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      "orig": "- Net financings outstanding decreased by $489 million, including $142 million of deleveraging payments",
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      "orig": "- Total leverage ratio of 2.2x  11, 14",
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      "orig": "\uf06c At May 5, 2026, total liquidity of $116 million, including $103 million of cash 7",
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      "orig": "See Endnotes in the Appendix. Totals may not foot due to rounding.",
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      "orig": "- During the quarter, net financings outstanding decreased by $489 million, including $142 million of deleveraging payments (of which $56 million related to the refinancing of our secured term loan).",
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      "orig": "The information herein generally speaks as of the date hereof or such earlier date referred to on specific pages herein. In furnishing this document, Claros Mortgage Trust, Inc. and its consolidated subsidiaries (the 'Company' or 'CMTG') do not undertake to update the information herein. No legal commitment or obligation shall arise by the provision of this presentation. All financial information is provided for general reference purposes only and is superseded by, and is qualified in its entirety by reference to, CMTG's financial statements.",
      "text": "The information herein generally speaks as of the date hereof or such earlier date referred to on specific pages herein. In furnishing this document, Claros Mortgage Trust, Inc. and its consolidated subsidiaries (the 'Company' or 'CMTG') do not undertake to update the information herein. No legal commitment or obligation shall arise by the provision of this presentation. All financial information is provided for general reference purposes only and is superseded by, and is qualified in its entirety by reference to, CMTG's financial statements."
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      "orig": "No Offer or Solicitation",
      "text": "No Offer or Solicitation",
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      "orig": "This document does not constitute (i) an offer to sell or a solicitation of an offer to purchase any securities in CMTG, (ii) a means by which any other investment may be offered or sold or (iii) advice or an expression of our view as to whether an investment in CMTG is suitable for any person.",
      "text": "This document does not constitute (i) an offer to sell or a solicitation of an offer to purchase any securities in CMTG, (ii) a means by which any other investment may be offered or sold or (iii) advice or an expression of our view as to whether an investment in CMTG is suitable for any person."
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      "orig": "Portfolio Metrics; Basis of Accounting",
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      "orig": "The performance information set forth in this document has generally been prepared on the basis of generally accepted accounting principles in the United States (U.S. GAAP). The basis on which CMTG's operating metrics are presented in this document may vary from other reports or documents that CMTG prepares from time to time for internal or external use.",
      "text": "The performance information set forth in this document has generally been prepared on the basis of generally accepted accounting principles in the United States (U.S. GAAP). The basis on which CMTG's operating metrics are presented in this document may vary from other reports or documents that CMTG prepares from time to time for internal or external use."
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      "orig": "Net Debt / Equity Ratio, Total Leverage Ratio, and Distributable Earnings (Loss)",
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      "orig": "Net Debt / Equity Ratio, Total Leverage Ratio, and Distributable Earnings (Loss) are non-GAAP measures used to evaluate the Company's performance excluding the effects of certain transactions, non-cash items and GAAP adjustments, as determined by our Manager. Net Debt / Equity Ratio is a non-GAAP measure, which the Company defines as the ratio of asset-specific debt and Secured Term Loan, less cash and cash equivalents, to total equity. Total Leverage Ratio is a non-GAAP measure, which the Company defines as the ratio of asset-specific debt and Secured Term Loan, plus non-consolidated senior interests held by third parties, less cash and cash equivalents, to total equity. Distributable Earnings (Loss) is a non-GAAP measure, which the Company defines as net income (loss) in accordance with GAAP, excluding (i) non-cash stock-based compensation expense, (ii) real estate owned held-for-investment depreciation and amortization, (iii) any unrealized gains or losses from mark-to-market valuation changes (other than permanent impairments) that are included in net income (loss) for the applicable period, (iv) one-time events pursuant to changes in GAAP and (v) certain non-cash items, which in the judgment of the Company's Manager, should not be included in Distributable Earnings (Loss). Furthermore, the Company presents Distributable Earnings (Loss) prior to realized gains and losses, which such gains and losses include chargeoffs of principal, accrued interest receivable, and/or exit fees, as the Company believes this more easily allows the Board, Manager, and investors to compare the Company's operating performance to our peers, to assess our ability to declare and pay dividends, and to determine our compliance with certain financial covenants. Pursuant to the Management Agreement, the Company uses Core Earnings, which is substantially the same as Distributable Earnings (Loss) excluding incentive fees, to determine the incentive fees the Company pays our Manager.",
      "text": "Net Debt / Equity Ratio, Total Leverage Ratio, and Distributable Earnings (Loss) are non-GAAP measures used to evaluate the Company's performance excluding the effects of certain transactions, non-cash items and GAAP adjustments, as determined by our Manager. Net Debt / Equity Ratio is a non-GAAP measure, which the Company defines as the ratio of asset-specific debt and Secured Term Loan, less cash and cash equivalents, to total equity. Total Leverage Ratio is a non-GAAP measure, which the Company defines as the ratio of asset-specific debt and Secured Term Loan, plus non-consolidated senior interests held by third parties, less cash and cash equivalents, to total equity. Distributable Earnings (Loss) is a non-GAAP measure, which the Company defines as net income (loss) in accordance with GAAP, excluding (i) non-cash stock-based compensation expense, (ii) real estate owned held-for-investment depreciation and amortization, (iii) any unrealized gains or losses from mark-to-market valuation changes (other than permanent impairments) that are included in net income (loss) for the applicable period, (iv) one-time events pursuant to changes in GAAP and (v) certain non-cash items, which in the judgment of the Company's Manager, should not be included in Distributable Earnings (Loss). Furthermore, the Company presents Distributable Earnings (Loss) prior to realized gains and losses, which such gains and losses include chargeoffs of principal, accrued interest receivable, and/or exit fees, as the Company believes this more easily allows the Board, Manager, and investors to compare the Company's operating performance to our peers, to assess our ability to declare and pay dividends, and to determine our compliance with certain financial covenants. Pursuant to the Management Agreement, the Company uses Core Earnings, which is substantially the same as Distributable Earnings (Loss) excluding incentive fees, to determine the incentive fees the Company pays our Manager."
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      "orig": "The Company believes that Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses provide meaningful information to consider in addition to net income (loss) and cash flows from operating activities in accordance with GAAP. Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses do not represent net income (loss) or cash flows from operating activities in accordance with GAAP and should not be considered as an alternative to GAAP net income (loss), an indication of cash flows from operating activities, a measure of liquidity or an indication of funds available for cash needs. In addition, the Company's methodology for calculating these non-GAAP measures may differ from the methodologies employed by other companies to calculate the same or similar supplemental performance measures and, accordingly, the Company's reported Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses may not be comparable to the Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses reported by other companies.",
      "text": "The Company believes that Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses provide meaningful information to consider in addition to net income (loss) and cash flows from operating activities in accordance with GAAP. Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses do not represent net income (loss) or cash flows from operating activities in accordance with GAAP and should not be considered as an alternative to GAAP net income (loss), an indication of cash flows from operating activities, a measure of liquidity or an indication of funds available for cash needs. In addition, the Company's methodology for calculating these non-GAAP measures may differ from the methodologies employed by other companies to calculate the same or similar supplemental performance measures and, accordingly, the Company's reported Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses may not be comparable to the Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses reported by other companies."
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      "orig": "In order to maintain the Company's status as a REIT, the Company is required to distribute at least 90% of its REIT taxable income, determined without regard to the deduction for dividends paid and excluding net capital gain, as dividends. Distributable Earnings (Loss), Distributable Earnings (Loss) prior to realized gains and losses, and other similar measures, have historically been a useful indicator over time of a mortgage REIT's ability to cover its dividends, and to mortgage REITs themselves in determining the amount of any dividends to declare. Distributable Earnings (Loss) and Distributable Earnings (loss) prior to realized gains and losses are key factors, among others, considered by the Company's Board in determining the dividend each quarter and as such the Company believes Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses are also useful to investors.",
      "text": "In order to maintain the Company's status as a REIT, the Company is required to distribute at least 90% of its REIT taxable income, determined without regard to the deduction for dividends paid and excluding net capital gain, as dividends. Distributable Earnings (Loss), Distributable Earnings (Loss) prior to realized gains and losses, and other similar measures, have historically been a useful indicator over time of a mortgage REIT's ability to cover its dividends, and to mortgage REITs themselves in determining the amount of any dividends to declare. Distributable Earnings (Loss) and Distributable Earnings (loss) prior to realized gains and losses are key factors, among others, considered by the Company's Board in determining the dividend each quarter and as such the Company believes Distributable Earnings (Loss) and Distributable Earnings (Loss) prior to realized gains and losses are also useful to investors."
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      "orig": "While Distributable Earnings (Loss) excludes the impact of our provision for or reversal of current expected credit loss reserve, charge-offs of principal, accrued interest receivable, and/or exit fees are recognized through Distributable Earnings (Loss) 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, when we acquire title in the case of foreclosure, deed-in-lieu of foreclosure, or assignment-in-lieu of foreclosure, or when the loan is sold or anticipated to be sold for an amount less than its carrying value), or (ii) with respect to any amount due under any loan, when such amount is determined to be uncollectible.",
      "text": "While Distributable Earnings (Loss) excludes the impact of our provision for or reversal of current expected credit loss reserve, charge-offs of principal, accrued interest receivable, and/or exit fees are recognized through Distributable Earnings (Loss) 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, when we acquire title in the case of foreclosure, deed-in-lieu of foreclosure, or assignment-in-lieu of foreclosure, or when the loan is sold or anticipated to be sold for an amount less than its carrying value), or (ii) with respect to any amount due under any loan, when such amount is determined to be uncollectible."
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      "orig": "In determining Distributable Earnings (Loss) per share and Distributable Earnings per share prior to realized gains and losses, the dilutive effects of unvested RSUs and warrants outstanding are considered. The weighted average diluted shares outstanding used for Distributable Earnings (Loss) and Distributable Earnings per share prior to realized gains and losses have been adjusted from weighted average diluted shares under GAAP to include weighted average unvested RSUs and warrants outstanding, if the exercise price of the warrants outstanding exceeds the average share price of our common stock during such period.",
      "text": "In determining Distributable Earnings (Loss) per share and Distributable Earnings per share prior to realized gains and losses, the dilutive effects of unvested RSUs and warrants outstanding are considered. The weighted average diluted shares outstanding used for Distributable Earnings (Loss) and Distributable Earnings per share prior to realized gains and losses have been adjusted from weighted average diluted shares under GAAP to include weighted average unvested RSUs and warrants outstanding, if the exercise price of the warrants outstanding exceeds the average share price of our common stock during such period."
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      "orig": "CLAROS MORTGAGE TRUST, INC. FIRST QUARTER 2026 EARNINGS SUPPLEMENT",
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      "orig": "PAGE 22",
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      "orig": "Important Notices (cont'd)",
      "text": "Important Notices (cont'd)",
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      "orig": "Adjusted Book Value Per Share",
      "text": "Adjusted Book Value Per Share",
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      "orig": "Adjusted Book Value per Share is a non-GAAP financial measure. We believe that presenting book value per share adjusted for our general current expected credit loss reserve and accumulated depreciation and amortization on our real estate owned held-for-investment is useful for investors as it enhances the comparability to our peers who may not hold real estate investments. Further, we believe that our investors and lenders consider book value excluding these items as an important metric related to our overall capitalization.",
      "text": "Adjusted Book Value per Share is a non-GAAP financial measure. We believe that presenting book value per share adjusted for our general current expected credit loss reserve and accumulated depreciation and amortization on our real estate owned held-for-investment is useful for investors as it enhances the comparability to our peers who may not hold real estate investments. Further, we believe that our investors and lenders consider book value excluding these items as an important metric related to our overall capitalization."
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      "orig": "Determinations of Loan-to-Value / Loan-to-Cost",
      "text": "Determinations of Loan-to-Value / Loan-to-Cost",
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      "orig": "Adjusted LTV represents 'loan-to-value' or 'loan-to-cost' upon origination and updated only in connection with a partial loan paydown and/or release of collateral, material changes to expected project costs, the receipt of a new appraisal (typically in connection with financing or refinancing activity) or a change in our loan commitment. LTV determined upon origination is calculated as our total loan commitment upon origination, as if fully funded, plus any financings that are pari passu with or senior to our loan, divided by our estimate of either (1) the value of the underlying real estate, determined in accordance with our underwriting process (typically consistent with, if not less than, the value set forth in a third-party appraisal) or (2) the borrower's projected, fully funded cost basis in the asset, in each case as we deem appropriate for the relevant loan and other loans with similar characteristics. Adjusted LTV, origination LTV, underwritten values, and/or project costs should not be assumed to reflect our judgment of current market values or project costs, which may have changed materially since the date of the most recent determination of LTV. Weighted average adjusted LTV is based on loan commitment, including non-consolidated senior interests and pari passu interests, and includes risk rated 5 loans. Loans with specific CECL reserves are reflected as 100% LTV.",
      "text": "Adjusted LTV represents 'loan-to-value' or 'loan-to-cost' upon origination and updated only in connection with a partial loan paydown and/or release of collateral, material changes to expected project costs, the receipt of a new appraisal (typically in connection with financing or refinancing activity) or a change in our loan commitment. LTV determined upon origination is calculated as our total loan commitment upon origination, as if fully funded, plus any financings that are pari passu with or senior to our loan, divided by our estimate of either (1) the value of the underlying real estate, determined in accordance with our underwriting process (typically consistent with, if not less than, the value set forth in a third-party appraisal) or (2) the borrower's projected, fully funded cost basis in the asset, in each case as we deem appropriate for the relevant loan and other loans with similar characteristics. Adjusted LTV, origination LTV, underwritten values, and/or project costs should not be assumed to reflect our judgment of current market values or project costs, which may have changed materially since the date of the most recent determination of LTV. Weighted average adjusted LTV is based on loan commitment, including non-consolidated senior interests and pari passu interests, and includes risk rated 5 loans. Loans with specific CECL reserves are reflected as 100% LTV."
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      "orig": "CLAROS",
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      "orig": "MORTGAGE",
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      "orig": "CLAROS MORTGAGE TRUST, INC. FIRST QUARTER 2026 EARNINGS SUPPLEMENT",
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      "orig": "PAGE 23",
      "text": "PAGE 23"
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      "orig": "Important Notices (cont'd)",
      "text": "Important Notices (cont'd)",
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      "orig": "Forward-Looking Statements",
      "text": "Forward-Looking Statements",
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      "orig": "This document and oral statements made in connection therewith contain forward-looking statements within the meaning of U.S. federal securities laws. Forward-looking statements express CMTG's views regarding future plans and expectations. They include statements that include words such as 'may,' 'could,' 'would,' 'should,' 'believe,' 'expect,' 'anticipate,' 'plan,' 'estimate,' 'target,' 'project,' 'plan,' 'intend' and similar words or expressions. Forward-looking statements in this presentation include, but are not limited to, statements regarding future operations, business strategy, cash flows, income, costs, expenses, liabilities and profits of CMTG. These statements are based on numerous assumptions and are subject to risks, uncertainties or change in circumstances that are difficult to predict or quantify. Actual future results may vary materially from those expressed or implied in these forward-looking statements, and CMTG's business, financial condition, liquidity, results of operations and prospects could be materially and adversely affected by numerous factors, including such known and unknown risks and uncertainties. As a result, forward-looking statements should be understood to be only predictions and statements of our current beliefs, and are not guarantees of performance. Statements regarding the following subjects, among others, may be forward-looking:",
      "text": "This document and oral statements made in connection therewith contain forward-looking statements within the meaning of U.S. federal securities laws. Forward-looking statements express CMTG's views regarding future plans and expectations. They include statements that include words such as 'may,' 'could,' 'would,' 'should,' 'believe,' 'expect,' 'anticipate,' 'plan,' 'estimate,' 'target,' 'project,' 'plan,' 'intend' and similar words or expressions. Forward-looking statements in this presentation include, but are not limited to, statements regarding future operations, business strategy, cash flows, income, costs, expenses, liabilities and profits of CMTG. These statements are based on numerous assumptions and are subject to risks, uncertainties or change in circumstances that are difficult to predict or quantify. Actual future results may vary materially from those expressed or implied in these forward-looking statements, and CMTG's business, financial condition, liquidity, results of operations and prospects could be materially and adversely affected by numerous factors, including such known and unknown risks and uncertainties. As a result, forward-looking statements should be understood to be only predictions and statements of our current beliefs, and are not guarantees of performance. Statements regarding the following subjects, among others, may be forward-looking:"
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      "orig": "\u00b7 our business and investment strategy;",
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      "orig": "\u00b7 changes in interest rates and their impact on our borrowers and on the availability and cost of our financing;",
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      "orig": "\u00b7 our projected operating results;",
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      "orig": "\u00b7 defaults by borrowers in paying debt service on outstanding loans;",
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      "orig": "\u00b7 the state of and uncertainty surrounding the U.S. and global economy generally or in specific geographic regions;",
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      "orig": "\u00b7 current and prospective financing costs and advance rates for our existing and target assets;",
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      "orig": "\u00b7 the return on or impact of current and future investments, including our loan portfolio and real estate owned assets;",
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      "orig": "\u00b7 our ability to maintain our qualification as a real estate investment trust; our ability to maintain our exclusion from registration under the Investment Company Act of 1940, as amended;",
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      "orig": "\u00b7 the availability and attractiveness of investment opportunities we are able to originate in our target assets;",
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      "orig": "\u00b7 estimates relating to our ability to pay or resume paying dividends to our stockholders in the future;",
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      "orig": "\u00b7 the risk of securities class action litigation or stockholder activism;",
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      "orig": "\u00b7 geopolitical or economic conditions or uncertainty, which may include military conflicts and activities (including the military conflicts between Russia and Ukraine, Israel and Hamas, and elsewhere throughout the Middle East, North Africa, and South America more broadly), tensions involving Russia, China, and Iran, political instability, social unrest, civil disturbances, terrorism, natural disasters and pandemics; and",
      "text": "geopolitical or economic conditions or uncertainty, which may include military conflicts and activities (including the military conflicts between Russia and Ukraine, Israel and Hamas, and elsewhere throughout the Middle East, North Africa, and South America more broadly), tensions involving Russia, China, and Iran, political instability, social unrest, civil disturbances, terrorism, natural disasters and pandemics; and",
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      "orig": "\u00b7 market trends in our industry, interest rates, real estate values, the debt markets generally, the CRE debt market or the general economy.",
      "text": "market trends in our industry, interest rates, real estate values, the debt markets generally, the CRE debt market or the general economy.",
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      "orig": "The forward-looking statements are based on CMTG's beliefs, assumptions and expectations of CMTG's future performance, taking into account all information currently available. You should not place undue reliance on these forward-looking statements. These beliefs, assumptions, and expectations can change as a result of many possible events or factors, not all of which are known to CMTG. If a change occurs, CMTG's business, financial condition, liquidity, results of operations and prospects may vary materially from those expressed in any forward-looking statements. Any forward-looking statement speaks only as of the date on which it is made. New risks and uncertainties arise over time, and it is not possible for CMTG to predict those events or how they may affect CMTG. Except as required by law, CMTG is not obligated to, and does not intend to, update or revise any forward-looking statements, whether as a result of new information, future events or otherwise.",
      "text": "The forward-looking statements are based on CMTG's beliefs, assumptions and expectations of CMTG's future performance, taking into account all information currently available. You should not place undue reliance on these forward-looking statements. These beliefs, assumptions, and expectations can change as a result of many possible events or factors, not all of which are known to CMTG. If a change occurs, CMTG's business, financial condition, liquidity, results of operations and prospects may vary materially from those expressed in any forward-looking statements. Any forward-looking statement speaks only as of the date on which it is made. New risks and uncertainties arise over time, and it is not possible for CMTG to predict those events or how they may affect CMTG. Except as required by law, CMTG is not obligated to, and does not intend to, update or revise any forward-looking statements, whether as a result of new information, future events or otherwise."
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      "orig": "CLAROS MORTGAGE TRUST, INC. FIRST QUARTER 2026 EARNINGS SUPPLEMENT",
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      "orig": "PAGE 24",
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      "orig": "Endnotes",
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      "orig": "1. Refer to page 20 for a reconciliation of net income (loss) to distributable earnings (loss) and distributable earnings (loss) prior to realized gains and losses.",
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      "orig": "2. Refer to page 2 for further discussion of loan resolution activity. Amount based on unpaid principal balance prior to principal charge-offs, if any.",
      "text": "Refer to page 2 for further discussion of loan resolution activity. Amount based on unpaid principal balance prior to principal charge-offs, if any.",
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      "orig": "3. Excludes our real estate owned (REO) assets, unless otherwise noted.",
      "text": "Excludes our real estate owned (REO) assets, unless otherwise noted.",
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      "orig": "4. Based on carrying value net of specific CECL reserves; excludes loans held-for-sale if applicable.",
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      "orig": "5. Based on total loan commitments.",
      "text": "Based on total loan commitments.",
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      "orig": "6. Senior loans include senior mortgages and similar credit quality loans, including related contiguous subordinate loans (if any), and pari passu participations in senior mortgage loans.",
      "text": "Senior loans include senior mortgages and similar credit quality loans, including related contiguous subordinate loans (if any), and pari passu participations in senior mortgage loans.",
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      "orig": "7. Total liquidity includes cash and approved and undrawn credit capacity based on existing collateral.",
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      "orig": "8. Carrying value includes lease related intangible assets and liabilities, if applicable, included in other assets and other liabilities on the consolidated balance sheets, and is net of related accumulated depreciation and amortization.",
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      "orig": "9. At March 31, 2026, we had unfunded loan commitments of $204 million and $91 million of in-place financings to fund our remaining unfunded loan commitments, excluding $15 million of approved and undrawn credit capacity based on existing collateral. Of our unfunded loan commitments, conditions to funding may not be met by our borrowers and portions of our unfunded loan commitments may not become eligible to be or expected to be drawn on (relating to loans on non-accrual status, loans in maturity default, loans risk rated 5 and/or delinquent loans) resulting in net unfunded loan commitments of $5 million.",
      "text": "At March 31, 2026, we had unfunded loan commitments of $204 million and $91 million of in-place financings to fund our remaining unfunded loan commitments, excluding $15 million of approved and undrawn credit capacity based on existing collateral. Of our unfunded loan commitments, conditions to funding may not be met by our borrowers and portions of our unfunded loan commitments may not become eligible to be or expected to be drawn on (relating to loans on non-accrual status, loans in maturity default, loans risk rated 5 and/or delinquent loans) resulting in net unfunded loan commitments of $5 million.",
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      "orig": "10. Net Debt / Equity Ratio is a non-GAAP measure and is calculated as the ratio of asset-specific debt and Secured Term Loan, less cash and cash equivalents, to total equity. Refer to page 21 for a reconciliation of Net Debt / Equity Ratio. For further information, please refer to Item 7 (MD&A) of our Form 10-Ks and/or Item 2 (MD&A) of our Form 10-Qs.",
      "text": "Net Debt / Equity Ratio is a non-GAAP measure and is calculated as the ratio of asset-specific debt and Secured Term Loan, less cash and cash equivalents, to total equity. Refer to page 21 for a reconciliation of Net Debt / Equity Ratio. For further information, please refer to Item 7 (MD&A) of our Form 10-Ks and/or Item 2 (MD&A) of our Form 10-Qs.",
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      "orig": "11. Total Leverage Ratio is a non-GAAP measure and is calculated as the ratio of asset-specific debt and Secured Term Loan, plus non-consolidated senior interests held by third parties, less cash and cash equivalents, to total equity. Refer to page 21 for a reconciliation of Total Leverage Ratio. For further information, please refer to Item 7 (MD&A) of our Form 10-Ks and/or Item 2 (MD&A) of our Form 10-Qs.",
      "text": "Total Leverage Ratio is a non-GAAP measure and is calculated as the ratio of asset-specific debt and Secured Term Loan, plus non-consolidated senior interests held by third parties, less cash and cash equivalents, to total equity. Refer to page 21 for a reconciliation of Total Leverage Ratio. For further information, please refer to Item 7 (MD&A) of our Form 10-Ks and/or Item 2 (MD&A) of our Form 10-Qs.",
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      "orig": "12. Excludes loans receivable held-for-sale, if any.",
      "text": "Excludes loans receivable held-for-sale, if any.",
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      "orig": "13. Loan commitment represents principal outstanding plus remaining unfunded loan commitments.",
      "text": "Loan commitment represents principal outstanding plus remaining unfunded loan commitments.",
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      "orig": "14. See Important Notices beginning on page 22 for additional information on this metric.",
      "text": "See Important Notices beginning on page 22 for additional information on this metric.",
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      "orig": "15. All-in yield represents the weighted average annualized yield to initial maturity of each loan held-for-investment, inclusive of coupon and contractual fees, based on the applicable floating benchmark rate/floors (if applicable), in place as of March 31, 2026. For loans placed on non-accrual, the annualized yield to initial maturity used in calculating the weighted average annualized yield to initial maturity is 0%.",
      "text": "All-in yield represents the weighted average annualized yield to initial maturity of each loan held-for-investment, inclusive of coupon and contractual fees, based on the applicable floating benchmark rate/floors (if applicable), in place as of March 31, 2026. For loans placed on non-accrual, the annualized yield to initial maturity used in calculating the weighted average annualized yield to initial maturity is 0%.",
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      "orig": "16. At March 31, 2026, mixed-use consists of 3% office, 2% life science, 2% hospitality, 2% multifamily, and 1% retail. Mixed-use allocations are based upon allocable square footage except where another method is deemed more appropriate under the applicable facts and circumstances.",
      "text": "At March 31, 2026, mixed-use consists of 3% office, 2% life science, 2% hospitality, 2% multifamily, and 1% retail. Mixed-use allocations are based upon allocable square footage except where another method is deemed more appropriate under the applicable facts and circumstances.",
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      "orig": "17. Reflects loan for which no specific reserve is recorded as amounts deemed uncollectible have been charged-off as of March 31, 2026.",
      "text": "Reflects loan for which no specific reserve is recorded as amounts deemed uncollectible have been charged-off as of March 31, 2026.",
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      "orig": "18. Weighted average spread excludes SOFR floors and is based upon unpaid principal balance.",
      "text": "Weighted average spread excludes SOFR floors and is based upon unpaid principal balance.",
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      "orig": "19. See page 12 and 21 for book value bridge.",
      "text": "See page 12 and 21 for book value bridge.",
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      "orig": "20. Includes CECL reserves on unfunded loan commitments. Such reserves are included within other liabilities on the consolidated balance sheet.",
      "text": "Includes CECL reserves on unfunded loan commitments. Such reserves are included within other liabilities on the consolidated balance sheet.",
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      "orig": "CLAROS MORTGAGE TRUST, INC. FIRST QUARTER 2026 EARNINGS SUPPLEMENT",
      "text": "CLAROS MORTGAGE TRUST, INC. FIRST QUARTER 2026 EARNINGS SUPPLEMENT"
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      "orig": "PAGE 25",
      "text": "PAGE 25"
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      "orig": "Loan Portfolio Overview",
      "text": "Loan Portfolio Overview"
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      "orig": "Key Portfolio Metrics 3, 12",
      "text": "Key Portfolio Metrics 3, 12"
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "orig": "A At March 31, 2026 and December 31, 2025, approximates 1%.",
      "text": "A At March 31, 2026 and December 31, 2025, approximates 1%."
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      "orig": "B At March 31, 2026, approximates 2%.",
      "text": "B At March 31, 2026, approximates 2%."
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      "orig": "Region Exposure by Carrying Value and as a % of Total Carrying Value 3, 4, 12",
      "text": "Region Exposure by Carrying Value and as a % of Total Carrying Value 3, 4, 12"
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      "orig": "($ amounts in millions)",
      "text": "($ amounts in millions)"
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
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      "orig": "$ amounts in millions",
      "text": "$ amounts in millions"
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
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      "self_ref": "#/texts/327",
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      "orig": "Multifamily Properties A",
      "text": "Multifamily Properties A"
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      "orig": "($ amounts in millions, except asset basis)",
      "text": "($ amounts in millions, except asset basis)"
    },
    {
      "self_ref": "#/texts/329",
      "parent": {
        "$ref": "#/body"
      },
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
    },
    {
      "self_ref": "#/texts/330",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
    },
    {
      "self_ref": "#/texts/331",
      "parent": {
        "$ref": "#/body"
      },
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      "content_layer": "body",
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      "orig": "A. Assets are financed through a repurchase agreement and are cross collateralized.",
      "text": "A. Assets are financed through a repurchase agreement and are cross collateralized."
    },
    {
      "self_ref": "#/texts/332",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
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      "orig": "B. Comprised of two multifamily properties which previously served as the collateral for one loan.",
      "text": "B. Comprised of two multifamily properties which previously served as the collateral for one loan."
    },
    {
      "self_ref": "#/texts/333",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
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      "orig": "C. In May 2026, we acquired legal title to the underlying collateral asset through a mortgage foreclosure. Carrying value reflects loan receivable carrying value net of specific CECL reserve as of March 31, 2026.",
      "text": "C. In May 2026, we acquired legal title to the underlying collateral asset through a mortgage foreclosure. Carrying value reflects loan receivable carrying value net of specific CECL reserve as of March 31, 2026."
    },
    {
      "self_ref": "#/texts/334",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "D. Values as of March 31, 2026, unless otherwise noted.",
      "text": "D. Values as of March 31, 2026, unless otherwise noted."
    },
    {
      "self_ref": "#/texts/335",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "Financing Balances and Weighted Average Spreads",
      "text": "Financing Balances and Weighted Average Spreads"
    },
    {
      "self_ref": "#/texts/336",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "$ amounts in millions",
      "text": "$ amounts in millions"
    },
    {
      "self_ref": "#/texts/337",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "Financial Overview",
      "text": "Financial Overview"
    },
    {
      "self_ref": "#/texts/338",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "Key Financial Metrics",
      "text": "Key Financial Metrics"
    },
    {
      "self_ref": "#/texts/339",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
    },
    {
      "self_ref": "#/texts/340",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
    },
    {
      "self_ref": "#/texts/341",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "CMTG Watchlist Loan Summary as of March 31, 2026",
      "text": "CMTG Watchlist Loan Summary as of March 31, 2026"
    },
    {
      "self_ref": "#/texts/342",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "($ amounts in millions, except loan basis)",
      "text": "($ amounts in millions, except loan basis)"
    },
    {
      "self_ref": "#/texts/343",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
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      "orig": "Loan resolved after quarter-end",
      "text": "Loan resolved after quarter-end"
    },
    {
      "self_ref": "#/texts/344",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
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      "orig": "A For risk rated 5 loans, based on carrying value net of specific CECL reserves. For risk rated 4 loans, based on whole loan commitment value.",
      "text": "A For risk rated 5 loans, based on carrying value net of specific CECL reserves. For risk rated 4 loans, based on whole loan commitment value."
    },
    {
      "self_ref": "#/texts/345",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
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      "orig": "B Loan resolved after quarter-end. See pages 2 and 7 for further detail.",
      "text": "B Loan resolved after quarter-end. See pages 2 and 7 for further detail."
    },
    {
      "self_ref": "#/texts/346",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "CMTG Portfolio Details by Unpaid Principal Balance as of March 31, 2026 ($ amounts in millions)",
      "text": "CMTG Portfolio Details by Unpaid Principal Balance as of March 31, 2026 ($ amounts in millions)"
    },
    {
      "self_ref": "#/texts/347",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "($ amounts in millions)",
      "text": "($ amounts in millions)"
    },
    {
      "self_ref": "#/texts/348",
      "parent": {
        "$ref": "#/body"
      },
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      "content_layer": "body",
      "label": "caption",
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      "orig": "As of March 31, 2026 and December 31, 2025",
      "text": "As of March 31, 2026 and December 31, 2025"
    },
    {
      "self_ref": "#/texts/349",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "Consolidated Balance Sheets",
      "text": "Consolidated Balance Sheets"
    },
    {
      "self_ref": "#/texts/350",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "($ amounts in thousands)",
      "text": "($ amounts in thousands)"
    },
    {
      "self_ref": "#/texts/351",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "For the Three Months Ended March 31, 2026 and December 31, 2025",
      "text": "For the Three Months Ended March 31, 2026 and December 31, 2025"
    },
    {
      "self_ref": "#/texts/352",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "Consolidated Statements of Operations",
      "text": "Consolidated Statements of Operations"
    },
    {
      "self_ref": "#/texts/353",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "($ amounts in thousands, except share and per share data)",
      "text": "($ amounts in thousands, except share and per share data)"
    },
    {
      "self_ref": "#/texts/354",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "Reconciliation of GAAP Net Loss to Distributable Loss",
      "text": "Reconciliation of GAAP Net Loss to Distributable Loss"
    },
    {
      "self_ref": "#/texts/355",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "($ amounts in thousands, except share and per share data)",
      "text": "($ amounts in thousands, except share and per share data)"
    },
    {
      "self_ref": "#/texts/356",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "Totals may not foot or cross-foot due to rounding. Refer to page 22 for definition of Distributable Earnings (Loss).",
      "text": "Totals may not foot or cross-foot due to rounding. Refer to page 22 for definition of Distributable Earnings (Loss)."
    },
    {
      "self_ref": "#/texts/357",
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        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "A For the three months ended March 31, 2026, amount includes a $12.9 million charge-off of accrued interest receivable and a $0.3 million charge-off of an exit fee related to the sale of a hospitality loan in March 2026. For the three months ended December 31, 2025, amount includes a $16.9 million charge-off of accrued interest receivable related to the foreclosure on a land parcel in December 2025 and the mortgage foreclosure of a multifamily property in January 2026. For the three months ended June 30, 2025, amount includes a $2.9 million charge-off of accrued interest receivable related to the mortgage foreclosures on multifamily properties in July 2025. For the three months ended March 31, 2025, amount includes a $3.5 million charge-off of accrued interest receivable and a $0.5 million charge-off of an exit fee related to the discounted payoff of a land loan.",
      "text": "A For the three months ended March 31, 2026, amount includes a $12.9 million charge-off of accrued interest receivable and a $0.3 million charge-off of an exit fee related to the sale of a hospitality loan in March 2026. For the three months ended December 31, 2025, amount includes a $16.9 million charge-off of accrued interest receivable related to the foreclosure on a land parcel in December 2025 and the mortgage foreclosure of a multifamily property in January 2026. For the three months ended June 30, 2025, amount includes a $2.9 million charge-off of accrued interest receivable related to the mortgage foreclosures on multifamily properties in July 2025. For the three months ended March 31, 2025, amount includes a $3.5 million charge-off of accrued interest receivable and a $0.5 million charge-off of an exit fee related to the discounted payoff of a land loan."
    },
    {
      "self_ref": "#/texts/358",
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        "$ref": "#/body"
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      "orig": "B Reflects previously recognized depreciation and amortization on the portions of our mixed-use real estate owned asset that were sold during the year ended December 31, 2025. Amounts not previously recognized in Distributable Earnings (Loss).",
      "text": "B Reflects previously recognized depreciation and amortization on the portions of our mixed-use real estate owned asset that were sold during the year ended December 31, 2025. Amounts not previously recognized in Distributable Earnings (Loss)."
    },
    {
      "self_ref": "#/texts/359",
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        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "Book Value per share Reconciliation",
      "text": "Book Value per share Reconciliation"
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    {
      "self_ref": "#/texts/360",
      "parent": {
        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "($ amounts in thousands, except for per share data)",
      "text": "($ amounts in thousands, except for per share data)"
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      "self_ref": "#/texts/361",
      "parent": {
        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "Adjusted Book Value per share, Net Debt-toEquity and Total Leverage Calculations",
      "text": "Adjusted Book Value per share, Net Debt-toEquity and Total Leverage Calculations"
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      "self_ref": "#/texts/362",
      "parent": {
        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "Net Debt-to-Equity and Total Leverage Reconciliation",
      "text": "Net Debt-to-Equity and Total Leverage Reconciliation"
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    {
      "self_ref": "#/texts/363",
      "parent": {
        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "($ amounts in thousands)",
      "text": "($ amounts in thousands)"
    },
    {
      "self_ref": "#/texts/364",
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        "$ref": "#/body"
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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    {
      "self_ref": "#/texts/365",
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      "orig": "A As of March 31, 2026, amount excludes 7,542,227 warrants outstanding as the exercise price of $4.00 per share exceeded the closing share price of our common stock.",
      "text": "A As of March 31, 2026, amount excludes 7,542,227 warrants outstanding as the exercise price of $4.00 per share exceeded the closing share price of our common stock."
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      "self_ref": "#/texts/366",
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      "orig": "(unpaid principal balance)",
      "text": "(unpaid principal balance)"
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      "self_ref": "#/texts/367",
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "orig": "A At March 31, 2026 and December 31, 2025, approximates 1%.",
      "text": "A At March 31, 2026 and December 31, 2025, approximates 1%."
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      "orig": "B At March 31, 2026, approximates 2%.",
      "text": "B At March 31, 2026, approximates 2%."
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      "self_ref": "#/texts/370",
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
    },
    {
      "self_ref": "#/texts/372",
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      "orig": "A Principal charge-off of $39.1 million recognized as of December 31, 2025 in connection with a mortgage foreclosure of a multifamily property in January 2026.",
      "text": "A Principal charge-off of $39.1 million recognized as of December 31, 2025 in connection with a mortgage foreclosure of a multifamily property in January 2026."
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      "self_ref": "#/texts/373",
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "self_ref": "#/texts/374",
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      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
    },
    {
      "self_ref": "#/texts/375",
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      "orig": "A At March 31, 2026, we have no notes payable.",
      "text": "A At March 31, 2026, we have no notes payable."
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      "orig": "See Endnotes in the Appendix.",
      "text": "See Endnotes in the Appendix."
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      "self_ref": "#/texts/377",
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      "orig": "Totals may not foot due to rounding.",
      "text": "Totals may not foot due to rounding."
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      "self_ref": "#/texts/378",
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      "orig": "The properties above are not representative of all transactions.",
      "text": "The properties above are not representative of all transactions."
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.962193489074707
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.018934177234768867
            },
            {
              "class_name": "geographical_map",
              "confidence": 0.005664157215505838
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0039232037961483
            },
            {
              "class_name": "logo",
              "confidence": 0.002914276672527194
            },
            {
              "class_name": "icon",
              "confidence": 0.0011498898966237903
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.0009707554709166288
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0009193861042149365
            },
            {
              "class_name": "other",
              "confidence": 0.0008275342988781631
            },
            {
              "class_name": "qr_code",
              "confidence": 0.00045647425577044487
            },
            {
              "class_name": "music",
              "confidence": 0.0004187107551842928
            },
            {
              "class_name": "table",
              "confidence": 0.00040809198981150985
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00034661201061680913
            },
            {
              "class_name": "bar_code",
              "confidence": 0.0002822942624334246
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00013339737779460847
            },
            {
              "class_name": "stamp",
              "confidence": 9.834361117100343e-05
            },
            {
              "class_name": "calendar",
              "confidence": 7.964632095536217e-05
            },
            {
              "class_name": "line_chart",
              "confidence": 7.139464287320152e-05
            },
            {
              "class_name": "bar_chart",
              "confidence": 5.442134715849534e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 3.580460179364309e-05
            },
            {
              "class_name": "signature",
              "confidence": 3.319168172311038e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 3.210758586646989e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 3.0145349228405394e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.880353556771297e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 3.4716827030933928e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.3378804908370512e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/1",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.7531876564025879,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 0.13828597962856293,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 0.05391786992549896,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.02886374108493328,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.008358498103916645,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 0.0064019388519227505,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.0037468995433300734,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 0.0018650135025382042,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 0.0013886652886867523,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            },
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            },
            {
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            },
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            },
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            },
            {
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            },
            {
              "class_name": "box_plot",
              "confidence": 6.005341219861293e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/2",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "classification": {
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            {
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            {
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            {
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            {
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              "class_name": "bar_code"
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            {
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              "class_name": "signature"
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            {
              "confidence": 8.788915693003219e-06,
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              "class_name": "flow_chart"
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            {
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              "class_name": "chemistry_structure"
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            {
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              "confidence": 6.694051990052685e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 2.1943037609162275e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 9.900930990625056e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 4.508311803874676e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 3.2429365859343307e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 1,
          "bbox": {
            "l": 470.16851806640625,
            "t": 148.246337890625,
            "r": 577.9701538085938,
            "b": 21.7410888671875,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 108.0,
          "height": 126.0
        },
        "uri": 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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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      "self_ref": "#/pictures/3",
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          "$ref": "#/texts/3"
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        {
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        },
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      ],
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      },
      "label": "picture",
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      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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    },
    {
      "self_ref": "#/pictures/4",
      "parent": {
        "$ref": "#/body"
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      "children": [
        {
          "$ref": "#/texts/8"
        },
        {
          "$ref": "#/texts/9"
        },
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      ],
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      "meta": {
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      },
      "label": "picture",
      "prov": [
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      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/5",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/38"
        },
        {
          "$ref": "#/texts/39"
        },
        {
          "$ref": "#/texts/40"
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      ],
      "content_layer": "body",
      "meta": {
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            },
            {
              "confidence": 4.318815172155155e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 8.43703332975565e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 3,
          "bbox": {
            "l": 604.6688232421875,
            "t": 558.8990173339844,
            "r": 772.4300537109375,
            "b": 525.4398498535156,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 167.0,
          "height": 34.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "class_name": "logo",
              "confidence": 0.9687647819519043
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            {
              "class_name": "signature",
              "confidence": 0.017461862415075302
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            {
              "class_name": "other",
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            {
              "class_name": "engineering_drawing",
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            {
              "class_name": "stamp",
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              "class_name": "line_chart",
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            {
              "class_name": "icon",
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            {
              "class_name": "calendar",
              "confidence": 0.0006832456565462053
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            {
              "class_name": "page_thumbnail",
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            {
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            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00041986076394096017
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.00036453737993724644
            },
            {
              "class_name": "photograph",
              "confidence": 0.00028379561263136566
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.0002587638155091554
            },
            {
              "class_name": "music",
              "confidence": 0.00021934376854915172
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0002150409563910216
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            {
              "class_name": "flow_chart",
              "confidence": 0.00014662716421298683
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            {
              "class_name": "bar_chart",
              "confidence": 0.00010717879194999114
            },
            {
              "class_name": "qr_code",
              "confidence": 5.5068201618269086e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 3.9845403080107644e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.884028410539031e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 3.5556164220906794e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.0118671525560785e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 9.012204827740788e-06
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.318815172155155e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 8.43703332975565e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/6",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "The figure presents two charts side-by-side representing loan resolution and repayment activity. The left side is a donut chart labeled '2026 YTD' with a center value of '$646 million'. The right side is a bar chart labeled 'FY 2022 \u2013 2026 YTD ($ in billions)'.\n\n| Category | Percentage |\n| --- | --- |\n| Full Repayments | 37% |\n| Partial Repayments | 2% |\n| Loan Sales below 100% of UPB | 34% |\n| Foreclosures | 16% |\n| Settlement with financing counterparty | 11% |\n\n| Fiscal Year | Value ($ in billions) |\n| --- | --- |\n| 2022 | $1.6 |\n| 2023 | $1.1 |\n| 2024 | $1.4 |\n| 2025 | $2.6 |\n| 2026 YTD | $0.6 |"
        },
        "classification": {
          "predictions": [
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            {
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            },
            {
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              "class_name": "calendar"
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            {
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              "created_by": "DocumentPictureClassifier",
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            },
            {
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              "class_name": "table"
            },
            {
              "confidence": 1.7214946637977846e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
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            {
              "confidence": 8.16046213003574e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 2.9760833513137186e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 1.9047205341848894e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 1.4407795561055536e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 3.5817456023323757e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
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            {
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              "class_name": "chemistry_structure"
            },
            {
              "confidence": 2.1084468926346744e-07,
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              "class_name": "logo"
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            {
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            {
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            },
            {
              "confidence": 4.477375981082332e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 2.6455570178995913e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            },
            {
              "confidence": 1.8064167051079494e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 1.3474942051061589e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 7.540369217906573e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 2.3260937620506184e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 9.748452045599265e-10,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d75f6qc4s0az3w5es17bmf",
        "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": "Loan Resolution and Repayment Activity"
          },
          {
            "marker": "2",
            "kind": "footnote",
            "label": "$646 million"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "(unpaid principal balance)"
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 3,
          "bbox": {
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            "t": 326.75903999999997,
            "r": 741.4070399999999,
            "b": 27.23399999999999,
            "coord_origin": "BOTTOMLEFT"
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          "charspan": [
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        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 706.0,
          "height": 300.0
        },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            {
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            {
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            {
              "class_name": "full_page_image",
              "confidence": 0.0004970707232132554
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            {
              "class_name": "music",
              "confidence": 0.0004591596662066877
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            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00045613141264766455
            },
            {
              "class_name": "photograph",
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              "class_name": "screenshot_from_computer",
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            {
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            {
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              "confidence": 6.458174175349995e-05
            },
            {
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            },
            {
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            },
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            },
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/8",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "A stacked bar chart titled \"Collateral Diversification\" comparing the percentage distribution of collateral types between two dates: 3/31/26 and 12/31/25. The Y-axis represents percentage from 0% to 100%. The chart contains two vertical bars, one for each date. Each bar is segmented by color-coded categories, with the corresponding legend on the right.\n\n| Category | 3/31/26 | 12/31/25 |\n| --- | --- | --- |\n| Multifamily | 44% | 44% |\n| Hospitality | 19% | 22% |\n| Office | 17% | 16% |\n| Mixed-use | 10% | 8% |\n| Retail | 5% | 4% |\n| Land | 4% | 5% |\n| Other | 1% | 1% |"
        },
        "classification": {
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            },
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              "class_name": "screenshot_from_manual"
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            {
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            {
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              "class_name": "photograph"
            },
            {
              "confidence": 1.6532029079030508e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 5.5750088989725555e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 4.228239092185504e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 2.497848816673809e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 1.9157735398067643e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d75f4h8b3yy8yknmdf9knj",
        "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": "Collateral Diversification"
          },
          {
            "marker": "4",
            "kind": "footnote",
            "label": "Collateral Diversification"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "Collateral Diversification"
          },
          {
            "marker": "A",
            "kind": "footnote",
            "label": "Other"
          },
          {
            "marker": "16",
            "kind": "section",
            "label": "Mixed-use"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "See Endnotes in the Appendix."
          },
          {
            "marker": "A",
            "text": "At March 31, 2026 and December 31, 2025, approximates 1%."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 4,
          "bbox": {
            "l": 481.1240539550781,
            "t": 477.3652648925781,
            "r": 790.273681640625,
            "b": 263.2641906738281,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 309.0,
          "height": 214.0
        },
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        {
          "kind": "classification",
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          "created_by": "quber-chart-scan",
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        "quber__figure_model": "dpt-3-pro-20260710",
        "quber__figure_version": "dpt-3-pro-20260710",
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            "kind": "footnote",
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            "label": "UT"
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        "quber__footnotes": [
          {
            "marker": "B",
            "text": "At March 31, 2026, approximates 2%."
          }
        ]
      },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9944866299629211
            },
            {
              "class_name": "line_chart",
              "confidence": 0.004955905489623547
            },
            {
              "class_name": "table",
              "confidence": 0.0004851804696954787
            },
            {
              "class_name": "pie_chart",
              "confidence": 2.6746030926005915e-05
            },
            {
              "class_name": "calendar",
              "confidence": 1.5372346751973964e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.3587996363639832e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.655770680983551e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 2.611952368170023e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 2.366503622397431e-06
            },
            {
              "class_name": "other",
              "confidence": 2.279084810652421e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 1.7914384216055623e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.0161735417568707e-06
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "logo",
              "confidence": 0.9603093862533569
            },
            {
              "class_name": "signature",
              "confidence": 0.020857922732830048
            },
            {
              "class_name": "other",
              "confidence": 0.005192172713577747
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.003818538971245289
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0026925543788820505
            },
            {
              "class_name": "stamp",
              "confidence": 0.0018552056280896068
            },
            {
              "class_name": "icon",
              "confidence": 0.0009571585105732083
            },
            {
              "class_name": "calendar",
              "confidence": 0.0008454087073914707
            },
            {
              "class_name": "table",
              "confidence": 0.0005220755119808018
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.000444419973064214
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.00044113394687883556
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.0003935015411116183
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.0003162700159009546
            },
            {
              "class_name": "music",
              "confidence": 0.00030463430448435247
            },
            {
              "class_name": "photograph",
              "confidence": 0.00024947943165898323
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0002226423821412027
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0001717787963571027
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00015685180551372468
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 6.589561962755397e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 5.241286271484569e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 5.118397530168295e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.7975208872230724e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.3969438441563398e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.163235447165789e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.637399342755089e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.2066614090144867e-06
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/11",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "This is a waterfall chart illustrating the 'Q1 2026 \u2013 Loan Portfolio Activity' in millions of dollars. The chart starts with a total commitment value of $4,329 at the beginning of the period (12/31/25) and ends with a total commitment value of $3,710 at the end of the period (3/31/26). The UPB (Unpaid Principal Balance) decreases from $4,057 to $3,506, with a net change of ($551). The intermediate bars show the factors contributing to this change: Fundings ($22 increase), Repayments ($245 decrease), Loan Sale ($220 decrease), Transfer to Lender ($71 decrease), and Transfer to REO ($37 decrease). The chart also highlights the Unfunded Commitments at the start ($272) and end ($204) of the period.\n\n| Category | Value ($ millions) |\n| --- | --- |\n| UPB 12/31/25 | 4,057 |\n| Unfunded Commitments (Start) | 272 |\n| Total Commitments (Start) | 4,329 |\n| Fundings | +22 |\n| Repayments | -245 |\n| Loan Sale | -220 |\n| Transfer to Lender | -71 |\n| Transfer to REO | -37 |\n| Net Change in UPB | -551 |\n| UPB 3/31/26 | 3,506 |\n| Unfunded Commitments (End) | 204 |\n| Total Commitments (End) | 3,710 |"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9936582446098328,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 0.005669728387147188,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 0.0003700119850691408,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 7.198162347776815e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 6.206358375493437e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            },
            {
              "confidence": 5.577123010880314e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 4.5273725845618173e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 1.4134040611679666e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 1.342101222689962e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.3121422853146214e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 1.2022810551570728e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 5.185010195418727e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 2.723738589338609e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 2.0877791939710733e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 1.5627680340912775e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 6.282918434408202e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 5.484670850819384e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 4.4546106892084936e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
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            },
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            },
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              "confidence": 1.178137694068937e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
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              "class_name": "topographical_map"
            },
            {
              "confidence": 1.0115940085597686e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 9.709922466072385e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 1.5958280030758942e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d75f84swmhqq2fz0zffxw2",
        "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": "section",
            "label": "Q1 2026 \u2013 Loan Portfolio Activity 2, 12"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "Q1 2026 \u2013 Loan Portfolio Activity 2, 12"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "UPB 12/31/25"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "Fundings 12"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "Repayments 12"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "Loan Sale 12"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "Transfer to Lender 12"
          },
          {
            "marker": "A",
            "kind": "footnote",
            "label": "Transfer to REO A"
          },
          {
            "marker": "12",
            "kind": "footnote",
            "label": "UPB 3/31/26"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "See Endnotes in the Appendix."
          },
          {
            "marker": "",
            "text": "Totals may not foot due to rounding."
          },
          {
            "marker": "A",
            "text": "Principal charge-off of $39.1 million recognized as of December 31, 2025 in connection with a mortgage foreclosure of a multifamily property in January 2026."
