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"text": "This presentation contains forward-looking statements within the meaning of Section 27A of the Securities Act of 1933, as amended, and Section 21E of the Securities Exchange Act of 1934, as amended, which reflect the current views of Lument Finance Trust, Inc. (NYSE: LFT) ('LFT,' the 'Company,' 'we,' 'our,' or 'us') with respect to, among other things, the Company's operations and financial performance. You can identify these forward-looking statements by the use of words such as 'outlook,' 'indicator,' 'believes,' 'expects,' 'potential,' 'continues,' 'may,' 'will,' 'should,' 'seeks,' 'approximately,' 'predicts,' 'projects,' 'intends,' 'plans,' 'estimates,' or 'anticipates,' or the negative version of these words or other comparable words or other statements that do not relate strictly to historical or factual matters. Such forward-looking statements are subject to various risks and uncertainties. Accordingly, there are or will be important factors that could cause actual outcomes or results to differ materially from those indicated in these statements. The Company believes these factors include but are not limited to those described under the section entitled 'Risk Factors' in its Annual Report on Form 10-K for the year ended December 31, 2025, which is available on the SEC's website at www.sec.gov, and/or as disclosed in any subsequent filings. These factors should not be construed as exhaustive and should be read in conjunction with the other cautionary statements that are included in this presentation and in the filings. The forward-looking statements contained in this presentation speak only as of May 15 th , 2026 . The Company assumes no obligation to update or supplement forward-looking statements that become untrue because of subsequent events or circumstances."
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"orig": "(1) LTV as of the date the loan was originated by an affiliate. LTV has not been updated for any subsequent draws or loan modifications and is not reflective of any changes in value which may have occurred subsequent to the origination date.",
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"orig": "(1) Our consolidated balance sheets include assets and liabilities of consolidated variable interest entities (\"VIEs\") as the Company wa\u0219 the primary beneficiary of these VIEs. As of March 31, 2026 and December 31, 2025, assets of consolidated VIEs totaled $666,553,315 and $889,507,091, respectively and the liabilities of consolidated VIEs totaled $581,030,250 and $750,274,556 respectively. See Note 4 for further discussion.",
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"orig": "'Distributable Earnings' is a non-GAAP measure, which we define as GAAP net income (loss) attributable to holders' of common stock, or, without duplication, owners of the Company's subsidiaries, computed in accordance with GAAP, including realized losses not otherwise included in GAAP net income (loss) and excluding (i) non-cash equity compensation, (ii) depreciation and amortization, (iii) any unrealized gains or losses or other similar non-cash items that are included in net income for that applicable reporting period, regardless of whether such items are included in other comprehensive income (loss) or net income (loss), and (iv) one-time events pursuant to changes in GAAP and certain material non-cash income or expense items after discussions with the Company's board of directors and approved by a majority of the Company's independent directors. We also add back one-time charges such as acquisition costs and one-time gains/losses on the early extinguishment of debt and redemption of preferred stock. Distributable Earnings mirrors how we calculate Core Earnings pursuant to the terms of our management agreement between our Manager and us, or our Management Agreement, for purposes of calculating the incentive fee payable to our Manager. While Distributable Earnings excludes the impact of any unrealized provisions for credit losses, any loan losses are charged off and realized through Distributable Earnings when deemed non-recoverable. Non-recoverability is determined (i) upon the resolution of a loan (i.e. when the loan is repaid, fully or partially, or in the case of foreclosures, when the underlying asset is sold), or (ii) with respect to any amount due under any loan, when such amount is determined to be non-collectible.",
"text": "'Distributable Earnings' is a non-GAAP measure, which we define as GAAP net income (loss) attributable to holders' of common stock, or, without duplication, owners of the Company's subsidiaries, computed in accordance with GAAP, including realized losses not otherwise included in GAAP net income (loss) and excluding (i) non-cash equity compensation, (ii) depreciation and amortization, (iii) any unrealized gains or losses or other similar non-cash items that are included in net income for that applicable reporting period, regardless of whether such items are included in other comprehensive income (loss) or net income (loss), and (iv) one-time events pursuant to changes in GAAP and certain material non-cash income or expense items after discussions with the Company's board of directors and approved by a majority of the Company's independent directors. We also add back one-time charges such as acquisition costs and one-time gains/losses on the early extinguishment of debt and redemption of preferred stock. Distributable Earnings mirrors how we calculate Core Earnings pursuant to the terms of our management agreement between our Manager and us, or our Management Agreement, for purposes of calculating the incentive fee payable to our Manager. While Distributable Earnings excludes the impact of any unrealized provisions for credit losses, any loan losses are charged off and realized through Distributable Earnings when deemed non-recoverable. Non-recoverability is determined (i) upon the resolution of a loan (i.e. when the loan is repaid, fully or partially, or in the case of foreclosures, when the underlying asset is sold), or (ii) with respect to any amount due under any loan, when such amount is determined to be non-collectible."
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"orig": "We believe that Distributable Earnings provides meaningful information to consider in addition to our net income (loss) and cash flows from operating activities determined in accordance with GAAP. We believe Distributable Earnings is a useful financial metric for existing and potential future holders of our common stock as historically, over time, Distributable Earnings has been a strong indicator of our dividends per share. As a REIT, we generally must distribute annually at least 90% of our taxable income, subject to certain adjustments, and therefore we believe our dividends are one of the principal reasons stockholders may invest in our common stock. Refer to Note 16 to our consolidated financial statements for further discussion of our distribution requirements as a REIT. Furthermore, Distributable Earnings help us to evaluate our performance excluding the effects of certain transactions and GAAP adjustments that we believe are not necessarily indicative of our current loan portfolio and operations and is a performance metric we consider when declaring our dividends.",
"text": "We believe that Distributable Earnings provides meaningful information to consider in addition to our net income (loss) and cash flows from operating activities determined in accordance with GAAP. We believe Distributable Earnings is a useful financial metric for existing and potential future holders of our common stock as historically, over time, Distributable Earnings has been a strong indicator of our dividends per share. As a REIT, we generally must distribute annually at least 90% of our taxable income, subject to certain adjustments, and therefore we believe our dividends are one of the principal reasons stockholders may invest in our common stock. Refer to Note 16 to our consolidated financial statements for further discussion of our distribution requirements as a REIT. Furthermore, Distributable Earnings help us to evaluate our performance excluding the effects of certain transactions and GAAP adjustments that we believe are not necessarily indicative of our current loan portfolio and operations and is a performance metric we consider when declaring our dividends."
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"orig": "Distributable Earnings does not represent net income (loss) or cash generated from operating activities and should not be considered as an alternative to GAAP net income (loss), or an indication of GAAP cash flows from operations, a measure of our liquidity, or an indication of funds available for our cash needs. In addition, our methodology for calculating Distributable Earnings may differ from the methodologies employed by other companies to calculate the same or similar performance measures, and accordingly, our reported Distributable Earnings may not be comparable to the Distributable Earnings reported by other companies.",
"text": "Distributable Earnings does not represent net income (loss) or cash generated from operating activities and should not be considered as an alternative to GAAP net income (loss), or an indication of GAAP cash flows from operations, a measure of our liquidity, or an indication of funds available for our cash needs. In addition, our methodology for calculating Distributable Earnings may differ from the methodologies employed by other companies to calculate the same or similar performance measures, and accordingly, our reported Distributable Earnings may not be comparable to the Distributable Earnings reported by other companies."
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"orig": "3 Includes mortgage servicing rights, carried at fair value of $0.5 million.",
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"orig": "4 Outstanding principal amount of investment grade notes issued by LMNT 2025-FL3 is $585.0 million. The unpaid principal balance of the credit facility is $50.0 million. For GAAP purposes, these liabilities are carried at their outstanding unpaid principal balance, net of any unamortized discounts and debt issuance costs.",
"text": "4 Outstanding principal amount of investment grade notes issued by LMNT 2025-FL3 is $585.0 million. The unpaid principal balance of the credit facility is $50.0 million. For GAAP purposes, these liabilities are carried at their outstanding unpaid principal balance, net of any unamortized discounts and debt issuance costs."
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"orig": "Balance Sheet items; Please see Appendix for reconciliation to GAAP.",
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"orig": "(2) Secured financing shown at par value. 2025-FL3 CLO GAAP carrying value of $580.3 includes $4.7 million of unamortized debt issuance costs. Secured financing agreements carrying value of $348.7 million includes $4.7 million of unamortized debt issuance costs.",
"text": "(2) Secured financing shown at par value. 2025-FL3 CLO GAAP carrying value of $580.3 includes $4.7 million of unamortized debt issuance costs. Secured financing agreements carrying value of $348.7 million includes $4.7 million of unamortized debt issuance costs."
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"orig": "(1) LTV as of the date the loan was originated by an affiliate. LTV has not been updated for any subsequent draws or loan modifications and is not reflective of any changes in value which may have occurred subsequent to the origination date.",
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "logo",
"confidence": 0.957286536693573
},
{
"class_name": "icon",
"confidence": 0.025415990501642227
},
{
"class_name": "other",
"confidence": 0.004301467444747686
},
{
"class_name": "stamp",
"confidence": 0.0030425619333982468
},
{
"class_name": "bar_chart",
"confidence": 0.002179640345275402
},
{
"class_name": "calendar",
"confidence": 0.0015057220589369535
},
{
"class_name": "engineering_drawing",
"confidence": 0.001225429936312139
},
{
"class_name": "bar_code",
"confidence": 0.0011389495339244604
},
{
"class_name": "music",
"confidence": 0.0005532046779990196
},
{
"class_name": "page_thumbnail",
"confidence": 0.0005404914845712483
},
{
"class_name": "photograph",
"confidence": 0.00046187566476874053
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"text": "\n\n<::Bar chart 1 titled \"Distributable Earnings(1) & Dividends Per Share of Common Stock\" with legend:\n- Distributable Earnings (dark blue)\n- Dividends (gold)\n\nData points:\n- Q2 2025: Distributable Earnings $0.05, Dividends $0.06\n- Q3 2025: Distributable Earnings $0.02, Dividends $0.04\n- Q4 2025: Distributable Earnings $0.00, Dividends $0.04\n- Q1 2026: Distributable Earnings $0.02, Dividends $0.04\n\nBar chart 2 titled \"Book Value Per Share of Common Stock(2)\"\n\nData points:\n- Q2 2025: $3.27\n- Q3 2025: $3.25\n- Q4 2025: $3.03\n- Q1 2026: $2.97\n: bar chart::>"
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"class_name": "qr_code"
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"class_name": "photograph"
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"class_name": "music"
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"class_name": "stamp"
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"class_name": "bar_code"
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"class_name": "signature"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "crossword_puzzle"
}
]
},
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"quber__figure_model": "dpt-2",
"quber__figure_version": "dpt-2-20260410",
"quber__figure_chunk_id": "424aecc3-5878-4247-b439-064f11a5866d",
"quber__read_by": [
{
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}
],
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{
"marker": "(1)",
"kind": "footnote",
"label": "Distributable Earnings(1)"
},
{
"marker": "(2)",
"kind": "footnote",
"label": "Book Value Per Share of Common Stock(2)"
}
],
"quber__footnotes": [
{
"marker": "",
"text": "Note:"
},
{
"marker": "(1)",
"text": "See Appendix for definition of Distributable Earnings and for reconciliation of GAAP net income to distributable earnings."
},
{
"marker": "(2)",
"text": "See Appendix for definition of Book Value Per Share of Common Stock."
}
]
},
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],
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"text": "\n\nGeographic Concentration(2)\n<::donut chart\nTotal: $1,108.1\n\nCategories:\n- TX: $241.8, 21.8%\n- FL: $188.9, 17.0%\n- NJ: $133.8, 12.1%\n- GA: $96.4, 8.7%\n- OH: $90.4, 8.2%\n- Other States: $356.7, 32.2%\n: chart::>"
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"class_name": "crossword_puzzle"
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{
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"class_name": "stamp"
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"class_name": "bar_code"
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"class_name": "qr_code"
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{
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}
],
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{
"marker": "(2)",
"kind": "footnote",
"label": "Geographic Concentration(2)"
}
],
"quber__footnotes": [
{
"marker": "",
"text": "Note:"
},
{
"marker": "(1)",
"text": "Based on carrying value."
},
{
"marker": "(2)",
"text": "$ In millions, based on carrying value."
}
]
},
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{
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"
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "pie_chart",
"confidence": 0.9998785257339478
},
{
"class_name": "flow_chart",
"confidence": 4.7389821702381596e-05
},
{
"class_name": "engineering_drawing",
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},
{
"class_name": "other",
"confidence": 1.919068927236367e-05
},
{
"class_name": "icon",
"confidence": 7.845818799978588e-06
},
{
"class_name": "bar_chart",
"confidence": 5.04540184920188e-06
},
{
"class_name": "line_chart",
"confidence": 2.920026645369944e-06
},
{
"class_name": "screenshot_from_manual",
"confidence": 1.7826255316322204e-06
},
{
"class_name": "calendar",
"confidence": 9.766901030161534e-07
},
{
"class_name": "logo",
"confidence": 4.0373817000727286e-07
},
{
"class_name": "geographical_map",
"confidence": 1.7016412812154158e-07
},
{
"class_name": "chemistry_structure",
"confidence": 1.611719255834032e-07
},
{
"class_name": "table",
"confidence": 1.4882785137615429e-07
},
{
"class_name": "full_page_image",
"confidence": 1.3527301234717015e-07
},
{
"class_name": "scatter_plot",
"confidence": 1.2615278421890253e-07
},
{
"class_name": "page_thumbnail",
"confidence": 1.1115228204516825e-07
},
{
"class_name": "screenshot_from_computer",
"confidence": 9.413277268777165e-08
},
{
"class_name": "topographical_map",
"confidence": 6.22658120619235e-08
},
{
"class_name": "music",
"confidence": 4.3488437739824803e-08
},
{
"class_name": "signature",
"confidence": 4.117858054542012e-08
},
{
"class_name": "photograph",
"confidence": 1.5257464625051398e-08
},
{
"class_name": "box_plot",
"confidence": 4.0671732648434045e-09
},
{
"class_name": "stamp",
"confidence": 1.298108287528521e-09
},
{
"class_name": "crossword_puzzle",
"confidence": 1.0242785508651764e-09
},
{
"class_name": "bar_code",
"confidence": 3.3689429024263973e-10
},
{
"class_name": "qr_code",
"confidence": 6.009052283539873e-11
}
]
}
]
},
{
"self_ref": "#/pictures/11",
"parent": {
"$ref": "#/body"
},
"children": [],
"content_layer": "body",
"meta": {
"description": {
"created_by": "quber-chart-scan",
"text": "\n\n<::Portfolio Activity (2)\n\nBar chart showing portfolio changes from Q4 2025 to Q1 2026.\n\n- Q4 2025 Portfolio: $1,114.0\n- Loan Fundings: $47.9\n- Payoffs / Sales: ($46.8)\n- Provision for Loan Losses: $3.1\n- Loans Transferred to REO: ($10.5)\n- Other Activity: $0.3\n- Q1 2026 Portfolio: $1,108.1\n: bar chart::>"
},
"classification": {
"predictions": [
{
"confidence": 0.9940283298492432,
"created_by": "DocumentPictureClassifier",
"class_name": "bar_chart"
},
{
"confidence": 0.003948722034692764,
"created_by": "DocumentPictureClassifier",
"class_name": "table"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "line_chart"
},
{
"confidence": 0.00025370161165483296,
"created_by": "DocumentPictureClassifier",
"class_name": "calendar"
},
{
"confidence": 1.7202353774337098e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "flow_chart"
},
{
"confidence": 1.3155735359760001e-05,
"created_by": "DocumentPictureClassifier",
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},
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"quber__figure_job_id": "cmsgx7v18069leq019sbh4k4n",
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"quber__figure_version": "dpt-2-20260410",
"quber__figure_chunk_id": "e9f705e8-3f1b-44cf-8172-5058d00c5e9f",
"quber__read_by": [
{
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{
"marker": "2",
"kind": "footnote",
"label": "Portfolio Activity(2)"
}
],
"quber__footnotes": [
{
"marker": "2",
"text": "Portfolio balances shown based on carrying value net of allowances. \u201cOther Activity\u201d is comprised of changes in capitalized origination fees, extension fees, and purchase discounts."
