolio(1)' displays the total portfolio value in millions of dollars over five years, from 4Q'21 to 4Q'25. The chart shows a peak in 4Q'22 followed by a decline in subsequent years.\n\n| Quarter | Total Portfolio ($ in Millions) |\n| --- | --- |\n| 4Q'21 | 6,792 |\n| 4Q'22 | 7,916 |\n| 4Q'23 | 7,752 |\n| 4Q'24 | 6,272 |\n| 4Q'25 | 5,924 |" }, "classification": { "predictions": [ { "confidence": 0.8240343332290649, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.08728627860546112, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0336359441280365, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.014413413591682911, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.013584124855697155, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.009385993704199791, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.008425851352512836, "created_by": 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" 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Each chart shows loan counts and percentages across five risk rating categories (1 through 5). The top chart has a weighted average risk rating of 3.1, while the bottom chart has a weighted average risk rating of 3.2. Both charts feature a dominant bar at rating 3.\n\n| Chart | Risk Rating 1 | Risk Rating 2 | Risk Rating 3 | Risk Rating 4 | Risk Rating 5 | Weighted Average Risk Rating |\n| --- | --- | --- | --- | --- | --- | --- |\n| Top Chart | Loan Count: 0, 0% | Loan Count: 3, 9% | Loan Count: 44, 78% | Loan Count: 3, 6% | Loan Count: 2, 7% | 3.1 |\n| Bottom Chart | Loan Count: 0, 0% | Loan Count: 2, 5% | Loan Count: 46, 82% | Loan Count: 1, 2% | Loan Count: 4, 11% | 3.2 |" }, "classification": { "predictions": [ { "confidence": 0.9979960918426514, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0008395665790885687, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.0006021056906320155, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.00017950226902030408, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 8.335149323102087e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 6.411028880393133e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 6.317620864138007e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 4.4384356442606077e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 2.3233073079609312e-05, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 2.1373632989707403e-05, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 2.0668081560870633e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.709515527181793e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 1.0657132406777237e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 1.0514868336031213e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 7.531339178967755e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 6.269810910453089e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 2.4902935820136918e-06, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.5417027725561638e-06, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.3382287988861208e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 1.1552712066986714e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 1.0538252581682173e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.0160609917875263e-06, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 6.107757712925377e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 5.602442456620338e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 4.6039272660891584e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.296914516364268e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" } ] }, "quber__figure_job_id": "parse-01m216bqnw41rh8jf62qcz64bg", "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": "(2)", "kind": "footnote", "label": "Weighted Average Risk Rating(2): 3.1" }, { "marker": "(2)", "kind": "footnote", "label": "Weighted Average Risk Rating(2): 3.2" } ], "quber__footnotes": [ { "marker": "", "text": "The charts above are based on percentage of our loan portfolio" }, { "marker": "(1)", "text": "LTV is generally based on the initial loan amount divided by the as-is appraised value as of the date the loan was originated. Weighted average LTV excludes risk-rated 5 loans" }, { "marker": "(2)", "text": "Weighted average is weighted by current principal amount" } ] }, "label": "picture", "prov": [ { "page_no": 10, "bbox": { "l": 29.609119415283203, "t": 440.6401672363281, "r": 679.6239624023438, "b": 78.11273193359375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 650.0, "height": 363.0 }, "uri": 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" 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For Construction loans, Loan per SF based on total commitment amount of the loan divided by the proposed SF" }, { "marker": "2", "text": "Max remaining term (years) assumes all extension options are exercised, if applicable. Weighted average is weighted by current principal amount" }, { "marker": "3", "text": "KREF expects to downgrade the loan in the first quarter of 2026 based on discussions with the borrower; the resulting increase in the CECL reserve cannot be reasonably estimated at this time" }, { "marker": "4", "text": "Based on committed principal" } ] }, "label": "picture", "prov": [ { "page_no": 11, "bbox": { "l": 588.024, "t": 463.3848, "r": 719.6328, "b": 248.805, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [ { "$ref": "#/texts/83" } ], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 132.0, "height": 216.0 }, "uri": 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "pie_chart", "confidence": 0.9999806880950928 }, { "class_name": "bar_chart", "confidence": 6.501337338704616e-06 }, { "class_name": "icon", "confidence": 5.729094027628889e-06 }, { "class_name": "table", "confidence": 1.792745820239361e-06 }, { "class_name": "line_chart", "confidence": 1.6917671246119426e-06 }, { "class_name": "logo", "confidence": 1.2947597269885591e-06 }, { "class_name": "flow_chart", "confidence": 6.941951937733393e-07 }, { "class_name": "engineering_drawing", "confidence": 6.410803052858682e-07 }, { "class_name": "geographical_map", "confidence": 2.101749601024494e-07 }, { "class_name": "calendar", "confidence": 2.0860940708189446e-07 }, { "class_name": "other", "confidence": 2.0329635219695774e-07 }, { "class_name": "screenshot_from_computer", "confidence": 7.197689200211244e-08 }, { "class_name": "chemistry_structure", "confidence": 5.8115823264870414e-08 }, { "class_name": "scatter_plot", "confidence": 5.460174179461319e-08 }, { "class_name": "photograph", "confidence": 4.8386180395709744e-08 }, { "class_name": "screenshot_from_manual", "confidence": 4.1267000483458105e-08 }, { "class_name": "music", "confidence": 2.171339552603513e-08 }, { "class_name": "topographical_map", "confidence": 2.1009132211702308e-08 }, { "class_name": "page_thumbnail", "confidence": 1.6562596627522908e-08 }, { "class_name": "stamp", "confidence": 1.070737276620548e-08 }, { "class_name": "full_page_image", "confidence": 7.517731326345256e-09 }, { "class_name": "signature", "confidence": 3.007695648094e-09 }, { "class_name": "crossword_puzzle", "confidence": 2.8618789560397317e-09 }, { "class_name": "bar_code", "confidence": 2.5653619228904745e-09 }, { "class_name": "box_plot", "confidence": 5.650883094787673e-10 }, { "class_name": "qr_code", "confidence": 2.8938676455148027e-10 } ] } ] }, { "self_ref": "#/pictures/19", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure is titled 'Life Science Assets' and presents a map-based visualization connecting photographs of specific building assets to their geographic locations. The figure is divided into two main geographic clusters.\n\nOn the left, there is a map of the San Francisco Bay Area. Two photos are connected to this map via blue lines: a multi-story glass-facade building labeled 'Brisbane, CA' and a lower-profile building complex labeled 'San Carlos, CA'. A third photo of a modern complex labeled 'Redwood City, CA' is also connected to the Bay Area map.\n\nOn the right, there is a map of the Boston area. Two photos are connected to this map via blue lines: a large, dark-paneled building labeled 'Cambridge, MA' and two other modern buildings labeled 'Boston, MA'.\n\nThe bottom left corner contains a note: 'Note: Amounts shown in millions, except for Loan per SF'." }, "classification": { "predictions": [ { "confidence": 0.29415684938430786, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.24689170718193054, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.1798562854528427, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 0.08046798408031464, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.04501859471201897, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.03535382077097893, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.030458636581897736, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.020926235243678093, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.020273299887776375, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00974138081073761, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.00840030238032341, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.007013172842562199, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.005508610978722572, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0040141018107533455, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.0032602576538920403, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0018347504083067179, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 0.0012764186831191182, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 0.0012267924612388015, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 0.0011915856739506125, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 0.0008061500266194344, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0007567472639493644, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 0.0006565754883922637, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 0.0004770831437781453, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 0.0003103138296864927, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 0.00010849128011614084, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.3831760952598415e-05, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m216bqq0v3zsp8hjar4xpa62", "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": "Amounts shown in millions, except for Loan per SF" } ] }, "label": "picture", "prov": [ { "page_no": 11, "bbox": { "l": 43.51182556152344, "t": 243.45523071289062, "r": 695.6505737304688, "b": 85.66204833984375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 652.0, "height": 157.0 }, "uri": 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" 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8d+NIvmQf0idHq9i5MTJ77ncK6na6sRUQONJrNWp6t5/KRTaDDnvKyiKu/0uS4d23ftFFpTW+fu6nL7XsGFK9deGR7l5trKbDb/ev23i1duKBQCESkViriYKEmS6hs1XTqE7M0+WlJW0S0sdEhkn9q6BkS4++Bh+3aBfj5edfUNV27c0ur1wwYNOPnz+e5hHY0mU1bOsdZ+3rEvDzl/6UpQ2wCtznDzzr3hQwY42NtX1zwuKinr3rnj+V+vnb987eWB/YICA/YcOlJX38AYgxeDKEphocFxMVHwPEadMTFouqHJgAyhRZHMUrfBYTM2v33kyxMjpgw9d+jyno8PbTq5TFPXtHDkGoPOAATTN7457I1Bi+LWVpc8buXt8vBGsSRKoknyaefx9x9XPqmsnzds+fg5o/vE9Phi0XfVxTUVRdVAgAyJCAhmbH679/DuSQMWDZrQf+zMkUwh/LD9xPebDm86ufzaqZsZK/ZO3/SWq7ezLFNor3bfLPteZaWcOPcVWZJvXbi/bV7G8DcHD39z8MMbJcjwy8U7J8yJ7TsyvLK42s7JTtugW/HqpsLfShSCIMvyu2tfGzS+3+K4dQ+uFQoCm7Ro7MuTXloUt3bC7NGd+rQvvVdeUVhVU/Zk4pzRSpXy7i/5Xy75Lv96sUIpQMth1JuGJkQmZyQhEWn1kk9knkYrMobQQhABEc3/W9CU8a0DfW3yzta8Pv/a0D5u33zUbcqi6xlZpahkSiXmfdnH1Vk9YNLZuicmYMgE5CL39LQ+9Gkv91bqmL9duJuv3bCw05Rx/kYTN5rl9D0lG74sECUOgAoFfru+e1t/26RVv21f0fXAiarXX/Hd8OVDpQKnvdom8tVzDY1mf2/rknL9K1Fe6cu6vLXo+unLTy7sjjx18fEHqTfHj/LdsiQscfaVnFNVfp7WLi6qH7ZFnLlcu+jju2vndujV2bnvxJ8raowA4OyoPJPZv6zaMHraJdHEXVupfkjvXVxuSN9T8sO23pszCzd8+VCvl+zsFAe39qprFF+fd7VOIyK0MFwvZaVHxEd7wzPMopi2PdNkNiMivDA45727d3mpT/h3+7M93FyjXup3/My5qurHcSNeLnlUfuz02bjhUfZ2NrsPHTEaTWNHDvPycDuQm1dVU2ulVjPG9HrjywP7+Xl77T70g8FgVKmUoiR5ubuNGzXszPlLF65cR0SGGDtsiLenx/eHjgwd0BcZ7jrwQ1t/vzExQ7OP/1hUWmZna9vYpO0W1mFARM+9h3PVanX8iJcvXbt54cp1BRPiRkYZDeaDR4/b2tgkvDKipKzizPlLL/UNb9Pab8+h3OGDIm1srA4dO1X7pF4UJUSQZdnb033cqOE/XbxcXftk0pjYc5ev/Hr91vjRMYj4/eEjCkHgRG38/WKGDMg9deb2vYIOwe1GRA3c/0Nea1+fTiFBOw/kdAhu26VD+305x6MG9tXp9AeOHO8f0bN7WIdd+39o0GgmvjJClKScvB/HjIhq0DQdzjtFnOCFIYpSWGhwXEwUPI9RZ0wMmm5oMiBDaDmIyMpGPX/H+7UVdQc/PbrywPwfvz9/+POjW86uuXXu7rq3PyXioklMnD/m1YXxKydtOp/zq0IhCAqByxwZe3PZxDHvD9/y4Y7D2/ImLYyfMDvWZBS5xH86cPGb5d+bjWZEFM3S8DcGvbdh8tq30gaO7atSK61s1ZxT1uacBTtmpCd/++P35/yCvTR1WjtH25UHFtw6f3dHyq6UXbOaGnRrJ29x8XRafWjhpWPX0pK+dPdzNenNs7dNDejotyJxY3CPdlPXvb7hnU9/3HteoRS4zN9d+9qg8f0Wx617cK1QENgbS8dHvz4odfyG6RvfBKIN735eV1XPZb7w6xlOHk5Lx67XPGkiImhRjHrT0ITI5IwkJCKtXvKJzNNoRcYQWg7OycfDOtDXZmg/t1lvtt2RVfrT5dqdH/ect/725u0FoGQO9oqfd0Y26aSot84bjDJD5DK5tVKnr+jSt5vLGwuuHT1VhSqmUqJCYO4uqq/Xdmvfxm7w5PN37mmYknEz/+CttvP/FrQrpyzmJY8pi6+v/jC0sUliDCSZxs647OtlvWZWaGigPTIICbSfvOBa7k81v+4fcOzn6veTry+d02FaYpuX3zp/40YDyNSlu0vuFxFbvi1cvfHuutTOr47y7TPh50eVBgBwdlSeyez/qNoQO/UX2cRbuap/SO9dVmV8a9H1xVODJ4321eqkpFW/nb1S90N6RG29aWzSr5wTQ4QWheulrPSI+GhveIZZFNO2Z5rMZkSEFwbnvHf3Li/1Cf9uf7anm9tLfcJ3Hsipb2h8dezoJ0/qsk+cHjM8ys7WNjPrIBGNjx1upVZlZB2SJDk4MKBvz26CQrC1sZZE6eDRk/16dff2dNdotDfv3BsyoO+VG7dOnf0FEZRKxdiRw+zsbPYePhYzZAAA7DyQE+jnFz8y6nDej0/q6gf16+1gby8IzMHeLiv7mFqljI0esv9I3v2CIjs7m/Gxw/V6497sXB8vz4mvxBiNpiadTmCCzmA4c/7S8CEDtFrd/iPHiYgxBgCc84geXQf16/3bvQcGo6l7pw5Vj2uPnDwTP+Llqpra7LxTsiwTUWhwUGz0oIO5x+/mF3bpEDJi6MB9PxyTZHl87LCfL14JCQpsaNScOHN+XOxwrU63/4e8Pr26h3cJ+3rP/if1Df3Du0f06Hr5+m89u3Y6+dOFm3fvC4IALwxRlMJCg+NiouB5jDpjYtB0Q5MBGULLIUty14Gdlu6efe7wZZ1GH5UYWXizdOf6/e9veruqqHrpuA2SKHGJv7vutWFvDl4Sv+63s/eUKgURAFF80ojXFo3b90nOd2v2y5KsVCsVKsHa1uq9DZP7xPSYO3z5nYsPBIUgmaV23dqk7plz5eTNdl0Cjn/7k42DTdSkAb8ev95jSJcVCRvLC6vGzIgZOLav2Sj6h/icO3xp24LM1D1zNE+alo5f36lv6Ir9875bs//7jw8hQ5WValnWXFsH6w8HL+3yUsdl38/5JOnLEzt/VigFLvN31742aHy/Ra+sfXC1UFCwyUsnDJs8+MPBKUHd2ry2eJyrt8u+T3L2fXJk7hfvuXg5zxu2XDRLjDFoUYx609CEyOSMJCQirV7yiczTaEXGEFoI4uTnbWNtJeQ/bOrZxfl0Zr+ff32ycNOdnM8j7j3UvjbvSm2taWKs76epXT7eUbD07/dQQCKytVJsWdp5TJTn9OU39+dVEoAkk4uD8kmjaK1mGeu6R3RzGfLGudv3NEzJuEQR3VwOf95LlPj9Qm38jMsLpwZPGecvS7T2i4KPP72/cGbI3LfbvTrnqouj8vPULu+m3DjyU/Wv+146d7XubwuuvjspcMO8jm/Mv3r4ZFVrHxsbayH7816f7Spesene+pSwiTE+fSf+/KjSAADOjsozmf0ra40TZv4qmri9veLgp73Kq01vJV8DhA5t7b9Z162gRPf6vKsHtvTSGeWJH/7a2CQhQsvC9VJWekR8tDc8wyyKadszTWYzIsILg3Peu3uXl/qEf7c/29PN7aU+4bsPHalvaEwcM6r2SV3OidNjYqKcHO2/25djMpvHjRpmpVZ9uy8bABLHjGSI2cdP9+3Z1c/He8+hIwBkbWUlipJZFBNeGSFKUlbOsUZNU7s2rUdGDbyb//D4mfPjRg2ztbHeeSCna8eQyIjwg7knfLzcu3QI+f5wro+nx4A+4VnZx9QqZWz0kAO5xx88LLa1sR4XO1wUxX0/HHNycEiIG5FfVPrzxcuMMUmWgWhc7HCtVncg9wTnHBGJSKlUTIiNcXSwr6x5DASOjvYujo7Zead69+jCELNyjgmCwDn39nSPjR6Se/Knm3fudwoJGjF04IHcvNLyqtfGxiqVShtrq7zT5wqKSibGjdBqdft+yOvXq0evbp137T9cUf3Yy91t7KhhKqVSbzLuPpDTqNEiIrwwRFEKCw2Oi4mC5zHqjIlB0w1NBmQILYcsyR0igqd+9Ia1nZXKSunm00rboP90zteRcb27Dw5LHb/ht3N323TyX7BjhqauaeWrf2943MgYI6KoVwdM+3jyj9+f/2rpLpNRJCJbRxt9o57LfOqGyS9Pemn+8OW3Lz4QFAKXuZ2T7aJvZ7bp6C9J8qpXN6lt1cnfJElmKf960cpXN7Xp5L/q0MIjX574ce/5lO9m3bn04PP5Gcv2zDHqjSsSN3kHeq4+vPCX3GufzvnKzaeVocmYtOVv9i62c15e1jmyQ8quWZ8kfXli588KpcBl/u7a1wZP6L88YWP+jWLgPHHBmGGTB88bvvxJZb29s/0bKeO6Dwlb/Mq68bNjfdt5LRy1uqleCy2NUW8amhCZnJGERKTVSz6ReRqtyBhCC8FFPmyg55erujTpJE83K0SYufrWN/tK5/4taOn77bV6qUEjBgXYNTSJY2dcPnm6mlkLXKLwrs4X9kQKDI1mWa1kv9xoeGvRtS1Lwvy9bFQq5uWq3vRN4dLNd00iR0TOyclBeeqbvt06OKVlFn6w9Eb8SN+sT8L1Rjn6rQtnz9W8Oq51+squv1yvs7FWdO/g+FbytT055dnpEdGR7odPVn684+GWpZ3b+ds+rjdfvd2w6rMHR7dHbPmuKHXD3U3LOr86yrfHmDOPKg0A4GivPPNtvy4hjpLMTSY+a+3tt+L9K6qNn+0uXjsntPCRfkiE6+e7S5Z9cvez5V3fjPe//FvDxA9/LXykYwyh5eB6KSs9Ij7aG55hFsW07ZkmsxkR4YXBOY/o0XVw/97ffH/Qy919cP/e3+7Prq9vfG3c6Me1dQePnhjYr1ffnt2rH9ce/fHnfr162FpbZew9xDkfGTUwKDDgUXmVWytnRNx5IOfxkzqGCACI2D2s4+D+EQSg1elcnJwA4eCR47fu5Q/s22tAn/AmrU6URDtbu+xjJ+1sbYZE9imtqLS1tnZxctqbnatWquJGRGXlHLv/sEipUAwfPKBLx5DyquqcvB+7d+nYObR98aNyQRA0mqafL12ZEBvTpNXu+yGPc46InHN/H+/EMSNPn7t08ep1AAjw950wOubqzdsNjZqhA/pqdXrG2PGfzj2pa0iIG6lQKC5cvlrfqBk9bHBWTt79gsLBkX36hXevb2zcuT/HaDS9Gh/bpNXuzT7aIbjd6GFDdHr9iZ/O33lQOOrlgWGh7a/fvpt78gwAwotEFKWw0OC4mCh4HqPOmBg03dBkQIbQoiCioBRkUW7dwW/VoQWn957fOuurHoPDPvz0XVcfl4qH1e5+raxsrXau2//1sj2CIBCRraPN8qx5Hfu0lyWZOJlN4sapn/eP6x3aK4jL3MPf7eTun7fO+tpkMCEiEXGZ3lqeMGF27KMHFbOjlgpKxd9PLPMIcM9cuffr5XvadPRfumc2ENQ8etIhIuiX3Ksb3v38g81TXn7tpXuX8zdO2zZ66rARbw+tLnksSdL6KZ8lLohzdnecOWhJ5wEdV+ybt3HatuPf/qRQCrIk/23Vq+M+jCVOAPDDjhO6Rv3wNwenjF0/cc5oAPQL9q6vblj9xuZR70YnzH2l8LeSzTO23730QKFUQMth1JuGJkQmZyQhEWn1kk9knkYrMobQQhCBrbUwsFer8DBnoyifu1J34Xq9ZOZKFRsQ3qp3Z2crNauoMb47McDWRrFo453vcysQ0dlBGRneSqVkDOF39Rrx/LX6Hh0dI3u0Uirw6t2GE+cf6/UyMoQ/9Axzau1tc/V2Q2GxzslZFdnDxWTmZ6/W6fWSlZVi9FDPkDZ2v9yol2S6X6QtLdd3DnEYOcizssaw64fydq3tRrzkIQiYd7bmQYmufzeXh2W6Bw+1Hds7+Hlan7lUazBxQFAw7Nvd2aOVFTLgHK7ebvDxsDKa+P0ibewQz9BA+3uFmpzTNfX15sDWtuOifbRGKeNAaZNORoQWhOulrPSI+GhveIZZFNO2Z5rMZkSEFwYROTs5urk4l5ZXWlmpXV2cy+A/08EAACAASURBVCqrRFHy9fI0i+bK6sf2drahQW0B4c69fEcHB0FgZZXVnHMHe7uQdoEMWXl1tcBYRXWN2SwiIgAQAUP09nL38/ZUKVVNWm2H9kGODvbnL1+9l/+wfbtAK7W65FG5lZX68ZM6UZTat23j4GBXVlGNiNW1tQzRy8O9oqpGp9cDgLOjQ0hQW1ESb9y+JzChXRt/NxcXk9lcUlZR9bjWx8tDkuTK6hp4iogc7O083V3LK2u0ej0CKJVKf29Po9lc8/hJYIC/h1urhsam/KJik8kc2NrPy8OtuLS8vrHRy8O9oqpGq9M7Oth5e3rodLryqhpE9PHykCS5oqpapVKFtG3j4GB/L/9hVU1t7+6dhw7om338x1t3HwiCAC8SUZTCQoPjYqLgeYw6Y2LQdEOTARlCS0O/42Rtb92pT/uasicldx4hon+ob7eBHZ09nWrL6jpEBHcf3Pnkrp8zVnxvMpgVKiGkZ5CzhyMyBEDO+d1f8lt5OnYbFKa2URffKr36462mBi1jDJ7inHv4u7Xv0fZJZf29S/mAGNo72Nnd8d7l/MdlT5iA7Xu26z64c82j2qqSGrPefP9qoXcb9/5xESa96VjmabWVss+ocHffVvnXiq6fvhXQ0U+pUtw6f9/BxT6kV7uHN4ofl9cxhsTJN9i7TUc/ZAiAlcXVJp3J3d/t9oV77bq06fJSR4PW+MuRK6X3y918XSPjejOBndp9tr66kQkILYdRbxqaEJmckYREpNVLPpF5Gq3IGELLwYlAJGAABECASoYIREBmDgwAESTepq39/CntCkp1H+94CAjECcwcCP4PBqASQOSAAIggEyiRMYQ/4WYOMoGSMQVyTmDmAIBqARE4AYgcGAAH4ARKxgTkEgERIKDASOLwfwkIZg4KxhTIRQ4yoVpAhP/ATRw4wX9QMpAJEECBIBEwBE6gQMaQSwREAIAKhggtC9dLWekR8dHe8AyzKKZtzzSZzYgILxLOucy5QhCISOZcIQiIKEkyIgiCwImIEyAwRM45ASgEAQA450QEgAQEBILAEBH+RJZlAEBEzrm9nV3f8G6iKJ65cFnmHAEB6HeCIAAA5xwQgf5BEAQAkGRZIQiICACccyIABIYMgGTOGSIRAYAgCJIsI4AgCPAHTiTLsiAIDBEAiEiWZURkjHHOEZGIGGOIKMsyIsLvEGVZVggCInLOZZkjQ4UgAIAkywggCAIRcc4RkQBUSuXoYUM83Frt3J9T39DIGIMXiShKYaHBcTFR8DxGnTExaLqhyYAMoWUiItEoMoWgUAoAIJklImICkyXZ2t4m9p2ogI7+Xyz8tqlBi4iiSZRlDk8hgFKt5DIHAGQoy1yhEJjA4E9kSRbNkiAwpVoJAGaTyGWuVCsFgQGAZJYAkTj9DhkqVQpZkokTIAgKgTjJkswY45wrVArJLBGASq3knIsmSalSMIHBU5IoS6IETwkKARFlSVaplZIkIyIRIaJCKXCZc5kDIhMYYwgtilFvGpoQmZyRhESk1Us+kXkarcgYwr8LAkAALhMQKNVMlglaJgJA+HfA9VJWekR8tDc8wyyKadszTWYzIsL/MkTEiRSCQETQwhGRWq3uEdZBq9ffupdPRPCCEUUpLDQ4LiYKnseoMyYGTTc0GZAh/DshAATiJEmy2krFOQEQWPx1jHrT0ITI5IwkJCKtXvKJzNNoRcYQ/u0Qwe8QweKvxfVSVnpEfLQ3PMMsimnbM01mMyLC/0pEgAj/Huh3AAwRXjyiKIWFBsfFRMHzGHXGxKDphiYDMoR/U0SEiGDxlzLqTUMTIpMzkpCItHrJJzJPoxUZQ7CwaB5cL2WlR8RHe8MzzKKYtj3TZDYjIlhYNBtRlMJCg+NiouB5jDpjYtB0Q5MBGYKFRbMx6k1DEyKTM5KQiLR6yScyT6MVGUOwsGgeXC9lpUfER3vDM8yimLY902Q2IyJYWDQbUZTCQoPjYqLgeYw6Y2LQdEOTARmChUWzMepNQxMikzOSkIi0esknMk+jFRlDsLBoHlwvZaVHxEd7wzPMopi2PdNkNiMiWFg0G1GUwkKD42Ki4HmMOmNi0HRDkwEZgoVFszHqTUMTIpMzkpCItHrJJzJPoxUZQ7CwaB5cL2WlR8RHe8MzzKKYtj3TZDYjIlhYNBtRlMJCg+NiouB5jDpjYtB0Q5MBGYKFRbMx6k1DEyKTM5KQiLR6yScyT6MVGUOwsGgeXC9lpUfER3vDM8yimLY902Q2IyJYWDQbUZTCQoPjYqLgeYw6Y2LQdEOTARmChUWzMepNQxMikzOSkIia9JJzz1y5yQwMwcKimeil3d/0mxDjA88wi+LGz3YYzWZEBAuLZiOKUpeOIeNGDYPnMWqNY3ymGJr0yBAsLJqNQTZFjx+YumcOEpEk0w+nq0WJI1hYNBeSqU8PFx8Pa3gG57ygqJQTBwuL5kScHBzsfDw94HlkSb509JosyYAIFhbNhkuyu79bSHg7JCKwsLCwsLCw+J+FRAQWFhYWFhYW/7OQiMDCwsLCwsLifxYSEQBwzsHCwsLCwsKi+eF/ICLOeWlpKeccLCwsLCwsLJoT59ze3t7DwwOJiHNeXFzMOQcLCwsLCwuL5sQ5d3Bw8PT0RCLinBcXF3POwcLCwsLCwqI5cc4dHBw8PT2RiDjnxcXFnHOwsLCwsLCwaE6ccwcHB09PTyQiznlxcTHnHF4MiAh/ICL4L0NEIoI/ICIAEBH8M0QkIviXEJGI4F9CRCKCZyCiUqmUJIlzDgCICABEBE8hIgAQETyFiABARPBfgIhEhIhEhIgAQESISERg0UIgIgAQEQAgIhHBnyAiABAR/DNEBAAign8JEYkI/psQEQCICCxeMIgIfyAi+C9DRCKCPyAiABAR/DNEJCL4lxCRiOBfQkQAICJ4hlKplGWZcw4AiAhPEREAICI8RUQAgIgAQETwX4CIRISI8AciQkQighce59zBwcHT0xOJiHNeXFzMOYcXDBEhIvwzpVIpyzLnHP4ZEel0OhsbG8YYADDGZFlGRKVSKUkSEcEfZFlmjCEi/CeIiHMuCAL8S1qt1sbGhjEGf6JUKo1G45EjR3r37u3t7U1EJpMJANRqtSzLjDHOOREBACIqFAqz2SyKorW1NT0F/zki4pwzxnQ6nY2NjdFoVCqVCoWCcy4IAli0BIgoy7IgCAqFQpIkWZYBgDEGfzCbzZIk2djYwJ8gIhFxztVqNedclmX4E0RUKBSSJBGRLMuMMUSE/zJEpKcQESxeVEQEAIgIfyIIAiJKkgTP0Gq1NjY2jDEAYIzxp1QqFX8K/iDLMmMMEeE/QUScc0EQ4F8yGo2IqFar4U+USqUsy9nZ2V26dGndujXnHAA45wCAiABARACAiAAgCIIsy6IoqtVqegr+JVmWBUEwGo2IyBiTJMnKyopzLggCvPA45w4ODp6enkhEnPPi4mLOOfzVGGNXrlw5cuSILMtEpFKpYmNju3TpQn8AgPz8fFdXVxcXFyJijNFTjLH79+/v2LFjwYIFzs7ORHTq1KmrV6+qVKqwsLABAwYIggAAgiA8evTo8OHDEyZMcHZ2BgBE5JwTESIyxogIAI4dOybL8ogRIzjnjDEi4pwDAGMMETnngiCUlJSkpaXNmjXLy8uLc05EAMAYu3//fl5e3oULFxISEkaOHHn27NlffvlFo9FER0f379//2LFj58+fB4BOnTrFx8ffu3fv6NGjTU1NoaGhsbGxKpWKiBARABhj9BRjjHPOGLt+/fqtW7f69ev3+eefT5s27csvvxwzZozRaCwpKRk7dqwgCABARJxzRAQAfEqWZbB4ASCiJEmHDh0qKSlRqVTh4eG9evXKzs52cHAYPHgwESGiIAiHDh26f//+zJkzGWOccwAQBOHu3bs5OTlqtdrV1TU6OtrFxQUAEJGeMhqNRUVFwcHBer1+9+7dMTExfn5+nHPGGBFxzgGAMYaI9BQ8RUTwVE5OzpUrVxCxZ8+eMTExYPFiYIzV1tZmZmZqNBrOOSJ269Zt1KhRCoWCiDjniFhdXa3X6wMCAoiIMYaInHNBEEpKStLS0mbNmuXp6QkARUVFBw8eZIy5u7sPHz7cyckJABhj9fX1u3fvjomJad26NeccETnnRISIjDEAQMSzZ8+WlZWNHTuWMQYAiCjLMgAwxhCRiABAkqSNGzd26dJlxIgRoigSEQAwxkpLS3Nzc8+cORMbGzt+/Pjffvvt8OHDsix7eXm9/fbbZ86cOXv2rCAIoij27ds3ODh4//79ZWVlnTt3TkxMVKlURAQA+AfOOWOMiACgsLDw5MmTEydOTE9P79atW11dnUajCQ8Pv3btWkJCglKpREQAkGUZAPAPnHMighcA59zBwcHT0xOJiHNeXFzMOYe/GiKWlZXdv38/IyMjLCysb9++7du3V6lUDx8+dHNz8/X1ffz48YoVK2JjYwcPHizLckFBgZ2dnaurq62t7dGjR8+dO7dkyRKFQmEymRYtWtS1a1cPD4+vv/562bJlAQEBVVVVkiQ5ODgUFxd36NABEWtra7VabWBgoEql0mq1Dx8+dHR09PX1zc/PV6vVfn5+RqOxtLS0VatWHh4eAFBaWqrT6fz9/W1tbS9evHjgwIHU1FQiEgRBqVQyxh4/frxixYqBAwcGBARotdrevXtfu3bNxcXl7NmzN27cWLVq1dq1azt06ODv79+qVSsfH5/U1NQhQ4Z4eXlt2rRpxYoVgYGB0lNms7msrMzNzU2tVpeUlPj5+Tk6Oj569Eiv19fV1WVnZ7/99tubN2+eN2+e2WyWJCk4OLiysrKioiIgIMDFxUUURVmWKyoqBEHw8/MDixcAY0yv18+fP79fv36urq6ZmZmLFi0SBIExFhgYWFFRUV1dHRwcfOLEibt3786fP1+r1apUKoVCoVQq9+/ff+LEiSlTpuzcubNNmzbvvvtueXl5VVWVr6+vl5fX7du3N2/ePHPmzICAgDt37rRr187KyspsNpeUlHh6erq6uhLRo0ePNBqNu7u7nZ0dY4xzbmVlhYiiKC5fvrx169adOnVycXEJCgoCixcDImq12tu3b+fl5ZWVlU2cONHX17dNmzYFBQUAEBQUBADp6elarfb999+3tbUtKSnR6XT+/v62trYXL148cOBAamqqlZWVQqH45ptvbt++PXHixG3btkVGRiYkJDQ0NFRVVbm7uxcVFYWEhKhUKq1WW1FR4evr6+joKMtyYWGh2Wxu165dWVmZLMtt27Y1m83V1dWSJLVp00ahUNTX15eWlvr6+trZ2ZlMpqVLl06ePDk0NFSSJLVazRjTaDQrV67s3Llzp06d6uvrIyIivvrqK6PRGBERoVQqu3XrVlhYWF5ebjKZtm3b9vrrr3fu3LmkpMRgMGzbtm39+vUhISGyLBOR2WyuqanhnPv6+hYXF9vY2Pj4+NTU1FRWVrZu3XrFihVvvPHG8ePHg4KCevXqVVtbGxYWptVq8/PznZycWrduTURms1mj0Tx58qRNmzZqtZqI4K/GOXdwcPD09EQi4pwXFxdzzuEFoFQqtVrtwoUL33vvvfDw8MuXL2/bts3Nza24uPitt97Kz8//4osvBg0aNGnSpNzc3MrKSlEUdTrd5s2bv/zyS7VaPWXKFFmWq6qqVq5cmZKSwhhbuHDhm2++uXPnTlEUhwwZgohGozEsLGzr1q0BAQEPHjx49dVXw8PDN2zYoFar7e3tR44cuWvXrokTJ+bl5d25c8fDw6Oqqmr58uU3btzIzs52cXF5+PDhrFmzioqKHj16NHXq1I8//jgyMnLAgAFEVFBQkJycnJSUNHjwYFmWTSYTIup0um3btjk4OMTExCxbtmzSpEk9evRwcXGpqalZtmzZ4MGDNRpNeXn59OnTbWxsOOeffPJJYWGho6NjdXV1SEhIaWmpu7v7vHnzPvvss7CwsLq6uqqqqvDw8P379y9YsCAtLW3kyJENDQ0HDx50dXWtqqpavHjx5cuXDx8+HBAQ8ODBg4ULF4aGhsqyDBZ/KcaYXq9PSUkZP368t7f30qVLZ8+effny5VatWgUGBn7xxRdeXl59+vRpaGjIz8/v3r17Tk7OrFmzvL29BUE4ePDgtWvXkpOTt2zZIgjCK6+88t133ykUioKCghkzZly6dOnrr78eMmTIuHHj9uzZM3ny5H379lVVVTk6OlZVVS1evLi4uHj37t22trY3btxYvHhxTU1NaWnptGnTGGNms3nlypUhISEDBw709vamp8DixcAYs7KyWr9+vYuLy9SpU6urq9PS0vR6fWNjY6dOncLDwxcuXOjp6fnmm2+Konjo0CEXF5eHDx/OmjWrqKiopKRk5syZRAQAK1eu7N69+/jx42fPnh0SElJXV3fx4sWuXbu2bt26srLy7bffTk1NVSqVBoPBzc1t7ty5GRkZDx48cHJy6tev37lz50aMGKHVaj/77LOOHTvm5+e/9tpr7dq127x5s729/aNHj3r06DFy5MgNGzYsWrTo+++/9/f3Hz16NACUl5fPmTPnjTfeiImJEQShoaFhyZIl4eHhL7/8sru7u9lsFgTByspq586dN2/enDdvnrW1tY2Nzblz5zZv3rxmzRpPT0/G2OnTp3fs2NG+ffv8/Py2bdvKsvzo0aPVq1fn5OQ4OTn16NFj06ZNM2fO/PTTTxMTE8+dOxcSEtK+ffstW7bY2dmVlJSMHz8+NDQ0JSWlTZs2JSUlgwYNmjRpkiRJ8FfjnDs4OHh6eiIRcc6Li4s55/ACEATh3r17aWlpy5Ytc3R0XLZsWc+ePRMSEj766CNra+tu3brt379/9erV58+f37Nnz0cffXT+/PnDhw+vXLly9erVQ4YMGTx4MABcu3Zt1apVo0ePvnPnTmBgYOfOnTds2LB8+fKwsLBVq1YFBwcT0bFjxzZu3Lh9+3Z3d3eTyfTkyZO5c+eKolhQULB169bZs2evXbt24MCBsbGx8+bNGzVqVE5Ozttvvx0YGPjhU8ePH/f29h43blxpaamLi4uNjQ0AyLKcnZ2dk5MTEBAwdepUNze3Q4cOHTlyxGQyrVmzRqVS7d27V6vVlpaWTp06tWPHjn//+98PHDjg4eGxfv361q1bc84NBsOHH34YHR3dq1evDz/8cP78+QCwd+/eBQsWrF69OjEx8ezZs/7+/gBQVFSUkJCwbt26hISEjIyMd955p0uXLrNnz37llVd++eUXo9E4e/bslJSUMWPG9OnTR5IksPhLMcYMBsP8+fONRqNGoxk2bNjkyZM/+eQTb29vd3f377//fuHChW3btt23b9/evXudnZ3feeedjh07SpKkVCqzs7PT09N9fHxkWV6yZIm3t3djY2Ntbe2WLVuioqLCw8PXrVuXmppKRCkpKe+//35mZmanTp0mTpy4YMGCl19+uaCgwNbWdvDgwWvWrFm0aJEgCEaj0cPDAwCIKCcnp6ioqLKy0sfHZ+rUqUqlkojA4gXAGDMajUuWLBk9evSQIUN27tx548aNFStWXL16dceOHYsXL964ceOUKVO8vb3nz5//7rvvBgYGfvjU8ePHvb29J0yYwDnXaDRz584NCgpSq9WPHj1677331qxZExkZ+c477/z9739XKBTDhg2bNWtWcnKy0WjMzs4eNWrUd999t2zZMjc3t8LCwvXr1y9YsODIkSMPHjxYs2bNF198QUSyLFtZWc2YMSMlJSUgIKB169a5ubkpKSmPHz+2tbV1cHAAAM756dOn9+zZ4+zsPGPGDHd3971799bW1ubn58fGxkZHRzPG7ty5s2HDhjlz5oSGhiJiTU3NqlWr+vXrN3bsWFmWlUrl1q1bi4qKli1blpKS4uPjM3ny5JSUlKlTp+7atSs6OhoA8vLyXnvtta1bt37wwQeff/75xIkTf/rpJzs7uw8++GD79u1VVVURERGffvrppk2bjh8/Xltb+8EHH8iyDH81zrmDg4OnpycSEee8uLiYcw4vAIVCkZub+/PPP69YsaKiomLFihVLlizx9/dfuXJlcHAwIj569GjOnDmffPKJIAgzZ8789NNPdTrdhAkTVqxYkZSU1LZtW8ZYVlZWbm5uTExM69atu3fvvm/fvoKCggULFmi12tTU1AkTJpw/f97Ly2vs2LEpKSmDBg06duzYqFGjBg4cCAAnTpw4efLkm2++uWXLlsWLF5vN5tWrVw8YMOD8+fNr164tKCjYtm3b3Llzt2zZMmbMmP79+xORyWQiIkRUKpWCINTV1c2bN2/AgAGTJk1qemrVqlX9+/dPTEyUJEkUxYULF3br1k2W5crKysmTJ2/fvt3Z2XnatGlEVFxcvHHjxtTU1AcPHhw8eHDNmjVZWVllZWXx8fEff/zxzJkz09PTx4wZc+HCBV9f33bt2u3atWvIkCFHjhxZt26d2WxeuHDhhAkTjhw5MnbsWD8/vxUrVsyePdvf31+WZbD4SzHG9Hr9kiVLYmNjq6urb9y4kZKSkp6e7u7uPn78+AMHDuTm5o4aNUqpVH711VfOzs4pKSl+fn6SJCmVyoMHD16+fPn111/ftGnT22+/7eTktHXrVi8vrxs3bkycOLFbt24fffTRkiVLBEFYtmzZ9OnTd+3a1a9fv6FDh65YsaJPnz4NDQ2nTp3y8/Ozt7efMmWKjY0NIppMJgBARMYYIhYUFKSmpi5durRdu3ayLIPFC0ChUDx69Gj16tXz58/39/dfsWJFp06dJk2adOjQoZMnT06ePHnbtm2pqakFBQUZGRnr168vKCjYtm3b3Llzt2zZMmbMmD59+nDOCwoKli9fPnjwYF9f3169etXX169bty4lJcXNzS0lJSU6OpoxduTIkZUrV2ZlZdXU1Dg6OlZXV8+dO1ehUFy8eHHnzp0pKSmbNm0aOHDgkCFDli1b5uvr+9tvv02aNKlTp07z58+fOHHi7du3DQbDjBkzENFsNnPOAUClUgmCoNVqU1JS/Pz8kpKSJElijG3durWmpmbp0qVGozE1NTUsLOy1114DgMLCws8//7xr164TJkwgIgCQJGn58uVRUVHh4eHJycnTpk1TKBRbt2595513Pvvss9mzZ584cUKW5dDQ0Nzc3DfeeGPr1q3Tp09PS0ubMmVK7969169fb21trVQqDQbDtGnT1q5d265du/j4eFEU4a/GOXdwcPD09EQi4pwXFxdzzuEFoFAoNm3apFKpZs6cWVRUlJKS8sEHH3DOv/jiizlz5mRnZ6vV6qlTp37yySec8xEjRsybN2/y5Mlt27ZNT09fuXKlvb09Iq5evdrPz2/KlCmiKMqyvGHDBm9v78mTJ+fn/3/swQlUlOXfMP7v97rvGXZQUWfcsbDMNWkxNVHRxFwHN0TTEpUsM2ViVFIUcMM120zLjFKT0lxDK21Rci2XFjMzFXdTcRhghpm5r+v6/nvnnM55zvk97//9vc8rPfB0fT5nFy9e/NJLL61evXrYsGHNmzfPzs6eNGnS22+/3aNHj86dOwPAtm3b/H5/x44dV6xYMXfu3G+//fbixYvdunX78MMPp0+f/vbbb/t8vkmTJi1dunTmzJmlpaW3b9/u0qULY8zpdH799ddNmjS5ffv2pk2bxo4d26RJk9q1a5eUlMyfP3/IkCFt2rSpXbv2+fPnV65cOX78+HXr1vXt27d79+7Lly+vV6/es88+CwDffPNNYWHhwoULN2zYcOfOnfT09Hnz5rVp06ZevXrbt2+fMGHCihUrpk6dunr16uTk5KtXr545c6Zr1675+fk5OTlHjhw5ePDg6NGjV61aNXv27CtXrqxbt27u3LmhoaFEBMp/K8aYx+PJzMwcNWpU69at09PTx4wZc/z48bp16/bp04cxtn///gMHDjz88MPnzp2rV6/eb7/9NmvWrPDwcF3XP/nkk+PHjy9YsODdd9+9dOnSfffd98MPP0ybNi0nJ6dbt26dO3eePXv2Sy+9VKdOnTlz5kyZMmXdunWPP/54YmLi7Nmzu3TpUlxcfOLEidatW3fv3r1du3YnT54sKyvr0qULAHi93uvXr1sslpMnT77//vtz5861WCxSSlCqAbPZXFRU9OGHHy5atCg0NHTu3LmNGjUaNGjQkiVLunbtWq9evfXr1y9YsODUqVPvv//+jBkz3n77bZ/PN2nSpKVLl2ZmZjZp0oQx9vnnn+/evXvRokVmsxkAvv76608//XTBggWlpaVz5sxxOBxff/11ZWXl5MmTFy5cGBsb6/V6z5w5M3XqVK/X++23354/fz4tLW3atGlDhgxp3LjxW2+9NXHixLfffjs5OfnOnTtr1qx5/fXX33333a5du7Zs2fLMmTPdunXTdd3r9X7++ecWi8Xr9W7YsGHw4MFt2rSJiIhwu93Lli1LSEhISkr64IMPjh07lpubGxkZ+cMPPyxcuLB9+/Z9+vRp0KBB3bp1GWN//PFHbm7uSy+9xDl/9dVXFyxYcOTIkcOHD/ft23fdunU5OTlLly7t0aPH5cuXPR5P+/btd+zYMW3atFmzZiUnJzdq1OiVV16ZMGHCli1b4uPju3btOmPGjFGjRj322GN+vx/+u0kpIyMjrVYrEpGUsri4WEoJ/90QkYg2bdp0//33x8XFGYaxdevWw4cPBwcHDxw4sHPnzrt27frss89GjBgRGRm5Zs2a+vXr16pV64knnvB4PL/++qvNZmOMcc4//vjjuLi4Vq1aSSk551u3bm3Tpk27du3Onj176NCh3r1779q1q1+/fn6/f8+ePcOHDz948ODOnTujo6MHDhx48eLFmJiYs2fPbt++vVmzZmazeezYsZGRkStXrvR4PBaLpWXLlrGxsUVFRcOGDfvmm28qKysHDhyIiB6PZ926dVu2bOnQocPAgQMfeuih99577/Lly0KIhx9+OCEh4YMPPrh9+zYAJCYmxsfHf/bZZ1999VVQUJDVah01SmeqMQAAIABJREFUalRUVBQiHjp0qKSkpH///oWFhdHR0Q8//PDHH3/cqVOnmzdvlpSUtGrV6sCBA7179961a1ffvn1/+uknTdMeeeSRtWvXXrx4MSIiYsyYMYyx/fv3Jycn//zzz8XFxQMGDGCMEREo/60Q0e/3b9q06bHHHrv//vt37NhhNpuJKCoqKjg4eMuWLUKIvn37BgcHX7t2rWfPnuvWrXvsscfat28PAMeOHbtw4cKwYcMuXbr02WefdenSZfPmzQAQFhaWkJDQrl27VatW3bx5MyUl5bvvvuvVq9fBgwfvu+++Nm3abN26NTY29ujRozdu3Ljvvvu++uqrlJQURLx+/frQoUMZY2VlZWvXrr1z546Usl+/fp06dZJSglI9aJp29OjRy5cv22w2TdNOnDhRUFAAAG3bth0xYsS1a9dee+21Bx98sE+fPmvWrPF4PBaLpWXLlrGxsfv37x86dGhQUBBj7Ntvv71z507//v0BgDF26NCh27dvDxo06MqVK3v27BkyZMjevXsbN27coUOHTZs2PfTQQ8HBwatWrSKijh07hgbUr19//vz5DRs25Jz379+/W7duH3300ZEjR5o2bVqnTp1+/foVFhYmJCRcvHjxwoULw4cP1zRNCPHRRx+tX7++VatWffr06dat20cffXT69GlE7NChg81m83q969ev7969e6tWrYho586du3btCgsLE0L079+/Z8+eAHD16tW9e/cOGzbs0qVLJ0+eHD58+MGDB71eb/369X///ffExMQtW7Z07979xIkTjRs35pzfvHlzwIABu3bt+vLLL00mU69evbp06bJp06bu3btHRERs27atf//+devWFULAfzcpZWRkpNVqRSKSUhYXF0spoXowm80iAAB0Xa+oqDAHcM4ZYx6Px2w2m0wmr9drMpmCgoIMw0BETdP8fj8EmM1mEQABZrNZBDDGdF03DMNkMhmGAQAmk8kwDE3T3G63rutms1nTNCLKzc1t165d3759EVHTNBkghAgLC5NSCiF0Xff7/bquI6JhGACgadrly5c///zzcePG6bpuGAYilpeXm83m0NBQIQQRlZeXh4WFmc1mwzB0Xfd4PEKIyMhIIYSUEgB0XUdEwzBMJhMRcc7NZjPnHBEZY0IIXdcNwzCZTIZhaJoGAEIIxlh5eXlYWBhjjIh0Xff7/VqA3+8Hpdowm82ccymlyWQiIkQkIimlz+cDgJCQECJijHHOzWYz51wIAQBagN/vZ4yZTCYeYBhGREQE51xKCQCVlZXBwcFms9kwDJPJJALMZrPX6505c2br1q07deq0atWqJ554YuDAgUIIwzAAAAPKy8tDQ0PNZrNhGKBUJ1qA3+8HAE3T/H6/YRgRERGcc0T0+XwAEBQUJKXknIeFhUkphRC6rhuGQUQAoOs6IhqGAQG6riOiYRiMMV3XDcPQdZ2IOOdms1kIQUScc7/fHxYWxhgzmUzbtm07cuRIZmYmAAQHB3POGWNerzc0NFTTNL/fbzKZOOeIqGma3+8HAE3Tbt68uX379jFjxoSGhhqGwRgrKysLCgoKDQ01DAMAzGYz51wIAQCmACICAMMwOOcAwBjTdd0wDETUdd3v9+u6johSSk3TDMMwmUycc03TpJQAwBgzDEPXdbfbzRgLDQ3lnJtMJs45EZlMJsMwiAiqASllZGSk1WpFIpJSFhcXSymhWmKMUQAEMMYoABEBgIjgbmCMUQAics737NnTpk2bmJgYIQQRAQAiAgARwf+elJKINE2DvzDGKAAAMIACIIAxBgBSSvh/xhijAFBqIEQEACKCfw8iAgARQQAGSCnhXzDGzp49u3fvXrfb3a5dux49eui6TkTwFwygAFCqNwyQUkIAIgIAESEiABAR3A0YIKUEAE3Tjh8/7na7H3/8cQqAAMaYlBL+92SAruvwF8YYBUAVY4xRAFRXUsrIyEir1YpEJKUsLi6WUoLyF5PJJISQUsL/JUQkIlCUakPTNF3XAUBKyTknIlCUf5umaYjIOYf/S4hIRKD8CyllZGSk1WpFIpJSFhcXSylBURRFUZSqJKWMjIy0Wq1IRFLK4uJiKSUoiqIoilKVpJSRkZFWqxWJSEp5/vx5KSUoiqIoilKVpJRRUVENGjRACvB4PEQEiqIoiqJUMV3Xg4ODkYhAURRFUZS/FxIRKIqiKIry90IiAkVRFEVR/l5IRKAoiqIoyt8LiQgURVEURfl7IRGBoiiKoih/LyQiUBRFURTl74VEBABC0J9AUaoGAZh0BopS7QkuQFGqmKZrAIBEdPr3khkLinx+joigKHcdgSFkbLNauRld6tcNBUWplqSQm1bsPLnvlKZrCIpSJQhACNGouWX0rGFIRDMXfXv4xI2nBrcxDAmKcrchAhdyxZrvFs+MH9T7XlCUaslTVjmxo6PTgEdqW2pJIUFRqgAiCiG/3Lh/Yt7TSEQzFhaVlfOFmd0rvRwU5W5DRIOLpybvmDK+Q1JiLChKteR2edITskbNHNqguVVwAYpSBRCRc7Fm5voRdhsSUWZeUYnTn5sR7/VxUJS7DRENLlLthfa0OFtiLChKteR2edITspIdNmuMRXABilIFEJFzkZ9dkOJIQiLKzCsqcfpzM+K9Pg6KcrchosFFqr3QnhZnS4wFRamW3C5PekJWssNmjbEILkBRqgAici7yswtSHElIRJl5RSVOf25GvNfHQVHuNkQ0uEi1F9rT4myJsaAo1ZLb5UlPyEp22KwxFsEFKEoVQETORX52QYojCYkoM6+oxOnPzYj3+jgoyt2GiAYXqfZCe1qcLTEWFKVacrs86QlZyQ6bNcYiuABFqQKIyLnIzy5IcSQhEWXmFZU4/bkZ8V4fB+Xvgv8Lk1LgnxiTQsD/UIhocJFqL7SnxdkSY0FRqiW3y5OekJXssFljLIILUP4uCIgMKYAxRgHwPxQici7yswtSHElIRJl5RSVOf25GvNfHoWZCRF3XhRBSSgjQNB0ApBSargvOiQiqjKbpUgpEZIxxzuE/o+s6YxoAcc6llIwxv9/vdldERdUiSa6y0lq1auu6iXMD/sdBRIOLVHuhPS3OlhgLilItuV2e9ISsZIfNGmMRXECNpWs6AQkhIIAFCCEYY0AgpIAqwxgDACLSNI1zDv8Z7U9MAwAuuJQSABDRVeYKDQkxm4NcZa7goODQkFCDG/A/ESJyLvKzC1IcSUhEmXlFJU5/bka818ehBmKMuVylP/144oFWbaKj60kpEfGXUz9Kkvfe0+LAt1/HPfRYdN16UkrGGAVAACICIJGEAMYYERBJAMD/hRFJIoIADJBSQgBjDACIyDD8H65/r2t8AgJcv3G1U+duGCClhAAMOHniuxPHj4aFR8R369WoUZOSkluvr8gzmc2jnhr/yeYNZWWlPZ/oJwzeqUu8rpsQkQIAAAOklFBjIaLBRaq90J4WZ0uMBUWpltwuT3pCVrLDZo2xCC6gZiKin375MTws/N7msUTEGLt564/iyxfaPND2zNlfg4KCW93fWkqJiABARBCAAVJKCMAAKSUEMMYoAAIwQEoJARggpdQ0bd+3X/sNo22rtmd+P9Ppkc66riOilARAEMAYO3vut+9PfqdpWpdHH2/cqImQYsuOzT/8fHLooOG3bt/ad+Drhx98uHbt6Ecf6hhkDgIARJRSAgAGkCQCghoLETkX+dkFKY4kJKLMvKISpz83I97r41ADmc3m/fv22qeOtyWNmJ45lzHt+rXL41OHNWkaszDvjX3f7Hmsc3yjRk0QsazMpesmk8mMCLpuqqgoQ8Cg4GAhhK6bystdmq6HhoTKgLIyV2RkFGMMAEwms8dTwbkIDQuTQui67nKV6ropPDy8oqI8c9qkkU+Nj4yMunypuFfvflJKt7siPDyCiBCRMfyo4IMdWz/q1KXbjRvXLhWfX7D4zZt/XM9fu3LBojeuXL644pUFufOWl5W5Tp/+qXfvASEhoWVlpbpuCgoKZgwrKys5NyIiIjnnUDMhosFFqr3QnhZnS4wFRamW3C5PekJWssNmjbEILqAGYsjK3eWTpz8vhVix8PXoOnUNw1jyet7BoweX5i53lblMZvPD7R9GxtzuCkQ0m4OIpMlkMgx/ZWVlWFi4EELTNMPwe32+yPBIIQVjrKy8zGwyBwcHE5Gum3w+r8/nCw8L54Lruu7z+bw+b1RkFGPsvQ1rKisr+/cZ9NOpHxPie+m6XlFRHhYWBgG6ru/55vOCTz6Ma/+wx1Pxy2+nM16Y1qxJzJyFs8aMeOb+Fi3nL83t2e2JFvfed/yH7xO69goLC/P5fH6/Lzw8ggIqKsojIiKBQJKEmgkRORf52QUpjiQkosy8ohKnPzcj3uvjUAOZzeavvvxs7Zo3TCbTrNmL7rv/gfXr1hR+usVqbeCYkbO7cNuTfW1nfj313dGDrtI7Bjeem+S4deuPon17S0udZS7n+GentmzZesf2jw8d3IfIhgwb1aBB47VrXi8vKw8NDZs0eVqpq2T71o98Pt/NmzeGDB3VqUv3TR99cOLYESFE/wFDOnXpPitzyoiRz5jN5suXizt06PhB/iqnsyShV98nevdDZDduXJnheP75SY74HgneSn/WzCm1akdXlJd9uXfX6NHP3rx1Y9enW0Y+Na5zlx5nz55OGpyyY9vHhw/vDw+PGD0mzeUq3frJRr/h79Kle78BQwCAiKCmQUSDi1R7oT0tzpYYC4pSLbldnvSErGSHzRpjEVxADcSQlZY5Fyyfd8d5Ozlp5IA+g374+eSadW9XVnqeHz+5pOR2WFiY2Rx06OjB0rLS8oqyZ1JS60bX27T9Y5+v8uq1K493iu/Xe8CZ33/9ZMcmv8/fplW7/r0HbNrx0bkLZ4WUSX2HWOpbdu35tLyi/Natmz3ieyYmPHnsh+8//XyHYfibN7tnzIixH23dWFnp6Z3Q57sT3/XokrDxkw03b//xUPuH+/buzxhze9xZC17u07OvrW+SwfmKt5Zyzps3u+fNNa9369L93uaxGzavaxnb0tZvyPUb1wY+afv9wtnN2z+WRPGd4h9sG7f+4/edLmeD+g2SB4+MjIiUUkINhIici/zsghRHEhJRZl5RidOfmxHv9XGogcxm85d7d+/5bGdwSMi9Le4fMHDY/LmZLVu2OXPm1KTJ0+bmTMt8ef5XX+4+duxwds7SVSuX39uiZUR4xObN6/MWvblp03qScsCgYYsWzJo0edrvv58p2vfly7MW+A0/AuQtyOo3YHCtWnUWLng5b9HK8+fPfvHZjqQhIz/+6P2XZy68dOnCu++8Nmv2olUrlyenPH3l8sVTP59s07bDni8KZ85eGB4eERQUbDKZjx87/NqKhUuXv127TrSumz54f9XF4vOdu3T/ZPOHc+e/cvqXn/LfWzlv/qunT/+0Y9vHo59+9q03l2RMzw4Li/D7fa8snden76A60fVWr1w6O2dZ06YxUkqoaRDR4CLVXmhPi7MlxoKiVEtulyc9ISvZYbPGWAQXUAMxZE6Xc+kbi++NuffKtcszps78cPM6IjhffC5l6Kj9B/bVr1c/LDR8++4tc6blbt+9TUoxuP8wx5z0iWMnaZr28daNM6bOXPnuG+3bPPjAfQ+8+e7r455Ks9S3BJmDtu/edrvkVp+efRe+Mu+lSdOklO8XvDd1ov2dD1Y/2atfq/tb562YN7j/0KvXr1a4K9q1fnD77i39eg/4cPP66S9m1qpVOzgomDF25drlBcvnTZ+S2bzZPYjs86927/v26/Fj0l5ZuWz8mAmNGjTJe2X+wL62qMioDwremz7l5VdXL3+8Y3zHhx6r9HoLv9jpqfQk9R+8Ov+tjg89NqhvkmEYUAMhIuciP7sgxZGERJSZV1Ti9OdmxHt9HGogs9m8d8+ur7/6rHuPxN2FWx/v2vPUzye7dX9i+/aPp6S/nLdgZoYje983e8rLyzKmzXzz9eVCSoulwelTP8ycvWjLJx+e/uXHxzrFL86b3fGxx90VFcEhIWnPpm/bWvDHjas//XRy3PgX6lsabNuyceHilefOnVm2OKd9+4ecpXcyZ853uVzTMiamjpu0bcvGocNHX7925acfT4we++zK15dUVnrGpj7fus2Dmq6fOH50+dLcZa+sia5bz6Sb3ln9SklJSXz3Xps/Xr9oycqffjrx7juvL17y1rFjhz/d+UmXx3sU7ds7b+FrISEhF87/Pum5p1q1bmcymZ3OkoxpOU2bxkgpoaZBRIOLVHuhPS3OlhgLilItuV2e9ISsZIfNGmMRXEANxJA5Xc5Fry4cNmjYJzs394zvtf/QvuGDkgu2bkwZPOrg0QP16tYLCQ45/dsvGZOn79y9/fRvv4wYPHLF6uXTJ2d6fb431rw6JvmZV1YurV/fEhYadqfU+fSIZ67duPbd8SM3bt5oUL/BgCcHfbTlw6xpuW53xbyl2X169d3z9efTp7zcqEGj5SuXRteuq+laeXn5g23jtu/e8mJaev7GtTf+uJYyZNSDbeMQ8er1K/OW5kx7MTP2nhaMsR27tx09fuT51MlL38h7ftzkhtZGc5dkDx00PCQ45P2C98Y9NeG1t1e8NMkR06Q5F3zWvMwKd3njhk1u3LqR2KNP74Q+QgiogRCRc5GfXZDiSEIiyswrKnH6czPivT4ONZDZbN7zReGeLz6dNj0na1b6lcvF9ozZYWERGz9cm/7SrIXzX3ZMy/nm6y9cLqdj+pw3X19KRPUtDU79dGLWnMVbPtnw6+mfe/bq+87qFbnzV0RH19N0fcumDUePHpiZtXDhvJc7denesGHjt1evePX19349/XP+2pWPx/f8/ujBJctXX75UPDdnut0x+701bySnPHPt6uWTJ7/PmDbHbA7euOHd7747mLd4ZVBw8K2bN15KnzA8ecyQYSOvX7uWOX3SINuI2rWjP9m8YfHSt3766cSat19bsnTVsWOHP92xuU9f26aP3l+6/B1N0y5ePL9w/szJU2a0bdvB4FzXdUSEGggRDS5S7YX2tDhbYiwoSrXkdnnSE7KSHTZrjEVwATUQQ+Z0ORe+Mu/ZZ5777uTRzds/7ta5x7inJsxdOmf08GcOHPm2Xt16IcEhp3792fHijJ27t5/5/dcRg0cuf2vptMkzfH7/G++8mvb0xDfXvD5s0PBH4h4lgms3ruWtmJ/xwvSfT//0y68/DXhy0Ftr38yZMb+y0rPk9UVPjxy7riB/yrP22HtbzMmb1emRLk7nnfKK8g7tHtpauHnGlJmhoaFfF325bdfWnBnz6tSq46l0z5w/46H2Dz+TMq6svGz+spzWLds82avf3KU5L0x4saG1Ue7iOcNsyaEhofkfvvv8uBeXvblo/Oi0dq0fvF1ya1X+ymZNYobbRgghWADUTIjIucjPLkhxJCERZeYVlTj9uRnxXh+HGshsNu/75osvv/wsa/aijR+u/Xz39jdXbfj97K/bthZMfO6lFcvnvfDi9AMHvilzlb4wZdrad94AgOi6ltOnf8xwZH+6c/Ovp3+e+Lx92eIct6eiTp2697ds06BBw9WrXolt8cBvZ34ZOSo1Orpe5vRJj3Z8/Natm9179O71RL/FeVlmc1BFRXmHuEeHJ49ZOH/W0GFP/XHj2i+//Pjwo52/2rvbVepscd8DE56dAgCI7IvPd7779qv1LQ3KykpbPtDmJcec48e/271ra3bOsl9++WH9B29n5y778Ydjuwq3vTg1c9mSbMNvREREJg0deey7Q8e+P9S02b3h4RGjn04LCQklIqhpENHgItVeaE+LsyXGgqJUS26XJz0hK9lhs8ZYBBdQAyGiq8y14q1lY0eNk0Sz5s2wT3K0eaDtohULhielHD12pG503ZDg4NO/nZ48YcrnX+0+e/7s4P5DVq5948UJU32G/+3335rybPrBIwe+/varmKbNQ4KDn+ie+M661SHBwW6Pp4GlQc/4J+Yuy7nv3vs8lZ4HWjwwZsTYDZvW/Xz659q1agkhpk586YuvP6v0VbZ9oP3nX+16smffz77c7fF6akfVSXv6uaAgMyIeOXb4nfdXRUZGeb2VDSwNJ0+YQgDLVy4dP3qCtX6DJa8vGtTXFhIcsmHzOscLMz79Yuehowcs9a0Ptn3QUt/6wcb3Ypo2B8R+T/SLbX6fkAJqIETkXORnF6Q4kpCIMvOKSpz+3Ix4r49DzSQCzGYzkeScm81BQnDOhclkMgy/yWQWQhCRyWTi3AAARJRSmkxmIbiUMigo2OfzXTj/Gxe8SZPmUVG1rly55HZXNG7cNDQ0/NDBbz7ZtGHi83Zd15vF3KtpmtvtPnfuTHhYeLOYexHR5/PquomIpJREdPHiOQRsfk8LXdeJCAA0Tbt164+Lxedq146OaR7LGDMMQwhhNpullJwbZnOQlIJzERwc7PG4z58/WyuqdoNGjRHwYvH5srLShg2bRNetBzUTIhpcpNoL7WlxtsRYUJRqye3ypCdkJTts1hiL4AJqJiIyuGHSTYhoGIbJZAIAv+HXNV1KiYgAIEmadJMQQkqp67phGCaTCQAMwzCbzYh49frVO84SS31rveh6Fe6Ka9evWC0NoyKjfvn11AcfvTd+dBoy1rzpPRrThBSXrlzy+bzNmsaEBof6/D4AYIwJIRhjV65d9vv9zZvdYzKZiAgANE0rdZUWX7oQFhoW07S5rutCCIMbJt2EiH7Dr2s6IHDOzSYzAFy8fNHgRtPGTUOCQm6X3Lp642qtqNoNLFZN06FmQkTORX52QYojCYkoM6+oxOnPzYj3+jjUVIgIRISIAEBEAICIRISIRISIAEBEiAh/ISJEBAAiQkTGGABIKYmIMQ0RpJSaph0/dvTrrz57cWqmyWQSQhARIjLGCICkJCJEJCJEhADGGABIKYkI/sICiEhKSUQAgIhEBACISEQAgIhEhIiMMSKSUiIiYwwAieSfoGZCRIOLVHuhPS3OlhgLilItuV2e9ISsZIfNGmMRXECNhYhEBACISEQAgIhEhIjwJwJAICIEBAQiQkQiAgBEJCIAYIwhIhFJKRGRMSal1DX9zLkzhZ/veHbs86HBoUIKIsK/SCmJCBEBgIgQkYgYY4gopSQi+AtDhgwBQEpJRACAiEQEAIhIRACAiEQEgBpjACBJEhFjDBGJSEoJNRYici7yswtSHElIRJl5RSVOf25GvNfHQfkXMkDXdVD+SxDR4CLVXmhPi7MlxoKiVEtulyc9ISvZYbPGWAQXoPwLIhJS6JoOyn8VInIu8rMLUhxJSESZeUUlTn9uRrzXx0H5zyAiEYHyX4KIBhep9kJ7WpwtMRYUpVpyuzzpCVnJDps1xiK4AOU/g4hEBMp/FSJyLvKzC1IcSUhEmXlFJU5/bka818dBUe42RDS4SLUX2tPibImxoCjVktvlSU/ISnbYrDEWwQUoShVARM5FfnZBiiMJiSgzr6jE6c/NiPf6OCjK3YaIBhep9kJ7WpwtMRYUpVpyuzzpCVnJDps1xiK4AEWpAojIucjPLkhxJCERZeYVlTj9uRnxXh8HRbnbENHgItVeaE+LsyXGgqJUS26XJz0hK9lhs8ZYBBegKFUAETkX+dkFKY4kJKLMvCKny5g/rZvXx0FR7jZENLgYM+XT9AkdbImxoCjVktvlSe+ZlTJ9cIPmVsEFKEoVQETOxdqsD0dk2JCIHPP3FV+uSJ/wqM8vQFHuNgTgQjrmfpU1tePgJ1uAolRLbpdnUucZ/dKeqN+4ruASFKUqIAghN72y45nZyUhEX+wvnjBtT1S4mUBRqgRxqQfp61/r2+b+aFCUaokbfM7QJVfP3TCHmIEIFKVqcEOE1Qqb8e4kJCIAKCv3GVwiKEpVCQ7WQ0NMoCjVmOHnXrcPgEBRqgwBBAWbg0LMSESgKIqiKMrfC4kIFEVRFEX5eyERAYAQ9CdQlKpBACadgaJUe4ILUJQqpukaACARnf69ZMaCIp+fIyIoyl1HYAgZ26xWbkaX+nVDQVGqJSnkphU7T+47pekagqJUCQIQQjRqbhk9axgS0cxF3x4+ceOpwW0MQ4Ki3G2IwIVcsea7xTPjB/W+FxSlWvKUVU7s6Og04JHallpSSFCUKoCIQsgvN+6fmPc0EtGMhUVl5XxhZvdKLwdFudsQ0eDiqck7pozvkJQYC4pSLbldnvSErFEzhzZobhVcgKJUAUTkXKyZuX6E3YZElJlXVOL052bEe30cFOVuQ0SDi1R7oT0tzpYYC4pSLbldnvSErGSHzRpjEVyAolQBRORc5GcXpDiSkIgy84pKnP7cjHivj4Oi3G2IaHCRai+0p8XZEmNBUaolt8uTnpCV7LBZYyyCC1CUKoCInIv87IIURxISUWZeUYnTn5sR7/VxUJS7DRENLlLthfa0OFtiLChKteR2edITspIdNmuMRXABilIFEJFzkZ9dkOJIQiLKzCsqcfpzM+K9Pg6KcrchosFFqr3QnhZnS4wFRamW3C5PekJWssNmjbEILkBRqgAici7yswtSHElIRJl5RSVOf25GvNfHQfn3MKbR/yJB+T9BRIOLVHuhPS3OlhgLilItuV2e9ISsZIfNGmMRXIDy78EAKSUo/wZE5FzkZxekOJKQiDLzikqc/tyMeK+PQ82k6zoiEpEQgojgfw8RAYCI4N+DiIwxIQQAIDJN1wTnjDFXqVPXTcEhIfAvGGOapiMC50JKAf+BrpukFFJK+CdBRIOLVHuhPS3OlhgLilItuV2e9ISsZIfNGmMRXEDNpGkaQ0ZAQkgiCf+/EJGI4N+maZqUkogAQNd1IQQi+nxer88XER4B/wIRNU1jyCRJzjn8B5qmAYAQAv5hEJFzkZ9dkOJIQiLKzCsqcfpzM+K9Pg41DSIKIX44+f2tmzeiatVp265DWFgEkcQAKQmAAACRIYKUUghBRLquQwBjjAIgAAOklBDAGCspuX3r1o0WLVrquun69au8Fb+5AAAgAElEQVQ//XC8R88+hw/t3/TRB70TBzzZL4kxBgBSSghgjJWW3vn6q8/dFeWPPta1RYsHiCRjDAD8fn/R/r333d+qSdPmJCUiSinhL4wxCgAADKAAAGCMUQDUTIhocJFqL7SnxdkSY0FRqiW3y5OekJXssFljLIILqImIfv3912vXr4aGhrVu2SYqIkqSBADGGAUAAAZIKYmIc24ymSAAA6SU8BfGGAUAAAJywc8V/96oQePw8AhuGAePHri/RUtEfPv9VZZ69ZOTUmpF1aY/SSIgAEBELvixk9+fLz4X07T5o3EdNaYBAiICwM+nfzQM48G2cUTEGKMACEBEACAiCGCMUQAAYICUEmosRORc5GcXpDiSkIgy84pKnP7cjHivj0NNwxhzlTrt6RNatW5X7nL5/b5ZcxZFRET6/f6KivJatWpLSYwxn7fSMIzatevs3Ln58uXiZyemCykZostVGhQUHBwcIgQ3mcycG253RXh4hJSSiMxm85d7d+/etSVn7ishIaGXLxV///2hJ5+05S3MatOm/aCkFJNJr6ys5NyIiIjknDPGvF7vwnkvR0bVatqseUREZGKfgbqul5W5TCYzY2xX4da27Tq0aPGAz+/1uN1RkbWEFFpAWZlL100mkxmAAKCsrDQ8IoohMqaVuZxBwSFmc5AQHGogRDS4SLUX2tPibImxoCjVktvlSU/ISnbYrDEWwQXUNIyxysrKnMWz69WtzxD/uPXHtMkz6tatR0SuMldoSKjJZCIizg2vzxsZHnn9jxv5G9+dOHZSnag6hFRZWWlwIzIiUgihaRpDVlZRFmQO0jRNSsmQOcucea/MSx01oVXLNpWVnq/2732wbYdTv546/P0h+/MZIcHBBFBRUR4REQkEkqSu69t3bz1w+NtuXbq7ylz9ew+Iiqrl9Xr9fl9kZK0jxw4ZhtH5kS6AUFZeFhoSqus6EGi67nZXIGKQOUhIoet6eUW5STeZzWaGzOvzcm6Eh0VwwaFmQkTORX52QYojCYkoM6+oxOnPzYj3+jjUNIwx552S2Vnp02bkMmRzsl5auOiNUpdzXf5qn8/boGHj8WkvXrp0vuDDfI1pPXr22bhh7flzZ0Y+NX7wkJGbN63/9ddTADQ8+ekHWrX9aGN+mav00qULDz3SKXnEM4wxk8m0d8+uwk83z1vwWkhI2MXi8wcPfN24SbOcORmNGzW1O+YY3Nj2yUa/4e/SpXu/AUMYY847Jfap454anTZgkI1z8Hq9WzZ/eORIUXhE5LDhY079fPLhhzuZzeb3898qLyu75977x4577vChou+/O+QqvWMYxsRJL0WER61559U//rgeE3Pv6DHP7t619eSJ73RdH/nU+JYPtBFCQE2DiAYXqfZCe1qcLTEWFKVacrs86QlZyQ6bNcYiuICahjHmqfTMX5rz1PAxTZvEZOZOmzxhSuNGTdZ//P7V69cY4sihT4UEh6zb9L7golf3J87+fvaDj/O7dopPG/PchYvnPv/qMy54+9YPJvUfsv/gvl/PnnY67+hm04TRz9aKqoWAzjLn/KU540c/2+aBth6vZ9cXn8Y0bb7+4w8uFJ97euS4zo922fjJeqfL2aB+g+TBIyMjIhHxzTWvuT3uzKmzTCaTz+/7+fRPn+zYRETdOncPDg7x+ryPd+y68ZP1Fy5dCAkJHTXsqZI7JYeOHigtc5VXlD09YmyLe+/btmvLsRPfh4WFD7cll5WXF36x3TCMRx/qlJjQhwgACGoaRORc5GcXpDiSkIgy84pKnP7cjHivj0NNwxgrLXWmT0lt1br9tauXw0LDMmctyM12dOrUrUfPPgvmZT7ySOdbt25UlFc8P9lhNpkLNuZfuHA2Y1rO/n179nz+6aw5eYcP7v9s9/YZM+dPy5g4bPiYFi3uX7Z0bnbO0qbNmjPG9u7Ztavwk7nzXw0Lizj2/eF3Vq/Izl22JG9Op8e7deveO2dOxpN9bXWi661euXR2zrJmzZoT0c7tmz7If+uxTt2eSX3+9u1by5fmTMvMDQuLAIAlebOHDHvq8MH94RGRvXr3W5I3e+y4F07/8uN33x3Mzlm6auXy5vfehwjnz/02eUpmRUX5+fNnP974/ovpmQe//frs2dPZucs1TSMiqFEQ0eAi1V5oT4uzJcaColRLbpcnPSEr2WGzxlgEF1DTMMY8lZ6cRVn16tb3er1l5WW5mfN37dl55vczkydM/fyr3afP/tK86T3nL56b8qw9yBx08XLxyndfn/qc3aQHLX1z0diR4+vUrr3k9by0p5/bd/CbkpJbz497ccVbS+M7d0/s2VcK4SxzLliWO+6ptDYPtK3wVOQunj14wLAr166cPnNq6rP2DVvWV3oqk/oPXp3/VseHHhvUN4kk/XbuzKurXwkLDRs1bHSLe++bvyy362PxHR96zGf4v/hyt8db2er+1rv3fjpx7KSdu7frut64YdPCPTtmO3K2795GRL26PfHGmldfTEsPCw3z+f1vrX2jV3yv2rXrrN2wZvqUmY0bNpZSQk2DiJyL/OyCFEcSElFmXlGJ05+bEe/1cahpGGOlzjsZL6V17dqrTnTdvV982rvPwMKdm2fMnN+iRct3Vr9aUnI7sc+At95c1qBh42cnpu/ft/fcuTMvz1qwbMlcs8mUnpH522+/LZw3c9qMnOXL5tlfyqpdJ3rWy1NeeHH6Aw+0QcS9e3bt3rVl3oLXwsIijn1/eO2aN+bOX7Fk0ZxuPXo/0Krtc2kprVq3M5nMTmdJxrScpk1jiMhsDvrl1A9r3nlNY9pjneMPHdw3b8FrQUFBlZWeWZlT+g0YUrDxPYbM2qDR1SsXx6W9eOb0KZerNGPazDdfX+7z+ZzOktgWLUc9NU7TcN0H725YvyYurqPLVWqxWF+cmmk2BxER1CiIaHCRai+0p8XZEmNBUaolt8uTnpCV7LBZYyyCC6hpGGOeSk/Ooqz7Y1s2bRLz1f69iT36nPjpRLOmMSmDR/7860+r3ls5JvmZzds/MpuCxo4aBwivrV7xsn3WhYsXNn6yPvflBcFBwQtfmdf50cd/P3+2Vq3aI4eMXPrG4kYNGg8dNFxw4SxzLliWO370s21btSt3ly9Yljt4wLA/bv1x+sypFyZMmZOXVVFR1rhhkxu3biT26NM7oY8QwmwylzhLduzeuu/gN2NHTdiy4+P05zOaNo4xmfT8D9/1+Xy6pn+5f0/bVu1v3b7ZplXbWlG1fz9/NmPy9J27t/927kz7Ng9+8+1XWY7sIHPwxSsXM7LSW7ZoaTaZnWV3Jk+Y2rhhEykl1DSIyLnIzy5IcSQhEWXmFZU4/bkZ8V4fh5qGMeYsuT17tn3Gy/NiY1s8l/ZU6zYPnjjx3bjxL3Tu0jU3OzM6ut4zqc8LYSzOm1OnTrTF2vD3s2fm5OS9veq14uLzCxatOHzo4Np3Xps2Y27eglnpL2XVia6bNXPq5CkzHnigDSLu2VO4c/um2dlLIiIiT/38w9o1r8+d/+rivNndevTu0OGRaY6JL07JbNu2g8G5ruuMMa+3srzM1fyemEOHDi1fkjt46Mgv9+xavHQVY8xV5lq8MGugbXhh4ZaOHbsOHDTMMIzg4JD33n2jvLzMMX3Om68v5Zx7vd7goKAp9sw7JXf27Cnc980X2bnLQoJDCEDXdaiBENHgItVeaE+LsyXGgqJUS26XJz0hK9lhs8ZYBBdQ0zDGPJWe+Utznk5JfajDI7PmzbDWt/r8fmQ4Nc2+d/+eTz/bPn3qyxHhkWs3rCkrLxs1dPTi1xbOnpZz89bN11a/kpM5PyI8fPbCmUMHDj/+w7GoqKhRQ59a+sbiJo2aDh00XHDhLHPOW5L99IixrVq28ft9eSvmDxk4/Pof10+fOTX1uZcWv7qwaeOmw5NShBAsgIhK7tyuV7e+lMI+a0qvbr33H/xm7MhxbVu3d5WVbt+1zefz1ald59Svp156wcEYM5vMn36+48zvZ6a9OGPn7u2/nT/zeMeuH20tmDtzoc60y9cuv7JyadozE1vd19oQXNc0RIQaCBE5F/nZBSmOJCSizLyiEqc/NyPe6+NQ0yBjFeVl9qnjTKagsPDw0JDQF16cvv+bvXv3FDZs1Li8vOzFFzOPnzjy4w/Hbt68MWhQcp3oeq8sm/tkP9sjj3Z5bcXC6Oi6d0puJ/R6slv33gvnvfzcCxl16kQvmPfyhLQp993fChEPHvgmZ46jXj1Lnejo3omDDhR9OT1z3muvLuzcpUdCrz5rVr/6w8nvmja7Nzw8YvTTaeHhETeuX12+dG55RVmZy9Wrd7+kwSmLFmZxw4iMjOrbf8inOzcNGDisrMy1ccPaFi1aSqJnUp/7cs+usjLXC1OmrX3nDSmpQ9yjr7+W17Bh49q16w5KSn571XJN08PCwts/+HCfJwdJSQAENQoiGlyk2gvtaXG2xFhQlGrJ7fKkJ2QlO2zWGIvgAmoahszr985fmlNWXl4rqpamaamjxld6K1e992YDa8Obt/4Y1HewwY3vjx8tcZZ0frRL7x595uTNql2r9sghT336xY4r164GBwWFh4U/O/b5j7ZsjK4TPXTgsDfWvN6oQeOBTw7inLs97hk5GZ5KT1hoeN9e/X765Ye+vQf8ceuP387+Omn85OM/Hnt/Y37zZs0Bsd8T/WLvuV9K8X7Be8dPHkOE2rVqpz+XseebLw4ePWCpb+3QrkN5RYWn0t2nZ9/lby6pU7uOyWTu+li3UtedM7+fmTxhyudf7f7t3JmnR6Quf2sJ5zwiLKJ/n4Enfjzxw8/HmzRsGhoWlpyUEhIcQkRQ0yAi5yI/uyDFkYRElJlXVOL052bEe30caqbKSk9lZSUCRERGBQUFSSkvX7pQ6iq95577IiIiyspcFy+ej4yIatI0hgguXjxHRPfc06K83HXh/Lk6daIbNWlGUvr9PpPJhIh+v9+km5AxAJBSejxuv9/PEMPCw4nAbDb5/YamabquE9HF4vNlZaUNGzaJrlsPApzOkuIL5+rUiY5pHssYc7srzp8/WyuqtrVBI865HnDj+tXrN67Vq1vf2qCRlJKITCYT5wYAmM1BN2/euHHjWpPGzepE1/V4POfOndGY1qRpTGhoGNRAiGhwkWovtKfF2RJjQVGqJbfLk56QleywWWMsgguomXx+X2VlJRGFh4UHBQUBQKmr9PLVS/XrWiz1rZWV7otXLgYFBTdt1JQx5iy9c/PWzebN7tF0rfjiBSmpebPmum7yGz5E1DXd4AZDpmkaBHi9Xp/fKyWFhIRoTPsTEUmSJt3EGCspuX31xtVaUbUbWKyapgOA1+u9dOWilPKemHtDQkKEEBcvXzS40axxM2QIBEHmoHJ3+cXLF4OCzI2sjXVdlyRNukkIIaUMCgqqrKwsvnwhMiLSWr8BIl6+eqmsvNxqsUbXjoaaCRE5F/nZBSmOJCSizLyiEqc/NyPe6+NQM2EAAFAAADCmIYKUkogQkTFGBFIKANA0jQikFIiMMSQiKSUAICIRAQAiEhH8hTEGAUQEAESEiAQARIjIGANAIvknCGABRCSlJCJEZIwRkZQSEYkIABhjiIxI/gkRAYCIEBEAiIgxhohSEpFERMYYAEgpiQhqIEQ0uEi1F9rT4myJsaAo1ZLb5UlPyEp22KwxFsEF1Ez4J0AAIKA/AQBDhgyJSEqJiIwxIpBSAABjDBGFEIjIkAGClJKIEBEAiAgRAYCIIAADAICIAICIEBAQiAgAGGOISERSSghARMYYAEgpiQgANcYAQJKEACJCRMYYERBJIAAEIkJAQCAiRGSMEZGUEgAYY4hIkiRJqJkQkXORn12Q4khCIsrMKypx+nMz4r0+DopytyGiwUWqvdCeFmdLjAVFqZbcLk96Qlayw2aNsQguQFGqACJyLvKzC1IcSUhEmXlFJU5/bka818dBUe42RDS4SLUX2tPibImxoCjVktvlSU/ISnbYrDEWwQUoShVARM5FfnZBiiMJiSgzr6jE6c/NiPf6OCjK3YaIBhep9kJ7WpwtMRYUpVpyuzzpCVnJDps1xiK4AEWpAojIucjPLkhxJCERZeYVlTj9uRnxXh8HRbnbENHgItVeaE+LsyXGgqJUS26XJz0hK9lhs8ZYBBegKFUAETkX+dkFKY4kJKLMvKISpz83I97r46AodxsiGlyk2gvtaXG2xFhQlGrJ7fKkJ2QlO2zWGIvgAhSlCiAi5yI/uyDFkYRElJlX5HQZ86d18/o4KMrdhogGF2OmfJo+oYMtMRYUpVpyuzzpPbNSpg9u0NwquABFqQKIyLlYm/XhiAwbEpFj/r7iyxXpEx71+QUoyt2GAFxIx9yvsqZ2HPxkC1CUasnt8kzqPKNf2hP1G9cVXIKiVAUEIeSmV3Y8MzsZieiL/cUTpu2JCjcTKEqVIC71IH39a33b3B8NilItcYPPGbrk6rkb5hAzEIGiVA1uiLBaYTPenYREBABl5T6DSwRFqSrBwXpoiAkUpRoz/Nzr9gEQKEqVIYCgYHNQiBmJCBRFURRF+XshEYGiKIqiKH8vJCJQFEVRAgQXoChVTNM1AEAiAkVRlH88KeSmFTtP7jul6RqColQJAhBCNGpuGT1rGBIRKIqi/ON5yiondnR0GvBIbUstKSQoShVARCHklxv3T8x7GokIFEVR/vHcLk96QtaomUMbNLcKLkBRqgAici7WzFw/wm5DIgJFUZR/PLfLk56QleywWWMsggtQlCqAiJyL/OyCFEcSEhEoiqL847ldnvSErGSHzRpjEVyAolQBRORc5GcXpDiSkIhAURTlH8/t8qQnZCU7bNYYi+ACFKUKICLnIj+7IMWRhEQEiqIo/3hulyc9ISvZYbPGWAQXoChVABE5F/nZBSmOJCQiUBRF+cdzuzzpCVnJDps1xiK4AOX/DWMMCCRJUP4DRORc5GcXpDiSkIhAURTlH8/t8qQnZCU7bNYYi+ACqj3GNF3TCEgIIaWEfwNjDACklPAvdF2XARCgaRoRSSnh/wQRGWNCCABARE3ThBCIWOGuAIDQkFD4F4ioazoiCin+BP+BrumS5J/gfyhE5FzkZxekOJKQiEBRFOUfz+3ypCdkJTts1hiL4AKqN03Tii8VH/7+YFBQ0GMPd7bUswAAIkop4S8MGQH9iTFGRIyxfQe+rvR6+z7Rj3NORBDAGOOcHzjybYt7Yhs2aAwACLht15aG1oaPPvSYlBIRpZQQgAFSSghAxAp3xdXrV+5pdq/ZbCorL/vuxNFOj3Q5d+H3gk82xD348MA+NpPJBABSSghgjLk97oNHv719+3a7Nu1b3d+aiBhjACCEOPL9oQbWhs2b3UNEiEiSCAgCGGMUAAGMMQoAAMYYBUC1h4ici/zsghRHEhIRKIqi/OO5XZ70hKxkh80aYxFcwP/HHnxARXW+jaJ/nncXEGRUQGYAo9hirDGKNdEosWIJWEBSLFEsWDGZWBBEHUus2GJBDZYowSQ60Wg0TTQ6oiR2RRRBbGgQpMwAs/d+n/Nd7spa/7u+m3si5+YET/bvV40JgnDxym8bEte3btFGVZVatep88M5YVVPLyssMHgYiYowJglBSWiJLsizJJfaSGq6ukiR/9vl2R5lj3PvjOeeyLBOBKAh2h50TT/3l5+bNWjYOaFxeUa5p6vqta5s0ajo8JLy8vKKs3FHLoxYnDgCqpjocDoOHgXNORIIg3Mi8/tnn22bPmOdZx6vg2dNfzp7q+UZQ8td7RVF8P2ykKEiKqpRXlBtqGjRNIyAA2PTZxlJ7afOXWwjI+r7VX5ZdSu0lAmOy7PLjyR/q16vfvGkLVVNLS0s8PAxEJAgCQ1ZcWuwiuwiCQEQMsbi0xK2GmyAIjLHS0lJBEGq41lA1Fao3RFRVLSk+OcIcikQEOp1O929CRIqiyLIM/8Fe5IgOig03h5gCjJqqQXWFiKqqWlbGN2vafMy7YxVFdThKM29nHjpmVVW1nv9Lo0aM+fXi+d8u/1ZU/MxFdmnUsMnFy7/VrVt3/MhJXx/+8uTpEwH1AxzlZaMiPigtKf759M/37+cODg7Nf/p721avceK7vtgpieLt7FvDB4d36fj6tt1bi4qfORyOwf3fbtywScqBfSX20oCXGoaHRsiyzBi7fvPa9t1bYz6c71XH62lh/o+p3wc0aJSwaZUkSlHjpnrV8Uo5mOyscLZs0XpwvxBJEp1O57zFczoHdnk3bBTnanl5+c+nfko987MsySHBQ+7ez2kU0MRY17gnZWdhUaGv0W/EkHd+u5R+/eb1wsICUZbGj5xYw9V1T8qu3Pu5Rh/jO8PeP38h7Wy6jQEL7jOw3avtNU2DagwRVVVLik+OMIciEYFOp9P9mxDRypUrPT09+/Xr5+/vD5XsRY7ooNhwc4gpwKipGlRXgiD8/vT3+UtiJn4wpU3LVzVNFZiQX5CvaVrBs6cbtq79aOrsM2mnLl69+NGUj9dsWuXt6R0x9N0V65dFjpx45cbltHTbnJmxBw5/5XQ6GwU0/nz/rlhzvJ/J/5O1iwf3Dz1z7rSPt09Q916WFfGD+r+taTzzdsZ7YSOXrF409v3xP5/60cPD0OONnms3rwkPGdG14xsEdP3mtR17EufOjPP29L57/+6qDctnRn301eH9XnW8hwwctmrj8ldbtW3+cvON29dHjpz4asu2nPgp28kde7a+8nLL98JGAtHydcvGj57o7VUXATYnffpGp+659+8WlxSFDhy6defmzoFdc3KznxbkR42dmrBpZVD33gR04tRP0yfOdDorCgqfbt+zbez747PvZp0590useYGriysRQXWFiKqqJcUnR5hDkYhAp9Pp/mVmzZp18uTJJk2a9O7de8CAAV5eXo7ishk954WbQ0wBRk3VoLoSmJBfkB+7ZO740RPbtwlUNVWSpKw7t786tN/usGfcurFgtuW3S7+WlBZPGjtl9cYV9V8KeLt/yPxl84J7D7ybm11qt08dP/3wsUMnz5x4tfVrd3KyPowyl1eUL1m9sNebfY/9dHTIoGFdO77+ydqlTRs3davh9t2PR1/v3O1M2ukJoycmbFotiqLRx/jw0YOIoe92at+FgK7fvLZjT+K8j+K9Pb1z7uWs3bz6w8nmg0e+NtY19ewW9FFstMno6+7mXlBYMDpiTKsWbTRNkyQp997dPSm7fi/4PbjXwGM/HV0we5Gbm7umaUvXWDq263TKdvJZUWE9v5ce/57X763grJwsb6+67wx9Z+WG5QH1G/6e/wQAx4+eiMhO/PLT2s2rA9t2sJfZZUmeMXFmjRpuRATVFSKqqpYUnxxhDkUiAp1Op6uqnJycr776yul0wotDkqSLFy8+fPiQKnl6eka8E9G7R59Z/S1hHw42BRg1VYPqChG5xpckWAwehhkTZjoV58PHD7/+Zn+tWrUH9hm0ePWiqLFTL17+raj4WdS4qWs2rqxXr35IcGj8J7ED+g7Kzr5z527W/FkLv/h6X/bdrJebNM/Myoie9JHT6VyyemG/XgO+//lY965v9uz21pyFH3fr0r28ouKnkz8E1G/YN6h/y1daxi6d2yXw9f69glVVZZUEQbh+81riri0fT53j7en96PdH6zav+WjKx18f/tKnrrH/W8HzFs8JCxnRoV1HTeNMYAIKiqoUPitoUD/gdlbmolULhg8OP3L8UPxsi7t7zZLSkk07NnQO7PLbpV/9TH5hoRGapomiuOmzjT7ePu8Oe2/lhuUNGzQuryi7dz939oy5RSXFFy//lnIweU50rGcdT865KIpQvSGiqmpJ8ckR5lAkItDpdLqqstlsn3766fDhw0VRJCJ4ETDGDh48mJGRAQAuLi6vvvrqkKFDXmncfHZ/S9hHb5sCjJqqQTUmMOFWduaajStFURIE4dXWbWsZaqf+8lODlwJu3cn8aMqsi1cuFJcWj30vctP2DX5+9YJ7Dfxk7eK+Qf0fPLx/6Ji1UUDjR48fvR82qqj4WcatG5M+mOJ0Old/unJA34G///7EevRgg5cCbmdlhg+JqKioOHTsm5avtHpakD+w7+Di0pKDh79q1LAxcBoWEm7yMSHinZysuYtm1TLU8qjpERI85OdffpowetLhY4e8PL2GDhr+9eEvU0+fCKjf0MXFZcigYXU965baS9duWZX/9GlZmePVVm3fCx+VuGtzfn6+h4dH7zf7/JJ2KvC1jh41PXbs2dawQUNEHNhn0EnbyTq16wwbPHzDtvX1/eu/2rrtyvWfeHvV9ajp8XZw6P6DX5SUltapXbthg0YD+gxCRCKC6goRVVVLik+OMIciEYFOp9NVlc1m++abb5YuXQovlI8//vj8+fNdunQJCQkJDAxkjDmKy2b0nBduDjEFGDVVg+pNEIRSe2n23TuuLq4v1asvCuLde3dFQfSpW1eSZI1rQCCKoqIqDJkgCIriFASRiJyK88HD+x4eBl+jr6IonHNJkgDAqThFQRSYkPsgl3PuZ/ITBGH1xuUBDRr1fyv40882etaqM/GDyY8ePcz7/bGXp5exrpExBgBEVFbmcCpOAHR3cwcgUZQ0TQMESZQA4MGjBwWFT40+Jm9Pb0QEgOLS4tx7d93d3APqNxRFsaKi4k5OVo0abv6+/pqmMcZkSc5/+vuDvAe1a9XxNZqIABEEQVRUhSFKksuzZwX3H903GX296ngpqpKTm62pmr9fPY+aHkQE1RgiqqqWFJ8cYQ5FIgKdTqerKpvNZrVaLRaLKIrwguCcp6Sk+Pv7d+7cWZIkqGQvckQHxYabQ0wBRk3VoNpDRMYYEHDiRCQwgYD+b4gIAESEiABARIhIRIgIAAwZAXHOERAQiAgAEJGIAIAxBgBEwBBP2lJ/PPm9JEpuNdyGDBwW0KAhESEiEXHO4Q9YCQgICACICBEBgIgAgDGGiETEOYdKiMgYAwJOnIgQkTFGRJxzRCQiAGCMISIRcc4REbFgpeYAACAASURBVACICBEBgIgYMmRInDhxRGSMAQDnnIigekNEVdWS4pMjzKFIRKDT6XRVZbPZrFarxWIRRRFeZPYiR3RQbLg5xBRg1FQNdACMMUeZQ1GcbjXcZUnWuAa6/zWIqKpaUnxyhDkUiQh0Op2uqmw2m9VqtVgsoijCi8xe5IgOig03h5gCjJqqga4SIkIlIgLd/zJEVFUtKT45whyKRAQ6nU5XVTabzWq1WiwWURThRWYvckQHxYabQ0wBRk3VQKf7GyCiqmpJ8ckR5lAkItDpdLqqstlsVqvVYrGIoggvMnuRIzooNtwcYgowaqoGOt3fABFVVUuKT44whyIRgU6n01WVzWazWq0Wi0UURXiR2Ysc0UGx4eYQU4BRUzXQ6f4GiKiqWlJ8coQ5FIkIdDqdrqpsNpvVarVYLKIowovMXuSIfis2YtYQ34YmTdVAp/sbIKKqajti9474KASJCHQ6na6qbDab1Wq1WCyiKMKLzF7kmNx19oDxvX3qeWsqB53u74CgaXz/mm9Gx4UjEYFOp9NVlc1ms1qtFotFFEV4kamKOn/YigdZeXINGYhAp/t7qIrmXtt99vbJSESg0+l0VWWz2axWq8ViEUURXnCKUy23VwAQ6HR/GwJwcZVdashIRKDT6XRVZbPZrFarxWIRRRF0Ot1fhkQEOp1OV1U2m81qtVosFlEUQafT/WVIRKDT6XRVZbPZrFarxWIRRRFefJqqgU73NxNEAQCQiECn0+mqymazWa1Wi8UiiiK8yLjG9yccuph6TRAFBJ3ub0EAmqb5NzS+P284EhHodDpdVdlsNqvVarFYRFGEF5mjuGxiJ3OXQR3qGGtzjYNO9zdARE3jP+47OXHZKCQi0Ol0uqqy2WxWq9VisYiiCC8ye5EjOij23Zhhvg1NmqqBTvc3QERV1bbF7BkxMwSJCHQ6na6qbDab1Wq1WCyiKMKLzF7kiA6KDTeHmAKMmqqBTvc3QERV1ZLikyPMoUhEoNPpdFVls9msVqvFYhFFEV5k9iJHdFBsuDnEFGDUVA10ur8BIqqqlhSfHGEORSICnU6nqyqbzWa1Wi0WiyiK8CKzFzmig2LDzSGmAKOmaqDT/Q0QUVW1pPjkCHMoEhHodDpdVdlsNqvVarFYRFGEF5m9yBEdFBtuDjEFGDVVA53ub4CIqqolxSdHmEORiECn0+mqymazWa1Wi8UiiiK8yOxFjuig2HBziCnAqKka6P63wEpUCf4FEFFVtaT45AhzKBIR6HQ6XVXZbDar1WqxWERRhBeZvcgRHRQbbg4xBRg1VYMXASIKgsCQaVz7L/AXMMYEJhDQf+GcExH7L8hUTYXnJzABEVVNhUqIKAiCpnEiDv8BERljnHP4LwQEJAgCAHDOiai4pMjdraYgCPA/IwgCAHDOGWOccyKCFw0iqqqWFJ8cYQ5FIgKdTqerKpvNZrVaLRaLKIrwIrMXOaKDYsPNIaYAo6ZqUO0hoqI4z5w78yDvfvOmLV5t1RYRGWNUCSphJc45VELEx0/ybmReB0STj+/LjV+WJCnzdsbTgqcd2nUCAMYYVYJKjDGqBJUYY1QJKiHi7ezbdntp6xZtsJLdYb96/UqTRk28vepyzqESIhYUFhz6zjo4OMTgYSAiWZKvXL+kKOqrLdvuSknKyc1+d9h7zZo255xTJaiEiABARIgIAIh49cZlVVUbvBRgPXJwcHCIZ21Pzjm8UBBRVbWk+OQIcygSEeh0Ol1V2Ww2q9VqsVhEUYQXBOc8LS2tXr16L730EvzBXuSIDooNN4eYAoyaqkG1JwjC7i923s6+1bFdp/KK8uBeA9zc3IuKi2RJdnV1JU6iJFZUVDidTjc3N03TAEAUxc9Tdp399WznwC7XMq56eXpPHBOVk5v9+Enem6/3EAWpqKTIRXaRZZlzjoil9pKa7h6MMc45IhYVF7nVcJMkSdM0RCSipastJ07/vG7ZhpbNWwPAF1/v3ZK0yTxtzqB+gzVVU1RFEARRELNzs1dt+GT2jJifTv7g42Mc0HvQL2mnuKY1CmiydI1l0tgpTRs10TReUlrsUdPAGAMASZTsDjsA1ajhbnfYRYG5yK5pv53VNO0lv/or1i+dNX1u/ZcCysvLGGOCIKqqQkRQ7SGiqmpJ8ckR5lAkItDpdLqqstlsVqvVYrGIoggvDrPZnJubGxwcPHDgQC8vLwCwFzmig2LDzSGmAKOmalC9ISIQWFYt8PP1jxo7BRFL7aXJX+29k3Nb4zw0eKjRaDz6/bel9tK8x3kD+gx8o3N3TlwQhJ3JO8rKyqaNjy4sKpy/dF7foH4mo++Dh/eDuvc69J316o0roigMDxnRoF7AnpRdObl37A57+1c7BPcZuP/gvvuPHjLEEUPeadb0FV4pYdOqjMwbHdp3nPTBlKcFT1dtXF5UXDSgzyBjXeODRw8G9R2c9tvZ/Ke/t23Vbl3imv5vDdiStEkSxZEjxri7uzsc9od5j3Ylf9a7Z9/B/d7+9vihktLiGjXcxr0/vqi46MgP3zqdzpLS4tdat79+86qiKBNGT8rKzqpwlr/c5JW1m1f1frPv7wX5w98Of/zk0fGfjw0dNNzd3Z2IoHpDRFXVkuKTI8yhSESg0+l0VWWz2axWq8ViEUURnsfvleCfgIibN29OT0+XJMlkMgUHB/fs2bOOh+fMXvPDP3rbFGDUVA2qPUEQLl27tH5Lgr+f//thoxo2aPQo76G7u7v16MH8p7/3eyt4xbplH0+b8zDv4U+nfogzL3B1dWWM7Ur+rNReOmnMFMbY5s82ImO+Rt/MrJvdOndPsX4xcfSktF/P3s292++t4BRrcvSkj7Ykfdq+bYeKivIbt65PHTfj2E9HL1+/FDMzVpZdNE1b8+lKLy+vjMwbH07++NrNa79ePM+QtWze2umsuHn75qzpc1IOfpGTm/3OsPcSNq2cMm7Gl998Ubeu8Z2h7+79co/dXtq3V/CajSunjp9uMvqWlBYjsjWbVvUL6mfwqLVx27q4jxd8f+L4leuXY2bGbdu95dWWbe2O0sKiZ0MHDV+1cfmwwWF7UnZ9OOXjK9cvX7p64eOpc5jAiAiqN0RUVS0pPjnCHIpEBDqdTldVNpvNarVaLBZRFOF5fP7554cPHzYajUQE/3vJspybm5ufnw8ATqdTEITwEeFhoeFzBy4N+3CwKcCoqRq8CFxklwd5D746tP/ylYvzzPOvZ1w7f+Fc3pM8Xx/fQf3f3vflnvmzLNl3s3bu2zE7ep7Bw8AY25X8md1hjxo7lSFbueGTOrXqGH1Mt+5k1vOr/9WhlDYtXi0uLTb5+AZ1eytx1+ZePfuePntq2OCwk2dO1K8fEBH6ztWMK59uWx/zYZy3l4+qKqs2LH+tTbsrNy7X92+Qk5vdoV2nK9cvN2nUVNPU29m3P5xs/vrwV9l374SFjEjYtDJ6kvngt1+ZTH4RQ97Z8fk2h8M+qH/IyvWffDR1Vg3XGl98ve/3p0+u37z2ftgob6+6h777Jn72wm+OHrx7L2fmZPOm7Rvc3WqKkvis6Nnb/UNXbFgWPfGjLw7uq+dX725udttW7fq81U9RFKj2EFFVtaT45AhzKBIR6HQ6XVXZbDar1WqxWERRhOexdetWRVHGjh0L/4S4uLhTp07VqlUrMDBw4MCB7dq1c5YpM4Piws0hpgCjpmpQ7WlcKyh46u/r/6y46KPY6W8HDzn249FpE2ZevXHlesaVgX0Hf75/9/xZi3Jys3fu2zFnZqzBw8AY27lvR3FJ8QfvRl6/ee3THeunj49+9ORR5u2bzZo2Tz398+wZMa4uroIgXLj865akTY0bNunYvnOvN3tvSFwniuKMCTN/OPn9oe+s8z6a71bDTdO0Fes/6RLY2dXVLWHzqvr1Gsz7KG7Hnm3NmryCiBeuXJj3YdynOzaU2ksjhr675tMVM6M+/vrQfj9f//fCRm7dudnhsA/qH7Ji3bLZ0TFp6WfP/Zb20WTz6k0rO77WyehjOnjkwILZi745ejAnN/vDKR9v2rHRw91DEIVnRc9CgocsX7dk1vSYW3cyk/Zu9/AwzJ4+p663UdM0qPYQUVW1pPjkCHMoEhHodDpdVdlsNqvVarFYRFGE55GYmIiI48aNg3/CvHnzHA7H8OHDAwMDJUkCAHuRIzooNtwcYgowaqoG1RsiOp3OxN1bsrJvKYrSsEGjd4e9v3Hb+ho1XO0Oh8nHt9ebvb/85gvz1Dn3HuQmf/X5jKiPPGp6MMb2W7/Y++Uek48vMuwX1H9w/5BjPx7Nups1fHDYxu0bJEGo4ebetlVbH2/juq0JrZq3KiouCmzbMaB+wNadm3xNfk+ePB7Y7+03X+/BK61PXNuuTbv2bTt8HBfd/fWe7wx9b8O2tU0bNXu5SbNVG5f7Gn2fFj59ufHLb/cf8un2dVPHzzhz7sx3Px4ZMeSdx7/nlZWX9QsKXr81YfrEmfcf3tu2e2vjgCa3s28NGxxWp7bn0R8Oz5o+97sfj+Tez508dupne7fXdK8pCMKz4qIBvQas25owJXK6q6vrtFlRrVu0+XDKx5qmwYsAEVVVS4pPjjCHIhGBTqfTVZXNZrNarRaLRRRFeB6JiYkAEBkZCf/bcc4fPnxoNBolSYI/2Isc0UGx4eYQU4BRUzV4ETgcjpx72aIoNm7YRJbkoqJnD/MemIx+bm5uDJmqqbIkc+KqqsqSDJU0TXWUOTRNc3VxdXevyTlXVZVz7iK7lFWU5eRmMyY0rB9gPXLwzt07k8dN/fbYoas3rsTPXlRqL829f9fH22j0MXLOoZKiKIwxURSdilMURERUFIUxJknSk/wnz54V1vN/SRREQRAURZFlWdPU7NwcQ02Dl6cXEQmCoCiKJEmMsUePHzocDj+TvyzLAKBpqiTJmqZx4pIoqaoKCP8XAkEQFEVxcXEptZcsWr5geEhYp8AuqqrCiwARVVVLik+OMIciEYFOp9NVlc1ms1qtFotFFEV4HomJiQAQGRkJ1YO9yBEdFBtuDjEFGDVVgxcBIjLGAIBzTkSIyBjjnAMAESEiEQEAIhIRVMJKQEBA/wUAEBEAiAgRGWNAgIg3bl3ff/ALZIwh9gnqF/hqBwJCRCLinMMfEJEIAAgRAYCIEBEAiIgxhoCcOAAQESISESIyxogTAQEAESEiEQEAYwwBOXEiAgBEJCJEBAAiQkT4AxEhoiCIN2/dOHD4q4ljJnt4eBARvAgQUVW1pPjkCHMoEhHodDpdVdlsNqvVarFYRFGE55GYmAgAkZGRUD3YixzRQbHh5hBTgFFTNfh3Y4xVOCvKy8tcZNcarjU0rkH1o3GNiCRRIiJ4QSCiqmpJ8ckR5lAkItDpdLqqstlsVqvVYrGIogjPIzExEQAiIyOherAXOaKDYsPNIaYAo6Zq8K+HiFCJiKC6QkQighcHIqqqlhSfHGEORSICnU6nqyqbzWa1Wi0WiyiK8DwSExMBIDIyEqoHe5EjOig23BxiCjBqqgY63d8AEVVVS4pPjjCHIhGBTqfTVZXNZrNarRaLRRRFeB6JiYkAEBkZCdWDvcgRHRQbbg4xBRg1VQOd7m+AiKqqJcUnR5hDkYhAp9Ppqspms1mtVovFIooiPI/ExEQAiIyMhOrBXuSIDooNN4eYAoyaqoFO9zdARFXVkuKTI8yhSESg0+l0VWWz2axWq8ViEUURnkdiYiIAREZGQvVgL3JEvxUbMWuIb0OTpmqg0/0NEFFVtR2xe0d8FIJEBDqdTldVNpvNarVaLBZRFOF5JCYmAkBkZCRUD/Yix+SusweM7+1Tz1tTOeh0fwcETeP713wzOi4ciQh0Op2uqmw2m9VqtVgsoijC80hMTASAyMhIqB5URZ0/bMWDrDy5hgxEoNP9PVRFc6/tPnv7ZCQi0Ol0uqqy2WxWq9VisYiiCM8jMTERACIjI6HaUJxqub0CgECn+9sQgIur7FJDRiICnU6nqyqbzWa1Wi0WiyiK8DwSExMBIDIyEnS6fyUkItDpdLqqstlsVqvVYrGIogjPIzExEQAiIyNBp/tXQiICnU6nqyqbzWa1Wi0WiyiK8DwSExMBIDIyEnS6fyUkItDpdLqqstlsVqvVYrGIogjPIzExEQAiIyNBp/tXQiICnU6nqyqbzWa1Wi0WiyiK8DwSExMBIDIyEnS6fyUkItDpdLqqstlsVqvVYrGIogjPIzExEQAiIyNBp/tXQiICnU6nq6qzZ88ePHhw8eLFgiDA89i2bRsAjBs3DnS6fyWkSg6Hg4hAp9PpngdjLC0t7ciRIzExMaIowl/GGEtKSgKA0aNHc85Bp/s3EUXR1dUViYhzfufOHc456HQ63fNwcXFJT08/efLkxIkTRVEkIvhrZFlOSUkBgLCwMKfTCTrdvwbnvFatWr6+vkhEnPOcnBzOOeh0Ot3zkGU5PT09NTU1KipKFEUigr9GkqSUlBQACAsLUxQFdLp/Dc65wWAwmUxIRJzznJwczjnodDrd85BlOT09PTU1NSoqShRFIoK/RpKklJQUAAgLC1MUBXS6fw3OucFgMJlMSESc85ycHM456HQ63fOQZTk9PT01NTUqKkoURSKCv0aSpJSUFAAICwtTFAV0un8NzrnBYDCZTEhEnPOcnBzOOej+fyJJkqZpnHPQ6f6PJstyenp6ampqVFSUKIpEBH+NJEkpKSkAEBYWpigK6P6PhoiiKKqqSkTwr8c5NxgMJpMJiYhznpOTwzmHaoAxJggC/EHTNM45/AdEJCL4bxCRMaZpGlRijAmCQES8EvwBEQVB0DSNiOBPCIIAAJqmwZ9DREEQNE0jIvgPWOnWrVtGo9FgMACAIAiIqKoq5xwRRVFERFVVOeeMMUEQEFFVVc45/H9ilTRNY4xxzhljnHNEZIypqgq6F4EgCIwxIuKVBEEAAE3T4A+MMUTUNA3+AyKKokiVNE2D/wYRiQgRBUHQNI2I4DmJosgrwXOSZTk9PT01NTUqKkoURSKCv0aSpJSUFAAICwtTFAV0f04QBMYYVCIiTdOICP4DIhIR/DeMMUTUNA0qCYLAGCMiTdOICP7AKqmqCn9OFEVeCf4cYwwRNU2D/yfGmKIoWVlZjRo1kiQJEQVBQERFUYgIABhjiKhpGvzPCIIAAESEiJxzQRA0TRMEgVeCFwTn3GAwmEwmJCLOeU5ODucc/mmMsXv37l25coUxxjkHgDZt2tSrVw8AqBIAqKqKiIIgAABjjCoxxvLy8g4fPhwWFmYwGADg7t27GRkZLi4uLVu2rFu3LuccERljhYWF586d69KlS82aNQEAETnnUIkxRkQAcPnyZUVR2rdvT0SMMaoEAFiJc84YKygo+Oqrr0JDQ728vIgIKjHGKioqzp07t2fPnokTJwYGBt67dy8tLc3pdPbo0cPX17eoqOjUqVNFRUXdunWrX7/+/fv3bTab0+kMCgoyGo2cc/gDY4wqMcaICBFzc3NzcnJatGhhtVoHDRr0/fffBwYGiqL46NGjLl26MMYQkSpBJUQEACICXfVARBkZGffv33dzc2vTpk2tWrXOnz9fo0aNVq1aEREiMsZsNtv9+/dDQ0MRkYgAABGfPn166dIlznnDhg0bNWoEAFiJ/qCqqizLDofjzJkz7dq18/T0JCLGGFUCAKzEOYf/BhE55xcuXKhbt279+vWJCJ6HLMvp6empqalRUVGiKBIR/DWSJKWkpABAWFiYoiig+xOIeOPGjezsbFEUVVV1cXFp3759nTp1AIAqAYCiKKIoIiIAMMaokiAIly5dunbtWlhYGGOMiG7cuHHv3r1atWq1bt3a3d2diBCRMXb37t07d+68/vrroihCJSICAKxERJzzM2fOmEympk2bcs4ZY1QJABhjVEkUxZs3b545c2bEiBGyLBMRVGKMFRcXHz9+/Oeff46Li/Pz88vLyzt58iQABAUFeXp6IuK9e/eKi4tffvllRIQ/YCXOOVbinCPi+fPnPTw8NE27cuVKSEhIcnJyjx498vLyvL29mzZtSkSIyDmHPzDGqBJUJ5xzg8FgMpmQiDjnOTk5nHP4pzHGzp8/f/z48bS0NKPR2KxZswEDBrRu3bqgoMDd3V2SJKfTuWbNmn79+rVt25aI7Ha7LMuurq6c8xMnTlitVovF4urqqqqqxWJhjNWsWTMjI8Nisbz00ktlZWWqqj579uz06dN9+vSpXbt2eXm5oiiurq5EJAhCcXGxS6XTp08DQLdu3QCgpKRElmVWSalkMBgQ8dy5czt27LBYLF5eXqqqapqGiGVlZQkJCYqieHt716xZc8SIEVarlYgyMjJUVZ09e3ZCQoLBYBAEISsra/78+YcOHcrPz8/IyKhdu/bChQtFUSQiSZIQsaSkxMXFRRTF0tLSGjVqMMYyMjLu37/v6em5a9euadOmrVq1Kjo62uFw5OfnBwUFcc5LSkoMBgMRMcZEUbTb7QAgyzLnHHT/NMZYWVnZ3Llz69atK0nSvXv3YmJibt++7erq2qFDB0VRHA5HnTp19u/ff+3atXnz5kmSpCgK51ySpEOHDqWkpPTo0eP06dODBw8ODQ11Op3FxcUGg0EUxYcPHyYmJk6bNs3FxeXYsWNdunTx8/MjouLiYjc3NwBgjCmKUlFRYTAYNE1jjCGioihQSZKkU6dOxcTEjBgxYuLEiZqmwfOQZTk9PT01NTUqKkoURSKCv0aSpJSUFAAICwtTFAV0/28QkYiOHj2alpZ29uzZNm3aNGzYcPjw4UajsaioyGAwCIKQl5e3efPmSZMm+fj4EFFJSUnNmjUFQQCAxMTE0tLSGTNmcM4LCwvnzp3bokWLx48fA0B8fLybm5vdbgeA7OzsrKysfv36ubi4lJaWAoAkSYgIAMXFxR4eHpzz48ePN2nSpFWrVoqilJSUuLm5AYAgCA6HgzHm7u4OACkpKdeuXYuJiZFlWVEUzjlj7OHDhytXrvT392eMtWzZslWrVitWrGjbtm12draHh8e0adO+/fbbPXv2tGvXbu7cuVQJESVJUlXV4XDUrFlTqeTq6kpEP//8s8lkOnfuXGlp6dChQy0Wy6xZszIyMgICAlq2bFlaWqqqqoeHh6ZpoigCQGlpqYuLCyISEVQbnHODwWAymZCIOOc5OTmcc6gGRFFUFGXWrFkRERE9evR49OjRZ5999uDBgxo1aowZMyYtLW39+vWdOnWaPn16Zmbm8ePHa9as6eXlNWHChL179xYWFk6fPp1zXlhYOH/+/JkzZ/r4+EyZMmX8+PEZGRm3bt1q2rRps2bN7HZ706ZNv/vuu+Li4ry8vNGjR7ds2XLPnj03btyoW7dueHj4L7/80rVr14yMjGvXruXn59epU2fy5MmPHj3auXOnqqp16tQJDQ3NzMy8ePFidHT0vn372rRp0759ewDIyMhYuHDh8uXLmzdvXlRUxDkXBMHNzW379u2ZmZndunU7duzY0qVLHz16tHDhwtjYWD8/P4PBkJSU9MsvvyxfvlyWZSI6duzYrVu3Hj9+bDKZvL29z58/36lTp7CwsCNHjtSrV+/BgwfXrl3r169fUlJSTEzMDz/80K5dOxcXl6SkpJKSEj8/v8jIyIyMDJvNVlhYWFFRMXnyZJPJxDkH3T+KMeZwOOLi4kaNGtWsWbMJEyZMmTKlpKTE3d09ICBg586dhYWFffv2LS4uzszMDAsL+/rrr4cOHerv7y8IwoEDB65evbpkyZK1a9c+fvx4zJgxu3btKikpcXd3/+CDDw4fPpyUlBQUFPTee+/9+uuvPXv2PHv27INKdevWHT9+fH5+/s6dO0tLS8vLy99//3273Z6Xlzd8+HBEZIwVFhauW7fObrc3atRo4sSJmqbB85BlOT09PTU1NSoqShRFIoK/RpKklJQUAAgLC1MUBXR/zsXFJTc3d8mSJXFxcQEBARkZGTt37iwpKfH393/nnXe2bdt25MiRwYMHjxw58tixY9euXatZs2bjxo2HDRu2dOnSjh07BgcHE9G1a9e2bt26evXqGzduJCQkTJky5cyZM1lZWX369OGcm0wmADhz5kxBQUFFRcXUqVNdXV23b9/+5MmTl19+uXfv3qmpqf379z969Gh+fv6DBw/atGkzcuTI06dPW61WV1dXb2/voUOHHjx4sHbt2sHBwXv27AkJCfH39xcE4Ztvvjl8+PCGDRsMBkNZWdnu3bvv3btnsVh++umnlJSUuXPnXrly5fjx461bt3733XcVRWGMFRUVff3116Wlpbm5uYGBgfn5+dnZ2aNHjw4ICDh48GD//v03bdrUuXPnOnXqfPnll5MnT05NTQ0NDT1//vzx48cVRenWrduAAQO+/vrrJ0+e5ObmNmnSZNSoUaIoEhFUD5xzg8FgMpmQiDjnOTk5nHOoBhhjd+/e/eSTT+bNm1evXr21a9dqmvbBBx+sX7++fv36zZo127NnT0xMzNOnTzds2DBz5szLly9/++23n3766cqVK1977bVBgwZxzjMyMpYuXRoVFXX16tWcnJzBgwfHx8ePGzeub9++W7du9a60ZcuWJUuWHDhwoEGDBnXr1v3pp59mzJihaZrD4UhISJg5c2ZCQoKvr29ERMTSpUvHjh176NChwMDAVq1axcTEzJ49+/z58zVq1IiIiPjpp5+aN29er149IiotLV21alVeXl5ISEhQUJAkSefOnTtx4sTNmzfnzp1rtVqNRmNkZOSvv/66cePGRYsWGY3Ge/fuLVq0aMiQIb1799Y0TVGUGTNmNGjQoF+/fjExMaNHj65Vq9Z3330XHx9vsVgGDRp048YNDw+POnXqXLhwITIycuHChe+///6BAwcCAwO7desWHx8/atSoc+fOXbp0ac6cOWvWrImIiHj99ddVVQXdP4ox5nA45syZ4+XlpSiKm5vbtGnTEhMT/fz86tSpc/To0blz59auXfvo0aOnTp1ydXVtL7vkWgAAIABJREFU3br1kCFDEFGSpG+++SYlJaVDhw4ZGRmjRo1q2bLls2fPEHH58uX9+vVr3LjxqlWrzGazwWCIj4+fPn16UlJS3bp1IyIiFi9e/O677964cUPTtDfffHPlypVxcXHPnj0rLCzs2rUrADDGPv/8c03TiMjhcERFRamqCs9DluX09PTU1NSoqChRFIkI/hpJklJSUgAgLCxMURTQ/TlRFE+cOHH48GGLxaKq6sKFCzt16tStW7f4+PjRo0ffuXMnMzMzOjo6NTX1xIkTZrN5+/btiqJMnTp1wYIFEyZMaN68OWPs0KFDR44cmTRp0oEDB+rWrVuvXr1NmzYtWLCgadOmFovl7bffvnDhwpUrV2bPnp2QkDBixIgLFy5wzt977z2Hw3Hnzh2r1Tp16tTo6Oh33nmnfv36n3322YwZM9atWxcZGVlYWJiYmLh06dLExMT+/fu3adPm1KlTr7/+uoeHByLevXt3+fLlbm5u4eHhHTt23Lp1a3Z29siRI7/99tuioqIFCxYoijJv3rzQ0NCuXbuqqipJ0tWrVz/++OOZM2c+fPhw//79ixYtOnLkSP369V977bVNmzZFR0evW7cuKirq119/zc/P79SpU0pKyogRI7Zv3z59+vSCgoLdu3fHxsaazebu3bu/9tpr27dvX7x4sZeXl6ZpUD1wzg0Gg8lkQiLinOfk5HDOoRoQRfHUqVMHDx5cvHhxcXFxXFxcdHR0y5YtV6xYUadOHR8fn4sXL86bNy8pKenx48fz5s3bv3//jRs3xo8fv2DBgg8++KB169aMsePHj3/66addu3atXbv2oEGDLl68eOLEiUWLFhFRfHx8v379bt68qWnapEmTFi1a9Nprr6WlpXXu3HnQoEEAYLPZ9u/fP2XKlFWrVk2fPt3b2zs2NrZbt26nTp1atGiRw+FYtmxZdHT0jh07evTo0adPHwBwOp2cc0SUZdnhcKSlpW3ZsuX9998PDg6+fPnyrVu3jh8/PmTIkO+//75///79+vWzWq0nTpxYsmTJ48eP16xZ07Jly/feew8AEPHJkycLFiyYNWtWSUnJli1bPvnkk5MnT/76669jx45dsmTJtGnT9uzZExQUlJmZKctyly5dtmzZMmDAgK+//nrp0qWurq6zZs16++23f/rpp+7du3fs2DE2NnbChAmvvPKKpmmg+0cxxhwOR0xMzMsvv3zv3j1/f/+pU6euXbvWZDIFBQWtW7euvLx83LhxWVlZa9euDQgIWL16tZubm6ZpkiRZrdZvv/22a9eup06dmj9/vsFg2LNnz5MnT65evTp69Oh27dotX748NjaWMbZgwYLJkyfv27fvjTfe6NWr14IFC7p27VpYWHj58uXmzZtfvHhx7ty5np6eiFhRUSEIQlZW1po1ayIjI0+dOmW326dPny7LMhHBXybLcnp6empqalRUlCiKRAR/jSRJKSkpABAWFqYoCuj+nCRJ27dvf/bs2axZs9LS0rZv375s2TJXV9dZs2YNHz788uXLNWvWfO+992JjY9u3bx8WFrZ8+XJfX9927dqtW7cuLi7O09OTMbZu3br09PS2bdv6+fkNGDBg165dRDRjxoz79+8vXrx42rRpO3fu7NmzZ8eOHRcsWBASErJv376pU6e2aNGCMbZ79+68vLyePXvu3Llz6dKlWVlZW7du7dq16/Xr1xctWnT69OlDhw5NnDhx1apV06ZNa9asGRE5nU4iYoxJklRYWHj8+PGvvvoqPj7ew8MjJSVFFMXTp0/3799/7NixWVlZS5cunT179ksvvcQ5l2X522+/PXXq1JIlS7Zt22a326dPn7548eLAwEDG2Llz50JDQ7du3RobG7tly5ZXX321rKzswYMHHh4excXFs2fPTk9P37p16+jRo7dt22axWG7fvv3VV1/Nnz/fxcWFiKB64JwbDAaTyYRExDnPycnhnEM1IEnS9u3bCwoKZs2alZWVtWjRosWLF7u6usbExIwaNerChQuurq4TJkywWCze3t4RERHTp0/v3r17p06dEhIS4uLivLy8GGPr169HxAkTJoiVNmzYIMtyZGTkw4cPFy9ePGXKlH379vXs2bNdu3ZxcXHvvvvu7t27R4wY8cYbb5SVlR04cOD+/fu9e/fesmXLypUrf/3114MHD/bq1ev48eOffPLJzp07L1++bDabV6xYMX36dG9v7+LiYl9fX0QsKyu7f/++r69vWVnZggUL+vTpM2DAgFq1ajkcjqlTp3bo0OHSpUtDhw7t2rVrXFxcu3btXnnllc2bN3fu3Pntt9+WZRkABEH47bff9u7du3jx4qNHj968eXPOnDkJCQne3t6tWrXatWvXlClTEhISJk2atG/fvrfeektRFJvN1qVLl2+++SYhIeH69esbNmyYMGHCzp07o6Ojy8rKPv300/nz59euXZtzDrp/FGPM4XDExsaOHDnSaDTGxMTMmjXr+++/9/T0HDFiBCImJydfvny5Q4cOly9f1jStfv3648aN45xLknTgwIErV67Ex8cvW7bMYDD4+PikpaXNnj37k08+6dSpU2Bg4LJlyxYuXMgYi4uLmzJlyt69e7t06dKnT5+FCxd26dLl7t276enpTZo0GTx4cPPmzfPy8pxOp8lkEgQhMzPz888/lyTpypUrnPP58+e3atVK0zT4y2RZTk9PT01NjYqKEkWRiOCvkSQpJSUFAMLCwhRFAd2fQERN0xYuXNipU6dhw4Z99913Bw8eTEhIuH79+vr162fPnr1t27b+/ft37tz5ww8/HDFihJ+fn9ls/uijj0pLS3/++eeYmBhJkioqKmJjY3v16tW7d29RFJ1O5/z583v16tWvX78zZ87s27dv8uTJa9eu/fDDD8vKyrZu3fr+++9v3Lhx4cKFJpOpoqJi1apVbdq04ZxfuHBh8eLFW7duffr0qZeX17Nnz6ZOnTpv3jxfX98ePXrs3LlzwYIFpaWljDFvb28AePbs2dOnT/39/XNycpYuXTp79uxOnTqpqpqWlrZz587o6OhXXnklNTU1OTl56dKlgiAQkSAImzdvdnFxGT16dFxcXM+ePTt16jRv3rzx48efPn1almV/f/9ffvll2rRpixYtGjNmzJEjR1q0aHH79u06depMmTJl/fr1BQUFrVq1Onv27Pz58/fu3fv48eOZM2dqmkZEUD1wzg0Gg8lkQiLinOfk5HDO4Z+GiACwYsWKli1bhoSEFBUVrVy50m63E1Hz5s1HjRr12WefnT17dvLkyU+ePNm3b1+TJk1ycnImTpyoquqPP/5oNpslSVJVddmyZW+88cZbb72lqqqmaatXr+7YsWOfPn0uXbq0b9++yMjILVu2REZGIuLmzZvNZnNycvLly5cbNmwYFBR0/vz5Bg0ayLKckJDQsWPH/Pz88PDwBg0aLFq0yN/f/8mTJ23atOnRo8fu3btnz5599OjRgoKCyMhIxlhBQcHatWtv3rzp5ub22muvjRgxYu/evQ6Ho7i4mDH24YcfHj58+OzZs97e3h4eHmPGjImPj7969WqzZs1cXV2jo6MDAgIQ8fDhw7du3ZoxY0ZiYmLt2rWHDBmydOnSfv365efnZ2Zm9u7de+/evePHj9+8efO4cePS0tIURendu/fixYu9vLwKCwsHDhz40ksv7dmzJyYm5ty5c2fPnp05c6YgCEQEun8UY8zhcCxdujQ0NDQwMHD58uX16tWz2+3e3t7+/v7Hjx8vKipq0aKFj4/PnTt3Bg0atHLlyjFjxrRv3x4Rv/3228uXL8+ZM+fcuXMpKSl9+/ZNSUlp3LhxZmbm8OHDu3fvPnfuXC8vryFDhuzdu/eDDz748ssvO3bs2KNHjxUrVnTs2PHevXs2m61p06ZPnz4dNWrU1atX79+/P2nSJABgjMmyLIpiUlJSWVnZ2LFjnU4nPA9ZltPT01NTU6OiokRRJCL4ayRJSklJAYCwsDBFUUD3JwRBePbs2ZIlS0aNGtWmTZvc3Nxly5Z5eXkVFhYGBwe/9dZbcXFxqqpOmTLl8OHDV69e9fHxefz4cWxs7MmTJ8vKysaMGYOIjx8/Xr58+aRJkxo3bkxEhYWFy5cvHzduXIsWLQ4cOJCVldW7d+/PP/88Jibm3LlzaWlpEyZMWLZsmaqqJpMpODj4iy++GD58+A8//HD69OkWLVoUFRVNnTr18ePHW7dubdq0aWZm5siRIzVNu3bt2pQpU9atW9e8efPg4GAAyMzMXLt2bUFBgbu7e9++fbt3756cnFxRUfH7778PHjw4MDBw7969qamp+fn5w4YNGzFihKurq6qqq1ev7ty5c/v27ZcsWTJu3DhRFDdv3jx9+vTdu3d37NgxLy+voqLizTff3LJly/jx43fs2BEWFpafn79r164GDRqUlpZGRUWdPXu2vLz8gw8+WLNmTZMmTQYNGqQoClQbnHODwWAymZCIOOc5OTmcc6geKioqJElijCFieXl5VlaWu7t7QEAAItrt9rt37/r6+taqVevOnTs1atSoW7euIAiaphGRJElQqaKiQpIkxhhUcjqdoigyxrRKkiQ5nU4XFxfOuaqqLi4uiqJkZWW5uLjUq1ePiGRZXrduXa1atd544w03Nzc/Pz8ievz4cUlJib+/vyRJiKiqqizLFRUVAODi4gIAjLHMzMw9e/ZMmjTJ19cXAPLz8x88eFCjRo2AgAAXFxdVVe/cucM5b9y4sSAIpaWlnHNVVRHRw8NDEAQAUBQFEUVRdDqdQiWn0ylJkqZpAMAYU1VVkiRFUSRJUlWVMSZJ0rNnz3JycoxGo5+fn6IoqqrKsqyqKhFJkgS6asPpdIqiKAiCqqqapiEiY0zTtNzcXERs2LAhEXHOXVxcysvLAUCWZQDQNI1zLkkSAFRUVMiynJeXZ7fb/f39ZVkWRbGgoODx48cNGzZEREmSVFVljAmCoFZatGhR165du3Xrtnjx4o4dOw4ZMqSiosLV1RX+g6qqRCRJEjwnWZbT09NTU1OjoqJEUSQi+GskSUpJSQGAsLAwRVFA9+eIyOl0yrKMiIyxZ8+e5eTkGI1GPz8/znlhYWFeXl6jRo0AICcnx9vb22AwiKKoKApjTBAEAOCcK4ri4uIClYjI6XTKsoyIiqIgImNMVVVZllVVJSIXF5fS0tLs7GxPT08fHx/OuaZpCxYs6Nu3r5+fn9Fo9PT01DTt7t27giD4+PhIkqRpGgCIolhWViZJkiiKACAIwg8//HDp0qUJEybUrFlTVdWcnJzS0tIGDRp4enoqilJSUsI5Z4whYs2aNRERAJxOpyiKiOh0Ol1cXDjnqqpKkqQoiiiKmqYxxhBRVVVJkhRFkSSJMXb//v3CwsJGjRp5eHiUl5czxgRBcDqdoigyxqA64ZwbDAaTyYRExDnPycnhnEP1gIgAQEQAgIiMMfoDIjLGOOdEJAgC/QEAEJGIoBIiEhH8ARGJCCohIhEhIhEBACISESIyxoiIc84YU1V106ZNb7zxRocOHVRV5ZwDAGMMETnnAEBEiEhEiAgARAQAiFhSUlJQUNCgQQMAICLGGCICAOeciBCRMQYAnHMiwkpQiXMOlRARAIgIEQGAiBCRiBARAIgIEYkIEYkIEQGAiBhjiEhEnHMAQEQiQkQAICLQVRuISEQAgIjwHxhjAMA5h0pEhIgAQEQAgIgAQEQAgIhExBhDRM45ABARYwwROecAQESISEQAgIgAcPjwYZvNJsuywWB49913TSYT55yI4D8gIgAQETwnWZbT09NTU1OjoqJEUSQi+GskSUpJSQGAsLAwRVFA9z/agxPwmO79cfzv9zlnRiQSS8giIcHEvsZW2yCW0EUnqpRWl+hJW1XLSDAIMQZjLdUFR1va3lZ1jUr3BaMGpXaxb7UTk4iJmTmf83n/e/N/+jzf7/N9ft/vdS/3yY3P6/W/QkQignKSJCEiEXHOAUCSJEQ0DAMRJUmivyAiABARlENEIoK/ICIRAQAiAgARISIRISIAEBEiSpJERJxzRVGuXr369ttvP/PMMwkJCYZhcM4BQJZl+gsiAgARISIAEBEASJJ05coVIoqPjzcMAwAkSUJEzjkRAQCWAwAqB+UQkYgAABGJCAAQkYgQkYgQEQCICBGJCBGJCAAkSUJEzjkRISIAEBEiAgARQUXCOY+KioqLi0Mi4pyfOXOGcw7CXxhjsiwjItwJqRxjDAShwpAkye/3M8YiIiIUReGcw91jNpt37dq1efPm0aNHK4pCRPCPMZlM69evB4ChQ4fqug5CxUZEhmEoigJ3SJZlADAMA4S/cM6joqLi4uKQiDjnZ86c4ZyD8BdEJCIQhEoBEaEcEcFdZTabd+3atXnz5tGjRyuKQkTwjzGZTOvXrweAoUOH6roOQoWHiEQEwr+Mcx4VFRUXF4dExDk/c+YM5xwEQRDuhNls3rVr1+bNm0ePHq0oChHBP8ZkMq1fvx4Ahg4dqus6CMJ9g3MeFRUVFxeHRMQ5P3fuHOccBEEQ7oTJZNq1a9emTZvGjBmjKAoRwT9GUZT169cDwNChQxljIAj3Dc55ZGRkbGwsEhEAcM5BEAThDiGi1+vdsGGD0+lUFAX+YYioaRoAqKpKRCAI9xP8/xERCIIg/LO8Xm9+fr7L5VIUBe6EpmkAoKoqCMJ9CYkIBEEQ/llerzc/P9/lcimKAndC0zQAUFUVBOG+hEQEgiAI/yyv15ufn+9yuRRFgTuhaRoAqKoKgnBfQiICQRCEf5bX683Pz3e5XIqiwJ3QNA0AVFUFQbgvIRGBIAjCP8vr9ebn57tcLkVR4E5omgYAqqqCINyXkIhAEAThn+X1evPz810ul6IocCc0TQMAVVVBEO5LSEQgCILwz/J6vfn5+S6XS1EUuBOapgGAqqogCPclJCIQhHuOABCEysjr9ebn57tcLkVR4E5omgYAqqqCINyXkIiOnCiaMs9jGBwAQRDuATJ4fHyUc2LX+NgIECoXr9ebn5/vcrkURYE7oWkaAKiqChUD5/yDOZ8d23NSURQQhHvGYEZsUp2R04YgEU1fsNWz8+LIwS1DjIMg3G2IwBhf9vauxTN6Ptq/EQiVi9frzc/Pd7lciqLAndA0DQBUVYWKoaz09gsdcjo/lFortiY3OAjCvYBgGMYv6359adGzSERT5nmKb+pzJvcKBHUQhLsNEXVmPD124wS1nS3dAkLl4vV68/PzXS6XoihwJzRNAwBVVaFi8JeUTUjLHeEYHJccZzADBOEeQETGjHdyP3wi24ZE5HB7inwhZ7Y1EGQgCHcbIurMyLQX2LNSbekWECoXr9ebn5/vcrkURYE7oWkaAKiqChWDv6RsQlrusBxbXHKswQwQhHsAERkz1uStG56TgUTkcHuKfCFntjUQZCAIdxsi6szItBfYs1Jt6RYQKhev15ufn+9yuRRFgTuhaRoAqKoKFYO/pGxCWu6wHFtccqzBDBCEewARGTPW5K0bnpOBRORwe4p8IWe2NRBkIAh3GyLqzMi0F9izUm3pFhAqF6/Xm5+f73K5FEWBO6FpGgCoqgoVg7+kbEJa7rAcW1xyrMEMEIR7ABEZM9bkrRuek4FE5HB7inwhZ7Y1EGQgCHcbIurMyLQX2LNSbekWECoXr9ebn5/vcrkURYE7oWkaAKiqChWDv6RsQlrusBxbXHKswQwQhHsAERkz1uStG56TgUTkcHuKfCFntjUQZCD8qxCAQPgvEFFnRqa9wJ6Vaku3gFC5eL3e/Px8l8ulKArcCU3TAEBVVagY/CVlE9Jyh+XY4pJjDWaAINwDiMiYsSZv3fCcDCQih9tT5As5s62BIIMKT5IkWVaIyDAYEcE/wGQyGYbBOYf/DhFlWWaMwV9MJpNhcM4N+L+gJCEA5xwAJElClAyDKYrCORFxIoL/AREVxQRAjDEigr8goizLhmEQEVRGiKgzI9NeYM9KtaVbQKhcvF5vfn6+y+VSFAXuhKZpAKCqKlQM/pKyCWm5w3JsccmxBjOgkpIkSZZl4sQMpsgKARmGAeUkSUJEwzDgXyZJkizLRGQYBhEBgKIonHMikiWZEwcARDQMA+4ziMiYsSZv3fCcDCQih9tT5As5s62BIIOKTZYVv//WqVPHIsIjkpIbwT+Ac75v76769RvUiYnj3IC/IEplZbeuX7tSN6G+LMuIyDnfv393bGzdunUTOefw/4aIZWV+IgoPj0BEn6/o9u3bdesm7t3zm3fblt5pA5o1b8W5Af+FJEnBYPDE8UJZVpIbWKpUqUJE8CdEPRi8dOlCfN0Es7kKEUGlg4g6MzLtBfasVFu6BYTKxev15ufnu1wuRVHgTmiaBgCqqkLF4C8pm5CWOyzHFpccazADKiNFUUpulpw7f65G9ep14xKOnzxWpUqVpHrJnHNELLpx3eA8pnYMEcG/QJGVktKSPy6cC6sSllQvWZZl4rTz9x2Hjh5MTxvgK/bt3L0jtU372NqxMTGxiAj3E0RkzFiTt254TgYSkcPtKfKFnNnWQJBBBaYoyqmTx19bNi8YuG0wo2//h4YNfw4QuMElCXWdmUwmROCcIyIAEAAC+P23HDkvD3/qeWvP3rpu6HpIlhVZkSWUjhQe/PabL59+9sWoqOqSJIVC+rQpY3qlpQ969HHGGADKshwKBVGSEBD+jhhjACDLyheff1jm9494apQkSVs2//jHH2czBj8x3TG2fYcuaX0G1k2oR8QRkXNuGAaiVFZ2a8WbS/z+Um7w/gMGde/RG1HinCuKfPHCH+s+Wjts+LN16yYScSICAMaYyWRClDg3EJExhoiyrHDiCGgYTFFMnBuSJDOmExFUYIioMyPTXmDPSrWlW0CoXLxeb35+vsvlUhQF7oSmaQCgqipUDP6SsglpucNybHHJsQYzoNKRZfnI8cJVa9+SJYUZbNBA26HCg7ExsU8OGckYI6Dvf/42GAo+1P8RSZKAABA457Isc84RJSL+J0VWOHFFUbjBmcEUReGcS5JkGAbnHABkWT505ODq91aZTKayMn+DpIajR72iM925YEaatV/7th2Wr1qa2rp97doxZ86eGmp7omrVqlCOysmyzDmXUNKZDpURIjJmrMlbNzwnA4nI4fYU+ULObGsgyKCiQkTDMGZMn1CnTuzol7NLb5WWFN9AxK2enwOBQOfO3Vu2bnuk8NC1a1dOnjzWvv0Dt26VHik80DttQL36ydMdYxulNAkLC2vQoLG1Z59z586cPXPy2NHD7Tt00fVQu9ROJcW+b7/JB6DtXs/gIU+2adP+m6+/DOmh2rXrdO+edvt22U8/fUNEaX0GJCYmcc4VxbTyrSWlpTft2TMQ4czpk6WlN4uLb8yfN33YE8/ZBj9x5fKlLVt+rFKlSt++D8XExsmysm/vrnlzpy1Zurp2dB1mGCazafu2LQcO/F6vXoNOnbqdOHG0Tdv2/lu3fvzx67Iyf48efRo3blZYuP/GjaIjhQcbNkzp0bPv7bKyH38suHr1cvsOD7Rt28G7bcuhQ/saJFt6paWbTCYigooKEXVmZNoL7FmptnQLCJWL1+vNz893uVyKosCd0DQNAFRVhYrBX1I2IS13WI4tLjnWYAZULpIk+ctu5blzU9t0GDLo8RvFN0KhUMF3G/23b9WrW79mjZq9e/Q5e/4s0/VmTZofOV64Y9eOiPAIa1fr6bOnDh89VDUsvFe33tHRtbft/PXkmRNR1aIsDRs3a9xs286tJ0+frBtft0eXnuFVwxGx9FbprPkzOnd4wPbQ4Bu+G3MWO/v27BcVWX3Fu28+NXRkzRq1lq9aOviRIR3bdSq5WdK6RZtr169u/nWTbujdO/eIrRO3edsvl65cbt2sdbs2qUQElQ4iMmasyVs3PCcDicjh9hT5Qs5sayDIoKKSJPnypfOTs1+aPM3Vpk17XdcVRdm549erVy+XFBdv3vT99Bnz581x1ImJa9ioyZeffzRgwKBgKPjHH2em5bqn5IyuVi2ye4+0zz7929Tpc7Z7t368bs3Ip7Nq14nd8OX6Oe7XVr31ajAUTElpunbNW/bsmQcO7FFkmXNj12/bZ8xauPbdFU2aNg8FQydOFE6dPi8iIlKSpNWrlpWW3hxvnybLyvqP1xwpPNSrd//583IfH/p0l649V654tUuXHufPn/P7S7MnzTKbzdevX82dNqF6VNQodWzTZq12bPdoq5Y9/MgQQKxfL2nFW0smTXauX7e2eo2a1WvU3Llj67Tp8xYuyGNMt1r7fvHFuok5M3bt2Hb69PEu3XpFRFRjBvt64+cDB9oKNn7Wt99DDz78GGM6VFSIqDMj015gz0q1pVtAqFy8Xm9+fr7L5VIUBe6EpmkAoKoqVAz+krIJabnDcmxxybEGM6ByMSmmw0cPLX1r8SyHKzYmjohkSX5t1dIjxw8PGmDb8G3+qCefLzxReLPk5tCMYe6lczq37xIRHpHSsPG5C2dNJvO2nVtrRNVo37bjpxvW9+zW62+fvD9iyEgE8Hg3908b+P0v37Vo2mLEkKckSTp05NDyla/Ocrjq1I6RZWXNh+9cK7raMbXTm6uXPzH4yehatd5Y/XrGw4NrRNXwbN8yeazjdW1ZdM3aSUkN4mPjDx899Mf5c21bt/v6+4IXnn2piaWpwQ2oXBCRMWNN3rrhORlIRA63p8gXcmZbA0EGFZUsy6dPn8idOs7pWtrI0oQxXZLlYt+NHds9p08d3+r5ZfrM+WvefnPI0KeaNWs10a5Omz4PEefNmTo117186byMx0ak9emTM3FMq9apwUDgwvlzzjnuHdt/e1tbPm7C1HmuqdlTZqWkNHNMGm3t1e+337altutMQPv27nro4cEu55T+Ax4JBgJ7ft/pdL1ar34yAK5etay09OZ4+zRZVj795P1jRw+rL4zPmzFxylTXH+dOu+fl2mzDrly5fOrk0QWLV1aLjJIQr1+/tvbdtzzhKKr5AAAgAElEQVRbfhw73nH82JFgMDjZMUNncPrksYXzZ4585oXFC2d17d47LCxsy+YfZsxc+OEHb3fp1nPQo0Mck15p267jls0/PvHkc7169w7cNtxzp50+dcLas+927xZLStNx46fqTIeKChF1Zjw34evJYzo/nFYfhMpl165dn376qcvlUhQF7oSmaQCgqipUDP6SsglpucNybHHJsQYzoHIxmUy/79u1Ys1b86bPr1G9Jicuy/Lrq5fH1K7z7PBR7qWuBkkNA4HAzdKbzZu22PjdBtfUuSazWdf1M2dPHzp2cNeeXWaT6YEOXbf9tvWpIU+vXPvWk4+P/PyrT7t17pHx8OCC77/6+oeCvMmzw8PDf9+7e9V7K1xT59aoUVORlY8+/9uFi+efGTFq/tI5U8ZPMynK7EWzxr9kv3jp4sbvNjw1dOTyVcum2WfUS6x/8+bNKc7s2tF1LA1Tft7y41DbE3179teZDpULIjJmrMlbNzwnA4nI4fYU+ULObGsgyKCiQpRKSm6MffnZZ557aZDNFgwYZWVlb7w2P6SH2rbt8PHH702a4nzv3RUZQ0akWJrkThufM3kW53zxwllTprpeWzpv8JAn0/r0yZk4pm27jmV+/40bRTmTc3fu2L7mnTfHTpg61+WYPMVpSWk6KfvFXr0H7N7tvXzpQlx8wuOPjwyFQnPnTB31/CvVqkVVr169QUOL2VxFlpXVq5aVlfnt2TNkGT76cO2xo4efG/XyrJnZOZNmnT9/9q03Fr/w0viwsPDqNWo0bNhYkiTi3FwlLDJSfuuNN3fv3pGU1EhCzHHkBgPGmdMnFi3Ie+pp9bWl8x4f9nTduvXCqlZt2LDx/LnTu1vT+qc/Mmtmdps2HTb98v2TI5/v2auX3x90z51e5r81yDYMABIS68fF1SUiqKgQMaTTxOlrE2ueSa5XkwiEyuTy5ctVqlSZM2eOLMtwJzRNAwBVVaFi8JeUTUjLHZZji0uONZgBlYsiK2fPn81zT7ePzunQrmMgGNB1fdXaFTF1YkY89uTiNxY2SGoUCNy+WXqzWZPmBd9vcE11m8zmS5cvzH/N3f2BHlevXrnhu96lU7ePv1yXEJfQJKXpI+mPuhbN6t0jzfbQ4I3fbfj+l+9yc/KqVql65o/TzgUzs8dMbtc6NRAMzFk8q35icr9e6QuXu3NemWI2m+Ysnv1K1rir165+/cPGJx8f+dqqpbk5eQnxicXFvmlzprRu3qZtq3aImFy/QVRkFBFB5YKIjBlr8tYNz8lAInK4PUW+kDPbGggyqKgQUZLkD/+2Ov+Ljx9+5LGSkuIaNaNPHC+MiIhMatDwi88+mjFzwdurXx8ydGSTxs2mTBrtmDaXcz5/Xu6MvAVzZzuqRkR06drz64LPp013b970fbHP58h1bvdu01YsnTv/9ddfm48IDRs1/uA9bczYyVs9P5eW3mzYMKVZ81Zt2nZYtGBWixZtLClNFUVJbd9ZKaetWPrNN/ldu/VKTEwCpBPHjjyfNW76tHGTpzgjo6o78yb1sKbVrVsvIqJam7YdFEU5sH/Pt19/WT+5wZbNP7Zv/0CLFm1WrVo2aNDjgcDtRpbG76x+fWJO3gcfaDVr1GrfoYvBWYcOXWbnTbL26jdg4KPTp47r3r33uXNnzp099UAXqywrkix/vfGzjMdGGAZLSWlWr34Dzg2oqBAxpNMrjo8eaBls2yKOcwKhcklMTOzYsSMiwp3QNA0AVFWFisFfUjYhLXdYji0uOdZgBlQuiEgA7/5t9c7fd/TvlX7p6qWUhinHTx6PqRPz1ONPL1g2t2GDlNu3y4pv+gY/8vicxbO6dephNptq16rz8Zfr0nsPKDx2OBgKPtChy/ovP27etEV0zeg+1r47f9/h/W3bgD4Df/b83L5tB9uDGfxPRKvXrtx3aE+/3ulnzp0+fe70tAm5hsEXLJ/nmDC9isk8a8GM8aMnXrlyZcO3X04eN3XJmwtjY+IS4xNj68QePXH03Plz/Xr3v337dusWbapHVSciqFwQkTFjTd664TkZSEQOt6fIF3JmWwNBBhUYIjLGvNs27d61vVat2n36PYiAP/7wda1a0QmJSSkpTc6eO123bmK1iMjDh/enNG4ORMePH2ncpNnZM6cuXDh39sypVm3ad+7c7czpEzpjKY2b+m7cOHv2ZMuW7YqKrn3/7YbwiGqNGjUOqxr+tvZav/6PREZGvvHa/Owpzjq1Y3/68WvG9KbNWnbs1E2WZUQ8d/bUnt9/05les2Z04ybNb5f5k5IaFhYesFiaREZVP3rkkHfbZgJq3bp9u9ROiOjzFf3049dnTp9MSWnWL/3hsLCqHs9PR48cSklp1i6109kzJ5s2bVlys/jnn77x+281aJDSvUfaiRNHoqPrxMTEFRYeqB0dE1a16vffbSgtvdm5c4/GTZp7t20+euRQtchIq7Vv3YR6nHOoqBBRZ8Zz9q8nvdTpkb5JIAjlNE0DAFVVoWLwl5RNSMsdlmOLS441mAGVDiKGQiGPd/OR40fiYuOtXaz+Mr/ZZE6sW+/4qWMR4RGGYYSYbmlgOXD4wO59v9WJrt21U/eTp08WHj1ULzEpsW7izt93XL12ZWDfh776bgPnfOwL47ds23z+wh/JSQ26dOhqNpuJCBGDwYDHu+XoiSO1akZbu/aql1Df77914vTxxpYmEuLRE0cbJTcKBIOXr15q1rj5xcsXt2zbZDaZu3bqVj2q+hbvlqvXrtaOju7RxVotIpKIoHJBRMaMNXnrhudkIBE53J4iX8iZbQ0EGVRsiGgymYlIkpAZBhBIEgLgn3SmK7JiGIyITCaTrusAYDKZdF1XFBMics4RUddDiqIAIGO6JEmKooRCIVmWJUkGAFmWrl+/5nJOTqyXFBZW9czpE2PHTU2sV58IiDiipOshKKcoislkAgDOiTEmScgYM5lMuq4TkclkAgAiQkRd1wFAkiSTycQ5oYRM14nIZDJxTohoGExRFF3XJUmSZdkwuCxLuq4riolz408mk5lzg4hkRSEiIDAMZjKZDcOQJIlz409QgSGizoxMe4E9K9WWbgFBKKdpGgCoqgoVg7+kbEJa7rAcW1xyrMEMqIwQ0WQyEREiGoaBiERkGIaiKEQEAIjIGFMUEwAhomEYkiQBgPQnlNZ/uW73vt1tWrYpPHq4Y7tOD/Z/WELJ4FyWJJ3pRATlJJQUk4k4Rwm5wZnBENGkmHSmA4BJMelMR0RZlnVdl2VZQgkAOHEiUmTF4IYkyYzpRASVDiIyZqzJWzc8JwOJyOH2FPlCzmxrIMjgvidJ0tWrlwsPHwCA5i3b1KkdwzkH4V+AiDozMu0F9qxUW7oFBKGcpmkAoKoqVAz+krIJabnDcmxxybEGM0D47xBR10NHTxy9fuN6fEx8Y0sTEO4cIjJmrMlbNzwnA4nI4fYU+ULObGsgyEAAkGVZUUwAwJhuGAYI/xpE1JmRaS+wZ6Xa0i0gCOU0TQMAVVWhYvCXlE1Iyx2WY4tLjjWYAcL/gIiKYpIk5JwznREQCHcIERkz1uStG56TgUTkcHuKfCFntjUQZCAIdxsi6szItBfYs1Jt6RYQhHKapgGAqqpQMfhLyiak5Q7LscUlxxrMAEG4BxCRMWNN3rrhORlIRA63p8gXcmZbA0EGgnC3IaLOjEx7gT0r1ZZuAUEop2kaAKiqChWDv6RsQlrusBxbXHKswQwQhHsAERkz1uStG56TgUTkcHuKfCFntjUQZCAIdxsi6szItBfYs1Jt6RYQhHKapgGAqqpQMfhLyiak5Q7LscUlxxrMAEG4BxCRMWNN3rrhORlIRA6350ZxaHZOz0CQgSDcbYioM+PZ8RvtWam2dAsIQjlN0wBAVVWoGPwlZRPScp+YlBGXHGswAwThHkBExox3Z340PCcDiWjy3C0XLpdNH9c9GGQgCHcbIurMeHHKt45XOg4ekAKCUE7TNABQVRUqBn9J2ZjujsfGPRybFGMwAwThHkBExoy/zf105LTHkYi+3XR64uzNsoSIIAj3gmFQ9cgwbWG/5inRIAjlNE0DAFVVoWJgITZ/1OtnC88rJplAEO4JBDAYj4qOHPuaikQEACfPFjPGQRDuDU5UMyosLiYCBOEvmqYBgKqqUGGUld4uuuRDRBCEe4aIIqLCa8XVQCICQRCEfztN0wBAVVUQhPsSEhEIgiD822maBgCqqoIg3JeQiEAQ7jkCQBCE/0LTNABQVRUE4b6ERHTkRNGUeR7D4AAIgnAPkMHj46OcE7vGx0aAIJTTNA0AVFUFQbgvIRFNX7DVs/PiyMEtQ4yDINxtiMAYX/b2rsUzej7avxEIQjlN0wBAVVUQhPsSEtGUeZ7im/qcyb0CQR0E4W5DRJ0ZT4/dOEFtZ0u3gCCU0zQNAFRVBUG4LyEROdyeIl/ImW0NBBkIwt2GiDozMu0F9qxUW7oFBKGcpmkAoKoqCMJ9CYnI4fYU+ULObGsgyEAQ7jZE1JmRaS+wZ6Xa0i0gCOU0TQMAVVVBEO5LSEQOt6fIF3JmWwNBBoJwtyGizoxMe4E9K9WWbgFBKKdpGgCoqgqCcF9CInK4PUW+kDPbGggyEIS7DRF1ZmTaC+xZqbZ0CwhCOU3TAEBVVRCE+xISkcPtKfKFnNnWQJCB8O+DAAT3AUTUmZFpL7BnpdrSLSAI5TRNAwBVVUEQ7ktIRA63p8gXcmZbA0EG/yEURZEkiTHGOYd/gFQOAAyDE3EAkGWFiP8J7pwsy0TEOYdyKEkSomEY8N/JsowoMabDXxRFMQwOQLKicMOgcvB/kWWZiPDvJMZ0+E+DiDozMu0F9qxUW7oFBKGcpmkAoKoqCMJ9CYnI4fYU+ULObGsgyKDCQ0QAOHv2VEmxr379BjVq1iIi+F8hot9/y3ejCBBiYuLCw6vpeujihT+qVYusXqMmEcGdIKJi343wiIiwsKpEhIiBQMDvL61ZMxoR4S+SJJ87d6qkuLhlq7Yms5npOmPs4oU/ataKjoiI+OXn706fOvHwoCFx8QncMOB/deXKJbO5SlnZrWKfr0XLNvCfBhF1ZmTaC+xZqbZ0CwhCOU3TAEBVVRCE+xISkcPtKfKFnNnWQJBBhSdJ0sYNn3o8P1WPqlE3of7Tz75gNlcxDCbLsq7riGgymQzOEYBzbhgGAMiyvHbNil2/bYuNrVtcfONR27Bu3Xu/t2Zl8xatOj/QA1HinEuSZBgMAGRZISJFUXRdJ+KyonDDkGVZ13UikmXl8uULuVPHNbI0mZgzQ1ZMxPnrr7n37tm1cMnKuLgExnTDMEwms6LIH37wdmHhQXv2jIKNnw0c+GhY1fC3teW90wZERkXNzLU/MfzZTp2716hZy2CGJKGu64qiSJLMuYGIAEAEiMiY/vlnH9auE+MrKtq///dZsxcDgK7riqIgoq7rUOEhos6MTHuBPSvVlm4BQSinaRoAqKoKgnBfQiJyuD1FvpAz2xoIMqjYEDEUCk0c//yABx+1ZTxx69atQCCw6ZfvLl88Xz+pYZ9+D5b5bx07Vnj50vmbN0v6DxgUGxvPOZdlZd7cqbVrx2ZmvrRjx68r31oyLddd5vfXjolNTKy/c8eve/f+Fh+X0Kffg5zz77/bWHT9as2atVI7PFCnTuz333119crl5i1ad+3WS/475fSpY5NzRnPiebMWtW3X8WjhodzpExjTFy1ZVVxSHFMntk5M7MEDexMS6231/Fx4+MADXa0L5uZmPDZi4EMZly9dqFe/wQ/fbVz/8Zrx9ul1E+rt2O4J3L7dqXP3Nm3bnz51/PLli8ePFSYlNYqOrr1z56+tWrXr2Lnb4UP7I6Oi9u357eDBfQ8PGlKjRs2kpIbnzp0uKS5u3qI1EUHFhog6MzLtBfasVFu6BQShnKZpAKCqKgjCfQmJyOH2FPlCzmxrIMigwkOUVq5Y4tn84wsvTrD26n/58oXfdvxarVrkh3975/msVyRJnj1r0rPPjd6/b1fNWrXHTZhKRJIkL5ifGx+f+FzmGF0PTnOMbd06tfDw/u7WPokJ9VesePXBhwdv3fxjy1btFEXev29Ps+atPvrwnTzn4l+3biop9nXs3PWT9e8/9ZTaKy0dAE6dOrZ0iatmjVpx8QmvjJuyasXSCxfOFV2/Nnb81BVvLu7b7+E+/QZOmfTygIGDArdv79//e7duvRYtnDX4sRG90wYse3XukKFPXTh/7oP3V78ybkp4eHhJSXGxz7dp0/dz5i5du2bl0SMHH3x48Lq/vduqTbsGDVN+/vEbp+vVdR+9Gx+fGBkZdejQ/sjIqJs3ix3T5rjnTq8VXUfNGseYDhUbIurMyLQX2LNSbekWEIRymqYBgKqqIAj3JSQih9tT5As5s62BIIMKDxF1pn/7Tf6H769u267j2AmOQwf2nTxxpKDgi6HDnomLq7t+3Zoly97d9Ms3336zIc+5WFEUSZIXzM+Ni0t4LvNlg7G8mRMbNmx89uyp7j3Szp099fNP3w540LZ3z86aNWpF147Rdb1LV+t7a1e++JJ9yaLZkxzO1q1bLlm8wH+r1J6dK0nSyRPHXls698FHHtvw5frRL2e/s/r1Qbahn65/f7x9+tva8rQ+A3r2Tp8xfXy//g/7b5UePLj3eXXs7FmTJzucdWLiHJNefmJEZlT1qDdfX7xw0Qp/2S3vtk2nT53YuuVnl3v5V/nra0XXyRw1esK45/unP9Krd/r4sc+qL4zfsvmH2Jj4quERhYf3P/TIY28sXzh6TPbKN5eMGTe5ceMWhsGgYkNEnRnP2QumvPzAQ2n1QRDKvfPOO4yxrKwsEIT7EhKRw+0p8oWc2dZAkEGFR0SSJNWsGfb77gPTp44b+FDG7t+2Zzw2/NNP3k9PfzQ2Lu7T9R/MX/jWpk3f//hDwcxZixRFkSR5wfzchISk59WXThw/MWXyyy+8OOGnH7+29ux3+tSJfft2PfnU8wCQkFj/u283/Or5pV79pF69+rdo2dYx+eWp0+e2at1yyaIFgcDtcROmShKePHFsySLnJIdz5Vuv+nxFDRpYnhie6Z43fWLODG3lsn79H0rr+1COXX3wocH+W6UHD+595tkXXc4pU6fPiYmt65j08hMjnqsaHr7irSVz572urVwaDAbatu3w8bq1M2ct+mrDJ9HRMSOeypw25ZW+/R/u0rXn5JwXn1fHbt78Q2xMfNXwiAP7f7dnz5gzewpjepUqYVOmzjGZTEQEFRsihnT+ytQv6tU8mZJkJkIQBIDCwsIePXqMGjUKBOG+hETkcHuKfCFntjUQZFCxIaL/1q0177xZo1atC+fPXb9+tVOnbpt++X7wkBHvrV352JCnYmPj13+0ZvHS1T///O33322YPWeZUm6Oa+rhg/vatG1fWHigadOWr4xzOGfm9O6THhtb9603FmU8NtxkMtev3+CH7zfu3LG1Zau2CYlJffo++M7q5cFAoEPHLgUbP3/62Rcf6NKDCE6eODp/3rQ57td/2/Hr1Clj3lz1UaNGjadPHTdj5oKvNnxy7uyZtqkdPli7KnvyrJIS3/59v78ydsrUKWM6du7Wp++Dry5yDn9yVHhExBvLF85f+OaSRbPDw8OTGjT64tMP57pfz/9iXXTt2JHPqJMmvpg+8NFu3Xvbx4968SX7Lz9/FxsbHx4RsW/PrpnOxV9v/Gza1LEzZy3KGDw8FApBhYeIus5fmpLfucXtjq1qGBwE4U+SJDVr1qxJkyYgCPclJCKH21PkCzmzrYEggwqPc77t102/794eGVl9wMBHa0XX/uG7jbdulSYlN7JYGpvM5gsX/mjZsu31a1evXr3ctFlLRJQk6dixwsMH93LOE+snt23b0Ww2Hzq0r3btmNjY+B3btx48sKdqeHjHjt0++/RvCQmJ7Ts88MbrC9P6DOyfPujbb74oKSlu27ZTavtOAICIZX7/8eOFTZu10vVQ4eEDrVqnIuKRwgNNmrYou132bcGXVcPDGzZMSayXpOv6zZLixk2a796948C+3Wl9B966VVq3bqIsK6dPnWjZqu2lS+d/+uGbWrWiExLrN2na4vKlC2ZzlcR6SYcO7YuNia9ZK/rQoX3JyQ2vX7tWJSxMlqWSkpJmzVoeKTw4Oy9nzvw3GjSwMKZDhYeIOjMy7QU5ozs90icZBEEQBAAkIofbU+QLObOtgSCD/wRmcxUAAkDODYNzRVYISJZkxnQikhVFD4UkWZYlWddDUM5kMimKAgAG53ooREQmk5lz409ms5lzLkkS09nihbPKbpc1aGDZt3fXUyPV9h27ABDnHCWJ6ToRAQAimkxmXQ8hoslkDoWCAGAymXU9hCjJsgwAiMgYQwRJknRdVxQTAHHOZVkxDAYAiqKEQiFZViQJAfBPuh6SZYWADMZMJrPBDW4YZrOZMSZJMhEBkCRJALj+47VHCg86ps1BRCKCCg8RdWZk2gvsWam2dAsIgiAIAEhEDrenyBdyZlsDQQb3MUS8dav00MG9fv8ti6VpUnJDzjlUMIjS2bMnTSZzQkI9zjn8J0BEnRmZ9gJ7Vqot3QKCIAgCABKRw+0p8oWc2dZAkMH9TZIkk8kEiAb7O6iQFEUhAIMx+A+BiDozMu0F9qxUW7oFBEEQBAAkIofbU+QLObOtgSADQbjbEFFnRqa9wJ6Vaku3gCAIggCARORwe4p8IWe2NRBkIAh3GyLqzMi0F9izUm3pFhAEQRAAkIgcbk+RL+TMtgaCDAThbkNEnRmZ9gJ7Vqot3QKCIAgCABKRw+25URyandMzEGQgCHcbIurMeHb8RntWqi3dAoIgCAIAEtHkuVsuXC6bPq57MMhAEO42RNSZ8eKUbx2vdBw8IAUEQRAEACSibzednjh7sywhIgjCvWAYVD0yTFvYr3lKNAiCIAgASEQAcPJsMWMcBOHe4EQ1o8LiYiJAEARBKIdEBIIgCIIg/HshEYEgCIIgCP9eSEQgCPccASAIgiAIf0EiOnKiaMo8j2FwAARBuAeI8Xr1qjuzu9aJDgdBEAQBAIlo+oKtnp0XRw5uGWIcBOFuQwTG+Gvv7Fo8o+egfo1AEARBAEAimjLPU3xTnzO5VyCogyDcbYioM+PpsRsnqO1s6RYQBEEQAJCIHG5PkS/kzLYGggwE4W5DRJ0ZmfYCe1aqLd0CgiAIAgASkcPtKfKFnNnWQJCBINxtiKgzI9NeYM9KtaVbQBAEQQBAInK4PUW+kDPbGggyEIS7DRF1ZmTaC+xZqbZ0CwiCIAgASEQOt6fIF3JmWwNBBoJwtyGizoxMe4E9K9WWbgFBEAQBAInI4fYU+ULObGsgyKCSQkQAICIAQJSIOPwFEYkI7g5EhD8REZSTZRkADMOQJBkROTcAgIjgfoKIOjMy7QX2rFRbugUEQRAEACQih9tT5As5s62BIIPKSFFMjOm6HgoLq8o5Ly29GR4eIUkSlOOcA4AkSfCvkWUFgAK3bysmk9lsZowB0alTJ/z+W82at7p06cL1a1eaNmtlNpslSYL7CSLqzMi0F9izUm3pFhAEQRAAkIgcbk+RL+TMtgaCDCodWZYPHz7w6fr3i31FKY2bDRhoe+P1BaPH5KSkNNV1BkBffvFx9erV+/R9kIgQJSL+J6kcLwcAsiwDAP1FkiSUJOJ/B+VkWb544Y+PP177x9nTJnOVRzOG9ujR9/fd2197dW7vPgPbpXZc9urc1PYP1K/foLS0ZMjQkZIkIUpExLmBiJIkAQDnnIig0kFEnRmZ9gJ7Vqot3QKCIAgCABKRw+0p8oWc2dZAkEHlIknylcsXp0x+uWvXnh06dj1+7FBK4xZr3n1jxFPPV4uolpxsiahWrbDwYFhYWKNGja9dvXLm7KnEhPrRtetcvnTh0qUL9eolxcUlENCpk8eDwdsxsfHVIiKrhodfunj+woVz9eo3jImJ49xAxGAwOGPa+GpRUYMGPX7sWOHnn3yQN3vJ3j07DxzYOz3XvXXrT/lffOyat9x/q9RXfKNly7Z+/63jxwqr16hZv35DADp2rBABLClNZVkmIqhcEFFnRqa9wJ6Vaku3gCAIggCARORwe4p8IWe2NRBkULmYTOZP17+3edMPS5a9HVa1KhBdvnxx4ng1OrqOrMhVqlSZOn3eB+9rMTHxzZq3Wr7MHRcXX71GrbQ+A778fJ0syceOHZ40ZfbpU8c2bvw8rErYkaMH57lfv1lS/NGH7yYk1jt18vjoVya1a9cJAPbt3bVksXPxklUJifUY4zOmj4+KrH7y1LETx48MHzHq+Ikjnk0/ZD4/Jjo65uzZk0OfeGbJImeVKmFVqoQ9Mfy5H77feO6P0wYzkuo3GJU1VpZlIoJKBBF1ZmTaC+xZqbZ0CwiCIAgASEQOt6fIF3JmWwNBBpWL2Wx+bem8kmLftFy3wQ1JkoquX3NMfvmll3OSGzSaOvnlSVOcG7/6tHbtOJ/vuiRJ4+yOmyWlAHC7zH/16uXly9x9+j1UWLi/bbuOTRq3WL7MPX3m/AXu3LS0AUOGPr50yeKiouvTcucyZvz809efrn9/weKV4eHVJAlff20+ASUnWw4f2pc7073plx83fLl+4ZIVn33yt2NHDzdr3urXXzfNm/86Ih48sHfBvNzn1DGB22UffvDOvPmvJ9ZLYoxBJYKIOjMy7QX2rFRbugUEQRAEACQih9tT5As5s62BIIPKxWw2r313xZ49OxcsWiHLismkXLl8aeYMu33ijJq1omdMG//KeMd33+TXrFX73LnTjRo1HvHkKJTwwL49b72xqG5C4t49v414ctTFi38cPnwgOrpOclLDjCEjJue89Lw6rnuP7us//mjP7h3OOUsZ03ds3/rWGwsXvbo6JiaWc56XO7FRSpOoyOoHD+6dluvesvmHr/I/cS9886v8T44dK4yPT7hw4dxkh6tKFdN279ZZeTk9uveRZKlOnZhHHn08KqoG5xwqEUTUmZlauuEAAAPkSURBVJFpL7BnpdrSLSAIgiAAIBE53J4iX8iZbQ0EGVQusiwfO1romDx65DMvdOnaa+/vO2rXidVWvZadMzO6dm3HpDH2nBkFGz+LiYljOjtz+viYcY7Lly/8tuPXwsIDU6a68mZM7NYt7fjxwitXLjVu3GzggxnJDRrlzZyYlNRw2LCnl746r35ScuaoVxjTi4t9E8aN6tSp27Dhz/y2c9v7a1fNmr34wP7f9+/fk+dcvOmX7778/KPFS1d/+fm6o0cPPfCA9ZP1702f4S4tLfHfurVq5bIxYydbUpoGA7cjqkUiIlQuiKgzI9NeYM9KtaVbQBAEQQBAInK4PUW+kDPbGggyqHRkWd686Yd1H71zu+x2k6Ytnhj+3ObNPw4YOCgyMuqTj99PHzho395d1aNqNG7afOVbr/p8N5o3b92jZ5/3164EwMjISGvPfls2/0BEcfEJmzf98MJL9jp1Yt9ZvTxw+3Z83cTM51+OjKxORLIsHziwd807b1y/diUysvqIJ0f16NnXu23TxQvnbYOfOFJ4cPeu7cOfzNy9e/vFC3/0T3/k/bWrjh45GBef8Gzmy/v37vr2m/wqYWFNm7Z4fNjTJpOZiKASQUSdGZn2AntWqi3dAoIgCAIAEpHD7SnyhZzZ1kCQQWVkMplCeigYCFSrFsU5V0yKHtIByGQ267quyDIRcc4BwO/3V6tWDQAZ0/9Uo0b1a9euTc5+ccBAW4OGlhVvLRk+IjOtz8BgMOD3+6Oiong5KKcoChGVlt6MiKimKIqu64qiIEq6HpL/TgmFgrKsSJLEmC7LcmnpzfDwCESUZfn27bJQKBQZGcU5JyKoXBBRZ0amvcCelWpLt4AgCIIAgETkcHuKfCFntjUQZFBJYTnOOfy/YTnOOQAgIgAScUQ8sH/Pzz99w5jeqXP3bt16SbIMAIjIOYf/DstROfi/SJJE5QAAy3HOoTJCRJ0ZmfYCe1aqLd0CgiAIAgASkcPtKfKFnNnWQJCB8D/IiqLICgAYhsGYDsIdQkSdGZn2AntWqi3dAoIgCAIAEpHD7SnyhZzZ1kCQgSDcbYioMyPTXmDPSrWlW0AQBEEAQCJyuD1FvpAz2xoIMhCEuw0RdWZk2gvsWam2dAsIgiAIAEhEDrenyBdyZlsDQQaCcLchos6MTHuBPSvVlm4BQRAEAQCJaNLcLTdL2ZxJPQNBBoJwtyFiiBlPj/1qgtouY0AKCIIgCABIRAtX/Pbep4f7dE9mjEAQ7joEzvjXm06tmt+vvzUJBEEQBAAkoivXy1Z9sK/sto4SgiDcdQTEqV5C1MjHWkRWM4EgCIIA8P8BXHNzSrQf7PQAAAAASUVORK5CYII=" 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"parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure consists of two charts. The top chart is a bar chart titled \"Leverage Ratios\" displaying two values: \"Debt-To-Equity Ratio(3)\" at 2.2x and \"Total Leverage Ratio(4)\" at 3.9x. The bottom chart is a pie chart titled \"Outstanding Financing(5)\" illustrating the breakdown of financing sources. A legend segment to the bottom right indicates that \"Non-Mark-to-Market\" accounts for 74% of the total.\n\n| Leverage Ratios | Value |\n| --- | --- |\n| Debt-To-Equity Ratio(3) | 2.2x |\n| Total Leverage Ratio(4) | 3.9x |\n\n| Outstanding Financing(5) | Percentage |\n| --- | --- |\n| Term Credit Facilities | 26% |\n| Collateralized Loan Obligations | 25% |\n| Term Lending Agreements | 16% |\n| Secured Term Loan | 14% |\n| Term Loan Facility | 11% |\n| Asset Specific | 8% |" }, "classification": { "predictions": [ { "confidence": 0.9996168613433838, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.00031208829022943974, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 2.9269051083247177e-05, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 1.558127587486524e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 5.369141035771463e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 5.196901838644408e-06, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 4.55708641311503e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 3.4926038097182754e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 3.023210865649162e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.6404902680733358e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 1.28704994040163e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 5.078683216197533e-07, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 4.185774287179811e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 1.8279563107626018e-07, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 1.666135887035125e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 1.0512166426224212e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 8.537745088688098e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 4.7174641082392554e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 4.124986219267157e-08, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 3.1605537742507295e-08, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 3.136197435082977e-08, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.1213208967196806e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.012513888871581e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 1.5886866933101373e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.071140243169566e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 4.487802574004718e-09, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" } ] }, "quber__figure_job_id": "parse-01m216c46zqkbwcz4d1et7g0zg", "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": "Debt-To-Equity Ratio(3)" }, { "marker": "4", "kind": "footnote", "label": "Total Leverage Ratio(4)" }, { "marker": "5", "kind": "footnote", "label": "Outstanding Financing(5)" } ], "quber__footnotes": [ { "marker": "3", "text": "Represents (i) total outstanding debt agreements (excluding non-recourse facilities), and secured term loan, less cash to (ii) KREF stockholders' equity, in each case, at period end" }, { "marker": "4", "text": "Represents (i) total outstanding debt agreements, secured term loan, and collateralized loan obligations, less cash to (ii) KREF stockholder's equity, in each case, at period end" }, { "marker": "5", "text": "Based on outstanding principal amount of secured financing" } ] }, "label": "picture", "prov": [ { "page_no": 16, "bbox": { "l": 470.4408, "t": 454.5288, "r": 695.3112, "b": 83.6244, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 226.0, "height": 372.0 }, "uri": 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" 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The largest segment is 'Multifamily' at 41%, colored in deep purple. The 'Office' segment follows at 26% in dark grey. 'Life Science' and 'Industrial' segments are both at 14%, colored in teal and light blue-purple respectively. The smallest segment is 'Hospitality' at 5%, colored in green.\n\n| Property Type | Percentage |\n| --- | --- |\n| Multifamily | 41% |\n| Office | 26% |\n| Life Science | 14% |\n| Industrial | 14% |\n| Hospitality | 5% |" }, "classification": { "predictions": [ { "confidence": 0.9997109770774841, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 7.831778202671558e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 5.3621472034137696e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 4.06174804084003e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 3.746027869055979e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 3.679140718304552e-05, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 1.072543909685919e-05, "created_by": "DocumentPictureClassifier", 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" 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"parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/111" }, { "$ref": "#/texts/112" }, { "$ref": "#/texts/113" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This is a waterfall chart titled 'Sources of Available Liquidity'. The y-axis represents value in millions of dollars, ranging from $0 to $1,000. The chart displays four categories: 'Cash & Loan Principal Repayments Held by a Servicer(2)', 'Undrawn Corporate Revolver', 'Approved and Undrawn Credit Capacity(3)', and 'Total Available Liquidity'.