          }
        ]
      },
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      ],
      "captions": [],
      "references": [],
      "footnotes": [],
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            {
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            {
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              "confidence": 5.185010195418727e-06
            },
            {
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              "confidence": 2.723738589338609e-06
            },
            {
              "class_name": "other",
              "confidence": 2.0877791939710733e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 1.5627680340912775e-06
            },
            {
              "class_name": "logo",
              "confidence": 6.282918434408202e-07
            },
            {
              "class_name": "qr_code",
              "confidence": 5.484670850819384e-07
            },
            {
              "class_name": "music",
              "confidence": 4.4546106892084936e-07
            },
            {
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              "confidence": 3.560736274721421e-07
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            },
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            },
            {
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            },
            {
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              "confidence": 1.0115940085597686e-07
            },
            {
              "class_name": "photograph",
              "confidence": 9.709922466072385e-08
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.5958280030758942e-08
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/12",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/76"
        },
        {
          "$ref": "#/texts/77"
        },
        {
          "$ref": "#/texts/78"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
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              "confidence": 0.9687647819519043,
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              "class_name": "logo"
            },
            {
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              "class_name": "signature"
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            },
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            },
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              "class_name": "table"
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            {
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              "class_name": "full_page_image"
            },
            {
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nr+038+/7wz77z5cs9kQYd/QQiKwEBZRwsXUUJNydjorbPnLV725q8ev2vSiEGzfvyLpxcsuvu2a7/yH8eHuQwAkoAATomQ/sE0Lrvuh80HDv7m0dnFJYXfvPyBRHLbot8/2Le02DmHjyGRypgZN87dUr91/pyZdbU1OZMGSBCHKbIz4y666s731+984O5rzj59ArKhEVARR0CnlCihERrQCQ6J4J+IgFR+IpkMglh1ZZxicRhJY/D8srfajDvnuBMqC2iYacvg2YVLa6pKzjj5+IbW1KoNWwry88qKirp6Uo2trUMHxI8dOWrHzt2vbVw3ZOCQwBinpLXbiMPx48e07NnZns1s2rUfXrRmQN+iKAYNHLx+0+aOzu7yikqBamxprCgqrBs1Jk/T89DQ2r5w2dvV5fHTTjguIs6Ke3dHYteu3eXximhh4f6WA0h1nFw7Ob+kz/PLlxV4eUEkMHTKmAEV5dzVuO/cr926qyk1a/a3zj/7BKSdUw7/CgEBHGAJZ+ER0JSMjd46e97iZW8+8/iddaMHvLWu4bJr7xtxVP+f3XdVSXGBiAAEhLBKoLz8xcvfu/Lmu7974Teu+87nM1l3/hVztjXUL/rdA31LS5xz+BgSqYyZcePcLfVb58+ZWVdbkzNpgARxmCJbU+7zX79O0njy0VtHDS92OefogcRh+kMK/8CKAhXEkVbBAbRWrHX4iAhI5SeSySCIVVfGKRaHkcyFfPm99/dn7cjyyuNH9Xcqs2LzrrXb9wztGz9+Su2i19/t26f4mDGjfQdL+aClefn6jadMm959sG19MnHGKSeXmFARe3vsX19aekLdmOHVpU6pF15bpfOLTzpmQiDpdzbu3LNv76knHluY5/mUjnS6oWHP0P6DIpE8S/Xae2tCHe1objpm7Kjh/fs2tbU+/+a7x0+cUNO3UiuTdtmtOxqqY+WxeNmSNSsnjhpbll8oDCFCWib3Hjjt7Ct6QnXfvTP+86TJzMBohyMTUcQhDrCkc9CAaErGRm+dPe+VpW/9+ud31Y7s2214+11PLF74xgN3f//sU8dJ2oqLGW2JLHU26/Jv+eFjq9dvfOShH06sKe/JyHlX3rNj57YXn51bFS9yzuFjSKQyZsaNc7fUb50/Z2ZdbU3OpAESxGFaMdnY9aVv31pWVPKnp2YFeWkD3zM+lLG0ooL1G7Zv3rGHSqOXVXRCT4TOiXZizeSxI44eVkVLgRaGBASKyk8kk0EQq66MUywOI9lj1Kur3y8oLW3bvfvM6ZNDmFdWbSopLWWuZ/iw4S8uXf7FEyb0KyqAEUc4zZc27Kyq6BehW/beutE1Q2ImdDrSks01Ne8/vW5s/6JIDv6fV6yN5hWdOnmccp2/f+29flWVx08YebB53759jWlEfc8fUlleWFSyu6179doN04+fmkjuaznQfNaJUzeuX7eztePzJx0XNamdDcmDORt6wZB4aVGfkj+/9mZUqTzft4DYcGB1P+7c23bGOTO6MuED9179nydMYehy2uGICFE4hA4IQSfwIKIpGRu9dfa8V5euePqxe0aP7it0K9c1XHrFHccdN2Xu7G8ViW9NUTaShYQMzKoNDd+/6qHPnjLtlhsuzGfYE3rnXzWrYXti8YJ5FWWBcw4fQyKVMTNunLulfuv8OTPramtyJg2QIACSWnFb8sBXL7qtorLy+SdmBZF0j47mZyNgJlQhvJJ77v/FY7/+s/J99LIEAd+RzjofTuzNV11y6bfPQEacRJxOKUCgqfxEMhkEserKOMXiMBLdzlvy9poRw4Ymtm7pX91XlHegvau6vLi5sXH4mNpFL7969vRJfcv7OIE4Z517ZeWmIUdV++SrqzYNHlCZT2nuzH3Q1nzy8XVHlxXFwkxW+8+tXBvzC06fNM6hc8Fra+JFRadMm9Da2rJrf0sWwe4d26eOGjRo8OCFy9f0tHdMGlmztytct2nHOScfk+lpW9/wwedPmRaV3M69zS053djYMrBQjRs7evGK9YMHDSjJjzgRbV1JEOUH+1rO+uIVLd3h/fd8/5wTJzE0Rgn+BSEOoQAOcAINOE3J2Oits+ctee3Npx+7d+yo/s5lU7m862+bu3Llhid+dsuU0TUmtMbPgtpA3f3g4y88//rDD91VN3mYZzIp459/1ayG7YnFC+ZVlAXOOXwMiVTGzLhx7pb6rfPnzKyrrcmZNECCAPghtBzMfOGb1zn6f3z8rv4VXrfSeaEHhqKdkbx3V9Vv3JxQWqGXJSj0nGitdu8/8Ps/L/z+ZRde8q0zJOOEUadSChBoKj+RTAZBrLoyTrE4jGSPkVdXrBo5eowFV63Z4Pv+5HGjcqmupsZ9U6cdu2TpclDqptb5vieC3bt3b96644zpdW2tzWu2N55+yvQihhnjlq/ZkDPh9EnjiwnnqedXvF3kF3x28ninM6uTrWvXrD/huLryeBk9/4P9rW++/sZpx02ORCOvrFgzaEC/mC9ZFexrasmnmTpl/JK31w7rX3l0zVGMBC3pcPlb7w0vz68dO3rxOxtqxxxdVeArm9PifAo7Ojpum/WLZ/649Kqrv3bNpV9CJiMa/5IDIEIAitoBigZwWRO59Y75S15b/vRj944bOdCZtPIKFi9bc+Otc845/eTbb/qO73UJndORrYnWSy+7YcK4o++946a8iPYkTBv//KtmNWxPLF4wr6IscM7hY0ikMmbGjXO31G+dP2dmXW1NzqQBEsRhJLt6sl+96IYdew7+4sHbT6obmobzxQOMEA5aMU8pAoJeAgKixPmRvGf+8PJtsx644ZpLL7rgdMmKSMTplAIEmspPJJNBEKuujFMsDiOZDu2q9RsHDB5aWlH52vJ3PMppx0xq3N+0/0DTpPETOru73lq7MRNapQiBE5k4ZszQysIPdjds2dtx7JTx+Ug5pQ52mzffXTVi+NChA/qRfH3dmkIVnTb66JxnUi6ycdP2XXv2BkE+IE7ge2rk0MGNjfud9idPrKXNOe13dHSuXPHmlCmTQ+ZteO89Z3LK80PlWUZG9SscMbTmxRUbsunugohHgXO2X2WcPd0Hf/P7t2/60fxp00c8+uBNJVHfisURCWggBJRWkTBnjZholHA2a6O33jF/yWuvP/X4fbUjBkuYpvIOpuz3rr9vT0PzQ3OunTAuDuuF5CPzFz751HP33HX56SfVOaM8mLTxzr9qVsP2xOIF8yrKAuccPoZEKmNm3Dh3S/3W+XNm1tXW5EwaIEEcRsJazLz3saeee/Xmy795zcVf6AnTSnkEiEMcQAj+kVADTsNY5j/48LOP/uLZ266/+OILTncZJxJxOqUAgabyE8lkEMSqK+MUi14W6MnmfD+iPZ3JZLRzhZFoysAICyLap+0UdHb3hKFRSufn5xfk5QemW6zpcEF+RPvoCakg0UwuJ5LLi/rCSKfLBsaWaD/rCywMvI6My4ZWOxMriChNcRKGoefpaCRPCQAB0NOTikTzdCSay+ZS6R5nnReJ6PxYzHREfd2U8Uwu40FZeKD4HpjqaUkkM5f/1493N26964eX/8cZJ7pcFhR8SAEK/0iEsKADdSoj8+f9qqVl/6UXnzdo0ICs9W+Z/ciS15Y/9fi9tSMGMswJKRF/wZ9f/9GPHv3GBWff8F9fiTpvV0vz9668P15S8eAD3yvN96zzPNi08c6/albD9sTiBfMqygLnHD6GRCpjZtw4d0v91vlzZtbV1uRMGiBB9PJ8f+Gy1Zdff+/Io/r+fO6t1dV9TOiUKIBCB4qAANGLTgCnIn5iV9vV1z/4fn3DD2688OILTnMZKxJ1Oq0AgabyE8lkEMSqK+MUi14OAlK7UGA8pZQVES+kL0p7YrTkclpZKi3iU4xo47yoyxESeoVEKK7bQCuJakUnaa0RStQol++cZ5HxkZfLGESMLoDyPDGQjHUGWuMQcUo0REMsRej51jpQoBSVFmcBhErnmS4Nl/GLKNZzjqJAsWLZ3tkIFv7s4RfmPvJE7dShD9x547B+5VnbRQgkCucrCD5CWoHnEPH++MIbM3/4SN944by5PxgxYnAqlFtmz13y2oqnH7+ndmQVQlooeuGB5p6Lr5zdmXVPPHLH0QNKnvjLsvvufei278/4+hfPNLmsKOXDpox3/lWzGrYnFi+YV1EWOOfwMSRSGTPjxrlb6rfOnzOzrrYmZ9IACeLvNJu7s9fd/JM33nj3ysu+dPWMLwWWzkKUskoEpJBC9PJsTmuvA8Gdc3+54LeLaNXN119w0bc+4zKhSL5TOQUnUFR+IpkMglh1ZZxi0SsHq534DqmIMtARQ1FQcHAOEBKGsCpSIGEk153WRUb5EbG0EM2QRiP0wByiTmmxoRIjnhdRGqELBaFG1DlxdNAKSgNkqJQ4EYAfAkRwCAEHUSQAEQGJwwRQEEAECh8SCg4RgF1tzdrzmzoyV14/+/V3N372M5+5/foZg44qE9NFZygkFPE3AjidlzN66evv3X3/T9p7un5w41Xnfu4zpMk63jL7p0tee+vpx++pHVmJUDlo0WmtYo8/s/D+hx6/9uqLz/vCZy/8/qyOg21PPXxHv7JC64yjF4GkjHf+VbMaticWL5hXURY45/AxJFIZM+PGuVvqt86fM7OutiZn0gAJopdzOR2JvL1m9w23zGlp3X/9NRed96Uzg4h2NiuSI5wSTRB/Q+jgYMo8ueC5nz/57KTx0+o3bvnuxedefOEpLhOK5DsVKliBovITyWQQxKor4xSLw0ju6ezZtGWXzbo2GC+aVySqqrKkuKT4/U31ntZKnHah8/OPHlg5uG/Jiq17A+2PHzIAxkKr3W3NBw40jj16VFuP2bRth8llCHF+3ojBg2JBwYZNm1I27Aytp6RASWksf/yoUVGKhuDTwJ6WTjDj8rFi7fbbZz25NbF/6uSRF13w5WMmjogXkWIFHkAAJEJrGg60P/en1xc8s8hJ9oqrz//GuWd71mhlM1bfMvuRJa+99fTP7649ugohhZ5TaV8VbNvVfPUNMwsLYmedfupDDz/9nW995bIL/5OSdjQOkagwZbzzr/5RQ2L74gXzKsoC5xw+hkQqY2bcOHfLlm3zH7i9bnxNzqQBEsRHcoSFji947o37fjw/bTJf/OLJX//yf9QM7Bv4jpKj04QHgoAxZtue9sd+9acX/vLH8bXjv3PBd2b/8IFvf+uLl3z7FMkakXynQgUrUFR+IpkMglh1ZZxicRiJ9lzY3pnt6jaLV74zvnbs8NKSWMCm9p6tO/eMGT2SJudpb/u+tuZ9DeecffLzb64ti0TOmDQGYc55/oYP9iV2JE478YS3Vr+fA8eMHOqJO9DSnDnYPnb4sJ5Md9rJCyu3l5fEjh05MEYbLypWCqDg08DO1g5hzupQvIIN7zc++NNfrnj33Vg0f/L4sScdN2nkyJpIfkwgIti/f9+69RvfWLF629aGYYOHfPeS88/63PGesrA5rVzW5d38o0deWfrW0z+/q3ZkFUPl6InOKBexypv3xDOPPb4gv6CsvKz4x/fcOmJQhbEpRzr6UXGp0Dvv6h81JBIvLZhXUZ7vnMPHkEhlzKU3zN1Sv+WxOT+oG1+TM2mABNFL4IROiecQvLJ89f1zH9ue3NG3qvzUU6aPHztywIBqX0UIAti7d+/atWtffWPlvqYDJ0wbd/21V5N53/jmlZdc+PVLLjwFWSMocCpUsAJF5SeSySCIVVfGKRa9ROWiym/rlN8uefmEYyZN6FsGl92wq3l3a8+0KZM9yYU6aOpOv71s2Tmnn7DonU0lef6ZE0fqXDr0oqv2tO3cue1zx099Y+U6RKKDBlT7tMX5kdK8vDwxWtucUk8t3jSgrPT0icP8MGscQw9OOXwa2NbeKiBEQ+h7am9r2x8Xvf7Xv7yxK9lswmxhSYGO+gBEpKenJ53OVsYrzzx92pf+Y/qY4QO1VaEYqFDTpU3e7Xc+tnTZO0/MnzXu6Coa5aCdytJp7Xmbt++68po7du/tuezi/7zqu+d5NgeKQcc6apQAAAU7SURBVESIKMKU0d+65s6G7dsXPvNweVngnMPHkEhlwstu+lliW+KR+26ZXDskZzIACaKXoTZUEUkrF4oXbN7R+PxfV7y4eGnjgSbRLCwu9uATJNHd3Z3N5kbUDPz6F049+/Rjyyri7yf2X3Tp9Rdd8NWLL/gMQicSOGUUrEBR+YlkMghi1ZVxikUvx5xmpLmLz7766olTx4+v6uMg6/d2LF1VX9GnOE9SPblcBn5NZekJE0YvfHNdEI2cMWW0n+3O+sG7ezt2bt/yhRMmtfbkNm5O2DATWtORNgPLy6aMHhFEmaP7zcurBsZjn504jNZmEQipafFpYFtHG0RRlCJEjPK1Fb+1tWv9hvqt2xL1W7d1h0KlSAwaPGTEsKGTRx89sH/c94yYkKIcCBoADt7G97c3HWiZWjeuOBYl6IRUDkKQobHvra0/2N4zeeKosniRck5AgQKhYI2od9e839PVPf2YSUHgiwj+G2KtrFq/rbura9L4UaUlMScOAEH0clCO1BISVkDPj2ZD1djY+t7aDVu27UgmPxB4TqC0DB02ZPTokZPHj+4XzxcXikhHT2blqvWDB/YfMrgvnQBaKIQISOUnkskgiFVXxikWfycGjO5Pq+defuWkurGj+/Vx8Dbt7di2p2nSqGEFyG7ZtWf3vqaTpx9bVlz42hvveJ5/cl2tZ1Li+Rt2Ne/Zvf3UaWOMU54XpYOh19jjVr29YvKYowf1Lw+teWbJyqPisc9OHEprMiwA4MHi08D29nb8MwJUVEoRSGWzOfEAHhKJRDxP02TgrAj+kYgA0FpprcPQWGuVUiTRS0Q8TwNwzong45QiAOcE/5IiqJQxliT+Z0KI0h7hOYt0JnTKEwK00aivNGBydIJenqeddU4EHxEBqfxEMhkEserKOMWilxYr9BtT+MuLi0+sG3v0URUiqn5P2+79LScfMzHPpVLIW79pS2Pj/uOPP7atre3N1RvGjhtbWhi1xq7dtO2o6sqjB1a9+fbKPvGyyr7VWnutzS07E1tOnFbXN15krf3VklXVpbEzpoyEMTnkiRIFh08D29vbcQTOOZJaKwDOCURwCIn/jnMOAEn0IolechgPwxE45wAopXBkzjkAPAz/ExHB3xCg1p6DCJ3AOXEQoUBDAxARkiKCXiTxIRGQyk8kk0EQq66MUyx60RrA67Bq3fubhg3u26+0SETtbe3q6MkMG1jtSdYwmjVu3bq1FeUVQ2oGb0x+kPzgAxtmSZZVVtWOGJ4P1djatmFbojs0dK5EyehhNf2qyjxacfLWlobSgrzRAyqUiEVECNLh08D29nYcgYiQoFj8DQEIFUB8jIiQBCAiJPH/j6SI4F8SEZL4/yOgAAKIwAGEECSEAioQ/0BESOIjIiCVn0gmgyBWXRmnWPRSzgEqpCeKhKFYgg6eo1JiNJyjFqHSylkHilZGCCsglaLTOaOFVimjvZBKQN9RQcRZQgDktK/Ees5oAUQ5AsSngu3t7TgyAUQAEL0UBf+bEHCgBQzgAA3xAAXRgAYs6PCviIBUfiKZDIJYdWWcYtGLAgURiAMsCVIJKAIIDqGCOHxEPAkdlVERiHiSVTBCCpSDByiAECEhUAAFEDhQKIpCBQggxKeC7e3tODIBBASIvxEFwf8mBBzgAAs4wINoQAEaIGBBh39FBFTKS+zYmZcX9K+ugrP4O4GCACKAJQESIITihBQoiiMEH6GjZ+AD8JAFrCUJQhRBihCGgFABEJCwAASKQgICAYlPA9vb2/Fv/5Pu7m6lVEFBgYjgf7//A7PXDgCu5mbIAAAAAElFTkSuQmCC"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            },
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            },
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              "confidence": 8.43703332975565e-07
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/13",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/83"
        },
        {
          "$ref": "#/texts/84"
        },
        {
          "$ref": "#/texts/85"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 8.848560355545487e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.8851606000680476e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 7,
          "bbox": {
            "l": 604.5868530273438,
            "t": 558.8461380004883,
            "r": 772.4953002929688,
            "b": 525.5063095092773,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 167.0,
          "height": 33.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "logo",
              "confidence": 0.9483217000961304
            },
            {
              "class_name": "signature",
              "confidence": 0.024174107238650322
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            {
              "class_name": "other",
              "confidence": 0.008408674038946629
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            {
              "class_name": "engineering_drawing",
              "confidence": 0.004203911870718002
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            {
              "class_name": "stamp",
              "confidence": 0.00298327230848372
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            {
              "class_name": "line_chart",
              "confidence": 0.0019074005540460348
            },
            {
              "class_name": "icon",
              "confidence": 0.0017783625517040491
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.001233193906955421
            },
            {
              "class_name": "calendar",
              "confidence": 0.0012006815522909164
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.0011223043547943234
            },
            {
              "class_name": "photograph",
              "confidence": 0.0008972515934146941
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.000751960149500519
            },
            {
              "class_name": "table",
              "confidence": 0.0007179238018579781
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.0006451344816014171
            },
            {
              "class_name": "music",
              "confidence": 0.0005343068623915315
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0003318033122923225
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0002655740827322006
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.0001330134691670537
            },
            {
              "class_name": "geographical_map",
              "confidence": 0.00010469409608049318
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 9.378151298733428e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 7.523614476667717e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 6.847487384220585e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.823773345677182e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.8236742107546888e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 8.848560355545487e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.8851606000680476e-06
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/14",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "The figure presents two donut charts side-by-side comparing CECL reserves. The left chart is titled 'Total CECL Reserves (on UPB of Risk Rated 2 \u2013 5 Loans)' and shows a center value of '$398.9 million', '$2.76 per share', and '11.4% of UPB'. It has segments labeled 87% (dark blue), 9% (grey), and 4% (light blue). The right chart is titled 'General CECL Reserves (on UPB of Risk Rated 2 - 4 Loans)' and shows a center value of '$50.1 million', '$0.35 per share', and '2.3% of UPB'. It has segments labeled 69% (grey) and 31% (implied light blue segment, though only the light blue section is visible, and the legend indicates Risk Rated 2-3 Loans). A legend at the bottom identifies the colors: dark blue as 'Risk Rated 5 Loans', grey as 'Risk Rated 4 Loans', and light blue as 'Risk Rated 2 - 3 Loans'.\n\n| Category | Total CECL Reserves (Risk Rated 2-5) | General CECL Reserves (Risk Rated 2-4) |\n| --- | --- | --- |\n| Risk Rated 5 Loans (Dark Blue) | 87% | N/A |\n| Risk Rated 4 Loans (Grey) | 9% | 69% |\n| Risk Rated 2-3 Loans (Light Blue) | 4% | 31% |\n| Total Value | $398.9 million | $50.1 million |\n| Per Share | $2.76 | $0.35 |\n| % of UPB | 11.4% | 2.3% |"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9999123811721802,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 3.288181687821634e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 2.6504034394747578e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 9.493427569395863e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 7.120543159544468e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 3.4683002922974993e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 2.753181661319104e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 1.8700051214182167e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 1.1533519455042551e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 1.0565197499090573e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 2.375083596461991e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 1.9011923768630368e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 1.898460055826945e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
            },
            {
              "confidence": 1.8816537306065584e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 1.2590574272053345e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 9.55549381842502e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 6.868046398267325e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 5.926422375068796e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 4.6198003644803975e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
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              "class_name": "signature"
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            {
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            {
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              "created_by": "DocumentPictureClassifier",
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              "class_name": "stamp"
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            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
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            {
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              "class_name": "bar_code"
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            {
              "confidence": 5.3779154740585255e-11,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
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        "quber__figure_job_id": "parse-01m3d75qwcsk6d01qte0encqf4",
        "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": []
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        ]
      },
      "label": "picture",
      "prov": [
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          "page_no": 7,
          "bbox": {
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      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 256.0,
          "height": 253.0
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        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "pie_chart",
              "confidence": 0.9999123811721802
            },
            {
              "class_name": "bar_chart",
              "confidence": 3.288181687821634e-05
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 2.6504034394747578e-05
            },
            {
              "class_name": "flow_chart",
              "confidence": 9.493427569395863e-06
            },
            {
              "class_name": "line_chart",
              "confidence": 7.120543159544468e-06
            },
            {
              "class_name": "calendar",
              "confidence": 3.4683002922974993e-06
            },
            {
              "class_name": "other",
              "confidence": 2.753181661319104e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.8700051214182167e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.1533519455042551e-06
            },
            {
              "class_name": "table",
              "confidence": 1.0565197499090573e-06
            },
            {
              "class_name": "icon",
              "confidence": 2.375083596461991e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.9011923768630368e-07
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "confidence": 0.9687647819519043
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            {
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            {
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              "confidence": 0.0005369192222133279
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            {
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            {
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            {
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              "confidence": 0.00036453737993724644
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            {
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            {
              "class_name": "chemistry_structure",
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            {
              "class_name": "music",
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            {
              "class_name": "screenshot_from_computer",
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            },
            {
              "class_name": "flow_chart",
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            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00010717879194999114
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            {
              "class_name": "qr_code",
              "confidence": 5.5068201618269086e-05
            },
            {
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              "confidence": 3.9845403080107644e-05
            },
            {
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              "confidence": 3.884028410539031e-05
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            {
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            },
            {
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              "confidence": 1.0118671525560785e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 9.012204827740788e-06
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.318815172155155e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 8.43703332975565e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/16",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/109"
        },
        {
          "$ref": "#/texts/110"
        },
        {
          "$ref": "#/texts/111"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
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              "confidence": 0.9687647819519043,
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              "class_name": "logo"
            },
            {
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            {
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              "class_name": "other"
            },
            {
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              "class_name": "engineering_drawing"
            },
            {
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            {
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              "class_name": "line_chart"
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            {
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            {
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            },
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            },
            {
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              "class_name": "photograph"
            },
            {
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              "class_name": "chemistry_structure"
            },
            {
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              "class_name": "music"
            },
            {
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              "class_name": "screenshot_from_computer"
            },
            {
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              "class_name": "bar_chart"
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            {
              "confidence": 5.5068201618269086e-05,
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              "class_name": "qr_code"
            },
            {
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              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 3.884028410539031e-05,
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            {
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              "class_name": "bar_code"
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            {
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              "class_name": "topographical_map"
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            {
              "confidence": 9.012204827740788e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 4.318815172155155e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 8.43703332975565e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 9,
          "bbox": {
            "l": 604.7452392578125,
            "t": 558.8713989257812,
            "r": 772.4392700195312,
            "b": 525.4966506958008,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 167.0,
          "height": 34.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "class_name": "logo",
              "confidence": 0.9687647819519043
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            {
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            {
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            {
              "class_name": "screenshot_from_manual",
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            {
              "class_name": "full_page_image",
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            {
              "class_name": "photograph",
              "confidence": 0.00028379561263136566
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            {
              "class_name": "chemistry_structure",
              "confidence": 0.0002587638155091554
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            {
              "class_name": "music",
              "confidence": 0.00021934376854915172
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            {
              "class_name": "screenshot_from_computer",
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            {
              "class_name": "flow_chart",
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            {
              "class_name": "bar_chart",
              "confidence": 0.00010717879194999114
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            {
              "class_name": "qr_code",
              "confidence": 5.5068201618269086e-05
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            {
              "class_name": "crossword_puzzle",
              "confidence": 3.9845403080107644e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.884028410539031e-05
            },
            {
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            {
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              "class_name": "scatter_plot",
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            },
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            },
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            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/17",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "A stacked bar chart titled 'Total Available Liquidity' (in millions of dollars) displaying liquidity over three dates: 12/31/25, 3/31/26, and 5/5/26. The chart uses two categories: 'Cash and Cash Equivalents' (dark blue) and 'Approved and Undrawn Credit Capacity' (light blue). The y-axis ranges from $0 to $200 in increments of $20.\n\n| Date | Cash and Cash Equivalents | Approved and Undrawn Credit Capacity | Total |\n| --- | --- | --- | --- |\n| 12/31/25 | $173 | $12 | $185 |\n| 3/31/26 | $117 | $15 | $132 |\n| 5/5/26 | $103 | $13 | $116 |"
        },
        "classification": {
          "predictions": [
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            },
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            {
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            },
            {
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            {
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            {
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            {
              "confidence": 1.3525360387234286e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 1.093724222300807e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 1.0501404190677022e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 8.25246271318747e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 7.130110279973678e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 2.6206858905197805e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d75r40b58yz1p5tzvw19r9",
        "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": "7",
            "kind": "footnote",
            "label": "Total Available Liquidity"
          },
          {
            "marker": "7",
            "kind": "footnote",
            "label": "Approved and Undrawn Credit Capacity"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "See Endnotes in the Appendix."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 10,
          "bbox": {
            "l": 130.26145935058594,
            "t": 404.50978088378906,
            "r": 659.9041137695312,
            "b": 75.0660400390625,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 530.0,
          "height": 330.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9985330104827881
            },
            {
              "class_name": "table",
              "confidence": 0.0012977445730939507
            },
            {
              "class_name": "line_chart",
              "confidence": 8.126784086925909e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 5.951672574155964e-05
            },
            {
              "class_name": "calendar",
              "confidence": 1.0733090675785206e-05
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "logo",
              "confidence": 0.9603093862533569
            },
            {
              "class_name": "signature",
              "confidence": 0.020857922732830048
            },
            {
              "class_name": "other",
              "confidence": 0.005192172713577747
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.003818538971245289
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0026925543788820505
            },
            {
              "class_name": "stamp",
              "confidence": 0.0018552056280896068
            },
            {
              "class_name": "icon",
              "confidence": 0.0009571585105732083
            },
            {
              "class_name": "calendar",
              "confidence": 0.0008454087073914707
            },
            {
              "class_name": "table",
              "confidence": 0.0005220755119808018
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.000444419973064214
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.00044113394687883556
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.0003935015411116183
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.0003162700159009546
            },
            {
              "class_name": "music",
              "confidence": 0.00030463430448435247
            },
            {
              "class_name": "photograph",
              "confidence": 0.00024947943165898323
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0002226423821412027
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0001717787963571027
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00015685180551372468
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 6.589561962755397e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 5.241286271484569e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 5.118397530168295e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.7975208872230724e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.3969438441563398e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.163235447165789e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.637399342755089e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.2066614090144867e-06
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/19",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "This waterfall chart, titled \"Q1 2026 \u2013 Financing Activity ($ amounts in millions),\" illustrates the changes in Unpaid Principal Balance (UPB) between December 31, 2025, and March 31, 2026. The chart tracks starting and ending balances through \"Advances\" and \"Repayments.\" The data is categorized by four types of financing: Repurchase agreements and term participation facility (medium blue), Notes payable (olive green), Debt related to real estate owned hotel portfolio (light blue), and Secured term loan (dark blue). A dotted border highlights a portion of the repurchase agreements secured by multifamily REO assets.\n\n| Category | UPB 12/31/25 | Advances | Repayments | UPB 3/31/26 |\n| --- | --- | --- | --- | --- |\n| Repurchase agreements and term participation facility | $2,188 | $11 | $267 | $1,932 |\n| Notes payable | $177 | - | $177 | - |\n| Debt related to real estate owned hotel portfolio | $235 | - | - | $235 |\n| Secured term loan | $556 | $500 | $556 | $500 |\n| Total (with dotted border adjustment) | $3,156 | - | - | $2,667 |"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9988898634910583,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 0.0007574036135338247,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 0.000231441343203187,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 6.565871444763616e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            },
            {
              "confidence": 2.059007056232076e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.2582857380039059e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 6.305637270997977e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 6.25718166702427e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 3.8841276364109945e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 2.141337745342753e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 1.5839834759390214e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 6.551946398758446e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 6.035838282514305e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 4.536565825219441e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 1.3424548228613276e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
            },
            {
              "confidence": 1.0792772542345119e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 1.0643437775570419e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 7.165250792695588e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 6.393652540737094e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 3.681417837242407e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 3.050087826750314e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 2.6388660145926224e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 1.3677597721084567e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 7.612962704683923e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 6.93332102841282e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 5.576629380499298e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d75r5dted09wesc6gtdpxg",
        "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": "A",
            "kind": "footnote",
            "label": "Notes payable"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "Totals may not foot due to rounding."
          },
          {
            "marker": "A",
            "text": "At March 31, 2026, we have no notes payable."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 11,
          "bbox": {
            "l": 143.75714111328125,
            "t": 379.0823669433594,
            "r": 781.016845703125,
            "b": 73.64520263671875,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 637.0,
          "height": 305.0
        },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9988898634910583
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0007574036135338247
            },
            {
              "class_name": "table",
              "confidence": 0.000231441343203187
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            {
              "class_name": "box_plot",
              "confidence": 6.565871444763616e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 2.059007056232076e-05
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 1.2582857380039059e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 6.305637270997977e-06
            },
            {
              "class_name": "calendar",
              "confidence": 6.25718166702427e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 3.8841276364109945e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 2.141337745342753e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.5839834759390214e-06
            },
            {
              "class_name": "other",
              "confidence": 6.551946398758446e-07
            },
            {
              "class_name": "full_page_image",
              "confidence": 6.035838282514305e-07
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.536565825219441e-07
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.3424548228613276e-07
            },
            {
              "class_name": "music",
              "confidence": 1.0792772542345119e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 1.0643437775570419e-07
            },
            {
              "class_name": "topographical_map",
              "confidence": 7.165250792695588e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 6.393652540737094e-08
            },
            {
              "class_name": "icon",
              "confidence": 3.681417837242407e-08
            },
            {
              "class_name": "logo",
              "confidence": 3.050087826750314e-08
            },
            {
              "class_name": "signature",
              "confidence": 2.6388660145926224e-08
            },
            {
              "class_name": "stamp",
              "confidence": 1.3677597721084567e-08
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 7.612962704683923e-09
            },
            {
              "class_name": "bar_code",
              "confidence": 6.93332102841282e-09
            },
            {
              "class_name": "photograph",
              "confidence": 5.576629380499298e-09
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/20",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/130"
        },
        {
          "$ref": "#/texts/131"
        },
        {
          "$ref": "#/texts/132"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9687647819519043,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.017461862415075302,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 0.00379743124358356,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0018872186774387956,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 0.0016946283867582679,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 0.001677689258940518,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 0.0008559675770811737,
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "class_name": "logo",
              "confidence": 0.9687647819519043
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            {
              "class_name": "signature",
              "confidence": 0.017461862415075302
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            {
              "class_name": "other",
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            {
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            {
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            {
              "class_name": "line_chart",
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            {
              "class_name": "icon",
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            {
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              "confidence": 0.0006832456565462053
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            {
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            {
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            {
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              "confidence": 0.00041986076394096017
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.00036453737993724644
            },
            {
              "class_name": "photograph",
              "confidence": 0.00028379561263136566
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.0002587638155091554
            },
            {
              "class_name": "music",
              "confidence": 0.00021934376854915172
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0002150409563910216
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00014662716421298683
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00010717879194999114
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            {
              "class_name": "qr_code",
              "confidence": 5.5068201618269086e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 3.9845403080107644e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.884028410539031e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 3.5556164220906794e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.0118671525560785e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 9.012204827740788e-06
            },
            {
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              "confidence": 4.318815172155155e-06
            },
            {
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              "confidence": 8.43703332975565e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/21",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/143"
        }
      ],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "A grouped bar chart titled 'Leverage Ratios 10, 11, 14' showing two metrics: 'Net Debt / Equity Ratio' (represented by light blue bars) and 'Total Leverage Ratio' (represented by dark blue bars) over four distinct quarterly periods from mid-2025 to early 2026. The y-axis ranges from 1.4x to 2.8x. Each bar has its specific value labeled above it.\n\n| Date | Net Debt / Equity Ratio | Total Leverage Ratio |\n| --- | --- | --- |\n| 6/30/25 | 2.2x | 2.6x |\n| 9/30/25 | 1.9x | 2.4x |\n| 12/31/25 | 1.9x | 2.5x |\n| 3/31/26 | 1.7x | 2.2x |"
        },
        "classification": {
          "predictions": [
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            },
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            {
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            },
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              "class_name": "calendar"
            },
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              "class_name": "flow_chart"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 1.1897848253283883e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
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            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
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            {
              "confidence": 5.655380519442588e-08,
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              "class_name": "logo"
            },
            {
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              "class_name": "chemistry_structure"
            },
            {
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              "class_name": "qr_code"
            },
            {
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              "class_name": "topographical_map"
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            {
              "confidence": 1.3782448959887006e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 8.301371146046677e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 7.579129324142286e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 7.546572255989759e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 5.994817975363276e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 4.383636564853077e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 1.1415938194758724e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d75t0p660e56yphwrapx6x",
        "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": "10",
            "kind": "footnote",
            "label": "Leverage Ratios"
          },
          {
            "marker": "11",
            "kind": "footnote",
            "label": "Leverage Ratios"
          },
          {
            "marker": "14",
            "kind": "footnote",
            "label": "Leverage Ratios"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "See Endnotes in the Appendix."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 12,
          "bbox": {
            "l": 411.1837158203125,
            "t": 345.881103515625,
            "r": 737.1307983398438,
            "b": 77.8983154296875,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 326.0,
          "height": 268.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9989351630210876
            },
            {
              "class_name": "table",
              "confidence": 0.0005692498525604606
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.0004481399373617023
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.3669098734681029e-05
            },
            {
              "class_name": "line_chart",
              "confidence": 1.365457137580961e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 6.997863692959072e-06
            },
            {
              "class_name": "calendar",
              "confidence": 6.152027253847336e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.825277422540239e-06
            },
            {
              "class_name": "other",
              "confidence": 1.5224127309920732e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.1897848253283883e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 7.620920996487257e-07
            },
            {
              "class_name": "geographical_map",
              "confidence": 6.77059631470911e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 4.752202471536293e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 2.1169256569919526e-07
            },
            {
              "class_name": "box_plot",
              "confidence": 5.8562644511539474e-08
            },
            {
              "class_name": "logo",
              "confidence": 5.655380519442588e-08
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 5.018414483970446e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 2.704521762098011e-08
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.4079020616009075e-08
            },
            {
              "class_name": "bar_code",
              "confidence": 1.3782448959887006e-08
            },
            {
              "class_name": "photograph",
              "confidence": 8.301371146046677e-09
            },
            {
              "class_name": "stamp",
              "confidence": 7.579129324142286e-09
            },
            {
              "class_name": "icon",
              "confidence": 7.546572255989759e-09
            },
            {
              "class_name": "music",
              "confidence": 5.994817975363276e-09
            },
            {
              "class_name": "signature",
              "confidence": 4.383636564853077e-09
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.1415938194758724e-09
            }
          ]
        }
      ]
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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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          ]
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      ]
    },
    {
      "self_ref": "#/pictures/23",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/151"
        },
        {
          "$ref": "#/texts/152"
        },
        {
          "$ref": "#/texts/153"
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      ],
      "content_layer": "body",
      "meta": {
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            },
            {
              "confidence": 4.637399342755089e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.2066614090144867e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 13,
          "bbox": {
            "l": 604.7815551757812,
            "t": 558.9274406433105,
            "r": 772.6287231445312,
            "b": 525.3668746948242,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 34.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "logo",
              "confidence": 0.9603093862533569
            },
            {
              "class_name": "signature",
              "confidence": 0.020857922732830048
            },
            {
              "class_name": "other",
              "confidence": 0.005192172713577747
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.003818538971245289
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0026925543788820505
            },
            {
              "class_name": "stamp",
              "confidence": 0.0018552056280896068
            },
            {
              "class_name": "icon",
              "confidence": 0.0009571585105732083
            },
            {
              "class_name": "calendar",
              "confidence": 0.0008454087073914707
            },
            {
              "class_name": "table",
              "confidence": 0.0005220755119808018
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.000444419973064214
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.00044113394687883556
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.0003935015411116183
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.0003162700159009546
            },
            {
              "class_name": "music",
              "confidence": 0.00030463430448435247
            },
            {
              "class_name": "photograph",
              "confidence": 0.00024947943165898323
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0002226423821412027
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0001717787963571027
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00015685180551372468
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 6.589561962755397e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 5.241286271484569e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 5.118397530168295e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.7975208872230724e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.3969438441563398e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.163235447165789e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.637399342755089e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.2066614090144867e-06
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/24",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "This is a waterfall chart showing the reconciliation of 'Book Value' per share from 12/31/25 to 3/31/26. The chart starts with a Book Value of $11.33 on the left and ends with $10.83 on the right. Positive adjustments are shown as green bars, and negative adjustments are shown as grey bars. The primary bars at the beginning and end are dark blue, with dashed-line boxes on top representing 'Depreciation/Amortization' and 'General CECL'.\n\n| Category | Value/Adjustment |\n| --- | --- |\n| Book Value 12/31/25 | $11.33 (Total) |\n| - Depreciation/Amortization (Start) | $0.10 |\n| - General CECL (Start) | $0.54 |\n| - Base Book Value (Start) | $10.69 |\n| + Distributable Loss Prior to Realized Losses | $0.05 |\n| - Realized Losses and Non-Cash Items | $0.34 |\n| - RSUs, Warrants, and Other | $0.03 |\n| + Depreciation/Amortization (End) | $0.15 |\n| + General CECL (End) | $0.35 |\n| Book Value 3/31/26 | $10.83 (Total) |"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9984241724014282,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 7.396413275273517e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 4.792323670699261e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 2.1422274585347623e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 1.3676015441888012e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 7.86067630542675e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 5.170553322386695e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 4.847821401199326e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 2.471302195772296e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 1.9918486486858455e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 1.8227889313493506e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            },
            {
              "confidence": 6.001514520903584e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 5.691599653800949e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 2.734356598921295e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 1.7907893834490096e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
            },
            {
              "confidence": 9.969705416779107e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 6.007844888245018e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 4.851188251109306e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 4.50977211130521e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 4.418708599018828e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 2.3223881484568665e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 2.2328736193344412e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 2.20431903841245e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 4.233208894532936e-09,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d760d875gxax4aqz3vjwhf",
        "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": "14",
            "kind": "footnote",
            "label": "Adjusted BV per Share"
          },
          {
            "marker": "14",
            "kind": "footnote",
            "label": "Adjusted BV per Share"
          },
          {
            "marker": "1",
            "kind": "footnote",
            "label": "Distributable Loss Prior to Realized Losses"
          },
          {
            "marker": "14",
            "kind": "footnote",
            "label": "Distributable Loss Prior to Realized Losses"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "Totals may not foot due to rounding."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 13,
          "bbox": {
            "l": 39.413780212402344,
            "t": 472.80950927734375,
            "r": 752.3762817382812,
            "b": 61.2216796875,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 713.0,
          "height": 412.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9984241724014282
            },
            {
              "class_name": "table",
              "confidence": 0.0010581410024315119
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0003345572913531214
            },
            {
              "class_name": "calendar",
              "confidence": 7.396413275273517e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.792323670699261e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 2.1422274585347623e-05
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.3676015441888012e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 7.86067630542675e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 5.170553322386695e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 4.847821401199326e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 2.471302195772296e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.9918486486858455e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.8227889313493506e-06
            },
            {
              "class_name": "other",
              "confidence": 6.001514520903584e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 5.691599653800949e-07
            },
            {
              "class_name": "qr_code",
              "confidence": 2.734356598921295e-07
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.7907893834490096e-07
            },
            {
              "class_name": "logo",
              "confidence": 9.969705416779107e-08
            },
            {
              "class_name": "music",
              "confidence": 6.007844888245018e-08
            },
            {
              "class_name": "signature",
              "confidence": 4.851188251109306e-08
            },
            {
              "class_name": "topographical_map",
              "confidence": 4.50977211130521e-08
            },
            {
              "class_name": "bar_code",
              "confidence": 4.418708599018828e-08
            },
            {
              "class_name": "stamp",
              "confidence": 2.3223881484568665e-08
            },
            {
              "class_name": "photograph",
              "confidence": 2.2328736193344412e-08
            },
            {
              "class_name": "icon",
              "confidence": 2.20431903841245e-08
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 4.233208894532936e-09
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/25",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/158"
        },
        {
          "$ref": "#/texts/159"
        },
        {
          "$ref": "#/texts/160"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9687647819519043,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.017461862415075302,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 0.00379743124358356,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "logo",
              "confidence": 0.9687647819519043
            },
            {
              "class_name": "signature",
              "confidence": 0.017461862415075302
            },
            {
              "class_name": "other",
              "confidence": 0.00379743124358356
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0018872186774387956
            },
            {
              "class_name": "stamp",
              "confidence": 0.0016946283867582679
            },
            {
              "class_name": "line_chart",
              "confidence": 0.001677689258940518
            },
            {
              "class_name": "icon",
              "confidence": 0.0008559675770811737
            },
            {
              "class_name": "calendar",
              "confidence": 0.0006832456565462053
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.0005369192222133279
            },
            {
              "class_name": "table",
              "confidence": 0.00043157648178748786
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00041986076394096017
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.00036453737993724644
            },
            {
              "class_name": "photograph",
              "confidence": 0.00028379561263136566
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.0002587638155091554
            },
            {
              "class_name": "music",
              "confidence": 0.00021934376854915172
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0002150409563910216
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00014662716421298683
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00010717879194999114
            },
            {
              "class_name": "qr_code",
              "confidence": 5.5068201618269086e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 3.9845403080107644e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.884028410539031e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 3.5556164220906794e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.0118671525560785e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 9.012204827740788e-06