}
]
},
"label": "picture",
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{
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XV1de3btweA1//yl/J+/VRVJYRMmzYNbpeqqtevX0cI7d69u7a2llJqMBgYYzNnzjxx4sS7c+e+8OKLgiDcuHGjRYsWeXl5O3fsWLt27cuvvMJxHNyiQ4cOrVixQpIkq9U6bty4P/7xj5MnT+7VqxcA1NfX/8cbbzzz7LPe2bMn3Xdf3759k8nkKy+/bBs1av369VVud7Pmzaurq7/66quXXnoJIVRfX//GX//6/AsviKII38YxxuDbIpHImtWrj9bUlBQXjxk7durUqeFNmy5evFhhtS5dsuSFF19csWJFKpl84MEHN6xff+78+UceeQSa1NfXv/32288//3x1dfX58+cnTJjwwfvvX758OZVK3TtixPjx4zmOg9uVTKWmTnCO3nOmSMAMvhsHIMXUUNeSv636vKSoCO6QZIp6fjqz5dnNPVoVJCmD78JxEIsnP9jXsLL6WGG+CHdOXV1dTU3NwIED4Yd08+bNd95++4mf/3zz5s3btm49duxYx06dHnzwwWHDhi1csKBrt25DhgxZsmTJN998wwF0KyubMWPGqlWrBEG4cP782bNnU6mUKIpPPvXUoo8/7t69+4iRI+F2KYrywfvvHzx48NKlS9179KiqqioqKpozZw6R5VQqNem++1q3br1m9er2HTps37aN47hEIuF66KHy8nK4FfX19dXV1RjjmqNHiaIUFxU9OG3ayy+/PHXq1OLiYqPRmJeX99of//jbl1/evHnz3j173FVVu3fv3rljx08eeeQtr3f6jBl33XXXpk2bjh458uC0aaIo8jz/2p/+9MuXXsrPz4dv4xhj8G2Msdra2nXr1vXv37+srAwAUqkUY+z06dORSGTmzJnwXxhDBgOllDFmMBjg75LJhNFoSiYSiWSS53lKaV1dndFozM/Ph+8nmUpNneAcu+dskYAZfDcOQIqpwa7FvlWflxQVwR2STFHPT2e2Obe5R+uCJGXwXTgOYvHk/L0NK6qPFeaLkG1SqdS77757T79+AwcNunz5cigYvO+++4pLSuDbEvE4YywnNxf+QWMspqiqKIqKorzxxhtVVVWtW7eG7yHe2Hjk6NGDBw5MnjIlLy8PAFKpVENDQ05ODsaYUhqLxXielyQpmUzm5uZijOEWJVOpwMqVmzZtOnv27Pjx4x/+8Y/z8vJWrFgxePDgNWvWlJSUVDqdK5Yvn3Tffbm5ucuXL9+zZ09JcfE0l6t169YHDhxYvnx5PB5vVlr6oMu1++uvS0pKysvLV3z++cRJk3ieh2/jGGPwXWRZ5nneYDDA38myHGtsFAQBmjAGHAf/hTH4/3EcxxgDgLy8XANCcOckU6nK0WN6bztcKAgMvhsH0BCLfd2rzWcbQsVFRXCHpCh7ZIaL7A6UtSxIUgbfheNAaUxuPJfYfvRcgSjCnTN73jsbAus4xkAbBejapcurv/99QUEB3K5Dhw41NDQMHjyYMSZJUn5+fnjTpo+XfJLHCwwYMAAOOI6D/8L+C3AcBwCUsTyT4dXf/Ta/oODcuXM1NTUjR45ECMH3QymVZVkURcYYAHBNAIAxBn/HAQDHwfdQV1dXU1MzcOBA+AdffPFFl86d2rRtB3cIxxiDjMUa4/1HTZQJQQiBNqLEFr79l3Gj74U76t///Odvdu8xcRxoSzDWvVfPl371K5PJBHfOypUrv/zii7zcHNCWSCRbtm791FNPGY1GuHM+/fTTBQsWcAAcaKIAZd26vfr734uiCN8DY4zjOPi73/32N6/+4a/QvDVQCv/EzYtHDnxT1r0HY4zjOLgT9u3b97vf/KYxHuc4DjSkUqlWLVr8/g9/aNehA9wuBsDBt5y/eOnrb6IGgxH+GWY0GseMqDAaDJAOxxiDjBFF7TXMLskyQgi0EUVd8re3JjpGgS6bnTh+Yu/e3cAYAAcaGGPGHJPDMY7nebhzTp8+vX3bNgZpGBEaOWJEs5Yt4c5ZsXbD5JmPYUEAbZTSfBEf//oLs8BDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sNAFwC8AACAASURBVMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMEUW1WB2STBBCoI0oqt/nddptoNNlm0Ao7HJ7sMCDNkqpaMbRSBALPKTDMcYgY0RRLVaHJBOEEGgjiur3eZ12G+h02SYQCrvcHizwoI1SKppxNBLEAg/pcIwxyBhRVIvVIckEIQTaiKL6fV6n3QY6XbYJhMIutwcLPGijlIpmHI0EscBDOhxjDDJGFNVidUgyQQiBNqKofp/XabeBTpdtAqGwy+3BAg/aKKWiGUcjQSzwkA7HGIOMpSjrNsjWIBEDQqBNVpRlC+baR1aATpdtQpu/+tFPHjcLAmhLUZov4pqdYQPiIB2OMQYAW7Zs2bNnDwf/DMdxscb4q697Y41xjuNAG43HZz38YP++lngiATpd9sgxmb7eF1340VKUkwPaGGN5uTm/fd6Tl5vDGANtDIBjjAHArl27Dh06BOlwAHxeHnDwz3EAjfF4MpkCjgOdLoswZjQacnNyGKTDQI3FGKTHMcZAp9P9YDjGGOh0uh8MxxgDnU73g+EYY6D7gaVSKY7jEEKg+9fDMcZAm6qqdXV1LVu25DgOmlBKFUUxm83QJB6PX79+vXnz5kajEQDq6+s5jsvPzweAurq6xsbGFi1aUEqvXLmiqirGuHnz5hzHwS2ilKqqijGGH1gqlbp69WosFisqKiosLITMXL58+fSpUx06dDh95kzHjh1btmwJ/4AxtuyzzwYNHtyuXTvQ0NjYePXq1VQq1aJFC57nIZ3z58+bTKYWLVpAE0mSLl++3LVrV7gTYrEYQignJwf+h1y7ds1oNBYVFcE/uHjxotgEfgCXLl0qKCgQBCEWi129erWwsDA/Px+aXL58GWMsiiIAxOPx+vr6Zs2aAUA8Hr9+/Xrz5s2NRiMAEELq6+ubN29uNBrh2zjGGGiIRCK7v/66oLBQamiYMGFC5y5dAGD9+vUY42HDhgHAxYsXV61aZTQY1Fjs4YcfPnjw4O7du4GxYRUVjLGdO3cijmvRsuXAgQM/+s//7HDXXW3atKmoqDAYDHCLrl+/vnbtWpfLZTKZoImqqjzPQ5NYLJaTk4MQAoBUKpVIJPLy8uC2nDx5conf3659+9ra2l49e44aPToejwNATk4OpRQhBH/HGGtsbMzLy4vFYvPnzy8tLY2p/9fkKVOKi4sZY7m5udDkypUrq1evnj59el5eHmjYunXrF1980aFDh6tXr44ePdpisdAmRqMxHo9zHGcymSilCCEAYIydOHGC5/k2bdqoqpqTkyPL8pkzZ/r06cMYa2xszMvLgyaJRIIxlpOTA7di/fr1hYWFAwcOhCbJZJJSmpOTAwDJJnl5edCksbHRaDQaDAYAiMfjjLHc3Fz4HhoaGj799NNUMplMpUpKSn70ox8dOXIkkUj07t178eLFffr06dGjR15eHjSJxWK5ubkcxwFAKpVijBmNRrhFZ86cWbVyJTabJUmy9O59d3n5okWLSkpKHnrooWQyuXz58rq6OkVRRo4cWVpaumLFCsZYy5YtBw0atHbtWgNCaiz24x//uKamZufOnYWFhQMGDCgrK4Nv4xhj8F2O1dSsXLly5qxZBQUFhw8f3rBhg8fjOXjw4I4dO1wuV0FBAQAkk0lVVXmen/fuu527dDl8+PCMGTMSicSiRYsefvjhwsJCQsjffL6Bgwbt3LHjoenT27VrZzAY4NZdvHjxo48+evrpp3NyclRVDYVCly9fbtmy5ahRo2pqavZ98w0vCA6HY9u2bRcuXEilUr17966oqOA4Dm7R/v37v4pE3FVVdXV1Cz74wO5wHD58WGpoGD58+Lnz57t169auXbtNmza1bNly//79DfX1PXr2LCws/Ovrr/cfMODQwYN3dew4fPjww4cO5eTmjh49ulWrVgAQiUQUQuwOB2hbt3YtIWTylClHjhzZHA537dr17Llzw4YNY4xt27YNcdyQoUPPnztXXl5eVFy8cePGvLy8osLCS5cunTlzpmu3bt27dz906FB5efm6deuILJeVlQ0aPHjp0qWMscbGxnuHD+/RsydkzO/3l5aWjhkzBgBOnDixZcuWVCo1ePDgTp06rV+//vr165bevbt07frpp58KgkApraysrK+v37JlS15e3ujRo1u1agW3hTG2ePFijLHD4WCMLV2ypKS0dN++fZcvXXr66ae3bNlys7Y2Pz+/Y8eOI0aM2LFjx5HDh5u3aGGz2b788suLFy+OHj26U6dOcCvi8fi7c+cOGTq0b9++hJCFCxeOHzcunkhUV1c/8sgjACDLcm5u7ratW0+cPGkwGDp36tR/wID3339/0KBBPXv2zM3Nnffuu127dTt69Oi9995bXFzctm1bjuPg2zjGGHyXTRs31tXV/ej++wGAMfbmm2/2799/69at48ePP3jwoMPhKC4uhiZHDh9ev2HDwIED9+/f73a7U6nUnDlzJk2a1KFDh1WrVimKUlFREQ6HGxsbDQbDtGnTBEGAW3Tp0qVFixY99dRTOTk5mzZtOnPmzH333bc6EGjZsmWHu+66cOHCV5HI6DFjdu3a1aVLl/Ly8v/88EPPL34hCALcomg0umXLlocffvjkyZNbNm++b8qUc2fPnjh+PB6PDxg4sKam5t57712zZg2jtGOnTuXl5YsXLx4yZEh1dXVlZeUXX3zRs2fPY8eONdTXjxk7trS0VBTFVCrl9/sHDx7cpUsX0BYKBm/cuDGhsjISidTX1dXV15eWltrtdt97790/daqqqhs2bGjXtm1+fn7bdu327t3L5+UlksmDBw6MnzChTZs2qqpuWL9eEIQ2bduWl5cvXrx4yODBy5cvnzFjhqKqu3bufOxnPzMYDJCZpUuXlpaWjho1SlGUd+fOtTscoih+8skn999//6VLl65cubLvm28m3Xff4kWLnn/hha1btzLGGmMxSZbHjBlTWloqiiLclkQiMXfu3ClTprRr1w4A9uzeHY1GmzVvnkwkJk6aNOedd0pKS8eMGbNw4cLy8vLtW7eOr6ys3rWrVevWNTU13bp1mzBhAkIIbsX1a9cWLlzo+cUvTCYTAKxatSovN7dd+/Y7d+6cOXMmx3EAQGR5wYIF9/Tvv3fv3srKyvbt269YsSI3N3fcuHFHDh9ev2HDkCFDFi9aZLFYYo2NZWVlo0aNgm/jGGPwXQ4dOrR2zZonfv5znudPnjy5fNmydu3bHz50qLCwcMuWLTNnzZo4caLBYDh69Oj6UOjBadNMJtP8+fN//vOfJxKJ9+bN+7ef/nTnjh3Xb9yYPn16Y2NjXl5eMpl88803nU5n9+7d4RZdunRp8eLFzz77LACsXLnSaDROmDBh/fr1V65cuXbtWtcuXb7Zt6+iouL8+fODBg3q1q2b9803H/3pT81mM9yiQwcPvv3222VlZUXFxZWVlZs2bpRkOScn5/q1a08+9dT78+fLhIwaNWrH9u0jbbaysrIPFy7s2KnT4UOHJt13Xzgc7tFk27ZtX1dXDx4yZPjw4ZcvXw4EArNmzTKZTKBt3bp1gVWrevTo0bpNm8rKysWLFvUfMKBdu3a+99579rnnVFX1+XxTpkxZuXJlbk7OyJEjj584kZubW1ZW9mUkcv3q1aHDhu3ZvTuRSIwZO7asrOzDhQvbd+hw6NChRx55pLa2dvny5W63OycnBzKzZOnSVi1b3nvvvbFY7C2v9/EnnsAYv/322y1btrxw4UKXLl22b9s2ecqUPXv2VFVVVVdXHz9+3Ol0Vu/aVV1dPXjIkOHDh8NtoZR+9NFHLZo3d4wbBwCLFi0qKSlBCKVSqXHjxn3w/vsDBg60WCwLFizAGH+xZcu9I0Yk4vFuZWX79++vqKgoKyuDWxSLxd5+++3x48f36tUrmUzOeeedUaNHI4R27tw5a9YsjuPq6+s/WbrU0qfP4MGD58+ff/fdd/fv3/+9994bOHCgKIrr1q6d5nIZDIbX/vSnl371q1gs9tF//ufTzzxjMpngH3CMMfguqVQqGAxGo9FUMplIJisrK/v37w8A9fX1iz7+eNasWQLGly5d+uUvf9myRYuOnToNHz78woULe/bsYYxVDBuWTKVmv/nmsGHD2rRpU1paeuTIkVQqhc3mhx56CGMMt+jatWuvvPxy127dckymHj16RA8cSCWTBqPR6XQG161LJBKXLl2qdDrPnDnTr1+/Ll26vDdv3sxZszDGcIsOHjz49ddfz5w5E5qsW7t2//79CCGz2fyzxx8PBoPr169//fXXa2pqAoFAjslUWFRUWVm5fNmyiZMmffnll2VlZY3x+Ne7dsmyPHTYsIqKivXr1zPG7HY7/FMbN2xIJBLjxo+HJh999FHfvn0tFsvq1auPHDnCAZT362ez2RYuXHj+/PmXXnpp/fr1NJVqaGi4WVvLGBs6dOj+ffsGDR68OhAwmUyFRUXjxo1btmzZzJkz6+rq1qxZM2vWrJycHMjMp598snPnzo4dOzZv3jw3L6+mpoYDKOvevV27dqsDgfyCgps3bjgnTty7d++jjz769ddfnz59unWbNt/s2SPL8tBhwyoqKuB2Xb16ddlnnyUSCUppUXHx/ffff/LkyaVLlowbP/70qVOWPv/XwoUL77nnnkOHDl29erWwoGCs3b5+/foBAwZ0794dbt2hQ4dWr14NAA319eXl5RMqK08cP773m29mzJhBKX39L385ePDgkCFDOnfpctdddwUCAQBo1qzZvffe+/LvfteiRYuOnTpZrdbz585Fo9FkMnn33XePtds5joN/wDHGQJskSRs3bjxy5Ej79u3tdntpaSkAJBIJk8kEAMlkUlVVjuNSqZQgCCaTqaGhgeM4URQbGxvj8TgwBhyXm5MTa2xkjGGMjUYj3DrGmKIoyWQSADDGlFJFUXiez83NTSQSiqIYjUae5ymlqEkikTAajRzHwS2ilKZSKZPJBE0YY5IkcRxnMpkOHz68c+fOXj17WocPBwBFUeLxuCiKBoMhkUgYjcZUKoUQSiQSqqoajUaMMcdxmzdv7t27d7NmzeCfSqVSjDGj0QhNkokEMhgQQgDQ0NDAcZwoigCQapKTk5NMJgEgpqqpVIoXBJPJlEwmTSaToijxeFwURYPBkEgkjEYjACSTSZPJBBlLJpOKojDGDAYDxliWZcZYfn4+AMiyTFOp3Lw8k8mUSqVMJhNNpShjqVRKVVWj0Ygx5jgOvodkMklkGThOFEWEEADIsmxsgpokEgmjyURTKVmSkMEgCAJjDDWB2xKLxQ4fPrxm9epWrVv379/fYrFQSo1GIwAQWWYAqVTKZDIJgqCqamNjY35+PgAQQjiOS6VSgiCYTKaGhgYAyM/Ph/+GY4xBOpcuXUIItWjRAv5VUUr37duXSCTKy8tNJhPo/p8jy/KNGzfatm1rMBjgjuIYY6DT6X4wHGMMvsvp06dramry8vI6d+7cpk0b+KeuXbu2cuXKAQMG9O3bF5owxnbs2NGqVatzZ8/2u+cejDFkoKGhYc+ePYlEwmAwlJeXFxUVQTr7vvlGzM+/du1ahw4dWrZsCXdaKpU6evRofX19t27dSkpK4O/q6uqi0eiQIUOMRiPcIWfOnNmwfr11+PCysjL4Lg1N2rZtC99DPB7ft29fbW0tAPA8369fP4wxZCaVSgUCAaPBMG78eIPBABmLx+Nbt24dOnRobm4uaDhx4kRxcXFRURF8l6NHjzY2Nvbp0wf+bseOHW2bwG1JJpP79++/fv16QUFBr169zGYz/FO7d+/et2/fpIkTS0pLocmZM2du3rxZXFR07fr1/v37gwaOMQbf5YMPPkgmEh07daretWv8hAl33333qVOn4vF4WVlZMpm8efOmoihbt26NxWJjxoxZuXJlvLHx4R//GGN84sSJDh06FBQUvPfee0OGDCkoKGjbtq2iKKdOnerQoUNBQQFo271798oVK8aMHQsAPXv2BIDi4uJEIqEoSm5urqIoly9fLikpadmyJQBcvnz55s2be/fs6dipU8eOHc1mM2OsoaGhvr6+a9euOTk5iqIcP368efPmgiCYzeYjR47kmEx3dexoNBohM4yxZcuWXb16tU2bNrm5uWPHjr127drVq1e7dOly48aN5cuXP/744/F4/OSJE+07dMjPz79x48b5c+fatG1bWloKt4gQ4vV6CwsLp0+fTik9d+5cly5d8vLy/r/24Dyo6TtRAPg3BwmQS0gC4QzkIGlIEOQ+QiKhJQQiUruVamWLaNtHdeZ1327/ezudTjvttK9aq7a04Frtc1tBsaIQRAlJOIVAOMJlSQANR2IgNwFy/N6uM53ZHe1U/3njdPh8LBaLy+UKCwsLDAwcGhoaHRk5XF0NHjEajSaTicVioVCo1dXVxcVFKpVKIBBsNpvD4bDZbEwmE4VCgX/n8XgmJyeVCoXVZnvppZdoNJr/ETwePz8/TyKRKBSKy+VyOp0mk4lKpeLx+NXVVYPBEB0dPTIyIpPJqt54Iy4+fm5uLjY2Fo/Hr1ks6y4XBoOBIMjpdIaFhUEQpJudjaVS8Xi83++fmZnx+/1tbW1vv/02BoMBT2KxWN5///1EDufom2/CYDCLxWIwGOLj44eHh9VqdXl5OQ6Hs9vtRCKRQCD4fD6bzeZ0On1+/5XGxrTU1AQWi0QiodFol8vl9/txOBz4LVar9cTnn2fn5Lhcrvn5+aNHjyKRSJ1OR6VSCQSCzWZzOp2bm5tXr15NT0+PiYmpra3Nzc0Vi8WGBw/gCASNRrvb3//z7GxpaanT6YyOjjYYDHa7ncViIRAI8C9gEASBJ7lw4UJKSkpSUlJnZ+fy8nJkZOS9e/dQKBQej09LSzt58qRYLJ6cmHA6nQcOHmxoaMBgMAUFBUqlkkQirZrNktJSRWcnl8udnprKzMpqb28nkUhms1m6Z09sTAz4FWq1enBgoPKPf0QgEB6Pp7Gh4fVDhwwGw/DwMC0+/vLlyxkZGfPz86/84Q92u71TLo+MipJ3dBx8/fWHDx9yudxOudxmt4eHh8NgsMLCwmtNTSQy+cGDBzsIBBKZbDabw8LCsrOziUQieDoQBJ0/fx6FQu3ZswePxzscDqVSabFYvF6vUCi8devW3r17ZTIZBoNxOZ0pu3Z1qVSR/xAVlZWVBYPBwLOw2WyffvppfFxcWnp6b09PKIlks1oFAsHFixczMjLEYnFgYKBarR4dGak+cgQAMD4+rlAoyCTS+vr6nrIytVpttVotFktFRUVDQ4PD4QgPD4cg6ODBgwgEAjymu7t7ZWXllVde6enpuf7TT/srKjY2NhYXF1dWVsrLyycmJnp7epKSklaMxsLCwvb29qioqJiYmKWlpd7e3tLS0tnZWRwOZ7fZxMXF31+8SCKRiiWSb775hs1m8/n8O3fuYDAYu91eVFSkUqkgv99ms+nn5j788MOgoCDwJPKOjtW1fyorK3O73S03b4aEhgYHB/t8vp7u7qNvvul0Oqenp+FweEVFxfT09MLCgmdrixAS8lNTU75AEBISsrGxIZFIrl+/TqfTuVwu+C1ra2vfnT//7p/+BIPBamtr6TSaXq/fERKyajZL9+xpbW1dX18XiUT1dXX5AgGLxaqvqxMVFm5tbjocDq/Px6DTsTjc3Nwcm82+v7BAJJFGRkawWCwAYP/+/SgUCvwCBkEQeJL6+vqtrS0OhzM6OpqRkdHT3V195EgwBvP1V18lJSWpBwf/8t57HXfueLze4uLixsbGuLi4lZUVGAxWWlraJpPZ7Hb3xkYih6MeHESh0RERERKJRNba6nK7X9m3D/yKoaGhr7/6KiU5mRQWlpube/XKlZp33pmbm+vt7WUwGGNjYzU1NS0tLV6fb8lgEAiFHA6nrq6OzWbr9frU1NSurq7MjAxeUtLZs2epsbFbW1v7KyrGx8dVKlVsTMzq2hqDwUhOTsZiseCpbWxudsrlIxoNJSJCIpEMDw9brVaNRnP48OGurq6oqKi7d+/m5eVptVoymWy32WKpVBqNxuFwwLO7dOkSj8ebmpqihIcLhMLGxkaHw2E2m2tqarBYLABArVaPjY4erq4GAJw+fVokEnE4nO/+ROE0WwAACjFJREFU9jc6k+nzek0PHw6p1YcqK7u7uzPS07k83qkvvviPmhosFgseo1QqjUbjq6++evv2bcODB1WHD/f19S0tLWk0GmlpqdFk8vl85eXl39TW0un06ZmZuLg4BoPh9XrHx8fDw8KUSmUenz8+NsZis7Va7WuvvUYmkz/77LNjx4+PjY7K5XI+nz85MQFHIJBI5FtvvWU0Guvr6v7rz38ODg4Gj3G73R988EFqaqper4+gUAJQqAgKRSAUejye6elpjUZTWVkpl8utVqt7fZ3FZk9OTOQLBEqFgsvjDQ4OlpWV4fH48+fP7969u7u7+9ChQ8HBweC3WK3W//nss5ycHI/XazKZkEhkeHi4RCJpk8nsDofZbM7MyEhNSzt75kz5yy+TyeT6ujp+fv6tW7eOHTu2vr7+3XffJScnr66uxsbGasfHHU6nVCql0WgnT5wolUqZTCb4BQyCIPAktbW1Ho+Hx+PR6XQKhXL69Oni4mIsFnvlypXs7OwhtfqdY8du3bq1trZWXl7e1NQUR6V6fb65ubm9ZWWtMhmBQFheXuZyuQMDA5GRke71dalU2tLaSiQSi4qKwK8YGBgYGx09cvQoAGB9ff3s2bP7X311ampKOzGRnZWl0+kOVVa2t7e7/sHppEREpKennzxxQrh799zcXGpq6sDAQE5ODovFOnPmTHp6+sDduy/v26dUKFaMxpqamtHRUaVCkZ2TIxQKwdOBIOj+/ft4PB7y+7+urX3hhRd0s7OZWVk3btyoqqpSKpU8LretrS1fIPD7fFwez+PxjI6MaLXa/3z3XSwWC57R+fPnk5OTl5eX3W53YWHhlStX8Hi8yWSqrq4ODAwEAAwMDPT19r5RVQWDwRobG+Pj41NSUn788ceoqKjRkRGRSNTc3FxRUTGs0WRlZbHZ7JMnTrz51ls4HA48Ri6Xr6ysHDhw4Pbt23a7vUQi+fiTTwQCQV9fnyA/32a3o1CoF198se7bb5NTUsLCwjTDwzP37uXl5elmZ1lsdnNzs0AggPz+FzicK42NhyorMcHBZ8+erXnnnenp6aarVwVCIQwG27Fjh0qlev3gQcPi4qVLlz788MPg4GDwmK6uLkVnZx6fb7fbRzSa6Ojo0NDQ3QUFTqfTbDZ3d3dXVVX19PS4XK5du3adOnWKy+VWVVWdq69PTknp6+sTCASJiYm3b99ub2/ft29fbm4ueAoWi+WTjz/m8/khoaE7d+5Uq9ULCwt7y8paZTICgbC0tJSTk8PhcL44eVJUWBgfH19fV1cskchaW8v27t3c3Ozo6EhMTFxZWYmPj5+cmPB4vTwej06nX7hw4cCBA1FRUeAXMAiCwJMolcq4uDgqlQoemZ+fb2lp8ft8BQUF4eHhQ0NDRWLx0tLSlcbG1LQ0OAwWGhqawGI1NTXdX1igUqnFEkl/f39MTMzs7Gx2drZcLp+fm4ulUktLS9FoNPgVOp1uYX6+QCQCj/T39fX19yORyAQmk0ajGY3GPD5/bGxsa2uLlZDw4+XLmxsbyIAAUUHB8spKXFycXq9nMBiRkZFtbW1CoXBiYmJyYmLL4wEQxGKztVotGoWSlJRERESAp9bf1zcwOAiDwZKSkng8XvP165ubm8iAAIlEMj4+LhQKu7q6pqenw8LCMjMzOzs7XU5nPI1WVFQEh8PBM1IplbFUKoVCuXbtmnFlhcVmp6amDg8Pi0SigIAAAIBer//h73/fERISFBiYk5s7cPfumsWSkpyckZnZ1NRkt9mQAQFisVin0zEYjMjISJlMJhKJAgMDwWMmJyetVmtOTo5Wq3W5XBkZGTKZbG5uDkCQuLjYYbcjkEgej6dUKDBY7NTkpMPhYCYkMJnM+fl5Pp+v6Oycnpkhk8lisbi7uzsvLw+NRt9uby8QiYKCgjo6OmZmZsgk0p6ysrHR0d7eXjQaHRIaWl5ejkajwWPaZDIujxcdHQ0AUKlUQUFButnZxcVFLo+Xm5t7+fJlEokUExPj8/nS09PPnTu3a9eulJSUTrmczmAsLS3d7e/fX1Gxubl59syZ//7rX3E4HHgKTqdT0dlZUloKg8EAAF6v9/r16/cXFqhUarFE0tfXl5CQEB0d3dvbqx4cLJZI9Hp9dnb24uLinTt3EHB4SUmJz+83Go1kMtlkMtFotBs3bqy7XFnZ2ZmZmeBfwCAIAr9HTqfzRnOzzWZzOBxFYnFSUhLY9vvV1dXV3d2dn5+fm5sLnjMwCILA7xEEQW63e2trKyAgAIPBgG2/a2632+v14nA48PyBQRAEtm17Cj6fz+/3BwQEgEf8fr/P5wMAIBAIOBwOAPD7/XA4HGz7dzAIgsC254xKpUpMTCQSieD/1+rqalBQUHBwMHjM1NSUQqHA4XAYDEYgELjd7ubmZiwWi0AgBAJBaGhob0+P0WRCo9FpaWlUKhVs+wUMgiCw7XkCQdCJzz8v27uXwWAAANbW1lQqFR6PFwgEdrtdqVIFBQby+XydTjc5MZG0cyeDwejp6VlfX8/Pz4cBoFSp/H4/n88nEAjgWTidzk8+/hgZEFBdXR0aGqpQKBAIRH5+fnBwMACgtbV10WAoEos1Go3NauUkJqqUygMHD0IQtGPHjmvXrnk8nqysLJPJ1N/X9/qhQxEREWDbIzAIgsC25wkEQV+eOlUqldLpdKvVeu7cuazMzKXlZY/Hs2o2UygUTmLi1tbWT9eulZaWEnbs0Gg0Pp+PSCTeX1hAIJE+rzc7J4dCoZBIJPAs/H5/fV0diUwuLCy8ePEii8Xa2NhYXl6urq5GIBC32tq8Pl9JSYlWq+2Uy7NzcpquXhWJRFgcLjY29n+///7Y8eNBQUEAgMaGhojIyLy8PLDtERgEQWDb8wSCoNNffln+8ssxMTEzMzMdHR01NTUOh6P2668FAsHMvXtbm5v5AsHs7Ozi4iKRSBwcGCCR/8liseTl5U1OTW2srwuEQiaTCZ7Rjz/8QGcwEpjMb7/99i/vvefxeE6cOHHs2DEMBtMmk91saYmjUpeWlo4dP26z2W7euCEpKcFgMGQy+Vx9ffWRI0QiEQBw4cKFhISE7OxssO0RGARBYNvzBIKgjz76KC4uLioqCo1Gq9VqJoNhsViQSCQnMfH+/fva8fEXOBwikWgwGHSzs7GxsU6XK4JCiYmJwWCxep1uamqKwWRKpVLwjG7evKnX66VS6Z07d0hEotfrdW9sHDhwAIlEtra0mFdXpVJpQ0NDSkoKHA5vunpVKpVCANDp9BGNRqfTsdlsi9W6vLR0qLKSQCCAbY/AIAgC254zWq3WaDTC4XAKhRISEjI1NYVGo1NTUxcWFhYNBgwWS6PRfv75Z7fbHRcXFxUdPaLRuFwuOp0OQZBerw8MDORyuXg8Hjwju90+NDTEZDKxWOzo6CgCDt+ZnIzD4QAAxpUVn98fGRlptVrNZjOJRBoeGoIjEDAAWGw2hUIZGxszP3wYEBCQsmsXFosF237xf6q2C1uwk19HAAAAAElFTkSuQmCC"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "bar_chart",
"confidence": 0.9940283298492432
},
{
"class_name": "table",
"confidence": 0.003948722034692764
},
{
"class_name": "line_chart",
"confidence": 0.0016836186405271292
},
{
"class_name": "calendar",
"confidence": 0.00025370161165483296
},
{
"class_name": "flow_chart",
"confidence": 1.7202353774337098e-05
},
{
"class_name": "box_plot",
"confidence": 1.3155735359760001e-05
},
{
"class_name": "screenshot_from_computer",
"confidence": 1.1006031854776666e-05
},
{
"class_name": "engineering_drawing",
"confidence": 1.0163008482777514e-05
},
{
"class_name": "pie_chart",
"confidence": 9.847488399827853e-06
},
{
"class_name": "scatter_plot",
"confidence": 7.457180799974594e-06
},
{
"class_name": "other",
"confidence": 3.887878392561106e-06
},
{
"class_name": "screenshot_from_manual",
"confidence": 3.796693363256054e-06
},
{
"class_name": "geographical_map",
"confidence": 3.305719701529597e-06
},
{
"class_name": "full_page_image",
"confidence": 1.3197109183238354e-06
},
{
"class_name": "icon",
"confidence": 1.1138777153973933e-06
},
{
"class_name": "logo",
"confidence": 1.0989958809659583e-06
},
{
"class_name": "page_thumbnail",
"confidence": 9.824360631682794e-07
},
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "pie_chart",
"confidence": 0.7219493985176086
},
{
"class_name": "engineering_drawing",
"confidence": 0.15549948811531067
},
{
"class_name": "icon",
"confidence": 0.07683651149272919
},
{
"class_name": "other",
"confidence": 0.01636628992855549
},
{
"class_name": "flow_chart",
"confidence": 0.01191012654453516
},
{
"class_name": "screenshot_from_manual",
"confidence": 0.010292252525687218
},
{
"class_name": "logo",
"confidence": 0.002442179946228862
},
{
"class_name": "chemistry_structure",
"confidence": 0.001628474798053503
},
{
"class_name": "bar_chart",
"confidence": 0.00050109822768718
},
{
"class_name": "calendar",
"confidence": 0.0003270730667281896
},
{
"class_name": "page_thumbnail",
"confidence": 0.0002896134683396667
},
{
"class_name": "line_chart",
"confidence": 0.0002755369932856411
},
{
"class_name": "geographical_map",
"confidence": 0.0002595229307189584
},
{
"class_name": "music",