\n\n| Category | Value ($ Millions) |\n| --- | --- |\n| Cash & Loan Principal Repayments Held by a Servicer(2) | $74 (base) + $85 (top) = $159 |\n| Undrawn Corporate Revolver | $700 |\n| Approved and Undrawn Credit Capacity(3) | $28 |\n| Total Available Liquidity | $887 |" }, "classification": { "predictions": [ { "confidence": 0.9960170388221741, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0027888391632586718, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.000886814552359283, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0001590483298059553, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 4.522574818111025e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.9174090994056314e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 1.8107186406268738e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.4304757314675953e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.0699147424020339e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 9.00285886018537e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 7.990038284333423e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 6.2912995417718776e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.27935571881244e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 5.074120053905062e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.652172270245501e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 9.069087809621124e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 7.907407280072221e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 7.611677688146301e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 4.913048314847401e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 3.7762737292723614e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 2.950924340439087e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.549556086250959e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.399366110239498e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.3378488833714073e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 1.3464190828926803e-07, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 7.281710878714875e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m216c6b49fw60f39te30hhfg", "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": "(2)", "kind": "footnote", "label": "Cash & Loan Principal Repayments Held by a Servicer(2)" }, { "marker": "(3)", "kind": "footnote", "label": "Approved and Undrawn Credit Capacity(3)" } ], "quber__footnotes": [ { "marker": "(1)", "text": "Unencumbered assets includes $216 million of real estate owned assets, $45 million of CMBS investments and $57 million of unencumbered senior loans" }, { "marker": "(2)", "text": "Loan principal repayments held by a servicer of $74 million received in January 2026" }, { "marker": "(3)", "text": "Represents under-levered amounts on financing facilities. While these amounts were previously contractually approved and/or drawn, in certain cases, the lender's consent is required for us to (re)borrow these amounts" } ] }, "label": "picture", "prov": [ { "page_no": 18, "bbox": { "l": 42.09100341796875, "t": 430.47777557373047, "r": 682.202880859375, "b": 83.87246704101562, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [ { "$ref": "#/texts/111" }, { "$ref": "#/texts/112" }, { "$ref": "#/texts/113" } ], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 640.0, "height": 346.0 }, "uri": 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" 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" 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The chart shows the starting portfolio balance, the additions (Fundings), the subtractions (Repayments), and the final portfolio balance.\n\n| Category | Value (Millions) |\n| --- | --- |\n| 3Q'25 Portfolio (Base) | 5,310 |\n| 3Q'25 Portfolio (Middle segment) | 540 |\n| 3Q'25 Portfolio (Top dashed segment) | 431 |\n| 3Q'25 Portfolio Total | 6,282 |\n| Fundings | 431 |\n| Repayments | (380) |\n| 4Q'25 Portfolio (Base) | 5,362 |\n| 4Q'25 Portfolio (Middle segment) | 562 |\n| 4Q'25 Portfolio (Top dashed segment) | 419 |\n| 4Q'25 Portfolio Total | 6,343 |" }, "classification": { "predictions": [ { "confidence": 0.9895694851875305, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0038590412586927414, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0028232743497937918, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0022073762957006693, "created_by": 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gain" } ] }, "label": "picture", "prov": [ { "page_no": 24, "bbox": { "l": 40.1976, "t": 456.97499999999997, "r": 680.1912, "b": 101.3688, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 641.0, "height": 356.0 }, "uri": 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" 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"parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar chart titled 'Fully Extended Loan Maturities' displays the dollar amount (in millions) of loan maturities for each year from 2026 to 2031. The y-axis represents the dollar amount in millions, ranging from $0 to $3,000. Each bar represents a specific year, with values labeled on top of each bar.\n\n| Year | Fully Extended Loan Maturities ($ in Millions) |\n| --- | --- |\n| 2026 | $1,474 |\n| 2027 | $2,437 |\n| 2028 | $420 |\n| 2029 | $24 |\n| 2030 | $932 |\n| 2031 | $74 |" }, "classification": { "predictions": [ { "confidence": 0.9927648901939392, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.006944274064153433, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00010103352542500943, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 5.306776802171953e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 4.833811181015335e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 4.220130722387694e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.3669763575308025e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 9.172755198960658e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 6.435039267671527e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 6.1533005464298185e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 2.92025288217701e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 2.0713303001684835e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 1.265715241061116e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.0222827313555172e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 7.369155810010852e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 6.125567892922845e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.988242151033774e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.0817144508764613e-07, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 3.0386144089789013e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.9899897552022594e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 1.9639679749161587e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.4955708138586488e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.4271434167767438e-07, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.142777961149477e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.0406907335891447e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 6.206737879210777e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m216cjyhvqh0y58ms2t8rg54", "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": "Based on current principal amount. Excludes real estate owned and equity method investments" } ] }, "label": "picture", "prov": [ { "page_no": 25, "bbox": { "l": 42.65978240966797, "t": 431.71573638916016, "r": 682.9071655273438, "b": 101.15972900390625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 640.0, "height": 331.0 }, "uri": 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" 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"parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A vertical bar chart titled \"Upcoming Debt Maturities by Year\" shows the distribution of debt maturity amounts in millions of dollars from 2026 to 2032. The Y-axis represents the dollar amount in millions, ranging from $0 to $1,750. The X-axis represents the years 2026 through 2032. Most bars are purple, representing \"Secured Financing on Loans,\" while the bar for 2032 is grey, representing \"Corporate Debt.\" The highest value is in 2027 at $1,493 million. The chart includes a legend at the bottom.\n\n| Year | Category | Amount (in Millions) |\n| --- | --- | --- |\n| 2026 | Secured Financing on Loans | $338 |\n| 2027 | Secured Financing on Loans | $1,493 |\n| 2028 | Secured Financing on Loans | $213 |\n| 2029 | Secured Financing on Loans | $103 |\n| 2030 | Secured Financing on Loans | $669 |\n| 2031 | Secured Financing on Loans | $55 |\n| 2032 | Corporate Debt | $647 |" }, "classification": { "predictions": [ { "confidence": 0.999290943145752, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0006174005684442818, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 3.738848681678064e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 2.1280999135342427e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 1.2694770703092217e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 9.42665064940229e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 2.6438035547471372e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.489929556759307e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.8292982986167772e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 1.1797283150372095e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 6.463428690040018e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 5.088932653052325e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 4.209416317735304e-07, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 4.0467472217642353e-07, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.9787684379934944e-07, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.1393972698670041e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 1.0650027348901858e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 7.319285799667341e-08, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 3.763070921536382e-08, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 3.5666591458038965e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 3.1310037229559384e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.6656342910769126e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.015990929749023e-08, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.7386950545983382e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.6786344758656924e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.8236006865967056e-09, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m216cn10nattyj7p9fjwd6mw", "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": "Does not include collateralized loan obligations (CLOs). Maturity year represents the earlier of (i) the maximum maturity of the underlying loans pledged as collateral or (ii) the maximum maturity of the respective financing agreements" } ] }, "label": "picture", "prov": [ { "page_no": 26, "bbox": { "l": 42.57933807373047, "t": 432.5153121948242, "r": 683.3975830078125, "b": 89.084228515625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 640.0, "height": 344.0 }, "uri": 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" 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" }, "annotations": [] }, { "self_ref": "#/pictures/51", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure consists of three pie charts. The top-center pie chart represents a breakdown of property types: Multifamily (40%), Office (23%), Industrial (18%), Life Science (14%), Hospitality (3%), and Other (2%). Below this, to the left, is a smaller pie chart labeled 'Office' which shows a breakdown of Class-A (91%) and Class-B (9%) properties. To the right is another small pie chart labeled 'Multifamily' showing Class-A (82%) and Class-B (18%) properties. Between the two smaller charts is a LEED logo with the text '100%'.\n\n| Category | Value |\n| --- | --- |\n| Multifamily (Main Chart) | 40% |\n| Office (Main Chart) | 23% |\n| Industrial (Main Chart) | 18% |\n| Life Science (Main Chart) | 14% |\n| Hospitality (Main Chart) | 3% |\n| Other (Main Chart) | 2% |\n| Office: Class-A | 91% |\n| Office: Class-B | 9% |\n| Multifamily: Class-A | 82% |\n| Multifamily: Class-B | 18% |" }, "classification": { "predictions": [ { "confidence": 0.8240343332290649, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.08728627860546112, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0336359441280365, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.014413413591682911, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.013584124855697155, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.009385993704199791, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.008425851352512836, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.0024228980764746666, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.001697432715445757, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.0016788117354735732, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0007952065789140761, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 0.0007084801327437162, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0005482181441038847, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.00024684667005203664, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.00023971262271516025, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.00021926643967162818, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 0.00021318472863640636, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 0.00015286446432583034, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 9.316663636127487e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.819509533466771e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 4.943646854371764e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.1348361264681444e-05, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 2.3750888431095518e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.022264015977271e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.3865573237126227e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.1078354873461649e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" } ] }, "quber__figure_job_id": "parse-01m216bntagkkqx9yzhnz701vg", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-3", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "3", "kind": "footnote", "label": "Other(3)" }, { "marker": "2", "kind": "footnote", "label": "Life Science(2)" }, { "marker": "4", "kind": "footnote", "label": "Office(4)" } ], "quber__footnotes": [ { "marker": "2", "text": "KREF classifies a loan as life science if more than 50% of the gross leasable area is leased to, or will be converted to, life science-related space" }, { "marker": "3", "text": "\"Other\" property types include: 2% Student Housing and <1% Mixed Use" }, { "marker": "4", "text": "Office property certification % is based on current principal loan balance; see description for LEED certification in the Appendix" } ] }, "label": "picture", "prov": [ { "page_no": 9, "bbox": { "l": 383.3424, "t": 293.07419999999996, "r": 675.3384, "b": 80.44380000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 293.0, "height": 214.0 }, "uri": 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" }, "annotations": [] }, { "self_ref": "#/pictures/52", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A choropleth map of the United States displaying geographic distribution percentages. The map uses varying shades of purple to indicate higher concentrations of data, with darker shades corresponding to higher percentages. Specific states are labeled with their percentage values: California (17%), Texas (12%), Florida (11%), Washington state (4%), and others in the Northeast region. A legend at the bottom left indicates that 'Other U.S.' areas represent <4% and 'Europe' represents 4%.