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.318815172155155e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 8.43703332975565e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/26",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "The figure consists of a triptych of three distinct architectural photographs showcasing different types of buildings and urban developments. The left panel shows an aerial, high-angle view of a large, historic rectangular building with a green roof, featuring a red running track and landscaping, situated near a highway and a river. The center panel displays an eye-level architectural rendering of a modern, multi-story residential or mixed-use building with balconies, large windows, and trees planted in front of the structure, set against a clear blue sky. The right panel depicts a vertical, modern high-rise skyscraper under construction or recently completed, standing prominently in a dense urban skyline during the golden hour, with other buildings surrounding it. At the bottom of the entire figure, there is a disclaimer text:"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.948259174823761,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 0.020615769550204277,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 0.010676887817680836,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 0.00783343706279993,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 0.0029256874695420265,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.0019665455911308527,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.0012950495583936572,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0012742204125970602,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 0.0012501219753175974,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 0.000615854631178081,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 0.0006004371680319309,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 0.0005825483822263777,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 0.0005798847414553165,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 0.0004625634755939245,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 0.00025555380852892995,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 0.00018219105550087988,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 0.00012407264148350805,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.0001228873006766662,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 9.350438631372526e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 6.511442916234955e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 6.364197906805202e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 5.938038884778507e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
            },
            {
              "confidence": 5.363538002711721e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 3.329194805701263e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 8.134697964123916e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 3.963569383813592e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        },
        "quber__figure_job_id": "parse-01m3d760y38ag9jfqw4v9chnqs",
        "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": "The properties above are not representative of all transactions."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 15,
          "bbox": {
            "l": 0.0,
            "t": 149.98896,
            "r": 581.75568,
            "b": 10.006199999999986,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 582.0,
          "height": 140.0
        },
        "uri": 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BLNhRlJACjMaI6A0SJCM0BGSlTBMIkFBKVUlGXRK7jElqRZMmPNZLTsOTw6ycVQQEjJKsjMaIQwY2ahCHfBGuek7TpHk32arPPIGZ7lkAh41KlIoICYA+CW2pynnjOCZC3jjwWgmZQSFO7eBTqx7XzqrkDOkCzDskQSgMITBEASZ+BmnDEzwrKHQmaWEg1dMuNcpVwlAxCK7GqcTY7O0eRwMSI8AhJJI22uSFZjCkASZmQAAUQEpJBc7ITOld0jQnMAJEWEu6eUPGuGJIAUHhHT1psck+zBEnPh7kAouq4Lae8f/kc48Tv/9OUXXnmjtYpAUhYk4qehUCgAaA5AED8pAOEE5wBoDgBJzEnCT2dmuA/nAESEmZHECZJmhjnO4X4MyACDEmAq8D7NBAHihIggZiRBwn1CxzAXEZij1Ffz+c88/blPPlpSQPDv/Lf/4IXvPF8ldOPDBx944Jd+8VPM6vVZ97yq67IomqYh2XVdSgkilMTeeNy++sPX/uhP/mhnfytZeOSjjMWzF5bWNgeD071i8XD/qB2LyazGxtnV8Wivpj9x+eKVSw/u3di+9s7bN27faXIu6nqwtNTmPBk3XevLy8seuW3bnLuIGA73q8VyZWk5dy2hBO/16ul4PNzdG48m4er3BwuL9fJKbzzdvXXr+mKBtfXTTeaDlx/9uV/4bI5068693MBQVhUODraG+7efeeaxg/3tF7/3AmwppGef/WgqehFwp2R7e9vRHXgoB5ZXVvsLixHqLyyurS8djY7W1tYef/zx69evv/zyy1/84hdTSl3XLS0tFUVx8+bN559//saNG9vb25c21x+8tFmVvabpJuNc172q7Ne9XgVbOXVqNBqC6vcrD2+bKaC265qm8ewS9vcPNjc3e71eZnf9nTt37+wN+otd9jNn1qUO6iitrCyvr69n7/b3d3q93mCwQGJpaWl7e3s8Hl+5cmU4HD7//POj0cGrr367rEpX58qimqZJiamuq7pMCV1uUlG00y7Curbtr/TMTILnXNXVoD/YP9jv2q6uesnK6bQdj6eDwWJd11tb23VKZVmC3nVdzm1VFylRHROqZjpNqYTYtG1RVHVVV7W+/41vY+5/e+5NABECYSAD7xIpGmYkAAYQBASSIBgEZwDBWsyRBEBSAEkIhAHQHAVihgBEvItGACRxQlJAnANIECcoiwgABEXIAoBCABQJcyRhCsUxHQsYgIggSEsQaIxjCBFASimkHOERAiS5pSzFnIcEk4I0M1IgiTmCSQgpjslJRRBKRtBEuLvReqWtFD6oqyKxMFa0RBKB8EYYO3POAI3om8oiGVUYhMIDDuVwD3SOcZvbrC6UyezqAh7M4Z6zmSWakZIigqQkR2pDOTwgCZRFhJEgFZlzZiaqC4+QSxHyLA90Dnc1YnAOpKKkAEgCkGCkzEATBYFd511AEs0BmFlKaVCwV6YSYriCk4xRl8cejat1SHIPSIlIJAFJZpYQ7oE5AwFCIGlGUtkjZ8+hVswe7g7A4ESERMBoBQomtl1uvcudu0eXPXt0YqTas3e5U2gGUkiK2P6H/yFO/N4/ffGFV6+2rAkU6gIS8TcgA4AkzFngJ9AB4T4kAUjCXEgACJDET0cS9+EcgIgwM85hjqSZ4QRJ/AQBBiXAIFOBGZIAIkIyiDghIogZSfhJmgMgKSIwJ1it9guf+dCv/MyjJQUEn/jV365KVtblycHa4uA3fuXX1pZWy9IXFpUstV07GU+63IVHVVc5lf3eckr9b//1i//sn3/57vbdql8wuppFtX5m5cIV9ZbbThVLNV3N0pVTaU03NnXPPnbl8UsXb1+/efvu4dbWXTOOp2NLdmp1xSPvHUzv7exFxHh8uLDQTwW7rlleWa4WFvp1tXrqFBGH+3urp5an43GVir2d/f39w7XVtezT7Z1brnHTjMpuemptfX3j/Kc/+7mqv/KD19/IjsSqZ+XdO9ebZvfpDz3qufnBy69Mx9OyOHVuc/PM2TMwE21nb7+sKyMOd7d29var3uDKI488/uSHQiZheHjv7t07Fy5c6Lrurbfeqqqq67r19fXt7e1+v//EE08cHBy89tprN2/e7PV6Tz/5CDzTCPDMmbMpFbnLbdsd7R2trq5OmjERyyuLRVmQKovCzNq2I9PoaHr37r3l5eV+b+FwevjG1bfIetBfErS4VLtPy8ReXWyc3hDUtu3OzvaZM2fcY3l5wd3ffPPNy5cv9/v9r371qzs7O08+8djuzm0zDhb6pIbD/VRYv19HYQF1bds009FoNBweFkVZVeVoMsyee3Wvncs5g+gNaoDNtAEtXEdHY3clK2sUZVkC0eUGkBmKMnVNBxdmiOl0Whbl0dHo9PrpRgev/eUPMfe/f/stAJ6dhNGIEySNACICgNGIY2ZGKOScMQKQZQCSSMMxYUYACDcAJAFI4pwknDAz/KSAAiKJ+5AEkJQgYk6MYACICMwoAZBkxyC5BEACZQlARCgEGJmkUMgFFyWZGQCXu44BEC2EmYjIUgbdAwCJGTOTMFMASZQUEQKCiggJgCAjLSJIFoZ+Uq9MvdLqsqhTKgwJzvAmNA6LCAhmrExlYpVYMgJVm6ONnBU51HVoPZqsNkf2cMGRsugRHi6Jc5IAkATgKDzk7gp5KAABEGZCkSwB8ggn2nDMKVSEZbENtV10oPAegwoIJwokMiwpJRpkTK1r2nrn4QgAJCX1Ci4v9GvJcqvQ1DkJTSIm2VunQCkkmWQSSTPzmWBEYI4CBCPtGBPl7hGRc+5QuKSQIKMTIQlAslTIsmLada3ntkPOnnN294BNwyS5u6RCBCApIu78g38PJ/7+//3yC69cbVkBSMogBeJ9EhT4MYGYkYQ5o3CfFDAQgCQcE3FMeJfAFj+dCBFzBECwQIl3kQCUSBDEu/guEMS7CAKgEccoSzhGiAAMCjJASJRTJpiIIIS5II4RgBQ4oRMAJGHOWZSYfv7Tj3/uY49UOMaP/uZ/PR3vqT1Y6vMTzzz1qY9/0ide1yzLVlJEVFUVEWVRpJRGqZi2+vO/+M5Xv/qnB8NxvdArSp7f2Hj4zINtf/H21HemXW/QH+/tDbfvnTu18uDli9t7O/1edW597fEHH9y5fmPrztbOhGbM7WRn+/ZCvzQT5FsH073haHllqSiwtLRQVLYw6O3u7WbUjz1y5fTaes7Tyri+vnawvzuoetfeeDtnPfzQw7fv3Pir576xsFRIXdWMy7r/6V/6106fu/j2za294SRV/QKJbXPnzttnzixfOH/mey9873Bv0u8tr69f3LxwAQU674aj4RvvvJnDF/q91YUl0UI4d37zox//xOr6RtN1i4PU79e3bt360z/901/7tV8zs7ZtR6NRRLRtOx6PX3nllXv37u3u7n7oQx86u76GiMl09Pjjj1VVWVW2sDj49nPP7W0dXby4eTAcurfnz5+t6tIMJN29bbp793aHB6N+f3Fl5VS/t3Dtxo3h/tHq6kZdD1KixzT7dNArzp09Xde9ruuOjkZ1VadjhdDdunVrYWHh3Llz3/zmN19++eXLly+f3Tizsb426A9SwV5dQlGWRa8uo7aAFJhp2nYyHpVVWZZFbprpdCqoSMVoPGrbtqqqog8UPDo8yp03TT48PDo8HPX7fZtwPB43zSTkkmdvyzJ57qaTcc45IqbTcdd148k4dy3r6q3vvYG5P3zuLcwRpAnEMYGEmQGICAClJYKCeAxg4BgBBANARJDEeyQBoLEEEBEAzIxkREjCCTMDEBGYkwSjCM0BIAmAJAA5jQYSMxRNACRhRgQhyUgDpSA4IwBGzAiCyNR1WVJECAyYJBoBZEmQQoISCoJGk5Shhozw8AgFwGQGQJCBCeZzNAoQZuTuCkoQZDQCyVQQdYFeVQ3KsjDWBU3eSW0gFBDMLFFVYXViQZGp6bzJbReRpdyxE1pHdmX3LkcndqKLAeScccLMUkqSPBAh99AMEDAQnh0zhJEAs2cHs4RjVERkZaENZJcLoZBEAqBJAMwMQEEawxKKgoUlKk273LjazlvvAJgZZhSLvWql37Pc5pynrmnnndgFOlBQuEtCgIAkkjl7iABiDiQAzgCJLImIIJlzFpCSzbhHQK4AEBEEc4su50y17m0b2T1nnwkwy3SigBGIuZv/02/hxO/+81deePWNFhUNSRkwgXifHOH46SwJ97EMivgxgcKPCWzx04kQjpkZAIKmAvdhkXAfzgEwM9yHJGZIWYH7iCZQghSAkgAhiCCCgGhhAEhKigic0AncJ6MoOf7CLz72Kx99tIYA8unf+M+Vx4t9fOKZR5998tEaRI4yEezqMvWqYoaWyt7AhdsN/uiPv/6dF15KRV/i9va9jY31j37oQ73oxWDp6t2dw5wPj4bd6KCmKrOf+9mf2dhYG4+HC2W9s7199/qdtnP01j2P7926ZpqWpYV7KopxTkVZDxb6o9GR6AsLvU996hdu3LjZZD5y5cqg3yNUl0VE7pqGggQxEdzdvTc+3Ik8/u5fP6fJ7sc+8bMPXLqye9hsD0epHmRpoVdjMllc7G1unt3b2X3p+z/ILetq8fKlK4PBoOmmrbfOfOfu7aPx0dHoKDGtrJxaWFyiFUVZ9heW0rFYWOjfvn27qqsvfP4LRVEI6tW9Xllt7+w891d/dfXq1Zu3bm2cPv3wlSu9shgfHZ1aWbx46QIRCwvVnTu3v/Pd5x9/6Nm6Xw2Hwzev/SjgR0fDVNhn/9ZnHzj3wM1bt1/47vfPnH2gKOqNjbP7B8M337je7w+KolfXvZTo0aRC62vLZzbWc86j0Th3nlIySxGaTI6Gh4dXHn74lVdfee6v/urKI1fOnTu3vrpWF6WRRmTvDCrLIiKytS6PIGkASZDw3JnCw1NK4SFIIRrZszbi6OgopRKwsqym02mv7g+8cHfJSaSU3HMqktRO2iOFJpPJdDqRtLe/fzg8kPX/2Ze+hLn/67m3ARgJQCkskYQkgEk4RgJIAvEeGkjhRAYBEAQgCIDmAMJKABEBwMwAaA4nzAwnIgJAUDSLCEkASOJEdoHGOaOMeB8ZJCUBKFEYDJojgoETRALgEe4eQoAESALoFDghGEAJkgCKplBoJiKkCAEpGWk5Z5JSAAiCcwqF4B6SjBTNZQlemqoi9cuqNJRUMpEAIUBxDGRB1KWVVJWKHGo9d5FdyJmtK4sudJ13gRxoA22gE91dJ4qiMDOSiggPd8cMGUwKmRHH6O6hmPFgJyoUCoXE1ElZzC6PHOGScIwQAaSUABT0skyW5N4qwzsELSN5yBEAzCwisrtBS1U5KBIQUylnhaPNkRGuUIhGiRGQRDJCIUryORlBaq4gBylJiohkVjCXRSGp67pGaFzxHuVcdJ6zYpq7LtNdMxEegocAaK6AEZAUEdd/72/jxO995bUXXn2jRUVDUgZMIN4nRzjuExEAOAfAzHC/7JAAGA3HBAo/JjDjpxPek5LhGCnDfaxIuA/nAJgZ7kMSM6SswH06lqYw5RAyiyQlRRBBBAHRwgCQlBQROKETuE9GUXL8+V989Jc//EgNAeSHf/nvrCwv/NJnfn7zzKkqdaaG0ZJFKnoLldX0cEc1sP7K7e2Dr7/49je+9a1TG+uWUtc0471hJT588VJp5crpM9OM7d29rplEO17u18unzz/1xGN1ynv3bu0Ph7d29u8dTk+dOV806Wj/ZonD9dW66dqjFuVgvZ3ktVOnSE6n042NjcFgcPHixdu3b4/H462trdOnT589exaAu7dtK7gKdBFVr17sVUXX3nz9R6++8N2Hn9p45JGnd4ft9rDJllSRpfa37y4V9erqejPtpGI66fq9xYWFpUFlKdmNGzdSShsbG6PR6I033rizdfdwenRmrt/rFWW5t7srQEWisd/vp5TW1tZOnTpVluXa6lqP6c6dO7du3Xrz2pue/elnnlleXp6Mh5Q/eOliWaSFXk3En//ZNyJUFUss6PLWp9N2cvXa1f393V/5W7/8sWc//pdQE6MAACAASURBVMrrr+/u7F9+5NG67jMV195+e7TTrKwsZe+Wl5cn08PymF24sAlgOp02TVMURUrJzPb29iKwvn76R1d/+IMfvFyW5eXLFzcf2FxbPbU0qHr9Xq/upZRAhEdZlrDGo4uAWepal+iu3HXKE3ePCEk5Z3eXFOXCzv7hrZu3tra2JpMJCAgf+chHlgu0bSeZZycLY4pAkw8n3UFd18mKrnVLZdtk0qqq+B/+u/8Sc19+7h0AZkZCyZlEEACJAgYgIgAkEiAJgKAwR2ImO34CAUEzZFgCoBBOEMeE99BIEO+THAIpCXOCBEQEgS4IGkkARhiEGYIA6SQFAShVJCS8R2EOgCAAiaQR8AgPBSBBEQAcEgAShNMEhmKGYgqaGUkJgEh6hCSSANwdcw7NkIwQQIggIGShRTJ5QSWiSqkkE6NMVphINxrJUIRARUGVxl5ZAQgpy0PqHK3LYRHIoTZHF2xD06w2EKGQsjuIIiXwmHkkM49QBMAgI4IkADMDkLOHR4Z1ShEeISlaV9AczFkRrUeWBFBiwAAURZJgyMkkuOQmg4rOI5A85BQEvYuWiJrop0RTi+jaUBCwJjpXKAKAZLRCAqAIBaiQh0dEBgJSCBClnllKyWhlSn1zM7h713aTwDiHv0dtti6ii3Coy8guSKG50PsKGHEsIt76H/9NnPjdL7/y4mvXWtY0JGXABAKICABEGIS/ScJ9iACEHxMg3I+Bn44CcYwkAAEwkARA0mgKNxpJzHEOAEkAnMP7SFkBQHMAnEWltoqJKzXFAkRTBBFEEBDpxH0iAiciQnMRgbnMosT4C7/4+K989EqNGfIL//Z/+vGPf+zZZ55smxGjMzjpgAEoGBayVFq1cGv78P/55l++9M5WqspI5hGJ9HHj4+np1bWmjeX1MxvnLw5H49JY0Uf726kYLC30zp8+1UyODg6HN+/t9FbWU9Ubbt1Z6GljrZ/U7uwdHk4iOFheXr6wed7M3L3X66WUjo6OmqYZDoeS6rpeWlrq9XoppZwzzYq6Gk0OLWFxUC5X5fPf/MaD589ffuqx0bi99vatzg2JVa/Y2b+7s7310MUHI3TtzXfaVguD5UcfeeL06Y06YTIZf/3rX2+aZm1tbXV1dXt7uyiT09fX18uyJHlm44xHHB0esl8B6A8Gw4OD7Z2dUysrNFsYDEZ7B13XSdrZ2Tl37txDDz0EYDIanj1zem11VZHv3b1z8/o7u9tbly5dqoqFHDFtRpN2cmfr9tU3rxZV8elf+PSTjz31ve+/uLy8em5zc+XU6o1bd67fvDmwJTMsLS+6O83NeObM6X6/N51Ox+MxyaIo6ro+ODjY3d09f/7saHT0pf/1f1leXn7q6SfbdlKWxdLi0pnTG71eXVV1WZYpWVVVdd2z1CVjWdZ13SMSmcwKRTBaM5MUEXaMXZdb53jabm1tXbt2bTQaDYfD6XT68z//82fXF4qi2t3Zm07blZXVCOzt7r/8+vd397dSKtdXN6pqIXdKVhdFOZmM/tHv/z3Mfe27bwOwuUSQ4hwAkgAiAoBwTHM4YWYA3B33IQmApAA3zJAEYCEKJAEE5BDmSBYiAJIR4YBAzYEIY8wByCgFYk5zAOwYE4UTZoa5iCCYQABmhp8kCXOSABBwyRFOKAhhRhIBAwFEhJnJCCAi3B0nSEqiwBnQw8UUoWMAyA4W4WYGwCLMCIBkabDwlCwds2TOECNMBMoipSqxMIFqpTwXEQ1SFrpg62pdTeetI8tcCmaSmKudJQkSgohMec7gMSMiEE4FM1OLyHMeISYAEmayIocrgmQOtaR7JgiAIAAjbQYwEIAkjwhYSDnniDCoMA6qXkHLuesidwGHuZAVM5IAmAzBiMCcG2bcPSI6wUMAIsLlMhUpFWBlxcCQzAC4e+Mx6XJE+ExEk3MXaLKypDD3kAQgQjlrBnOFCEASgDd/5zdx4ve/+vr3X7/WoqIhKQMmEIAkAERQgb9JgZ/ggPBjAoWfIPx0JlCYIQ2AKCUZDTOE0eBuNJKY4xwAM8McSbyPlBUANAeAiIEfDTRtHNN6tUMNIYgggoBoYbiPJAC6T0RoDkBmUWL8hU8//kvPPlxDAPk//+M/fOCBc03XmlmXOzOClLxpxxQs1Sn1b97Z+5NvPvfGtRvFynLrXZO7NueqLFPn4/1hvx50rDumc5uXz21uRtfu37t9sLtVZltbPXXuzOnbt28ysb+8UvYGO3u7Z1bTlYcudtOjqz/84e7eZDzB3n5b9fjQQxfPnj3b6/Xu3btnZnVdS2rbdjKZ3LhxY319/dKlS4uLiwDKsjeZTEfT/ZS8bYYVopSeeOTKvbZ348bN3OXwXJUcj/cn4/2FpcWi6r/zzvW9vcMi9c6fu3Bh88GlpeWEfOf27VdffXU0GpVlubq6WhRFVZWLK4OqqoqiGI1GEdHv99u2XT27sXLqlLtv3dtq23ZxcdHdw2N/e8fdj46OiqK4fPny5ubm/v7+oFecXl8tivTWm1ef+8u/2N/d+fAzTz/xxBPIdjQZCdre2/nRmz965/rbD1y48NlP/9K5jc0XX3pp88Kl9TNnyPTaD69OmmaxXK6qoqyKnHNRYmVlZWNjbTQ6att2Op3WdV2WZdd1d+/eXVhYyDF+8fvf+/5L3zuzsX7h4vk7d2+5d8tLK2dPb66vr29ubkZE0zQHBwf9fn9pqW+EWVGWVbKyqnqAzZRUsmTJjFaURVmWENxjMp1OJpPhcBgRAOq63t6+t31ww6zYvrdz7tz5hx66Mh5PX3/9Ry++9MLR+DCCSwurTz7x4bVT58jSWBwe7f/B3/9vMPdnL98kYGY0I4T7SMKcJJAANIcTJPGTJAEgaWYAgpiRAoCJmNMM4RAAkhFRwgCQlOSAQACSQDgREZIiIqMUCEBzOEGyTHgfScxJIphAAGaGfwHnABAwWpY70Xl2F0QAnAEQiggzo1lAmNNczKWUJFV2DBCEzuURkiICZm6Fu9Po2SmZmSSSiUKEzZBmVlUoaQXIkMsIJUSVlFIKMwDuHhFtqAt0gdbVZLU5WlfjcIkGzQEohMISSQAkQeWcJRkZiBCJwl1Z1kHuHooIBSlBCgguCTOS4JLT3HPODshlAAEZDVIySykBiAgHYsbdIyAls35RlTQP7yJ3odbpUgChmAFAmQIRgbkgZtw9IjIYQsy5QhYEUqCytFBYMgPg7h3YZI85d2+lHBi3OYdyhkIAJLkHkNxdEoAUmJEUEW//7r+FE7//R69//7VrHWsakjJgAvE+BeQASLxLwk8qAOLHAhBOECIDM8KMgDDczwQK9yOOEcQMFQkkAZE0GkN8F44RnFGSaASTUAACgf+XMTj90Sw9z8N+Xfdzznn3qre6ll6ql+nu6dlnODMUNaRISbQWyhBkwXHsD4YRBPmcIP+BkSBwEAQ2AgQIYhi2QTsfggC2k0CRbUWUQoqUuO+cme7p6Z7p6a26a1/e7ZzzPPeVt06zyKZFEf79CFBmTgseMy8NtRg78bCDslB699bd7rnnwuL5mu0aBElESpDhxySBND3F3QGoASAhFJj+3meuffa1KwUEkN/8i2+MRuMkWJbFpOSqo7sqy5Tn3UrZg429P/nS125/cD/kLWZKcAWWdW1SIdvf3JpOa+sOu4unrr346tn18ztbmzff+cFsdLAY8m6nMzx1anN7++LlS3lRHBwc1HH2mU8+1+107tz5cHNzdzLx3AZ7u5NpdfD8i8+ePn26LMvbt29vb2+vr68Ph8O7d+9Kms1mFy5cuHLlSq/XA5BqfHD7lmtSVwfb2w9efvG51VNrwcKDUedgf5eqM6Z6dniw+/jShfV2t7uxux9jqisn8rW1c4P+IhBm4/0b169Pp9OFhYV2uz0ej4uiOHVqmOUKIfT7/ZTS4eHRdDopZ2Xv1GLI83a7fXR4OBqN2p3O4cFBnuVVWYYQAAFcX18/d+7ceDw+tTQoslCW0z/6d3+48fBBOZ185lc++bGPfaxlxWQ6ORqNNne2r7/33qOtR6+8+tqvfvqzGVv3Hz5cWVlbOHXq0aPNew8ftTudQkWn05qV0zzP9w+2FxYWnnnmQlnO5gC02+0syx4/flwURUrp+nvfo/l3vvMtIA6Xevv7u1nBYHkeFlZWVi4/c7mOdUppa2truDhcWVoaDhcXFoYhZJ7gjqqK7t6yLMbaGiSLosiyLM8D5DHGyWRSlmWv11tYWPjSl75468G7Euu6fumlV3rdQafTu3Pno9sf3q5jXVXu0V566fVnr75EZJJtbz/+1//b/4jGt25smBlJSdElHFMjhODuACSBxAk1AJAEQBKAmQFQgw0AJAFIAuDu+Aljgthwd0sCYGaSnOYSSXcHmSgAKSUAbi0XUgMnSALIA36CDTQI0PETZiaJJBpsAJA7SQERikrulAsA5wAD59AQIRyTBCCl5O5mRqATkIUgwJMnIbkEyZWEmkgpEXQJMIAAJHEOJABizhgzshWywjJmgXBTMiUDYJZlGcmqqpKnJMyiyqQ6eu2IzkqMyR10dwAul8tOBKKguyR3l2okwYhMziTW8hgjBDNLDClGkpKiHIAkAMnlDuFYSrFSiNEluSeXzCyEYGYAjC5AEgSHEcxpQUie6lTXYu2ok5zyBo4Fd7k7SLlLAiDJ3WvBhTlJ0aPTDQhiEbJ+ZsFMUkqpEqrkKSV3r2OskteuKKvdU4S73F3HAAQAqREcc5JSSnf/yd/BiX/6x+/94MaHNVs0BEXABOKnHHAAJNGQhJ+R4SkmUPgJQkTCCQHR8LTMQfyUSBE/QYKGJ0iaGRpsAMgcHpgygTBXEIwJgMEBmLxbT1qx7GqahalbVdRTg2Dtb779wcMjXPvEb7N/umQuMFNtik6iIcldZObuaKiBhrsDcA9tTH/308/+2scu5xBAfuFPvwxJCBKm01lZ1lVVt1qh0+sq69y8++jLX//u7Q/vuegppXKUFXm7342eipCjrKvRtJxV1lt89sVX1s5fms6qRw/u377x9vhgZ7XTBmxxZXXvaPLCSy9OJ0exLj/26gtLfdx4//1HmztFq7c0XFtZPBuUz3y8MBxsbGy4+/379919MBi4O4B+v59l2fr6ujWKoth6vPXBrRupHh0dPDy/vvbLb/1KVeHR1t5h6noq7999P89SO1c7syuXLm/vH3goTp8+c7A/ijUWF5flBMJof3tj42FZliGELMtIDgaDPA/BqsXF4WAwSClVVVWW5Xg8Yrso66rb6Y4n4/29/cFgUMc6WDg6PHJPAuq6Pn/+/IULF/r9fredzSaTvf3dL/3pF3a2t2aT0V//3G8///xz/aIVsnwynR6MRh98eOed6zc+9vobH//4J8tpmkxn/cFCFN67eaus02BxYam7eHi4b4G7u7s33nv72rVrr7zyYl1X4/E4z/NWqzUajWaz2XA4/LM/+7Pt3Qef+9xvvX/r3a9+7cvr59cODnfca4DyTqfb7fd7k8nEXcGs2+v5LK6fW7969dnh8FSwvN3uFkXbU8oZUvKyLGezmXsqjrVCZoIAmQXJg4Wjo6M/+IM/GKXNmBIRBoNFMqytnhmNxw83NupYx+jtovfsteevXH520B/GlDYePvjf/8k/RON772+YGSR3j6LDALi7JDNLKUliAyROkMQJSQDMDCfYAGAuACQBRLlwTBKDOaEGSUsCQBKA01wyM0kxxUTMSQLg1nLBG5JIApAEIDMBMDMAknCCAB0/wQZOsAHA3SEJcEOE5PTkADgHGGhm7g7AiSckmZkkAJIIdZDyLLNg7p7E5JDcXQ7UQEpJkrtHBYBoSBAMP6bAOtAyWmGBgVlgZgpKRhCWZRlJd0+xSlKVUCZUMVVRtVg7HOaiu7wRIYcAhBAyqEMPWQBAcKo6JpebZMnhghouiQENnwNACPLkZIAIQC4BM7eqTjHWKXmSO2RmIQRAphoAccytcIHRgwAieqzBKIvRE+Xuktw9CUIQdMw9gJK8UQsC59y9TrVMeQgZrbCsawhmAGKMs5hqQRKAuq5nKdVJzqyMKUWl5PoxuNPdSaaUmByCGh/+r38LJ/7ZF27+4MaHNVs0BEXABOKnHHAAZoaGu+NnZHgKAeIpcnoCwGMQUEN4Sg4SPyUSJH6CIIWGmbGBBkkAuSMFpgwBddsrQ52YAmIey6Cq8PJUPGjLC0QhxpDKyna29+4/3Ppoa+zd08XS+eff+JU6X6gYzEVEJ9GQ5C6z3N0lAVADDXcHIM9amPzup6/+6muXcwgg/9UffSXPsnbeKkLwmKrpzIhW0ardfnTrzhf+4lv3tndrT2Sqy2mrjtNqFtqtLM8yC4UsRB8fjrwougunhqtn81Zr89HGo3sfluPDSyvDwdIptno7R9PhqaUs+BuvvNgtbOvB3ZsffsS8fTCepiq9cOWF5y49O/VqVpcbGxtszGaz69evz2azN998c2Fh4fz58+12G0BZlkdHR5PR4cN7tz58/4fXrpz75U98vN1buX1n62imMs2yXO+88+3JZO/82bXXXn3tYO/o9gd3O/3F5eWVhcFSt7OY5+2qTJPJLJWj6XTq7mVZAuj1ev1+v6qmZ88MB4NBinE8HseY6rp2T9MU61iTPDg4ODw87HQ6VVWVVXU0OooxuaelpaWzZ892Ot3FxcVeN1tcWLh/76Nvfv1rd+98+MzF87//e7+3srJcwFNyC5mLj7f3rt94b/38hfX1y+NxneV5p9P/8N79zc2tVrdXtNsLre5sNnGlGOv9g52LFy8uLS3OZpOiKPI8H41Gu7u7q6urt27d+uIXv3hqZeHsmdNn11e+/o0/73TD7u6j5KVlIYR+u90GcHR0VNd1jDGEMCgWep3e2tqZtbXT3U5/ZeX0xYuXshBU+1xd1ykldycJIEJVOiaXuwM4PDp8tPHo3qN3b9261e30XTi1tLK+fv7wYHQ4OjocHbZauYWQUnz55ZeGw0VJ+3sH//qf/jM0vnNri6QnF3QMwgnBJKEhyczUAGBmAEgCkIQTJHHCzCDMkZgTnibAcSK5AzAjQTBIJOHuyd0N7o5GgrkgCZCDLgMggEAGAjDSdQwQQZAEIQJIKQFgBhpAypUbg8SGoJpyKXryOWUpAcIcCTPOyR3HAkAALmUGyiWQNGOgh4BgoImJniCnxChUlHvy5DGlEhnMAKQ5dxkahDw4jMyyECwEeqDnxtxkkMFImhlJyWNMLiX36KyctaMWa1fylNwhuXulkFwkJZnQNQshmBmORR1DrGMl1jAAAjQHl1wCJFogTcdcAgSSLperdq+S147kimJy8RjmDABBUlJypeRy55xRVIyoo8stIc3RzOcYEiylJAkC3AF4I8qTBEBSZmgZsywQDBYy5pJSo1Sq5HK53F1RqNOcx5SqCBchCVACIpM7pOSa0d1TcJhw53/5T3Din//Jrbdv3qnYoiEoAiYQP+WA4xfJ8BThZxCiEuZ0DHPBAKgBINCIn4MkABI0PEHSzNBgA0DuSoGVoY3pUjpozUaoy5alDmOuiqinVsdxebh/9GBr59b9ezs7+6O93ViWYnv92VeGq+cXzjxz4eVP1PmCg4JEoiHJXUAAoAYakrwBQJ51OP2dT1351deeySGA/Dv/5d/v9zpLCwuL7U4nC+1gC71+rzu4/3j/i9/47q3H26HfT0yxOpLP2jOfzspoqmI0oKWQJd/Z3GYelLUq5+lz66ku9zcfMdWLLSgLy+uXD8ro0md//VOXziw/+PCD733z++2FheVz5xEKxbTU6ffzYlzH+48e3blzZ3V1dX19fXNz86OPPrp8+fLFixf7/f5wOAwhADg8PNzb29vffXTn9o8Gbf3Sx15cXTlz79HRqGwdTJBluw837uzuP6ri6KUXX1hbW//+997e2T4IodXvL5w7d2Hl1JnhcJnIYnSvJmU5I+nuKaVut+vu49GBofR0bFbO9vcPut3OcLhUU48eP9rf308pxRjZSCnJGGPMsuzKlStnz54dj8ePHz+WV5/+1Fvf+953Nx7cWxj0f+nN1ztF4Sm9dPVS0W7H6AytWVltbu8dHI7qaKsr6+1ed3Q03tzdk4iQ9fp9VDGlWvDV1ZWqnnY6HSlWVdnr9dx9e3u73W7v7Ox873vfK8uy3WlvbNwrWhbTZGV1Yf9wM8uUtwpn22h1XVkIw8XFbrc3HA5X+6udVqfd7uZ5kaJCyM2ybqcb3EKWxTrWdRVjrGOsq3oK1e4ArJFlWV3Hmzdv3Lv/ztbWVr8/UOLy8uqVq8/u7x1s7mzt7O1U9QyIrvLMmdVWO4BqFd0/+1d/jMa3b20DSClJIgUIAEmAYMAJd5eEhhoAzAwASZwgiRNmhqeQBEASx0Q4TkRPAEgCIAJAAJJARMgbAJwGUj9GF3Ei0ACQdHdJANgACBBAigmAgkCwYfIAQSDBENzgjeSePLhDUvIkySyQlASAyABKcvdgIJykNQJhBqA2A0ElQgEwd0bzJ2KMJTN3zbnkkAOQXO7JTSBpZiGEIqCVMTcaUoAMhgZJSe4OwN2TWItVVOVMkkMAvFE6ooukJDgKBJoZaSFk5gRcinUsXYkBPyYhumsOgDEDqAYaZgbA3atYVzHVrtqZQAAkJUEAIRcISQRBzElySEBMiDUA1h5TSgAkRVh0Jk8APLkcT7h7gpJ8TlIRQi8LFoJcAORMyV3uySt4pNxdUkwpwbwhqY6QCEiCEjyZp5Q8ufsESa4gBPD2//w3ceLz/98Hb9+8U7FFQ1AETCB+ygHHL5LhKYkQfoqQKQFQA0AwA6AGAJrhKSYQx0gCIEHDEyTNDA02ALTcqxDqgJ7vL43v96a7LagwBtN0dPT2u2/f2n608/hod286s/ba5WdPXbwcqqOb3/6LwpOkK1eeK06tDy68dOHVTyYWSXDiCUnuAgIANdCQ5A0A8qzD6ec+efkzr17KIYC8/Jv/eafTbuWZYt1p5bmx2261itbW5s7d+w+ie6fXr2PV6bTqugopkmbBZrNZXdeBFut6tL+Xex2y7Gg0brXa3U57Op0QyDFNjjPnLh+Mq+WVM69//DUwPXx4/86dR1evXrtw8XJV+6C3OBlND/cPvB4fHe4/evRoeXk5y7Jer9dutweDQdbvu/tg0F1c7FdxOptNDg/37370/f3tBy8//4m15cuPNo7KyGmqndw8/P7DB3dbWVge9q9dvvTR7Q+2Nx9XdWLe6bT7UE62T6+dX1k+szRcqTVOMe4fHISQDYfLKfp0Wj7e3BjN9uSyYDGm3d2dEEJKLqquo7uHLBgNAI1mgSpms/HK6qkXX7p25szKdDb6+te/Ojmsrj5z5cHDe91O+9Of/tSZs2tVVe1sb6aj8rnnn+/1u3VdpxQn0+mDBw+r2i5dfr5Sdn9jc1alQbddT8e54fTq0vbOzuJwmOetBIWsGE+mnXan0yr297brctLKsh/94PsZs067e3PrAygWGa89d9m93Hj0sNXtDAYLC91+tzMs8oUstLPMYipDlmAZmWWhsJARWRbysqyn4zLNVNVlTDXppMAUQrDMQhZozLOQF1lRZO+/f/PGjRu379+Wpq2O1+W0lXeWFs7GWTGeTSfloXsS6qKV9XqFlEgpx/Uv3kDjG+89BiAJACkSJ0jL8BRvANAJkgBCCHiKmQGQZGZoSAJAEgB/TIRISgKQ5ABIApBTwhxJEIlIKbk7AFkQIMndOSfSiBOCSEpyd4BzZiRNMkkpRgBuxE94NIKEBDMLNEEk3eVCcs0ln0MCJQGQRGQA1SAFOq1BZB5CoJlbcBKSQeZOdyS4Gi7VYPJjkpLmDICk5CnFZA2SOVXk7GTB6AEymCQ2UkokAUhKQkyqXVGWxCTMxRjdvZaSAKhBydwlKISQUcE4BzC6uyDJSM0hCZILx8xoAiQBIBiyIJegKtbRVUavkpIzuQMwM0nuMiNAEi4RAAnJISeUkNxinWokuebSHELtkDuAmDzJJAFIc5QANQzIBNIkAXIXBEFzlScnJAFI7gmGE1VZSzASQIyqKp9LKbnc5aABEnDzH/1NnPgXX/zwR+/frVmACKoBA4ifckB4iiT8jACAJBoJEIUTBEwJgOZwLNAAqAGAJIhjJACTIMyZGQEQoIhjnDMjjrEBoICSWR3Q9aOVo9vd2YblFqyA2d17H/3pH/+//SJbGJw7e+F56w2tdyp75uVCk9vf/uL3v/yFPNVUOv/im1q4cObaG2euvhRDK7kLx6gkd0cOQE/gmCR3lwTAPbQx/Z1PXv70K5dyCAB/97/+hzvbm2U5i+UsVqVRcKd8tH+wvb2dPBnZ6XR7/V6sY7vdUiOEUJZlURR1XZ87fXq8uzudTj2lLM877fb29k5ZlbE8aBXtWFuseeXKlc/+xq893rz/1a9+BbBurx8s39zcufbs85cuXdnd2T0YT7Oi1el0nnnmUpblh4eHKysrO9vbnV7vaHQUAmfTyWQ2kvvO7naKD9987dozF1//8Pbu/kE9npZZNzzc+Gj36L3R4f5wcfjJT3wcKV5/+53tnc2j0ZhZq9PpltME5UDWKrrD4dLamaWtrc39/cMQsiuXr4WQzWbl3sF+6ARJIQSj7e7uWrA5NdxdEsm6rkMI7Van31m6+uzl4bAnxIuXzh4e7X7hj/9o8+HO8qmVyWTc6bR//bOfWVtb+da3vvnqq6+mUfnDH/7wYx977ezZMwcHB6PxqNfrLg7PiN2dw+nG9p7ATp73W1m/lS8udrY2d5aWTx2Nxp3+wmgyhYVer+91PDzcfvXl59aWT02ODh89fHT7/bv5aqfTznvddqfdrupZnucuMrCAYp3VJaVAWsh8NjssoybTMssyd6/rOJvNALTbneRyqddr02QmQHUsy3JW11Vdl1tbmyHj1tbjhxsPDvb39yZHnQ6uPbdOpP3tg/2tqi5zCUIqioz0vAgh0BVbrTxZeu8rN9H4xnuP0eAxAcKPUTAAJHFCDQCS296WlQAAIABJREFU3B0NM8NTzAyAJDNDQxIAkmiYGQmjSEoC4BAAkppzSnhCQKIAuDuABArH3D2QBpkZGolyCcKc5GwANAsSvQEgicJPOOBmBAigBQMgySwkKKUkQHOwWpZSkuTucgOIhuhOB+dAsONFCGbmFuSoXQCCFOQA5e5oOOnylJKkmOQIACT5HH7MzHKqyNkKFugmN9icJDTcHT8md4+yCIuOGOmSN2q5QwIkJUclc3e5bE4RkFmYIwB3SWaWUqIJQDADKMEsqIGflZQSbFZ7Fb1OiikBIAlAEskQgjdwwuWiYgQQUlREAiAozinUCe4uKbkqN3fNpZTcKGgOc4Ki8BN0AEaTFJWSH5PkUu2YCyFI8jpCAiApJdVu7p5SBMDoAhQYoXf/h9/HiX/+5XvvvH93hoJEptokgviruTt+HpIAJOEXIomnSELDzHDMAQdgZmy4opmRRCOAAEiaGUkRBapkhYDVw+tLsw9ZtDK26HHr8d1vfOPPgnWVX7RBJ2RK0yI7ddqy1O/hwXtvP775Hur9cRhcfv6X86x1/uOfbV9+3aBKQVLu08zrmXXQkOTuckhwdzSSmHv1ubeufObVizkFOH/tv/j721ub7j6bjAJRBAIyj+XR/u7OblmVEooiL/Ki3+8ra/d6vbIsJWVZZmZVVb3x2huHe+P3btzodLvtdtvd67peXV1ttWx7c2s8mjx78erSQn/QC2//6NvLS70rV849d+35yXj64MEjkhL2dvcflzapMR6P8zwvy3Lj4cPXX399bW1tsrs3nsyWhkNa2Hi4cefOncFg8eVXzlx99uzebtzZqWcVptWUodo/2NrbfE+uWZ1S0i//8lsXL1386N79vYN9HcN4PD44OBiPJ0dHR0WrdfrUcGd7ZzKZmgUotFptdy0sLS2vn6urKrmb2f7+vqcEctDpwtXpdJaWllqtVrfXLfLCXb2in1IE07PXLnd7xXe/+60b7707HU/LWQU4kK5cvdzrd46ODouiQJV+8P0fXLh44dzZcx988MHh4eEnP/XJF55/o47th1t7g1Mrs7IM8DQ7evPVVyaTcZZlk+msctV1OprM+v1B3iom0xFZvvLytXNn1wrLvvPtH1SzOut286KYzsp+f2Fvd/9odLR+9tzuzlarpbpSrMPe7tHbb789nhxduXxp5fQ5klludT1LXlXlrKwnKdVH1UGMcXGxP56MDg72Y6xms+lkOsmzTHAzTqejo9FRp1O4ZHkhVBfWV1KatrLu5FA7W+OtjV2lVBR5r9cFU4z1eDwmxcw33t5A4xvvPQJA0sxI4QRB0kDKHYBAAJrDMZ3AX0ISDTPDCZKSo2FGMwvGOUkAHMKc5gBRgCQ0IpFSIgkgutgQFEgDjNQcVFMSXA7JXQCMRqOZQXR3NJIoQRJJUYLTjHNC4QFzBCTRXQ6AoIMJwd3VqCNdUMPlbgIJAmCXBeGA0yAm0iRKJGDQEwBolOSS3JNbUnAdc3cZJQEiLaPyYAGSksGDMbNjBAQFM8LlDokwpyUxOkq3lJI3ksshAu6qXFMESSklkpnknmAEaaCBAMwsmHmaETAzkHQYKYFGd80FC+4OIKlOYoRVUXXyOtUCXQCNAkgjXUrukvwJKck9EQgQE+VyCZ5SYqgd3kiuKEoA6I4IByAJgAR3yEUSgJkTECSXC3WMKSXMkTMHBDO6i0ryY5IIS87kyd0JBkdSSkCE/+Af/A2c+PxXHrx966OZChKZapMA4q8mCT+PJACcwy8iCU8hiQZJHHPAAVgDgJDYQCOjoWENhwpUyQqQq4fXh9PbyFsZW/S4vXnvW1/7k56XR+ls7A/YLqZHRRXLMk7Wz632WD9+/8aglyb5Um3LvU53VAyf+/XfH66cnaFVO4LqzGMUntATDnc9ASCJuVefe+vyp1+5mFOA8/W/9V9tPX7U6XQ81gHuKRFqmfvkaHd3dzabuXtyb80VBTqL7XZnPB63220AZpbn+eVnrvX7p3d3dmKMdV0Pl5aevXo1y7MyTu9+eLebFb08z718//q3g6Z/7Vc/+WjjxptvvPHWW291e/08y/K8iCnuV9nhrD44OJhNZzu7O++88+7Bwf6pU6euX3/39q3bUji//kxZ1nt7h2+8/ubzL1w6GB3t7ld7o1QnkLWn0fXr3612HvcHi047e+nyS6+9Xolv33jPglFxNDq6/MylVjcfjw4XFvobjx+MN3dJbG5uxahetz+dVimli5evzhhcMjMA+/v7586de/PNNxeLjqS6qsqyHI/H7h5T8uRn185eunRhdXW5KMKP3v7B//OHf1BVM8I3Nx8PBr1WqyirqRmGw4XxeMzko9G43xsMBot5nvf7g9dff2NxcO7e/d2DyfSV13/p0eaj2ejAq9FzV545PBxnIbiZy6LQand7vf6sKhNLYHbj/e+PDnc6rd7FC9eCtTr5Qll5VDgcz/b2j5YXBp2i1W4xb0VjXuTtGHVwcJhl2XA47HaHAq7f+OG9e7fyln74o+8sryz+yqff+tNv/ruzZ8+eOX363r27m1tbZVlmWYCUZbkZDkcHs+k4BFtaHp46darbXUypLMvx4f5OrzNIZTg6rDbvbufMSU6n0ywLFjgZT+q6ytvYu72DxtdvPgRA0uZAACTNDALdzUwSAKcJ1AmXcEISTkhCg6SZ4QRJowChwQYAM8PP0gmSAirB3SUBkETSzACwAcAbkWjI3SFKYMPMSLo7GiQB6AlAxBxJzKUAwEjMMQHCz5Lk7qUHgXoiITmikhNOZPBgxzgnBZq7cw4yOACSANxdEkm5EkJESClJcnc8xQAKIQQAopPRgMJCzqDgmVlGp0cIQAZAUnRNwOQOwN2TB3eoUbmmIgA1sujuQmCiHBQCAJsjCtVsmFkGBMDdzQygRJ+TY07RySSrk2pPMaUEq5IcJAIAuQA4MadjnlJyuSdIJrfa3OUpOaCEEEV3T8ndkxQBuhsQHHI5JAAxee1wdzQMiYAkkoKlpBijpCTNFCRBkFxIgOYABIZY1pLYAODuAGKM3/oHv4cTn//Kg3du3S3ZApSpJgESf4kkNCT8LAGQAAhAACn8ApLwFDNDgySOOeAAQggkMUcnCYANE54wM5IyFKqiFSSX999ZnNxWVuTWCvCtR3cPdj78xDNLX/7u9lYEu53796Ybd98rY/3qK6+GNKv2N1YXYr5y9aAepOmkLHqzwfqrb/1Wa3m9VC7AlExRDQCac+opDsu9/K1fuvwrr5zPKcD5zGf/rlLs9XpUinVJeWYsiGp0sLe3N5vN3N3MUkpFUdRZt9PpShqPx71ebzAYpJSuPvvC+vrzVVW5e4yxqqqiKEhaTrgunzvfC6HNcrT/IEuj+3dvnlvrXL58eXl5mYTkIYRWqwVaUbT7/X671ep0Ov1+3+Uhy/fieDqd7mzvbW8f3Lv7cDat19bOzCp7/4NHdzZ2p14wy+Czva07H33wrk1mYMi7vazbG545t3x2/bs/+OGZ02f67dbm1qNz62t1nD5+/GBpaVDVM0zLIi/yrHVwcGiWpajd3b2Lz1wtmVdVVcd4em1tdXU1hJDn+XJvAFdRFN1udzAYDIfDPM+zPO/mRVVXRpbl5KO7dx4+fOCeyno2nown01G32+n1OuPJkXt899136VpbW1tdPbO2enowGMbaFxeXUh12d8vSFWnDU8NUH6XZ6OrFszdvPzh//kJWtPNWq6y81+9XVTyaHC0udbK8/N4Pv/L29e9D+dm1ywsLa0ut1VZ/OK1Df7i6uLgQZ+Px3nZgvTt6VJblxYuXBoNBOU1nz653Or2cHVeq4+Tz/+If//pn3/pH/9N//+prL3z2Nz/9h1/8N91ONy+O5Xmx+Xhrd2+33eqYhfHkqK7LGOvF4WBtbaWqqvGoLFoZPB3s7gXmrayrFPY3j1AbgLquJc5lWTadTvOQNm8/ROPrNx8CIGlmwQwCSUkETDAzSSSdcAkNQS7hhJwA0VADDTNDw56gAJFUgyQAkgDYwAl3l0RSQA16Aw13ZwNP0RxJQIDPScnFhpmRdHc0zIykGgAEkJAwZ04AQoMShIYknJDkyADOueTR65Sip0g4RJc1AJhgpCQAJIwUfow45u7J3cUkA+DuktAgqWMO0EiQNJDRhIzWynIEZMaAlBEGUgSgY6hpEtzT3ESoXMd8DjEGQAAkBYeI2lOEuygQc6SRQdHM2MiBIstIAvCU4AJJPFEnMIrRGd1jqiOsSnIZYZDcHYCMAiS5XBJJT0rJYkw1fC6lBLKW1Q7JSbpcqqHgTslEJE/uDiC5BJOUUgIgTwJIAnDRHSklADGl0vWEu8xoZpJiSgZ6EgB3ByDJzADEGL/23/51nPj8nz9499a9ki1AmWoQIvGXSMLPIwlPCYIJ//FIomFmOOaAAwghACBBwxMkzQzJAZA0M5Iy5CojCzNb2nt7OLmNvJWzlZk2H3108dzglQvL//hffmGaF93h4P5Hh14fOFp5MTja3zqzyGtr6fE0TPNz8ehgXFXj1qlssP7CJ/5asXy+ZkYBSu4uCYAkwCC4uyR3F0Pu5W9+/JlPvbyeU4Dz+d/+z1JdhhAIxWqWGeDuMXpdzYUQ3L2qqvF47O7W6nU63U6nk2VZauR5fv78xWeeee727dtlWb3++seGw+Hm5maMMevkG3fvLy8Os+iLbTz7zNrb3//6hXMrF86evnBhPaUICHAwkSy89rqq52LMQkgpSer2umlQdFrtfn+h31/o9fpZyEnbO8D/9W+/+p3rH3ixaHnRbfNLX/iDlUF3urc3rcpOv787GikLrYWF8aykYFGtdlHV06Oj/RCYF5xMxi0LRrp7v79IhE6nt7q6euHiZWexsLDQ7XaXlpaGw2G32zWzfqsDqaoqSQDquh6NRpIMiaSZpZTyPCcBimYgY6okv3v3zle/9uc7O5sxpvF4dObM2aOj8ZtvvLWyfLrd7p9aWt7fPqoq1eTg1NKsmiz0i73Hd9fPrEyrVrfbLTrdmFS0Ow6rqzgeH66eah+MH3z921/46P4H/cHS2XMvLA7OtOrBwaS69rGPL66e2d/bKaz+wde/lKFcXFt87rlrW9sb3/72d8pZffXqi2994tPLS2fa7eLf/J//x7//o/97uNS7//DW6TPL6+fP7I43AHa7PcLOnTs/nc5u3Hgv1j4YLLjS/v5uSnXIeP78udFo5DG1Wy0C25s7nbxDWB6K6VE1PpwBnM2qbqdX16ndbh8djZeGxYMbH6Lx1Rv3zSyEYGYQIAHgHBBAMwNA0i25XBIAAZLQcJc8J4mfR5I1AJiJ+Pl4AoCeBkbSGzghCQAbOGGA0Vxy91py/BRJAJLQMDM8IRhgZngiRQCSACTS8R8yMxwzACR9Lnly1J4qj8nl4hwaJgQzAJJcggWS7g6AJAD9GFKSu5PECTPTnNHlAOROI4mMFsCM5vBgyM1zIjfLaAAkhRAASPLkMcWSoRIgxRhd9GjuIuHuBAREKkpJc5AACIDcSQIgWZCBDCHYHIQUSZoZADK5UDmqqKiUPEVnLbpImcvRcMDlknCMANwBWUwqPcaUYqwB1mIU3D2EAMLogFWlx+gJcPkcANIc1JzL5Q5L7mrEJImSAAhI8jlJLslBmICUksslAkgNdwcQQgDw1f/md3DiX351493b9yq2JGWqEyX8XMTPIwlPyYQg/McjiYaZ4ZgDDiCEAIAEDU+QNDO60DAzkjLkKiNzs3Bq/+3h5APkrZwtKG4/vnfmzGChE/7kyzcPq9nm1v29x+XW7s5oGss6X1tZePm51b/9q5euf7S1OVvM6ulkNtqaIGbD3vqLL7z1G6G/JFntcnc0JEGU4O5qOCz38jd/6dJbL5zLKcD54m//vU6nU5WzajoJJqUYq3IyraraJXU6nVZjMpns7+8fHR1lWdZqtYpGp9Mxs6qcldPJeP+gyPOLzz67vLx869atwWDw+sdfrWbl2qnVnOH0qcE73/v6+vry+tk1xpZ7KlohBBStLM9DCNYvcoNIZlmGOTILIcaoOpZlWVVVSnVMtZSKotgf690Ptx8cVrE1bPcW9zY3zi/1fXLwb//9Hz7e3hos9mFQZkW3gGGhN+yE7tLScGFx0G63+r1eyMLCQt8Cer2enFlWQKzrNBgs9HoDyKqqMrOyLOu6DiF4Sll+bDabZVnW7XbNLITQ63ZjNTYz0kZH45s3b25vb585c3bl9JmYUl1Xrnjz5o2Dw71Tp07duvX+xsaDlPDC8y8///zLnVZ/YeFUsOJw/zCmVIOtfjd6uTgoHn508/GDO7/+G/+pjMYsSVnecliScmJtMTuY3PvwwQ9v37nx0f1N+cL+bjy//Gy+MFR3cf3q1dFou21HabTh5WhGXby4vn+wfefOh3UFeev3/8bffnT/UbfT+fJXvvjBB+/VcTKdHZ49d7rVyizEqqqLol1XHkIeax+PJ8ZcgBRTSodH++vr50KgeyTqalYtLiyVk9qjmzCbzqbTSk6zMJ3URdGKUVlWVGU0TQ4fPUbjqzfum1kIwcwgQDKjmREIoJkB1FxILpeEORLEnLvLJW+pgRMkAKJhZnwCDogNPCEBBESjngAkAZAgucRIuhzCT5AEQIAkCAgggmg0AO5eQQkNCYRcAEgCcImkkQAIBNFIHBOUAJAEUAsJ/yFJAAgIgjBHWEoqUx2lKDmCuwABMCGYAXD3mDwxBAsxRQBGAyAIAAG55owECQiA0SQlIskluTtIAIEMYmbmSmYI8oxeGFshC3NmIVjOY+4pxVTDhACirmvJIoO7C5AEKKYUoSiPkjsluTsAd7jcGplkAI1Gy4w5HXNCoyZDotVJ0b1OsYqKsOQgTO7JHYQDDk/JAVgwSJ7MHZJVSDFFT+7yOiHKAFkI7glIkLkj1orwOZI6Bllwyeek2ukud5cUo4M2l1LCHOUuyefkJhFASqmKMbpiigRdxzwlQWbhm//d7+LE5//8wfUP7ldsAchUiyYQT5EEgCSOCXD81UwgfhFTAkCCJOaUAQRAI0GF5JYAEKAZwSCQxIlCTtJoJEgmskgzMcCyzt57xfZ7+6Oj3d3D/aPx7v7/zxecBmuanvdB//+v+36e513O1qf79DqbRhppNFpGkrXhRZKNbAx2JalAYmwHTFFUQarYUhV2SPkTfIcvFJ9SFLGdxGWrsCkSvOCSLVubtdgeafaenum9+3Sf5V2e5b6uP+95W0duiMXvd9B7vHP35oMHB90wNHW9vb2ze+H8ztYWkevNs/eOhme3hksbmM8WlRFRHh4cz5aI+tyZZz743Kc+19fjcAECECEpGEYBgodLGpgzh8995MlPv3C5ooDg+3/yF+Xedu2ozt1ykaC6SkxN7/bw4cOu6wA0TTMajSaTyWJ2KGkYhq7rwn08HkfEmZ3Np5+8WErJObv7bDYbhmG5XBZfJtqzT7/nox/80O3r13a2R1cunkk5Je3mbBGlqhLNaXIvQnIXgKqqcs7z+Xw8HueUNxaaTCZ1bbTItZF++/aN775xbRZVTPewuafUjGjjGIajh/eO7grY2BqPpiMmFyNVqUnNJG9GhJdIKYEoQ4BQKu4+Hk8jlFMdAbNcV3XFVNd1RJCcTqcSzCwUABaLxebmJsmu6w4OD4a+X84P+n4gWYpDNhqNSRZkpjQaNcvlwkzHs6PXXnv52rW3Hx7ef+qpZ55+6t0XLz5R5el4tHX/3n6dk3upJpNlGcbTyrvj117+xnueeXJ7771NUy/bYbq56aKlarZYXj67+/S5SWpm1Wb7B1/63X/8T76ws/vuS+ff++D28Y98/qcPHYsodRNvfPePr333j/vFQ5tsTzearp8/eLBf5fHeuSdGzfbNqzfHozpV9sabr2xsTD26YeguXbzQdm3pSylO5Loajccbw+BliNl8Xkohowx91eSd7c3ReNwv97u239k6t5y3dapK1w9Dmc3nATbNuO/cXXU1GoYYj8dnNprvfOPrWPuTl6+bGcG0YjBESgknaGYAzIg1rQEQ4FBEkATgbhAeEQVAawCNGYCZkTTKjN8DMBQRIEKSOYCIgCCYQACxIhUKAkgAyWm0lVBIMhPJkIxGEicEYFCUcEkgE1MOCwVAAAUhwHjCwARihQRAFQCSAATxiFaAgAEQTojm7iABGCBwcPWu3uVBSVjLpmQgGRHF5ZGgFazQiFNBiWKAEdmMcADECck8NCgcEokgQVurKEAEpQDDiMpSk6oqpypHNiSEqZgqiRKkKO5DeAEDCZYyBykAuHvrXDjDIxQAS7GQBJmlxCCFNSPrRBoVQTKFmxFCRDit8yhC7xhKWKBIg1wEERKKWETBjPDi7hHS0hEgAV8pkuhUDwGqFTxhihOCJESEAgU5IIdcEe4AFRZByUGHEArI4Nmlgui9KETAPSJ8iBjIYRgkrDgtXFj75i//NE79wy/dfPnqjZ4NgKxBNIF4jCQAJHFCQOAHM4H4/2MqALiGEwkgAK4pBehYMzOCFEhiRQLQQGZGEgBJJ2tvBUt1c/CdL772xd9cdl3K9XTrzGzZvvL669OzZ3fXJpNJXdeFOnz48Natu/eOhiee+8gkuuHB9Utnxxe2qyoWx/P53UO1fVMmF9796Z849+73UYa1WGMY1txDUmGqWD73kSc++fyligKCH/qxv9Mu5zSRKl4iBhJdIJijdNEv22VnVVNPtjfP7aUapZRh2TJ0+OCgouWUNqfbP/SRTzdN4+4A3L3v++JlXPfd8Z0f++T7r5yr26P7Z7a25/M2rG5TXYpLNMuEmWXARAjQiaiqyj36vuu6vqoSgGyWIR+GJD3c37/z4IiTMwPHNjqzcWZXGIbh0H1msd22bdM0klJKkkaj0dmzZyzFMAwkc85VVc3n87qut6cjEiQjopTCtQj1fen7fj5fKCShbTuzlHLkbGZpuVy27XIYBneHOK3Go9GorhszA0Ewwpfetl3rXmbz46rKpQzu8e1vfePo8MbFS0/8yz/xM7naynlztoi2jSBSbSkZw6P0Bw8fXH3jtaOjo1SPt7e3J5ONnZ2djY2tlFJdNZd2d85Ps42GqNrf/cPf/f0//NJ0+8KHX/zk3dnRctb+zE/99L07tw8f3vn2n3/l7oMbVfY6eb+ED9ViVoau393dcG+HNixV/TBMJpPBdXR0lHI92dg4giVv/fjgTFPtnTm3s7Pb9X6k5bKfP7h+M5aLRKBKGI1QVzsYDVTnMQSyZQuOrLJc1+ORkVWukuHw4MHGxsb29vYo87e/8AWsfeWVm2ZG0szqbEaZGdZI4hTJiJAEQIBDEUESgCLhVEiCHgFozFizFcqMKwAIJHAFQCjCHEBESApRIoBYkUSsmBkAU1JoJSJApcTHASAJwCUPDwUEs2RhEYG1ghBAEoCBCXwEAOEAJAEQsaJHSDHhlIPFHYAkSCF5sHeUkAdDwpoxzGi0kIp7CZNEEt8nCRCREjONoWxmcHxfwD0KwwHRKAuPUJCszbgWEUIAbkKGVTnljKZKdYJBCSkxAQitxOClHbx3udBUrKpkNEERKh7hJ0qojSb0PUCQeISAGbhmZFYYaWYR4UDnXhydayghh0NDeBCCPDA4iuABKCSZWUids7hHhCTCCBRpkAOqRTOaJTMTBJ0IyV3FMbgXyhURDlg4wwkKDACSAEYxj+jC+zIoAEESgCGil0hGhK8IEYoIAH/6y/8aTv2vf3L75as3ejYAsgbRBOIxkgCQxAkBgR/MBOIHkpTgWCMJgExYI0ESFCiSALgCJBHEIyQrysxwymlNtIJZVbdvfvWNP/pC1YzavuR6fLxYprqJupF0eHh0dHR4fHx8//CAQJWaND17/ukXtjb2qljm7u57zmMrHbfL9v6xtS2vH/Qv/it/+8ILHzVlAFqLCMiEE+EhqTBVGj73kSufeN+ligKCz/1LP9d2i77vp5NRVaeUWNXZrJrPF8cP96Nf5JxSPY48smrMJqeUDMhm3g6JFu4MvOuZ91ZVRXI8nkTEaNQsFotJE2r3//bf+PF/9Sd/mLFAPyyOO1l12LXuMZ8tl8uulNK2/XLRLftlV4ah74dh6PrezAhEKGCAEAEvCbY4nt26eWPex2T34va5J4c0Vaq3z0y9HD/cv3nvTnvmzJnd3d3RaBQRJAGMxlVK4e4AI4LE7du3U0qX9s7NZrOjo8NSymKxkATAPUoRyVIKwGRppaqq0WgCYBiGphmZcXNz0yzVdZYv+r5z93bZLpZLRZgZK3q4GfphePva28ezg8uXr7zyysv37tx43/MfeP/7P/Ldl6+e2X1yc+OsR6qaOjdpPB7NDg/Ch9nx4csvvTSbHad6PJ/Pq6oCLKVkZru7Z7dGo0tnNvKoP3tp8ub117781a91ffrsj//U+1784MZk88zWzj/77X/2B//374zH1jSw7MOwLH2q08Z4tL2xsXl+7wyot968ev/Bfl3Xyaq+74coFy5cAnlvcay+V7c4t7X9oRderEYbi069ln13fPW7392/eZOMXFUloS3DxY3ttgyeM3Mtly/7mqmuR6kZkUiWck7dcnl8PBM8it9++w2sfePNewBsrUo0agVrJHFKa1wT4FBEkMSKMoCIACBIOCEJoIIA+AgCEAAzI2CCmaWUQDgLgIiQ5AGJACQBIInvk0UIgFYQpEiaGQCuSSKpNawRBFKsAXCCxoiQZEBmkkTSzJIJQEQAECR8j0AHcWoIeYQkAIrwCCENwcHlQoQAkAwJhJlJGoqXCAAkAYQEQCESoTAi0+qUK7PE4JqthAgM8CKFIEcphWsp5QgBiAiaQFmILjOKqhKbxKapMgiAYCggUSpiO0TvAYYZq6oirWJUdAARUTxabzw8QhFeIoIgADJCNEspcS2HG4k1QS7vHV2JocRQbAgfwoMo4DBEIBWwuBQOMBQKBak1nBAgCgAJUUEypZRzBhDhEiQNg/clhog+ShCKkOCFkglwxIqZSYiiwd2pIVxuhEX/mLkrAAAgAElEQVQEyeLRFxcQEZKcHhEQIuLL/+BncOp/+8qdl6/e7NkAyBpEE4h/gSScEBD4wUwg/goktZYZOEXSEvEYAgRSSlgjkEScEEk7IayRBOC0JlqBzHX75lf/4nd+dbq51Q2e6/Gi619+7Y2j3mfHx+PxZDwenTu3t3V2dzIeeVFUW8fezNu00VRpeftsdfjUGYsYjpdDKnjp6t0Xf/bvXHrxR+gJa5IiwkWAAGLNkWoNn/nwlU8+f7GigOAzP/rzXbfMVTZThCdDrrNJaPvl7PDw/m3IR9ONerw52tjxnMtQtrY258ezSTPuu67OeTKe7u6cv337lhd/5l3PjMfjoR+OZ8ez43vd4d2f+5s//u/+/F8ry8NEJquZKjEm4wktKWiWU8oAl13b9W3XdaWUxWIxDMNiZdkeLIcow2LRdst2OV9cv/Z213X7B8c7e1cuPvO+S8+8cO/h0RNPXv693/utb33rK9ubT3z84x8fhuHKlSsR4e6llPE4p8r7vj88PGzb5Xy+ePBg/86dOxvNBoCcq6ZpRqOmruvRaFxVVU51SglAVVdVlUajcV6xUV03W9tbdV1Pp9NXX301Ioa+TflIiq7rIqLrurZtJT08PHj7nbeHUu7fuzebzdyjruuUUt8OFy8/8eyzz7/6+o1Ll565vz8bBlmVcqZ7aRezpspPXL741ptvNk09RJJ8NBpFBIjpZBIRe2fPbk3qM+easxfqv3jpT7/1zW8C1dNPP/fc88+GUpUn89lyfjR7uH/nrTdfnkyb+dD3Xcirqt4Y1ZO2bWHshkXXdZPxZDY77ruurpK702ywkqjtydbhwSw1W53XkSfELJaHWYi2Z5RcGbMGHzZMbel7MJjCo2FVKYVUCAkkLSWsiAJCnN99E2vfvHofaySzwSiSWDMz/FVEBCCJJACiAhARAEIShEeECOIUEYAAmBkBE8yMK8YwB+DusSIDiDUC2RIAd8eK5QhFBElQQJDEKa2ZWTYjCAmAQBcjAmuRqDUAFExwd5JmVlcGICK0AgnfIzBoANwdQAEjQhIAQh4oLocNrhKMCAAkS0ggAEEhOcLdSQKICKyZmcINSGAG65STBcmcs5nVkpEFURAe4UUKkSCJ1ERopZQCBg0ZzDBJhYRKpipDnayqckopIuSRAacNzt6jK717VFWVc6oSGoOlRFISRfeQYqUNDO4KCfKQmMxMEslKYSQAMyMjonRFQ6A42pJ6L3344KUgDcEiFrHvCwlAEaGQIJySnFRFS2KVEixCshUSAElJxb149AMcKlAJV3gEIiyKCligFayFR0huGMJjsHA84h7uEqAIAAW9R3h4RHzpv/1ZnPqVr919+eqtng2ArEE0gfgXRAROCAj8YCYQfwWSZkYiIQBIAkASDEA4ZaKBZoY1gpnECmlmJIUCgGsAnNZEK5hV9ezVP771jd9JdRUyMd9/eHDt+s2dC09ub29XVe77YTabHS+Xs+PDqhqh2ZnsPjnaPHP44O6EXdUfNGVx+cKmYb4Bvn7jwdOf/df3XvxRKxlrWnNSIAB3l1Tc6ug/8+Ern3z+YkUBwSd/7BcIndndWSznZLgXEtH3o1BZHj+4c31+dAAYcl1PN9NosrW1MwxDvZKzJKOZpQvnLg5r21vbuytnd99444133nnz8O7bv/C3Pv/f/Wd/15dHd27eNDZ75y8O3cFi0dV1kyxH0CzbSmJKtGQpJYK0EzQetg5wGPzaW9e+8Ju/df/+g3bZ7l28sLFzLk8vnL38ns3d86++9p1f+7V/eGFv58Mv/uiNGzcuXbq0t7e3WCyGYTg8POz6WdsdHK4BGI1Gk8lkd/fs7sa5qq5SSlVVGc2SAXCPKo82Nzen03FV55RQVZV7mS8PXn31lel0urO9LeDWrVtd11VVCp+t3L5zx0vpun4+n3VdnyoDNAyFzBHIOS/mXdsuhz5fvHR5Ot3d2b3gkR8eLCw1TIDKYj5vF7Od7c0q2/zoKCWbLX06nbgPET6ZjqfTcV3XOeULF85tbnEyGd68+hff+YuXPvD8h6l6QFfC7j2YLZclej9+eL/M55bQJXPHUEyqac1kspWrpvN53y8NiohsKEM3Go2GoUupU4mUR2GT3cvv2brw7KyvyvGN2YObi8PZpG5qou+OhnJMDTk6ZCtMYQaRg3JYrnIAAkUrgb6U7a0dB2az7uitr2Ltm1fv41QykiBpZiQTRRKP0Rp4QhCEFYEAjARQdAKA1sINK8QKIZwiAIFGIwEGB6zphEEEVwAwkQAiAoDMIIQCa1KQBEASgKSIIFmllCxhLaQSIQlrIboHCTMTIIV7SLJkNGKNKwBxQoAAF1bcCwAXJOF7JBFggO7RC4NHcQXowRWQACJCkitKREBSACBppCQDEljB6qoyRjImKoEZMGNAIYXgwVCQRsBpkBCiJCAQBAw0MyCMIAISGTmnylI2S7TwElKIHhqMQykAzSzcCQJIKRGqrZhZThmAAuHxPYLTIoKgAIWbcc2AUIRLJVRK9Kj64n2gL+7IbfFF18ssIowGyd1DKsQjkihPUGaqUk5GmJGQECsASYMg91Dv8JWIEuFI7lDIPUqgQCVCxEpGgAyoHwb3yh2SIsIlFzx8haSH3B2CpD/4b34Kp37lq/deuXartxGBrEE0gQAkARCItZAIkAB7PCYHiL+kMPx/WAAwGk8ACKxIJAGQAASANAAWkUJmhjWSxgSApJEgEwseIVZIUBBYMY6uf/e7f/Tb2yO0vSvVt+7tH82WrCdmtlwuz5w50zSNm5XS52qM8Zm7s2BudqdV9/B27hf9Yrk5bi5sV1uj8ubtO8/+yN+4/IHPmoi1CK10xgAkRYSkglRr+MwHL33yuQs1BQWf+My/NZ2OU05d19LCvdCAwUdCWRzt37rWzQ4BDCFHYqpWRqNRMxpVTd00jSSC3aJdISlpOpme2zu3vb3ddW17fP+v/fSn/8N/7+e64wdf/8pX+h4/9pnP7N9955WXX3n/Cy+cP3/x1o07ZN7bO9+2x8t2Nh6Pq6pyj5WmqVPKAypYJtPb79z8R//oVx88PB6PJrvnzjis2bqSpxcmW7vH86OvfvkPn3/fu3Kze+vWrStXrpD87ne/u1gshmFISVvbo+nGRlVVGxsbVZW1EqrZ5FyVMjTNaHt7O6VUSnnzzbeODudXnrh06dL549nRbHboPgylm7c3rr19dej749lMEaPRaBhKVVe0VEpJKbl727Zd16WUCHjxxaJdzNu+j8lk05j6vgx98/Sz725G03N7l2/evh+qklVMQPTD0DN8VOf57LhKXC6X1WgbiLrO88XR3vlz7v3Gxnjoyvmze+MNjcfDa2+89I2vff2X/u1/f//e0R/80RcXg5fUmDXJMpZtKm02Lo1kbsYbjrpEtXf+6QsXnzyY3z883F/M500GwodumYkyLA2zMnjKYzY7F57+wN4zH25tOhy+vX/rWrscdrfOZJWHd64dPrhusUzslVIvIVcqkSJVMICuqEfjbvBFX2DV3oWLlqr54eL2t34Da9+8eh8ASQAkAZC0E6xMJPEYrXENgCQAknAqgIAASIqQwvCDcQ0rLPg+GWD4qwSEU3qMrQGICJLJUk4JaxHhCq0BUNA9SJpZEK5YkQRAybBmZgkkviekogAQEQAiAn+JAAFICmkQB48hWESJFCS5ByQzOtG5OwIRALgmgGSGVbQqJcmrxMpQEZCMRlIrgAdCIglggGfLCTBHQK4AIIAA5VzDioURScxgTskMktxdUkm5hEsiGa5SQpKZEahMJNNKzjWQCAHhHkKA8YhUwgWQBCAJgKRYkXqlEugDy25Y9jFILoUBMENy91iRipnwPRaRpJQSAEkppYjQ2iACylQ2gRwc7i4pQp3nCHl4eLhQQkVRIABJDiAeQe1BXwtooNwdQqx4dndJEfH7//XncepXvnbv1Wu3exsRyBpEEwhAEk4Ia5IAmhHs8ZjsIB6XAOIUCSYBIIhHGHiMhYgTZgbAwg0wM6zxBFZIAgRQMfAYo4QkYGR+47U//9I//3XMH8ByVyTLk42NJ595djQa7e/v13Xt7sdtG1F6V6m3sLG3aEvq5xtorV0s58vtrZ3GFzubun7//vM/9tefeOHHQGItIiT1ZgFEhNYKU9bw2Q9e+sS7zzcUFHzxr/+nBw8fwLRczCcbYyJAEjRZtEcPb73jy+PwItJhWnaCLKd+GKbbm5PphlVp3Iz6ZVdK8VKGYbBkABVBM/PF3/+Pfuk/+Hf+jcXR3X7Z9l2Mp1uzo/u3bt/aO3d+PJ6+8vJrTTN+/n3P3737ztU3X//oxz525syZP/v2n+Uqf+yjH3vw8MGdu/e3d3Z39y68c/32r/7qr79z49aFi5frOpUQm3NHbbV/1O7s7Jzd3WiXR9X03HQ6zWvDMEgCkBIjBkspmaWUhlIkEaRHzrmU0nV90zTL5XI+n129+nZTTS9cPDeZ1rduXb9x8+3j2UMSh7N3um4xmUzqupY0Go22traquh6NpyCPj4/v3LmzmM9BRrg8umUvcXbcDoOyNTk3bddfeuJ929tnzu1dXCyHw6N5IKdcu3fyLryMmkpe2sUsEZKs2pAc8Kq2re1p3y/u79/2Ns5Od6wZmLs792/dvb3/1DMvhI9UNWjGaXOznkyHvpvfvVMOHyT5XEpVbsbTQZVrvHfx2aff9f5I0XWLq6+/trM5Ng2HD+6Nqnx0cB/lQTiEnMZnLj/74rmnPtCnzdLdmx/dz3mSkDm0d6+/fHTnDYsFoqBKPWBVI0eWZUcZCnOabG4dzdvjdphsntndO+8C58vXfu9/wtq33toHwLWIkETSzEhkhq2RxCmSACQBIAkgIrAmKYiQsBYhKAGQBEAS1kgC4BoeYcEpIgEmCWuSsCYpJEGPcA3/b7ZGIFnCWigExJqkCIaHrYlwKCIkxYoRa7YiGE8AENS745Qk/CUClBQRAiQbJIeVMJ0ISe5OUBFBDZAroggCSZCuEFnRkmgk5FXiKFs2ZEtGwxrBgAiEBCkMBJNoARFhkqCVCElcAyA6oQzLoBEkzAxrhQqdcHezHK7iJSIkJNSkAQJYWaTMZAZQkJGSAEgaFO4eEQBIAtD3YAgEUxHavrQFJaJAQ7hoUFVKkeQRRRC+h+EGkDQzABHh7gDMzJkinPI6IScLwd1LKREqHLmHexQvEXCpQEXhAD1IYq13lhIrAAQUhRQRKqVAlXtI4R7//L/8PE792p/ef/Xand5GBLIG0QQCkIQTogRAEgAzggWPyYHHkYkkThEiBIA0EmsBYkXCiikAASAJwIAEPoI1MgCQxFpF4jFGCUlAjeHVb335W3/8+9mH8xcvDUM5Pp5ZlS9evnB0dHR4eLhcLs2smozbdjnd2unSdJk2RpOt4Wi/GY7HKovZcjSeVOhi+VBV/dynf/qpD/2wi1iLCEklZwERobUBlqL/7AcvfeLd5xsKCj7zI7/UdktF9P2ybnLOCURqJswN+/nhnev97IGi5Fwtu2HqA42LdhmkDMypbuq6aTbHYzM7Pj5292otmbW9Y1j84t/6qf/+H/w9bw9L15NVqsaL9jjnKlw3bty6d3e/rpvJZFr62XJ+fP7ChfFodPXq1bZtP/WpTz148ODrX/3jJ59+14c+9okH9w6+8Fv/5/Ubd6rR2L3d3z/I4/Nv3ZrNO/vghz5068bVumKLZmttPB6nlHjKS4AgCLLKedm27XLZL2fDMFRVJQkAyb7vp5ONMzsXRqP89vWr8/lBrnHjxjWhTKdT99jdPTMej83SxsZGRLTd8sa9a/fu3j0+Pm67tqkbAIdHR6XtooRZNfSAqvFoowyq6+bSU+/d3NoeT7fu3LmHVHsYLck7H5ZGTMbNwf79ukrtYj4ej9s+jcbN0dH+U08/sVge9P38tVdfysqNV6lyVWWAqvFOrna3dy6fufTuIeehyVElRLu4d9sf3uPQdYRVafPMLquxbGtj64mtncsloZT+wb3b42xNjrJcwPt7d2+iuzv0pRRMti9cefeHdy4912HclYMhupynZRD7xb23X1revzpO3XSyuX90VG9MZSlZZQW+HHzoU12NN7YWvS8LxptnqsnGEGrmR3/+m7+MtT97+yFOaY2PQIkBwMxSSjhlZgAkASCJx0SEyIAiAoAEheFURADgGgCSZoZHWPB9sgiskAQQEQC0FhAArXENAEkAkgDYGgUzA0ASQAmPCAARoSDAR0Q45O6SADjxfZQSDWsCHAIgCWuSSAKQIEFrWJEVoYgeJjihR4gTRTHIHYohAQSgiAK5IYNJTEZCVWJtyISROWWSkpKZMQBEhCSHzCzLkhCUQxEBEEAJSMIjFoSSmEkDSJgZADMTPRQAIgIgkBTh7rGCiqQkAASFEwQIJQpASonGIcLd8S8wMiKcaQgs2r4dNISKvEDdECVyRJCUFGKsCTDIjGZGUlJEaA1AgUlh8joxJ1YpxQn3iF7NMDiIUkoEhtAQZQh3icwkI0LSEPJARGAtIiQNZfDiyZoIuUcp5f/4L34Sp/7xN/Zff+dezxEJi16gQACSABjCEAAkkbQTAhAnBCDTsEYSK8TjTDDhcRHFzEhizVAAATAzAEYjDEBEmBkpsOAxFTIeY5SQBI6svPbtr7z20rdmx0d1TovFLJspfHN7K6W0XC739vYAdBG3bt3Yu3hlydFBqUrYGENaPNyqrZ23qamTDcsH+1aN3/epn3jmIz/ckwAkRYSkYBIQEQAkDbAU/Wc/eOkT7z7fUFDwqU/9mzQeHx11fZuzpZyNUJWVUq1oj/a9m6t0Q9eNR2P1bQRLCdDqqpq3x+RA2tZoWo+a+WJBg1WWq8pSShh188PPf/aj//P/+D+gzErXZstmufjg7mbVSy+9/PWvfbPKzebmNmIw6uzZsyknRVR12t7eCS/Dcl41o9Fk8/a9/TffvnHjzr3ZfHF4+LDtysFM9w/6y08996EXP/Kd7/xZPyw9YjzeqKtplSeAwAAKmWBZ0ScLRD+q87ipu7YT0LXt5uamQkwVU9MHczO2pmnqark4Jv3K5QuHh/vhZTKd1E3VdS2ptm2v33j7jTdeny9mi/Jwvlya5WSVIdFxsP+w7XNKjUqpmcbNRErNaHLlytMPl/Hce9/3zvWbAIMJsBCyebc4moxHpQztckFFGfpqBfXx/Hi6Nc0NFd3V176zONiv8yhZU43JWp5yPT538coHphuX+jyOOpdsSMYUZXEcy2NzFyxS3tzdYx5BaZzGG+Npqbls29J3UUqG6lwNfXd0sD8s73RdL9TTnXNnLz4z2r7QRe5ikZtKYWUoqXR3b7zeH95pkj954fLNe/vTM+eXQ+SUOLRlceSOaryZR5Ne6AtyNep777uhWe6/9L//Mta+c/1QUEQI38M1SFQBQNLMSALiCSOxRhIrRgMQCoWQTKAiAIRQPLAirCgCANewQpoZSABmAUASAIkRgEQSQEQACAlS4IQghXjCAJAEIAlrtgICWjEzAAGtkNRKAOAjrnAJgFaAggAgCYAJiQYgIkQECUASAK1EWEoEJAQEEYAAODwwuFwGC0CPEBDgCgcCkmcAEmLFECRDCUy2omysjZUBEgGuJSIhAESEJKeMlmkmCAqdICHQkUIiCUBwQCYmKFxmIhkhM6sqQgIQiggQRqOkiCgKSViTspAkASKQESTMEo0uuTsISRBWJAEwMiUGUu/oindFnXtbhiGiGzRElgQgIiAoEAqsUDwVER4R7iERQKpIZSInJCgbJJlZRLSDDUMJYCgusQSGKEO4A7TazIqXoZTiIRKAJIJSrHi4eyiSpAgo9Bt/73M49U+/9eCN6/sdagAZRaBAAJIAGCLDAUjiIzgREiAARsPjGIBwysQUhsdElGQGngBAdIAAGA0AmcgEICLMjBQ44DEVKjwmEWISMDL/xpd+96tf/uJkc7wxbqLv6oQq54sXnpzNZoeHh3nt4ez4+PjIqiZGO7Z5oR5v9kf36u5orCJHtTEZYhGHi1Ls+U997rmPf3pBwyOCpKBJiAgAkgZYjv4zH7z48Wf3aggKXvyhn42Ivuv6YSBZ5WzJRDXjatrURw/3+8Xcl8smQV6WIJS94/bWmXGVb9+5lvMgH0ZpnOuqyMM8j3Kq8hBlHFvd/OiHPvre//zv/92nLu/cvnENg3/kxQ8r/PDweGtz97XX3vz6V78lpZzrcCzbRdPUZuj7dijd5uZG3/dZnGxsVs34lTfecFiY3b5798HBw7oeu+p3bj7YOXv5s5//fGpyqmyECCfREHWEl9LBBikFMrFczu4e3H/nyYvnPvC+58/t7i7DStdnYhjiYNbdfjC3yRmvxvvtcbif2d6sk8HL3ds3h74/Xtw9mj28fv3tflhGlDt3b0o+XtmYVOOxhxlr82Qd+uP2cGgOjxZqFzuTemM8uf/g4ZNPv6co5Y2zdd3cvXfvXc+++9q1t7t+EJDUVyyj8bjvh34YINGMwFjWxzDZ2SzRPbx/8/U///ZWnXKufbSRmmAtt1yPzz/1zMdS2ulqMqeqadw9jepSikfQLHvyNB5tnotQLu229eemuZn2Fy9eaJedO/u+lEHHR7Pj2XE/LJZD6YawZpzHW0p1CTjSZDQlYmiXiWqX8365MGJ3e/v+4bLZutAOCu/oB+oeuIdVm8h1pNwPSsrqtDien6mWX/un/xXW3rp17IjOi0METFjhKQCSzExyQGZGUhIAMyMJIAnfRybQIISihA8sACIEwIIQuCYgCJJmBoAkTulxQEAAIgInEkAAEQERMJwiiVMMB8RTZgYgIgBIAkBSazgloJhCiggAFc1ASbEC9iSAiACQBAIkAYgR9AiDkmABSnJ3ki66x4qkkIKICEkkjZUESViTBIAkAKZIZMVUW0J2yhOYaCYIiAhJAEjilAEGYc3MAGgNQBhE4pSkiMBaCiQzrmkNAElJEQGApKSCAKk1Cgk0s5QSSQARASAitBYRkiLCLMEqZ+pLtOHLUvqitve2RAkCkARAEoCIwCmSWnPI3W2tAghxLRngA81IYsXRB3rXsoQCCAyKIVwE3GDsw3u5guFydwBmIOVeQopQCUGUUjh+/T/+UZz6jW8/eOP6/Q41oAoOmkAAWoESlCgAoeAKIOEEiTUzw4pOACBECKcopiAeIxTSCJAEQAxEAKAZAIKgAZBkJCjQARArBJCQsUIQBGCAmACOkr/1nW9cfe3PS1mM6vrw4T6jzGezqtoo7iIsJZD1ePLwwf7mztlotu8twdzsNOwf3BqrLOfLZnNa1agCD4+WL3zqs8/90KeWrHBKEmASIgKApB5WRf/ZD1z4oXftVRQUPPP+H51MJsuVtoXUNE1KSYRVadLU88ODdjarSYvw0peqHrrY3T5X1yPvlvsPbht7eRnX0+3t7Xk/d5VqVAnRlaEacukXn/rEC+f3Jk9dOTssZtPR+Od//ufrunnl5dd2z+wdHs2/9IdfLgXb27vL+fLw6HDv/N5oVLfLxWI529ickly0/bgZWareeP3Nqh4v5suDhwfMEDSanP3GX7yZRlt/8xd+sRrX483JJjfqhh6LVAUpYyXlvpUKfTh+563vlO7w8oW959717OWLV1Cn8ahhKc1o+srrb7/y1q0LT73nxv7RF7/61dnh4fMvvH86auo63bl5YzY77Lujrl8uFjNLGI+a+XI2HjXj8USY5qY5Xizm8+XQDloM/fHyqF8eHR2y9BkKx2w5vPjxH7Z6vHfl2ddfe200Hl++fOXq1avDMISCZbk5qdpu6D36EqJZqmhWjpfnL+/N2+Onnjz/J1/8vYNb13fGjeXGR1usnLUK0sbWpStPfiilrdJkJpNZShZGkIIsWYVqQG31BqWqLM/Vfm7Myxv7n/joByaTKZGXy9ZDXTt0XX9cUDzmbX+8HLqC5VAW3dAtzT0NfX94eBQCoMV8nnNeZLIao9qUGdAzDmN46O1RsoRqUlj3XofX0XJ53L7n0uj/+l/+E6xduz1zxBDuWFECtUYSa7YmOSCSACQBSCmZGYAkrJAEQBhAgoA8vKcDiAishAEgCUBAEN9HEqckkQQQEQBCAiAFVpQAaiUUEk7QzHBCACQBIEhihSQAkgAiAgBJrEWEJDzGqZBIAjDh+wIYRAChAECBgCQAYgQ9whRGyyGETrh7iCFEBACPcCgiJOWUwazQCk5xDZDME5jByjKTE55omWaCAElYk4RTlPj/MAbnsZqd933Yv9/f85zzbndfZnhnhjPD4XCVKIqLxEWilniB/UccICnaOkhaoInrIiiKFs0/BVo0LdoUNVIEMIoiKBAXBpKgrtMIsd3EW+NN1i5LIk1S4jbDmeFsd3/vu51znuf37XsPeckxJKH5fOQArMUTABwQBeF9agFIOSHLSEnWQksSSUkASEpKchGSAFAwwcwkkTQzSQDcXS131weYhCRrssZNPU2pyWiyEswR1Uop4YQkd+cJABRAzBmNcEBmRtKM7g1Jdwcgh4tCaBr3rOwuYyaalDwpwRvPWXOUkFOSZMfoEiR3r3KSzB3u/L/+05dw4je+t/fOe3eb0CUQlCS4MEfS3QGYGe4hOu4RQbQkATCBwocIUPgIEQLmJOEDGRAAMwNgcEIASOIebOEEWwAoCFFCyeatl7/xxve+Pty90+l05AJgZhubp0JR3NndWT+1AeN00hwdHsxS9u6q+ut1VpEm3TQu0mx4MFxb3zBmGg6ns8tPP//I08831gegFo6ZBHdXa2ahzPUXHz317KXNYBKc/YufWFhYaI6lGOPS0mKn2xVQ1TWyV+PJdDyOUKqaIoYZrd/tLw0WqqoeHx6kXBGNp9TtDJZWloXcpDoj51wLCE0+d+6+btmkfFhGv3juzNLi0sOXH7ZQ3r59V27ByqtXrgNxc/O+vd39GzeuP/GJJ9bXV1599ZWqnvV6vViEYcqLg8XVpZU7N+4sdheYMdw/JGun95fueyaUaKsAACAASURBVPv6ThN6n3z+haX1te5SbzmckR2Mpu/2l5oQmOpiobeVp+zksL93q54dbK4vLg76/U6/E3vFQuh1yyDQ7GvfesXD4IHHn7y1e/TK968cDQ9W11Z73bLTLfd2tofDvTybpFSnuZzc02h0VNf1bFZVVenG0Ww8rWapqixlNCnnqSHTXe51jfsvP7a2dfHs+Uvb+6PxaBTmjFU1DTRSUXVkOjgaN85p487AomOhqMfV2XOnR6O7F+4//ad/+HuTg92lThm7S3H5VOwyKTVZ/aVTp09d7vVWvVM4lIGiiLPUFEXBEECZmFAgdCznbp6cHfC+hfDY+u6D5091u72yKOu6Ia0VGy/MojNWTaoyHFbVdaqjJ4phNJlVjU9THk+mR+PJ7dlsUjeTWRpPx8Csrndnk+3cHIGaeVS5UnQ3gcXRXt2Ng4fvH3zpl/9ztN69PcpwJxp3QAEEIAknQgg45oBI4oSZoWUuMyNpZpE0EILLs3syuDsAd89O4QMCnJgjCYAkfogkAHTHnNAKACUAEgQ4ADPDCUkABMsu/EUkAZAEQFJSztnd8SHiQ8JHBDoIQJK7XI4TzgyTu+UEyRxwHfM5MbvQEpH8GIAYIxTc5e455xCCJDOTZGYImY4I0GWFYmCkFbRAAynJ3QG4O04QCoCZAWBLEkkAZkZAgCQcEwTXMc9ZQM6ZZAiBJAC1zAyAv88AUhIACibcy91J4oRaZpaz6ux1RpN8mnMlr5OSoxGzgrcASMIJkgDYcvcgzEkyGgMAAWDLSc85e9Ycshz0CKeyO7IDjXLj2RSSvHbPypCRlnPyYzAaQADuXqt2l7vJ+U/+zks48Zsv773z3nYKXQBBSYILc2bm7gDMDABJtAgHIAgtZqFFEgAF4iMECOEepPAXZEAAzAyAwQkBMDPcgyTuwRYACkIU2GHzg+989fXvfD01s9XVVYA5p6Ojo9WFQZPzuJrKeDQeebZOGWOnN0Gvioud/kLHZzra6SmNhke9wWIMFNLM8eBTzz36zAs1OwDUwjGT4O5qzWhFrr/46KlnL20Gk+Asty4bKRyLrfJYx8VoAa7hwaFy9pyVPfQWV1eXc1OPRsNczWIM3jQCYlGurK70e53ZbOpKs9k4pXTm1PriYvfOnatra52zWxvPPvvMdDKJodw/mDva2z2cVXkymklh0Ftomlw39drqyun7Nq/fuH5wsDebTXJuRsE2Vtb6RbdQ2FxaW+ouRhhZyyQbHFWsWOxPxucfemBlfeXM2sfu7vxg5+DVpfUspd27s/vPfPz8xgNhUu/u3jp1amVteSnQitArim7sZVKdEN584+233721cfbSjZ3h9sH0cJJn0/GsmqbUzKpJXc/qpmoms9Q0OaWUjwGo68bdgxXshErJCoO8IJiS17W5vGkg9BZWzj74WLm4ubJ239Vr74UQ4InIzWwWKEqL/TibHE3rJjkQysYRy+60btZWTtXNaHU5Xnn79Z0773lK/U5/eeNsb+OcmEUBoegsLC5u9vurtcRoMMs5K1rZ6WiO6JQxuSUHZtNFTS8s28XV3kP3Nac3ll3JzAhLqen2urlJnSSaZdElhoKhSCkpN3JnLJKscbLoWihip1vJJtNJ06S6nk1nhwfD22+/8+q3Xv7O/qyJ/ZVKPYSVMq7lWVxe2Hj04vKv/oO/i9a1O+MMb9wzRcCEOZI4QRLHHBBJnDAztMxlZiTNrCQC5JLnnIVkwd0BuHsGBaIlwIkPkcQPkUQgCHMkMacAEB9w0AGYGU64O4DGKXBOEv4iM0Mr56wWThg+4oTwAQlyAlCr9iwILWeGyd3k5o4suI75nJhdaInIEkkzA+CZ7ppzdzNzd5IALBgs0xEkuhByMERahEUzmklydwAkcYJQAMyMJACSkkgCCCDxEZIABMi98SzAWwBIAiApCS2S7o5gMLq7JAom3MvdSUoCQBKAtSRM61QlNckrqZbqrCardmaZtySRBEBSLXdXy8gOAgABBBQkCK0sOS3l7Dm7HOYFg+UQUQQqeZPgjTzljMwEb9wzXE4iuFwuuQTz7ADcPVtNBs/MGb/yi5/BiX/16sHVW3sVS0hBSYJAACQlASCJEwRMjnuYhGPE+yThGEkApAyOe0i4l5mjZWYADE4IP4Qk7sEWgEATooASzVuvfOO7X/ujbhGqY3WMYX9vf3Nttex2E7y3MBhPJ1CE597C0kidvcpmTV7rhTg7tGo8Ho6XVtYgAemoTo99+qVHn3m+YgQgCS13ApDk7pJmtI7SFx/dfPqBjUAJzs6pS71uL8Tg2S1YzlkuEBJSXfd7g5TcGJqmIYydweJC73B/W6g7wVKTA6OLMm5tbS0u9D3VBjT1bGVlZWFQHh7uFB3f2lq9/OD9w+HB66+9CaDohW53EGPX3Tpln4h//vKre3sHJIV87v6zZ89u7ezcffW1V43CQnHmvq2S8dypMxsLqwudhQLGoOlsOqkUu4uh053lapYnk9nosYc/s7hsr77+5bu770ipiEtLg9OPnH/44+cvn79wpigIQQmeAxQbzppqsr+98+0/+46Vi3Gw8s9/8/d3D8cI/ZTrJifQkzeC08wYDMHMaMEYYixSyjFGsrJeUcF7CwPSOjEe7OxOh7N6UhWB3RgvPfjIuOGlR5+8ev1WRjEbHwWDmiogITdFsH6vmIwOcs510/R6fbNQN6mu6637H3SfjY/uvPLKN2km6/QWNtbPXOqtbRVFtFC4EwxF7ITQES12CpE5Zw+MMboUihAjk9NzZjW+r5MuLuD8SrF1Zm1lZUnyTqewyGo2I1EE60wnIPMxFzjn7tLYc9XknB0uYxGzI8YCAlzBFQlYVtSrP3j11377964fzthdkHWpfrdY2VjcfOHTn13up//6v/wFtK7dHWb5HAAHaJyTMEfife4yMxIfkoQTBEhaCGZWAqZjLifZCJIDcPeMKBAtkU7IXQINAY4TFF0ABJAA0SIxJ5ImiKQZAh2ABEE5GwBBAAQHwRYEiTrmEkgCkDtIl0RozgUgkgBI+hwMNLR0DHNqJWV3kZgTJHh2y7DsyIJLACQ1OWcJLYIWSpLuDsldAiBld5BZkASAQDQ3mpEQAAcBIZgZaDgm4RidRrSMCkSgIXs0iwQEASRImeEjguYgd8GiSEApZblIA2BmkhplQEZzuRNmJsHlJhRididgZgAkWYvI8uwMsJAcVbYmpZRzSmkKNRlNkmc0riwXIDlAFwVAIClPgRDk7sECENQCkCWBACRld81BEkjMBTN3KbuBgABkdwCSXHK5gATm7C6X5M4mm1qYy5mkJM/6R7/4Ik7869cO3r19UFsHUlCSIBA/BoHojntQuJeIexFuTLiHFHAP0gEBIAnAKIPw45kZ7hFoQhTQYXr5a3/4nS//7kKhzY1NQe5elt2it1jntD88rHOqU5NqNU2NUKi34t11lh0f7S2givX06HC4uLQWQyGk/cn04y984ZGnn6/NAKgFwJ1oubukKa3jzRcf3Xz6gY1ACc7FU4+6uyCSEGKLJgvIyYtY1tmrWQNgbXVj53BSlqxnh71+yFUFWGSvqpOilUWIZvCcqtn9Z7dObW4G4tLlc2ubi1tnN969+tbVa9fu3N4+Ohp5nJRFN8ROv7/02CMf39nef/nlPx/0F9bW1jvd4v7z5+pq+ubbb1y9cnUyHXWX+eCFB1Kd7ls/fe6+c2tLq0UsOmU/xLLs9BcGA5rfuHn1zbdfuX3n2hd/8q+srq386q/+H2UnNnXV6XSaJj1y/sGffu6zL33+M51eCRlZQh150WiWqtm/+q3fun17e1J5d+X0r//L394fTkPZscBYxoTMqFgWGU52LUSzaBblwSyk5MEMajwG9vsoOjGWzDTnZDKdTcZperS1vp5SOnP/A1nF7Z09hL7JTelg505k9np2an3FvanrWacIF85tDTolld558wfLS0u39sfdDr/6lf93Vo/DYKm7erazfHbz3EP9ta0YSyLkrGghhiiXhQgzGUkkiBay51gGDxkKQd5J0/sX9MCCX1iOneXNUHbM0OmWZgqRKdVSDg1iEaMFEnLPKaecUjORGgAGITuNZnT3hpUlhSbTBYbhdPbam29++dU3bk/y4XhcVXUZS1b5yUee+MmXvri3995//z/+N2hd2x66O1oOwDgnCYAktNydLfwYPFEAAR+gWYbmAEjKMoFoicguyQGGQIPwIdEFd8c9SAIgaWYAbA4wOAB3z57FiA9RgADoGADTCZIA3J1klkTMSSIQaQAk+RwCaGipBYCkJIe8hWNyeZJlWHZkwSUAkrK78AGCFqK3ABAE4HJ3ueCgyyUBCHKSZoZ7hBAgwQWAJADSBQGQRHg0RlpBi2YG0SxYkARmMwJwFwBJfiwTlEWQakEQCEASAKerRTLCghlaJAi6OwBrkQRAEshpzlVnVMlrp1o556nnJntKyhkSnQIgF4AECMdIwj0G0/uAlCkJgLtnQSAAkt7CPSQBkBRoRgIgKcndSeacATRAk3NKSZKLjuCuOQARBJBzdvf/9W+9gBO/+/3Dd28f1NYhGJTkcLSEH0YoynEPc9xLRlEAJMyRbki4hxRwD9IBYU6YM5PhIyTRUgtAjBGAWgACTYgie5be/N433vv+t8tm9MADDwyHw7t373Z6/TvD2f7wsOiUTmT3bnfBU+r0Fybs7UxpRWch5jA5WIyYjiex7NNppoPJ9PHnP/fw08+nGAC4u1qAARTg7pKmYJnrLz66+fQDG4ESnD/zc78goTo2mzs8PDw6OqqbCayWo+z03Tmr88b65mBh+drNu6mZ9ntKPg6SsfDaaGVtvjDoRbKZTtaWl+47tdnvdFZWVj/51MePpnvD0a57unbjxtFoUjd16E1Tnc3KtdXN06fPpgZl2VleWrt959bq6qp786df+ZOdne2yiGIW905tnq5mtSH0ym4ZOwYLoV8Ug6WFxeXFwepS9+attw6H7507t3H11p3nnn3pyjt3vvXNl9dW1y00/YVwcevM0w89/oUvfn7z1Gbd5BAGIfTlJQJSPfvNL33pnStX7+4cPfzEp7716lu3t/dm1bRqamfeuv/MuYv3jyZH715/dziVGCACFmPXWNR1MhpVWq/XhKJhEaxLL6KCitzUR83R/tpifzocPvbYx157/c3Y6Y5qLA76uZpNDnbUTPplWF1aODjcjzGcPb3+zCcef/qJx/rRzZvgzX5ldT16553Xbu/d/c4Prn7z+ze3Hnq6v3EexVKgxVBAVoQAKDVNDFGkjGbmxlgUVV25PPYshBjBgaZbRfXImj202ctxNSOEQCHR8nQ67ve7WT7TIo2E4Aom92wgEOEMpoJeELPxUTTJfQd7/Vh2ESyF7GF/XN24u9uU/QmKOlXDw93Xv/e9Tq4fu/DAkw8/cvPuzb//y/8LWte2h94CICN4DCdIurtOmJkkAGaGH0KyJAMgiXNmTkhCSyJpAAS5lOUQSICMIACSAhx0wd0l4QRbAR4smBlJSHQBkBxgovAhCS1BEp2mE2i5O8ksiZAEgECkAZDkcwigAZAEQBIAkgAc8paOefacZM6QHVlwiaTm3CXM8RggfEgQALkAZMAFSWhJmFMLLbY0BxiJltE9Z0lmFoyBirSCZiANIQRAINEiIQGQH9MciYwIQC0aAUFwOYEQKAmAmXURAgnhGJkpd2fL3dFKKWXPWcqOKiMDKQsAyZRSpZSyuxOylN0JAu4uQAw6AcBC8A/IESSh1WQJIOnuaEnKOQMgqRaAIkQjJZmZpJyzmalVS00+Jim7kuAuQAAiCICgpH/4HzyHE3/wg8N37+zV6JCISsgGGAB3x48g0AGQxF8kCccyIPxbMzgh/Bhs4R5mhntQggUau/TvfvXfvPK1Px4Uodvtjsdjs2DBFtdXQwiTyaQoCnefuucmZbcUVyZcrBF9ut/XuMxTSr2FhaaqramPpvVjL37hoU+/kFmipQ/QhSx3wqUK1s/N5x5ef/rCejAJzr/yH/0PTV0Hoq5mRg0P999+441ZNaYlASGWTUpl2Vvf3Ewp79y66e405FzHGFNKnbLT5NqtXur013oLzH7u7Nn+YLC2vnbfww9fe+9WqpVn1fad66PRTgyzbjf2+mVOWFxc29vbuf7etcWl3sbG0srGuVAM7jt99o0fvPHGW9+fTvfKXoLVs1nqlp1ACwxmIbuLJuvSrNfxXllfvnR2d/tOjEW/v7A7Hq4tnQqp41Pu3d3f29nZOLW6sbq0sdB/5hNPPPWJx5aXBiw89ItQxnK8lur0e7/3+29fudpfXH78Y09s7x2k5IeT8cjHY4xHeewBTZ2mo9ntu51ZxSr5eFwtLqxU0xStBNmELkOI/V6VPUdjLAT0xGYy6fd6+3sH9587X9dpZ2eHNG/Q73RyNZsND6M3G0tLkTiY7g+WO5949OEXn33iwa2NnjXR617BqfohNKbp/nT8a//6T/7xv/zT9Uc+U6xcYFiSHPBoKMuQmqosQ0RRMiMPO9aY5To5Y2lFkThVfbRUVOdXip/61JPnlhc0Gh1ACmE2q6ppMotNk8uyM501Vc6QSWYMIRSe6RkZKXuT3Y0gGUOo65qkPHWidQiDu3h793BnOOHaxgRFmcJ05/C1b/1Zv2eLC3zwofv3d4a//I/+IVrv3j10d7ScED7CliTcw90BkMQPMbOSDIAkADRzYi7nDCCGEMwwJzngEE6YGwCSkhKZBUkkAUgCwFZUKoLNAaAIJyC5AGTLOCFRwpzmyEQDIMndJQGQBCBLIiRxDgggWj4HEwyAJADuDsDMADjk7pLcXXKXJ1mGZaeTamHOBRcJgCEY6HMkAUjCiSy5430CsgxASomkJAAk3V2AEyDeFz3LPYRgZsEYDQEMAgUPwkcMIO7h2V0OwBkASnJ3CzCDmeWcSUYIgCSS0YwiCZCQKKgFQJKZSXL37Krcm6zGmSXiGElJCY27oEDGlD3Tj2WXlBzuDsDnQIaYcwbgkisAkATAYQJSSmxJyjm7OwCSktydZLQQzEiipRPu3gBZH8juVU4QAAEwxxxb/+Cvfxon/uSNw+vbh7V15IholCkRgIQfRaAAsIUTauFYBoR/awYnhB+PJO5hZrgHJVigsYP0+re/8s6r30ZdDRYW5G5msShq5bm9vT13b5pmmlKwMFhaO6iKEQb9pbWOz9LwVlez6XjSX1zslp3C895w/NiLX3jo0y8mRLT0AbqQ5U64VMH6ufncw+tPX1gPJsH5s3/z7/V6naauTFmeRsPD1159NXtN5uwu0EJcXlkuy/LatRuDUpJPJlWMIScn6SJNjM1ip7e1urF16vRsOl1eX/vYJz8xSri7sz8ezXbvbK8t9W/deue++5ZcFeCdcnD/mfuPjkbKdV0dHR7t3No/OJpUFy5efu7Tn9nZuX39xtuvvf5dCw1DnVMTLZZFp06pydlCLHLHMupqHzZ56uknUq66vUWz4tbedq+zWHjv+ps30tQLs2o6um91+cLa6ubK8mMPX3r22Sd7g06NimVAWut1e1/6jd/cPL21dfZsLLuDhcUQY+3pKI1ee/f1V97+/s27d7fvHq4urX3+uZ+rZ/mdK9dyZkoqYtkrF9x1MPLh6KjyzBgr17iaVSl3Sut1ymrWVFX62ONPvPnGO4PB4nA4ZLef6mp1ZXH/zt0yst/tHB3sd2PzsYcvfOqZT148c3qlG/oRkanXLRr06VOz+vrt2//bP/3StUl/1j+v7poVRRHnWJZhMhmSaOpZtyjK0DAddaw5Gu7eurPdXVzcPHWmSd6MdjS+8/SDZ3/h3/2rj547G1KuSmvgs1ktWVNnIqSko/Goca9m1WRaNVVOSU2dq6ppckqe5wDUdVU3Tb/fJ+mOkjKvPac6aedwdOXGnc7ps3FlY7lYvPH6O2++/LLyuL+A5158etBb/m//u/8Krfd2jyR5dpeccAnC+0SwhTkJ7xPeJwnvI+aMNheJIAggQDOnCGKOCABJACQBiDhGAlAmAEmevYEyIAmtEAwgCYCFUhFsjiQEOAHNAXAKAAkJckgQIHcHajPomEsACLgEyAXimJlhThIEwTVHwQBoDnJ3ADSDJNBdkrtaQBYaIQtOSnB3ACYEkACBQNIEQBKArAwge3aXaGBky6WMICHn5O444e4CnXBXiIFgUII7rQWZZIAJJN3c5RAEQUEABBAQ1AIBQYwgAbg7DVIWBMDMgguAJJqREPE+AwrAaCRBBsDmAAhZXnuuGq+SJ8eckQJIZGR3B4yw7Eju2TPILGVHTjm5uzwLYHB3syghiwByzgAcyO7ZHRJAApJIAhCgY07SgEALZiBxTBLcPefcyB2QBMClJidJAAHQHS2Cv/TXn8eJr755cGP3qEYJIKiRzGEA3B0/GvFDJOEDGRB+PElokQRgyoBwQhLuwRYAkmiRRIskAIPEALKD5tVv/smbr3yrGh1ZMLRI9hYGJGez2fLysiSzOJ3OljdO3zhsbk+QFTtp2vNRkceT0XhxZRXuMadp7Q8//9LlT72QWahFUpI7XcpyJ1yqGfq5+dxD609dWAsmwXn/U391cWmxUxQLvQ6hIvDqlXcms7EFzbk7pKXFxb29PXfPs7tNkxYGi03tZqUxugNUk8brK6uPPPhgTtk65cNPPK5ou3vjg73Dvb3DVNXG3O+FtfXBezfe7S/0Pvfi54YH45WFxXNbpwb9YEijOPnqt771e7/7R+fPX3r+uRdWV1e/9vU/feWV7/UHo6IoGnmTmrIsUkpN0yzXnSUvzl26b2VjUUUeTyd3d3ZX1zcnlg53x4O4tHd7ONkdpcl0Ojy6vLn2wOLy8mDh/q1Tmxsry+vLvcVOMSgnoT8aT5JjZW3DyaWlFRdDJ9ZFnqL51mvf+earr1TJ6oqWy0dOnX/s8kNl2aNsbX1tcXH16OjozNa58QFv3rq9s38wy/lwNJYZYhzO9h3+1lvvPnDh8rV3bx3sH82mqSjKw6iUms31jb297YsPXHjggfO729s2uvvI2fWnn3pyeWHQKUIZzXOKEOKgqUcLg+JLv/VbL1+5/fqteto5w06v23NXnkxG/UGv0+mEaCk1nW7VCUIz7pofHuyMJqPD8fS+rYuoO3m630mHzz166T/++X/v7MpKkTEJTYNczWoAMRS93gAMBBRIC0ZLSZPxtGlS0ySXzap6eDScTaez2Ww8nmTPk/FkVgOecjNNdZPE7eH05dff3Lz8sfOPPNlVvPP21W9/5cs3b1598cVnnnzmY0srp/+L/+xvoXV79wiAt0RzQBIAAUkOgCQAE4hjJK3l7iQBuDsAtkyAi6QdIyjeA4C7syUJAEkAjTAnKc25O4QWT6AVlaMZSTMLNkdJ7g5AMgAkJbk7WpKSe0Nmd0CYE0DIBYCCAWaGVoZcxwBIBIiWgAwBcHdJUHDXHICUHQwZ3sizPEMAJAGgEGgBDIKBczjRIAlyOSQhiJEkAHdlmOQ55ezOFqBjYBblbiGQhJIktgIYQLkLIOGWARBwd8kg6pi7iyQAGiURkaAAd4fRIZww4X1mJmRAAEgaYXAzA2BmpRRoEQw0MIuqsmaNJ1dykHR3AKLVTQLg7gKzM0G1p+zuiQAzkeCSG0POkJtLWQKQcwYgwCVAZubucJEE5C4Y59wdQIAKMoRgZjlnByTlnN09Qy4HwGPmGSklMwMgKees1i/9jRdx4htv7b+3ezRTQTIiJafDAEiOH4FAAKAWfoQMCP9/JKFlyoBwgiT+IpIA2MI9SAIIhGgCu0zf/eof/ODlb1ST0draGgAzSyltbGxIGg6HZVm6+2w0nVWVyv7dyqbdtU45wHi/qA8WQpqMxp1+H1IPnDb5oedfuvzs824dd5eEljtdynInXGosdJv6cw+tP3VhLZgE5+bjPzscHkQLgQ55IDw1NBadIgRCOYCzaqaUpHz2dFheXr3yzjXPzNlS7Z3OIOW6U/L0+saZM2cYbGFtdeLN4XRcaJCbfHBw0B/0ymCLS726mS4s9C9cuP/M6XO7d/euvX1lfXHQ63B1uX+zvvFH3/iT6SRBpbHzwvOfibG8fu366Oi9KtW1p6ycmsrrWk263B184YknuqsLb998ty40SXW/N4gx3p7tKoXD3ck7r10bsBMn9SMXLj62eery4krXoqqqqSeZPmomvaWFd7fvDhYWRS4sLQu2vLbe6w/iYmdnsXr75rvXd7avb++9d2d4uDdb7G08fHb1Z3/yJ57/1HP1dBqjMZiCzYXp4nB4NJrOdvaGddbGqa2V1bUqDat6BoXpJNcVyzj43vdenYyroU873c7B4cHh0fDJpz/52OOPz2azJRttdlK313cJtG63h7kQ1DD77Oata//3b/zWyMs7R8XWQ586/8Clhx8848rv3XzvcDh87QffH42G27s7td8pTKxnHbNOaXfu3u0u9RcGS6Hu7Ny8st7jz7703H/yN37+0qmtNJ7cGd/tDrqdTq8sS5IppaOjcVEUk3oKwN3N4pyZkRZCTzJ3B5hS6vd7k8mkqqppE3NTNbPJ3J39oz/+2p9959U3Lj75wurW5R74+p99+/vf+25djf/ST33+4oPnh5X/0t/7u2jd3R+r5e4ZcEESSQEZAiAJgAlGmplaJM0MLZIA2DKBgiQAZhYi5wCQBKCWmakFQK0EApDk7hkCKQkASQCSSAIwgRJIM4vGMtLMcs4AJENLElqSfE5KZnJHy90BqAWBgJmh5dD7AIgBIFoCMgRArZzgLgAkc5ZoSV57ynKAANwzWkYLYBAMnMMJmQOSMCcwg5IguSuJkszMJQAEJLm7QBddIkCy8SQJgJnBZfiASzIAohkkzwBNknuWi0YJgIwmEHOSu8wMBFsATJiTZGagSz4HIBgDZWYhBCNLINAiGGhAzsi1o85Ijiy4uySSojUpu3s+puSocsrwLCkbQDcmOCSAOcuz5ewyAnB3AEYazSUjsydQJEHk7ASIOYIw7/qKLwAAIABJREFUIZAASAJI7jlntDLkckk8ZpB5CydyzpL+p59/Die+9c7+zZ2jGaKRQTmBDgPgLnxA+AiBAoBa+BEyIPx4OWfcI5qIj7CFe0gCwBZOsAXAINEEdi2/8Z2vvfvmK9PJkZkNh8OyLKuqomRmIYRer0ciZJtOZ3Fx+cY4305FYb3V4DbbLfN0Oh4vra7CFVMaV+mh5z772Iufcyvc5e6ScMxcyHI3urxG6NSzzz20/tSFtWASnA98+q/t7m4r56WFwWw6gadA1KnJkkG5qfudKG+q6eThy5d/4rOPP/TQ5c997gtHw+mVK1du3dy9evXKezduTWdHvbLT1PXm6dPbh/vf+/6ruQydvGBkCGaGiw9eqOsm5/zMM08/+MDFt9+6MhnObl6/MZscRTanTq28dufl7aNdd3mOs1neOn3+P/ybv3g0HE2GUyu4f3Rw6/bNNB01B4c2a567sPGxS6f/7I0f9E5vXHri46fPbk2n093tu19+5Q/3dkdq4s2r26MbO2ssf+7zf+nS8uomo2XvhjDo9RDRUDfu3lyI5ayqq6piiJNpnVzTuj4q6utb1WE9m1I3946u3zzcvjPq2OIjj55eW+j/nb/9t+vx0Y0bV3JkudQtB73VYiOE2O0MxBIsQ+yWZTemOlcVEerKPceDg6Om1ltvvu2zZn1z3Sxk6PTWmVgUsYhnT/UunFkqOt1J1Uym1bSqLRZ106RZcqU//MM/+MZ3vvvg488888LPDKuyrrw0dvu92Cm3d/ca997CYDQajdPNw739gzvbu7fuVLPZeDYa15Ph4X4aTXuhfuTiqReffPQLz37y8pmzRzv73/jzb1hhX/jC5xeWlt698s7Vd69cvHhxa2vLLUwmE3cfDPqAcs4pJU8BbpJyziRzzmbWNE2tbjQsDvqMcXc4+cf/5Ne/8d3XHvzkFxY3Lmg2+e7Xv3r9yptLi/1PvfDpza3Tb71765/977+E1vbBRJK7S3LQAXcHICBDAEgCoCuGQBInSEpCiy0AJhioFoAQGUKQxBYASQB0j+yeQZwQmeWScA+SAIxREgCSptwJijECcJdEAJJwD0kuOQiAIAB3xwkBID6k7AAk0UxmyYWWQw64u1o5E4IkABKyI8EbeZab40NOzEUw0iiQNDNJAIySXBIAEU7IlT2TJgZ3SY5jxDH5nCALnl0QhFrIOZuZu0siIIAAzTKoObREgJK8ZWYAJOGY4xhJEDBwThKBaAFAzlkS6IDYMmOAm5kkMyuBMsTCLMJoapQaR+OsmuQwAJIAOM1d+QOenLVnp7KkHNy9kScKEgTIgJCznJiTxLnsEACZmcMRs4ScM4CSAYDkc5CRBkAS5swkuTuADAl6H2GAAXD3nLMktCT9/X//0zjx1Wuj7Z1hIzrMAcskjpEEkKGsY/gIAZAE4O4ZAsAW5jxBjjlhjmBQwAlBiRktEsckkmaGlgnEPYSPEHNmQoskAMpEA9iP+uYf/84rX/+jND1aW1sjrShi2ems3reZmjQ8Gq4sr1R1FRKORuPe6qm3d6Z3my5i0RzeWQtVH/Vw76C/uBSK0BUOxtNHXvj8Yy++RBmgOXfNpVBKdHnOWVJj6Hn10uVTT96/FigBXLz0WRoo0HMMNKqMIQsO0rNyXQRNDvcvnj37Mz/z0zvvvV7X1UsvvfTkk08uLi6urqz0+v0Q4ML08Gg2mYyORtv7uzfu3L5y8/rujdGtm3f2Dm8LPhyPHHzqqU9/6tnnrl955+rV60998tknPvGJ2me3b1/7nd/5jdfee61BE4LFGOsKnoqzZy79O3/t5y0Pps201y9vXX93tr2zwbgsbm0wF+Pvvv3OXsbKfWeefOqp5UFv7+7O9uz1f/Gl/yc3MY80fW//4ZXTf/n5z651Ol1ooewNik5TNzIUg940Nef7C7OqKju9o/GEIaYMi3E/zr5sb79x/cqMuHs0fufa9njouYqXLm+dO7W+2i1ZzTZPrcYF26kOwqAsAqeTJhbdXrnc7y/ROosLK6d6K4udHsR+fwFAt9sjwqyqwsy73e6d23equg6h7BRdOe6/f3Pr7Lq7NynHsuwPFiazamXzVL1/5MSv/fNf//0/+INLD33iU5/+qeu3h7/72//m61/52uLS6mB5ibH42b/8c6ubp8puJy6kxf5i6Z1ScWVpCSGPZqPGq/3bd9Nsn81OffjeqUEsvN7aWO8tL47G47JTxGh3t2/fun374sXzT37iydFUX/nKV5qm+umf/onllaUrV97Z2dm+dP7y6c37JpPJbDaLraZpiqLo9AaevK5mdcp3Dsa/8n/+i5u7o7MPPe9x/cobr175wcuT4cHZ82eee+HFKuftu0f/7Ff+Z7Tu7I3MDJJLDrggCYCAJAEwIwC6ABgJEoAZgwWhJbnk7gAizUC1QIRASTyBliSSknLOPifJAk6IzHJJuIe7AzArzAJaphTVhBDMgo4RgEsAiGOSzIw0iJgjjgkfEuEQSKKVHIAkksnYuKBjyXMG3F3ukrIbQOJYdrkoY4PsUsjCiQS5FMFIo0DSzDgHBHP5MQkgZJDk2QVkmNHMCEDCnCR3z1IGvJXnrMjuAN1dkADNuWiWESSRAOiOOXe9j/iI6IAICDIh0khKMLIIAUDOWRLogHCMZgxwMwIwWjdYGWKkBZD0hFxnNK4kNkkAJJ/7//iC02BNz/w86Nf1v5/l3c7ep/v06VZv0mgbLSNppNFoZHvGNok3kjhglsoHoOBDoAJFEah8oAipfAhVFEVVKCCpkAQMFRNwcEKF2Nge28Sa8SyeGY002kYjtdTr6T7dZ3n393me+/5fvOdtHU0rHvv3S6IAfYSNq0kpKiXJU3D3CCVK7hKA4IkCBQkgCYBNomALjdeNVXmWuQtA5iAIySXAaEGC3AW44HIsJEjQHAAJECG4HHOCAAjJ09/4N17AsW/eGN/dGzYOR0iCOSl8TECi3DWH+5AE4J6cmOMC5jxBwjGKJuI+yRxzBEkAkkgaDcScCSb8SehYIAmAgBAElmje+tZX7lz9fj3q93o9SSTr2BS9zmw6Ozg4MDP31Ezr0XjSWt3cnWX7WmovLbUxK6b7awXq6SwvW5Nqmjdx5nrspS89/LmXKGLB3SVF5A64uxZqQ1vVyw9uPn123SgBPPvsz9V1Heva4IQrNZTXSQ5mRE7PkDZXl/7UT31x7+7upZPrly5d3NxcH0/6yaummWU5W+122ep2srwditWlpU6n01tdtTKzuBy9mTWjcTXsD0e7dw/WN89cu7JTHx4e9Eef//EvHo6HyvS7r/zWb/zW/zPxWfQYMtT1NMvybntjOvEnn3juwUsP95Z73/j6V/dvXsedu09vbv+Zz79cnsi+ffPdq/0xlzfbq5sQLp7aOrG0/Gu//d/eur1fVzbbr9bV/vmnX7zQWWkF6y53e2Xbq9g/OFzfWEdZdFdW2kmDQT+JBweDVrfX6S5VTXOA8ZcPvvXO1ffVynaHw/1Bdef2sAxLnDTbK2sPrK88uH1y//AWu/bwc48dxv6Qd8u8Xea9zDqxsfGgJjOLZX9/SFOeh9PbW1IUfHVliWU7xbSxvLHcXSlZ0EnnxQcf3Nre/tbXvv7gxQuxql599dU//Yt/9hu/+ztbm9vbZ8/+o3/8T379N768urH18CPPrK2c3t87/PDDy8zyazu3kOfPv/SF9vKqzFQCTVb368Pd/m/8+m9ubC6vnVpZXllFbF08t94tRtbc7nB8/vT6k489vLRykmauNB4P63py9+5uVoQ8Kxyr49E4paps5XluO7dvXvnw8lOffurRhx+9ffv2V77ylaWlpV/4hV/onjz5xje+cfva1QsXLzx06cFhVV++fufv/oP/a+dwcvGxn6h85f13X3v3jW/V9fiZZ5979vnPTermzo2D//nv/HUs3N4bER8R4e6kAcKcMGdGCckTAOGIkRYCPsndARBHSAIEIDkAMwNgZiQBkMRCSinGmDwlksY5ABQB6h4gynGMR8yMAAgEHOERkycAggAEEq45kmaGBS4EC8QCaaBJ+IiSGiy4PHpIDi1E95kfkeRSRC5QEoCkFBW5IAGQXO4OwAAKBDgHGG0OAMnM3JNLMqNEMtcRBxDlAEIImJNiSlEe5RFoZO4uuQS6IEiuOWRJRtDlAKKEY05LLneXRFISjik5jgWSAo/AzMAEwEgAcicAEkdkpgALYBGyIvMQLFiQFF3uLim5J9dMGQB3ByAJgCSS7h5TgpA8AZgmCUxznqKsEUiT3F1CMDN3J4k5QRIgwMWapBaCWmbm7pICUqAEpZRcEEoALgfghABJAFJKgCTcQ9E1B0h//V//LI59Z2e8tz+OgsOSCzKKAFyOIxQEIKWEP0JSIu4hMUclSpgjMSdShvsFB0AAJOYk8B7MUfjjSJiTBIALAIgkZCByNd/5ypc/ePM7ncwmk8loNMrzvN1pKxiAPM9bZSvGxmBNTO31U9f66UpfDdCzuhMHHVVxVq9ubDQp5THuD8ePfuGLj7/0Y3Biwd0lJZoEd4cgqTKWql9+cPOpM2tGCeDZZ342mMkd3niMhGdGMUuwVM+CmpVu+TM/+ePD/t721tb28sqpU5utTjBzsQIbMomAhQIBVcMmFSETaXkGrJZlXrYNhedFaXmn1V4t8k6bEMJ7H17rN5PX3nnj7//K36vSBJaDaHfzajZO0Z984pnz5x5+9/sf3Lh5ZTQZjgYHJ9rF4xsbP//Uc5+78PDvv//d7+zvTEO370V7aXP7xKk8pV6Wv3v9nxWtpZ2dgwubFzbYPZf32oNpu8jZzX0W23lhQtFql0vdSVWXlrmUkjq9paLVGk9mMr763htvpcteWpPpcDZ9/+rOlQ9321lnk+vtKPUPL21vPv/8UymvD33UO9W7md6vpk1qGKyzunzqoQcf31g7Gb0zrprlld4rX/kdyyRM250yedqtZu2ikyEsFb2QbNqflKFc762nmafYPHTpwqWLD+zfuf3kp5945ZVXHr748KVnn/vf/vbfGU3j6sqpdmstNdlB/+4sDjc2T61tnhrN6hu7u4fjWbe33F5dGQ9mbXRvXb3ztT/42mjSr9O4Sjy79dSzn7l04UKnm49mg6trXXtga/Oxx58vy3anW47Gffcoj01sXnnlq7u3vNNtlWVRlLaystRb6hRF5k1tBMkrV64SOHPmzPr6+vdef31/58b21qkvfvGLCvm13f7/9Cu/dnfUnDj3XOUr33/zWzevvOOp/smf+umNre1rN27Fof7hr/zXWLh9d4iPES6FEEgCoHCP5og5d5cEgCQ+yd0BcAGfZGYASAIgCYALfo/cAZfwEQLUPUCUAyCJBZJmBoACJQAkzQgIgCQAgYRrjqSZYYELgQZAkpkF0kAsCIqIWPAjlpLuiVIN+LFGQaAkAEkpesJ9SModAAXiIyQNNDMAJDM6iTnOgUAANAcgggDcHYD8SIQ37lFKCO6Oe1wAJAFwWUwwMyzUKQKQuwCnJRckAXIXfsgTPhZICiQBuDwEAeBCICFwQZCZAiwDDTBLZjSay5PTAUkAkisiAHB3AO4OQJK7k8SCJACVI6bkLrk3QnLSKFdyTzQdcUkAQUAAAYiMAJK7pMwLMwMgiXQqAZCUkidmANwdgADhiMsBQsScBECguyQH8Nd+6bM49trO5OBwlGAJltwlAwhAEuYkuTBH3OPuAAhiIVHCnCTMmRIh/BCFAIAEQABExJ+AEH4ESZAAkDnuY4yyYAw5mle/+uWbP3irGg43NjYkAXD3peUl0sbjMSRBMXl/MKysvD0NfVstOu2sHmaTu600q8aTlfWNkGehrkdV88hLP/HwC5+HE/cRIMndtTC1UKp56eLGk2fWAiWAJy+8mBeFkVmWuXuWZRaCJ+V5nrxa7pXPPfPp4Gmts7R18lRRyoxHzMqiyLK8KHILyKwuigILNBrNghVWEDI4qSKAdHrK86JJnMbqe++8c/XWje++/eb7164ws8at11pt58vnTl+I0ybL+e7lN2OsmfXqwf4S4qml/HOfefilzz+9c+vKd668ddDUdVXE2B0MZCwvXnxoNB7PfGd1eXU6rp567KlTG6dyKzJkhcTxaDIYZAnVcFxNZ512O8uyfDZD4J2D/a0z21Vqbt68efrU1iuvf+ubow8cPplVUapdk2oa8nJWmsFDlU51uudW1h8/e+H85qk7u7vphKywyWxkZbF24gy5dGLz3MbKVjA0nByMbrzyjf939/DDSw+fgfngSgNw+/QDIZTrqycnk7rfHyLK69n+/k6nGyxzM46Gs1OntrZaJ8jy6tWDrTMPLS1ttpeWZJhVTZOs111aXVkLVo5H092dOzs3dzqafXDjRhOweeZ0mbdyhPHd/mivv7S8Xq5bao8Pxjenk4P1XvfhCw8+//TLK8ud3rKEaZkV9dSmY/vf/8E/2bvTn0zG7XYnz3MS0+ksy7Kl5WJjY6VVFAQ7Rbm9dbosiv7+wcF01M7p9ThkobNx+tX3br363s3exsW7u6MfvPX66HDv7Omtp595tugu37h1Jyu6/+vf/mtY2O/PtODuAgQBCCHYHDinBZCC3F3HAEjCH48LACRhwcxIArAFHQMgwd0ldzBJAEi61HgCQBKAmZHEAgG6AEgCYIY5kgBMID7CBTMDQNJALeBjknAkEXNaoAhhTpIDNQkgpeTuMWkOpNyTkHQEgLsDIIkFSVyQRNB4BAtFgBnnsGAkAAEgm8SUkrsDkB9JRIKS4G4pRdxjJgkLLkTXHAQalVwLgJIsumNBEiQALgcQPQiUBCCQBkoiKTnNAZgZSQONRwDQSDqF4DAABhAkJUVBIgBJPgcCkASApBbcnQsAJPkcggRfSC53kZAUk8/kEkBASJ4AEDQjjYCOuABRZjQS7gLlngCQdClKAiRhTjBSkqcEBigA8JQEuMnlcgH4L//VF3Ds7d3J/uE4wRyWBBcEAnAXAEpwB0ASC+4OQJK7A3AjPkIAhkQIxwQ6Ao4ICwEJfzwnhB9BCwCMJe5DNqDRrEDzxjd/f3DrWjOakNzf319fX5/OTSZlWaaUZrNZ3TRJAq29furKQbw5CUW3u5zFdjMo42QyGPZWVplZmbxyPPrSFy899wIc9yMgyd21MLWQq3np4saT26tGCeDG+WeykMUYzSzGmGVZt9ttYhNMqyvd5555fKndysHTm6fLrFW0g0uekqSQBYI0I2UWQ8gIhCx0Op08y929VbTyPA8E4YEqsmDwPMvrWfX9D9578913Pty58eYPvh8NeatYWV+/+MBDa6snJ4eTt9985/r1D1dW20CKXqxmYbtdXNxcffnlZ0Zx8NXXvz6yGmU5Gaq/1zQzI8LnXnhhbXXtzuDwvffe67Z7a6snjJknbJ7YbOV5tyxXl5dbzDLBBBNCCK04nM2mk9k0y3NPfv3GdSO/9vq3vr777rSaWZYnCZnRQl4UsROMvrW+1oWd6LRHd+6ePbFxZmsLoYyprmPV6y0vLZ1omqzTXj+5uSnGwejuI4+d++df/S1ggqyp6+nd4WQ6bVpF95FHnux1186dfbCuUu1iprfefvWgf3M42jt58oSEuo6tYNNJlHdc7VmD3vLKYDRY6q2sdNeVMBlNV1bXtk5te2TT1B1k43pmZb6ycSKmpCreunpj58r1FFOFUT/euXrz+3U1OrW23i3aG0snVle7jz9xyX3W1LHXPc3Y/cNvvDat6xhTp9MG4K7ZbNbEpswIdwObqppNpusrq71ON3limRdMq72imlW3BtN+avdVrG4+eO3KrR+89Xo1Hjzx+KOPPfHULOHOfv/E5vb/+N/8p1jY78/MDEBKySUQWiAZaPcAEKEFAFoAIAmAuwNwd/wRJHEfM5MUFrDg7gDMMSfJ3RsgygGQFJAgHCOJYwRMmHN3AGaYIwnABOIjJEMIZkYSAAV3lwTAIddHAEQYAJIAgkAJgCQHahILklJKkiAld8EkukQgueM+AhwCwIVAA0ASgCEaaWY8IhJzklKSrHT3lBLm3JN7hBpPLsCDIE8OwI0unwPgUHKXZHM0ulwuCXMMLsglCIAkHKs8E6gFAyi4O44ITFiwOQBCCMHdaTQTheAIZAMJIOhyFwRiwd3xR2gBx7QQrAAIyTXnxBHJm+QTHYkxSsKCFkiGECRhgS4zI+lzUvQEgKSARkmSmQGgCy6SfoTBSkme3OUpSy6fA/BX//yLOPb9u7PDwSjBHJZEdwEE4O5YECAJxyQHoAUAyYU5giQAAoSw4BLmaCa45MRc6UmSmQGgWQRFApA7ySSXIuRkSCJgAUckB0BCyHEfQ6QFkC3zr375n37w5qsW67IsQgjtdmd5eUnkbDqdVVWv15NUx7izs7v94KOX92avXz3srmxkzaTT9Ncyj9NJ2elFOWIzif7Uyz/5+AsvQwkLwhGBAiBooYZynz1/afPTZ9YzYY6rZx+zYLGJZibIaHmeuze9bv655586sdIN8gdOP5CzHULLygDeA0kASZBmFgQRpFkWAoAYY5YVnlKZ571eJ6OVeZZincNmo4Ovf+cPG2gwnXz/yvvFUqfV6Uwmo5S0v9cfDoaddpsx5kHyWOTtcytr58rOy8893V4rf/O7v/9u/6Z1ClMorffA6Uvj/fF4MHzkoQd7ndbhIfb39iezWRW9jumwP8jyYpaamjixsdHOy1jVpWUXts92Wu12K/barcIyuFp5cfny5eFoePnm1cvjncFoGFOyYAwWUxTghRetbHN9pRoPltp5qoaIdasoetjcWFvtttutot0pl9p5L7N2KJDn6HbbRaadG1eLktV0tL198rCYjEez2TSe2b407Denty4UeWfmnnfL6Wz/D77+200aTmej5eWlwXB0+tzpVmvlzOkHHWVVqarrg8HhtQ8/GA+Gs2l1d++g2+1tbJwMZg6Uvtzp9hqk3tLS2trqcm8pCM2sKs1v7e28f/Wd/uBukWUXHzhXhnw2Gh4c3C4KFu2yqZnZ6ttvXZvNEEPt7mVZ9nq9sNBqtUpmOUOn1S6yDK4iyylVVVW7lttZrwyTyeT6bn9sPS6dXNt84Oa1nXffek2xeu65585dePBOfzSc1d328i//rb+Khf3BFBIAQQAhYkGQ5CSMBoDGjwF0h7sDAuCSu2vBAeFfRBAAoWBHJJE0MwCSAFDCEUpKUEouCIIAEB9zED8kCHOSAJgRRwiAAHEfgseMBi0AkidPAIR7AgBJAAgQc5pzIJEA3B1zCXJJAOSQDBJAyAUIR4g5wiVAEgzMzAAECzQGiLQEF5DcJZcEIbnLcgIkAdCZkteeGk8JcpmklBIAh0lwOQBB9wAwspDkLglzNJC4hyGRECQBiDQBJCTQBV9IDijRIbg7SYByhRAwRwqAQBCSUwAEeEqCAYYF15yTFI5QIghAEiAKJCXhSCQoCABxhARpAqdiXddyAXDXHAABghCMgABJlhTMAApKcy5BBAU0Ekl3BxDMKAiA5AIRtODuNWvJSQr4L/7cizj2g71ZfzgUQoJFASKEOZew4NAcjkkCoAUAgrBAEJ/k7gLMjITmAIFk6S6SZgYo95qeBJF095Q0q6q8zF0ugztzmAwOdxrNMjd8gixkAltMb337K+M71/p3b3U6nZSihHanE7IwnU4Hw+FsNjOzVrtTxziO4cOD+lZVLq1stlJVVvt5NZ4OBusnTloehsODYR2f/9LPPPHCFwAB0AIApwkEoIUoz3363KXNx7c3MmGOvdOXSEoi6e4hBJJm/ugj5//9f/cvnN9aVVV7g8N+TXQH1TClFEJIKdV1457MTDKGAgABASmlYBayjMwISCrygq5AwNXMZrvX3htMJ8jDuKlv3L21e7i/d3gwGQ4cqWiXgpdFnmbTkPzk+vpmb3nN8hc/9fgjly68/uE7r979sP3Q9vrmif0bd5ZaK7mK3eu3pv3DH3vx+dRMi2GHwWpv6pQmdZNMk9lkfzoduDeeqqqajielrHCGpGkrlHnus6pleWqaJDELe6PD3elelmVVPQNS8uQpwsA8nb9wtrfUvrlzJViSql63POwfsM677W47L8tQeu3trMyYO5Dnxeb6RjsvTq6vH+7tnT29HYz76drB4dBTWF0+1SrWjK0i77izqmdly6/deBucTmaDlOLhYb+3dfbi+U+F0Lt44VEoG4/HS8ud9z98+xvffeXGzZuj8Tgvy43NzXanPRyPm9HSzs5tMMUUl5a66+treZ5lAadPLFdVvb+311R1p9VdXVqVqwxxMNi/ePF8VftDDz+xdfJTv/f/fXMyiV/57u/cunWrLEpBPGKeUsmyV3YzC0WW51m21Om2inJ1ddWK1nIZQqr6+4d7g6rKV235VFa0r7z/3u2bVw3p8SeePP3A+eFMKRRo4v/5v/xXWNgfjHFMIkR8RK6IY3aMJGCEuTsWkvxjCRCIH8XkwYwkAC7gmLsDMDMAktxdC/gkpwk/JAnHSOJPpIUQAkksSC45fsgAuDsAd5cEQHOE44gkAEEBwpyZJSWZcIwkAEn4JIIZCSCEAIBJMEa4AzG5HJJIunuEcCy4uSPKG3mUapcv4IgB1AJJHCNQSjhmZiEESe6uOYIkhDm3EFMiCUDuktwdgIAEzWFBIkQAkmJKLgLQQiLmJKWUIAMMgCQAifhYACB8RDCAJAAeqUMWAM2RBoCEhCbGabSUkrsDkCDhIwQC5lwOwdwAkAQgCYC7aw5IIkBAWCCpewC5AyTh7hGNACObGP/zX/w8jn1wMO0PxonmsOQCAkEA7g5AQIIggcSC3AG4hAUS90i4nyRIkEIIThBkcnPUVBMbCZLu7O52m1kry/r9w067MxgOpzN/7c13vShOnd0+d377xPpKGYKVZTR6yBDYSgH3MTmzDELJ+J2v/M7N99+cDvbkHmMKwbK8WFlfbbVa48mkKIo8z9vtzmRWrZ++8Puvvff2rbEndlBt5p41k+HhgCG3zGKsY8h5wYt5AAAgAElEQVRe/Kmff/LzLwsEoAUATgpHtBClPE2ffXDzsa31TJjjxvnHJ5NJq9VqmoZmuEfxgTPr/9lf+ne+8OwjpclYRrVh3aqexBhTiqPRuK6qJjbuquqmTpYWmqap6spoAKKYWRZjyrMiZ1DyIit2d24d7F6NxN7gsL2y9IOrH9zYvYVgITmC0EJkHZtZFn2js3xqZe1EE8+cPP2ll39s77B/rb+fndnsPHDSXTcvX9u7fXjh7MVLZ86natIts727t1cOU9XU49kIwSbVzIqAwKkU261JXY2rmadURGg0zRq/WZRMSKNpM52NhiNrl3uTwY29XbZ4eutUVU+ygKaexlgHs5W1ztr6StHOB8OD/f7ddrvIMkavpxorAYk5crgXISz1OqZOkbXLrJVnYWNl/daNnTPbZ4YHh1V1IyXlWadVLlEFkWdZu6WsBSaNYxokzcA0B5n1trrt1WDd0yfPNlWqq2rzxMrBbPc7l79++YMP9gcHs7paPbHeW10ejga3b6ia1dV0FGO1sbF6/sK52qsmVb2lfKWzPj2o61F66OKjxsyFVha3T59y8MMrO088/dlub3P/YDoYjv67v/c3JuMxyTzPAQggkKEIyFLTEKSryLJY1RcvXsqKbq8Mp5Z7O9evDaaeL2+X62eruvnB268ND/bPbp9+4MLF1tL61AOLzvTw8J/96t/Ewl5/BIAkAImE4SNyRQAkcYwLACEDIAlzRgDpHkAgAEk4RhKAyYkjJM2MpBYASAJAEgBJdwcgCZ/kNOGHSOKYJPwxJGFBEha4AAgQjkkEIAmAJAC6B3BiLqUEIMhCsDnSBAdBEgsEAUgCIIjHAFCQBECSuURGuAMxuRzuLsndEzHn7gCCG2BRXntKUhLchQWSAHgEC9SCkcFhZiSxYGYA3B1KmaUsBJcgpZSBJOjuCUoQIJICogTIXZK7EzAAkqekKMy5u+RVkuuIu8spEccSIYkkABOIT6DRaJhjBEBCcwAkd7mnJiVXJsndSQIEiHsIEoLmjCTMXSQBSAIgCQsSXEopAeACIICSuwuQ0RxKckHuLtdf+cXP4dj1fjWeTBrRZVECDIK7Y0FQkgBIwn3cXe74IeJjxBFhzgQCdUAwu/Xeh7uXPwy+LynGOJvNrl+/3ivWHnjg/N27d1utVl3XFjp/8Pq7N4aNtZe63WKpFU6ePNFd7r7w0mc3ttbBVEbDAkkAJneayG7w17/xz2f7O6P926traynG8WSS59mZ8+eaJt68ecNorXaLzEbj8QzFqx/sXh3w8vffyaf9L3zmsZPL3cPDYX80aWLd1LNiefmFn/zZz3z+J5JluE+iXHPurrkElqo/c2Hzsa3VHEd49pEXq6oqy3JWzQiaWUzJU9pc6fyV/+jf+pkffzJO91Iyz3rKe1bPiqKA0MQmC1mWZ5CqGCv3FNNcPdfUdVUfccbo1axOtXtMlB3sHexcvwE1k6aKVLnUff/61YPRcP3kic3u6kF/r58GKato8US7d7K93vTHjwOPP/ts78zWB3f3itX1zur6aDw9HA737uwVWe/Rhz69trJeZIGIQOpOk6SqntJUVZMYY5PqSTUbxWZQTyslI7MqFdPYStzNsno8LZzmqpWG3lzev/3ae2+31zpwP9jfXeqWgd5qZac2T3R6JQhPKcvyOjZFWWQhiGry4WRc9fsTOUNAd6l84IGtXr4yG1dVVddV3R8M+od9msF9tcBsOq2qmOdlFoq6iQTbzFsyZpGM6+sryd0j6ir1lk8sdVeodre1HGB5QJHbNI53B7f3DveG1bhBDK1MATdu3Tzoh07ROty91euWa+vLWWm1RZZsVLWxHA/D6dULTz722cP+eG1949IDW62ydWdv/3A0O3/pU7v7h1nZ+fZ3v/0Pf/W/D2YppZBlJAF4Si5ayODKLBgId0UPIQitjV5rJQ/Dw8ONk+fa6+fUWqur6v23vzfsHz7/2ee2z54fNdg5HJe9tb1rV77627+MhTsHAwBmhjmZWSAJQJAU8UmScISQ4ZiIOV9IgEAA7i6JJAAzAxAg4iMkzUySu+OYJNyHJABJZoaFBAr/Ikn4E7k7PokLgAABkARAIj5J9wBOfCyDzAwfYYDRjDjiEj4mkQZiziUQ7o6FICZPEYpyF+RwdwAuT4AWAAQ3iQ7VcpcgA0Aa5pgAYYELADgHpkZzACS5OxY4B9BE0swgELI5EoBLyZOZAQSgQACSmrpOSYBJcLknJRBAmvM0dWtiJOnucrpD9wAJAkASgAkE3F1zhEgAJCW5IgCSmBMEzZGEIFELZgbYnCQcUSAkYUEMACRhQRI+5hGAJMwJgsxMx4wGIrlHl7vmAPwnf/azOHZrOBtNJlHmsCQQBsHdseBQkgC4C/dxd8lxH+GYMOeeAASBwCwgD+HKq2/94Bvfns72Qsi63a572t290+usnzp5ejab9Xq9GKMVxR+8cflyP4/5WpB8NmYO4/SX/pV/6blnPmWsoIA5HgFgcsFEtkJ66w+/Mr5zbXywu729fefOnclkkhd5KIqqmk2nsyzLqtlMZsmhYuntm/3rY3v/e6+14+DZRx5aapXJ2e6tkD6rJpOYPvvFn3nyxR9LocR9EpPD5zTnnpCVaj5z4cSjp1YyYY4nzj0PoiiKpm5AZCEDQITlVvGX/+K/9hf+3EsHu+8fDPrWWVvbujC6cTUzC1nIsjzGJs/zlBKCRYMA4ghJSVmWJSuquoGjmUZ6eOP1N7732vfyvNw/2FdmJ05v7Y36b7z7zgc3rj37/GeffvDJV1//zrX+ld7JVlnywuZpvzs51dv4uY0TdnLj7cnhXWNoLS9ny+Obh1WsiuXeuQce3t66GJMZrUlVlnEWmec5YpNloEeT5xmVUvQ4pdcmT8mmTbdSmDajuj8djJayoqnqOuftevzN999+4+p7E9b7d3ahughYXW63W9nJzQ0QkPqHw3bZ3dzYyrMyswJAXlZ1xcYDaO3l9upGF6Ee7N7a3dmpUxT8YNivUyxbebvbDTVGo0HIguStVlE3laTAAPmsGpO+tr5eTWORLxmLXlnDrZqqVy6pSWVu3U6Ro0jTrFFkYaEdpqmaNJNrO9dbK6dDctZ1rwzdpWL38E4dIlphZrHZZyduPP/Yj2+snB1P47mLFzeXlmfT6tXvvXHuwYeW1lbvHB72Vpf//i//3Xfe/j13ByApLLh7AzEEAzOzPGTT8Xi5tzQejZuYFR6zZrba6T3y+DODOrfuyeFh/+oP3grE008/fWLrzN1hdTCVZ639ax98+5X/Awt3DgYAzAyARMLMOAcIFI65OwBJOELIAEgC4BAAv4cGEpC7SyAJwMwAGET8EEEQkvAxYUFYIAmApJmRlJQAAXIJwjEJc8SPJsDl+JgwxwVAACSfwxwDjhE/JMCJjwUk4xEAhAUEMyMIwD3hmAB3hzDncje4uwRASkiSQ0kSQFESSLknHJEcQFAQzaEEdwecAFwOQIiA8BHOYcGPhJQSAM25Y0GSA26Zu9OOZKjNQBJgACiRRgJgIo7oCBkkpDl3gCABxBjruhkra2LyBcAkuEsQAJEAJMyZMKd7gERhTnKJICBBICC4JzNOxqNWq2XMggWQcpE0MwFGM2NmkMvdNReCQMnlImkgAJKS0yMACYCEH3J3kloA4DIJkgv4S7/wDI7tjqrJdJpEB5IABADuwhFJcBxxdwiCsCABEABJ+AhxRFhwFwCTQNbGDNh54+0rr795dzBtt1tLS92YYr9/0M50Yn1tf39/eXnZ5nL8o9/9ww+Hyysblzpl150iXIf/8s+++MJnzmeYOnIAnMMREc4gsGR87Wu/e+2d11CNNzc3Y0pyp1lveSWmmFJqla2qrmRWTYZor3/36vD9O+Orb71aTPuPXTrfzovBaCKEssw67bKztvHY8y8/+tyLNQJJCCKcLoSYoiAa3F1Sy+unLmx+6uRKJsyxd+JRM2u32ykldweQ5XmwsLrU+o//4r/58196avf6u3t7u+2l9Uce+8zND96rq2plZeX8+fM3btxIKeV53ul1D4cDM8uyLIRA0t2zkDlJs2CFJ7Tby7/1m1/+3utvVk2KkZ1uu9VuD6fD1997+60rP3jo8Uc+/9wXv//2967dfmv1dJlULzXF2kHxc8988dJpvLpz+dXDm5OVTrKyaHL2/fTame3TF7e2Hmh1VixrZXkJkkaUy5IMbkZ48tjIXSkWOZMhUZQKC92ssCYRbk3s0tBUk1S/cePyP/3q713evbFzcLtpplmIp0+vbm+txjhaWemmxlJMh4eD6bhaXl4p8laZl03TdMsOLbeQJ8elBx86cXLr7Xfe2bn+vcn4bl623D0U2XRWZUVelq00HoKKdQRZFAUJEjEipiaianVyy0ITcWLjbMg6h7s3KZI2OBxQWl7qlmUWZ0IsRVmOjZMbs6Y56A/7h4O1zV6sm7Obpzcs13g0mg6H2XRnclBnGWbtU8sPPfXwF4K6yysbW6e3Y+KtW3du3rrx0MOf2h/sMyDk4X/4W39zb3A5C0azGGvJQxZI0HIJKcY8ZIEWY9Pt9kbDIY2sk4+n57fOf+rhJ3fujEJ79fq1awd3bq6vbzzy6Kc7S6t3D0cRxWA0HRzuv/YHv4aFvf4IAEkskARAEp8kCcckyIljDvkCACcESHJ3gKRhwcywIAkLXJAEgCSOUU7JzEiaGRa0gAV31xzgxMeC8COJcCM+5sJ9yODukgAk4mMBJI5IwidlBAFJXDCzEIIkAFIC4O4AEiwmJ44k9wS5OwBJEbk75jgnmARACyTdRWIukS6XBEALWJAEwN0lAZDoAklJLk/EnC/IAWFOUpInCABJACRxzMAACgJgczQAZoYjAijI3ZN79CSoaWLTNLNYxOQAJCXKcR8F3EcSAHcnmVIiiQV3AU5zIRK4ef1qNR18ePnt1dXl02cePXVq2yzPs1ZmAJwLILI8EDCzmJKQuQTI3c0VRElmllIi5JJc7i6DCAgCIAAhpYSPCIC7S/oP/sxncezOpJ7NZu4uuaQkE4gFd5fgNABacHccIzEnCffRAu7jNCjLPF1/67vvfOcbo/1RFhgyWIbhsF/Vhyc2NwaDgZmNRqON9aVf//p7b9+0pbLd6i1568RaZ81bzZ//pT/94nOP5KrMC9wnGd0ymhWK773+TYzu1MODs2fP7t3dq5s6psSsJDGbVcPhYDqdeR5acTi15W/e1P6o2X/vtVCNLj5wvtNqTYZjowEyQ2h3P/fTP/fUiz8ekQpaUBLrBhUr293ZbWK1vr5cVdNY16ir5556/NMPXzRijr2NB80MQEqJC1mW0bC60vrL/+G//aXPPz64e30y7CvZ2vqp/uHBeDzudrsPPfTQ9evXx+PxxsbGmTNnbt686e6bm5tFUYxGIzNbWVmZzsYpJlrRW1p2FN9+9btf/u3f2717sL19no5g7I/6b197/62r7y+f2nzh+R8rVO3uvjVNt4tOwbvNS70n/tSnPn9j7corb337WjysevlwXOez8NjZR1/+zE93yw0wxIQ6KQnJKTDL25La7XYIwYIFCwDyvAgIrmSkGS1YCMGMUaHwVMYmU3042v/Nr/7ut997670bHx4O90KB5aV8+8za0nJWx2FZgKmdogOYTCbdbpfkbDaLMeWhm+chxkjkp06ev3Du8f27k/3+67t33mu12p5Su93ZP9gnuLyydKKXhWAxajyaNk2KTTKzpoaSap8qxFBmyysnOt2N6SyNDqq5Xq87Go08eYyNu3eWegpMmpFpbW0lJRweTNqtXj25y1D0ss5DvZMPLa1PRvv9YnZltr9X10qdc6effPRTn0tV1u2s9Lq9qefvX74SMp9OR+/+4K2TpzaA9Gv/+FejTcqyDMFm1ZgUDYDgFizzBTNzdzOrqioLqWCRRvGJTz21srzZH9Z52X33ve+PRv3zFx88c/YCmB/0x51ub2fn9qRuvve1/xsLB8MJAElYIIljkgCYGQCSOCZBThyLnnwBgBPCEUkAJdxjZlhwd0kAuIAFM8MxkwiFEGxBEgAtuDsAd9cc4MTHgvCjEQJxzCHchwzuLglAIj5GF3GEJD4pIwhI4jEAJAFEYU4SIBdjcgA+J0W5JJKSHJm7sGCkgQAkuTsJ0iRhzihAEhYkASApCYAvpJRcAEwL7p4Mc+6eUooJEuYkuSRiziUAZoZjBhgoiXNmkACYGQB3ASIJILk3nlKMTYzuHr1IrjmSghz3I+4jiaQkADFGMyMJwF2AA0mKk+n+229+azTc29u9MR4Nzlx8fGV5HQyfefq5le5JYwaItGCWBZLIsxyAgUr+EcLlKbnm3AWTa87dZQDpCxABekrCESMBCEf+vZ97Fsf2p9VsNpMEQFKCCcRCSkmgiwAISHJ3LAiQBOD/pwvOguw+z/tA/97v+/7b2U+vALqxAySxECAokAQXcJFEybZsbZbt2B7LcRJHZWfGNTeTm5nK3ExVaq5crqmpSnzhqkzZiW3ZkqhYu6iFi0iQhLgAJHaA6Eaj97Of//p97zunD9VaEuV5RAQ/R8awTQBHGiCP7dsvP//q89+IFHueDgLf87R1he97u+d3d7qdcrmstSbov//O23cGUS0gRrbSy2xcuED98Z/8q8fPnPZYCA4/hwmsNSkVkHvzxe+271x3ycD3vTiOtdbGeGEYhVHEzimlsyzNFFUQ69rc968Nri+stq+/pdLBgycf8I3ptTqktBN2RWqq1TMf+cSJM0/6HsdLt7qLVwxii1QVtkgSw05ZGxkdBfWU/Yc//Oz80WOitQDU3HGfUgqAtVbGABhPhwH9z//6d//gcx/PB2tZPIToSnVyY30lz/MoijzP63Q6WZYppSqVymAwyLJsamqqVCq1Wi0i2r9/v9K4s3inWpvYsWvOD6qXrlz9q7/6/0qVmu8HWuv+YHjp8rW1wYCj4NDRo/cePNhauVUtZ+8vX+gM2rPexBNTJ0/W97+qL19dfn+96CbKGafNAE8eP/Obn/kjvzJpnXNMaWEtI82ywTDhXLI8d86laeqcK4pCKQV4hipBEBijjTFKKc/zoigacBoSGoHn8uGrr7/4yoVz11Zv3rr7PiSuN6tTM80wVMZjx5nnaS1+kdtyuZxlGY8VRVGpVNhxkialqFJk5HuNwwcfCP1mztdvL77daq0bT5dKgfEoCIN6vWJ04Y94YZpmw2FKUIDKh9blrAz1h73+IJ6Z3Q0VJrFdX26XShVrLTtaXFgiZUI/zG3mlRFGamqmnmWDOI6DoKSVn/SSUqXhO7MDpYN+dX5m0syE1wZ331i+RVwuhzummvt9r9FszgR+lOe+tc54tL6xcv78a/N7dty8ef3SpYvGUxDRRgHO9w2RWGcZQlo550SEiJxzWmtmhss5syHCs4883WvHDj60d/Xa1WHcP3jo3tmd81nOcWrLleqtW7cd8M4rX8VYZ5DgF8kYtimlABARfkpIhJgZYwKw8AgAJ8yAiGALESlsY2b8d5RS+EVKhCA0prXGGDMD4DEARMQQxs94pLBNRDBGRAAIP+MIAhCRbAFAAGTMEUaYGYAGKSIARARARAAQEQANIfwEEYkIxgTkSLNs4RGQYxnhEREmYRYiAoREAxARjDEzRgjMLCIAKUUACPRTAEQEgFIKgHMOAI8JSIT4pxRYtlhrC9aWAQgzC8AiGCECQNgiIgAIUCARwc9hZgAyAsEWEogAjhkiAKzTzCxjNAICxBjDzIBjFiKMEBFAIEAgkBEARARABACL2MKm62u33nrjB3fv3PKNi5Oh88szMzs77f7OnfPPPvXZ2ek5pbTWyijlKdJjShGcc7ZwjrcoWIiwEIFZnCURAcDMToSFQSQsEIgQAGYGwMwAZOzzv/IgtnXTtMhzASAQCINYSISZhZkFJFAiAkBEsE3GAIjg5zE7EQFARAAYyioDQLts4b3X3n3tBTtYM1oDpJTK0jwIo2azuba2HkWR1ioIKs+9cOX6mp2uqKNHDyx3epUwuttpf/Jzn3vowUc0K1COX+BYKSgdKXfxtRfcYGPQWqvWqswSBL6whH5JRNI0DcPQWptpSG+lCCZfuJHcWe22rr7pu+TAvv1TzQkN0p6/2W33Om2Kokc/+okTZ54MdJwvXN68+EpZpeJxrktwULbwnAuAwDro0pFnP7XzxEOsNQDatf8UEYmIc46ZnXMiYjxDKP757/7GF/7wsxWvELZgFYS11uZKlmWe51Wr1W63WxSF53nlcrnb7aZp6nmeUqrf7+d57vs+KUmTVOlg59z8zl37Fpfufvvb31vfbCkfcZy/v7h8+85qbWrnvSdOTe2aa0QqpCHZ1rWFtxZWb+uYH56475G5Yy+1LqynnY2i28kHoV+ynfzR4w99/ve+UG/OQhETsZAoYhbrHOXI89zaYjAYpmniHBdFnufIcnKWnXPsAJAeMcYGJjSm7JnV5YUfvPTtzXjt1YuvWEp2zJYmJyeUISKBhh/4zE7Di4LIObe5uam1BlAqlYzRcdzz/SBNC1cYV0S7dtxz9L4PZW7h7sqVOOlZlwgKbbhajfIi0YFWShnjCUNEWctamVBpXxttDEEXVrqduNtPjQ567QGRjodFKaq9e/FKudRI4jzNU+W5IMTuvdN+gCjy88INeoNy0CxXG5JwI1G1Tnr2wRMTe6devHr+R5vXhYNkqPLcD8Om0RURs3P6ADtZW1uuVKPVtaVavXTr/Zu9TptYaa0KmxujiZjFEcCeiIa1VinleV6WZczsnFPsikE225h94uEn7i6usXjdYby0sqyMPnDocKM5PRhmDCOg5eVV4+nzLz2Hsc4gwS+SMWwTEQBKKWwjKEAxM8YEYGERcc4N06Q/GGitm80mACKNbcyM/45SCr9IiRAEABExs9YagIhgjJkBEJEATPgpA8I2IgJAHwAU46cKBSGICDOLACAAPOYIP2VIEUBjMgZARAAYAuFniEhEmBkgqz2WLc6xE3IsH2BhIWJmIgKgBCPyAQJDmBkAM2OMiACQgAQ/RUQAlFIARATbBCRC/AFhB2ERN5Y6ZZkgEGEBHAS/DAEkkDFsY2YAIoJtAgiBRkAAhBUziwgATaRAAIgIEFIMwhYRASCCDxARthCRcw5CIAHs+sbqrWtvb6zeev/GJXAKYi5XiUyeO638X/3Ibz9w4jQRecYzmgJSxhillIjknDrnmNkYAwKLCItAmMUVWkQAsLDlLSCICIREFABmBiAiAJiZiP7ZR09i2zBNiqIAICIAmBQLmFlEmFlAQopF2DF+jowBYGH8MsICwEEXygfYp/zWOy+/+/oPvaxdbzQDv8xW2u1eEPqlUinPMlIqjuN9Bw787bd+/M6NfsNzJR99J41yEGt88nf+2enTjyjWIMLPIbGiCUpHyl0498Oiv5bHPWN0r9f3PENQsHDO5XlerVaLwibk9HAj8xqv36W7m/07b71UInfi6PFGpVJkuR9G8I3va6vN0YfO3vvgw4HJiptvL5/7TsXHkKXQZeecFk6HAy6yyGU6qJz+xO8fO/tRUopgqbnjPqWU1lopRUTGGGutHwRZOvjkx5/4t3/2h5FKb9+66Znw4MEjImmSJJ7nhWE4HA7VmNZ6OBymaVoqlYhoOBwSUb1ez/JkOBiS8odJmhekjHfnzsrV6zcKyd67dvPilZvwyqcffXrX/MGskH27Go2guHn5jXayfGXhEpJ8nhq/dvLxNE/PvXe+HxZ931pPs1PHj5z4nz75+3un57VnRJGQCEEAx6wyLooCQJZlIsLMw2GsPeXEFYVV5AlTHKfWsi1cLD6JkoJ/+P3vrm7euXbn3cX163sOzNarCMLQsjO+R54RQpKmoQltbqvV6urqqud5SqnBYOB5xros8AOCBgKFqtjyhx58fH7v1Ftvn4vj7u3FG3Haq1Z9pUUpMZWAlBYnnhdkmc2yPAyjaqQDzb4XOUvN+uTq6oZRRiudptna2nrgVyaas8t3N4wuLy4stVsDa8n4bt/+WS+QLBs2mxMiUCxx7pqViahb7Cz0p55+0hr7T2987zJv5BkLwtx6zoVLd1s7d+49ffKxt996Z319RWtxnDEKgrA4m5LWyjnrB15RZMwWEGuYPHLOEZG11hgDoCgKHybrDo8dOrJ3597WRjfOirVWq9XpT83O7D9wSJlwo9U1XqnXH/R6/dmZ6e99468x1uln2CaEERnDLyUAYYRAAhCIRZwoYZUXwwvvvfz2lR9fvv3+3gP3Pv3w0/fMHyQBoEFGoAkW22QM25RSAJgZAOEniCACgLFNgSBCY/hFakxEANAYPiBQLExurb1qYUteZThIlFLlcikMq0KahRksWxwAIhIRgiZSGBFhsJAAEGzxoAgQESICgSECERYWcQgEYGYRCMDCzCLCIuSImBkjIhgTEYywQLbwiIgQRISIRIQgwgIIQEQg0gCICIBSRIQxEggEMuYcZ6yss846Zi5YORaMCYiJADAzAAUBQIQtAhBkhAUAEQFw7ACICASCEQFoRCkSESIyirYAAiEQAUQkIkpRQE6rLSxiWQQgAoEEwiwAhFlEWCBOgVy7u/z6uW+1NxZXVpacTcLIt4r6g6xwulKbuv/Ig/N7Dk5P79ozszuAr7SyUsT5YGHpdrffTuP+/I754/ecEoGTgoVFwMzCSkRYBCKO2bETASAQIjIsAhFscQBEBITffOYUtqV5WhQFICMAmDQLhBkEZhYhJsUjzokItskYAMeMD4hgC2GLYMzBy1UIOE+SO1deu/b2y9LdDKNyKaw4h253MDFRnZvfNRwOASRJkhfpF7/z4zttfyryFRc5dKidVKKPf/bTpz50GiCRED9HkxWliMiHvXjuh3F7iTifmZmOR5IkCsJSEDnrrLVBENgRY7i3itLU9y+1by6uv//2KzVfHbvvSCkM2xubynjiG3a5KVfOfPQTR06f0SrPb/x44aVvhp7qOVX3DDmrPIrTgevQuJEAACAASURBVGMr7FRp6tSzv/3Ao08akIKlUnM/AKUUxjzPAxCEoc2zZx4/8e/+ty80y+r//X/+gq3643/9b5gHX/7yl+fm5j7+8Y93u9319fWpMQAiopQiIma2Y0oLOzFeGJWrd5bWb9x6nx1dvXHz6q0b127fWVjbOPHw2ekde7WOpqZ2TjfCpasXB5uLm/07i+3FUhTMUjTL0aN7j/QpubR269Zgeagde365XD82d+jA5K7mZLNcK0/tmNKejqKwUqtEXkSA7/vWOhFO0zRJkjwfeoatFVfA8yKC8rzIGD/NjTFRp5P8+Z//RZoPLl49v++e2VrTj0JLnhokSWZzUwpIKyvsEqugnHP9fr9UKg0GgyiKkiSpVeuNZq0oXOiXtC7nqd4zf8/e/fvfu/ze+sZKr9+Ok14c97N8mCQJG4mTtNlo9vtDYXheSKSEU49csza1b/eB/fsPrK7eFZfv2jWzvr56/frNew7fFwSVO4vLSZIlcba23E8GOoho11wzKvubm+vdbr9Sqg0217p5Ua02phF95N6Tjx49sry5+MrVt9ZMFkZRlnOc0UYrsRI+euaZwC999bmvWJux5NblpZJf2EwbneXaOasUlAazM0ZpTxVsySgR8Twvz3MAPFaiiHL30IkHJeUsydr9YbvX2+z1a83Jw/cesY66/TgIq3eXV4zxds/tfO6L/xFjrW6KbUIYkTH8MkSEMSICwCMiubKtdvvm+++++vp3bty+tNbpEIW7Z/Z8+mOfCvzKvYePl6IGxANZQAAQETOLCLYppQAwM34JxjYlIIDG8IuISCmFMRrDGAnEyftL15/72pcGSadcqQdhuLa65vn+E48989CDTxARRDBCjBEBMxMpIgVARFhEFGGbYsE2J2BARJgds1gxGJMRgIVHZATkQCICQEQwRkQYYSEWjDGzBbMIf0CEmfETRKTxMw7bCAARRkQcS+GUiAAQEcvimDEmIIHCNk1M+AkBICIARACIYIQIIzICCLOIAKQUkVIEKKUIrEgpIowQKSKlFCmliQJyakxEChYBZAzbmBkAszAra5N3L5+78u4r7c07/X6nKNJSKfTCoN3pZ05rU9o9f7A6Md2ozzxw+IH5yV1Lq6t3V5YKFHEWd7qbadzbMT3z+MPPVMp1hhURImJm58BjAIiIRZgZY8zknFVKYQsDoLFPP3US2wqXW2vZOREBINgm4phZxMkHGIBAChYARBhhZsWCMdkCgSEizRZwIuSU7mcwXhgaXrtx/r3zP7SdrtG6VCpZa1ut1uRUdd/+vb1eL8uyOI5J6W9+991ri2nU1NrYEMH85OSwkF/97G/d9+AjVikHYmZAlFJEJOSEFJEKlL3+9jmTtdP++o4dO7vdjnOuWq0V1vZ6vSxNHTsi8kzVZQk594MXzy2s9e5u9Cr1xr59+0qlUmtzU3kBiREemsg/8yufOPHo0wF58c1zN17+krbDxNrQq2ulfN/P87woCiWFDspnPva5448+S8oAoPLEARrDNmY2xi/y7NEPHf6//vc/O7Rn+p233txYaz/yyGNRCX/xF39hrf3CF77QarX+8i//8siRI7/zO79z5cqVy5cvP/jgg7t3715fX2fm+fn5ciVK4qTRnI7TbHWtc/nqtVJUff77L3z929/LtNl35NieI8c6g2TfnkOT9alBr99ZXmoYsbq3nCwvry41WVczNolMzNYrU6WEk832erc9YCuB9sMwGA77fslrTNRLtXKpEvm+GcTJ/Pz81NRUlmWN+pZqrVaLwpLxIKrIRSEATFHAOceSaFWCqv77f//nF957d3pHdWI6NH5hSmBIP+3HReJXAvJU7go7LGxhPc+L47hSqTAzERWFbdRmfN9MTjV8zy+Va+y8eFh0+r1hPMjzPM2GlUq5Vq21O23nXOEybbx4GGeZzbJ8dXktisrTM7sO7D+ye27vzqlZo9X1axc21hfm56csZ0qpjY2NPM+Xl1eck+FwaKiEwnechpERcKfd2TG7O47zhikPHPey4uD0/OP77z19z+H13uq7ty8vb27mbAdJEudcSFhrzKcp3bh5bW1j1bqcyAFWYEtlP8uzVPlFUWhNIBFxQg4iWntFYQE0Gg1rrYjwWFD4HvSTDz0Wd3r93jBOk/VOZ7M32L3/8PyevUlSJJljmKW7y5OT082K/1+/8p8wttlJ8FNELCwiGBMRbCMiADJGREopIpIRSNttfPVrX3zl3PfyoieK0yRzudNOe15kJfz0r//2rz37WZ/KpESEiUjGMCYiSikRwTYRASAiRCQiAAMgIgBKQACNASAiACICgIjwi2hMBCx4+ZXnv/HNf+x0V3JPgSjLsjzPHzx55l/98/+lVqp78EkUlAMgIhARCBEBIMAyizIEgCAszIwxN8LkAIg451jgoEQEABEJIBBmlhGQA4kIABFhZgBKKSICC7EQEQBmLsDOOWZ2zlmGgFhEmEUAKCJiEUUEOIEQCCMECGQEUDRiAIgIMzthJywiAAhEUEppIgKE2BEBIBYGICLYppXGCGFEWATyAYzRB0AEp2iLUkorrRQprdUISIOJCICIFCyCnyEiAM45ACKcZfnC4rWrN9+4cem85ImzmfGI2RqtGao7SCwQRVMzu/ZNTO165OjpqcrUhfcutXs9aE1KKS1p1nMuO3DgyO65veWo5JxTSjELkXbOMTMAwRYRISIQIAJARgAIRkSEiD791Elssy611jIzgQAws0AAEBE7ZgjLTwAQSMEOABEBcMya8QERYWaQJigCE1su0rffeHV1eWWjZ6cmpyMv1tz1soyIRERr3Wq1rC1mZmY63W7g+9Y5L9D/+NVXb9510YRnDPsIGtXSICt+6w/+8OQjj1tSSiwziwiNCUSUhlIR8RsvfHvx+sVhvxWEITPXRiqVcqCNNtZarXWe56T87vra9OTMd374ynvX7652hsYPnnnmmWq12ul0ioLTNFdUKF899pGPPXDmcSPo3fjx9XNfD1TmiCpR3WijtR4Oh9Zalydsooc/8pn7H/sYKQOAosY+rbUxRillrRURpZSIYmf37iz/n//2Tx5+4J5XXnqxXKrNze/fvXvy2rWrYRhOTU0ppX7wgx/4vn/69Onr169/61vfOnPmzCOPPPLd7353cXHxM5/5zM5ds9//3vcdqw9/9FnH5rU3zlfK9fNvXvjhS2/G4Oae3X5zojk1a+Dtmt05GOSec/MT1W68cmX1qvZlUnv5equXp2vLi0XWnwjNdFjaUZ5oeGVXDWOf8yJtdVsFp5nLRJz2dM5crVRL5VKWZdba4XAYBmGggslwotGYatQnG/Xp6aldjcZUvd5kdzvPlDKT/8e/+79N4EclVasa5RUbww0LWyAfFkM2LqpHmc2a0YQi1e12K5XK+vq6MaZWqxWFm6jvrlZLjWZpY3NtfX2j0+5rFQQVHWd9gBqN5urquiLlGMxcq5b27t3b7w1KpQqgAr8EoFrdY/SszV2R5GzjMHClyOZFb6O1dOvWLecKbZS1uTFep7Pp6UBDkeJKNcrSPI4zQyWlfD+tU6nUye3jJ0/Ht5Y++ujDR07eh1BxLP24FxdpYnllY3jtxtq7l96/tnC5P2j3ep1ypQQqlGJBYXx/LUu10ozC9zzHhQiLcJFathCRIAhEJAxDIsrzPLThVLX5oeMn26vrg37c6rRbvW5Un9hz4DBpr9dPgqjS7cWbrfbOnXMo4u995x8wttlJsE0AFhYRACLinAOglAIgIgBoDGNKKYxduv32337xP663bjM7FUbpMJZhah13s7hX8HR17nc/9UcPn3xianqSRYxRzrEItFbOOa2V1jrPrdZKBM5Zz/NEICJEBIgIY5sSEEBjAIgIgIjgf4xBVuTOnStf+dJ/un79rUHOjeZkp9u11tYaU48+/uEnH37q8O57PRhRDoBSNGJdked5EHjOibVOGc9aAaANJVkhEGNMHCektJDJc0tjwzT1fF9rzSMiAhkhIgEcFAARAcDMAOgDAmLBBwgWYq0VkaIocibLMgZmISgWhmBE4IhIhIlIBFor55gIBDJKA2BmAKIYhJ8QaBiMEZEhISKlyDkGBP8DsgUiLAIaA6AUAdBwihQpgoCUUkRKKRABEMcAmBmAAwn+W8wMQMSlWXLxvdeWVi92VxfdIBY4Us7ZnFObsTVBkNncD6ZKjZl9++87ffR0CeGlqzfb3b4oA2UUKCla/bTdnJzdO3/gwO79IoItRKSZ2VoLQPATtAUCKyIAeMQpACJCRJ995hS2ORs7a1mEsIVHRCCilOIRCGNEmAWAiDhhbBMREsGYCERYCQm0EGmXte/ePPedr3hSnH93rZ9hx67y8aO7bK8vzCCKwihOYqP96anp/mAQhSEIOlD/5UsvXbmdqjIFvpJCk8oT6/74T/70wTOPMinlCuccEYkIEQkgyoBUpNzd6xc4629uru7ff6A/6BPIFrkHp4jiJDbGpEmqlV5ZutNsTn3ze69cuLHST1ySpMeOHWs0GtbaiYlJQOV56vn6xIlju/fMk3Uq2Vh475xHRW5zI0pEwiCw1glEK8nEO3H2E6fO/gopDwBFO48oEc9TtsjB1ua5Z7SAjNaNkv9Hv/ubZz504rVzrw6TtN6YfPrhE1/+8pd27Jg9ePDgiRMnL168sGvXrnK1RAGvrKxUypXpmel333330qVLTzzxxMG9h/7z3/zN0tLdf/Ev/8XM9MzLL78sgpOnTkm5Fidxt9vbbLU6nU6v1/M8787ygHTo+1632zWeqdfrvW5vs7V5ZeFHw8FQG62Isiwr8kJrFbCtG90oV3ZOzexoTnqMRlj2jXc37uZZpjW1O5vM1jmnFBXaoeSzMABhIaU841Vr1dnqnka9KYK33nrL87w0z1iYgZ7N/Eg5lcG3joa9tJ27pBRNQIxvgkrUkFxCrzIzuQNKuMbLd5euXr1sfO17xvO1tRZgAQd+RGQ8E66vt6anZnq9AVPX87woCgESkYmJprUu0OXAVMLIL4q00SiTwvrGCrPjvDscxPVyPR6m8SAph+V0mCdxoag0TAYq0ImN/XLglbx2r+sFUVnXpOM/sP/0VGXy2LEjk7PVQmwoQZbnAIwxvu97nh8EASu3ur7aarVWV1Zv3LjRam1utlppkva6bHx/s9PqDfo5u9QWIOTCOdPk9O5D9x6P03R1/U6cdHrd9TJKxw8d2jM73V5dz4bZRmvQ6cVRpbnv0L06qnYGiQ7C9bXlPOnN7ZwubPb8N7+Ksc1uAkAEEGERxw4QjDEIgGALYRsRRADQGAjrmwt//3f/od25afO48KLcStbr94eDGPlmPPC4dmjH8T0Th5rNJohq9UZ/MBRIFAVJkviB73t+t7UZhZHSXhKn5Vq5XK2ceeTh2dlZERYiCJgZgAIIW5RSAAgECIsAYGYARARAIAKBkIAE5IDr19782lf+anP5svYnO+1BYZl8E01Nwg+PHbj/zPHHQh1ZMCAAgdDeXHvhhR9Mz0xXq9WVlbVyuZ7n+cb6+vzuXUnB/X5/x84da2vrEDU3v7fT7bbb7YmJifX1VT8Kd87tOvPYo5VGQwQgELYIedgi2CIABICIAikogUBAioTgRtgVI6DcMTthFmZhgXNORJI4Xr3zfrlcyrMsTpJ6pZqnGQiVSqXb6SpjSlG0urbWaDTC0PS67Vq1YrR2lpUO4zhhds1G02ZDo3UYhputzTAM6/XG5OwMGSMgYcEWwYhARAiEEQKIACgiAEqRoi0i4kQEpBTxFhEHASw7BkhIgfDfIIw47YTd+tr777z9vdbqLd8Wadwh4iy3RVIIsRcFmctZVdirHjx0Yu/k3L7ZvW+9fTVOisJBREdh0O6vaM95vr9vz4H5Xbv7vT6z+H6QJGkQ+CODwYCMDsNocmoyCAIRsVxY6wCIMMgABEAR/cbZE9jGRc9Zy8wYkxEWgTCzUooBJwxARAAQEQPOWRApUiIsjvFzjAiLccpI2n3tO1/qvH/B195Lr98dZGrP/sqpk7tskgdhICxBEGxsbBijp6enO51upVJWSiEwf//cuSu3C2tckafVsFkpEZN85rd+69RDp5MsKzIGkOd5vV4vlyukLRnDjEi5d994qb++yC5tNBpxnCilrLXOOaVUnmVxkgS+Xwo9RZQX+Op3f7TYytOcWhubJ0+erFarvV4vCiMQZbmdnmxMlb2Khyzu3n/kcK+9HAVKkZQDzxZFGIVZmo0wu5zCU0//xv2PPkvKAKDSrqNxPPSUViQkTkO0Vk7EaB0qfvbswyePHF5bXSlYoLxTRw6+/dZbvu+XS6Xj99//jW98Y2pq6sCh/VM7mhcvXpyfn7vnnntFhIgqlcrOqZmNjY0sy3bv3u153ssvv5xl2eNnz9Zn55xIEEVSFESUjaXO6/biTqdz+/btcrl8/vx5Eblw4Z2bd98cjJVKJWb2fT8IAk+DbeZrT7Ek/UGtVA61FwVhrVxViubm5uqNqtYEEmMUsyuKbMT3fWttnudpmjrnfC4rpZcW7xw/fjzwvM31DeecUrpcraz3N6SshiopQjeQeFjEkQr37N7jnMztmMuSTJiyJF9YvJ1I1xiTJEPr8nI5MkYPBn3P86vVKpFubbZFdOBHzeZkkqRp1vF9n4icc9babrcbhmGzNhUPUueKosgETmvleWp2x7RWLssyl7koKAcmyJIiS7IksYNhXnCRc2ECXW6Uc5dBUa8T6zzcEe05tufkiSMn53bOmkgxnLFgZqUUjxVFISJspFwpO+d27tyZZZnW2jmX54WyXrfbXWu1+vFgbXP97srK6sb6Rrvz/sKdXfP7zz79bJxmWT64cv3i+TfOcaoee+i0cUXc7Q178epqp9NP6s2Zg/ceZRN2BqkOgoWFm+VQTzVrRPTNf/oixjZ7KQAeE+ERAEQkQAECoJTCz3HOaaVAhG02677w/Fc5X+lu3oidWm71V9bXvCjIiqydDGwRnn3w2d2VvZcuvDdMsyQrcitpkVcrpaIoRDgIgrTf8f3QmGjYT8Na6CRndr/x67/+zIef9qIQIGHGiAjGlFI0IhhhZgBOGICIAHDEAoFoEU0gBg+G6y9886+v/fhbw0RshmpzYj1N+gqpU2XVPPuhj0xUZgqIYxbBSDxs/+jlF+M41lo3ao3Vu2tTUxMTE/U0Gy6tdgUEgWNnlPaUCaNoMBjYomg2q/146Ai//qlPPvWrv+JYAAiziBB5+ClyAAgEgAgAiQgII1pIRpittTls7pgdnIV1bMWyCCA3b9y8+db5fq+rtS6KIukPPG2q1WqWZUEYbQ6Gg8GwVC4VeRH4ploKbRaXQz/wg+vvLwLQWteqtUqlDCDLsiiKev3e3J49v/bpT1NUcqSMEAARBkCiSIgAAQTs4AAQCICIYIRAIAdibOExxcYpFGAGDMOQIhB+jkAAFIbJucHm3ddf+Xo2WKz7hS4GRV4MCx72YiaIBnmml9kMFeNNRKxKKlxa6g+HKTtyVkxgiizxFe+amfIDn6F7vUFRcBiUglCXy+VBvz+Mh9XJiXvuu/fpp58OgsCxOCgZY2HLLICIAPjkk6ewjbM2W8vMGGNm5xwziwhGFEEpjBCE2TqXO2etBeBtMcSCn2OYHXmWvHhz+fWv/81g9XqpvvOrX7/Q6SaPntnz4afvTRNWSoVRGAbh8sqyH2B+bu72wm1FxMwIgr/+h3NXF1iVzKDX/9UPf+LZpx4apvH1G9eccH84iHPP94OFhYXJqclnP/rsvoMzQTmy7Hwpblx4reiupL31er2hlArDMLcuqE4opYbDoda6KApN1hXWinn+1YvXlgcLC2vxYHD8+PEgCIbDYej7LMgKmZuZnDBF03ehLzvmdt5ZWowCY5TUy75nVL3RSJNEtiCj6PhjHz/4wBOkDADa+8CHO+1NZtYQtoWzmc0zKK1IeZx97KkzTz760I/Pn89y24uHH376yYsXLmitPc87duzYtWvXtNYTzUYpMAsLC0EQHD58eHl5udVqVSqV3/u9zz333Ffuu/c+x+7s2bMvvvii1to51jo6euRou9Oen5+31lYqFd/34UdhtW7zPIgiLgql1HA4ZHaDdHVleXltfX1xcXFlZWVtbe3OnTsbvXY3HrRaLQBBEPi+n2UZgIbzREQbpTWFkR8EnufpWhjNlOvVasU512g0PM9j5kqlotlYaxXL+sqqIZXFCeeFMJeiUqpsrF0WUY/yWLvSZP3Qgd3NRn2QDK5cuZym6erqsh+YKAxKoYrjWGvyA08pybIEEILn+6ExnnMS+JHneUR6MBjEcdxqtaanp0VEKSUieZ7DKd8EIszs8jwtlUOtKUmSlK1RmhlTzQlf+71u39f+YBgrzwehsNkgHkbliIlJUdOfbN3pHTtweq554Mjh47Mz06JyPzRKGGNqjJlFhKWIk5iIjDFJkhRFISJGm5LxgjAUiBcEYbmkPWM8r7C23e45R+1Ov93tBZH5xne+/o9f/mK1Pn/2zCO99VWX5f3uoNvPuoN0Znb3rj37h5mLrVjB3aWFmalaOfQGg/ilH3wNY5u9FACPOSfCQmMCOGHagjEC0O/3RaRWqwIkY0SkBFwMbNH+wfNf7Xd6/cFQtNKB6fT7rXiYFHT6/kfnqjsi399od3706murG61qdSKPcxEplaJerxeUfN8L4jgul6tZ0rNFro2XFvbI0SOf+61P7tmzB2OOWSAAlFI0IvgpJwyAmUXEgR0DMARNQgLLZG9fe/2//u1/2Fi9VQ5KUVSOQXeHg3bsdk/fd/r404GqFpyA4JzTWvWH7XfeecsYs7GxUQpLGmZmZmp+fucw7r/42jvMpJRy7DSRUcr3/Wq12u/1opJvPNPt9w8ePPin/+ufKc8TUk6IWZQwfgkBgQhEIBAIipVsgXO2gCuYnYWzsM458BZh5xzljp1ARCBO3IWLF44fv58ApRRIXb18JQiCvXv3QisicXl6/cp7O6Ym3nz1RRZpNBrHjx+/04pPnHoQIgKwcysb67O75skPQDqAjEAwpiAQEQBCwuIAsDC2ECDCIhAhwhgRARAhAMwiEABGa9AYSCAEMItANIjYri5fvXzph8VwuelLSbnBYNCLs9Zmp1qrp87V6hMo1YNyc3Otm3TjY/ccW9/oLy7ejcJKnlntUZomS3cWpien+sPYOuWcQHSpVHacKaWq1erBAwePnjjuB8Hu3bsBCMgKjRRFwcKWWfATn3j8BLa5bI1tosSSaLAHgYABso4FcKQZmiBgR+JskeU2L3LrnIgoQHWTThzHAHkmBFQITqiSs5O1i9fefmnl7sKpB0783dfOL611nzh98NnH7nVZorUOxlqtFqlix47Z1mYnDEt5bgsyf/l33766KkFluuh1n33skafOnknS9MqVy845paheghMs3l1998oNKH38wRMzteZmO+cg3D+TP3Lf1MZaq16uJsNEgZLUuWCCSJRix3lhs8T1bFYUmfftV959byO/+/6Ksfahh0+HQZCkcRSVSAWFk3pk5mpeRWXd7lq5vuPt9y5XIjl2787ZaiVLUs/zsiyjEWTshyef+tTRR39FVAiApu993BZZEHhGkc3TNInBHJZKYLik+8jJI2fPPLR8d4lFWv3Bw6cfevXVV43nddrtJ5966vnnn6+Uy+UoOrB398LCgud5MzMzIqK1zrLs9Kmj5869UqvXW5ubn//853/84x8PhsNup+NyPnXq1KVLl+677752uz09Pe15XlSr9gf9+0+c6HY6c/PzaZo2m00RIWUxFoQhuy3W2lavt9lur7dbq+vrt5fv3Hz//YU7i3fuLpWdSdOUSBqNmnUZM+d56kNxnFlrg7FSKQKoKIrpyfrMzHQlLEV+oB2mG808SbWmfh73hsNef5g4W5uY2H/P4bBcWRgu3Vi60el3HDIT6jjv+ZFhV9S0F8ex5+nJqaaIy/PUD7yNtZ4xwQjGBoO4Vqs555K4YOaiKJTSzOz7Xp7n4ggOURQZowGpVmthGAwGvUTrIsuzJC0KpwXCXC1XoqjU6nWJABF2LhkmzhVaqygtHd53fLp+YP/uY/O79s3MTCVZz/jwtBIRN6aUYmYAfqBFRCmFMWMMM2dp4nNux4TAzETEIjziWEFrgEEmCv/mi//577/8D9Nz9508fqy9clezdLr95fWu6OCee457fmm93Rcv7A2Hg353qlnxDTqd3ltv/BBjm70UADM75+JhZq0zxmNm3/cUiVJKRDDGzEtLS+VyudFoKKWIFCBKKRJNWjTZwaAzbLXSYTLMkoJdmmVMOhEWJ2XlN8pBnOXK88+/+c7GWjdQvlI6CIIkjq0r6vWK73ukWLmMCMNcyItW1tYHvY0nR86ejUqRaCX4CRoRjBARACGM8JgDJWmRxFkUVnzPJ3KsqNe++/J3n8uLDY+hRfcLO3DOsgFHoWmwNbZIAaRp4vt+wekwGXiet3v3bqPMoDPYuWtHqRysrS1fX+rcXVmbnp5JksTZfO/uuSRJyuVSFEWdbqtSLknhWpsbf/D5329MTzvl9VOnlPIoJwIRYUQ0QCICCEiIHAAiUkob8UXEOcfMuRSZtc6RJq9wzooDYIvi/PnzZBGF0crKytTUlMDdvHX9/vvv73Q6xujJZvPixYuNRmN2drbfj2dnptNhb215af+e+c21ZWb2jOn3B10q7ZrfG8dxvV7r9vvtbnfHjrl+P67V6hMTldnZWaUUACHlWCAAwToLJQCYGWPMLCIAFIFI8DNCgGIMB4OL77wThqFWqtvrTU9Px3GcpWmzObHZ2gzI1MrVG7fe88OhQpK0VxshFbbo9NMkTnMH41cqtWZQqf3axz4WKgwHebszXLxz59bN20FQTpPc85Bm+fWbt2Z2zgnh4UfOCMgWEvrh0t2FXXO7Aj8IAr9arztr9+zZA4AFDgoAjzmIAMwM4FcfPY5tSRI721fIFDOJsSwMEQCCEQIrcUIkIhCAWJsMUMyUpIE9GwAAIABJREFUJrkIQflEOs9yZiWstMuHKFnh9qUfXH7rR6trq4f37f/Wq9fW2vGDx/fNTXiKKIqiUqlERGvra2Gkp6cmX3/9zemp2aJw+w4d/i/Pffvt91vl2jTS/q9/5Ml7jx2rViq3bt0SkcFgEKjC9zQE127cnpqsBxWP+8Nzr13mqPn4A7MPHK4NMpcMBlzYIst77XYQIcsyAJOTk8YYFZYrYaVam313uffCteVXX35j3+zciROngqCU5zYIfVGcpHnFw0TgKG0ng8Hs/D2vv3kR3N81Ex6YbfhG1+q1NM201oFHVgdHH/u1/aeeFhUCoPqhRzXE9322eZrGBmC2yhgCJBt86Oihjz1zdn1tdWOznbHcf//xO3eWiqKI43j/vn2XLl82xmiifbt23bx5k5n379/fbrezLIvj+PHHP3Tz5nXP80X4kUfOvPfeu6urq1maaUdH7rtveXl5z549g8FgYmICQLleWbp75/RDD33tn/7pT//0T5977rnPfvazFy5cOHhgfxD4SqkdO3Ywi+97zKyhwSIQK6yCgDUydpvt1trq2ura2uLC7duLtzY21jY21pM07na7wzjJi0IRKaU83w+DwFrrhyARYTZC4tiQKkdRc3qKaqWZxmTNK0+ValNRfefEzNKtOz9cfKvn4hy5pSxXya79O28sXvc8L7QIgyDLE+OpwDdBGGpNaWp73UEQBDt2zhRFkaap53m9XqfIDDPXajURsWPVajVP03gQV6u1NE2zNAuCSCklIqpR73fbRVEYpUmEi9w5p4Sss572fO2Vw0gVHPph6AVlrs7tPPT/0wQfQJbf92HYv7/y76+/3ff2bbm2t7fXK4DDASAAAtCBBQTYCUuiaEueJGNn5ExG1ijyZJyZzDi2ZjxRFDOyZMnWSKFIUbJMUmwiSBDtAII43B2u973t+3r711/75nARPx8DpW3b9tcmZ1zfYVQzjtSi5AGjtTGojSZACGjGKCHEGKO1AcD7CKBDMtTmPkIJI9QYfZ/UCpVBIXSWOq67Oej/2Te+fvbShR27jm6bboz6HVCqPxg3B6FXqOzcvkDBCjMtkHUGgygc1qoFJZLhILp2+Qw80B2lAGC0aXc6rWbXaKCUKq0QTc61Pd+nlMJ9iMaYfr+vlC6XS4wxStl9lBJtlEaDCBo1pkokWSqlQg0IFlgxCo0ShPBtkknBLPfWnaVoHDuEU0qLxaLIRH9rq1otNaYnLQvQJMpgcxAlihLL1UkKgOVyeWH3Qn1u2vM9BIKABAklBAAQEQgggfvQ4H1C4WAwbja7SplCLl+tFonjG5U2l2+GckgVEInDMEFKUWshBBCapJnJqBQyjCLPdSMxEirzff/IkaMLuxfW7q2mWSpliqiMW233BoV8cTAYTDcmPdeSUga+mwlVb0w4zOq12rev35jfNVeanCjUZrb6sVRyssApJfcBEDAMgDwACApBAgAhhBJG0UGDWmtjtAQdJ2mr1S2XJxjj0iiD2O12XvnRK3G3p5VijKVpWi4GOc+mlLquo7VWRgAAY8zzPJs4KhOeY+3aNldvNJr9CI2J4/jCBx+sdELL8QghWZZarpuJjABzbV8rs3Bsz9NPPWWMQUBDqDZwXyaElMIveABgjCEACGCMQUQAoGgoGEIACIH7iCEI2Tj87re+c/fqNTDoe37hQ0VjtJTKti0hhNaKUU9qtD1wc8zIsOxRABglUmYijFW3HzPLL+a83/rnv1H2WLM72uoM4jhstTqcOc1mm4AYjqN3zp6vNeZ2L+74/Bc+QymnlEtp1teX6/X67du3KaWlYhENzs3NAYAB0EiBgNEaERWgUgoRAeATjx2CX5DdbiYGlKdoFBqSITGowWhK0KKUEqCEKARpjNKEck6JIcCMgSzTSmpKKBAihUoSkaWK6DizC9x2z33/L7prt3KFcsHPv/n+nXFGjUl8x3THme/7ruv2+32l9Nz22uzMzDvv/FxJYwzs3j1/d3U9Bb6wZ48Faa1SypXrhUJ+fX0dAChj1XIFtMy5PA0HgWNVawFEgxs3Wz999+rTx3f/0sltlms219aK+cBmLI4jHgRJIrNUuU4uDFPL83O+z+3cOzeXLjT7b7519kufeVkKaLfGaawpw1srF9Ms84j5pceO7Jwq28wKU/7u+5dEMqxXrUcObjdKEkqFyEQmcn7A/PLRp19ceOQZpA4AkGMf+4pjsSxLNtdWGCXVcqnX7SZpqrXxqJ6bLH70iUdFlm42W2Ga7d+zq9PujMZjRumhQ4fWN9bDcRgEuclKpdftaa2LxeJoNJJSRlH08IkjV69eUUr3et3nn3++3enEUUQpZUDSLBNZBoSgMZQxQKzUKmtrK08++eRrr7/+pS9+6Tvf+fZLL730ox+9cmjf3iRJEHHfvn2j8XiqXk+SZLoyQbSuVCvU4k7gG0oMIPc8whh3HNQZYSQOx83WZrfb6Y/H651Ot9tptdq9fu++8XicJqlS0Xg88jxPKgWUAAClFDgfg+YGaKQq3K85+YobnDxy3J+qXblz4/qdG61wCwJq5V2BmSbGphaA4Yz6OZ9zwhjxPDfLJCI6jqWUMijz+ZwxmjE26IdSSkqp4zhCCCkVADJClJCcW5zZjFm25Q4GQ2PQqgRg0BiVz/lgFKeMokaBKpZpnLrUcqldK1QC28/7wUx9e6efesW5+cUTCjmANiaxLCYNJQQACLc4AUIocR2XgmYEgBBABABj0BitjeZMcM6J0lIIMMgpM1pnBCkoKjKTxVJkG8PR//Unf7rZHzx69DEKJhoPtJS94XirMyzWGrt3LqaRCoXW1Gp1u8bIRq0cjwf9Xnj9ytvwQKs/BqCA/OrVazeu36GMA4Eki9fW1yqV8uRkzeIcALiRxoAm1ACxOXEYRQyQAOOaATcGEZB8SAJwQI4gCJeUWh5wQHbu+i2RKUCNoI1RiBqM4ZwSyzKEi0HXD4JiqcCIZpoAiYXgo5H2CqaYq+Q8v+DnckEQi25xojI7v1sxi4FrSeQ0VRRTQgnCfYgIANEg+vnb74nMADJCGLEsQonRRspMAAD5EBrMB57HgHJCiCEEjWKCcw3oaKQUFWpKKOOcAlDA+wBxHIZvvHthY6vFLU6AHNi7e9fcdJqkjuUUCyXXtzl3pJaMo28Tz7dr2+cHkdUfqkKJVsrcQk2NRYwBMJRSAmAIGECDhgABAhoZIur7jM7i7N7SSpykjHLOmJFSCBGGodKKIgDgLxBA8Hw7CFwAo0FLqRnjruc4zCZI7uOMWZaVZsIYo7WOoujypYulYpEyRgnJtDZAXNuzmM2onZ+Zn9sxEyWDKBmhwEJhgrr51jC2bNYoU60MBUopE0YbgwgIHzIM0NJgKEgKFlCGJh4P79664TnEsmxO/SxFm1lKho5rEwJRFBKXSakt2yNAsyQu5PxoPNbGaG2EUgjAGGeM53xyYP+C6zjtdrvTHQDywWBIKQ3H4Vann6ZZJsTOnTuN0k8+9aQGowkqo5vN7uTk5MbGBiB6Xg6RTExUjTFRmhiL5F3bosjACAPGoHngk48fhl8YXP+g298oTfhZppNUd8Kx7VicGN+iFkUDTAAXWZqliVIKgGrhIRKRqjSTSmq0MvIhSonFmM1pGvHAANs4++O41yTcqU9MvPGza2PJBJp8KVDUY5zbth2FEQIKOW612o7teV5OChUEztr6SipE4DkqDRGNAm6MGYehxTmhtJAvailthsRIitoQ6cgok7yTsKO7pn79xUfC3ursdF1k4fa56bXNzju3RLvVIcBty19eWSM+1qvFbTOzZ6/futkfr6xs7ZjdtWf3fs798SjVRo7TNue2jAcfObq4e7bKiO6N4ednr3o2nZ70q54xKvP9QIhMa80Is/OTJ559af8TzyG1AYD8k9/9fZvxe0t3W5vrB/YvAppbN2+2Ox2L29m4Vyu4j588bnG21eoQymoFF9GMxqMkTmbn