"confidence": 0.00025806971825659275
},
{
"class_name": "signature",
"confidence": 0.0002520121051929891
},
{
"class_name": "full_page_image",
"confidence": 0.00018526247004047036
},
{
"class_name": "topographical_map",
"confidence": 0.00016999700164888054
},
{
"class_name": "table",
"confidence": 0.00015501093002967536
},
{
"class_name": "photograph",
"confidence": 0.0001476439938414842
},
{
"class_name": "screenshot_from_computer",
"confidence": 0.00012997827434446663
},
{
"class_name": "stamp",
"confidence": 6.2391503888648e-05
},
{
"class_name": "scatter_plot",
"confidence": 3.4767355828080326e-05
},
{
"class_name": "bar_code",
"confidence": 1.238458207808435e-05
},
{
"class_name": "box_plot",
"confidence": 5.632005468214629e-06
},
{
"class_name": "crossword_puzzle",
"confidence": 5.442524070531363e-06
},
{
"class_name": "qr_code",
"confidence": 3.871724857162917e-06
}
]
}
]
},
{
"self_ref": "#/pictures/13",
"parent": {
"$ref": "#/body"
},
"children": [
{
"$ref": "#/texts/56"
}
],
"content_layer": "body",
"meta": {
"classification": {
"predictions": [
{
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"text": "\n\n<::Weighted Average Risk Rating (2)\n: chart\nThe chart is a combination of a stacked bar chart and a line graph. The x-axis represents dates: 6/30/2025, 9/30/2025, 12/31/2025, and 3/31/2026.\n\nThe stacked bars represent different risk ratings from 1 to 5, as indicated by the legend:\n- 1 (dark teal)\n- 2 (green)\n- 3 (dark grey)\n- 4 (brown)\n- 5 (red)\n\nAn overlaying line graph, labeled \"Weighted Avg Risk Rating\" (gold line with diamond markers), shows the following values at each date:\n- 6/30/2025: 3.5\n- 9/30/2025: 3.6\n- 12/31/2025: 3.2\n- 3/31/2026: 3.1::>"
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{
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}
],
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{
"marker": "(2)",
"kind": "footnote",
"label": "Weighted Average Risk Rating"
}
],
"quber__footnotes": [
{
"marker": "(2)",
"text": "Weighted average risk rating is weighted based on carrying value of portfolio assets."
}
]
},
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{
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "bar_chart",
"confidence": 0.5351460576057434
},
{
"class_name": "line_chart",
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},
{
"class_name": "engineering_drawing",
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},
{
"class_name": "flow_chart",
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},
{
"class_name": "full_page_image",
"confidence": 0.00011664054181892425
},
{
"class_name": "table",
"confidence": 0.00010571102029643953
},
{
"class_name": "geographical_map",
"confidence": 9.942666656570509e-05
},
{
"class_name": "calendar",
"confidence": 8.944964793045074e-05
},
{
"class_name": "other",
"confidence": 7.906040991656482e-05
},
{
"class_name": "scatter_plot",
"confidence": 7.442318747052923e-05
},
{
"class_name": "chemistry_structure",
"confidence": 7.411040860461071e-05
},
{
"class_name": "icon",
"confidence": 6.640268838964403e-05
},
{
"class_name": "logo",
"confidence": 6.598497566301376e-05
},
{
"class_name": "screenshot_from_computer",
"confidence": 5.4907413868932053e-05
},
{
"class_name": "box_plot",
"confidence": 5.232086914475076e-05
},
{
"class_name": "music",
"confidence": 5.154912287252955e-05
},
{
"class_name": "pie_chart",
"confidence": 3.436346014495939e-05
},
{
"class_name": "photograph",
"confidence": 3.153278157697059e-05
},
{
"class_name": "topographical_map",
"confidence": 2.5357243430335075e-05
},
{
"class_name": "page_thumbnail",
"confidence": 2.5282410206273198e-05
},
{
"class_name": "qr_code",
"confidence": 2.1019546693423763e-05
},
{
"class_name": "bar_code",
"confidence": 1.3563503671321087e-05
},
{
"class_name": "stamp",
"confidence": 8.136545147863217e-06
},
{
"class_name": "screenshot_from_manual",
"confidence": 5.964870979369152e-06
},
{
"class_name": "crossword_puzzle",
"confidence": 2.4967505396489287e-06
},
{
"class_name": "signature",
"confidence": 2.35366792367131e-06
}
]
}
]
},
{
"self_ref": "#/pictures/17",
"parent": {
"$ref": "#/body"
},
"children": [],
"content_layer": "body",
"meta": {
"description": {
"created_by": "quber-chart-scan",
"text": "\n\n<::Capital Structure Composition(1)\nDonut Chart:\nCenter value: $1,201.7\nSegments:\n- 77.9%: Secured Financing\n- 13.0%: Common Equity\n- 5.0%: Preferred Equity\n- 4.2%: Term Loan\n: chart::>"
},
"classification": {
"predictions": [
{
"confidence": 0.9994906187057495,
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"class_name": "pie_chart"
},
{
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"class_name": "bar_chart"
},
{
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"class_name": "flow_chart"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "calendar"
},
{
"confidence": 1.1903925042133778e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "other"
},
{
"confidence": 1.1391446605557576e-05,
"created_by": "DocumentPictureClassifier",
"class_name": "line_chart"
},
{
"confidence": 8.115496711980086e-06,
"created_by": "DocumentPictureClassifier",
"class_name": "table"
},
{
"confidence": 7.866873602324631e-06,
"created_by": "DocumentPictureClassifier",
"class_name": "engineering_drawing"
},
{
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{
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"class_name": "logo"
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{
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{
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{
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{
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{
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"class_name": "chemistry_structure"
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{
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"class_name": "music"
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{
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{
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{
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{
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"class_name": "stamp"
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{
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"class_name": "box_plot"
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{
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"created_by": "DocumentPictureClassifier",
"class_name": "bar_code"
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{
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"class_name": "qr_code"
}
]
},
"quber__read_by": [
{
"reader": "set-of-mark",
"produced": [
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]
},
{
"reader": "ade",
"produced": []
}
],
"quber__figure_job_id": "cmsgx7v1505zhfm01lmvt1hc6",
"quber__figure_model": "dpt-2",
"quber__figure_version": "dpt-2-20260410",
"quber__figure_chunk_id": "5b2a057c-d134-4a06-ade6-f0aef91cbc21",
"quber__footnote_marks": [
{
"marker": "1",
"kind": "footnote",
"label": "Capital Structure Composition(1)"
}
],
"quber__footnotes": [
{
"marker": "1",
"text": "In millions. LFT total capitalization is a non-GAAP measure which excludes certain Balance Sheet items; Please see Appendix for reconciliation to GAAP."
},
{
"marker": "2",
"text": "Secured financing shown at par value. 2025-FL3 CLO GAAP carrying value of $580.3 includes $4.7 million of unamortized debt issuance costs. Secured financing agreements carrying value of $348.7 million includes $2.1 million of unamortized debt issuance costs."
},
{
"marker": "3",
"text": "Term loan shown at par value. GAAP carrying value of $49.6 million includes $0.4 million of unamortized debt issuance costs."
},
{
"marker": "4",
"text": "Preferred equity shown at $60 million liquidation preference."
},
{
"marker": "5",
"text": "Noncontrolling interest was $99,500 as of 3/31/2026 and is excluded from common equity above."