\n\n| Region/State | Percentage |\n| --- | --- |\n| California | 17% |\n| Texas | 12% |\n| New York (likely) | 12% |\n| Florida | 11% |\n| North Carolina (likely) | 6% |\n| Washington State | 4% |\n| Pennsylvania (likely) | 5% |\n| Washington, D.C. | 5% |\n| Other U.S. | <4% |\n| Europe | 4% |" }, "classification": { "predictions": [ { "confidence": 0.8240343332290649, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.08728627860546112, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0336359441280365, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.014413413591682911, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.013584124855697155, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { 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"DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.00023971262271516025, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.00021926643967162818, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 0.00021318472863640636, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 0.00015286446432583034, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 9.316663636127487e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.819509533466771e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 4.943646854371764e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.1348361264681444e-05, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 2.3750888431095518e-05, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.022264015977271e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.3865573237126227e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.1078354873461649e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" } ] }, "quber__figure_job_id": "parse-01m216bntagkkqx9yzhnz701vg", "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": [] } ] }, "label": "picture", "prov": [ { "page_no": 9, "bbox": { "l": 41.436, "t": 282.5118, "r": 372.83039999999994, "b": 95.77980000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 332.0, "height": 188.0 }, "uri": 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7h44VNvff/Ks9Z9vtHmsq78z2rYDfHMq047a/oUSZIgJ5vNRiKRwsJCxhgcO4ZhtLW1FRcXM8agN3y14Suv5hKZCIeDiFSuMcCkmlRMuqooHuYGBhw56KRyndmFwvLC5uZmr9dbXl6OiHAC4ZxHIhE5Bw6KiFKplKZpDofDZrPBcQWJCPqMUFeoqbGpraUt2ppY+XaDllbhoL57xZmNDU2NDdvqr/7eyg9Xt21vv+quy5WM8u9XlnS1hACACWzaT+tPnnKSIAiQo6pqLBYzm812ux0R4RgxDKOjo6OwsJAxBr1h01eb7GmLRbLAkTK4gYgMGQDo3Eir6SRPFleXFhUXYQ4AEFEkEkkkEj6fz263w/FM07SWlhbOeVFREWMMDoxznkgkOOdOp9NisSAiHFeQiKDPWNewTg4LCNiphJrbW3ZtbN32+Q44MEQkIgCwu2zJWApymMC4wSFHkMSrH5o5eNggxhh0U1U1mUxacuAY0XW9q6uroKCAMQa9IR6L79oQLLIXwlFLqukkSxb2KwoEApIkQTciWrNmDQAkEokhQ4YEAgE4nsXj8VgsJgiC1+tFRNiHpmlEFI/HOeeyLHu9XkmS4DiERAR9A+f88yWfV1sqEREAFENZG9rwn2c+VVMKHCmb23btnB+UV5QhIuwhk8mk02mXyyWKIhwLmqaFw+FAIMAYg97AOV/95epyc4nABDgKsWwMvMLAwQMFQYA96Lq+fPlyl8sViURqa2ttNhscmK7rmqZZLBboe4jIMAxVVcPhsCzL6XQ6EAiIogh7MwwjGo1qmqYoiivHbDbD8QmJCPoGXddXfbyy3FyKiACgc31VZ8PHz32eiWXhSBVXF11xz4zCokLYG+c8Go0iotPpFAQBvnGapkUiEb/fzxiDXrKtcZscFayyFY5USktpDj5k2BBEhD2k0+nly5eXl5drmpbJZIjI6XRWVFQIggDdOOeRSCQajcbj8dbWVqfTOWnSJM55IpGwWq2SJMGxQ0Sccy3HMAwAQMRYLOZ2u2OxmC0H9qbrejablWUZACwWiyiKcNxCIoK+IRKJNK8IBmwByDEMY13XxoYv1u1c04Iiugoc6WhWiSikw/+HOQyIAwARJ9hb1ajKK341w+VywT5UVY1EIgDgdrtNJhN8szRNi0ajPp+PMQa9pKWlJbsz47Y64Yik1XTGqtaMqBEEAXKIqLOzs7m5ubW1ta6uzul0tra2xuPxwsLCcDjc2tp6+umnC4Kg63osFlu+fLnH43G73TabzefzffHFF+l0mojMZvOQIUOKi4vhG8c5z2az8Vi8vbW9tF+pLMtCDiJyzsPhsM1mU1VV13Wfzwd7MAxDVVUAcLvdcPxDIoK+Yc3K1Z60yySYoBsRpfRUPJNwmpyyKCW11JcbVwY37WSiQBqhBHa3zW63WS0WXdc5UTad7WwLxduT6UiGqxw4Kyj1X/XA5cUlRbA/uq63t7f7fD6z2QzfLFVV4/G4z+dDROglnZ2dsW1hr9ULh4mIkmoyY1aGjhxmGEY6nTabzZIkrV27VlGUqqoqt9uNiABARIgIOR0dHevXr9d1XZZlq9U6YsQIs9kM3ahbLBZrbm6ura0Nh8MFBQWICF+zVDIVjUZbdrQ0N7Xu3NDctq3dW+6ZdceVNpsNuhmG0dXV5XK5GGPhcDgQCAiCAACc83g8rqqqJElut9tsNsPxD4kI+gBVVb9YsmyAoz8iwoFxzg1uAAIQEJDABIYMEQkICHbjwHVdVw21M97V0t4ajkSqa/uPHj/GarPCPlRVDYfDhYWFiAjfLFVVE4mE1+tFROgliURi57odRfZCOEzRTEwIiGX9ylVVJSLOuSiKa9asKSkpKSsrQ0Q4AM45InLOGWOICDmqqiaTSavVajKZIpGIoihtbW0AoGlabW2t0+mErw0RBbcH331+8Y61O7Mp1VANIAKAwED/9Q/M8ng8kENEHR0dJpPJ5XIBQGdnp91ut1qtAJDNZmOxmCRJHo/HbDbDCQGJCPqA1pbW+Kao2+yCXkVEnPEuIVw9dIAoirC3eDyuqqrP50NE+GYpipJKpTweDyJCL8lkMltWbS5zlMDhMLixNdY0cuxIQRAkSWKMZTIZIspms01NTRUVFXa7XZZlxhgiwoERUTqdTiQSnZ2d1dXVqVSqo6PDbDbLslxYWGgymRBRkiT4OrW3dSyY+99Nq4JABHsQLeKFt547fuJ4yCGizs5Or9criiIAxGIxXdd9Pp9hGMlkUpIkq9UqyzIiwgkBiQj6gDUrVvsyHkmQ4GtggJF0ZSqqK2BvoVAIALxeLyLCN0tRlHQ67Xa7ERF6iaZpqz5f2d9dyZBBj3HOt2d2jj1pLCJCDhEhIhGl0+lkMpnNZjVNy2azsizbbDZJkpxOp9lshhzDMBRFSSaTqVTKbre7XC7OOQBYLJaPP/7YZrNls1m73V5bWytJEiLC1yadTr/+7Btf/HMlGRz2RgDjzh918f+6UBRFACCizs5Or9criiIAKIoSDocLCgr0HI/Hg4hwAkEigmNN1/Wl//5sgLMaEeFroKCKxUJBUQHsgXPe1tbmdrsBQJZlURThG5TNZtPptMfjQUToJUS0cf1Gp2qzSlboMc55s9I6sq4WEWEfRMRzDMPIZrOqqnLO29raSktL/X4/Ira2toZCIUEQXC5XVVUVADQ3NxuGQUSMsYKCAs55W1tbU1OToiiBQKC2tlaSJPgarFuz/vm7XlYSWdgHIYw7v/bi6y4SRREAdF0Ph8N+v58xBgBE1NHR4XQ6ichkMlmtVjixIBHBsdbe3h7ZEPaYXfA1IEYhKVI9dAAiwh4MwwiFQpqmEZHJZPL7/YgI35RsNpvJZNxuNyJC74nH4zvX7Sh2FEHPcM4j2ahq1YcOH4qIcFBEBABEpCjKtm3bCgoKvF7vunXrxowZo6qqxWJBRMjRNO3zzz/3+/39+/dHRMjRdb21tTWTyYwYMQJ6W6gr9PcnX1//4SYggv1xl7uue+CqouIiAFBVNR6P+3w+RISceDyeTCZtNpvf72eMwYkFiQiOtYZVDf60R2ACfA2iEC8YUmi1WmEfhmHous4YC4VCBQUFjDH4pmQymc7OTrvdjt0AgDEGAIgIAJgDB8U5BwAiAgDOOQBkMpldG4P9/VXQM+2JTkuxtbSsVJIkOBxtbW2pVMpqtVosFp/PxzmXZRkANE1Lp9Otra2MsYqKCthbNBptb28fMWIEIkLvSSVT/3zhrS/fWGmoBhyAILNTrzzlrKlTzGazqqrxeNzn8yEidOvq6tJ1vaKiAk44SERwTHHOP//XpwOc1fA10EDLuJV+/SvgwDjnoVDIbrdbLBb4pqRSqUgkYrPZAICIAIBzjohEBDlExDkHAESkHABAROiGiIwx2AMihkPhbFum1FMMPaAbxo50cPT4MaIowmHSNO3LL7+UJOmUU04JhUKiKHo8HgDYsWNHU1OTLMtFRUWlpaWwN8Mwli1bNnHiRFmWofcoirJq6ep/Pv5OKpSCAyAAi8d03UNXVVZVapoWi8W8Xi9jDHI458GmoKprQ4fVCIIAOX//+98jkcj111+fzWbnzJnT0tLyne98Z/r06QsXLty4ceMVV1zRr1+/p556avr06YFAAPowJCI4poI7gqltCa/ZA73NQB42RfoPrhYEAQ4qlUql02m/34+I8I1IJpOcc6fTCb1H07T1y9eVWItEJkIPEFEoHREDUv/q/nD4otEoEdnt9kQi4fP5ZFkmoo8//riioiIUClVWVtrtdtjHV199VVVV5XQ6ofcQUeOmxqdvey4bz8KBocSm/ezsSVMm6roeiUR8Ph9jzDCMbDa7fev2v//2DV+pZ9p15wwYMgARP/zww+bm5i+//HL+/PnpdDoSifj9/rPOOmvJkiV33HHHTTfd9NZbb40dO3bDhg3XXHMN9G1IRHDsKIrSsHRNqVgsMAF6WxeG+g2rlGUZDkVRlFAo5Ha7rVYr7I2IQqGQoiiiKAqCwHIAgDEm5CCiIAiMMQBAROiGiHBgyWSSc+50OqH3ENGmjZtYnHxWHyJCD6TUtO7hVf2r4PCpOZqmybLs8XgQsbW1ddu2bePGjUun0xaLBRFhH9u3by8oKPB4PNB7DMNoamx6YfYr0ebo2DNHF1cWvf3sonHfGVNaXfLJG5+FWsNnzZyybNEX8Uhi/EVjL7h6qqqqra2tkih1NHfu+CrYvLm1c3tXJqqMPGvYpT+Z7nK5IGfXrl3z5s2bP38+5CiKMm3atPfee++nP/3psGHD3G73smXL5s6di4jQtyERwbGzesVqd9phFs0ICL2tw+gqGFDo9rjhUIgonU4nEolAICAIAnTjnCuKEo/HbTabIAhGN8aYYRg8h4g459hNEATMYYxBDmMMEVkOACAiYyyVSgmC4HQ6oVdxzhu3NNrSZrNohh6IKwlzmbWoqAgOE+c8nU4TUSaT8fv9FosFAHbt2kVEBQUFcAC6rm/fvn3IkCGpVEqSJIvFAkeNc96wYu3r89+MtETtTtt519d7i7xP/vzpmbfNWPziv8ZOGb1tXVPpgNKPXvsfArCWm2onjegKhrp2hZOhlJ4xuG4gICAykZ016/ShdUP6D+ivaZqiKLFY7NFHH50/fz7kPPjggyNGjDjvvPPS6XRbW9tf//rXsWPHrl69uri4+LrrroM+DIkIjpFkIrnu04YqVyV8PQgo6UmXV/WDHuCch0IhABAEwTAMAGCMZbNZTdMAoKSkRJZl2APlAAB145wbhsE5NwyDc05EAEA5iMhzAICIACCVShUWFtrtduhtrS2tWotqN1mhB1JamnzQr6ICDpNhGPF43GKxcM5dLhdjDAC2bt1qMpkKCgpgf4goFAoJgtDY2Nja2moYRn19vcPhgMOhaVoinshksmaziYi6Orp2bt318d8+jzZHAWD6T87/4NWPZt52yZM/f/rKX122a0tzOpGuHln98txXISepJiyiTWAM9kc0S64i58xfTi8oKmjatN1A/aWXX5o/fz4APPfcc+l0+sYbb4Sct99+GwBWrVp18803P/DAA4888gj0YUhEcIysWr4qkPVKggRfD5WpUoXZ4/FAz2QymXg8brVaOeeyLGuaRkQA0NHR0b9/f0EQ4PAREXQjIsjhnEciEYfDYTabobd1dXZFGyNemxt6IKNlYmKytKLU6XQiIvQYERmGgYiqqrrdbgAgovfee++0004TRRH2JxqNGoaBiM3NzcOGDYvH49u2bZswYQL0ABFFo9E1Sxs2LNvUtSOkpBTJLCPDaFtMVzQg2K3f4PKa8YMXv/jvGx/9ryd//rRsll1+52kXTNq2rqmypiLaGV3y949jmbhNtomCAP8XgiAJKDGH35YMJdWkzgRWObr8ghvO+9fif//7g3+3dbZecskl3/3udy+66KIpU6Yg4g033OB2u5966qn77rvv3XffXblypdls/sUvfgF9GBIRHCMb12+0hk1m0Qxfj5gU7ze8EhHhKKiqGgqFiouLofcQUSQSsdlsJpMJels4HO7c0B5w+aFnMlo2psYVSe0/oL/L5YLDYRiGqqputxsAiGj58uUjR46EA+js7Ny0aVM8Hp88ebLFYiGijz76aMqUKZIkwaFk0pmXn3h17QcbDNWAAxh75ughdYO5YQw7qea/f/uPdZ9tGH1GLQBUDq1476/vX/CjaS/PfTWWjTvMDtksyVYpUBkoqPSVVBdbHOayfmWfLP70yzdWAWelNcWCJEyoHzd01FCX2wX7SCaTkiSZTCYA0DRNkiTo25CI4BhZsXR5sVEoMAG+Hl1yeMDwgXB0UqlUMpksLCyE3kNE4XDY4XDIsgy9LRKJdGxoCzj90GMEpBv6znjLoFGDnE4n9Fg2m5Vl2WKxQM6nn346btw4OAAiam9vt9lsDocDcrZu3RoIBAoKCuBQDMNYtWz1q3Nez8aycCg/euT6P9z6jNPn/M7MKa898c9Rp4+sHFqhqdo7z76nWpXJF59WWlni9rp8AZ/VapVlOUs0O74AACAASURBVJFIIKKqqP954yNSafTptWpGHXVyrSiKcEJAIoJj5LMPPu1vqURE+BoQUNKdLu/fD45OMplUFMXn80Hv4ZxHIhGHwyHLMvS2WCzWtr454AjAYdJ0vTXVBhYcVDPIarVCD2QyGavVKssy5CxdunT06NHQY6lUatWqVWeeeSb0QCwa+9Ps53esCsKhICIRmSwmQ9d1zQAAJjBucABgTnbjI9eX9yvDHMhRVTUUCjkcjkwq43S7mnfsQsRBQwcxxuCEgEQEx8iyT5aWUJEkSIgIvU0Hg/UTvX4vHJ1IJCIIgtPphN7DOQ+FQm63W5Ik6G3xeLx13a6AIwCHj4gUXWlV20ePH8MYg0PJZDIWi8VkMkFOc3OzLMtOpxN6hohWrVo1YcIEOBTDMJZ+uGzhb99WUgocAO0GpBhqRk2DAH6/j6cAOMGeTHjZry4ae/IYyCEiANB1PRKJFBYWyrIMJyIkIjhGQqHQu68vEjgWBYoDTr/b7BRRZIxBb1CZZqm2ORwOODpdXV0Wi8Vms0Hv4ZyHQiG32y1JEvS2ZDLZvDYYsAfgiBBRMLpr6EnDTCYTHEoqlXK5XIIgQA4RNTQ0DB48GBGhZzZs2DB69Gg4KM55w4q1/3jsjVhLDPZGRDoZWSOrk4YCMGQCiQIJjJir0NVvTNmWjxq5xqGbjkb9DWd9Z+pZAEBEqqqm02lBECRJ8ng8cIJCIoJjpLOj8493PBtujkpWZi+w+yo8do/V7XS5LS63ze21eUQUGTI4Ihkx6x7otVgscHTa2tq8Xq8sy9B7OOddXV1er1cURehtqVRq59odAasfAAgICHYjIgAgACDiQHw3MgzODcPQdE0zVA6kcx0ZIySF1DETxphMJjgoIspmsy6XCxGhW0dHh2EYXq8XDoWIgsGgrutDhw6FA0ulUutWrXv36ffDO6MAQEQGcZ00Aw1mQuKEyJiBpKIATBBF3A1yEMedN2rT6i2J5hQYBLsh6NwYXT/i0hsuNgwDAFRV3bF1BxD6CnzVg/rDCQqJCI6RVCr19D3PNq3YAd0ESRBkwewy2QusziK73WNz2p1eu9su210Wp1WyMmSICD0QlxIlNWWiKMJRIKL29nafzydJEvQeznlnZ6ff7xcEAXpbV1fXtnWNTpMDcjiQYWhJJa3oiiCKjCETGRCYrRaTWZZNJrPZJMmymCMIAmMsmUxKkuR2uxERDoyIMpmM0+kUBAG6cc7XrVs3ePBgOBRN0zZv3jxq1CjGGBxAW2vbOy++19raumt1K2ccTYAIjDFQUE9zRsgEgTGGsH9MYGXDS4pHFjQ1bO9o6mK6IMjikIkDz5n5fSCIdEW3NGzNxLND6gaNGDNckiQ4QSERwTGSiCeevufZHat3wgEIkiDIgs1jtXot1oDF4bc57HaRBIdsd1qdTpvDZrKJTERE2EeXFB4wYiAcHc55R0eH3+8XRRF6D+e8s7PT7/cLggC9rauri3Pu8/kQEbohIuQgIhxKMpnUdd3tdsOhZLNZSZKsVivsYdmyZaNGjYJDCQaDJSUlNpsN9qEoyvr169va2jd9uLVpRdBaYEonMlrKQI4I+H9AzyCeddUZ7kL7AF//jJZt7mhZsXKVxWEpKCjcuaE51hUffPLAU88+pbi0mDEGJy4kIjhG1q1e98I9r2TjWegZJjKL2zLl0omDSgfGEtG2UHtayShKlgmCz+H12Nx2i90smyUmoYBhc7S6ZgAcHcMwOjs7CwoKGGPQezjnra2txcXFjDHobYlEIh6Pl5aWwpHK5LjdbsYYHJSu65qmud1u6Kbr+qpVq0aOHAkHZRhGQ0PDySefDPtobm5uamoaMmTIvxb9+3/+vExABkfK4XecfeNZJaYCq2yFnKbm7W+99j4qrPbMYSd/Z3xJWYkkSXCiQyKCY8EwjH++9OaHL3wKnKDHXKWu8y7/br+CMuhGRPpuXE9n0x2hzlgqrqhZTtxV5CkoLrA77TabzWwym8wmSZIYY4gIPabreigUCgQCjDHoPYZhbNmyxW63C4IAAJgDOdgNekCWZZvNBgBExDkXRZExlkqlEolEUVERHCnDMEKhECLabDZZlg3D0HXdMAxN09TdFDWbzmSzWQaCrmvVQwYEAgHo1tjYqGlaVVUVHFQyp6KiAva2ZcsWVVX79+/PGFuxfOWCu//GOIN91M/6XkF5AABe+/0b3kJP7anDt67ZtmHZVzXjhxDnXy3fDDkOv+O7/3VGmbXYZrIBACf+3qf/cru8IyYMr6qulCQJvh2QiOBYaG/reGnuK9tXBuFwlIwqvPjiaTaTDQ7K2I0MXTeyakY1VJ0MhdSUkjJbzLJZtjntdofdYrHYbDZZlgEAEWF/NE0LhUJFRUXQqwzDaGlpKSoqIiIAoBwAICIAoBzogXQ6rWkaIhIRACCixWJRVVUQBJ/PB0dB1/VkMrlx3QZDMexmu8wkAQWRiQhMBCaJEmMiY5BQkoEhhX6/H7q9+eabU6ZMkSQJ9kfX9UgkEg6HI5HIuHHjrFYrIgIAEcXj8Y6OjmQyWVNTg4gA0NLS8ugPn0AFYR9X33PF8/e/BDmX3XrxK4/8feZtM958+u1zrzv7vx/9B3RzF7nPuu7UcnuZRTQDgGZom7u2llSUDh0+FL5NkIjgGxePx1975o3Vixu4xqHHCGDAaRUXnTtNZAIcDsrhuxHXDUPVVVVXWsJtyXTCHfBKJtHmsDmcTofTIUuyIAqiKAo52Ww2mUwGAgHoVYZhdHR0FBYWMsbg6CiKoqqq1WpFRE3TEolEZ2en1WqtqKiAo2MYRtO2bemWZImnhCGD/dEMPSmnB40YJIoiAHR0dGzcuHH8+PGcc03TstlsJp2JR2NNTU3EQJIkp9PpzTEMo7m5mYhkWS4oKAgGgw6Hw+VyFRYWIiLkJBKJe695gMVF2Md/PXTtltVbW7a1ffXlpnOu/X57sKO4ssjqsL7z7KJkLAXdBFEY9f2R5cOLK5xlNtkGAJxoV3zXSWdOgG8TJCL4xq1YuvLl+/+uplU4HByo9tyac0//PiLCUWvYtG5E5TBENIgbXFd1TTVUzdCSakrhigGGIAuarheXFw+pGQK9StO0cDgcCAQYY9DbwuFwR0fHoEGDGGNwdDjnmzZtUjoy5d4yBIT9SapJS7nd7XFrmvbl51/YZJsATAJRQkkWZZNkkkRpW3R73anjGWOwB855NBoVRTGTyQQCAcYY7E3TtAdufjDdqMA+PAVuk8V01mWT1y/duPqjhsJ+Bf1HVOmaXjGkHxH/x+P/hG6CKAyeOGjo6QMCos9j9QBAZ6Zr5Kmj4NsEiQi+cWuWr1nw679nohk4HCizs646tW7wGOgNS1cvO2XYBDgwIjLIaNKDdSfXQa/SNC0cDgcCAcYYfA1aWlr8fr8sy3DUFEVZ+enKQYFqBIT9MQxje3qnTbTIKDtlh8hE2EdDcN0Z50yGw/fH3z6zdfF2OIDRk2u9hZ4P/vtDX7F30tRTGhu2ocAqhpR/9PoniXAC/i/EypHlo84eVu2uMokmIopTcsj4Gvg2QSKCb5yiKG8teOfjBZ+TwaHHrD7rOT+YMrB0IPSG5WuXjx8yHg5K5/pObBk9djT0Kk3TotGo3+9HRPgaxONxVVX9fj8cte1N29M7k0WeQjgAImpJt5nR5LN64QBWblk1edqZgiDAYXrz9bc+fvpz2JsoCVfccVk6nvaX+F586JVkLDXz1kv+Nv91h8dxzqzvcc5ffuRvxAlyvMWe066aUGwr8Fg8AEBEnUao9uRR8G2CRATHQnB78I+3/yXRnoAe8w30Xnz5VK/dA0eNiBq+Wjt6wCg4KMVQwtZYzbAa6FWapkWjUb/fj4jwNeCct7W1BQIBSZLgSCmK0tnR2bKtuZ+zTBZlOLD2ZAc3jGJXMRzAms0NE86ZaDab4XBomvbqgr81/H0j1znsDREls6RmVABAhmarOZPMAAATGDc45Fic1mFTBlsLTIOLB/rtPkQEgKyuJC3pEbUj4NsEiQiOhXQ6/czsvzQua4IeqzylfPrUqbIow1HLZDO7WpoHlw+CgwpnIqxUrKyshF6lqmoikfB6vYgIX4/Ozk6bzWa1WuGIdHV2bVvXaGFmj9VtNVvhoELpUFJJVXj6wQFsato07PSRTpcTDgcRvfPWO5+/sEJJKtADBIC7MTQ7zYFKb9WoivGTx23f0lTtrGLIIKc91TGobojVaoVvEyQiOBbS6fSzv/7r5s+2QM9woMFTqi6qn8aAwVHrCHXoql7mL4OD6kx0qT49UBCwWCxWq5Uxhohw1BRFSSaTXq8XEeHrEYvF0ul0UVERIsLha9rWpLRmAg4/IsKhRDOxndHm4UU1iAj709zeUlxb6g/44TC9+867S19amQ6nYX8I/g8iEmXRVeT09fMEKnwVg/uV9ithAuOcI2I2mw0FuwqsfrNs5sS7MDJq7CjGGHybIBHBsbBzx84nf/anVCgFPUMIky6rO33MJOgN23ZuK3AWOK1OOCjOeVyJK5qq6EpGywICZ1wjTZAFXdGL/EWxdIxJgmySBEHkxC0Ws2SSTWaTKIqCIDDGhBxEZDkAwBhTFCWdTns8HkQEAESE3qbremtra2FhoSzLcPgURVn52YqB3mrGGBxKSk1t7tg6qnQkIsL+xJNxscRUVlEGh8MwjA8++GDF6w2hpjDkEAAQEYBoEqxeq9klO4sdZQNKBtYM8Pq9bo/bZDJxztM5kiQpiuJyuQzDCHV2pVNpSlLJ4NLCokL4lkEigmNh546dT9z8TCaahp6RHfL3rjxjRP9h0Bs2bN04uGyQJEhwRHSuf7rx80mjTgGC3Wg3pN04cc5J0RQiAkYEREg650SckAxucOLJbBqQDM7tdhsiMsYIQZYkRVVFUfAF/CWlJXDUiKijo8Nut9tsNjh8kUikaVVjhb8fIsKhaIa2tmV9bdkIAQXYn3QmnTCla2pr4HCoqrp06dL1SzZt/axJskiiRZBsYvmQ0qL+hWaH7Pa4vX6vz+eLRqOyLAcCAcYYAGQymUQiIQiC2WxWFMVsNgOA1WrNpDPbt20fOXokYwy+TkQUi8Xcbjf0GUhEcCzs2L7jqZ/9ORVOQ884Sx0XXllf4i+B3rBi/cqxA8cwZHBEsnp2zfa1dTVj4XAQEBD8PwQEBLsRAgABgc6NbbGmiWdMgt4QDodlWbbb7dAzRAQ5yWRy49qNAfS57E7oAZ0bK3esGlMxSmQi7I+iqsHEzpPOOBkORzqd3rBhQzqWiXbFCkr9xWXFTGBOpzOdTsuybLPZdu7cmUqkyvqVrVyxsrKisqq6ijGGiJFIxDAMi8XCGFNV1el0ZjIZi8VitVphb7/97W+bmpoA4J577tm1a9f7778/fvz4yZMnf/jhh4yx0047DQB27dr1/vvvX3PNNYZh3HLLLY8//jgivvTSS5MnTy4tLYV9RCKR2bNnz58/H3I++uijVCpVX18PB5DNZtva2iorK6HHFi9e/O6775pMplNOOeX888+HbplM5ne/+92OHTsGDx58yy23QDckIjgW2tran73nhbbN7dAzhSMCl1823SyboTcsXfPFKUNPhiOVVJLbO7cPrRoKvcrgxtbYtgmnnQK9IRaLGYbhdrs555BDRADAOTdyOOdGDudc0zTGGCJyztOptNKaKXIXMsagBzjnGzo3VXuqLLIZ9scwjPW7Np5x7mQ4HFu3brXZbEVFRYgIOZ2dnel02uv12u12RHxv0XtDfANSekbP6m6fJ6SECkoKd9u+aYeqqDaXzel06KD7fL5kMklEhYWFsLebbrrpiSeegJzbb7/94Ycfvu222375y1/OmzfvoYceghzDMKZPn75w4cKGhoaZM2e++uqrw4YNmzlz5ksvvZRKpb766qv+/fv7fD5N0xoaGqqqqhBx9uzZP/nJT2RZLisri8fjhmEIgkBEwWCwX79+LpeLiNatWycIgtvtbmxsfO2112699dbS0tJwOLx9+/bBgwfbbLbW1lan07lly5Zhw4ZJkgR7mD9/fl1d3bhx4x577LGCgoJrrrkGcn72s5+de+65U6ZMWbly5ejRoxERcpCI4FjgnH/y789en/emoRrQA9Wn9bv4vAsYMjhqRLR645qxA8fAkQqnIuF0uH9JFfQqgxvbEttPmnQy9AZFUYLBoM1mY4wBACJSDiIKgoCIoigKgsAYEwSB5QBANpv94rMvBnr628w26BkiWt+2oZ+73Glxwv4Q0ZrGhtOnThYEAXpA07RIJBIKhWpqamAPiqKoqmq32xExm82+/urrZ444Q5IkyOFEISPcf3j1hwv/R1f1aFdMFMRoKMY5J+KiJLmcLsj57uVTCsoCADBr1qwJEyYMHjz49NNPnzdvXnV19ebNm2Ox2M9//nOfzwfdbrrppjvuuOPNN9/UNE0UxRkzZsyePft3v/vd448/3q9fvxdffPGll166++67Tz31VJPJdNJJJ9XX11955ZVLlix59NFH169fH4/HnU7nX/7yl7PPPvutt95auHDhr3/966qqqjfeeGP69OnJZPL999+//vrri4qKHnvsscmTJy9cuPC5556bO3duMpmsqqratWvXnDlzYA/z58+vq6ubOHGiqqozZ878xz/+AQBEdN5557399tuwDyQiOEai0diLc1/e/HkjEMFBEUDt1KFnTjjNIlngqHHOt25vHFI+GI5Ua7QdBCr0FkCv0rmxI72zbkId9AYi6ujoMJlMLpcLchARDoWI1qxYUyYXM2TQM0S0K9liRbPP7oMDaNiy9pRzJskmGQ5F07SGhoaSkpLCwkLGGOxPKpX65ONPyq2lRd5C+H8QWpS26qEDFEXRNE0QBESUJMlisaiqyhhzOp2wt+bm5nQ6/cc//nHy5Mn19fWNjY1ffvmlLMtr1qxhjN13332ICACvvfaaYRgfffTR3Llzb7zxxosvvlhRlAsvvHDHjh2ffvrpwoUL58yZ88orr0iSdO211zLG7r333scff3zBggWBQMAwjHg87nQ6o9HoZZdd9uMf//jBBx+89dZbZ8+e/Ze//GXq1KkWi2XBggX33HPPb37zm3PPPbe2tvapp54aMmTIkiVLZs2aVVVVdeWVV7744ouwh/nz59fV1U2cOJGILrzwwoULFwJANpudMWPGG2+8AftAIoJjZ93qdc/d9bKaVOBQCgYExp1bO7y4RhREODrpTLorFKosrIAjtTO8y263uWwu6FU6N5q11tHjRkOPERHsDxEBgKqqoVDI7/ebTCboscatjVKU2U126LG2VAfXjRJXMRzApqZNw8+odTgdcChbtmwJBAJutxsOQNf1Tz/+tEAMFHoCsAcUsZ132Zw2p9OpaZrFYmGMpdNpq9VqGIbb7RYEAfbnrbfeam5u/uEPfxgMBhcsWFBXV8c5X7169axZswKBAAB0dXXdfffdoig+8cQT1113nd1uv+uuuxwOx9VXXz1nzpwnn3zy+uuvr66uXrNmzdy5c3//+9/Pnj17/vz5r776qtPpBIB4PO50OuPx+IwZM2655ZZ77733/vvvLykpqaqqmj59emNj4wsvvHD//ffPmTPn9NNPP/nkk+fNm3fqqae+88471157bUVFxVVXXfXCCy/AHubPn19XVzdx4sSPP/74gw8+mD17NuSce+65zz//vN/vVxTFZDJBNyQiOHa6Orv+eOez7Vs6YDeCg6ueUFU3pbbSVcEYg6PQ0t4iMbnQXQBHamt7Y3Gg2GIyQ6/Sub49tbN6cDUcJiICAESEbkQEOdlslnPu8XhkWTaZTNADiXhi24bGYnORKAjQM13pkKJlS12lcADN7c3FtWX+gB8Oqq2tbefOnSNGjDCbzbAPXdd3BnfaHfbg+h2V3n6ICHtCiGXizMRCmbDT4yosLvR4PKFQ6LOPPxs9dnRFVQXsTVGUX/ziFy6XKxgMPvroo16v9/bbb3/ggQe6uroee+wxxticOXMEQYCcCy644Lzzzrvmmmuee+65N998c+HChYZhzJw5c8SIEcuXL//tb3/70ksvIaJhGDfffPP999//2GOPvfrqqy6Xi4gSiYTD4UgkEpdccslPf/rTe+655/bbb/d4PNlsdurUqRMmTLj44osvvfTSU0899Ve/+lV1dXU6nZ43b96999573XXX9evX7+qrr37++eevv/76hx56yOfzAcAf/vCHTz75pLCwUBCEu+++22QyXXvttQsWLPjiiy8eeuihioqKTCbz5JNPzpo16+mnn7ZarUhEcOy0tba9/df3GpdvG3nGsIYP1xOndDxLGof9QYGNPb926LBBpY5iRIQjtWnb5vJAmd1shyO1eseaQRUDzZIZepXO9XbeOXTkMMYYHA4igr0hInRTVTWVSmmaFggEGGNwKEQUDod3btlRZC6UBRkOhYiaEy0WZvHZvXAAyVQyY1N8xX632y2KIuyPrusrV64sLS0tLi5mjME+EonEhmXrGbIyb4lJNMH+aFzTuc5QiPHE4NGD29radqzbPmRsTWFxIeyDc57JZGw2GwAYhpFMJl0uFwDoui6KIuyBc84YgxzOOWMMAIhIVVVJkhhjRJTJZKxWKwBwzhljRISIAEBEiEhEiMg5Z4zNmDHjr3/96+bNm1955ZUHH3xQ13XOuSzLAKAoislkAgDOOWMMADjnqVTqvvvue/TRR+EAiAgRISeTyVgsFgAgIkQEACQiOKbaWts+eO3DZCS1dfk2ySxpqqamVK5y2B/RLJ08Y8zw6hqv1QNHavXGNSOrRoiCCEdqaeOyUQNqZVGGXqVzvQP+d3twAh5ldTYM+DnnXWafycxkDyEJCXuiRBYBhQgiihoRQbAiIsXd3yoVrQvF/lWJtLjUolSkrVKhoKi4gogKCAKyKptACJCQdTLJ7Mv7vuc8P998f64LCsGEhLLNfbt7FPSglEL7QcTGxkZRFK1WK7QMIno8nkMHDiVSp0kywCkhYm2oLhQN5ziyCBA4QVSLBpXg4foKR7oTAPLz8yVJgiaRSIRSKstyKBTavXt3nz59oBm7d+02R4xm2QSnxIBHWRQF7JDf8bvVa9KMKXl9uuoNejhnfPPNN2vXrnU4HHfccUdCQgL8ksbGRkqpzWaD00IQEc4qxtjKT772ufxrFq8HhgCAAASaZXaar5xwedeUPJNkhNZDxE07Nvfr1o8SAqfr212rrywYKAgCtCuVqR7Z37lbZ0optCuv16uqqsPhoJRCyyBiMBjc/+P+DqY0SikhBJoXVZU9dXsL0nsIRIATuIJuc6YlMTFRp9MFAoFDhw4RQhwORygUMhqNDQ0NAJCbm+v1eiORSFZWFpyMpmkb127s5uhMCIFfonINKReS5O3bt3fv1r1Tl06EELhYEUSEs0pV1ffeXIIIW5f9qIZUaIG0rimX39w7156jE2VoJcbYph1bBvbsD6cLEVfu+GZIYRGlFNqVqqkenb9L9y6EEGhXiOjxeBDRZrMJggAtwxjb+dNOHmFc4xnmNFmUoRkhJbSrfE+f3MsIIXA8RVPKg5WFlxdKkgQxiMg59/l8RqNR0zSDwaAoytatWwGgb9++kiTBydQetbemgz0dTokjcmQMGSNoSDeWlZXl5ORkZGbARYwgIpxVnPOl//pkzYLvAYApDFqm88DcXkPyc6wdRUGE1lA1dW/Z/kty8uF0cc6/27duUMEV0N4UTfHpg527dSaEQHvjnHs8Hr1ebzQaocWi0ShjrKy0zKkl6CQdNOOQu1wvyKkJqdAEAQGBc17hO5LVI8eZ6IRT8ng8mqYZY+AEnPON6zZ0smZLVIJT0rimosa4piETrbIzzWkym3Q6HVzECCLCWcU5X7Zk+ZdvfouMQ8tR0mtEfrdeedm2jpRSaLGoEq2uremUmgOnS+PaDwc29+/RD9pbVI0GzZHczrmEEDgDPB6PKIpmsxlaAxE3fb+pkzmLUgonE4wGdx3Z0zunUKACNPGFfVGuGESDamO5nXPhlzDGvF4v59xoNOr1ekopNEHESCSydcOWLs48gQjQAgiogBIFNRD0J2elZGZ3hIsYQUQ421wu1/uzPzyw5bASiEKLCbIwZNKgjmkZKaYkQgi0jMfnUcJKqiMVTldUi+44svOyzoXQ3iJqVEnQsnKyCCFwBni9XkEQzGYztEYoFNq/dW+mrQOcDAJWeauBQVpCKgcuECGiRiJa1Kv4ErOSvI3eTnmdTCYTtICiKH6/Xz1KUdMz0gVBAABN03b+tDPkDnZISDfrzdAajDNCiGpiHbpkiqIIFyuCiHAOCPgDn/7r8+/f3wSI0GImp+nqyYMybRk2nRVa5vCRww6Lw2a0wenyRrwVDUd6ZHWH9hZRo6pd65idRQiBM8Dn8xFCLBYLtIaqqrt+3OkgdpNkJITA8RhnP9fusxlsHHiQhUSgRBYcyQ5JkrKysqCVotHo7l27uVcTE+QER0LloUqmaB1sGTaDFVqGIyosGowEfZFATX1NVWVNqCHS64pLhl4/RBRFuCgRRIRzQMXhio/nfb73u/0AcPl1fU024zeLVwuiMHHaeCBAgOzbtr9875FLB+WX/li2e+PP3ft1Q85/3rwvrVvqgNF9sq0d9YIOWmDnvl2dM/IMsgFOV0OooTHsyUnNhvYWUaOqXeuYnUUIgTPA7/dzzm02G7RSKBQ6fOiw4o0m6hINkg6OwTk/0FimtxkzMjNsNpuqqpRSvV4PracoyoHSA+hlqeaUKFMCkYDdmEAJheYhoMaYypSwGvEEvUdqKt31DZ46b7RRDdVHmMKZwgSJpuYl33T/9d16diOEwMWHICKcbYj47Rerlr78BTLevV83R6o9tyBn/gsLockVxf0Z4zk9s/795/dvf2LcJ29+duPdIxa9tARiegzpWnhVQYY+XRQE+CXb9/x4aadLBCrA6apsrAIR0hyp0N4iakRzYGZWJiEEzoBgMMgYs1qt0HqMMb/fX/pzabLkNMtm9i7HxgAAIABJREFUaKJxrY65u1/aXRAEaAPGWFVVVaDcl2xJIoTAySAgctQ4U7la76t3N7rr3G