}
]
},
"label": "picture",
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}
],
"captions": [],
"references": [],
"footnotes": [],
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KKqCiKCA9N0vVf3rrMnj4b8gEQE+YeESDhysliVcOHquu/i9Q37Tx26dPNuRpYqSwwR/hchKNjPs13tiusPnqlaqnhatnb48i1VlgjANHmdsOAG4WXW7DtZOdjf191FlWUiytKMu5lZx6PuGFwggsG5l4ttdMfmHetV3n/46Pvjpl26cs1iUeHBNF2vXb3qrImjalWrDEVWWnrGpE8iVm38XgjBGANHZZhmmZIlNiyfV7ZMacgzJCLIP8kXLm3v1MczLCSk/QvlurZlbm6n7iRs3n9q26nIxNRMAlBlCf6GAEhQ5/pVa4cFR8UmVisVmGHXl+7683J0IiBWKxXQqFKZjQfPxCSnE0CZYl71wkoBwtmbseUCi52/E3ctLkliDABMISyy1LPpMx+2a3zr1u2hY6ft3HPAYlEREf4bEem60bzxs3OnjS9VIhCKOF035ixYNnv+UiKSJAkclabrsyaO6vNmN8gzJCLIP0cnfHp+8SoAQFmy+fuF9+ga+kIz1/Kh0WmZm/af2n7q0oXb8YgoMYYI/x9FlhRJYgw7PFMpNjX99I3YMv7eXNB7LettP30pOjntVmJqQlrmizXDD126GVLc26ooLhbl4KWbcSkZEkO4TxCZXLxQo/ykbq3dJJj86bwFX62RJYkxBn9j17Qu7drMnDDS19sLnhSfL145PWKhYRiSJIFDMkyzRpVKP61dZrNaIG+QiCCfZEbH7ew+IPVSFFMUoL9wu+ZWMqhEs4bhb3X2rlYp0W78fjJyw4FTZ27GaqapMIkxBAACACICCPbxyNZNLijIx8PkvJSfl25yieG1+JT41HQ/D9ebCSkeLpbQ4r4pmdk3ElMQ/gsRGJxXLRUw9bXWVUoWn7fkq0/mLUnPzFQVBe6za1q71i2+mDHRy9MDniBCiGWr1o+b8ZlpmpIkgeMhIkRcs2hui8YNIG+QiCCfXPvu130DRzNJAkT4P8LkxLnsYgt4rm746x1KNGsgVHXX2ajvDp89EHkjOTNblSWGCPdxIRAQELggBDCFQPiLLDGGjJOQGRNEnAtkKDMG/4tmmIHeHiPbN233TMUdu/eNnPzJlWs3rBaLpmkvt2752dSxfr7e8CRasXbjmI9n67ohMQaOx65pXV9ps2DWFFmWIQ+QiCBfEO0dOOball8kVYF/IhKGiYwVq1sj5JXW5bu+DDbb8VtxWw+e+fn4xaTMLCBQZAnyiSmEVZH7t362X6v6UdduDBg1Yc+BP1s3a7J4zrRifj7whBJCfLZwxcdz50uMISI4GJPzgGJ+65d9UblCecgDJCLID5kxcT+1ek1PTUPG4EGIuK4zSXYNDiz3eofQNs1dwkJup6RvPnDm15ORl2ISEUBiDBHyThBxTq/UrTiu8/MS1yOWfv16h5dDy5SCJxoRjZw0c9nq9ZIkISI4mOxs+6SRQ9/v9w7kARIR5IfIbzYcGTMTkQHCQxCQEFzX3UqVCGxcr3Kv1z0rlY/P1v44dWndvpMXbsdrhqlIEmMIeUMEusnrhgVP7/5iiL83PB3S0jPe+3DMLzv+sFgs4GAM06xfu8bW1UtkSYLcQiKCPOO6sbv3h7e375asFnhkwjSJc9nFJbBx/YpvdQpoWNdQ1d1nozYcOH3kyq2UzGxFlhgi5IEgIqBFfTo2q1IWnhp3YuI6v90/8so1RZHBkQgim0XdsWVV+dAQyC0kIsizpLMXd705yJ6YhJIEOUXEdUNSlWLPVA/p8GJYxzbgYjtxK27TvlO/nb50Nz0LARRZgpwjAMPkvZrX+bBdY4sswdPkx+27+g4ba9d0iTFwGAQguJg25sP3erwGuYVEBHl2YenqP8fMlG1WyDUirutMUVwC/cN7dA1t3dRWtsytlPQN+07tOH0pMjqRIUqMIcKjM0xevUzQ1wO7ulpVePpMmDk3YvFKi6qCI8m2ay+3bv7VvFmyLEOuIBFB3pAQf/T68Pa2P5iqQB7RX7hdcysTHNz8uQo9unpWLBefre08cXHD/tPnb8fr3FQkiSHCwwhBqiJFvP1y8yph8FRKTknt2mvgsVNnFUUBh2GYZkip4G+XfhEWUhpyBYkI8kZLTtnarLOWlIKMQT4RpklcKK4uQc0alO/2SmCTZ01Z/u3kpe//PHfo8s3ULLsqSwwRHkw3zG7P1Zj6WmuEp9e+w0d7DBiWmpYuSRI4BiIyTHP53Bkd2raGXEEigry5s2vf7t7DiHNAhHxFRMIwmCz716sV2uGFsE4vCYvl2PXo7w6d2XYiMiXTDgiKJME/mJyKe7muHfpaSV8veIpxIUZOmrn0m28tFhUchqbrb7/W6bOp4yBXkIggb45N+ez8wq+ZokABIeKajorsXqpE+Tc6h7zY1Fam1I2ktA37T/526kpUXCICSowhwn/QX2Bc5xZvNK4JT73rt+606fZOQuJdxhg4Bi5EcFDAnq3rPNzdIOeQiCAPzGz7728Pjdl9ULJYoEARkSCu6x6hpYIa16/U63X38qExmfbfT0Z+u+9kZEyCbnBFlhiibvKG4aUWvNvR1aKCE8CnXy6ZOvtLi0UFx0BEkiStX/ZFo/p1IOeQiCAPks9f3tVjcFZMPJMleBgSgjiHe5AxWYL7SAgSAu9hEgCREACIEgP6CzIG/02YJnGhuLoENW9Y4Y1OxRs8o8nyH6cubzhw+mjUrdRszSJLX/Zu36JqGDjdFxuf8GrvwafPX1QVBRwAEQkhxg0bNOTdnpBzSESQB9e/37an30hJUQAR/hUJ4RYcVOyZasCYPSEp/s8TXNdBCKu/n1+NytrdlLunzqEs+1avpKekpkRGKW5utgC/jBu3SRD8AxEJ3ZAsFv96Ncp2eim0XStutR6/HrNu9/GUrKwve3ewKjI4/Z95S78eP2OuLEuICA7Abtde6/Tywk+nQs4hEUEeHJ8WcfaL5ZLVAg8jDDO0S1vVwz3p9AUjOys96gbXDJeg4uFvdUk8dc6tZAktOSU7PkGyWmVXl8Tjpz1CyxgZmQl/nkSJwYMQcU1nquJaMqhiz65lWjW1lg42uZAlBk5/E594t3n77rEJiRJj4AA0TW9Qt9baJRGe7u6QQ0hEkFskxO89h97ZuZcpCjyMMM0KvV7PuhMTd/C4kZVFnBMXZbu+bGratQ0/Wov5Vu7fM/N2zN0zF6w+XoqnOxBE79xrZGahJMG/IyJBXNPcSgdX6vN6xXffBKd/GPvxnC+WfGW1WsABcNMMLhG0bnFEhfJlIYeQiCC3zKzsrc06Z0XHocTgYUiI4s/W8atRSXZzMTKzr6zebE9MqtzvrcRT5+IPn2CKXLn/23dPnbP4eCFD1dPDnpDEZCnx5Nn067eRMXgEPNte7cO+NUb0B6d/OH763Ku9ByWnpEkSg8JG961ZNPf5ps9BDiERQW6lRl3/+cXuXNMRER4KkTg3M7JQkaoP7x+3/2jMnkPle3Thdi3q26224r5VBr4TueLb9Jt3Sr7YTHF1YbKccOy0f92aVzf9hACACP+KBMku1hd//MYzrAw4/YNuGL2GjNr66w6rxQIOICvb/smEkf3e7g45hEQEuXXjx9/2DRoLQgAi/CsSQnFzKdGiMdc0ZJJX+ZC4Q8dJiIxb0WGvtU+5cNkW4G+kZ1zd8KNvjUpupYLjDh4t0eI5e2ISStLt7buRMXgYYRhBzZ9r/lUEMgZO/8uqDd99MG4aACAiFDZdN7p1bDv/k8mICDmBRAS5dWr2wtOfLWayDI/GrXSwR2hpQEiNjDLtmou/X9LZSNfgQO+K5Yz0jMSTZ7mmu5Usoael6anp7iGlrL7eqZeuGukZgAgPwzX92U/Hl+veEZwe4HZ0bJOXu6VlZDDGoLCZJq9UIWzHpm8sqgo5gUQEuUOwp9/I61t+kWxWeDTC5MRNAGCSDAyJC6bIxLkwTUCUFAUQiXNARMaEyUEIlCVkDB6GTO4SVLz5N194hZcFpwcQQrzZ/8Ofd/yhKgoUNiHIxcV64JeNJQKKQ04gEUGuGOmZu3oMjjt4TLKoUNi4XQtq3qD5ys+ZqoDTg61Ys3HImCk2qwUKGxEpirLlqwV1a1WHnEAiglzJuHlnV48hqZeimKJAYROGUWVQr5qjBoLTvzp59ny33kMSk5MlxqBQERFj0pLPpr3cugXkBBIR5ErSmQs7Xh+QFRPHZBkY/oUxwHsYIDxWRChJTVd8FtTkWXD6V3eTkrv1GXzk5BmLqkKhIiIA+Hjs8N5vdIWcQCKCXMmKjov8akPGrTtGeqaenm6kZehp6UZ6hpGeIUyOjAEiMgS8hwEiICD8BwJCPiIhLF6er+zZonp5gNPD9BoyasPWn21WKxQ2wzA+7N97zAcDICeQiCCXBACDewiMjGwjI9tIzzDSMvTUFPvdpMy4+OzYhKz4eHvc3ay4BCMtXXBOXBDnxLkwOQmBiMAQkSFDQETGIFeEaRarXa3VpqVMlsHpYWbPX/rx3AUSY4gIhSpb03p26/j5xxMgJ5CIIFeiT627eWiee0B1q3dJq0egYvNiik22uFk8AhSrj6S4IihwH5lgZGRmxcVnxydkxSZkJyRmx8bbE5P01HQjPUNPSzfSM/S0DCMjkzhHxgARGQIyZAiAgIBwHyL8L0LTy/foWm/GaHB6BLv2HXqj7/umaSIiFKpsu73dCy1XzZ8NiPDIkIggV67v/+zq7pkoqUACSBAQEDHFZnErrrj4KFZPprgyWWWy1dUnzOYbYvUsqbr5KVYPxlQAGQBIgJmRZaRnGRmZemq6lpZmj0/IikvIjovPjk/Mik+wxyUa6ZlCcOKcTC64IM5JCLyHMUBEhoCMa1r96aPD3+kGTo/gTkxcgxc7Z2XbGUMoVJqmN25Qd92SCBebDR4ZEhHkyuWdk24fWcJkC/wXIiGIOBAB0D2AyJiCkoxMRpQQEQCtnqVcfMvavEtZ3PwVmzdTrLLNw+JeXLZ6S7Irggz3EJAJWlpadnxCVmy8PT4xKy4hOy7BnphkpGfoaelGeoaelq6nZ+gpaS3WzC/Zqgk4PYJsu/2Zlu3jExIZY1CodN2oUaXi2sURAcWLwSNDIoJcifx1RPSptUxS4eEI7iG4jwCASBAJIAISBAREkuqmuvkrLr6KxUNSXRhTmOrm6lfWxaesxTNIdfWTLe6MqQASAJApjIxsIyPLSM/QU9ONjHTfmpWsvt7g9Ah03Wjz2jsnTp+TZRkKlWnyMiVLrF0SUb5sCDwyJCLIBaJzWwfGX9zKJBXyBd3DiQQQAdA9eA9TUFKQSYgSAoIk2zxLufiGWb2DLW4BitWDyVbF5mHzKaNY/OGxuHjxoqenZ2BgIBRZQtDbg4b/sG2noijwYEIIzjkAAhAgIgARASABSYxJkgQAnAtBgiFKkkREXAhElBij+xhj8K9MzgP8i61bElG1Yjg8MiQiyDkS/MymXknXdiFToAARENxHAEAAQIJIAAkgIiAgYLLVJ6RRxbZzFZsPFLBLly59OW9eQGBgly5d3N3df9+1yzCMZs2bBwcHA4AQIjY29vjx4+np6TVr1KhQsSLcFxkZeerUqZIlS9arVy85OXn79u2mYTRr3jw4OBgAEhMTt2/fbhgGIgKRq5tby5YtPT09oSCNmjxz4cq1FosKDyCEKFMquHb1KnBfSmqarhvF/f2EEBJjl6KunT4fSUTlw0IrhIVEXb91PvKyxaLWqFopKTk18nKUu5tbgL/f9Zu3BRE8GOfcv5jfusUR1SpXgEeGRAQ5R8I4ue611NtHkMlQqIRp9wiqXa3zSsXFBwrSLz//vHbtWkVRvH183Fxd23focCc6evU333R/442XXnoJAG7evPnZnDnlypWz2mw7d+x4p1evFi1abNywYfv27fXq17944UKxYsV69Ox5+PDhdWvXdn/jjZdeegkA9u3b99mcOd1ee02SpBvXr+/du3fhokX+/v5QkKbPXTDj84VWiwUewDDNji+1LlOqxN6DR8qVDalSoZxhmMfPnI+Ji3+heeNLUddWb/y+Ub06zRs9e+DI8RpVK/tfziMAACAASURBVJ2PvKxpuqurzdXmcuTk6XIhZdIzMg8dOylJDB6Mc17Mz3fd4ojqVSrCI0MigpwT3Di5tmta9HFkMhQqwTWvkvWrdlohW9yhwBDRRx999Gz9+labrbi/f42aNYkIEadMmVKzZs22bdsCgN1u1zTN09MTAL799tsLFy4MHjx45IgRI0aOLFeunKZpw4cN69K1a6NGjaZMmVKzZs22bdsCwJUrV86cPduhfXsAWLJ4sV3TBg0aBAVs1rwlU2fPs1ot8ABE5F/Mj3MeHRP3bo9ut6NjI69ci41PUFVlYK+3Vm/6Purajffeei0mPnHj1p9bNG7Qud2L+w8fu37rjq+3p6eHOxFs/31vZlaWJEnwYJxzP1+ftYsjalatBI8MiQhyTnDj5NquadHHkclQqISpeZV6tmqn5bLFHQrSxo0bt23bZrFYmjdv3rFjR7hv0qRJtWvXbtu2LfyNaZoTJ0yoUaNGmZCQ1atXz549mzEGAIsXLRJEffv2nTxpUq3atdu2bQt/ExsbO3bMmDFjx4aEhEABm7tw+fiZETarBR6Mc2FyHlam1Oud23257JuklFQgaNOyaYnA4svXbACACuXKtm/T6tqNm8FBgaVLlvhy+arqlcIBwMvTIyExiUnS8dNnr9+8zRiDB+Cc+/p4r10cUataZXhkSESQc4IbJ9Z0SY85gUyGQiVMzavUs1U7rZAtblCQiOjPP/9cvHhxYmJi1SpVBg4aFBAQMGnSpNq1a7dt2xb+ZsGCBbdv3x47Zsyx48e//+67T2bNQkQAWLliRXpGxqBBgyZPmlSrdu22bdvC36xZvToqKmrsuHGICAVs3tKvR0/71Ga1wr8yTfPV9m2F4Bu2/soY2mzWwe/23LT1l8tXryMiF8LX26u4v5+3p2fDurXnLfs6LT3zpeeburm6yLJ89OTperVqrv/+JwBARPhfOBfeXh7rlkTUrl4VHhkSEeSc4MaJNV3SY04gk6FQCVPzKt2gWqflkuoGBW/Lli2+vr4HDx50d3fv37//5EmTatWu3bZtW7jPNM3FixdHR0ePGjXKzc0tKipq5owZn8ya5eXlBQATJ0yoXqNGhw4dJk2aVLt27bZt28L/SU9PHzF8+Du9etWpUwcK3sKVa0ZMmmGzWuHBhKBift59e3Rftnr97ZhYIGr23LNVKpafv2K1IkuN6te5cu1GcFCAqqrVK1U8dvrMH/sOPVOjaumSwfsOH23V7LmEu0kyk37ZuZsxBg/AufD28li7OOKZGlXhkSERQc4JbpxY0yU95gQyGQqVMDWv0g2qdVouqW5QYDjn69ev9/b2vnPnjre396GDB+vUrdulS5exY8fWrVu3cePGBw8efO655xYtWhQZGfnRRx95eHjIsuzq6vrJJ5/IsvzWW28dPHhw+7ZtU6dN8/PzGzt2bN26dRs1arRv796Wzz9vs9l+2Lp1165dn8yapSgKFLyIRSvGz5hrtVrgwYjI0909MKBY5JVrBABEpYNL6IYRHRunKErl8HKxCYlhIaVdXWy37sRcuHQFAEqVCEpJS0tNSw8tU8rPx/vi5avpGRmICA/AhfB0d1+7eG7dWtXhkSERQc6RME5+2z311mFkMhQqwXXPoFpVO61QXHygIJ0/f37L5s279+xxd3Pr2KlTly5dVFXdsGFDWFiYp6fn1ClThgwdumjhQpNzm9Wq63q58uX79etHRKtXrTp56lRgYGDPnj2Dg4MBYMOGDWFhYX5+fhs3buzVq5eHh8eqVavKly9ft25deCwmzJw7d9EKq8UC/0oQcZMrigz3mZwjgCRJAGAYBpMk0zSJSGKSosgAwDlHRMaYaXJBQpYkxhg8mBDC3c1t7eK59WrXgEeGRAQ5R8TPbOqVFLULJQUKFQnTxSesaqcVNu9SUPB+//33wMDAChUqwN9cu3bt119/7du3LyJCUTBkzOSv121WVRUKFefCy9N97eKIOjWrwSNDIoKcIxIXfhgUd+EHJilQqEiYqlvxap1WuBWvDAVPCAEAjDH4G13XTdN0cXGBokAI0XPg8B+271IVBQqVyXmJwOLrFkdUCi8HjwyJCHLl4s/DYs58yyQVChcJlK3VOq30KlUPnB6BafIOPfoe+POYLMtQqAzDqFCu7NrFEaVLloBHhkQEuXJ5x4Tbx5YxyQKFjAQ3q3Za7hfWEpweQVZWdv0XOkXHxksSg0Kl68YzNauuWxzh6+MNjwyJCHLl+oGIa3s+YbIVCpswssu/MKNEzbfA6RFEXb/R9JXXNU1HRChUdk1r/tyzaxdHWK0WeGRIRJAr0afWXvz5A0lxgcImTD2oRvfwF6YDIDg9zE+//d57yCguBCJCocq229u1brlq4RzICSQiyJWES7+e3dybyRYobCRM94DqtbpvQkkBp4eJWLRyyuwvJEmCwma3a693brdg1hTICSQiyJXkGwfObHqbuAGIULhISKpb3V67VLdi4PQw/YaPW7Npq9VigcKmG8aAXm9O/egDyAkkIsiV9NgzZzb11DPvIpOgcBEhk6t0Wu5T5jlw+ldJySmv9hly5MQpi6pCoSIiLsTYDwa83/cdyAkkIsgVe+rtM5vezkyMRKZAISMSZpmGQ8s0/ACc/tWhoye79RmcmZXFGINCRUQAMGfqmDc6t4ecQCKCXOFG9plNbydf38dkCxQ2Ydp9QptW6bBUUmzg9GBLvvn2g3Efu9gsUNiISJbljSu+bFCnFuQEEhHk1vkfBsWe3SwpVihsRFyx+VbrvNI9oCo4PQAR9Rg47Idtu1RFgcImBHl6uB3ettnXxxtyAokIcuvqnpk3D36JkgIOQJhaeOuZQTW7g9MDxCfcbdyuW2JSssQYFDaT8+qVK25bv1JRZMgJJCLIrZgzGy9tGwlAAAiFTXDDL6xl1Y7LABGc/pcVazYMnziTMbwHCpum62926fD59PGICDmBRAS5lR575sSazsQNQISHIcEBBKJMIEAIuAcRmQSAcB8JDgDIJLiHBBEhk+AeEoAIgPDvSMgW95pvfu/iHQJO/2DXtB4Dhm/btcdiUcEBZGfbp48dPqD3m5BDSESQW1zPPLy0uZ4Zj8jgYayewUy22VNvyVZP1eZDJATXtLQYwe0AQERWjxIAYE+7A0Cy6iHbPLW0aCIhW9xJmMLU4CFIcKP0s4NCG48Ap384cuJ0tz6DU9MzJMagsBERF3zNwrmtmzeGHEIigtwi4mc2vp10dTdKMjwEepWs6xv2fELkL4Lrrn7lZKunq0/o9f0RWkYsMrlYeBuLZ0kEyE6+kXx9j3dIUyYp2clXsxKv+JRtkXx9j2lPBUT4V8R1V/9K1bp8Y3HzB6f/NiNi4fS5C6xWCzgAzrl/Md+1iyOqV64IOYREBHlwdc8nN/ZHMMUKDyOEWaLGm/a020lXd0mqe0DVrlmJl1JuHiAgV79w//C2t44uBsAStd/JTLhIJDLjL7gHVidh6pkJqXeOMKbAwxFxs0KbTwOqdgWnv4lPvNuqU4/bMTGSJIED0HWjVvXK6xZHFPPzhRxCIoI8iL/ww7nv+zNZAUD4V0IYQdXf0NLu3L3ym1epBqWeHRB/4fuEyF+4keUX1kp19Ys5tYYIgmp2F4YdACXVlYQBiFp6rD3lZlbyNUQGD0Pc8CxVv8ara5DJ4PR/5i5cPvnTeYoig2PItmttWzVbtWAOYwxyCIkI8iAj/vzpTW/r6XHIJPhXQhhB1d/Q0u7cjdopKTZJdS1R++3k63uTru/1C2tl8w65c2w5AAbX6ZV1Nyrlxn6LW4B3aBMgYU+9rboHpNw8qKVHI0rw74gAseJLEf4V24LTfbeiY7q8PeBS1DVFUcAxGKY5cvB7Iwe9BzmHRAR5YOqZZza9k3JjP5Mt8K+EMErU7KFnxGoZ8UZWoqlnBVbvlh59Mjv5GjApqHr3uHObADCgSsfbx782MuL9yrfWMhMsLsWyU67bfEIz489nJV1FJsPDENc9gutW7bhUsXmDE8C8pV+PmzFHVVRwDEQky/KWrxbUq10Dcg6JCPLm8o4Jt48tY5IF/hUR9y7dyMxOYoqLV6kGyDAz4VJazAnvUg0SIn+2eZfxLdsSABKjdmbGn1Vc/d2KV0q+ts/mVdIruL6WGZty4yCRCYDwcCS4We75KcG1esBTLzom7qXXe926EyNJEjgGLkRIqeA9W9fZbFbIOSQiyJv4iz9e+HEIEAEi/CsSJiACAZEJBIgMmUSCoyQTCRImACDKyCSgezgymUiA4ICITIZHRsK0epep1X2z6uILT7cRk2Ys/nqdRVXBYWia/k73LrMnj0GEXEAigrzRMuKOrnjBtKcAMnAUJLhRql6/0CajEBk8rX7bvf+dwSOys+2SJIGDINJNc3nEzA4vtYJcQSKCPCJxZkufxMu/MUkBh0HEJcW1Urv5vqFN4KmUmZnVoWe/IydOq4oCDsM0zeASgeuXfhEeFgq5gkQEeRZ9cnXkryOZbAFHQtxwLVah2qurLK7+8JQhok++WDzj84WKLCMiOAy7pr3Qosmq+bMVRYFcQSKCPEuPO3t6Yw8j8y4yCRyJMLUStXqUf34qIMLTZPvve9/9YExGZqYkSeAwiIhz/tHQfsMG9IHcQiKCPBOm/czmPklXdzHZCo6ESDCUy7eeHlC1Mzw1Ll+93rXXwBu3ohVFBkdCRLIs/7hmaa1qlSG3kIggP9w8vODq7hnIJAAER0KCKzafqp2WeQTVhKdAalr6ex+O+XXXHouqgoMxTLNG5Yo/f7vcarFAbiERQX7ITrl57Ou2XEsHZOBIBNdt3mUqtf3MI+gZeNKZJh87fc7ClastqgqOR9P0GeOH9+3ZHfIAiQjyybnv3ouP/JlJKjgKEqbmGVy3cptPJK9yK1Z/+8qLLf39fOHJNXv+0ukRCxn+BRyMafISgf4bln8ZHhYKeYBEBPkk7sLW8z8MYkwGB0BEQNyvXKtKbWYmZytjpsxctfG7Ti+/EDFtvJenBzyJ5i5c/vHcBUTEGAPHY9f07p3bzf9kMuQNEhHkE3vandMbemQmXmKSAoWKiANBUM03yjcffeXW3RETP96554BFVTnnbVu1iPh4nJenBzxZlq1aP3b6bNPkjDFwPETEGFu1YE7LJg0hb5CIIP9E/T7t5p8LmaRC4SFhMsVWpsHgUvX6Hzt9oe+HH12+et2iqgBARJquv9C8yefTxxcv5gdPikVfrZny6Ty7pkmSBA7JNHm1yuHb1q9UVRXyBokI8k9mQuTx1R2EkQ3IoDAIbihWr/LPT/av1H7b73uHjJ4cl5CoKgr8ja4bTRrWnf/J5KCA4lDEcc4/W7Ti03lLOOeMMXBU2XZt+thhA3q9CXmGRAT5iOj8D4PjLmxhkgUeO+K6zadseOtpHiUbfvPt5tFTZ2VrmiLL8A92Tatbs/r0ccOfqVEViqzklNSJsz5ftX4LMiYxBo7KNM0SgQEbls8LDwuFPEMignx1N2rnue/6CmEiMnh8SHDdI7Bm5bZzVO9yU2d/sWDFKsMwJUmCB9B0o0Sg/8ThQ7q80gaKoMvXro/7eM6vO/eoqoKI4MDsmtatQ9v5n0yWJAnyDIkI8hXXMs58917y9d1MssDjQSSEXiz8pfDnJ2eYriMnfrzxh18kSWKMwb8yTNOiKL3f6Dps0Lue7u5QRAghtvy0fcqcL27cvKMoKiI4MiJSVWX9snkN6tSC/IBEBPkt/sLWCz8NAUJAhAJGxEFQYI3Xw1uOi72b/d4Ho3YfOKKqCiLCIyAiwzBaNmk4ctB7z9SsBg4v4W7S9LkL1235wa5piiyDw9M0vdPLLyydOx0RIT8gEUF+E1w/ubZbWvRRZAoUJBIcJTWk4dBS9fufOHNhyOiJJ85ccLFZISeIyDBMTw+3d3u81qt71+LF/MAhCSG27dozPWLRqXMXVEVmjIHD41x4eLitWxxRt1Z1yCdIRFAA4s5tvvDTB4gMEKFgCK6rNt/QpqMCq3XbtmvviEnTb9yOtqgq5IoQgnNevUqlEYPebdWskcQYOJLT5y58uWzVTzv+yMrKVhQZighN07p3aR8xbZwsy5BPkIigABj2lLOb3025dZBJKhQAwTWbV0j4C9O9Sz+3+Otvp302Lz09Q1EUyBtN121Wa9OG9fu8+Wqj+nUURYbCduXa9a++3bJq/Zbk1DRFlhljUEQIIdzdXLeuXlKlQnnIP0hEUDDiL/504cdBQACIkJ+Im5pHUK3KbT6x+VWc+fmiWV8uAQCJMcgPRKQbhpurS+Nn6/Z+49VGz9ZRZBkeOyK6FHVt3ZYfvv9lx9UbtxRZZoxBkWLXtN7dX509ZTTkKyQiKBgk+NktfRKvbGeSBfILkSDuG9q8UpuZGdxt/MezVq7bbFEVxhjkKyGEbpiuLrY6Nat1fvnFZ+vUDAspDY9FZlb2wSPHN/3w6y87d6empSNDRZahqDFNXtzfb+PyeZXCy0G+QiKCApN848DZLX24noWMQZ4RcSIKqtYtvOW4G7HpoybP+Pm3PywWFRGhYBCRaZpEEFKmZMO6tV9p3eLZurVdbFZEhPxm17WLkVG/7Nx98OjxY6fOZWZmKqrKEKFo0jSt/ztvThvzISJCvkIiggJEF38ZGXNqLZNVyBsSHGW1dP0BZRoMOX3+Ur8Px5yLvGyxqPBYGKYpuLBaLYH+xeo9U6NR/ToVypUtF1rGw90N8iArO/t2dOzN29FHT57+ZeeeK9duZNvtggtFURhDKLI4F8X9fX9et7x0cAnIb0hEUJCykq6dXPuqnhWHKENuETcki3u5FhMCqnbduffgkI8m3omNVxUFHi8iEkSmaZKg4v5+YSGlSwQULxtSulzZkAphoaVKBCqKwiQmsb8gIgAQEQAQkSDiJtcNIz4hMSYu4dLV62fOX4y6fvNOTOytOzF2TVMURWIMEaGIIyLT5NPGDOv39utQAJCIoIDdPrriyq5JiAwQIeeI61av0uGtpnmHNFm7+YdhE6ZnZ9sVRYZCxTk3ORdCyLKsKvfIFovFy8PD29PD29PDy9PT1dXGOTdM0zBM0+QZWZkxsfFxiXd1TeeCG4ap6ToAyNJfEBGeFJqut27WeFnEdDdXVygASERQwLieeXZz76Tre5lsgRwSXHMvXq1y29lWv4ozP1/0+eKVmq7LkgSOhIgAgP5fQP8BBAAICAj3ICBj+B9wHyLCE4cL4ebqunnl/FrVKkPBQCKCgpd6++jpjT2FkQnI4BERCa77lWsd3mpKNnqNnvLJ2s1bGWMSY+DkqAzTHD2k37CBfaDAIBHBYxG1Z+bNA18w2QKPgEiA4AFVu1ZoNTEh1ez74ehdew8oioKI4OSoNF2vX7vG2iUR3p6eUGCQiOCxMLKTz33fP+XGPpRU+FckOEpK6foDyzQcci4yauCIcUdPnXGx2cDJgQkhbDbr6oWfNapfBwoSEhE8LmnRJ05vfMvU0hEleADBdcXqFdp4eFDNt3btPTRswrSr129ZLCo4OTZdN4YN6D3mgwFQwJCI4DG6dWRJ1B/TEBggwj8Irts8S5ZvNc0ntNnKtRunfPpFUkqqqqrg5Ng0XX+heePFcz72cHeDAoZEBI8RN7Iu/vRB3MUfJNkK/02YdreAapXazHT1rzZnwbKZEQu5EJIkgZNjM00zoHixTSvmVyhXFgoeEhE8Xlp67OkNb2UmXEBJhf8gEsL0CWlc6aVZdvAeP2P28lXrVVVhjIGTYxNCKLIcMX18l3Zt4LFAIoLHLvnGvvNbBxrZychkIgGCF6/aueLzE+8k2j+aOvO7n3dYLSoigpNjIyLdMAe/+9a4DwYpigyPBRIRFIY7J7+5/Nt4IMEkS8m674Y0GnYu8mr/4WNOnr1gsagITkWApusvtmi6/PMZNqsVHhckIigMJPjlHRNiz24s13xcYI3uuw/+OXjUpBu371hUFZyKArumVa9c8ev5s8uULAGPERIRFBJTS7en3nIpVmnzT9veHz05IytbVWRwKgpM0yzuX+yb+bNrV68CjxcSERSqTT/82m/EeG5yWZbAqSgwTdPD3X3utLGvvPg8PHZIRFCozl641GvoqEtR11RFASeHJ4RQFHnWxI+6d34FCgMSERS2w8dO9Rj4YXxikiLL4OTAhBAAMHpov/f79YJCgkQEDmDH7v0DR02MT7irKDI4OSQiMjn/sF+v0e/3R0QoJEhE4Bh27jnQb8T4xLtJiiyDk4MR9w3s/daYDwaoigKFB4kIHMbuA38OHDXxTnSMoijg5DCISAjxfr9eowa/J0kSFCokInAk+/889t4HY6Jj4xRFAScHIIQgosHv9hw9tJ8sy1DYkIjAwRw+dmrAiPFR12+qqgJOhUoIumf4wD4jBr2LiOAAkIjA8Rw7dfbd90dH3bhpUVVwKiSmyWVZGvpuzxGD35MkCRwDEhE4pFPnLgwdM/XE6XOqqiAiOD1ehmH6eHtNGD74za7twZEgEYGjunknetj46dt+32NRVUQEp8fFbtfKh4XMGDu8RZOG4GCQiMCBpaVnfPzZl0tXrUdExhg4FTAiMkyzUb1nZk8ZUy60DDgeJCJwbIZpzl++6rMFy1PT0lVVAacCw8VfXuv48sQRQ4r5+oBDQiKCouC3P/Z9NHXWlas3LBYVnAqAaZo2m23oe2+/3+8diTFwVEhEUERciro26ZPPf9n5B2NMkiRwyidEpBtGQDG/aWOHd2rbGhwbEhEUHbphfLHkq3nLvklNTVMUBZzyjHNORC+2aDJqSL8qFcuDw0MigqLmj32Hxk3/7MzFSFmSJYmBU64QkabrQQHFB/fu8Va3jq4uNigKkIigCEq8m/TF0q9XrtuUlp6hKgo45RDnHBFbNmk45oMBVSqUh6IDiQiKrN/3HZr5+aLDx08yxmRJAqdHQES6Yfj7+X7Qv9ebndu7urpAkYJEBEVZZmbW/BWrln7zbXziXUVREBGcHsw0TQJ4sXmTUUPeq1qpAhRBSERQ9B07dXb63AV7D/6pGYaqKIgITv/NMAwCqBAW2rfn653btXF1sUHRhEQETwTDNH/duXvx1+sOHztpmlyWJUQEJwAuhGEY4WGhr3dq16NbJ29PDyjKkIjgCZKekfnrzj0LV64+de4C50JRZESEpxXn3DTNwOL+3bu88kaX9mVKBkPRh0QET5zMrKzNP25fvmbDqXMXEUCSJER4qgghDMMoXszvlTbP9+3xemiZUvCkQCKC/6c9+ICK6twXBf7/9p5NmRmGKiACIkgTVAjWUATUxC72rohwI4g1GguiAaTbBRSNBQsi2I6oYAcrkYgVBMESsDEwwjCV2eV7Zt5zrbx1V3LuOifnLjHz+32hxM2SwuIruw8erXtZz7IMRVEEQcAXDWNM0zQgZGZi/G1wQMSsKd49PeDLgjDG8EWTtLSeOnvhzIUr9x9XtsnkehSFtODLgjGmaYYkiZ49XL8J8p8ydqSjgz18iRDGGP4GlCrVvYdP/lF0uehyyfumZpZhKYpHEAR0fDRNYwwCvqH/wL4Txwz3H9DX0sIcvlwIYwx/J+JmyelzF4uuXv/lweO2NhmlRxHoN9ChYC2aYRAgFyeHwQG+U0JGerq7kiQBXzqEMYa/H5VaXX7/UdHlknOXSpokH9Tt7RzHUTweSZLwGeM4jmEYjEFfX8/czNS371eDB/kO8PFysLeFvw2EMYa/sTaZ/P7jyms3y+4/rqqpe/GuUUwgxOPxkBZ8BjDGAMCyLM0wIiMj1+7dvDx7BPkO+Lq/j6mxCCEEfzMIYww6ACp1e3Xt86qa2tJbP9/+paJZ0qLRaBiWJQmCIEmSIBBC8L+F/Q3HchyPJPQ+oigPt+7B/l8P6OPt5uzUydwM/sYQxhh0fgdj3CaXl997eOfeg9oXr96Lm969Fzc2NavU7SRJkMRvEELwCUII/iUYAwAGLYwBY8xxLMOyBEFYW1rYWFvZ2nR27ubQ29O9p7uLrY01RVGgA4AwxqDzxz60tL5tFDeKm1+8qn9a+7zqWe2LVw1KpYrlfsN+xHEcy2HASItACADBbzAAYPgEw0cYMObwRwRJ8MjfIQhzMxM3Z6feHu5uzo52XTp36WxtaWEOOv8NwhiDzv8YTdMKlepV/RtxU7OkpVXS0tL8oeXDh9bWNplCqZIrFEqlimEYhBBBEOh3CAIhQBRFiYwEIiMjSwtzK0tzq06dLC3MO1t26tTJXMjnU3oUSRCg86cQxhh0/goamlYolAqlimEZAn1EoP+LQAT6fygeJTISkCQJOv8qhDEGHZ2OA2GMQUen40AYY9DR6TgQxhh0dDoOhDEGHZ2OA2GMQUen40AYY9DR6TgQxhh0dDoOhDEGHZ2OA2GMQUen40AYY9DR6TgQxhh0dDoOhDGGzwDGGCEEOjr/DMIYwx9TKpW3bt5saW11dnb28PDQ09OD/4CWlpZTp05NnjxZKBQCQFtb29UrV9ra2hBBIICv/fye1dRgjhs+YgT82/Ly8mxtbf38/OBLhDGurKx8+vSpkZGRj4+PhYUFQgj+11VWVt67d49AiOM4cwuLoKAgPp8Pf4rjuIM5Ob29vLy9vTmOIwgC/gDCGMMfkMlkqSkplpaWtnZ2L54/Hz5ihIeHBwCwLEuSJPwOy7IkSQIAy7IkSQIAxpjjOJIkWZYlSZLjOIIgAIBlWZIk4XdYlm1paUlJSVmzZo2ZmRkAVFdXb0xPHz1mjL6+PgD07NlTIBBgjE1MTDDGBEHQNE1RFHzCcRxBEKDFsixJkizLkiQJv0PTNEVRANDU1GRgYCAUCjHGBEHQNE1RFPwOx3EEQbAsS5IkdChKpXLXrl3ixsZ+/fs3NzU1NzcvXLTIyMgIAGiapigKALAWQRAMw/B4PADAGAMAQggAOI4jCAJjDAgh+A3DMDweD36HZVmSJAGA4ziCIACAZVmSJOF3MjMyGsVif39/hmGMjY19fHz09fUBgGEYHo/HsixBEBzHEQSBenDcxgAAFn9JREFUEAIAhmFIkhSLxcbGxrW1taWlpbNmzeLz+SRJEgQBWgzD8Hg8AEAYY9AqvHDlYWU1YNzvq97fBPkDQF1d3eZNmxKTkkxNTUFLpVYfOXSopqaGz+dPnTbN3d29pKSkuKiI5Tiv3r1Dxo3LPXJkzNixVlZWz549Ky8vnzhx4sGDByUSiZ2d3fhx43Jzc6urq/l8/tRp09zd3SsrK3OPHOE4zsTYuFEsXrd+vYmJCQBUVVXlHT0an5AAn1y+fJni8Xp7eR04cKC9vf2DRGJiahoZGQkABw8eFDc2YoynT5/u4el57Nixly9fqpRKhUIxY+ZMb2/v6qdPc3NzVWp1Z2vr+ZGRFy9e7Gpvb2tnt2fPHorHE4vFNl26zJ8/39DQ8EJx8eUrV/T19CytrIyMjObMmUMQBHyWOFZTfzcbsxrMMVY9xgksXADgzJkzFRUVa9eu5fF4ACCTyfh8/ru3b/ft2yeXy0XGxnPnzuXz+QcOHGhvb2/58MHuI3v7X8rLFQrFqNGjg4ODS65du1NWRtO0XCbz8/d//fr1q5cvjUSiqKgoc3PzkpKS4qIijuPc3NxC58598OBBcVERQqipqalvv35Tp05FCIHWzqwsmy5dxo4dC59UVlbmHjnCcpyVpaWhoeH0GTMKz5zp07evq6urWCw+c+bMjBkzzp096+ziUnT+/Llz50aNHu3v719dXT1r1iyKoioqKhrq68eGhAAAwhgDAMtyM+YvOXfpGsYweezIvduSEUIajWbv3r0vnj93dnb28vbu06dPQUHBB4kkdO7cF8+fFxQUfDtsWF5e3oIFC8zNzR89etSjR4/0tLTohQsdHBzKy8uLiopWrFixYMGCAH//SZMnFxYWtrS0hIaGvnj+PL+gIDQ0NGPHjrEhIb169TpbWHj27Nns3buNjY0BoLq6OiU5+dthwyiKMjY29vPzKygooHi84MGD/ysiYtn33/fu3Xvfvn3mZmbTpk17++4dQRC/fFRenrBhw+pVq0xNTSOjoh4+fHi2sPD75cs3pqePHjOmd+/ejx49cnNzO3z4sKenp4uLS1RkZFJSkkO3bls2b+4/YICTk9OO7duXLltmbm5+YP/+6pqazMxMkiThs9Qub/x5dwBHK1lG5Tl2t5XneABIS0vz9vYeOnQofKJWq+Pj4vz9/Qd+/XVpaemDBw9mzZq1bOnSZd9/36tXr+TkZElzc0pq6rt377KzszckJp46caKsrCw5JeXNmzeLFy1auHBhUFDQwUOHREZGgYGBmzZvXrRokYWFxc6dO93d3Q0MDA7s3795yxYASE5KWhAd7e7uDloZGRmVlZU+Pj40Tfft29fFxWVdbOz48eN79e5deOZMYWHhruzsjB07hg0b1q9//19//TUzIyN23bqMjIygoCADA4P8/PwVK1ZQFJWamjpu3DgvL6/UlJTgwYP79+8PAAhjDAAsy00JX1h8pRQDTBg9LCcjHSEEWs+fP3/y+HHp9eu+vr4VFRWvGxrs7e1pmm5ra3NxcdHT04tasAC0lErlj+vXL1y0yM7O7v79+0VFRUuWLImPjw8PD+/evfuqVavevn3b1d6epulWqXTUqFFld+4kbNiAEGpqakpLTV0TE2NqagoA1dXVKcnJ3w4bRlGUsbGxn5/fqVOneCQZMGjQ5k2b1v/4o0AguHjxYk119eQpU/bv26dSqeRyuUKh2LJ16/bt2/38/Hx9fSUSSXpa2oiRI4uLixMTExFCoLV161ZPT08nJ6fsXbs2JCbyeLz8/Hy1SmXduXNVVdWSJUsA4OnTp4cPHYpPSCBJEj5L7fL3Zdn+HK1kGbVnyG5rzwkAsGXLlm7duoWEhMAn9fX127ZtS0pM1DcwkMlkGxISJkycePLEidh16wQCQW5urlqtDgsLU6vVcT/+OD8y8s7t2wzLzpw5U6VSxa5dG71woYODw7Vr1x49fNijR4+qqqrFS5YAQPnduxcvXvTp06emunrxkiUAkJyc7OvrGxAQAFqZmZkKhSI4KIjDuEuXLjKZbP/+/SkpKQihpqam9LS0H1auzN61a/jw4V/5+Lx+/TozM3PNmjW7du0KDAw0MjLKz89fvXo1RVFFRUUvX7zwDwgoLCxcvny5np4eACCMMQBwHE7amll0pRQAxo345vuocISQVCp9+/atu7s7AJw8ebKmpsbc3FytUoXOndve3t6qdSwvLy4+XiAQ1NXWWllbJyQkTJo0qW/fvrlHjtyrqEhMTIyLiwsPD3dycsrOzlarVHPDwtrb21tbW4VCYVJi4pKlS52cnC5fupSTk5ORmWlsbAwAlZWVR3NzNyQmwieHDh3So6hBgYFbt2xZGxsrFAovXrhQW1fX2dq65tmz5cuX37xxo6CgYOOmTRkZGX6+vl/7+jY3N6enpc2aPXvf3r1RCxZ07979119/NTU13b9vXw8Pj+7du+/evTs+Pp6iqPz8fIVCERQUlJ6WFjp3roWFxdHc3Hfv3m3bvp0gCPgs0aqWxyfCOEbNMe1OwbHmjkEAcPfu3YM5OUuXLXNycuI4rrKyslOnTunp6bNnz+7du3d5efnJkyfnzJmTc+BAzNq1QqEwNzdXo9GEhoYqlcqE+Pj5kZF3bt/mMJ4+fbpCoYiPi4uMinJwcLh69eqjhw+HfvPN/n374uLjBQLBnt27KT29Ll26VD99unDRIgBITkr62td30KBBoLUzK8uhW7fhw4eDVlNTU3xc3JKlS52cnC5dunTo4MEdGRm7du709PQcOWrU1StXjuTmbt++PTMzMygw0NjEJOfAgfiEBJIk29rakpOSWI4bNmxYcHAwaCGMMWjRDNPU/AEALC3MeDweAHz48OHA/v1v3rwhCAIRRGhoqJWV1d6ffmpubgaEgoKChgwZcuzYsV/KywmCcHBw+G7+/Lt37+YeOWJqZiaXySytrFasWJGcnDx79mxHR0exWLx//35JczMgFBgYOGLEiIsXL547e9bA0JBASN3e/uOPPxobGwNAdXV13tGjq1avNjAwAK28vDw9ivL188vKzPxh5UqBQHDl8uW658+HDh2alZVFEgQAYIzj4uOzs7MHDhjQf8AAiUSydcuWpcuWPXr06B+nTxMkKRAIli5deiwvz9XNzdHRcf/+/TExMRRFnTx5Ui6TzZ4zp6ys7OaNGySPhzGWNDcnbNhAEAR8rtrlYgAMGFOGpgRPHwAwxleuXLl44QIGAIydnJxC58598uTJ0aNHAYAgiBkzZlhbW+/Myvph5UqBQJCfn6/RaGbOnKlUKtNSU8Pmzbt79y7HcZMnT1YqlclJSeEREV27di0tLX308OGC6OjcI0fu3btH8nimpqZRUVEVFRW1z57Nj4wEgM2bNvUfMMDX1xe0du7cefXqVSdHR5bjzMzMwsPDnzx5cvrUKX19fQ5juUy2afPmutraPT/9xDc0BAAO47i4uD179vj6+np4eCTEx6tUqvCICE9Pz9zc3PPnzu3KzhYKhaCFMMbwx2ialslkHMcJBAJDQ0MAYBhGKpUSBCESiUiSBABpayvDsiKRiKIoAJDJZBqNRiAQ8Hg8kiRpmubxeARBAADDMFKplCAIkUhEkiQAyOXy9vZ2oVBIaiGEAIDjOIZh9PT04BOGYQCAJEmapimKQgixLMtxHEVRKpVKoVDw+XyKong8HsMwBEGQJIkxpmmaoiiEkFwuV6vVAoHA0NCQpmmCIBBCDMPo6ekBAMMwWOvWrVtCoVAgEFwoLjYxMZkbFgYdkFKLJEmRSESSJAAotQR8viGfjzGmaZqiKIQQwzAAwOPxAECj0VAUxbIsAPB4PIwxTdMURSGEWJblOI6iKABobW1lWdbExIQkSZZlOY6jKAoANBoNqQVaNE3L5XKO4zDGJEmKRCKSJOVyebtaLVcoMjMzV69ebWpqqlQqVUolXyDgaTEMQxAESZIajUYmk8m1zp875+LqOnbsWPgEYYxBB4Cm6UsXLz56/JhjWWtr6wkTJxobG4POX621tbWwsHD8+PECgQD+VFVV1enTpztbW0+dNs3Q0BA+QRhj0PmEYRiWZfX19UHnPwZjjBCC/wGapimKgv8fwhiDjk7HgTDGoKPTcSCMMejodBwIYww6Oh0HwhjDH8MYazQajDFFUSRJwj+jVCqbm5stLS0NDAzg3yCXywFAKBSCFsaYpmmO4wCAIAiKohBC8M+0tbUBgEgkgr8BjLFGo8EY83g8lmUBgKIogiDg34AxRgjBZwZhjOGP5eXlPXn82EgkIhDy8vYODg4mSRL+gLStLSUpiSSIyVOn9urVC/4Nx/LyMMZTp00DraKiotLSUlNTU5ZhOtvYTJo0SSgUwj9z/vx5hNA333zT0NBgb29PEAR8uWQy2eHDhz9IJGKx2MzMzMTUdMKECba2tvCvUiqVJ0+eHD58uLm5OXxOEMYY/tj69es9PT37DxjQLBbn5ORMmjy5T9++cpmMYRhjY2NDQ8M3b96o1Wo7Ozs9Pb1z58+fP3s2euFCZ2dnjHF9fb2hoaGNjQ0ANDU1kSRJ07RQKFSr1TRNC7UaGxtlMpmNjQ2fzwcAjUbT0NAgEAguXbxIEMSMmTNBa8eOHfr6+iNHjsQYUxRlYWFBkmRjY6NMJrO0tNRoNGZmZm1tbQRBiEQijHFTU5OpqalarUYINTQ0bN26dcb06U5OTvoGBhYWFgCg0WikUmmnTp3gS8EwTGNjo1Qq3bRpU2hoaLdu3SwtLXk83ps3b1iWtbW15fF4LS0tAKBWq01MTBQKBQC0tLTY2NgYGhrW19cDgL29PUEQoCWVStevX79s2TJ7e3v4pKmpqaWlxdraWiQScRwnlUolEolIJLK0tMQYNzc3UxTV3NwsFAqtra3hPwNhjOEjjF+eLn57vQww2A8Psvs2ELQSEhKGDBkycOBAAMjLy5PLZK5ubjt27OjTp8/UqVOvX7/+4MEDgUCgr6cXFhaWe/RocVFRSEhIUHBwQUEBQ9MajaZnz56TJk+OWbNGrVYHBgXZ2tru2L7dxcVl6rRp1dXVpSUlRiIRTdMLFizg8/mpqakIwNDQsKqqavTo0dNnzACtnVlZAqFw9OjRHMcJBAIDA4OCgoKSa9csLS2lUqmGplNTU0+cOCEUCsePH69SqVJTU8PCwu7evYs5zpDP35iePmTIkH79+t28dev77783NjY+ffq0QqGYMWMGdEzKdjr9TEk7zdIsNzPAu3fXzqClVqtjY2OjFy3qamen0Wj27N5dX1+vb2BgZGQUHR29b+/eioqK/gMGBAYGpqakWFpa6uvrN0sk5ubmJEE0SyQuzs7zIyN5PB4ASKXShISExYsX29nZAQDG+NSpUyUlJaYmJi0tLWHz5llaWu7du5dAqLGxcdz48YMCA39YvpxlWTNz84aGhpCQkBEjRsB/AMIYAwBmuauzFjZcKgEM3UKGB+xJRwgBQHx8vI+Pz8CBA2Uy2bZt28aPG6dQKouLirZs3VpVVbVnz55ly5aZmpr+9NNPNp07e3t75xcUxMTEHD50qKm5OSIiorW1ddPGjfPCw7N37Zo4ceKgwMCbN28eOnQoKytLIpEkxMdHR0fb2tkdP35cqVAIhUKZXB4VFQUAa1avdnV1nRMaClo7duy4+/PPnj17MjTtHxDg4uKSuGFDTEyMdefOZWVl2Tt3ZmRlHTt2zMjIaNKkSSqVKjExMSIi4s7t2wihMWPHbkhIWPHDDyYmJps2berVq5e/n19ycnLo3LndunWDjqmxVR4cv1vZTrfTTOa8kHH9PUBLLpevX79+QXS0Y7dud8rKThw/vmrVKoqitm7Z4h8QcP/+fb6hYWRU1Js3b1atWpWUlGRnZ7d58+YmsTg5JUUmk8WsWfPDypW2trYAIJVKExISFi9ebGdnBwBv375NSU5eExNjbW199+efT506tTY2trW1VSqVlpaWNjc1rVy9esmiRZMmTw4KCiovLz918mRcfDxFUfBXQxhjAMAsd3XO4teXSgCDQ8jwgOxUhBAAxK5d++rVq65duzIM87Wv7+gxYy4UF9fV1kYvXHjr1q2kpCRvLy8AwBgPGTKkk6XlyRMn1q1fn5aWVnHvnrOzMwBQFDV12rSDBw+GhYU5OjrevHHjTlnZihUr6urqohcs+MrHh0AIAPr27VtXV+fZs+e3334LADkHDpAkOXPWLNDamZVlamYWEhICADwer66ubt++fSkpKQRBNDY2pqel/RgXV5CfLzQymjRpUnt7+7p166Kiosru3AGAESNHJm7Y8P3y5Z06daqoqCguKvLy9n758mVUVBRCCDqmxlb5kIQ9yna6nWZ2zBs7rp8HaMnl8vXr1y+Ijnbs1u38uXM7duzo168fy7IAMDYkpOznn91cXYcOHdrQ0JCVmRm7bh2fz8/Ly9NoNLNnz1apVPHx8fPmzevevTsASKXShISEpUuXdunSBQBqamr27t2bkpJCEERjY+PmTZv8AwIuFBc7Ozs3vH6tr68fGxsbFxcXHh7u6OhYW1t74MCB2NhYAwMD+KshjDF8hPHj7XvfltwGjO1HDnGPmAFa69atGzp0qL+/P3xy9uzZ2mfPli5b9v79++3btk2cNMnV1bWmpsbFxeXlixfH8vPj4uJu37595cqVyMhIAHj37p2bm9vatWu/++47Z2fn69ev37hxIyYmRqFQpKWmBgUH9+3b99mzZ/b29pVPnpz+xz8WL1rUrtGsXrVqxMiR8+bNA63t27YJjYxCQkIAgCAIhFDihg0BgwYNHDAg79ix0tLSnJyckmvXbt66tXjx4sePH2/cuDE7O/vG9esYYMKECWtWr542fXqPHj309fWTEhOfP3++4ocfevbsCR2WXK1ZvP+MWkNrGHbZ6ICBLvagJZPJ1qxZs2TpUidHx1evXmVlZs4LD7exsamurvby8tq2bVuPHj1GjBhRX1+/devW+Ph4oVB48OBBjUYTHh6uVCpjY2MjIyO7d+8OAFKpdM2aNREREXZ2doB/k75xY4C/f/8BAwoKChCAgaGhrK1tblhYTk7Oy5cvNyQmro2J+e6775ydnaurq/fu3ZuQkGBgYAB/NYQxBi3MYcyygIAgSUAItI4fP+7h4eHu7g6f3L9///27d8NHjACA53V1eXl5ra2tPTw8pk+fLhaLy8rKxo0bx+PxLl26dO3aNcxx3w4b5u/vfywvL3jwYGtr6+rq6pqamjFjxiCEXr95k3f0aOP79127dp09Z45IJCo6f76ktNTY2Nja2trN1fVrX1/QOnfuXFFRkVAgYDnOzMwsIiKCpumcAwc+fPhgZ2f366+/xq5bx+fzj+bmPnr0qIutrUgkGjt27LOaGg5jPz+/y5cunT17dvSYMYMHDz59+vSNGzfS0tJIkoSOjGE50CIJ9BFoqdXqY8eODRs+3MrSEgAePXp06uRJhULxlY/PlClTioqKbGxsvLy8JBJJcXHxhAkTDAwMbt68yTBMYGBge3v78ePHhwwZYmVlBQBqtTozI+P169f6+vocx40ZM8bRyenw4cPixkZXN7dZs2ap1eo9e/Z8kEisrKy6OjiMGjWqoKAgODjY2tr67du3paWlEydOpCgK/moIYwwdmUQiSU9PX7lypampKfypp0+f3r9//8H9+1OmTvXx8QGdjglhjKEjUyqVT5488fLy0tPTgz8lFotLSkqcnJx8fHxAp8P6P8u81pIE8VdvAAAAAElFTkSuQmCC"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "pie_chart",
"confidence": 0.9994906187057495
},
{
"class_name": "bar_chart",
"confidence": 0.00038555095670744777
},
{
"class_name": "flow_chart",
"confidence": 4.0533697756472975e-05
},
{
"class_name": "calendar",
"confidence": 2.8987475161557086e-05
},
{
"class_name": "other",
"confidence": 1.1903925042133778e-05
},
{
"class_name": "line_chart",
"confidence": 1.1391446605557576e-05
},
{
"class_name": "table",
"confidence": 8.115496711980086e-06
},
{
"class_name": "engineering_drawing",
"confidence": 7.866873602324631e-06
},
{
"class_name": "geographical_map",
"confidence": 4.753718712890986e-06
},
{
"class_name": "icon",
"confidence": 1.9295671336294618e-06
},
{
"class_name": "full_page_image",
"confidence": 1.5406667444040067e-06
},
{
"class_name": "logo",
"confidence": 1.5406550346597214e-06
},
{
"class_name": "screenshot_from_manual",
"confidence": 1.4405611636902904e-06
},
{
"class_name": "page_thumbnail",
"confidence": 1.06233073893236e-06
},
{
"class_name": "screenshot_from_computer",
"confidence": 9.29358463963581e-07
},
{
"class_name": "scatter_plot",
"confidence": 8.63983530052792e-07
},
{
"class_name": "chemistry_structure",
"confidence": 4.283805310478783e-07
},
{
"class_name": "music",
"confidence": 1.9226301617436548e-07
},
{
"class_name": "topographical_map",
"confidence": 1.3529431441838824e-07
},
{
"class_name": "photograph",
"confidence": 1.0718289900069067e-07
},
{
"class_name": "signature",
"confidence": 4.7325304564083126e-08
},
{
"class_name": "crossword_puzzle",
"confidence": 3.0062693667787244e-08
},
{
"class_name": "stamp",
"confidence": 2.7786532186269142e-08
},
{
"class_name": "box_plot",
"confidence": 2.543608523808416e-08
},
{
"class_name": "bar_code",
"confidence": 5.765495636467222e-09
},
{
"class_name": "qr_code",
"confidence": 1.887423772828356e-09
}
]
}
]
},
{
"self_ref": "#/pictures/18",
"parent": {
"$ref": "#/body"
},
"children": [],
"content_layer": "body",
"meta": {
"classification": {
"predictions": [
{
"confidence": 0.5382964015007019,
"created_by": "DocumentPictureClassifier",
"class_name": "logo"
},
{
"confidence": 0.2676207721233368,
"created_by": "DocumentPictureClassifier",
"class_name": "icon"
},
{
"confidence": 0.05828547105193138,
"created_by": "DocumentPictureClassifier",
"class_name": "bar_chart"
},
{
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"text": "\n\n<::Floating-Rate Exposure(1)\n\nBar chart showing:\nFloating Rate Assets(2) $1,131\nFloating Rate Liabilities(3) -$936\nNet Exposure $195\n: chart::>"
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"label": "Floating-Rate Exposure(1)"
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{
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},
{
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],
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{
"marker": "(1)",
"text": "In millions. Net Exposure represents UPB of floating rate loan portfolio assets net of par value of secured floating rate debt outstanding."
},
{
"marker": "(2)",
"text": "Figure reflects unpaid principal balance of floating-rate loan portfolio."
},
{
"marker": "(3)",
"text": "Comprised of secured financing arrangements and outstanding securitization notes related to 2025-FL3, all of which are indexed to one-month SOFR. Figure reflects par value of notes."
}
]
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "bar_chart",
"confidence": 0.8768594861030579
},
{
"class_name": "table",
"confidence": 0.05727837607264519
},
{
"class_name": "flow_chart",
"confidence": 0.026021016761660576
},
{
"class_name": "engineering_drawing",
"confidence": 0.011168869212269783
},
{
"class_name": "calendar",
"confidence": 0.010135097429156303
},
{
"class_name": "other",
"confidence": 0.003636688459664583
},
{
"class_name": "line_chart",
"confidence": 0.0035258950665593147
},
{
"class_name": "page_thumbnail",
"confidence": 0.003372772363945842
},
{
"class_name": "pie_chart",
"confidence": 0.0029668568167835474
},
{
"class_name": "icon",
"confidence": 0.0023181841243058443
},
{
"class_name": "screenshot_from_manual",
"confidence": 0.0008026901632547379
},
{
"class_name": "screenshot_from_computer",
"confidence": 0.0004683981242123991
},
{
"class_name": "logo",
"confidence": 0.0003376337990630418
},
{
"class_name": "box_plot",
"confidence": 0.0003278251679148525
},
{
"class_name": "full_page_image",
"confidence": 0.00016571169544477016
},
{
"class_name": "geographical_map",
"confidence": 0.00015249141142703593
},
{
"class_name": "stamp",
"confidence": 0.00013539654901251197
},
{
"class_name": "crossword_puzzle",
"confidence": 9.06893183127977e-05
},
{
"class_name": "photograph",
"confidence": 7.462625217158347e-05
},
{
"class_name": "chemistry_structure",
"confidence": 5.495048753800802e-05
},
{
"class_name": "bar_code",
"confidence": 3.5095770726911724e-05
},
{
"class_name": "music",
"confidence": 3.0673410947201774e-05
},
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],
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},
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"
},
"annotations": [
{
"kind": "classification",
"provenance": "DocumentPictureClassifier",
"predicted_classes": [
{
"class_name": "icon",
"confidence": 0.43797847628593445
},
{
"class_name": "logo",
"confidence": 0.42064762115478516
},
{
"class_name": "bar_chart",
"confidence": 0.05318811535835266
},
{
"class_name": "bar_code",
"confidence": 0.02495688386261463
},
{
"class_name": "other",
"confidence": 0.01590592786669731
},
{
"class_name": "music",
"confidence": 0.009841570630669594
},
{
"class_name": "engineering_drawing",
"confidence": 0.009320207871496677
},
{
"class_name": "photograph",
"confidence": 0.005181670654565096
},
{
"class_name": "line_chart",
"confidence": 0.004800799768418074
},
{
"class_name": "calendar",
"confidence": 0.004524868447333574
},
{
"class_name": "stamp",
"confidence": 0.0031324648298323154
},
{
"class_name": "screenshot_from_computer",
"confidence": 0.001988509437069297
},
{
"class_name": "page_thumbnail",
"confidence": 0.0018678713822737336
},
{
"class_name": "flow_chart",
"confidence": 0.0015074338298290968
},
{
"class_name": "chemistry_structure",
"confidence": 0.001086125266738236
},
{
"class_name": "qr_code",
"confidence": 0.0008375486941076815
},
{
"class_name": "table",
"confidence": 0.0007520045037381351
},
{
"class_name": "screenshot_from_manual",
"confidence": 0.0006382648134604096
},
{
"class_name": "signature",
"confidence": 0.0005262459744699299
},
{
"class_name": "full_page_image",
"confidence": 0.0005240518948994577
},
{
"class_name": "crossword_puzzle",
"confidence": 0.000266587536316365
},
{
"class_name": "geographical_map",
"confidence": 0.00019622450054157525
},
{
"class_name": "pie_chart",
"confidence": 0.00013580489030573517
},
{
"class_name": "scatter_plot",
"confidence": 8.080616680672392e-05
},
{
"class_name": "topographical_map",
"confidence": 6.54197356197983e-05
},
{
"class_name": "box_plot",
"confidence": 4.850994810112752e-05
}
]
}
]
},
{
"self_ref": "#/pictures/32",
"parent": {
"$ref": "#/body"
},
"children": [],
"content_layer": "body",
"meta": {
"description": {
"created_by": "quber-chart-scan",
"text": "\n\nQ1 Payoffs by Property Type(1)\n<::donut chart::>\nMultifamily, $46.8, 100.0%\nCenter value: $46.8\n::>"
},
"classification": {
"predictions": [
{
"confidence": 0.7219493985176086,
"created_by": "DocumentPictureClassifier",
"class_name": "pie_chart"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "engineering_drawing"
},
{
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"created_by": "DocumentPictureClassifier",
"class_name": "icon"
},
{
"confidence": 0.01636628992855549,
"created_by": "DocumentPictureClassifier",
"class_name": "other"
},
{
"confidence": 0.01191012654453516,
"created_by": "DocumentPictureClassifier",
"class_name": "flow_chart"
},
{
"confidence": 0.010292252525687218,
"created_by": "DocumentPictureClassifier",
"class_name": "screenshot_from_manual"
},
{
"confidence": 0.002442179946228862,
"created_by": "DocumentPictureClassifier",
"class_name": "logo"
},
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"text": "\u2022 Q1 2026 GAAP net loss attributable to common stockholders of $0.02 per share. \u2022 Q1 2026 Distributable Earnings (1) to common stockholders of $0.02 per share. \u2022 On March 19, 2026, the Company declared a cash dividend for the quarter of $0.04 per share of common stock. \u2022 The Company also declared a cash dividend for the quarter of $0.49219 per share of 7.875% Cumulative Redeemable Series A Preferred Stock. \u2022 Book Value Per Share of Common Stock was $2.97 (2) as of 3/31/2026.",
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"text": "Notable Activity",
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