53rTvgDkUalFBjGDRABOAIMaZEkxpW8i7v1HtYYUp6cnpGuiRJcPEhiAjngO0//Dj/2X+rYRUA7Cn24rtHzH9hITSZ8tf/89fH/nbthGG15XVp2alGi/Hzvy8LeIMQQyV65e39s7Mz002plFI4pS07t1zW+TJKKCEETsuBurKkxCSzzgTtzR/xC2lyRkYGIQTOgFAopKqqzWaD0+X3+w/8VJppzSBAAEBRlapwjdFh6tK1C6UUThfnvKam5uCesi6JeQIVIAZjVK55Q15vwNfgc9e7G9z1DYH6UKQxGvFEMQoEKCBCM5xZjqz8TIND31DV6Ei353TNvvzKfnDxIYgI54BwOPzBW0s3frQFEO0p9uK7R8x/YSHE9BzQPadn9mfzlhFCUjomdyrI0VQtq1tHRL7ktaUQo7Por7n3qrSEpES9kxACzdtZtlOXaBBAIJyABkbBIIAoU1ESZUkQBSpQoIQQaN7uyp9zM3MkQYL25g355A769PR0QgicAZFIJBQKORwOOF2MsW0bt2WZMlWmMOSMa8wOuXm5cLoQMRQKlZeXe6obMyzpKlOCoaAv7K+qrT50qJwzDLiDaoDxEOdhIBxahYqUylSLML1FZ00x9+jfbfSvR8HFhyAinBtK95a+9eQ7ocaQPcVefPeI+S8shJiHZt377ouLvPU+AHCmOa68aeCBn8qIQLO6Za7+cK2/wQ8xjkzHsMmDk0SnTW+F5lUHasEIAhU4oMVm0el1oiAqihIKhcLBcDQSZYqGGhIOAohGySASSQQqUFESREqoIAg7Knb2yO4uCiK0N2/IK6XrMjp0IITAGRCJREKhkMPhgNOFiHt275H81Iv+hER7XXVdYkpil65doAV4DCJGo1FN0yJHhcOBQLCuus7n9gpAdaLOZk5wWOxmo3nz1s0rFq7RSTo4pfTctCFjBiPHT+d90bVPl4zc9LUff++ubhh2+9CNy37wNwYEWaQi0aKs8+Wdbnt0TFJyElx8CCLCuSEUCs2ftVD1qFfcOCCza4cNy35Y8e7XGXnpw3415J3nFgAAoeT2x8e+9+qHFrvlhknXcs4X/vk95AhNcnpn9b2xVwdDul7Uw8kg4oGGslRLilEyckBN0xSmIOUaMhW1kBLSGfQGk4EKVG/QSbIsCAIAcM4j4YgSVULBkKZotbW1nZNzRSJIokwJpeR/AAABAjGEEDgt3pBPztBndMiAMyMajQYCAafTCW0QCoUOlh2UZCk3NxcACCGUUmjCYxRFiUQioVAoEo4o0WgkHI2GIwRJNKoAA4vBJIuyRCSRCDpJp9frCZKjIEZj2pHqykXzPlR9TKACNE8QhQdm3jN32j+UsAIAtz8x7st/fdV7aGHZzoMZeRlrlq4zO02JWfbsnh2jIaVw8KVde3YlhMDFhyAinBsQcef2XQuffz/gDsDJEEr0Rn04EAYAKlDOOPwHSvqNuqxzr04ZcpooCHACRNxVuyc3sZNB1MMJ8ChARODIVE1TuQYUOSBDjRPujwZ1OpmKQigSSstIYxqLHhWJqlFFEAQlqjCVmfVmWZAAABkAgnAUEEACAJQQWdRRSgiQowDJUQAIhBAAQDjKHw3qOujT09OhXSEixGia5vF4kpKSoG0URamvr09LSyOEAADn/NDBQ26XGxlHhkpEMcpGvaiTqSRSUaCCJEoCESilQAgBIITAyaia2uht/PrbVbU19Y37/bIkEziVrO4dh9w6+PCe8obaxh/X7Jjw9K+O7K8M+UO5l+Qu/NNiABB0osGqu2J0/2tGXa3T6eBiRRARzhmqqi57b/k389eyqAanRdRL1z84zG6zpRlTKKEQg4gRLQJARCrurN3dM7mbLMrQGogIAAiIgB7Vm3dZFwBARIhBRM45ImqaxmIQUdM0fhTjjDNE5JxriqoqmqaqjDFVURnnjDFAEAUREEVR5IDOVKfVaoXjkRgAwBg4HiJCDCJCDKUUYjjnhBAAIIQgImPM5/Pl5OSIoginKxwO19fXR8IRi9USCUf+RzgS8YU7mNMlQaKEHgUAhBBoDV/A/+VXK6qq6xr3eSVRR+CXde3d5Yri/p++9UXRmEE/b9q7b2upLdE6eNSVZTsPZnfP8tR7f/h6sygJ/W/pa0uyXH7F5bIsw0WJICKcSw4fKp/z2FtBdwhOly3FMuLBayzUnKh3EEIAIMqitcwVCAQNRCcYpQwpVaACnBZELPcfKbziMmgxRIQmiAjHQMS6urrk5GQ4BuccWoNSCscghMDxCCEQwxirr6+32+2yLEMMIgIAIjLGEJE3YYxhDOccETVN45wbDIaEhITDhw+X7tqfbEnSCTqRCpIgCkSUjhIlOF2+gG/V2jWbv9whUx0lBFomLSe16JYrF7205PLr+lBBWP/5xsKrLgWA7B5Zy+evGPXgyPf++mFitp0IpM+wy64uHiIIAlyUCCLCucTv93++YPm69zYCRzhdHfLTrxo/yAE2s2QCgIgW2esq7ZbUuVHxUiTJpiQ4XYh4wHOw3+DLoT0gYnV1dUpKCqUUfgkhBNqGc15WVmY0GiVJQkTOOQBwzgGAEEIpJTEAQAihlAoxNEbTNK/Xm5KScvjQYe7WnEYHtAdVUytrqz7/dHnNHrdeMhBoncl/nOhvDCQk2v5VslDSydfcPvSDvy7tVXRJds9sztj2dT/1vubSTvmdktOSjEYjXKwIIsK5BBFXfvrNJ68uA45w2igpuLp7v+sus6oWg6iPaNG9rn0FqT0JEAAghMDp4sgP+sv7XtEX2gPnfNu2bYf3lCNHQRQFSaBHESLKEgBQQqEJodAlv3OHzA7QBohYXl6u1+stFguJoTEAQGIAgBACAIQQOAbnvK6uToopO1CWyO1G2Qhtg4hl5QdXfPV1Q41Pc3NREAn8DwQgFCSdJOtl2SjJRklv1ntqfd4aH3KEGEQEAHIUgCSLqqIBgM6gY5qmqQwAZKOu1zX5142/JjEpkRACFzeCiHAu4Zwvnf/Jt++sBURoA0EnDptclJTmSJdTNdTKGg91T+xKCIG2YcgOBSr6DuwL7YEx9sP3mz6Z9YUSUeEoQgCA/A/4D0SCUVOLBwzqD23jdrsFQUhISIDWYIxVV1eLoqhp2sGyg50tnWRRhrYJBAML3ll8eEe1yWQi8P8ZEwwFw3p0693FZDUbjQaD0WA0GQkhXo/34398dnjbEaPNYHaYnBkOU4Jxz/d76w64ARH+AyEFV3Uf+5vRCfYEiAMgiAjnEkVRFr/xwaZPtyLj0DZGu/H6B65x2BIsaPq5bl9BWk9KKLSNxrRarC8oLID2wBhb/92Gz15ZoUVUODUZbnm8eODgAdA2Pp9PURSn00kIgVbinJcfLvcd8WTY0gkh0Dbz3nr74I5KvaiXJNFgMZjtpqzCzD5XX5bdKYtSCidoaGhQoorFYjEYDZRSAKirrfv249U/LtuphFQ4hi3Fdv+ff92hYweIiyGICOcSRKw4XPHTxp3VB2r3bzoQ8UdR43C6EjISbnr4OhEFf9jfyZItEAHaJqopAUOwc7cu0B4YYz+s3fTxy8u0iAqnJsMtjxcPHDwA2iYSiXi93qSkJEoptJKmabt37bYrVpPeBK2BRwFy5ExjGjBGuMa15Uu/MliNXQo6W5xmKhG/15eSntoprxOlFFpMUZSd23atWfx95c/VyDgcRcilw3re9bsJoihCXAxBRDj3IKKiKFWVVQd2HVz3wYb6Q244XZ0H5N76m1FVpZVp+hRCCLRNOBrGZNKhYya0B8bY99+u/+wvK5iiwSkRGUZNLR5YNADahjFWV1eXlJQkiiK0UiAQ2L9tb0dbJiEEjoeIAMCBc44aU1VN1VBTkXFgITXMCWecyXqdKAmcI0GCnGuKZtKbZZBkIopUVJhGEmlWdhYhBFoDEV11rvVfbty2bIdOr0vMcPS5/rLLr+pLCIG4GIKIcA5DxO2btv97xgdhTxhOi8lhvOfFuwL1gSTZQYBA2zSGvJZsS3JKCrQHVVW/X7Xhi7+sYCqDUyIyjJpaPLBoALQN59zlctlsNr1eD63U0NBw4KfSLHtHQGScqUzlwDVkSCHKor6IX5JFk8UsyZJOr/tfUgyN2bHtpwRM0ImSQARKKAAQQqBJKBqq1eqdqc6UlBSDwQCtgYiBQKCuqi4pJclis0iSJAgCxDUhiAjntmg0+t2KdWs/WO+t9WlRBhyhVSi5+teDs7plOlmCJEjQNg3BRmfXJLvdDu1BUZS1X69bPvtrrnE4JSLDqKnFA4sGQNsgotvtNhgMJpMJWoMxVl5eHmwMaJwZDHpJlmS9jgr0KFmWRVFkjFmtVkEQoBn79+03+GWjbIRmaFzzK4FGzdOrb6EoitBiiqIAgNlsJoRA3AkIIsI5jzHW2Ojxebzvv7r0yM5KaKWM/PQb77tO9lGLzgJt4w65U3tkWCwWaA+Koqz+cs2KOauQcTglIsOoqcUDiwZA2yBiQ0ODTqczm83QYogYiUQURRFFkVIKADSGNAEAj8djtVpFUYRmeL3eil3l6ZZUOCVfxK/aWG5eLqUUWoAxFolErFarKIoQdzIEEeE8oWnae28u2fHN7oA7CK0h6MSBo/t0vjQvkdhFKkIb1Pjrsi7NNplM0B4URVn56TffzPsOOMIpERlGTS0eWDQA2gYR3W63LMtWqxVaTFXVYDBIKTWZTIIgwAkQ0ePxWCwWURShGaqq7tyyI9OYQQmF5iFifahBNWl5nfP0ej38kmAwiIhOpxPimkEQEc4TiNjY0Fh9pPr9l5a6yxugZQSdOGB0n4KBPRVf1Ck6RCpAG9SEXLm9cnU6HbSHaDS68tOvv/37OuAIp0RkGDW1eGDRAGgbRGxoaJAkyWq1QospihIOhw0GgyzLcDKI6PF4LBaLKIrQvL179prDJoOkg1NCxLAWrlcacnvmWSwWaB4i+v1+URQTEhIIIRB3MgQR4byCiLt/2rNo5geeKg+0QOf+uWMfuaVyf0WqIYUSCm2AiJXB6h59e4qiCO0hHA4v/2jFuvkbAeHUiEyKH7n2yqFXUkqhDRCxoaFBkiSr1Qotwzn3+/2cc7PZLEkSnAwiejwei8UiiiI0z+121+93JZmc0AJRTanyV6fmpmVkZEAzIpGIqqo2m02SJIhrBkFEON9wzjet27xk1scRbwROjZL+t/S56uZBofKAWTZB2yDi/oYD/QZfTimF9hAKhb5YtHzD4s3wSzhwZ7b92klXp2akEkLSM9IJIXBaGhoaBEGw2WzQMuFwOBqN6mOgGYjo8XgsFosoitA8VVV/2rg925pFCIEW4JyX+47k5HdKSEgghMAxOOeapkUiEZvNJssyxDWPICKchxRFeeeld3/6checkinROH7aOEGg5pBBEiRoG0Q8GCzv3b83IQTaQzAY/OSdz7d8vB1aABHlBFlnkm0p1lsfGmV32CVJEgSBcy5JErSYx+MBgISEBGgBxpjX60VEm80miiI0AxE9Ho/FYhFFEZqHiHt27nZoCbIoQ8toXKsN1uocxrwueZRSaKIoit/vt9vtBoMB4k6JICKcn75auvLjV5cRaBYR6PB7h/To0y1cHXLoE6DNOOcVSlVh30JoJ4FA4NO3v9jy6XZoDRTQmmJJzHTYU2y2lAQlHL3qxiKj0SgIgiiKPIbGAADnXNM0xpiqqoQQs9nc2NhICLHb7dACqqoGAgGdTmc0GqF5iOj1es1msyiKcEput7thf73T5IDWqAvWJ+YmJSYlIiLnXFEUVVV1Op3VaoW4X0IQEc5PX3701WevLQeE5hCBjnhwWFaXDuaQURIkaDPGWaVW06t3L2gnfr//w7kf71ixG1oPEYESSgknvM9NhZJOTEi0OZLtjLG6Iy57ir17QTe/L3Dg5wO1h2sD3jBTVKaxwaMG2Z0Jer3e6XTCL0HEUCgUiUSsVqskSdA8RPR4PBaLRRRFOKVIJLJ3654O5gxCCLSYxrRKtabnpT2j0WgkEhEEwW636/V6iGsBgohwfvpxy0+LZ34Y8oSRc0RAzuEohGPZMxNG3HeNndpssgXaTNEUnz7QpXtXaCder/ejNz/Z+fUeaBsiEWRARJAskj0toW6vi1CS2i05Gow2lHu5yoEjxBiTjImd7ZcMyE9OT07PSLM77NA8RAwGg6qqmkwmWZaheYjo8XgsFosoivBLdmzfkQyJkiBCawSioRqltmvPruFw2GazJSQkQFzLEESE85Pf79+9fU/QF9RUFg1Hw8FwqDGshJRIKKpEFCWiMpUlpFpHTBoerA8kiU5CCLRNKBrCZJrZMRPaidfrfe+vH+z9rhT+ixgyoqOiTrjhvuGDhw0ihEDzFEUJh8M6nU6v10PzENHj8VgsFlEU4Ze43e76/XVJpkRopTpfnSU7wWaz2e12SinEtQxBRLhwud3umn1VJmrSCTK0mTfk03c0pqWlQTtpaGhY/JclBzYcgv86DbQRD1wzfOQwQgg0AxE1TQsGgzqdzmAwQPMQ0ePxWCwWURThl2iatmP7jjQhWRZlaI2optSFXYkdkzrldoK4FiOICBeuIxVHGg+6E/Q2kYrQZp6Qx5bncDqd0E4aGhr+Pev9g1sOw3+dhtrgCQNuHHcDxLAYzrmmaZxzTdMYYwBAYkwmk9VqheYhosfjsVgsoihCC3g8npq9VcnGJGgNxphX8VmzEjI7ZkJcixFEhAsXIjY2Nh7cV6bXdDbZKlAB2sAddCd3T7PZbNBO6uvrF7/8wcEth+G/jgErGNH9urHDKaWIKIoipVQQBEqp0ITE+Hw+RLTb7YQQaAYiejwei8UiiiK0QCAQKN1RmmlKJ4RAiwUjwYAUKuhziSAIENdiBBHhQsc5d7vdh0sPW9BsEg0CFeC01AVdHfI7ms1maA+I6HK5/j3z/YqdlXA29Lym6+0P36bT6eCUvF4v59xms1FKoRmI6PF4LBaLKIrQAvX19f5DXpvOCq3hjwQiRqWgsIAQAnEtRhARLg6cc3e9u+pgpYHpTaKRUgqt5ArVd7wk22AwQHtARFed618v/Lt6by2cDV2K8u787e16vR5OSVGUYDAoiqLFYoFmIKLH47FYLKIoQgtUVVZp1VGzzgwtxjjzR/xSqj6vSx7EtQZBRLiYMMZqa2pry2tM3GiSjJRSaBkEqAnVdS7sLMsytAdErKutm//cgtrSejgbsvt3nPzkRIPBAKfEOXe5XGaz2WQyQTMQ0ePxWCwWURShBXw+X/muQ+nmNGgxxlij6k3rmpaYlARxrUEQES4+mqbVHXW41oRGo2iglMIvQcQDjQf7DOpLKYWTQcRIJAIAhBDaBGJIDBwPEWtqaub/caGrzA1nQ2p+8gN/vMdkMsEphUIhv9+fmJgoCAI0AxEbGxstFoskSdACjLEtG7bkWrIJIdAynPNaxZXfr0CWZYhrDYKIcLHSNK2murr+SL0JjUbRQCmF5iHioWD5Zf17E0IURQEAQgillBACMYqirPtm3Z4N+2W9pDfqdBadzqgTRUGUJZ1OFmWRAFBREERBliSD0SCIQtAf/Pi1L/y1ATgbjCmGu6aPz8nNIYRAMzRNc7vdCQkJOp0OTsnr9er1ep1OBy2gadrm7zd1TsglhMAv8fg8yz5eabIZRId0+32/MhgMENcaBBHh4qaqan2dy1VZb2J6vaCnlMLJcMSDgUN9B/ZDxHA4LMsy5xwROeeEEADgnB8pP/LVgm8Pbi5HxuEoSgCAHEUBCCGUEAL/i1BCKAFEJaQRhLOCA+b0y7zriQkWiwWaEQwGNU2zWq2EEDilcDjMGDObzXAMjOGca5qmqmokEvE2eCPhaIOr8XDZ4V5d8zOc6QCAiBDDj0LOOXLOjlI1NRqNMs4XvvVhoD6YnON86E/3paWnQVxrEESEOABN02praqvKKs2CkSChKMiSJFCBHIXkKMb5oVB578t7A4CiKFarlVIKTRARAFRVPXjg4Pz/u8hX44N2ktMza8D1ly/883sA0K1Pl/7X92MaWzrnU85x6Ngib71vzUdrbYnW3lcXfrN4NbSSPlF/93N3ZnfKhpNBRK/XK0mSyWSCX6Kqqt/vdzgcAOD1+moqq6MRxefxeVzexhqP3x0IeYNed0CLqExlTOVHdb8qr0deV01jqqJEItFAIBj0BUPBSCQYUSJqNKyEAmFVUS+5sse+7WUsgIJExz41auCQAYQQiGsxgogQ10TTtHA4rKpqNBoNBUJBf1CJRAkQJaIYdAbBLKR3yKCUCoJgsVgIIXCCcDi8feOPKxesrit1ASK0jSPVkT+gR59rLnv5wdcAILljsqvCdeXIASaryev2VR+sHnhD/4V/fu/2J8Z9+PrHkWAEWokTLLwh/9Z7Ruv1ejiBpmm1tbWJiYk6nQ6aMMYwhlIqCAI0YYx5PB6n0wkA33+7/os3v1QiGtc41xhyOIoAEKCEEGiiAVNVFTkSIP8fkOMAACEaqlzlsqwjAF2uyLvn95P0ej3EtRhBRIhrV5zzgwcOLpz5fl2pC9rDo3996NWHX4cmQ8cWRULRhpqGTgU59uSEI/srK8uqS7cfgNOid+jGPjHqksJL4ASqqrpcLlmWKaU8hjFGKSWEMMaMRqPNZoMmnPPGxkaHw0EIaXA3fPLO5ztW7iECAQ0QUNQJBIgW0QChLQwJhknPj++e3x3iWowgIsS1N0Tcu2vvoj994C5vgDZ79K8Pvfrw6xBjT7Hf/sTYv/1uHtNYYobTbDP3uLybJEt6k27ZO1/53D5oLQEG3TngpnE3EkLgeKqqRqNRABAEgRAiiiKlFGK8Xq8syyaTCZogosfjsVqtjDFBEHZu3fnp3OVdL8urrXAlZTg7ds2sr27Y/s0OpmgcMeQOwTEEWUhIT9Ciqs8VQI3DKRC4fFSfcQ+MkSQJ4lqGICLEnQGc803rNn/+ty8bq73AEdrg0b8+9OrDrwOA2Waa8MztC/+02FvvAwBBFH419daP5nx63YRhO9fvMdmMW7/ZDq1EBBg6efCI0ddBa/j9fk3TrFYrAHDOFUWhlAaDQZvNBgCc8yOHjpSXVRT272UwGvR6Pec8Go36PL7y0oqd63eXbjkYaYzA/xJI3+Je190+nGls15bdq/69zlvlheaZnaY7po/rcUkPQgjEtQBBRIg7MzjnFYcrPn/7y5/X7kfGofUSkmwj7hqeP6DnzvW73n/1wzufGW91WhpqGusqXMvnf3X9XdduXbW95lDtxGnjo+Hoyn9/W1/lhlbSO/UTfj+ua/eu0DKqqjLGBEHw+/2SJCGiLMs6nQ4RVVUFAEqppmmqqprNZoPBAMfjnNfXu1d/tub79zZpimaw6AbdNrDfkD7JKcmEEM75lvVbl/39K1dZPTSv84DcSU9PsFgsENcCBBEh7kyqqa55+/kFlbuqoL2ZbaaANwgxVKCccWi9Dpem3fPsr00mE7QAY0xRFJ1O5/f7VVUFAIfDYTAY4BiapqmqKoqiJEnQDFed68uFXxkTjN37dMvt0kmSJEIIxHDOf/hu0xdzVzRWeqAZgk68/oFhQ28cIooixP0SgogQdyYxxj5fvOzrf6zmGodzT/qlafdOn2Q2m6EFGGPhcJhSqigKYwwAEhISjEYjtBJjLBKJ6PV6QRDgBIyxfXv2fzT708ZqT8QXAYQTmZymsU+M6tX3UkopxJ0SQUSIO8OqjlS98cQ8b5UXzj2OPPsDz99tt9vheBhDKYXjISIAcM5DoVA0GjWZTDabjRAC7QoR3fXuyorKRSUfBlwBOBGBrMs63nT3iM7dOhNCIK55BBEh7gzzeDyvTXnDddAN5xhBJwydPKjo2sGUUgAQYgBAUZRoNMo5F0XRYDAAAKUUYhBRVVVCiN/vFwTB4XCIoghnhqZpX3741fI5KwHhRMl5SUPGDe7Zu7vdYQeAqqqqWbNmPfXUU0lJSQCwZcuWxYsX/+lPfwKA2bNnB4PBKVOmCIJQUlIybdo0uJgQRIS4MywajS5+Y8mmT7cBRzgBEajeLCd3Sq47XM9UxlXONIYahzNBIBanmaks1BgiArWlmcc+fktObg6lFABUVUVEQgjnXFEUq9Wqqmo0GuWc22w2QggAMMYCgQDGUEolSdLHEELgDNiza8/c376tRTU4gWzWFT94XffLuqWkJgPAyy+/vGfPnmnTpmVlZVVUVHz99dcff/zxRx99dPDgweXLlzudztzc3I0bNw4cOLBXr15wMSGICHFn3u6f9iwsec9b4wdEOAYR6cDRfS+5oqBDdkYoGAoFwx635+DuQ2vf26iFVWhvlhTLDfde++PqHe6qhu4Du/QeXJiSnmI0GqGJpmmcc0QURVEQBESMRCKNjY0Gg0Gv14fDYUVRBEEghEiSpCiKqqoAYLPZTCYTnAGHyg69/shbEX8ETiata+roR27q2qMrxEydOvXhhx/OysqCmDFjxixZssTr9U6fPt1sNhcVFZWWlj744INwkSGICHFnHmOs9OfSz+YtP/RjBXCEJs4sx4N/uic5JRmOEQwEV3ywct37G6OBKLQrQS/e8ODw5PSk5PSkpOQkURThlyBiMBhUFIUxRik1Go3hcNhoNOr1esZYfX29IAhWq1WWZTgDdmzf+dbUd1DjcFKU9Cm+9NZ7RxtNRgCYOnXqww8/nJWVBTFjxoxZsmQJALhcrmAwOHv27IKCgoqKiqKiokGDBsFFgyAixP1XIGLlkcrvPlm3a+3P3ho/IAKBfrf0vu3+WyVJguOFw+G1K77/6p/fhj1haCdIwNEhYezUUV26d5FlGVqJxwiCAACEEABAREVRZFkmhMCZsXrFd0tmLgUGzZFN8tgnR/W7si8hZOrUqQ8//HBWVhbEjBkzZsmSJRBTUlIyfvz41157raSk5Nlnn50xYwZcNAgiQtx/kaqqB/aVrf5w7d71+xM7Om6dckv7MGKzAAANm0lEQVRel1xCCJxAVdW1K9Z9Onu5GlahPYh66eYp1w+65kpKKZwn1qz4bsvX25nCD28vB4STyrykw/3PT3755ZdXrVrVo0eP3/zmNzab7dVXX/3666+vvvrqP/7xj+vXr6+rqxs7duzMmTMBID8//4YbboCLBkFEiPuvC/gDB/aWWRMs2bnZhBBohtfjffP3f6/YUQltprfqB9zSd/iYYWazGc4fu3/avXXVdr1Jv/rddYBwUoJOvHnK9YOHD6KUwsk0NDQ4HA6IUVVVkiS4mBBEhLhzFef8uy/XffTKp0xh0CoEdBYdFQhnKOmkrPwOva8pvKR3gU6ng/OKpmll+w8unPm++5AbmkMgpXPyxGnjMzt2gLgTEESEuHNYXW3dvGffqf65BlpFIJn56QOLLyeE6I263G65tgQbIQTON4hYXVX975ffP7SlHE6BQP7VPe787e0GowHijkcQEeLOYYyxFUtXLp+zkmscWohAapdki8M8/I6rszpl6XQ6SimctxBx64ZtC59/PxpUCAFAOClDguGeF+/q3C0P4o5HEBHizm1Hyo+8++Kiyp9rgCP8EkEWE9KsvYYVDLnpKovFTCmF818kEvno7Y/3rN/HVe6t8sHJUJGOe/qWgUMHQNzxCCJC3LmNc15ZUfnP//svV5kbTo2AyWm6dtLVfQf3NlvMcAHxerw/79i7afmW0m2HWEiDExCB3viba4ePHAZxxyOICGcJ1zicDBUptIDP5zObzZRSuAhwzteuXLf0lc/VsArNIWDvkNClX27RTYMyszLhgsM5/+azb1ctXuut9MGJCAy/f2jxuBsg7ngEEeEsqd5WiQzheEQgaYUZcIzVq1cvXbpU07Ti4uLhw4fX1tbKsmy326dPnz558uSsrCxogT//+c+PP/44ACxbtqxjx449e/YEAM75Sy+9VFVV1adPn/Hjx0MzXnzxxZ49exYXF8+ePTsYDE6ZMkUQhJKSkmnTpsExIpHIzJkzq6qqrrnmmjFjxmia9sorr9TV1Q0bNuzaa6+dPXt2MBicMmWKIAglJSXTpk2DVgr4A58u+GLLZ9uiAQWaYbDpRz82su+VfSilcCEKBoOb1mz+6OXPuMrhPxAoGn/FmLtvgbjjEUSEs6R6WyUyhOMRgaQVZkCTvXv3zpgxY+7cuQAwefLkp556avny5Q6H4+abb37llVd+9atfRaPRnj17SpKEiLt27XI4HOnp6T6fT1XV8vLywsJCiLntttsWLVoEAHPmzOnRo0dRUREAbNq0admyZdOnT3e5XElJSXCMXbt21dbWDh06dO3atYsWLcrLyxs5cuTy5cudTmdubu7GjRsHDhzYq1cvAOCcU0oBIBQKNTY2JiYmDhs27Ntvv128eLEsy6NHj7799tt///vfr1mzxul05ubmbty4ceDAgb169YLWC4VCa5Z9t2zOSq5xOB4SECUqm3STn5/QtWdXuHC56lxznpznKquH/0Cg702975xyO8QdjyAinCXV2yqRIRyPCCStMAOavPHGG3l5ecOHDweApUuX1tbW7ty502Qy3XnnnYsWLXK73d26dTty5MjMmTOfeeaZgoKCH374Yfz48XV1da+//npxcfF9990HMbfddtuiRYsAYM6cOT169CgqKgIAl8t15513Pv7440OHDoUme/bsmTdvXkpKyt13322xWKZMmXLHHXds2LBh0qRJ06dPN5vNRUVFpaWlDz74IAAcOXJkxowZb7zxBjSJRqMjR45cvnz5Y4899uijj2ZmZv7hD3+49tprFy1aZDabi4qKSktLH3zwQTgtiLh147Z3//CeFlHhPwiQ0S2t06XZN4wfYTKZ4MLFOd+0dvP3n26sO+gK1AehiSALI6dcP2TEVRB3PIKIcJZUb6tEhnA8IpC0wgxoMnPmzCuvvPKKK64AgOXLl5eXl5tMpqSkpOHDh0+fPn3SpEk5OTkTJkx46623rr/++ltvvbWystLhcHTv3r2+vn7ChAnQZNy4cYsXLwaAOXPm9OjRo6ioCGJcLtfs2bOrq6vnzp0LAEeOHBk7duw///nPrl27AsC8efPy8/NFUVy7du2jjz7qcrmCweDs2bMLCgoqKiqKiooGDRoEx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million, or ($0.67) and ($1.79) per diluted share, respectively) \u2022 4Q and full year 2025 Distributable Earnings (2) of $0.22 and $0.39 per diluted share (includes net realized losses of nil and $34 million, or nil and ($0.50) per diluted share, respectively) \u2022 Book Value per Share ('BVPS') of $13.04 per share (includes a CECL allowance of $204 million, or ($3.15) per share as of December 31, 2025, representing 381 basis points of loan principal balance)", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 186.7673008441925, "t": 178.96909672021866, "r": 667.0403258800507, "b": 299.446077644825, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "\u2022 4Q originations and fundings of $424 million and $397 million relating to four floating-rate senior loans, including two European loans; and full year 2025 originations and fundings of $1.1 billion and $1.0 billion relating to 12 floating-rate senior loans \u2022 $5.4 billion predominantly senior loan portfolio with a weighted average unlevered all-in yield (3) of 7.3% \u2022 Multifamily and industrial assets represent 58% of loan portfolio \u2022 Received $380 million and $1.5 billion in loan repayments in 4Q and full year 2025 \u2022 Funded $29 million and $96 million for existing loans in 4Q and full year 2025 \u2022 Collected 100% of interest payments in both 4Q and full year 2025 \u2022 Weighted average risk rating of 3.2 \u2022 Monitoring five watch list loans, including two office and two life science assets", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 80.03217664361, "t": 114.32152155786753, "r": 140.7879741191864, "b": 130.78130127489567, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Financials", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 85.32379475235939, "t": 230.56916818022728, "r": 136.73355555534363, "b": 245.74285849928856, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Portfolio", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 69.04154187440872, "t": 378.4809048175812, "r": 153.35304808616638, "b": 407.3016405105591, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Liquidity & Capitalization", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 180.209291100502, "t": 309.4942343235016, "r": 680.450300693512, "b": 471.7377656698227, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "\u2022 $887 million of available liquidity, including $85 million of cash, $700 million of undrawn capacity on the corporate revolver and $74 million of loan principal repayments held by a servicer \u2022 In 4Q, entered into a new $250 million term lending agreement, which provides match-term financing on a non- mark-to-market basis; and a new \u00a3300 million term credit agreement \u2022 In 2025, refinanced and upsized the secured term loan from $340 million to $650 million, reduced the spread from S+3.50% to S+2.50%, and extended the maturity to March 2032 \u2022 In 2025, increased the borrowing capacity on the corporate revolver by $90 million to $700 million and extended the maturity date until 2030 \u2022 Diversified financing sources totaling $8.2 billion with $3.5 billion of undrawn capacity \u2022 74% of secured financing is fully non-mark-to-market and the remaining balance is mark-to-credit only \u2022 No final facility maturities until 2027 and no corporate debt due until 2030 \u2022 Share buybacks in 4Q of 1.1 million shares for $9 million ($8.24 average share price) and full year 2025 of 4.6 million shares for $43 million ($9.35 average share price)", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], "num_rows": 3, "num_cols": 2, "orientation": "rot_0", "grid": [ [ { "bbox": { "l": 80.03217664361, "t": 114.32152155786753, "r": 140.7879741191864, "b": 130.78130127489567, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Financials", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 180.6042000055313, "t": 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industrial assets represent 58% of loan portfolio \u2022 Received $380 million and $1.5 billion in loan repayments in 4Q and full year 2025 \u2022 Funded $29 million and $96 million for existing loans in 4Q and full year 2025 \u2022 Collected 100% of interest payments in both 4Q and full year 2025 \u2022 Weighted average risk rating of 3.2 \u2022 Monitoring five watch list loans, including two office and two life science assets", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 69.04154187440872, "t": 378.4809048175812, "r": 153.35304808616638, "b": 407.3016405105591, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Liquidity & Capitalization", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 180.209291100502, "t": 309.4942343235016, "r": 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