5jrt9nA4dH2/MTOztbWVJMnExARjLHtgftv28XjMOI+jaO/evXEc5/P5OIk1oue6QkpE1FonSWy0yWSWponjOL1utz41de/evfldu7rdbq2Utx0njuPFxcXRaNRoNEajUbmUi8Lh7NzcxtbmgQMHXnvttc99/vOvv/nGI0ceyrIMQefzOaUyxikh6AV5ZYiSCghIKdM0TeKk3++n6XCr2ewNB+vNrV44bHa7YZZIqZJEIAJBRCUZJTLLCvngidrRR44/1E/DV958dSvqDmTolYLMqEgIzimhxOI8yLmUAhDjeY7WKsgFcTxSOtu/f2+SRJ7vbm12hMgIIZZlKaUBUGuTJVE+CNJUEMICv5DEGQAbj0a8yEEbAhh4DiU6jsJSPsc0lFkpcILJfNkFKyAeRxoPx+B7xMqXZxac4qzhTi7vUxAUULNASaW1sh0HEZWUxhgKaFvMsixCKADSDzHKiMLEppwgaKlAK9AohUg5UmYskRCZxkm80ur8+z/5z6HGFx97pttpEi3jOOoOx+1hNL1zYaJUCwexIpZm9srGhmOx6Xq5tbWRJubmtbfhga3uEIAC8uvXb1y/dRs4I0iyTCzfW56oViYna7ZtAwDHzBhUQDWCzZnDKEFOiF5bu7ux1ZJSGoMIiEYQJIhcykzq1ADL2zkEend1ZdhpAhpCNaWgkAq0CBAKhhHMiE1QIRHKKGJ8yhJCuBYO59GBXbuPHTq8uHuhWqokiegO+3beOXLyBAM2bveokWi5fnnKmAQApBSj0chxgrff+pkxhBAOgAoS+BABAAGgDRJCAEgpV/CpRagB0MNhX6RSEqONZoYgEmU0ABAAYwyiooRoY5I4PnfxUpKkAEAI8Rzu2ZbWhFCLUZsypFRxZjhnHJBZxFh2qlwE/+GTxx555NBEqUiQU4A4isbjseu6hXKp2+8VCgVCCAAooIhojFFKrd/b2ljb0kYRQhAxSVO8DxAALGQEiDEG/n/EWBYpFAMAoMQixAAAIYwxQuAfIBpEQEQAUEq98+5bhBBKCLcso4RWihDLGKaRkCCXC/woCtM0MSKbnKiD7YWZ4RY9cnDn7NwOzl0ArozSRgOAMUYTQwhYBjQBQwnPtFECZdZpbjKqGGOBX2m3BqlIkSlCqDEGkVB0gBAADQSJMZQAIcQYY1mW69rwIUIIUEooIYxReIAQgogAqLV58933l+7dG4/Ghw4d8n3vxImHkBIFoLQeNnv1er3ZbFJKNSWpkMVCAQikaep6ju9a+cCfKJcFGG3+wScfPwy/sHRvJU7H91bXNlujza1wvd8N8t70ZHl2sjRbr1QKOY7S52iblKvY5kRqqrUxmti2ZwxElAup0SBlDgHGaZy5BaTuO3/7XzordzVlhcB57/ztQQrSdq3Ad/xClmWU0jhOOGe2i+E4ZMzhzFbK5MtBu725sbzCNBgFWZpZFuXc4pwDAKJxPbZz167NVmcwCgmlmeIuZNy2YuZ5crCrEvT64c6ds8SkvsskkksrKorHFmfFct7ivCOztNNZaDR6w3FXmk6zaxN+/Phx3w/SLCOE3FtdBaAe1cf2zE6X3SBQXn7mtTcvMFTTtdzC9AQYTQlBACEEBaBe8cRzL+1//KPIOACQRz75G4iqudncsX322OFDm1trt27emJisjwYjlYxqRe/Q4m4CZml5mVA2WXAna5MfXPigVqsXC3nL4hvra34ulyuWh8Nhf9Avl0qWZXV7nSRJFhf2j0ajbrdLKVncs8d13XKpdPbcWaRQLpfDMKzX6lKpQqHgei4aRG0sy8qEkEKYD2GcxCaNkjShhObzecu2G40GpbRYzYfJcHJy8t7S0qlTp77xja//5m/+5h/8wR985TNfWllZppTm88HlyxePHTty9+7tgwcOZYn0PA8RHceRUgZ+IJUsuK7lOUKr2EhisUEcJkqMh+G4PVprb65urbdGvdagPUrHYZZsW2KNQvXYyYd5wVvaWFnvtkZZFKZJDEbITGttUFOCBjXnTBPJLKqN0kZ5gW07th84QghmWVEcGWOU1pVKRUjBOTdSKJFa3GbUklKjIQBMa61Yum1ubmN52beZRSg1qlGbrBUnbOEEjm8BTcdpOoy7mx0OdO/xw1/4lX+83ksF8UepMKizeASAEgNjDBBCALQxjFJEpOQ+arRBAEAAApRQA5hhSoAwQhgSi1I0CAYzboBqS6ZUpmmanL1y9Wvf+k51eubY7Hyn3XQdOhqNhnGcajq1fZfvFIfd0FBrlGS3bt+plIvb5xrN5nqWkptX34QHNjsDAArI79y+e/biuVQkDBRRctTvVMr5SqXCOSeUAuQMWAqJQkKBcdDERLPT1a3N9fX2UBltjAEACuLAvj2c29/5zg867f5gHM3M7A4C/+rV99rdnkH0fNvz7Hg4TDNMjZtz/IpL65POL3/2OSn615eXX3/9ErdG1WKQDBAZ/OxKa7Jc2bVt+yMPPTzb2AOUCB0fe/hImkbXLl5kAEFpcnrnPgAhpRgOBusbG4uLB1dWNgwqAoAIaBgBYhAJgCK2QQKA9+VyPqOojVBKrKwu9dvNfJ5maZKkBMGB+wghAKtrq2E8opQmSWKMCQfNcqlQLpcZY3EUAqXLax1q57RhRkVzM7ldO+om0zKjzKaliSKl9sbm4PadpUcfffwLX/xSZaIMyDvtzqVLl3zff+iRhy9dvbJnzx7OOQBIJPiA1vrKuescKFANoAxAKjQiAiACMM0B4QECgECQMcjlPQKwubpx7fo5gxqMq8EAMYgYRZHIhDaaEJLP5xlj49FaHI0JoQDocCazLBUkzogmTIHhBDzOLEq0iCmjluMRxpFSwkmuNPn5L31ldvt8OBosLS0dOXIkCsPNfnt2dub2lWvT2+Zs31O9sUXBZiSNxkKmCKRen166ey9JFVKPUhs1BWCEpoga0GitgCAhgIiEEMZY4HJKKQD0er17y2vGIAIQACAIRN6ntUbElbXVbq+rteGcWZxRxgxwpBYi5VJxztEYg2iIQQJAABBQa8YJAimVSgsLe+xC8aGHH7ZtW2v9whNH4Bf+01/99P0rl8dSG3Q4BNIhUkuUGdXStRjnlFMsOFC08cD8TCnniTR2XbdUKnNmSaUzgYRQmUpE8F2fWSSxGEV5/UffCdurw3QwNVF94+2LsbYzxiUBbgeO6zi2s9XcQsQdOxuObW9tNQGoELI2Vbu3dDeLYpnJ6cbsaBxavtOo1VDrqclJArDZ7+zaPkPQhJleaw+2WkmlkJueqd9ZWyVyvH/v3uu3Vg7unx90tyxCEchWJrMw7XVWhEymZxYN8mw0rBWLvU5vlCTRKKSELC4ueL4XhiFj/Made0qKvGvP1cvciP0LU/nCxM/fuwDGOBbxOVAKhUIRANCYcDxiXu6jL33pY599mTIGaMi/+J3fj+MwTWM/53qe3dza6PY7WhFO3SQc1SqFerXoUDPsd6jRqQW7di2cO/vB4sJiEocON6srd4JcUCxMAcUoCn3f9Xyn3W6mSVKpz2utBoM+aNWYmtwzP4/GXL9xNYnH1YnJ4Wjke36cpgbB8/1oHBULxUKhEMdxo9EYDofbtm3rdrvVoBBGEaVUSkkAbOc+m9vUcdh93V57z56Ft99+8xOf/Pj3vve9Zz7y9MrKihBi165d77777smTJ8+ePXvkyOGNzbVcLrexsbF3797l5eX9+/e3Wq2pqSnXdUejUbValVLm83lE5JZFXRsQhRDGoBBiNBoNBv1xu9/Z3ErCyLWdnOtxQtIoyUQWaTEcjpSSURQLIdIkyYQYg5QEDaVhFCqKSIjQSigJOaIB1X1Gu76PBLhlBQ4nRjq2I6VkjOXzedd1lVJRNmYIjoLZQrVI7QB41Q0YY4lRI5kOZXp3cy1V0nVdz3Ee33vyy7/65dFoxBizbdsYo5TSmqSZI6UyaEQmpBRKKa1NTJhCyDLJuY0ahNSMcaW1AItSaoxJkpgxDoBaGwsFAWOk0EoKkV344OylDy7u379PRTJViTBplEbDJNXItu/cQ2h+0E8dx+n1euvr641Gw3Ec3/c7g9F7b30bHtjsDAAoGgYIg0Gv116/8P6rw/adJx87tG1HlVsWGkMIee8yS1UgNEoDgJZNTM6LPnLy4Oba+rXVSBtUWgGCzcOPPHHMtuw//Oqfb20Oe4Ph7O6j5Ur+3M++h/17xIhcziuXC+PheK2t17NSLt+oenx+Wv3OP/u8Eu33bt3+/t+93ZiQjz20b7ARo5X7na/+sFooJmHkcGvHtm0Lu/fsXdy3b3FfksXnz72txdgrFmb37NfCaK1Ho3Gz2dy/+2ASJe3OVq/XrlYLe3bP54IAES3LMjynNRJK4jjujZRiOUSltVQ69Tk+//TxVnPt/csryrhACCAaYy5evtTut6WUSRIDQNa7d3DfwpEjR1zXW15bRe5867s/Qbuo0FLJ4FOfOPbZTz0d95KtrWycjJ597pTS5vWfnvnjP/4Ly64ePHri4ceOl4r1fn949erV/fv3VyaqSyvLtVpNKYUA0gAiWpYFAGGrT1G5PvMDFkVRvxu5rsMZp5SliiipgBDOGCU2pQ63iGURKbNo0NakL2Vqswlm54AYRLh3b6nf73e7Pdu2duzYOTFRObGvNBy0OWNbW835XfPXbyyd+fml5c2B7RUd28u79OTR3bu21W5cv9FutSuVEiEkycTPL1+3g+qnPv9l5hYwTeM4KpcrWZa2u+2p2uRPf/jK8UdOTDSmJvNl37ELeW/c60ZppgE9311dWZEyK5cLRnMtGCKTdIiGSmlR8LTRhihEZIxZnDvMMMYAoN/vL68tK60NGgAgBAiB8Xi8trY2Hg25GU7VJ7U2URTGcZTPFxgP+qOMcgtMRik1xtTr9b2756Px+OrVq4QQpUWURcIQTdi+/YefeO7Fbdt3EkIQ8VMfOQq/8Dffee/SnVspIYy5DnJAlEpQQuE+RKENAhCjUCYUldYiM5IAcV2XUHIfVVKmGUF0mBV4npsrZo7OW4rcuyHDVmTGlaDw5juXY20ry9IMDeH5XM5xXUR0HMf37V6v67huFEXGGMd2O91+GIWj4WhqaiqVkvouaANKz05NaaXvbbVcoip5n3CrOUzGoW40GsaoTnfLGFmvVTfX7pZLfs4PKqX65lZXWZAnhbC34uedcZSTmCAYy7LCcej53ngUjsfR6dOn6/U6Ig7D8P3zF1BJm9OJarmcC3xIG43G9evXAYBzHni2kpJx7ti2Nkar1A4KH33h86c/8SKlFFCTf/m//+disTA9PXX9xlWlZBC4CGYcRuE4QpnlfEeEw1LB72ytW4y1R739+w71uyPXcqNwZFum2VzxPC+frzFGW60WpVCpljY314GA5xWnGo311RXXthjggX17oyiMojDKUs9zozh2XS9NUwSwLCuJEsd2AKDT6SwuLr722msvv/zyf/vbv/3MCy+eP39+fn4+juN8Pl8ulyuVSqHgc4twzhF1nERxPNZGdTod33LjOJZSlsvltbW17du3r6ws79i5YzDoFYvF1dXVffv2nTlz5vTp02+//fbs7GypVLpw4cLnPve5H/7wh6dPn75y5cqu+XlDQGttWZZt2+VymVLKObctWyUZQZPGSTQcE4BBr6+kDEWaxLEQIoriNE2klEKIMIqEklqb0XiEAFEUpWlKKB3LKIwioCRKE8qYVMqAMcwAB60VpbRQKCACpdR1HRPH5VyhXq3mbK/k54jUJpP9cLQ6aA+SCFw7FInWOnDcQpB/7thjX/nyrw2HQwAIw1ApZYwBwijLua7DOQcAQggiGoMpGqlMHCUGIU2EFBqAZCLLwNJaZZlQUgIhUgiDyAwao41RSZwIKc6ceZMRum3b9ubyBnCUkPVHg1iqoDAxMTkTpxBHmjE2HA6FELVardlsPvXUU5ev3/zJ9/8CHljvjgAIIAUADkgJ6bc3Vm78tF4a7ZoLLGZnEIFTfu3nViwCoag0DJFQSPJ2/ORDR9prrestaYAgGgDgdPz4yX2c0T/6k7/caofd4XD74qNTxdyNn32rYS17MtrRyJXqU60RvHFl+M6675eqE47dKJl/9T+/hDK8cOvOKz98e2oye+LU4mAroU7ht/6Pv5ko1pJxJNJox7aJUi4IXH/f4r5jx45dvvrB5RtnJcty1YLL8zmnMhpuWtSiDm3UFxvVHeNBO+e7J45tU1kiDW6fX7TdohIpEGj1hu9eWo9NFQARDaIKnPGp3ZXWWng3tiR1CAIgaK3PX3i/029nmUniyKCMm9cO7Vs8cvSo73vr6+vMzf3V371unLLWFJLhSx8/9NLHT436cbsrFZgXXng+zZIf/eCVP/3T/xKlOihPHX/k8SceORVF0frmxvzuecd2u92+F+QMEEJoZhQqpGgCl929e6vX7ZSLub0L8zev35LKakxN1CYrtkXbI7HeGRLuckoY5YTYlAKCMUbHow3bDDgjVq7heBOIgGiuXrvc6XRbrZbrunv37m00pj729GyvueZwZ3lp+ejx42c/uPLX/+2V2yt9x696dlAOyJOPHti9rXrpytVWpzM5UYmT0XgcXbm+fOKxX5rZMZ8kw3CMSppSqZCJcNjrT9dqb7z2k1OPPVGtNbbNLtiWhZB12qtGKqnTbn9dhIO8y+sTxWMnTjHXG0QjoERJcuNW6+6qNpZDqUGNvmfXqsH++UnP9++uNDc2R1JLYzQiwgNocDDoX75ysdXaminqI/vmszS5s7xmNJmZmx7GcHc1ojZFLQmzjZIHF3e99NxjG5ub3/re9xr1Sce3L95YYpT1w95Tpz9/+KGPAhBjDCHkxSePwC9851s/uXD5UiIVEGoRxqRWUmmChFJglBPIWXaWZdyygbJROI61sGxLay2lzLIMUOf9QAlpM66lTDMZEWGT5OFaxWeyn/VKQeH1M5cixTNKUyNsh+YLec65EIIS6vv5MAyr1Yl2uyWEsNz8ZrtnPzBRrY7CkRs4vh8sLy3HYVKIYeC3AAAgAElEQVQulZpbHddilXLx8pWrM3M7MqU8z5VKNpubfuCfOLDTUsM9exdWNjrXb65ZTsHz7BwJXBZWa6ULlzabUTtfyM9MT4dRyBlvtwZhmBw/frxYLIr7tL56/YaRwrW5FKlDgWWjAwcOdLtdSqkxxrZ5lqaE0nK5jIgiDfPlypMf/+zHPvUZRimgJo9/+l+ceuxUPh9cvnI58D1ucWN0kkaVSnGyWm5trlsEq+XCsN/llKRxPDU1rTLsNNuMgm3h0tJ123Zctzw9PdXtdUejfqGQHwx6QqRocP++/Z3m5qDXtRg9fOhgliaI5vrS6tzcbLfbqZTLWivXdYlBpRQhxLbtzc3NhYWFM2fOnD59+tvf+tZzTz/z3nvvLS4udjpt23EAIZfLeS7fvmPWtu3tO7a5rhWG49m56dXV1Uq+0Ov3GaODwVAKMRgMsixDxDRLKKVRFM3MzNy5c+fw4cPLy8ulUqlYLF6+fPkLX/jCH/3RH/36r//6d7/73QMHD46jKBOZ4ziUkInJSZGJWm2y2+nu2rWz3WpP1etgMPB91/O0VBrNfUppIbIkSYQQURzH/WEaxUpJmYrxYMiAKCGSOMmkGY/HQqlMZkiJkHIcRUMxjlGITBACtm0DEM9zc7lcxXYKhSJQIpTsDfprGxvamIyYiGqBmtuORg3K5GynUa394xdePP3cc1mWaa2XlpYsy8rlcr4fZEKmWabvU8ogEgAgBIi2LNsYZNRCIJRwx3GEVFGmCSVxFCutpJBJmqRpKgRKqY3B/mAYRslPXn21MdVwHC/pD5GiwKw/GsZSB/nqZH3bcJQJgVrr0WhkWVapVNrY2HAcxxB2/t3vwwNr3RAACCFSynA08P2yHEerl39Y5Hf2bct7biE0bQxm3rgQJCqQhkvNDQBgkrfiU0f2dzfad3oaCUWE+xwaHzuw02Lk//3mt9baw85wvGvx0dlSfum9vyuyuzmZLs65tZ277zXFa1eGr17nuYnKpOXuqPPf/e0XGMpL1z5YXV7y3HjXtpnmZtMw87v/9o16ZTYahSob1Sru/j3znebGQ8ePDgcRdb2ljbtjNZzaVvP9icCevHb1jel6Y5hF+xeffWj/qWF3RYTi8P45Pe5omW3fs0/mfKMzztyNXvLuxVWBAf4Dk/PGzxx07l5pLas5wV2GBgC01ufPn+322jIjYRRqE0fr144dPnjixEOlUqnTaXrFid//s781LI8aMe597pMnXjj9yGAYDcciCHKnHn9CKvX3P/zBN77xjWEczu488Mzpz/uuq0SyunKLE0XREODMdpByQlmWDCxWKBQqCCKKw/d+/vOHjh5//NFTH5y/NBjEtWp+spor5P1WTNe6iWYeRUUJAuEAgIgG9bi/ljTvTk9N2hPbXX8SDAAx165d6nQ6m5stx3EOHjzYaEw9+5Gd3daKa7Hl27cOHzv0wdXrX//mT27eHTl+zfa9ig+f+MjR/btqH1y+tNXpVCqFKBpGUdxsxc+99HJv1Pr7738NpWSMWA61LGpZFiGotdyz+4jv1Q8eeBo1GY47/dFqkeHOXbPlCdfEvcDicazndh5S1GqPOjnfcmz3xlL/J+9sKe4DKGpo4LG5Ru7JEzu8QuH85Xt37w2NIQQMYwwe0NoMhr1Ll843mxtHFip7Zif73fbN5Q2Z0fk924apdfHGiLmGKADuGZkdXph54cmjW5323/341W2zdcrw4vV1m5DmcO3xZ750+KEnEQARCSEvPXUEfuEP/+//8LO3zqhMpFnMLG44jdPUaG0QDaKWgjOmDUplKOdogCnj2A5ljDOmjSGcSylVKsAYimBxO6ZSJv3PPvxQtejEkPiO/9a7V4cphFqP4lGx4HDLSpIEjcnn871umCRpPp+nlKIxxPZavT4iCpHV6/UkCfM5zi0vjrMwzIIgr4VUBjQSMLoxNSl15rhulslOp+t7/vH9O4q2eOzJx1576+cfXLrrFyZpJai4xWpBE1veXRqDASWF7/ubm5vFYpESZ9AfNxqNfD6fpqkBWNvcci1OwWyur3a2NiYDfvLkyXa7zRhLkoQwRgi9r1gqUkqzcFColJ/51Bc/+dLnGGOAmvzq7/zHPYt7zp17v1QsVyoVIUSaZeNxL8hxJcSw3/U82+Hcc+x2u7kwOzczM3fpwrVGfYqgBsziqC+larbGQqZCZFmWTDVqw0GfMsLAHNy/PxqPmpsbBMzB/fu0Ekrp9y7dWNyzcOvmjbnpRhyNC7lAS+n5XhzHk5OTa2tre/bsuXbt2iOPPHL27NndO3dtbGxUKpUoihjniMgojaPRVL06HA4XFuZth6+urnzyhY9//etf/2f/3T/93ve+98ILL1y8eHFiYtIYHUWRZVlRFCNikiRKqSiKEDFNU/JAGIY7d+48f/78Y489duXKldnZWSGlMcaybTTGdd3xeLxz58433nrr5Zdf/sZffePZZ57NsqzX7y0uLt64fuPQoYPj0bhQLDiOwzm3bUd/SFEglBCVCJUk1EA4Go+GQx2bURjGaSKkTKUQUmZSpCqLRZymmRCCUkoIsW1LSoVatfu95c2NxMiRSlKjkVNDqVRSGi21sgjLO17aD3/9y1/+tU+crk9OxHGcpukbb7zhOM7BgwcX9iw0m+t3bt9xXXeq0fA8t9vtikwwKnO5nNaGAFPKKKkJYYxbCg2lVGttWRYhxGijjZaGIVhAWBSLV378+mtvvLVz50KSpEwKBSrT2SiKYoncyk/W5/qDGIEKIeI49n3fdd2tra3RaLRrz943XvkGPLDWDQGAUhrH8ebGZqU4wUSyfvkVK721uLOcd/Kaj9Geeu1GPjKeQqqQoOEEdd5LHjq80N1qLXc1AgEAAkDFGLJRPnDPX7291Y86o3Bhz7F60b978bUA7wQS57fnt83vuL0enrk+fP2iCCrlqlPcvd36X/7lSxTFB1d/JuJVEEmttKvbWk5J71//3sXp2pyIwyztz9bLJ44cam6sPvWRx994890bS5vcd4r16vbd8/uOPjnT2P3aW3+9sDC/dLdb9nZV8p7DBlmYHD3YIKNNTIaNbdulzzkQxnLtIXn7ymYIeQAwH8JyQJ49hbcu3bs72KG4z0DjA+fOvdfptmRG4jgWapxt3nvo2LGTJ0+WSqXeoFOenfnXv/eHGlzQKkvbX/zUU5989tRgPKSG7Z7fXa3VEMhff/Ovf/yT1/rReMfuI7/ya/+jVa4kce/P/+j/zHH5wfn30ixdWNxvqMU5W715IcjNfv5L/9TO5TzGlm7eqtfr+/buXb63cvv6zclKfttMLZ93NyO20o4UdSkqAohAAQDvAxz31tP2vbmZhl3d5vhVgvfpq9cuttvtra224zgHDhxoNKaeefJwv7XMqFi9d+PoiYPXbix9/a9evXi54+QaNO9VPfzsM8eP7q6/+957682tiYlylsVRknZG5onTnwqK1t9886udpYtaR47DKbGZa6eYFnITn3j+V4u5bb6f67QGK6tLE7VgYdKbqk+WaxXUw2TUvXZz7dHHX2wP9Lvvn//o04dzQXDr3uAHb6wI6gIoamg+sGan/KeOz+Wr1bMXbq+sRgicMkoIAQBEQDS9XveDi+9vba4f3FXet2N61O9eu7uSxHr3nm3Nob67bpiLVCFYHipxeGH2C8+fag/6//V735+emmAMby91mTFr7aVjp1489MhTQAkiEkI+/fRR+IV/++/+zbuvvTFVLLTbW2gTsHk4CrkBIrSKkkOPPnp1Yx2MkklUq1YeeegEM9bVK1dWV1e11o7jasvy/cAoRZQpl0oiSrpiHIXdjx08NFnN9eW4nC+fefdaeyQiY2IRB65VqVSklOF4LKXi3M6E5JwHvp9lmZ8L4jRqtzuu45TKJdCiXnWn57Zfv3FPaEqZPRoNS/WZUSptRqPupjQyVygmsRiNYs7sxmRl0FtjTAOSLAVmB4lFLEnzQezlSRjZuaC+tbU1HA5t2/F9v98fZql49NFHa7VamqaEsdt37zkWpYCjQY+ifvzovomJiStXrriuOx6PNSGIgIilUkkprdJRqVJ+9lNf/PhLn2WUAWry8f/h3wwGAyHkzPSs43iMca1NpZITYtTvdavVCiWAxhACm5ubx/btvXN7SSSqmCv5rqV1omTYbLY2NwfrG2uUEsui+XygtOSclYv52uSEVoIYMxoNHj5+DFHngnxnlMgsbW2sT09NxuHAs6xoPCqWC8vLy8eOHXvzzTeffvrpt95667nnnrt48eLc7FwYhp7nMsYBkFJGKTUqLeZ9zvm2bbOuZ9+5c+vpjz711a9+9Xd+63/6vd/7vd/4jd/4wQ++Pz0943let9udm9smhPI8TylVLBbH43G1Wh0MBrlcrtVqWZYlpcyyjHMehiEAiExorbQ2jFHGmBCy0Zg6f+GDL37pi1/7y7988aWXBsPBjdu3nn322a/95de+8su/+uabb+7YsZNSwjlnjGlt3HI+E2LH9u3haFzwfEYoAeCMu5qnQli2nQoRxmGYJHES60yoJI3jOEmS0WjUbDYHg0G73W7Fo95oGMksVJngxFhMUTRCc22YYyutCELecofN/v/627/9xec+oqTY2NiQUm5ubgJAo9GoVMr9bvPOnTtBEBw4cKA+Vb9y+crGxkYhbz325JMWoVcuX43jNJ8vViuTQEiSxJRSRNAPGKMBwFAG1ELCKfP//GvfPHf+2vad8+NxwmVsKKYqS4SShttuyXIKw3FCGQ3DUAhRLpcRcXNzkxAyvW3Ha3//l/DAWjcEAELI1tbWvTtL+VwJjB5t3GKinS9ZLtqGjBSZaMVFRblEo9FQatmcUQhr1fLq0tpGu6e0Mh9C0BnTKSO42ur3YpWG6WSl5lqwvnqZZBtc2cUClEvBYCxX+7jRd50CD+xCJQ/HD046wDe6dzlNOSa+VTDCcF/98KftenWKU0FIOF2tnHzoRHN99YnHHn3jrXcu3V4ltn99aXXnwt5Pf/ErJ048E4otA1Ycw5Xzt3OOdmg/CeWexTKJezIZVycbMo0D25ICJS1eWRvHPA8AiJgmqUfVwd1qc328EeWRORQ+pLX+4OL5brelBI2iSKhx2m8f3L9/3759vu/1em07yH39Wz/itk+ViOTo8aMHHz16sDtoOa6zb+/ecrkspHz9p6+fP3dOghHov/S5f/Lw089qnd68dr7fXhv1Or3e4MDho8Mw4TZvbVzz3YZWPuX2/rl6Muz5hdz2nTtv3Vm6c2Mp53PPIa5NY+Map6SoS1ERQAQKAIgIANGwrXpr01OTrDht+SUwGlFfvXax0+lsbrZs2963b9/0dOPxR/e1t1YpERur944fP3rz5t1v/tcfXbq2GRTqVuCXAvZLHzm+Z/vU+2fPbjW3Go16loVhFN5a2vj0P/rvdy7svHz+9fdf/dZguGpQenZtZseOla07xUJ9W+PwIw8/c/PmW5sb3Tdef+PTn/n4yf0NKclDT34UcTjs3rt5c+X4w5/ojeFn77331BP784F3/U7vJ+9sZswloBmyvM/nGrmPHJpwcrn3L95ttjUyjzJGCEFEY/C+Xq/zwcVzGxsrFVucPLwos+TWvfU4UfsP7rq7MVrvWNxDogC4Z1R2ZGH2ix97bBiF3/3JT8sF3/ftVjvDTF69e+HgiY8dOPU0oRQeePHJw/AL/88f/sGPvv13XCiZxpRDmoh9i/uq+eJkENRz/pjSny2tlXIFpmWl6Pg+l9QfhyM0GsBQSpbWW/lCOU1F2O8fO7C3Xi7TwMqSMR0MUKfDLLSd4PV3Lqdoa8Y0yixNLcsqFAvj8SjLUtexhVSW5QRBPkmyYslvtzbbnXaxWJydnWVEzdby27bPf/eHP0awDbKl1TXu5wSCSNOpyVImVS7IpWHUbvVcLze/sGdt9d5osJVzLc78SqXmOF7OdgInefTxI3/9Nz8Q3uzdpVtBkKvVZruDnkjHMs1OPfZYbbJmDGZSfHDxkkiznO/umd8xv3Nu79zU2vrqT199dWKiKpWMMpRKIWKlUkEEolPLtp574XMvfuFlxhiiIRPHPwWEMMpzQd62vSAoWJYdBPZwsMUYq5SrAGDbllJq+86d405rZWX94N6DaZJxCqsrd9fW7rRbbaUtRAOgEYzWEtEAwXyhYFkWMZoSNFrONhrayAP7DtQaM+k4tCg6DEf9tsNIEo1zhWBlZWXPnj1vv/32Rz/60VdeeeXpp58+d+7cth3bkziRUk7WJrvdXqlUEiLzLFYI3Gq1OjM7Xa9PtFpbi3v3nDlz5pknT337298+ffr0m2++WSqVjDGtVqtUqoRh7DjOeDyenJxcWlo6derUmTNnnn/++bfffvvYsWNpmgoh6vV6q9Uql0pxGBljlFJaayFEkqSEQKvZmpmevnrt6vZduzIleoPBsRPHf/Lqq5/95Itvv33mwIGDcRxxbqVpkqZpsTZx+/bt0x97/rXXXjt16tTq6qrjOPPz80tXr+9e2C2kzBULlHOgxHJsBxiVRhqTZlkixHAwiIbDJIp6WdrpdofhuDPst/q9URKNojAcjNJxGGZpnGVamcC2ZJj8b7/7rz79zOO2xQfDYXNrSynFGKP3EUjjcRiGxuhisej7QavV7Ha7rsuPPfxIMci9+caZwWBULJR+6fTzYFmXz72/tr5Wq9UWFhYood1eV0mVKziW48SJyhT/D//xzza2Bl6upDV1dKTBZKiENMNIZdKqTs4KqZGY8XistS6Xy1mWbW5uBkFQqdXfeOWv4IG1bggAiNhqtS6dO3/7zj3muFPVqs204Wa40Y6zgYSaY1mcU9ulk/UKJ9SyiTFKSyscZd3hZhrHMkuLhZwm2rcpGtOLpKI+EwqVunvn+ura9cBSnHizs2WHGc/Onb28dK8Zx7LpB+Wpcv6Rw/PZSFWnK1vrHUablaIFonx7aWVptV/IFV0HAl9ta0w98ejJZDw4sLj47vvnrtxd1tS9fmfj2MMnv/jyrxaKO1IUmXKjJLl88ZIWvZyDFIvAKDdKI0jCjRIUBGW2oraf93ybGNSAcOH8hbWVZabHWvoJR0OM7/gWt6TSURwJmWjJlZJx2t/aXGaMUSCFfJ6YVEpsjpTW1CZGUJj0/ali3pDMcCxVyqVCgXOahGFrY1NTWp9d+Ee/8s+3LewRRgktlVYyy7JE+rmCIUwbFWZtj5V/+sPX876zr1GSydgwsH0vztRgKBjRFjeMGK0B7IJEG1ABKkBk3HJ9Hwhpra+sXT9vWzxlgUJqlDBGDwbd4WiUZYJzq1Qq+r5vsX446oNClcpSPj8YjdZag3FKKOeccsemrsMdh2ohCZB83kNQaPRgOJzd/chLn3656NtnXv3jOFmRIqU4WW/MbrTuNuozd25t/fLLv76yfCUO1Y9f+fGnXvr4iX07uoP0xBPPSRyPBiv3bt61g+lEsXa/M1VxXcfa7IilDZDUAdAMWTHvlvNkV9XYnre8MQhjPgwFUEIIGINaa6PVYNC/cfN6p9uiSW///BwY1eyN00zM7agNIrbeAu6CTSgyW6usXnIO75hCSq/cvV0pF2yO4xCzMFlvrSwcfHLx4ccnazXGGCHwqSePwC/8pz/4d6++8mprvf3/EQWfUXJdh4Gg770vh8qhuzpUZ3RuNGIjEyBIAiApJtGSSJkWLdvyzHjk491jWV7/Wgd67XHQ7NgjUQ7KlkiKQWKOgAiCbOTc3eicqytXvXo53HtXy3M4831aqTzU1SsoihCNQp7t7kwf2d0/PXfn/M3VyXMzkXAs1SxhYkCqSLJAATatRlNzem0+F0+3Wa4flYXOlNLV3ixJIvHdwLMp9k3TlMLJV391wfARA4Fv6z4CoZCSTCcqlSLPszykGAPbo7KaqOsOJ7Gb+XUIIUIoFosZuqZKnChIhUIJAjYciTcaXkQRfM9wMDUIZDkR+ZZAXc+1MOQSiVRg6QoPDcus21403QIwCodEz9U72tN3pm8RpkWrL7c1tzleqOI0TLMGMHjwwYea0hmMablSvnL5km1iReIPHdjVvy0b5fi6Vi2V8qVKsVQq+IQLAkIpjUQijuMggERJ/twjj9370MOQZSkAML3rFMfyLMdTjABAEHIAIEACgi0IEQUAQoRYlmO5SDyR31yOhmPpVIZDPAk8BP3V1XmtXmPZcDgUCrDn+Q6EoFotA0gxYpWQSjzPc21R4HzXicXCB/cfUCVlcFtfRBGxa/q2Xt7a2FhdSabj1Vq1q6treXm5u7v7xo0b27dvv3PnTiQe8zzPMIxMJrO6uppIJEzTDIk8h2gsFhMEbu/E7gsXJh999JH33n/v3rsPTn4yefjI4atXr8ZiMYyxZVkcK7huQAgxTVNV1du3bx85cuQnP/nJk08++corrxw+fFjTtEqlcvDgwTNnzhy/++7Z6TudnZ2WZSmK4rquIAiEEJYABiLbdz0SBJSYtk0gKJVKcSW0sbERjcZcx4nFYoQSnuNjkcjC3MIDD97//f/4yWOPf37y4gVeFHbs3PnqCz/9raefvnDhfFNLhkJou06mtcXU9JamFi8I0k1pCiGglIFQ4LjAg4BSXTcoBJqmGabhOm69oTVss1SvFauVSrVmm0Zudf0//87vHhgfUmQJIrSVy3mexzAMx3GSKFYKeYwxpURRlCDAut7wPN+ngaKEIES1at0wLMd2BwaH1Gh0ZX6uUCzEY7E9e/YgxFy+cnljfaO7K7FrzzgBgmGBv/jrf/SJWG+4nKgIvu4T3wc0IKjacGta0NLWCyD0sdNoNHieVxRF1/VyuZxOp0U1fPa958Cn1koN8BmC8eL8nVtXL4gIx8JyRKa+VijU8Wo9ghRV4UJNMW/v9k7PDKCINJPmig5l5QAbwA2cWmlbNtbWnZUlSTecK9NrPpIY6PgA3r5xqbx2Z7Q1ztDG4EBWZMRoqOnZF09P3smZ9bKYaNmeZX/zC3dXa7n23uEbF2+lI4WTx3cbdvjM5K0f//RcPNaaz28JIu1sywz2tCk8bEu1zS+sVgzDC8hWsbJtcPjYvQ/aATQCxsYs8HCtsrmVXzF1p7OzT5Ah8WjgWKrKCABUHZcL9fI86mwG7amw62ksw21taXMV5PkBxgGlFCJ/99hAQg1dn5qvmR72bewzAQ6K5fXFhYsoAJ7uHD2wC1B9o6C9+8myZhGEiEfx3ftGHz5xxLAapZqBg+DuwwcBdi9cuPjcq2/ajtuzbfzBB38zFI3avme6rg8ByzAixwIALcvClFDEskAqbeXL+cXOlibi+7pRJ9SPJ9K+L7iex3CQQgI8DwIZIBFwQOVwV2va8LAZUIYXXcOo12qe51FKS4VVnkOQYdVQBBNKKQEAIoQoJQyusZBYDaMpmdJqta3K+ukL0xjHPbcIIMMjf8/2gXhIzGZb8zknFpcgcg2D/fDSOSCFHn/8txNKulK8bFaXfNvUHVmNRgWRKHJ4ZnrunuP30SCQJP7qtYsDA9u6sn22SzSHWBgFJGBhsLxa0+2AQspCFko8xwkSEBgGYkQRARLPKBIviBIAEABQKpWWlmb9wCWEOI6zsbbqGbrl+JIalpVQRPFMs2xaBsGsEmJ84heLuFZzeZ7jEU+oT4GnRqSx3m2WaWDoNywNIqjVrYbuyUpyx859Hf0jwyMjPM8DAE4eGgOf+dE//t3kuY/K5QIFIJ5Md7S2h8LhmlZNJ9W9O/qv3pq6Mb+layTwCS9iSq24HI0lk1aAi7W6KCvF2QUlFDYsBxH/6IG9SlhQVdGxTOI7kBKjYUrh1GvvfdhwCCdKge/GYypC1LKNRCIaDqsxXpLlUKGu6z7eqtREVV1aXgqCwPf9jo4OXdd5ltM0nedE2/IymRYAnJ5sBgGfV8NFw46FUxLCgVHRapWa4SRjEREbh/bv3irkNsq1mk1nl+uABpZRNxu1kZEBqtXGRppoQKemizYTOEhtWGhgYFBVIoZhU0BKpWLgQYFB+/eNjwz3ikLIMBrVavn21E3DaAS282sIIUEQAAA0oIIkPfzY4/c9/DBgWAoAbN1xiuU4juUQw/qeTzD1g4AEPgk8SikhhAJAKYAIAgAgoBQQVVFDISUSUQYGetfXlzfWViRGiifbizWHFZVoLHLr2nk/sCBiZEnBQeD6PkKIAnjg4MF4LFZaX29rz+6Z2BePqpXC2ubC9ML09bbm5Nrayvj4+K1bt0dHR1dXV1tbW3VdlxUFIWhZtqoqlUpFlpUg8BEAFAfRaMR1zePHjjz//E+/+Sd//A9//3dPP/3k2bMf7dmzO5fLBRhHo9FyuZxpyji2w/O867qSJOm63tnZeePGjbGxsTNnTo+OjhUKhbW1tYMHD7788sunTp68cOHC4OBgIV9obWstl8rt7e31el0SxJaWlpk7M/v271tZXc1ms1uFgiRJkFLXcTHGhmFQABoNTdf1wPNdx+nu6Zm5c2fnrl0zd2Yi0ejg0NAbr77xB3/wB7/85S+39W+zHadhmu3Z7OLiYs/AtumpqT179ly7dq2zszMUClUqlcN79xTyhXAoxHIcDgKe5yGEtuNQFlFKXdc1DZMEQaNWzzQ3h3iW5VnKMoVSkeM4SKnCiwgA17EopZ7nSZJECKlUKpRSiEAkFjVN07ZsluNcx2VZLggCs9GoVCoAgFg8JktypVIpl8uxaHhk+0gknmiY7j/8928TKG9s1UUpTF3NCzBgOQy4cs20XJBIZShFvu9pDS0aiSKEavVao9FobWklAjv5/s/Bp9ZKDfC/QQ7BK5NngW/JPGvVt1i/vlEyc1aCUcMqH44rxu6xDtfwoYgMB23kLcrKFPgsxk4t39midPZ2C7xY04yZ5TLhVYZ6HkC3rp0vrky3pBSZRxFVyra0tTW1PPv8W+duLtn1gppq702S3/riMV3bzPYOTd+Yi6i1Y3ftcYPQ5OXrP/zxuaZUdmNzAyGPBbSzNTHUl4UeFeWoz/AUcZV6o7WtfXR0u09AABmfwtgajk8AACAASURBVMAHnufl87mpqdk9u3fyrGbU7XJ+c+eOgWRTaq3SKNaiHC+1JbxsSvF8kxOUzVxjuc5gQiGEAAAKnF2jfXFVvTm92LAx9j0cMBgHhdL6zI132YDade3E3ftZ1t2qOK+cvlNuYIgopviu3UMPnzxsWHpRsxiWu//USRL4Z06ffvGlF6uNkhKOHTp83+C2McsyEYsCGohiSBDUAGNKCAXUpz4JGEMzlxcXWpsiLAx0QysUNrf1D5fLvmU07j1+BDFkcS3v+SzDKUhgwgIe7esp1sx81YSsAEnwaxhjAIBWWE4mopZHBSVEAAMAAQBAiCjFAtQ4BLRKtb2ltZQvrOVXXnl3ktCE6xQIgTzjHz24IyKj0aH+9ZVGNpt2vPr6uv7Wrz4Y2Xuko2uApywhOsQ6IrhU9xDimhJh37dn56dHhoeaE+2iKKytLaXSCSEcNixLYGBDq9mWsbyy3tu3I5PJOp7Js+L8et4jDA8YCABFuL+vnUfQMh2bygAAQggAABMvCHxCiGmat2/eqJdLmm6kMm2/9rljzcXCQrVWpJgd6GtxLPfHL3x0c7EKhbCCIhQ4hNjd3S2//9S9ufVlXgwFlOnt6n/5hddee//cvnsefPyprwLMAQAopQCAEwdHwWde+B//9NGZt47dtdfwnLVSXWRYp6HFQpJhVGNhpe7ijbKlKjGMCSEeQlhmGYaXKMPPzC83tbT7W2six/pBACiIxKLJ1iZJFUngCyyigafVG5IcPfPROdOj4WSzppsKDyGiDAPas22Li/NNSgwiDoqCSYhm26wgLSwuuZ8Kh8O+H8RicQZxgiAbhk0pYIgWFhnDqIZiCZcVouG0zCFiVddXVywPb+vuiLBef0/HytoKEGU9YOc3nUg4VK+Ua5XStr4e6jSyrQIL2eUV3eNASXOLJXNiYl80knAcDyKY39qyDI+FoKerpbMrk2zqwiQwzcbNm9eKxbyMgOc4HR0dLMtWKhXf8dRw5PNffOL4Aw9ClqUAwPYd98NPUUqDIEAIQQgBwYHnAgA4jkMI0c/ggBISxGIxy9J5gY1Ewp7nhEKyyLENC7pE7u4bth3j8vkzvlfnGQ5SBrGMFxAf47Hxnbt278ltbtZym129fSce+JzRqN26Ouk1CvnV2Z72zPzs7NjY2PXr14eGhvL5PMdxsizX6/X+/v65ubmBgYFcLpfNZg3DgL8GQCIeTSQiw/19ly5P3nv87h//8PuPPf7wm2++2dHR4fv++vr6yMjItWvXhoeGq+WyqqqmaSYSiVKpNDg4uLCwMDQ0tLS01NXVVSqVeJ4Ph8MrKysdHR1TU1NtbW2rq6vNzc2zs7Pd3d2bm5tBEIyNjb344ovf/OY3n3322aeeeurcuXPRaLS7u3txcXFkZMSyLEVRMMaUUoyx7/ue5+m67rqupmmO40AI81u13t7e5eXlzs5Oz/MQw6TT6VK10jc4cPXq1ePHj7/++ms7d+2ybfvjcx//8R/953/8x398+OGH6/V6qVTau3fvzMzMtv5tASGSIKqKQjEROV4SBMuyOEADisVI6LU33zAMI6qGdo6MRdTQ2uYKhFASpWg0CgB1XY9QwrAQIeh5nqHrpmlxHJduSnueZzeMRqNBCInF467r6o2G67qeRwCCiGcZTnAC8Orrp3OFhiCGKDZcD/OiWjecUlUHjBhLNFGKHNtxXTccDlNKS6WS67qtra11T799/l3wqbVSA3wGAoah4PL5s1ppq6cza1aK0CuubtU2rTAbiqp8JBmydg63Ux/a2NYsUKwGgFUoJBwhjFfr6wwl0mlCmLpmzK/XkRxjKHYJvXH1QiO/GI+zqhySOLmnI9udbfvW9186e3XaqWyEm9q7E+irT9ztmbnO7m1WTeN5rbWz02rg85c+euGNpXSqY319jQKbA1xTTNw93jvU22e5sKj7gBUoZJKppp7e3o3NtXwxZ3uW6wYCH04l2xbml8ZGRyytptesQm59z66BaEZerdQ0u5llxEzE6EzLduDwUnQzb67XWQAgAABCyLDu+HBPXFVuTC1oNsZegAMGALqVX1269poIgFkrn7p3gmMDzZW+98rF9SqmkCJKju0dfvjkEc3Q6oYuSPLx4/dgCn915szbb766VVwf3j5+6PB9d2YvXr9+IRwWA89yHY9SxPO8wAscz/nAh5Brbe1tbu4zSjqHmPX15V27xjHgP7kwG1G4B04d4xCeXa8TqEJGxIiqjLVjoDtftTeLJuIUSj0AAKWUYRht/U40rPqMyIcSBLKAYgAAghDjIBH2OEQ3VtaaU+nc2uZ6Yf3V0xchTDt2HiKOodaxw9vjYTQ+tG1lsdaeTdlOTdPgtTtzwzvvSjRlWOJSCHlEGIobrgsoSkVjlt3Y2FxuSjcN9o4FgVevlxcW52ZWVm3LPHX8SEhkfd89c25yx9hEV0enY2ucEJpZqRo+zwAKKeU5eujwMCK4WNSXtmzwv1EAACHUtMzrV69UK8WGYTW3ZTs6O79wdFshf6dU3iAEDHe3WYb7vec+urJQB2JY4jlALEQaPV3Nv/fEqWJ+SwmleSE6Mjjw4s9++IOX3hw/ev9DT/w2BwVAAcaYUnry0Bj4zE++/e2Lp19/7OSBheWlC9OLJAgE6g10tVAcQFZo6Rn65Np0d3e3LMkMiwCEc/OLlmlGwpHVxdWObJY164mQxCBYruvTS5uDe/eVarW25ubmdAIHXrVSAhSLAqeE4zfn1y7evCNyXDQWCYVlCMnq2orAhiqVajgSYVnWx34oGl1cXYYQep7X29ubL+RDEZVB7PbtOxnEz83NVzdW4qpQ2FprznYIsTSjRBkamJWtUjEfAEaVVC2/GbgNL/AAr2T7hwtVDRIauAH2PFVRsefGowHAVDclBwa1hgYIt3fvRDyWsm2X49m5uTmj4YZlKaSwvEAVNcWxDECYkiCVTqAgcCwrCIJIJAJ+DVM/IHefOHn05EnAsBQAmBm9D0IoCILv+57nwU8hQBkIfo3jOEEQAACEEAAAC1Gj0QAUIgYxiAEATUzso4i2dGchKxerlm271y5NFjbnGeoIvMggDlNqu37/4ODO3Xsxpvn8VlsiduSuu2RVnZ25dfPqeejpIRF2tTavr652dHTcvn27ublZ0zQAQCwWu3nz5qFDhyYnJ/fu3TszM9PR0VEsFiORiGWavT1dAATHjx5eXp7ft2f37Vs3+vq7p6enu7q6isWiZVk8zy8sLGSamzfXN0KhULFY7O3tvXLlyr333vvOO+8cO3Zseno6Foul0+m5ubk9e/bMzc0NDw9vbW3F43HHcUKhULVaTSaThUIBQhgOh998882vfe1rf/3Xf/30009PTk4CAMbHx0+fPn38+PHl5eVsNlsoFFKplGEYiURCluUgCOLxuK7rsix7nkcwa1kWpUDT6qZpWpZlmqbrebwolMvl4eHhW7du7dq1i1I6Ozv7R9/8o//7z/7sqaeempqaWl5efvDBB59//vkTJ0/Ozs+lEklAKfb9/t5ti/Pzg4ODKs/JYVWMhL7zL9/N5XLxcOTzn3uYhejdD94pFIqDgwO7d+82DHNlZZlluXQ63tHZoes6pQQhxLIcpdS2bQQgoNQwzXA47HueZVme77OIT6VSm8V8uVrNZLv/+X9+v1xzESNyyHU8zItqoaLVGg7Dy+FoklJoGAZCSJIk3/eLxSLPC4l4vOrUZy6dAZ9aKzXA/0JZ7PlXL3zsm/WO1pbi+lqIM4qauVwXgKQqXDgsartG2jeWcu19Wc2gGwULsCpEiKOY8Srd7UI600oIOzU1a2AJyXGWUpfQ61cnsV6QRSMRSadjbZ3Z9kwm8ZfP/uzMhet+ZT3a1NrXpHz1i0extd7R0dUaEmxnK5rusBvGL1977pVJNxFv29hYJ9QKC9F0Qti/u7+nveXytbnJW0sNw9JMu72j+w//5M+Kxc0333pRUbhrly7Ewpmv/5f/68aNW6NjA/V6tV5ubG2u7Z8YTaXbF7byFk6zHEzwhaH2hIE9JMZyJXerzgIAIQQQIoZ1Rgc6kqHQ1NxKVfewj7HPUkryhdX6wgfA1j29+sCJCVlh18r0X1+6tFQOKIQswcf3jX7uxCHd1H2n3tnR1jc4SlnhF798dXLy43KtIojxL3zha2zYe+65Hw70tl27/IlnVQSEOY5jWbatPbuxWWA4vrVjOJUalQB36/oVQv1IRO3YNnJ+OhcPcY/ef5SlzuyaE1AFIpEgEuK0wc5ERSNbZQ9xCoE+AABCiBCyNqYZAIRYMxduIogFxAcAUEoJwS0pgKi/ODufjMXzG/m1/MabH14BsMmxtyAUGKDfdXAoogTjg33L8+X+/qwX6J4rTy2udw7ub8pk1pavUepRy7UNDfNYVBWekRiGSyTSTalMVA1tbK5WayXHMV/5xTv1auObf/LHFAdvv/82EJiJnQd6Ozpcu8KJkdkNz8QhiAJEkMD6h470Et/ZWKkW6uB/gRBBCCmllmVdu3alVCropt2S7ezo6n70cE+xMFuureMgGOrrwBj9+4/ev3BrHYoRUYggbEBcG+hp/trTjxaL+VA0KSmR7s6OD99+++0Pr7T27Tl4/HOQEwkhlFJCyH0HRsBnvvfd71w/89rJfYP5fP5XF2+zAoN8c7S3I/DcAApdI7tvzi3H4pFGQ2MYrlrXbcoFjhXhGAVSlgYM9hOqyCFatYLpjSpQm20Pq4owuK23XCyIMqfXCwLE8VTm2txa3UeAEaLRSKVaLJUKLIswq7AMFw+FFF6w6/VkS2qztFUsFj3PjUaiuqmpMTkcjmaaW/yAFraK5mY5GVWrlXw83RzNtBM1QolXy6+vLC3Eks1t2d6lmQXs6ZIsVk23s6+fBA2B5bRKrbhVSiVTom8OD6QYwGxsOQZ2c7W6FzB33XWsq7MXUNjQtfPnJy3Tj6hKMiYLAsEe4HkWMUBVpa7urrCirq+tcxzX2toKIRI5nkJmZHxH78gYYBgKAEz0H4UQKopi2zalFH4KEIIAQQgRQsCn6Keam8SJiX2LC8uaZtqmAwDb3d27Va5G2ju6e4fqdf3WjRtLc1My4/PARSyPEGdYZiLVdOTo0Uxr+7ZtA77vUdNQFLFRr02eO9OobiHgySzItmYCz0smk7qup1KparXKMAxCqFarhUKhpaWlwcHBqampZDJpGEY8Hq/XaiNDg/MLM089+cWXX37hK7/55Q/ef3di3+58IR8Oh2VZLhQKLS0t5XI5HAo5ls0wTLVajcVi165dO3z48CuvvHLixImrV6+qqtrW1nb69Okvf/nLP/3pT0+ePDk7O5tOpz3PC4VCnuclEgnDMCRJUhRF1/WBgYHJycmJiYlLly6xLBuLxc6ePbt///4rV650d3dvbW319fXNzc1ls1mEUD6f379///PPP//lL3/51q1bqhLt6+vb2sonk4kgCCRJhhAEvm9Zlm3ZjuuUSyXbcTRNMw2jtbvt+rVre/bsqdfrEMKJiYl33nnn6LFj12/eaGtpNXWdEtqV7fjwzJlHHnkkKkvheLSo1W5NT9m2DTHZM7aDY5iXXv1lpVzu27Zt376Jzc3cr371K9u29u/fe+jwoVu3bt24cZ1luZGRkZ07d87NzWLHl2VZEIRwOOx5LsaYEMqxPMexm8Wt5dX1jt7+v/yrb3FiDBMGEpMARAFnuFgzPAy5cCSBMWk0NJZlBUGwbbtSqcTjcY7jXOBf/+Rd8Km1sgUAoJTCX6PUNozrV65Wy2WZZ816nmERZriK7gdSUhHEEDQzUc5tNBKpNt33XOjXNAGbNUB9Uy+zTBCSw9gPitVSNNmGGIlSxwVofm66srXEAiRLoaZ0JhwKyYp05uPJ5bU1yzKVSCyhwvHRLug1mqOJ9qY48Ox4OIqpc/7GtY+nGk2pdD63gUDQnmlNRbmjB8dak8nLF6cmr82WG/byVrlnYPSp3/mv/YO9n1w8q4bFhanzHIF79hw9f+Hq8PBQo1GtVaz8Vm58xzZRUbbKhqxmEE/CoNodkxoYMJF0qeE3GhyFLIAEAYJQ0NvTrKrC0tKGoRMfE58wIPC1wmpl7WPg6pZWOnX3IYZ1Sjr50S9vr5UohcgH5u7hriMT46Zjs2ZjR39XPBFjI4m3T39y7pPLFmlgJvwbX/r6rv3Dt65N9bZmXvvFv8xMfyJzxLH1UKrryH2PXz//SxvyAegNKc37B9u1jXUeMUtry+nOvkvTGypPHrh3n1HdyulCJNMdQAFSLASF5ihn+Lzh84BRICIAMZQCBgKntMyxiFHjSI4RgBiMEYKEUIx9lS9jz1peXpYluVisrG1VL11bAnzEtOsiohCDbBsSGDIxms2tbA70t7l2Y3UzuLpS+dzDT49t372yPj87/SsekbXlxbWNpc7uvqmZWQRwV3v3H/ynP4oq0XPn3rVNY7Bv7K23Tpcqla/+7u8urixfun4tIP6enSPpWNzWnHQqslj2mUgWQA5RKiHv8ER3gO2VrcpGHSCCWMCwgCUspBBQSk3LvHbtSqGYMw2nvb27I9t5ciJeLi1UqgWCmZ3bh9Ro9Ac/fuP1968gISlwaUB0Sir9fU1ff/rR3PpyR09ve0e3KEn1zXXsBDPrFts0GgiIUEAwJBieODAMPvPcj/5l4fLZXdva8luFd85eDIV4kYVjw8PY8x3H7dg2WrJwvVYvlYoYE8/DiI+40OwW6N3dMUiLdY8XCUYUTBf1n19drhlsTFR72lrjicjK1kr/yGBpY8tvOB0dXRdv397U6ogLc6IgyJKm65BlAIC+4yqCFFPDkNJwLLSyuVqzDAbBbdlus6YBhqnW6w72LM+VZMmoVhGDIISe5/X1beOAl0om8qVKsVwNMI2l0qVKhQGUQ8h37JCqUh5HBJY6jueDAAoysZLJRLWuBxRChs2Vyl7A3H/iMUGUDb1Oob+6seZjEA3JB3cMDXRlAhZRQBjEQAQpoQwFBGP0KUopiyCBXM/Y3o7eAQQhoBhGew9TSnmexxhDCCml6NcgADgAn+J53vM8CCFCqCXjfPMb37Qsm2VE36eOHbiON7O4oZEIAej6zetrK0sIezITMIGHeJ5SxsfB/Q8+VK3XvYBkMq07do63RsKerb//9uuNWj4scRBgQ6+3ZZpLxUIymbQ+lU6n8/n8zp0719bWmpubq9VqW1tbvV4XRbFQKEiSVKtW+3q6l5bnvvLlJ378k+//ztNfeevN13v6OlVVXV9fHxkZuXTp0s6dO6emprq7umzTSiaT1Wo1FArZtt3S0rKystLZ2TkzMxOLxYIgmJ2dPXHixAsvvHDgwIHp6emmpqZarRaNRg3DiEajEMJ6vb5z58633377ySefPH369LFjx6ampiKRiKqqvu+Loliv10VRXFpaam1tnZqa6unpqVarhULhwQcffOaZZ775zW++9dZboijfdddd77773sGDB27dutXR0eH7vsiLmeZm13USiaTveyzLMgyDMTF9q1wuNxqNtbU1TdMwxkEQJJIJ07bbW9sa9bqqqM3J1NTt2w899JDIICWkrhZy//Tt//nA/fc7pnVozz4IwI2ZaeZTvT09m7nczZs3y+Xynj079+2bOHv2ow8//ND3/Xs+9cknH5/54HQkGh3fvn1bf38ulysVi6FQqC3TGg2HVjbX1zdzmWzXXz3z38OxjONS7Gm8KPsYVjRLt3xeCiuhGACgWi3zPC8IQr2u1eu15uZmhmEc4lz75APwqfWyBQCAEGqaVshv5XObtVJFr9cJJj4D6g2DIi4cjcuiIvJsVBF4RBCgFHOWWYaotrrUqNcNCgIKAsRAHtJYVCEMnZ1fa2iuYTZ0Nwiw6xrFtnQThNDzPEppR2dvsVwvVjTI8gyDooIXkbGIXJmVF/O1AJNMREYsWSsUazqvSALxXVng0vFIX1f6rgM7w4I0Nb14e361qtuFujm+a+KJ3/o9L8A1Xdct267UQqIMAFpeXIaI8QEgmCGE8AIkDIGM0pTpgDyitiYEHkaIstzM/HypXCCYUEoARABihsUMQyhlGnXHdj3LpzyiwKw6Wg7RgARuWJVFnvOZ0Fw5aOCAQo+1+QjjishGLKKIS8VCssTIsWRZc0u5vAvNe0498rmHv0o536jbmVj01vX33nvrp9nmyNbWRkvP9t0H7n/nl9/rGhnXrXbX9Mb7mnjPt7TG8sYaF0usli0BkY7mtNWo8XJISrYESGAAwWZVYFHAsEo0QRFnVMqF/BYlFCLGbeQJIYCToKhSiiDBhBCEYOAHueUpx7Z+jed5x7catlOtuIKkuL4FiIACjkN5bJmJthCD5NZMnAS6ZXAbpfr28SP3nnwgGo/oZiGsivnN9Y/Pnkk3JRuNcr1aQBj+7m//gRqJX75wzjbNrvbeq9evU4QmDhyeW1jeLJTKWq27swVR5Jo4rPIeI8czPQiyECKG+P3dSUKdQk3TXBkCwAAKMHZcm0Lwa5ZpXr9+rVwtOrbX0pJtbWkd6ZQ31mdNS6eEHRrcFolH3nj77PlL0wwf5oUwwA7BRktz/IG7d9Qrha6+/mxXjyCIZjlfL1bWayDRfwBxrKqECEUEgxOHBsFnvv/sP51/56VTB8cLxcK7H11KxsOyyG3r6YEE1Gu1/tHd731ydfv27Z7nbWxsGLpFGRmLJAuD3SleEk3oisiyJUG6lau+c2dzwwaEgPamps7OdkbmBEXeXFmjLm7Pdp6/er2ka0IoEoqGKYS1hubhQOYkQIEoSizHmpbFQ7i2tko45Ae4JZWmXhAKh0zL8nBgOraiKtVinmFZAEDg+909PcTRt4+Nzi0uL61usJzQPzS4uLRQKZZT8QQDQCKRYHioMkFTIrStf+Dt908zjtfa1kYAU2voLC+t5XOa7u7edUhRwp5nsRwsVuq66XCI7t/en22KsoqIMaaUyrLcaDRiobCmabFYTNO0WCxm6Y1wPN05vLNvaDuCEFAM28ZPBUHAMAz+FKUUIQQowZ4LIWRZllKKMWZZFgDQ2uw88cQTyWSSZXlVCTuOQwhINnVMz9V+9vMXpuZmKQl4iDhKGYJZSbBtd/fePf2Dwytraw3D6u3dds89xyXsX5n88PrFjyIqpwhMpVL2cdDVkW1omizLlNJ6vT40NPTmm2/efffdp0+fPnHixIULF7Zv314qlSKRCMMwoVBI5PlIJJRKxYYH+paW5saGh955+83O7vZGo3Hnzp3Dhw+/8MILJ0+ePH/+/MjQcLVSiUQiuVyuq6trampq//79MzMzAwMDjUYjkUhwHOd5nqqqpVKpqalpc3NTVdVcLheLxZaWltLpdKVSqdVqd91113e/+90//dM//e53v/vII48sLi7W6/XDhw9/9NFHBw4caDQa8Xjctm1VVXVdT6fT5XIZANDU1PTmm28+/vjjb731liAI3d3dL7300he/+MV33313bGysVCrLiiyIgu/7qVTqypUrD9x//8WLl7p7upuam8vlcldXFwCA47ggCEzTrFSrjudWSmW90XBt29B0U9dbWlp2bx9r78zWbfMv//qZhx9++MrFS19+/Au25Tz3yiuDg4Oqqo6Pjy8uLmqaFolEJInv7etdWFjY2NhwXbe9vf3IkSNnTp/+6MyHQRAcPXq0u6f7xvUbH537KBFP3Hv3sdGRoTsL8wtLy83tnX/399+OJtosG9NAZzjRdoO64VoukdQYJ8iEEk2rKorCsmyxWHIcO51OE0I97N26fBZ8qlR3KaUAAF03NnKbWr1+8aMPSxvrfV2dHd0thJBqtSIIgkVEXg4DxFHEQoRYyDUKd9oTtlMDXHIbQABCghggcWRi/zhA5N9/8LPNjWohX65bboBdGOhPPnYf9r1SqWRb1uOPP/neh1ff//gGwwgCIE0RsnsoFebdUCT54psfulb9K5+/j0Hkg4+vvXZuNR4Na9VyRJV7W9OxKL9ze7/MK7dmF1aLeccLGqbT1z947z33+wHQDM9yfOwFDCVWo1GvlkRJjqQzsiz5vo8QwoghEHGi5GGAWBkigQYOxbbnWQgEB3eNF7YKdxa3MAsRAgzDAkBv3rxZrlQ2S1WJRSKxH94ltTUntsoVwHDp5qZU69B3fvqR5goBwZR6e4daWqM0m21aKzjzs3P9PW29Q0OTV2defvWs41st7Z2PPPJEU2sbpJBDwHMrF8+92RTlMQIMGyaBUK0VuodHCG6fm57e1psKixLCgBG5lWJhq2YgjBjKIIAQsFwkUE5RRI5HPMvLoiIwAuN4tl3MB0YNUFIxPYFnACUEMeubed0wGw2NEAIRBJQmFC/b3hKNRn3fNx13c6u2tJRv6Iao8JwkhXmpPW03R1VGZBbnKslYhGEMRc6cuXQHwdBDjz4WTsiCGAmFFEiC+TtTDPAlCVt6tbRVPrDvWKqjc3Z6xnd9VRRXN1aUcGT33gOLyxum53OyhBCPMQQAAYoBhQByFLCejwMcAOIxwBd5RpTjAEEISbFcXJqfxb4fYBwEgW1ZfoAJwZZlep4HfMfzGwBgErCCJEBEbMenlEEMhwEJPI/4gcBymTikxBNkBSOW5XjXdTw7IGy8Z+xAX0//7l07GYQCHNx3ZAx85gfPPnvpg1dOHRxdWV06c/4qzzIcA/ft3uO7XuD7Xf1jZ69MqarK8zyltJAvskLYoG4qcPolgFAjcBngujwrVQm6XTJubZVYxDfHk7t37Wrr7VpdX9tYXhFkZXT7Ts0w88VSRStDlinXKrphxFIJhfCmafKKzKlyuVYNMXy9XF0t5ggDO1vbPcumEFuWpaohz/dCasg2GslkwradAAeAUhC4kiRhgBaWVwFkens7tzZWIWTC4Rj2iayGOIZRGKejJZpqSr70y1+kwulYNKFbDi8phKK6rZmOPzy4U5EjmHiIAfMLawQykAZ37R4b6mn1aEApDYJAURRd12VJ1ur1WCxWLpdTqVRuY729szfdOTC+9wCDEKAY9kw8QlbzkgAAIABJREFUEgQBQigIAvop9GsQABwAABBChBCMMcuyAACB2gjRUCiUSMRlRRJFvtFoJOIp6vNXpm7mKkVekhBlIIEMQYZrdHf3Hj12zLCdhaUlWQ0//htfEHhez629/eqLcQkATyfYXd/YCCdSPV1dgBJFUVzXdRynubn54sWLe/bsOXv27PHjx8+fP5/NZiuVSjgcrtfrkUiksLW1c8d4qZT7/CMPFUub/b29ptFoyiQLhUIsFnMcp1gschx3+/bt1kzL8tJSOBxeWloaGxu7cOHCyZMnJycnM5mMJEnz8/N33XXXO++886Uvfens2bPbt283TTMUClFKWZZ1HCcajdZqNZ7nGYa5fPnyqVOnnn322RMnTiwvLxeLxUOHDr3++uv33nvv7du3u7q6VldXM5lMvV5Pp9OZTEbTtO7u7lu3bg0ODtbr9Ww2W6vVGo1GPB6fmZlpampaWFiIxGP5chExTDKZfO+99/7kG9/4y7/6q0cffTSqhp9/7rmvf/3r//Zv/7Zv3z5BECzL2rd/f7laUWRZ5AWB4xgKbcsqFArQ97r6egr16rf+x/976tSpX31w+s/+z29s5baef+3VTCaDEDp+/Pjp06edT/X0dN3/4IN//9/+29jYGMMghmF37Nhx4/oNnmEgALIst7W3Ly4u3r59G2N8cO/ebb3dV2/dqGkaJ0f+6Z+/l27u0k2PAbYgKVuFSrHSoIwUjqUFSXU9xzQboVAIY1wulxFCiUTCdV3Ps29fnwSfqjdcQggm2Pe8cr0Ri8Xr+Y3bFz6JSGw6HWEAXpi7E1GlTZyCYoQCCgAECDIAGcXZribPqVAmPQpZxDAAMVRAZHzXMGToD3/0wmaumt8q1i0XE5e49S89cASSoFgsup77xBefeuvsjTfOTXNIlokry8Hefjku2nK8+RdvTDq13O8/eW9Mld45e/OnZ5cyTalqqRBSJIVae3ePUOqnEq02wDPrc5qmcSwbj8W72/sKpZKLfYKgF+DW5paOpvbc0kYynhzdtd1xG5ubm92dg4ygApaIilQom6s5HbMqIAEBHiWezLrHdo8W1vMz64bHshAwALAU+NevXyiWy2tbJYmDIeT/l0NBti25mKu6jNTS3tHcteMfvnu6aigeJhg2Do9lsjGvtzu9kPPuTM3uHdvWPz76/oeX//Unpx3bEiXpkUce3b3nMICQYSjDgHJhNfAaAcNilxTX8moi3tyZLRXQ2vy0pBDPcFKxeHtXx+zykqvbiWSqo6OT47iVzXzZwpSTRY5hIYIMDwCkgBISUKuajXEizy6XbSQpkBJKwfzCXKVazRXyGGOGYSCgI21w9/hIe3u77diaZszM5z6cvLNcaIhhJRxS4iLaMeT1tkpNKfXMuzM7RkeDoLBVwi99sNjbNzo0NkxZVxUjYUURWLg4OxsQP5mKFnIrhc3irh0H2vu2rS8X4uGoLEKAOC8g+Uq+WMn7ga/KkWi8A7GS4RiQUoYS3QwCIUEIocT3MVQ4kFRQPMwyvKzbASasj10fe4EfYEIIJoSAIPAWl+ZK5cLItr5YXEYMaNSseCjU2tL84qtvGA7BiKGQGFrd1LVMOnXq8Hi1XAhFE4gXUs2ZF199fXpm+cnf/No9932OAsayTMvWPd/+jYfuB5/5/nf+5dIHrzxweGRlZeGdc5Mixwssd8+xYyTAhq6nWnvOXrmtKArDMEEQ2KbNCqrDAsWwegQIoG5AAAhieXlD06dz+arpc4BvT7X09fVnOjoIoEvz8w4AXX3bVDnkWu6d+WmK4OLKEkRMsimdURRD03yCs52dPg5a082irDz32itzK0vtbe2+Y0ejqmUYnutZutGSyTiWnu3IEkJUNWRZltnQ2rLtmm5euznFsvze3WP10ub27bs2ciXNsAlA+WKBxSZxNMt1TcdVBZVhOMfDsWQaslxnZwYQKEkxUVB4nuEFZvLi1YBADtGD44PDvW2WawcBhhAoiqLVtVgiXqlU4vG4pmnRaNQ2DTUSb+kb2757AkEEKIbtO+4nhPA8TyllWZZSihBiEKSBHwQBpZRlWdd1AQAMw6g0HPg+yyEAAgr8ANu+7zOASAw1A89jIWbYIIDEY1jISiHh1KkHAoIbhlUolR586JGOzu56rfr2z3/WKG20J2UWmw2tYnsBYIVIOJyIx8rlcktLy+bm5vbt24vFYktLy+bmZl9f38WLFxOJRKVSCYfDruvKsqzV68ODA1PTN37ryS+9++4be3btrNcqG7nVY8eOvf7661/5ylcmJyf7+vocx4mEw9gPCCGFQiGZTF6+fHnnzp0fffRRJpOJRqNXrlx5+OGHf/zjHz/11FMvvfTSxMREPp9XVZVhGEEQPM+LxWKUUgBANBrVNK2np2dqampkZOTOnTuCIIiiODU1NT4+fu3atc7OztXV1fb29unp6e7ubl3Xc7nco48++swzz3zjG9+4cOECxv7Bgwenp6dHR0c3NjZaW1uDIOAUqdyohcLhSqUyNzd34sSJb33rWw888ICv2a+99trf/u3f/sVf/MV99923ubnZaDR27Np58dKlbb19iwsLe3btKubyqqIcOnTIqteUSKio1ZZWV1RVzW/mDu/Zt7S0/OGFS6qqAgCOHz9+5swZSmkulxsZGbj/4Yf+jz/8w7uOHLl161Z/f/+Xnnzy/3nmGYHjs9msLMsjIyOLi4sIIVmWW5LJaFi5fWfadj3Lp9/+zo+aW3t1w2WAjSksljWfMhhwghxhONEwDQCCUChkmmahUFAUJR6PW5ZFgX/r6nnwKdPyCcZBEKytrf3zd559/POPDXZnr33yoShwcjrNE7pwZyqsKiUYR6wMKWYogRAgSBrl+a5mzqh4UnocsggyBCIqMXR0rB9x6Cc/fWUrV8tt5euWTbDDYP3x+w4JHCoWihTQhx977Jenr7324SzDCDLGkkQnhsSE6Evx9Hu/ur25vLS9L3lk/64PP7729uWF5lSqUtwKq3yE8Y8cmcjl1o8du/fa9NTNpZlarSpKQjKR6u8au3DlrIP1jq5uN+AOTpwc7BqubmwZmtndm64WVvP54tD4PpZPQuTKISlXcNZyBkYCpoAAigFWpNrhkfa1haV1M+yzPCQQApaC4OrVyWK5uLZVkDkUZv3fOypnsy0LWw2XDbV3j6c69jzzrR/ULI8QF3jsoeFUNmoO9Cbv5INz585PbO/r7u26MbP085fPeK7f3dv/G098ORZpItRf31h2AxcEFgCeFI6CgCCfsEoqlIi5FkfMqm2X3n/n/V3jOycOHbxxc8ou68lUbGikX5D5m0vFXN0jSIaAMpACACBBlEAKgG3kw0G5I9u6brGcHEUAAEqmp6fK5dJmPud5Pvz/gbuG00cO7I5HVFOvVcrFqcXcO5/MLxQcJZqKSumEEhzeQ7oyNJGJvPfelV3jeyhp2C773ocLA8MTDEMvXn4PISoLPA08gH0fQ8ogSD0WCifu+dzIwI5azaiXzWJuwXS8hmEH1AGsFwrJEbW5tX2AIqGm13gEJF7YLJsbBgcRwwCMCRuV+eYIs3M4Iyuh6fnNsgYDEABIKaCEEEAAIRQT787MrXxxc+f2/lhEpr5fKdaaI6GO1rbnX3+/aBEf8oD6hlbRG6VETD0y3l+tlOVQtLu7J5FOP/uDn80trf/2V3//4IFDfkCXlheKxa1qrfx3f/P34DP//s//evmDlx88Orq2Pj+fK1QKZUDoscNHEICGrsvR5k9u3BFFEQDA87xtWgwn+SIfcUkrpJgYNgwIRpCTCw19IbdRx5QEsC3VEo+mxyf23Zmd1WplLIktHV2xUMypGQzPqdGI5/kffXLODYL2KGdrWiISPXr4sCrJluOvVopvnD2zuLnW1NTk2qYgIkSBY1gSx/MM4zpmKBTSNM31vHgshjFuz2ZzhfLC8irHi70dTTx1Orr6ltcL5ZqRam61UZBUxFJuY329EE408QwTBIHjYcgJumEqLJZ58b57H0olmk2rXtcqN6ZuEcBEVHH3UG93S5xhGZZlA4wZhBzHkVTFtm1RFHVdD4fDjmnwUqilb3TX/sMMQoBi+K//8VOtplXy1VKxVq4ZuWq9Ztkk8LBjeJ7PMBygMAgohIhhWJ7hAQAUUQwwZIAoS47nIMh4HgCAZRjJ83wf2z7VWQ7fd/BkW3s3FJRiucYK0sl7jiHiv/vGS2uz7zma3pZMm7pOEHUgJjyTUOMyL+m6vm3btkuXLh09evT1119/6KGHrk5e2LFjR7FYjMfjEEIAgOM4giCsra52ZNsc2zh53903b17ZMTa2srxoWNquXbt+9rOffeELX/j5z39+7NixS5cu9fX2NupaJBLhOC6dTgdB0NTUVCwWW1pa1tbWgiBIJBJnzpy55557Xn755Yl9E+ubmwzDeJ4nSRIhhGVZVVW3NjYnJiZ+8YtfPP300+fOnduzZ0+xWOR5Pp1O1+t1RVF0XRdFcWNjo6mpaWpmuqOzc3Nzs9FoHDt27G/+5m/+/M///Pnnn1dV9dChQ88999zjjz9+9uzZ3t7eer0eDocTiQSEUJIkSmk8Hq9UKplMJp/Pl8vl0dHRn/zkJ4cOHZqdnfV9P9uevX3z5vDw8OXLl++9997JycmmpqaTJ09SrxGKJq7cnP7hfzz3+c8/lltdPnH3kUI+17Awy7IcxzU1NV2/fp0QsrCwMD42cujwoW/88R8fPXr0rbfeuu+++06dOvVXzzyTakoDADKZzMTExHvvved5Hs/zEzvGWpubbs7MQijky43v/fA/Wju6qzWdl6L/H03wAabnVRiI+pzz9fr3MvP/00cajTSSRsWqli3JRu4Gx2AMSQjl3gCB3Wxys88NewnZGzYJ7EJYiMELCXgDxjgQG1vCTa6SLVm9jGY0kqbP/L2Xr3/fOedynYf3LZYqgOUcj0BOZEWZ5cRuq8kALMtSu93qdFqyIiIEJEmSJfG9d94EH/A9Gnyg3W5PT10dHR7kGfj+qZOyxEVjEutgo9niZHHNlikrU4wgZSCEiLHN5sJgUrM6Bh/bRBkGMQixSEDO5s0jLM8//Yuj+bV6qVhqGgaibkQkv3d4uyYLhULRtq0HH//EL4/PHHv9GhQwS8Qhjd25mQ/xvCDyt25MlXL5uw7ezjHBCy+9dmbB70n21iprugaycX3vrp2F1eXDBw+89Pobc4Wy69NasxtPZu46/HtajMzMXdkwvquaKw7EJzRBEBjDaJljQ2m7uNZoNjITm6kWFXjMi+JKGS/mTYBYAAAFgFIqS8HtGyMrS3MrdowwOiI+AIBSevHiuUq5kCuVFRGGeP9PDmeHhvpvrdVdKGXHtsbW7/j6N56s1i1EQBC49+0eSgq10QG9Xse3Zm6kYnr/6OiFm2tH375ECa11ySf/+M8P3n6QEvfc+XevXjsPiDV/c7q/r6/bdbrd9j13/f6u/Xe++Ovnkdu5Y+fE9evTkURq48TW1ZW1Wr4cjuoTE+OcwEzlq5W6T4GCEYSAIIoAAOS3KHHNumLnR0b6c1jjhQhLCKXg+vXr1Voln1/1PA9CACG8Z8/Ynfu2hwRqtApTVy/n28Hx8ytL1SAUSqmKHpPonXv4kR4hEtVOvHty65btBENe0F46fnlw3YHh4cHXXnkKitB1LA5RzzZ9L+AEzrLbEHIfffgTw5FEsVv6zbFz48ODBFqWjSHlRZlpd5rtLt65e48gqY12hweBpmrlTlC0RcwIkECIYVgTIiFm+1g6ovGXZxZbbpRAiBCFEPz/KKVBgIl7/fq1Yim3adNAPBQSKaqsFRIRLTsw8OtX3y21MUYCoGa7Ve22KtGQsmdyXbXREtXQ2MhASNX/9zNHC5XSXUc+tH7DBuJj3/NM02y1Wn/3378NfudH/+uHU2+/8PDtE2srC5dvLFVrhGXwwbt2BL7r2FCL9r974aqsqAwv8qLouz7BLqSEtboqCVjqIRZChADL11v2Sq7RCRzKwGgkSSnLinIsGnGtNiMI2YFBluU1WUtHe8LJ5Gqp+NxLxwDHjGU4z+yKnKrJYc+lXcBzkeiFi++XSqvZ3oSPfU5V7HbXc6yQLKuSXKq3YvH4/Pw8xnjTpk2QkPGRjMTjpYUlx+XYkI5IbWu278SFudl8QwvJnKKpuiK5dQlwNU/lFKZe63Cc6rh2s1UCrqOK2h2H7tL0iGnZENFKuWLbHovots0jqbgSkRHG1HJ8RdGbzU48HqlVK/F4vFAoZDKZYqHY0zcwOr5lctd+wLAUAPiDf/5RIpYMySGOEb2Anp+eXS4UentSDAhqtXqtWm8225Vy1fexaZie7wUBZgVeVhXEspbjcjzPsmzg+wySOEGhALieZViN7bu2anw8kx2YmNyuaKF2sw59r5RbeOe1YxMjWnElF5YVCEDH7joUC7oqMEIkHFlcXNy+ffs777zzwAMPvPbqqwcPHZo6fzGZTNbr9Uwm4/s+AAAhxHEcICQWi6SSsYnx9RAFvanU/NxNWRVEUTx37twdd9zx/PPPHzhw4OLFi9lMppgvxOPxxcXF9evXnz9/fu/evWtra5qmjY6O5nK5TZs2dTqdaDTa6XRkWW522hjjSqWiqmo+n4cQAgAWbs19+MMf/v73v/+Vr3zlV7/61aZNmxBCMzMzR44cOXXq1P79+w3DCIfDjuMoitIxutFYrF6vS5KkKMqlS5fuvvvuo0ePjoyMQAjPnTt3+PDht956a/PmzSsrK6lUqtvtCoIQCoXefPPNz3/+8z/72c8eeughjuNWV1e3bt1aKBTC4bDv+7quNxsNo9NVVXV6enpiYuLNN9/MZrN333233a2GIvELV2e+94MffvGLXzz51vH//Kdfev/0qdffPr1jxw5N0zZu3Li4uAgAkGU5Fg1FI5GzZ89ms9lr166Njo5u3LjxB08+GY5GSqXSzp07BwcHX3nlFZ7nMcZ37L6tL9Nz7vLVeLz38vTNY785nujJ1BodLZxaWFyWtVDXciUtjCFDKOq0GorA8TzXarUcxwqFVF5gVVWtVSszVy+BD+AAYEwwxo1GY3W1EIvEQeDNXLviuRbPuEHHDIfCQODqNoc4OSAMBgwAiOOw217JRpR2reEmehBkWcgzkEXAGhhMII576eWThXy9Xs53LAsQRwLW/s2juioXCnnHcfce/tCZa81z0wUgWhxhk4KYiTdFggJCHNt0Oq0Dt20OiPfqidPXCn4mnWlUc6pCNg317N6xrVkr79m189U33ri5VnI99uZccc/eux55/DPRtFxpVCQ5GrTM4lw1EeElrt2pNTYOs2Z9BSCXyhIf2QQhh0S9YLArFRcgCUIAIaSUqLAzlpbarVbZVwM2Agj4LYzJxQtnSuXVXKmsiFBj3U8ciA8PZ+fXCi5k+wc3p4d3f+sHv6g2fEgR9N3DOwaRsdSb1uxGDVvdAJDRrbsuLpReOnERBrh/ePyPvvgXmt5HAXEco1Yv+65RKedDobBt241GY8vmXZIe+cUzPxexde+erdi1WV5KpDOrK8vF5cVEMjow2NfuNue7DIE6BgKGGAACCQUAEEIAobjbFNzq6Lrhsi8wogIBpRTMzl6vViu53KrneQBQCMG+TeDO/ZOJiNys5fPLtfm14Pjl4mIt0MLJqCxEJGH7ZlbnPF1Ba6vzHMen070cIz/3/Nn9R/5g+74Di4tTUV3Jr65oirC8MIcAiSf0qenzjXrj07//6X7V9jn3//7q/zpw6B5F4Iv5ejzaI8qoVi0Vi9UDBw9zktJqGzEZiJK6UvcrQRhzAiIUBjCsC5oSTPTzuqxdnclhIUtYBBkKAQS/RSnAOMDe7Oy1QmFtsFeN6ZrIckar09PT0z+y7q33Ll6fL2DIQeq2WtV2oxQNKbs2DdTqLU7StmxcF9G0l984RRGMpeLp3owXIIyJ7/uKovzZf/5L8DtPfv8f33/llx+5c1u5kD96/G2R0SWReeTRwxiTbpueOH8zUCJeQAzLqbc73W5XV8St42M9YU0BhIPEcwPT6bqBa7u4UGiW2i3IwmwmIzH82upqSNN8z2ZZLhyJIAYpsiSLAeSlgBMuTN9I9GZ7E+l8rqjq0XC0J57s1SJhhgMvHf11q1GMRzWBh7LC8Zy4sLDEs6JlO4aHZVnO5XIIoeHhYZHjNoz0iMAuF8sBUbhIQkDdu7Zseufi4tWVUiwiBwxCHLMuzu0Y2/Czo2faTrtSaTGQZ1nG9Tu6IK0bWZ/OZAHDt7sWL/CLC0udVica0vbs3pTtjYYkRCmAlBFExbZcnmMN0xBFsdlshvRQu93So7ENm7ZO7NwDGI4CCL/+d1/rTfVwlPUdMr+0spwvKtHo+Mb1PYmYKEgcx3s+np6aWVxc2jA+HoCg0zWKpXK11jJsp922bNv1Ah9RHwKOExVMgWlbvf09O26bXFqqewHRNO3hBx9MhKTAbP36mR9366WxvrhrO6ooIZYr12oeAgGi8VgiHo1WqtWBgYHZ2dmtW7e+9957ExMTCzdv9fT01Ot1WZY5jrMsC0IoSVKr0ejpSVlW5479ewjxIMHZTE+xnNuxY8fi4uLIyMji4mJfX9/MzIyuac16QxTFQqGQzWanp6e3b99+5cqVUCiUSqWOHj365S9/+e///u//+I//+MqVK6PrRjlBoJRKkqQoCqVUkqRCocAzbCgUeueddz70oQ+9+OKL27Zts2374sWLDzzwwG9+85uDBw/Ozc1lMplcLtfX11csl5KpVCgUsm178+bN58+f37RpU61WSyaTnU7Hdd1IJLK6utrT0zM3N5fJZFZWVnRdp5ROTU196lOf+trXvvbZz362WCy+++67X/nKV7761a9+9KMfbTQalNKJTRO1SiUajXqeF4lEWq1WOByOxWKB3ZTV0LtnLz5/9KX777//jVd+882//a+vvvzS1Zn5bDYrSdLevXufe+45WZYNw7h9356RkeEf//jHhw8fXltbO3jwIELo8uXL0UTctu1oNCoIwszMjGVZhmHs3T6ZSsanrt+IRNKvvXXy3IUpJRQxTJfhtRs35gRFtT0cS/UiTsQUdFpNkUUA0Ha7RQjWdJlhoCzLPMe+dfwV8IHAB+QDCwsLV65eb7UNhmKRR5gQH/Jms+XiIOAZjZUFlgHEo9gVeF5TFNfphPXI2mp1uV0kgQs9X+E5SjEBPqa0Y1LbBkHg2EFAA6u2dpNFgR94kiipqiqK7HLOKba5gOkyhGOQkI60ZcoFlHU8KmGSkHCAwFrTqFleSAkDbKkqHU2pB2/fZ7YbG9aPXro6VWwars+Uyt2JLbft3n9ECamW6/kE+cQzO47AmirveYakyZLv1QH0MYABwBADCAQHCESUGJYjlFJCl5eXmqWcAGiAqc0IGPBBECCIKACFfM4wWl3bFdhABGaIIZIstIx2AElIFBVBX2phM1Ap5QLEJiWfGgUWUUh9mQOcwCqJTNOl5UKRw/7myZ2PfuJziNEIoZ7nUkoRpBRQnuNtxyaE8LyAGa5WKc9ePL1rfIRFCPGCFo5VqvVKuSbLoqpJGPtVh+P4CAYMQT4FAaLgt+AHjEqpUVxOpOI2FFlBABRTSufn5yuVcrNVxxgHQQAATTJ0aCCjaxLGTuB0c+X69ZLddJGiqJIghgSVY/PEMhnKsQygJIhEQ5FQ5NyF67cdfOjgh+6FxIuoGsdAzzKuXDovIJRMatPXz62sLn3isceTYicUBf/0zy/1jk7aZlCrmLFoShSZjtnKFarpbH+j3VXUUESXNEXreMhA0YDlEKWIoGhIUiS/N0IFKC3m6mw4RSBgIEQIUgpIQIhPMHFv3Liez69oPA5pqiAIruOk0+lM38DUzNz8cpFCDlDcbtc6zXJIFTcO9zU7FmD47Vs2hlXp9NlLpuvE08lYPG6YPqUUIaSq6lf+6r+C33nyH7/z1tFfHpgcw9i7dv0WRQIvsPv338YgsVyyfvrsC1Xbth0XsgJFjCTLfb3p4cG+/nRqy8YNssAxmHe8btdp3rh1kxXURtcs5HOBZQiAGPWqqiqWYXEsm0zEGUh5DomyD3mFcFqxZdfa1oaRjZhQRpT0eMrxCQsJj+jp0ydtuzM02CeypC8mZQaGX3v9pE85n8DVYgFCyPO867qbN29WVEUTkduuV0plN2Apr2OrMZrQlpu45gCJ9QRF5hV+Y4rPRiPPvXHV8txmswkhq2pKt9PiEbt+dEPf4CDLi5YbiLJ848Yts2spIr9716b+voQu8QRj7GFNUZuNJqGg0WyFw+FKpZLJZKq1cqo3M7ph0879BwHDUQDht7/zN+sGR2VW8Bz//PmL4XgqnEwWC2uxiIYQyzB8sVBaXFhmOX7v3r1ymAMAMbzEskqxVD91+kL/4LDAcaXcXKFcabXNlmEBht88uVVW1cVcDSLmwQceTMdD0G2/+POn7Ppat1rMROOyLNuuy4qS6bg+pbwsNTutic0T09PTt+3aNTU1tWXLllwul0wkzK6RSqU6nQ4hBCEUBIFlWYQQx7ISiRiEeNOGdZLEebY1OjJ04t23HnnkkR/96Eef+9znXn755c2bN3e7XU3VBI5DCDmOEw6Hb9y4MTg4uLi4qGmaqqrT09P33Xff888//+ijjx47dmxwaKjebEAIOY7DGAuCQClNJpOB642OjpZKpYGBgYWFhXXr1i0uLhJCdF2fmppat27d9evXBwYG1tbW0un0wtJibyZDKV1dXb3vvvu+973vfeELXzh79izHcbfddtvc3NyWLVtWV1czmYzrupIkGYYRCoWq1aplWSMjIy+++OLdd989OzvbaDTuuuuup5566pFHHjlz5owsy8l4YmF+fnh4+Nq1a3fcccfFixfXrVu3bdu2wG5GE+nL0zcqjXYsFssvL9x7953vnTwxt1SQJCkSiWzbtu348eOiKN66detjH30kHot99atf/dSnPvXSSy995jOf6evr++u//uu9t+8nhGzZskUQhJs3byqKwnHccKaK47w+AAAgAElEQVSHBN7s3GImO/Tsc0evzcyxogwg1zGDYrHMSQrDS7IeRpzUNW3ftVWRDwK/02l7nhuO6JLEq6oKKHn9ld+ADwQ+IIRQSjDGXcs59f771y5fFDkmnYxpktBuNCqNRsU2WCkbkiW/tSzRDnHtcDhZt7x1m/cjPsmgLvXbwG5MTgxFQqmAQMO2p2aWvEBwAfEpBNienz6zd1zPLc8NDQ1umphQYuGvf/eXL7990w4Mjkhp1X3swY1JNeEH7I2l2aQU3LNv3Kbw1XNLPzl6M6RELKMmCsHtm4fTsTDP0N50cn5xpW0HFKFasz08sn5y6/5wOAUYAQPoBV2jbTvdggwBzw24AsDA8fyAoWKbYVBAE0qI42AspYbCous4hNB8sVRqOoEN/QA4CFNij40OhcLh6elpy7QoQRgyLHQZr5UgrW631mhXRInhWK5Y9c/Nt00QEUVVF72dY5mDuybanfblGyutRn3zhkHAMpdvLl2Znke+3ZPOPPb7n42GdIyxbVkYU4ZheV6AEPq+TwgBgAkQ2201L7z31vBgXyydcnwSEKCGU0agABAAgDEOGIwAED1CfWp6blfkOZZlk6k0g1C7WV9ZmHcD16HQaDU5CCgAgij6vk9pQAgJgoAQIhAj8N1qrYwJdroWz8mlrm/YFvVdKEUkTp0Yjw709NXqzXqzxPOI4wEEzPWZHCOpD95/b080zHEiQgBiv5BfRT4J61KxMletFrdv25mOahtH5bdevSBFMqul7sYNtwUBBDDgFYnTE8truUa7iwEirMhRAihCYgizDAAQERhSeVVBwHchZSnLLNaK1y5dAj6mABBCbNPGHnU9y7K6nmcHns1xHAUAMohnAMsgxyUBYSlFhFJAfYAdnsUix3uE8wijigwHA9sJPEIYgZMUOR4Kj46MQAgVRf36338T/M6P/vEfnvvXpzcM9/emkrzAK72jnKQ3G03TcEVBW5y/Vcgt+pgkUr2CpKiazjEwmUwKEu96brvTJm3bctouNq5MTxeLTUKhZXazyUQmEfOMripLlWpVFtm+nqTMMyLPiko4kuz1kHzq/DWXoKEU29+XZli2Y5iuH7S7NmKEmeszrW4rnkhA4CVVRlYjC8sFyEgMJzTNNsYYQmiaZiaTwQwc7uur5XPNWgMJYqZ/fXHhptfJO3LcxtxgXGMEkTB4LA6GUtG3r+TabZvjoKwIlmmH9CiL2MnJ7SwvirICWT4AcGbmFqDIc8z1oz2RsGR0zE6rmYpGeQg5BJcL5Ug05jhOEAQcx1GA9Uh45+79u+44DBiOAgi/+a2/7kv3hiVdEcRKpUoZVo2EVleXQqqiqprjuNPT1zVVt0wHIa5vOM4LkqpFytXm9evzjZbZ1ze4beuWkAwhw7mYLOdKMzeXOFm3rGClXFo/NnbHgf3Qt9duXD339rGEBLHZAQ6Udd2llLJcx7JNx9W0cL1VXT+2/vLlywcOHHj/9PuT2ybn5+YGh4YMwyCE6Lpu23YymbQsi+M4URQt05QEnuXA+pFBUWQLa6u7d+188djzn/70p59++ulHH330+PHjY2Njy8vL8Vi8Wa8riuI4TjKZtCwrFotZlhUOh1mWLZVKY2Njb7755p133nnhwoVMNmM5DsMwtm2zLGuaJsuyoijeuD77wP33P/nkk1/60peOHz++YcMGTdNKpdL4+HitVovFYp1OR5blXC6n6/ri8nJff1+j0ahUKnv27HniiSf+4i/+4tixY4lEYnJy8ujRow899NCJEyfGxsYajUY0GpVlWRAE9IFYLFatVtPpdC6XYxgmHA5fu3Zt/fr1169fj8fjvuu1W61EIjE7O7t79+7XXntt9+7d27dvp35XD8deeOm1qzM3Dh48aLTq9x05dOncWZ/yGGNVVWOx2NTUFMZ4ZWXl/vuOMAj98Ic/vPfee5955pmvfe1rLMt+4xvf2LN/Xz6fv+eee4IgePvtt0OhkCiKu7ZulkV+avZmf//oP//LM/liHbA8Lyi1pmXbbsdyIvEkI8iIE6v1FqRYYGAQ+N1uB+Mgk01rmgIAoAS/+psXwQccxwEAQAgxxgFgPN8/8fprusCnwqGgXRMifnmxcnnFdZWEziu0Ox3hmvVqG0tyqd6WtFiypy+R6rt0/rjVWrnv8OHbbzvo+tQM0MytKoYaRg6lHI/R9MWf7uxT87nVofUjGycnpFj86//w4ktvXjf8LsJCXAH/4b4+PaaZKFSYb6b10kNH1nmB/NJ71//Hs1fiod5Oo+m5nWw0ElLQ7Xu2RGUtlR0BmoKxhf1AFPRwNCLKKoGs5fqBb1kWDvv1KNuMjG4isoawTQjhlSjm4qWmMTPb4iBdNyz0JRS72/UIs5BvFauUYEApxJRS7O3euTkWDr175mLTciH0MRRYQKHTzoDlZjtfr1dUlhEguFX13pgNLDahKkJIZA5O9Dx86LZat3v+6s16KX/n/h0eCd46c+XC1BzjtmVF/vgffDog3tLKTLG0KMuyKCqqqkuS0mm3LcsIqXGCWIh5u2YPZrIQ0XKlGAprlBUvzZd8x9q9Y1vgu82OB+UwFFRF5GRgjAzI9U6AaRpwmBDoup7v+5hgppPv603Xuq6BGQIZSHxAASEEAHrf4TjC1rl33gKuvXyrlkyLL79vX67WqYGlUFLSpT//9B1337X76tXLU5cuj46OItYrl8s//+mbu3cdnJzcDqFPkcCyLES4UimxOOAYulpcMRuNLevXZ3p6FUVZWsyFo0lGUgKMbMur1ppO4LXdLkKI5wXf9yXEWISnchggFiOBUjcuE4UXAypxcggAQCi1HKvTqTuOTQh2XHd+bq7ZbHQ6Hdd1GQZtnRg8sGNHSBYFRfRtk2e4f/nXFxbydZewAPGSDBNy6LYJ7bHHH7Ac45mnX+ZYUQ+TSxcLDZez7dq67Lpo3zDDsgAAluO+/e1vg9/5p+/9jyeeeKJebyRjoWQsgqGEWFGSJEHkY9FINBKSeQmwbNewOVExDKNRq1Xqdct3AwACAFISu//2XV3TeOHYq8VSV0Bc4Dvr142tGxmjFECIKbVZGiQj6mh/jyZLop7kFHW5WHrx+HGM2FhCyPam25Ua8P2oFpIFNSDwzbffrjSbw+vXd7odnuMt0xQ43mib8Vis3KkjhFiW7enpgRDagBAPswE1Wh3Tt/VIopVfETnbVSJOgDIyr6gJRgT7xmPjAz3Pv3nZNmkkqqR6IlcuX8v2jliWIwji6Ng4JhCyrOH68wtrOCCB5/RlQqbZBJSPR8MiBNBzO42aTVlCgShKDMOUy+V4IgxZ5sGP/N7Bex8CDEcBhJ/47GNRRVc4sS/VE4tEcqVisjfdaNbjYT2VSkej8ZmZ2Vg0sbK6trK8NjKcZhAan5i4em12LZffOrmj0eqooqgyAAmc7ePVYq1QNTL9G7RwyieGIPG96dTU5YuL0xeTCoJ2Q4JEhRoVOJdhPYAsTA3DZiDL81CShFqtlk6nFxYWstns0tKSruu8KFSr1d7e3nw+n8lkqtWqruuUUp5lVUWOxUMbx0bT6bhrmdlMz8XL53bu3Pnaa6/t2rXr3Llzvb299XpdVRTXdkRRrFQqvb29t27dGhgYaDabjuNMTk6+9957991336lTp/bt21culzVdoxBSSk3TZBjGMAxJkoIgaNYbG8bGjh079slPfvKFF17YvHmz4zhXrlx58MEHf/3rX991112Li4sjIyNBEIiiGBCSTCW73S4AQFXV8+fPHz58+Pjx4+l0Wtf1CxcuHDp06O233964cePi4mJPT0+73VYUheO469evf+xjH3v66acfe+yxWq3med7Y2Njs7GxfX1+tVovFYka3yzEsIaTZbKZSqXPnzt12223pdNoz6739Qz/7xa9Onj67f9++m7PX/p+vfuXZp35caZiDg4PJZHJkZGRubk4UxSAI1q8bNrrdmZmZRCIxOzt7//33Y4yfeuqprdu3zczMfPzjHy8Wi++//74sy6qq3nVgH/G96Ztz2ezwEz/8iWEFLqaSHMoV66oWWiuU0r19gBcxRZVak4GUR8DzXMMwRJFXNUnTFFmWIaC/eeE58IFOpwM+ACEkkEUQnnzj9Ygs9ffEW61bYgTlb5bOzVtUiId5ldgza/MnVvOVRmB7li/y0mD/ABuWlxeuM8TvS2VG+jake/omJvfnixjACEE2gZAJ4NSFn46l5WqlPDI2tHnbhBSO/7dvPf+bN2e7bgsRKaRKX34gG44LDuLcvKGg1TsPjGBfeuvCrf/5/HxUS3ZbTc9pJ0MhVSRHDu1Z3z/06jtnCqbdNRuuE2DMibLw0cceB4i7ubC0tpbbtffggfXplNgKD49jRoKBBShBUhgiuVBvXbhURwRs2qKmkpzb7AQet5BrF9oUQgQAIBQD3xwf7cv2pM5enW0aBAIRQ4aFATVrYud6o13sdJtRUdRFdqVNjl5su1xckzlV4A5sSD50aEfDMM9OzTZrhf17Jn1K3z1/eX5uyet0IZI++ZkvDw0Nz94889yvf5JIhputOqC+JAscx2NMdDVEGTGkxHZPbK/kW7Ozc75v92aSeiR+Y6Hcrlc/8tD9QeAVW5gLpwJGEhjA+82RAbHc8Fw/AThMAUt+B1cXsj2JhkWoGCKIRQQDAAghAIAP3buDeo1zrz4LjcLcTD7VK79ylpwvV6lBtWiPFBb/r88ePHxo+8yV6anL05TAWFwNiH/81XOHDz00OjJmWS0BEASp59uIAQCyjCBShiDf11g2mUhbVrdQWLty5dL1tZLjkwc+dFe9UBAlaer6zf7+/oHBgW6ny3FSvuVDLUUAQwhkqbVtfSKi66uFbs0TAACEEABAgN0g8Ciltm1fnbpSq5UbjYbv+xzH3nPHlkM7d4oIyrrkBQHHyd/94f+eXS5ZPuJ4TdHYhBzav03/9Kce7pr1n/7kaDyejqS4l1+7Xm6Rjl3pS2+I9/RCBAEACKHvfve74Hf++Xvf/scnvm87bkhXBZZJxZOFfJ4SKspcLp/vS4VZSiknNm1cahgUIoFlYon4rj178+USBaBTXut224IoGaYbiaSJH8ii2JvtHxoegYCBLPQCw2xUZRSsy6Z4BDBmqMBXHePSrRuFRiMZ0zZv2lgrV2rFFg/VsKJzDLgyPdW1TFFTbMuOqGEEWctxO4alyGqxkaeUcjyfTqWy2Syr65IgcoTWq7XlQhH5QYR1xyf6FmvNegsjh5qWgyHZPqgOpMKvnpmlLkgk5EgktDhfkGTJ8X1e0geHxjhRJpBSxC4s5D3bkliQjqu6KnAMh3iWQqCwfK2QRwju3rM3Vyy1u+at+YVUMuFj/JGPfvyuBx4CDEcBgP/Hn38RWw5DgMrxk5u3nHzvJGURJTgS0nQ91N8/hDG1TIthuNXVtQ2DPbqmZfr7bMe9cevmobsPn37/NENBiOE5Wawb5lq5Trmwj1VRSaQSUFHFbsd4683XRehHJBQTIUe8MKtVDMNE0KTI8rDnkbAWTUY0noU8z2OMfd+HEHa7XVEUbd81DENV1UqlEovFqtWqKIoY48D3eZbRQ7IssHfddcfbb7zxR5/6w2ee/enjjz9+4cKFDRs2FItFXdebzabA867tIIRqtVokEimXy+l0utFo+L4/MjLy9ttvf/zjH3/qqac+/OEPX7p0KduXRSzrOI6maZRSURQRQhhjSEE8Frt48eLu3buvXLkyOjpaqVQcxxkYGDh79uz27dsvXbo0MDCwuLg4MDCwuLzc19/Hsmwulzty5Mg777xz5MiR5eXlSCRCCHEcJx6Pr6ysRKPRtbW1WCy2vLycTCbb7fbS0tJHPvKRb33rW1/+8pevXLmyurr6+OOPf+tb3/rUpz515cqVbDabiMctw4xEIo7jxOPxSqWSzWZ1Xbc7lVTf4E+ffrbSaCfi8dzq4pe//IVnfvLjZtfjOG50dHTTpk3PP/+8oiiWZT36yIfr9drp06fHx8cty7rrrrsKhcKNGzdSvT21Wm1ycjKfzy8vLwdBIMvy3u2TtmUsrqxFoj3/8/s/8jHEkKWALVU7kqxWG61UT5aygmG7bcOSeA6RwLYt0zQ0TWVYEI2G4/G477kv/Nu/gg/UajUAAEKIYRgAWd9xTr7xRkgSB5KR5Zl3kgNxu2K9ObXUgSwMuFZrOp+/6voISJAHEPiBwDImNFVZgwQqkgKIpah8JjuiKv2R0LCmxAVdlbno9KVjG8JeJbfUm43t2rUVhFLf/PHZl96cbdkNBgtDEfY/PrJei6AgcLdE48RfDqdDnoGOvXP2+ydwWI24VodhnKiqqjJ84Mjtg6nef33h1ZWm6VNvcaXUkxnN9KU9nywsr7UNU+KkRx79wwd2jsa5RmR4A0Yc9E1KARJ0huUK9faFiy2Wcpu2CPGoZ9a7gOqrJSfXkhGCFPoYezCwYiFp88YNZ6/Omj6CgCOIQ8SDdos1lwq11W63lVCUqMYXLfKrk3kHamGV1wTpyLbBB+7YVmo2z16bAb65aXwwAODt02crhVK3Zdiu+MnP/fmm8c1dM//e6ZdHRgenpy7mcjOGVVeUUE9qJNMzXm8HK4trCVUczabeOP6KrAgUBBsntt5aqfmO9fD99wa+l28TMZYJGJEFhHFqgxm2YVDXT0KeUMACAAghAAA7N5tKhE3MsnqCABYR8FuEEADAoXv3Yady9pV/6a5NFZebPX366xfR2VKFdokW61Ei8p9/5s7Dh7Zfu3RtbnZpcX6l3qzu2rXz8uW57ZP7R0bGcvnFk2df03R1evqKFzhRLdbtmAThdDTyJ5/+rKqFL51/v1ktyjzz3FvXaw3nv/z5n1ZWlx27Varnstm+oaGhVqvFikrJRIGQJJRDFAigO7k+osnCcr5d9iPgdyjFFNDfsizryuWL5Wq+Xq8HQcDz/F27N+zeuJE4lhM4Wjgkq+Gnnnnu+nLJIZwkxTSNiwjagR2hP3r8ULNV+MXTryTiPeEk98rx2WaXNOxGNLU5mU5CCP7dE088AX7nn777nWPHjrmu63me84EgCBBCAADHcfqSOnHbHuCaNqacLCqaY3YppZquddodSilLCc/xqqpEIpFqtWrbTiqV2rp1q+/7uq6LitS1Ol63E5GFVEjnIGUpGzCoHfhrzcZKqTQ5lFo32lep1ecWCgKXFAXJ961LVy+72O8b6GMozupium/wzXfPyOGE4+Naox0KhTrdjuu4EEE1pIcUAQaO47ilphlVVN5rR3u1Qr1RKAep1IjEY8Txm9Lyjk0j//bGOd+wIhEAKFcuWrIKKu0mhdro+i2cKCOWQoZfmFsz2jWFg5lEWGCRxHFSWHOxZ7U6xLR4jvI8DxgBI4YAZJkeQej3Hnv83o98BDAsBQA+8plPIhxEVJ2HaHLL1qtXr5qWpSsKzzCYkHgs0dObuXjpMsGk2zV0lQvpWiqR2LFj+9mzZya2TJSrZUCoSlg1rCKOa1pOgNR3Tl1dK7b60+yWLRPTszc7na7ZaYZERoL++OggMINKt7tSa9iQoQzPQE6TFadTT8WjtmPzLCeKIg5wLBb1fV/RVdd1BVEElHqeFwQB+YBtWZCSVCrqWt1Dh+/4t2d/8Z/+03/4L1/7q7/8y798+mc/O3LkyML8vKZqHMtigmVJooASTMKRcLPRDIfDpmlajp3JZM6cOfPggw++8sore/fuvXnjRjgSDYLANE2O5SCEAEIcBHpIL+Rze3bvPn369L59+27evNnX10cpbbfbqVRqbm5ueHh4bW0tFos1Go1UKnVrbm5oeGh1dc00jTvvPPjNb37jr772tV/98lfZbHZ4eOjChQtHjtwzPz/X19dnWbamqe12Jx6PVSoV27Z7enpPnjxx7733nj79PiFky5bNzz777Mc+9tjx48cnJja5rtdotlLJ5ML8/G237bx44cLuXbuGhgY9t5lKZ197/R3ACJ7nc4js273jzddf79oBIWRgYCCVSp08eTIIgna7/Yd/8Ps3blx/+aWXt+/Ycfny5b/7u7+7cuXKz5/++cMf/kgul7vvvvvy+Xy9XmcYRlaU9UPZYmGtVKmHo+nvPfkTxwOcpDQaxnKxIomKGo6IksoJcr3V9n0qiXzgWr9l23YsHoaIhkJaJBwGhP7bL38OPlAulwEA6N8B1rXsE68f79aqCstY3aocYxjH/LdTb9eapcASONHrGG3iywILtIiCqYeJFwmr3baHMY0mFFFEkoAAcBAUgc9FI+FwT99QZu/K/PW0gEurC+mksmfXBBuO/dMLM2+9v9yy6jDgEyr8xJ0DoZCCXHdvfwjDqprM2CY8fuKtZ85Y8UjCsRvxKK+riiKBew7tjcjKq6+dKDXbHgNuLBQ3bd2zYXz06LGX2oat6OEIJ/zBJz6zIcpotBTZMIEZBvkmgBCKOuLFUtOemvEYwg8k6joqW1bAh/uLXVSsmvVmyXE7XaNu2hbx3R2TW85NzfaPbknGBiAbhgHDep7fXcxVVprtepgXdIGUzOD1y03MalGVkzn1yLaBQ7dtWMjlz56/ONATTcc1lwSnzk+t5cuAguHx7Y9/7j8CzPpBt94oRyOpwLGPv/ZMQBq2jQ/sfygS68UgvDS/XFmbvm04UckvObaxvLoY6el75cKtaFh78N4jLAOLNVtN9QeMyAIs4nZfGjZNaNoRKBBKWfABCKGVu56Khy3CM1qMAA4RBACglAJADuyPOmbl7Ksv5G5Nd2pB32Do5LR4tlShXaLHe5WI/GefvuPQwW1XL10orpZnry8VC/ltO7a/+sr7e3YdnNy6w8fW1dmz0Wjo5tzs/PyN/r6eRqtSblRDgvBnX/g8xwszV691K424Fnnt/RttI/jSF/9k6soUIZ5l13p6ewb6BzrdjigJa01M5QylEiCIIe2Nw7IqM/MrFYfrAwCCD0AIAYCUUtO0rlw5X66u1Wo13/d5nhsb6N0xtsFsNSrNyrat45Fw5JlfvzSXqzmEl8SEpnMxUds7qX/yw9tMq3Ls1+8mk72C4l69lKeYn82vUHVDrDcDIfh3TzzxBPid7/zt10+dOqWqqmVZ3W4XANBqtQAAGONIJFKr1zAkAELX8QGCuh7qtFuKrGCCAQW2bcuioGs6x3GUUtd1VVXbu3evaZrNZjMUCqm64gW20TYoJvlcngFQUfhkKs0KUqlW75qWBoNkMsIKrOm4EHGyojXqjXyxaLleIp3uTSXCAtCj8VNnLzTaFqZwNV9XVVVWFAAAz3EscdYPpAQULCwudhw/oCJAkOFpvdv1AhEBMSQSUdHGk+JIJnbmRoHxcTzBhsOJ6asrllMzfAcwoXXrt6qhSDwZJQCcO3PFMjrxkJqOh1VZjoSTyUTENVuFxVvQtQPEEgAxpX5ADNOqNpqirn/m//z8A48+ShFDAYCf+9PPQQht0xY4ft3w6NpKrtNqR9QQJDQIsCAI23ZsP/X+aUIpQgxWEI+Q0+w89sijp0686zgO4lmO42K8HA1r2Uy61e20veDctesuZVO6MDA49ObJ07lSDSEkcUgVmc0b1rEUtC1vqVjHkGd4DmIsi5wmQ0USTMNAAEJCW81mJt1TyOdHx0ZzuVx/f3+z2Uyn00EQcBzHMgzLIAhITyoejaiDA5kbt25u27zxly++dO+9977ym5c2bdyYW80R39dUtdVpsSIHIHQdJxQKBUHAsmwoHO7a5vr1Y5cuXdq/f9+ZM2c2bZrI5dY4lpcY0bZthmEwJhACSgFCsFBc3bXrtueee+7hhx8+ffp0NpsNhULLy8uTk5Pz8/Pj4+P1el3TtHa7rWlaLpfr7e01DCMIgtHR0VdeeeXRRx89duzY6Ogoy7JXr169/fbbT548uWXLlkKhkMlkTNNMpVKu6/q+n81mFxcXN2/efPPmTUVRJElaWFjYsGHD9PT0wMBApd7wKeJYdm15ceuWieOvvvLQA/cPDQ12zXImO/jdf/iBrsVkWYnGIrtv3336xEnE8oSQdDrNMMytW7cwxp7nHTp0aGZm5tq1a/F4/MaNG//v3/zNm2+8cfTosXvuvmdqauqLX/zC2bNnFxYWeZ7r7e3ds3vr6uqy7eKA8D/88dM+4XhRX1xYrXqO6wSpVFqWFVGQa7U6w3Acx/qebZoGISQU1jgO6bqqKArE4NcvPAs+UKlU4Ac8z3Mtf/7m0srSmmN2KfAAA1YKs0Y7dyM3i3BXRCLPc5225xk4ldQEVVrKFTwMiW3yTAhAJKqOpsFwSLdMi2UkXQshpu0SLDDpVs1q1HFAGJlnogrQVDhfI+UuD3zLxZLPMmOg2GWgBJRwmBcYV5JkDvH1RmO55CkyI4juwGAopIc5zlm3LuWZdrXaAQhSBjs+VNUUA7AXsGv5TqlqxyXp4N0f7pF5t7UKIikMCIsJACxmRY9hfMAIfJIHjEhqEqy6pFEzWheuzXatlml2bceCkJpWgANMCPYwQJyUTg9ns+tEPuQb7txirlytO47DQsQSx/J9E8YFQVMFxAhiSsZRBTUtp14zYmFJ5n2W57tds9utAyoPjm6858MP80iFALtWFwSUY/lKfQ0go9kwhwa3eIBhkdRtNG5eO3/7aJYHXMtpzq3c4iMDp1fKgNJYNDI6PORYbnZoHQYchJA47YgK3QCyXJjhoRNgz7EooAAy3fKSJgoYcKIaJYAhABBCAAAY+wK73K6WZq9ed0zPMPxYSlupMKuNFrEDNZbVdf6+A2Ob1meWlhaNrlUu133fjyeSb711LhpOZeIxDnocRBB5guSoIYBZw0eOYZosZFRJcT1IfOB03XgoWavWw6HY3n2Hrs/MQ8KbXadpGqFETItFiqXVRP8GJCU5LCDC+l6bY5rrR0eKVcNidUR4RAGkLgGAAgQAcBzn8pWLpVq+Xq97nsdzfERhE+GIa1kAgJGheLY/dfyNM4Wq42COU0IRhU8p8paR6D13jFDsvvn66d5MihODWzdKARWvLa4wel8knUUMgzEGAPpN8XEAACAASURBVDzx5PfB7zzx379x/vx5hJDjOAAAjLHjOBhjQRBYlq23O3osgQOvWS+rotBqNv0gABBGIhEAgOM4mhpyXbdWq/m+LwjC+Ph4b2+m2+0KghAEAYXY9W3LsAROPH/ugue5kMU8L/ZnB4eH1xmGQU0TQGA5juF2Y8kwx0sQCSwnZgdGMn0DoqBylPd97GHsuoHpWGbQaTZbtVoN46DVajOexRPbdxqdTotwvBLpmV/OuYHdPzgoKxGAqdmo+IT2q2SsP3nmRoHFVA8RHMBmLVB11PVsy2Fvv+NIOtPfMZqdrrG2UgaA0CDo7UmlkinHoxzxucD2rRYCgY9ETQ9BAEyjWy2XV3I5RhI//6UvP/jRxwDDUADgd578Js/ztXINB75nu2bHuHL5cigaJQxSNU2WpL379r1/+jSAkFAicAIHkW/a933oyPz8/OLKshjSIEQCZTlEt2wcdzx3bnGl6wFRi4gcZTjhpeNv5Eo1CKHEQpGDkxPjushXm0bHwZCXWZYFJJA4FI8qksAjAHiOp0HgOa4sSqZhqLq8trbWm8msrqz0ZjLNRkMQRRwEuqbiwJ3cMqGr4uaJcSuww5LUsk1RELrtNs9ynVbb7HYtwzRty/IcjInjOIIgYIw7nc769evfee/d3//kJ3/4ox998QtfeOedd8bHxw3T4FhOl3Tf9wVB8AMfQeT7PkSw0aiNj284ceLEgQMHpqamwuGwKIrz8/N79uw5derU5OTkwsLCwMBAs9mMRCKVSmVoaMgwDM/zBgcHr169unfv3osXL2az2SAIWq1WX1/fjRs3hoaGVldXe3t7l5eXe3t7G41Gq9Xat2/fT3/608997nMnTpyIRCIbN268fPny7t275+fne3p6Wl1DlDUc+Ea3k0rErl25fNvO7dFoxHTqyWTmv/3NNxPx3lark+3rfeDRh3/8/R/woqzr+vr162VZvnXrliiKiqJs2bJlbm6u0WgwDNNoNB796EdPnzo1PX1t/brsysrKY489dvXK1Waz6fleIpHYMjGxuLCMKVOudX/+ixcgq1AkzMzc0rO97VaX4wRZVliGb7fbgiCzDPJ9u91uMwyj6QpCIBoNcRyHXf/V146CD5RKJYQQAKBSqSwt5ZoNc/7mzXajoGkQUGd5ZS7A5uraPK/wggA4yHQaHkNpskcEiL81X/Z9QZcEXZdMuxWJSj2ZqOe5ru3btm9ZriRxiXTINCwGSj1qQtfiAsNCs3Xw4L6fvHbxzGwZegGnZWVa/8SYcnZtUQCRAiH1ldWN/WFdhA7lzi404gmFAGtkXZqFSJCCeELyPDfwGdMyEOM7tgeoEAvLDKMtr3YajSCdyOy986O0a3nVVRtxAsQyZHlegLLgIQgYVlQ0QhGG7UL5gk9rzWbBNC3L5i3Dr1RMAJDnYkURAaAAAEIxBlQUFNfFlEAK9XKx5fsIAZ6FFFPadhlJ0hSeERUppbOB27Vx4PuMaTZlgYb1KAO5tUKBQ2Imnbrjjh1aTATEr5bzK4tz6d4BJRQplldkSZPECMMoLICdSt3rWtsnxzU9a1GHD7GVBqx2HEIJhBAAACmkAGLAMrzAAsBBIghCNBoNgmC1sHDz6kWCAw9yFGPiewjx3a7t+r7puwghWZYNwwiMRep5iFKe4RH1AoapWqyLeQQRL4UVniR1KAKHsoxPAaU08AMCUbVhIB+MZpMhBYRivhpCoux5fl1UZNsmjo0hkFqtLmAZy/IogQzik1E1Hk32JAZdh9G1XtuWOi42fMrJqtNuK7EYJ4dQwCBMfL/r+A1JkgHg5GiEISKioFHLLa0uYfJbFGO8srbSMTuu6xJCIYSe5TIsBAAzDFA5CWHgEoMwLkGE5aOawDGBzwOq6oBhxWqlK0kcJIHTcTEjtJ1A0qOxZE8qlaKUIoT+8ckfgN/5zt9+/cyZM6FQyHGcTqfz/9EEH1CWnQeBoP94870vv6pXOXSo6qTultTKOTkysoVtsGG9x8A5MzAMi88wyy4Dh7M7B2YwMCxgYxzx2qwjtmTLtmQlW6G71VLnXDm8qlf1crjxv39YW+f4+8rlspTS9/00TS3L6ve7lqVnMpndep2xmBIaxbE/GOi6nvI0iiLXK2xuVi3Lymazt9xyC4Qok8kkSRKGYRRFuqWbth73+7ZGO/Vdv9vpJ7EfhF42P3foSL83gIx1u36UKGroxSFvZHzSccu2m3MyRURMzoGSEAKAIGSMIQyFlkAIFVAIom63u7S4vlNdra5ebXV2FNHKleHd7S3JuWmaPE0JRjkvZ2dyI0ZyZO/4q5fWeRCOjTm+H3eaHJIolqLZZvfc9xjWDD/sabqxXW30el1N0+++5959+/YFkc99P+n1vaxr5WylaLFQ8Pud3a3Ns2+d2Vhb0wzj3//e77/3Vz8EMFYAwG//25cBAKHv6xptNxr9bvfMm29KQjpxNFKp7Jndc+jgwZvXr/d7/ThJdKhBIavrGw898CAT/OTZt4pjFYgpBrpk0eH9+yhC6xs1hUxADQ7V1ZsLZ85ekIjqui5ZTKCYGh02oEwE4FAjhoUx1gkgQBgUKCl0Sh3TsgxTcuE4DlSKaBgAgDFO0xRC6Ps+hDBlzDSNTrtx6MDcTm3jw7/6gRd+8uP3vPuJKwuXR0ZHTU1LE5bP5vrdrmmYacqDKJZSRFGslGKMDQaDXC535uzb991339e+9rXf/M3ffPGlF6cmpwCEfn8wMT5Vq9UqlUoQBNlsNkkSz/Pq9d0jRw6fPHnyzjvvXFlZsSzLMIx6vb5///5z587t27dvcXFxeHi4VquVSqVqtTo7O9vpdJIkOXLkyEsvvfTBD37wpZdempqaIoQ0Go0DBw4sLS1NTk72er18Pt9sNvP5fKPR4JwPDQ398Ic//OhHP/r9739/dHR0amrqhz/84Yc+9KEXXnjhyJEj7W5XNyzXccLQrwwVtzY2DszPWaYhcWLb2f/va9+uDE+sr28OV8r33nfnFz7/BdN2OecnTpyAEJ49e1Yplc1mH3/88VdffbXX62WzWYTQe9/73hdffDEI/PGxbBiGR48eXVtbAwAopTzPGy4PX750FWFjaW3nBz96Sbfy7W5Q225opUIYxKXSkFIgDOI4TjTNgECladTv9w3DMC3dMGilMpSmaTTwX3zpx+Ad1WoVIQQAgBBKSCBAuxuLJ3/63SuXftYPmo1GmyDiuB5DJEz6BkE8gXEQjI66rpddXqx3WoISfWwKYy0Ayt7a6nKeuhkzm7WDIGAxTVjgerppUluAfC4/OjysJeKJhx794o/ffv1GR3Gk5WfseP3JMfX25qIhnY5b2F5cvGdfvlTAPpE3utw0zSRm/V7fsanrmZoGEAaMcZ5KKUXCmBTC9QzX9RgTmq4PFWbc7FEvVnB3iWOwd6SsAyEhAzpMIRCKxEDvQXx2+e2d7k0IYL3etCw7YcaglyQR6nVjhLnr6UoBqVTCmGaYSqlBP8IYeoZuUNPvCyANXTMANTdbzPaKnmUVHWt2yEG8H8aRH4eDfreUz5cLxYiJn7z1honT2VH3nhMH27JX293hqeSp4IoKQHmasjTVqE4hsnVrpjLpUjtGIOg7acA4TjoBtD3n5wgmCCE/VZphE82kpq1Tamrk55RSKUsSv56nzHWsWp8LYkIAIUSLi0vtbner0QQAVCqVdrtVTlc5CygWe0eyGZQw5Hzrza2tQMfEyDleKavNjmRB0gGm5icxBCBOEgHQlWvLTz72rrn9YyvVSxws244WBD4Awh/wMICdVhSHwHGyZkYoBdJUpUyYrnA9t9dJKMnM7Tk8VdnDud7riiRGQAlkkYFQsTQ4Q0kUJiw0Td00qEi6CFDb9igh3UEr5UwIrhRQQAolf0FICIEVh77f6oVNiaN8vtTp9hMeBGmfUiQiBSACEHOpLAvYtheFqt9N0lj1OxGXwMkWZvfNG5pJCOGcU0r+/jOfBb/0J5/8w8uXLg0PD+m6Xq/XDcNACLGUua7HksTvNRwDDQ1XLl29UdupZ3JZx7YhhK7nbW3XBgM/CJlhmJZpjYyMTk1P8zQxLZ1z3mg0NKoZtpWwRAdKhQPpt8vFTAAM3bCIaWPdyJWGon5v0GdCaplcbnik6GYyCmopA1xiCSiAigEfY6IkEFJBAAHRFAAIQgChUmpjt5+yhCfd5eVrG9ubroU3l672uz3HtiHgw0NDg0GiuJjOqJGyd3XTJwpnswAC0u9JhMNE8jChtxy7B+t2zGNDN1ZX1nvdvu24d997r+O4g6id1Uyd6L0wnD4wZ1lmGgVLV69cu3A2Cf1Oq2U73r//vd9/15MfUBgrAODXv/GFC+fPTY6PubblWIaSYjDoA4i6g8DQ9IzrDZfKK0tL66urLE1NLzM9PvmlL37x1ltvnTt06NkXnps+sK/R7Zu6p5L40L49FKLV1SoiDjGdRs8/fe58s+vrlkspScKBrRMDQ50ohTRsOAoiSrCtYx0pWydRGGqUSs7z2Vw48MtD5Xpt18lYAADbthFClFIAgK7rpm4gBBkLR4bLOoV33H781MnXjh8/evbSqZGRkcgPet3u7PTM0s2FO06cABBhRDjnSikpJU9TAKGUst3veRlvc2NzuDK8urJqGEYQBv1eP5vJb21tlUrFdrtdLJZqtdr8/NyZM289+eSTzz///KOPPrqwsFAoFCzL2t3dnZubu3HjxszMzNbWVi6X6/V6mUxme3u7VCr1+/12u33HHXd84xvf+PjHP/7888/Pzs4ahrGysnL77bdfvHhxbm5ud3d3eHi42+2Wy2XGmFLKMIylpaU777zz1KlTlUpF07Tz58/fcccdr7322rFjxxaWFl3HQxD4fn9yfPTShXPvfvwJyzKgrgzD/dpXv7V3z4F2uzs9Mzk6OvTyK68Ypp0kyaFDhzqdzuLiYrfbLRaLTzzxxDe/+U0hRJqmmqb9wR//8Wf/5/8MgmB2epIx9vAjj5w+dQoA4DjO8PDwUDl77uxZ085evLL4yqtnLLe0vlmLQp4YGiW652Uppbs7TaUAIRpQMo6DIPAty9R1apja8HAZQri5uvL22TfBO1ZXVxFCAACE0E6tNlwqAR584XN/8eqrP1BYSQkdx+Wp6EeSUKFT6ZoeZyrjmUDGQKh6rZtKVBpyTZP2ukGzGwoly8P5NA1t2zR0b2N9B2GVL9gYkJCF5WJpOj/55GPv+dfnTp683sAS6flpzrpPjsizG9cMrvu5oe1r128ZNyYPlgJdtnpBt+N3O77gynWxqdthlGQyFkujJJYiRaalcxFxADOeXihouZymET1kUw/P3W/2tlt+t5KxdAW4SJGlxUChFKSAbAn2ozM/64ZBr5tKqQBUCsHt7brgwLZNpSQhyDQNpUAQRq1uCIDM5VxKMeXCc1xdN6UAIgYQ5hZ2QjMz7NlOydJnSrqWduNoMEiioB8W8xnPRVYW7ibrhRziUc/WzLovwwj4odxt9CHRhMJxJA2DxiyII2ZSXCnkXF3TDRxumgeHD4xOlVabPT3nVSoVQoiUsjpgdqYAia4QRghjCAEASimpZNCrW/7W7ORYjdtIz0KoABDXr1+pN1vrtYZSanJysttpjcRvx3GElDxcsYsoiPTyl0931gKDYi2XL5UyRsmBSX8HUoApgRAlScIBvL6w8auPPj42kz23cpolA8l5t9u3HTsJ017HlxKmjBumbrgAAigVEhwQDRCK0jS1LLOYzdx39GjRG056POoxaukz+2eubNSvVHmqMpAjIYDr6VHQqC5cIhqemNpbGdnHOJOKC8GVVAooKCX4OQgQUNngRr2+UR80BBUR7PjM7w9Qr4eiSFkUGJbhZlyIAeYRVMxx3JSRwUBGgmxXO/nc2Pz+o4ooBQBjjFL695/+HPilL/3j37/22mumaWKMpZRREjPGkiRxXTeO40GvnfOsyYmJxaWlra0tgjHnHCKcLw/FqWg020Hf1zXj2NHbhFBRxMplS9MUhHAw6Ou6TjWt3wt1YJpEy1ro2PF5lRsLI4YgxZhSoruFnB8EhUIBQsg59yyqEyWEiOM4TdNGq1lrNAZBopk5hQzdcAiGP6cAUErpmt6KWb3ZJQBQxAkM4ri9VV0LfH9lZbm2tVUcKmq6VVTqlllnYmbk2RevKml5WdXr9Ru74d65oSjsVzd7x25/CBCHY+TlMpcvX0zCyLHs22+/fWh4mDGmE7p48+bKyuqHPvwhZcj1mzcX3j7LgwGAoh8xZNp/+Mk/euhd7wEIAQDgn/zXP3r99deKhRyGYnyssnfPbKfVOH7sVp2aCCCRMIPSfrtLIOSM96lwbOvNk6c1hA8ePfKN732nODK802yPjkxV15bHh8vz+/b3BnGQqH7IFtd2Ll67aXlZATDBRLCYIgk4k1BZbhZpBmMcKZGxqKWhrOOEYeg5DlTKsZxwMCiWStubVQG5FMI0LaWUpmlKKU3TXMchGPM0GhsdHhsp752ddm2d6jRKOpRQFsdhEGAFd3d2pqemgFJAKSEEQkj9gqRUk0JAihHGQog0TaVSUsg0TYWUccyiKFJK+b6vlKrValNTU6+88rOPfOQjX/7yl3/lV35laWkpiqJbb731lVde+eAHP/j6668fO3asVqsVi8UwDAuFQqfTKZVKcRyHYTgxMfHqq68+9NBDp0+fzuVyhULh4sWLd91111tvvXXw4MGNjY1yuVyv1/fu3Vuv1ymlhULhwoULTz755Msvvzw2NuZ53vLy8p49e27evDkzM1PbqXmu0+/1WBKVCrlLF86/913vVkAKIoaGxv7oP//Jgw88trCw9MAD941PVL739NMjo+O6rs/Pz7fb7VqtxhgrFAoHDx788Y9/bFlWtVq1LOsT//E//tWf/zmlGga6rhtPPvXUD595hgtOMDlw4MC+vZW33j5dKFV++uqZM2ev2pny5asLKVM+hhPjUxBihHCj3tI0DWON8zQM+kkS27bleQ6hqFDIJUly6fxbW1tV8I7FxZsIEYyxUqq+uZmz7Z2dzU//8//Y2F0KY6Fp2DL1MAo4B+VSNhg0CSQEWFMTk0mwZWnKtuxeHAwX5leWdxqdquYQ07LDMNB0jfOU6ij0AQSk129lDIoNqRN8bOroxz7yiU9/76dvXt2kQtjZSU9nv3Nr/ienX7ag2Saks1bbO6qXDpU2grA3kP1eHxPKkpQSkTLo9xPHNaSKWaJYAh3HJJps9lLPhlNTrusIz0NO5si4vWdEN+qdwVBO1wQVXCHDShDhgxBjdGFn6bmzr9UaXRZDqiNMRBQRxzEBZJZtDPqs2ehalsVSpml6o9W3bd0wSRQHOrCUTD1Pn54e0qRO1OjJyzvUG3Zdt+jQE3uHTN5mUTdIQJxwx4YAbk/Oms3BWsrTbo+1mkIho91LegPU6YpECgUBkIbjapohG53YMWAhQ7AKDQ+O6vMzzszQcHGnG1HdHh0ZRRgCqNYHqZsvSUQUxABiCAAEEEiglGq3G+nW5UP79/SNEc3JQskhktevXdlpNjZqTQXA9NRUu9WYo2e6g1BE4FDZyoF+ZA//y5u95Q6hWHMKo+WM6WlJ2NlCgBuGDgFIEqYwuXZz7ba9ezJluh6vIaAF/gAAblkGj0G/E1oWsWwiJIcYE6oJrpKYt+v9TMaamCoTygGGXOLhbGG2MpY1nWFizR88dGGp89qCYEhHKgEKexk9Cuqb1y9QkxZHJiemjgJAIIQK/AKUEigBFAAQQMDXbv5ge6faicJOGGpYEYSaLT9JAZdA8LRQcA1NaFQyrhOdSBVDQNKEQZUq5hiksnf6llSTCirGEkrp33/6i+CX/ulvPnXy5EnbtiGEQgjbdXq9HuecECKEaLfqpobz+fza2locx+PjY1EY7uzsxlykAgRRNDs9PjIyQoihUYMQrVHfyWZdhHAUhV4mk81mc7nicHncdfOE4DSNO70o5UmpVHA8y9A1IVF9t+E4TiabSZJEsGBsZIhz3u12d3d3FxYWa1v1Q0cO+VHQ9wd79+3zdBMjlKYpUCpN00RzduvdXqcPVQxgQBBMIjbw/atXrrbabQ5UAHjF9GaGiZ3Vzl1p6JrOZUcprV0XEgSYpFmvdOTIHflcCVMYsujCtQUEoWc52+sbg07X9mxE6HZte3x87Nd/7ddr1ZWrF84RpahObm6u8FRmvcJ//bM/f/jxdwGEAQDwfR/8gFLC0DWRBqVi7tCB/WfffrNQHsrmiqEftHbro+XhicrI4rWb5VIpdcF9d9+NuCQSIIzXtjYhJZ1+39LNzbUlAlVpaGin2en46dLmdqE49fwLP8sUSv2QEYKhTCWLgODIydquF6UyjiOZRDZVBKQ5L9NqtSkmFGNTN3RK5/fP1Wo13aS6YSAIozjWKBVSsiRBCGmEpCyenZmQPB4bHR4ZKhmmpmnKNC2NEIPqlBCklOQCQsnTSEqJEILvIAQnCcMalUoCBSCCGOEkSSilCgChEBcCIaiUSt+BIGo02pVK5cKFC2NjY9VqdTAYzMzMvPDCC08++eQzzzzzwAMPLC4ujo+PN5vNSqXSarVGR0c553Ecz83NvfXWW4888sjZs2fHxsYghM1mc3x8fH19vVKpLC8vF4vFzc3NiYmJRqORJMnc3Nwbb7zx4Q9/+Nvf/vYdd9zBOV9eXj5x4sTJkyePHDmyu1MbHi7zlHMWO4axtrp05513ACUZFkNDY//7f/nT++59+PnnX/jYx359emb805/59OTULADg/vvvr1ari4uLnudNTEzMzMycPHnSdd0oijKZzIk773z2+9/PeJmd7d18Pn/89tt/8PTTUog0TY/feuuB+anTp98YHpn80XM/vXhlSbfzC0trlNr1OJwYnxJCSSH7/cCyLIRoFIWDfgdC4HmubZtexiEERVG0snhtaWkJvGNx8QqCBCEKFe52egXLXrlx8e/++b+tNhajBNm6AblKktjOEl3TBEOunZuZnLGQCBqbLA6n9x2IAevutFMmdvtdL+u0Ws0oCm3bHgxCAXSlJEISItUbKNM1CWQHJ0Z/+zd+52vfOXNmaSOlKO/sH7M6H72z8vJPXwIY+VA1V9PSBPIzHRlkgRGbpslYGoZB0Ie+H3mehxBO0wgTRTVNCqnrerPRs2wtk7G5iEpDnmMaWUsdnL4DB+NTI5AAKGKGpGLYYQLHVHz95W/d3Ko261Eu71iW1u11/D5WIHZdW0ktTdTubt0wDKWAptNc3hQi1XW90+1oJgFSZRxaKMDhQs5A+1/6aRM5FTNLKo7x8JFJN63LuOtzHqtwqII5qnaDWpBqS8vNhOlpahBPcUXr9WRnN9I00+/FcQSGKoaTSftdwtNoqKRjlGAJRocKB/YenKoc7rdUr80qlXFKoYJsLUy94pBCVEGigIJAYQmxwAjA+u5GfeHs8VsOw9w4djwAJFDo5rWbO83G6s4WhHBmerrbbd2Ze7vV6PkDMF3OUNlLteyzZ1s3G7rEuUKuWMjqWPa7rQ0hmUYpAVBxqVvW1eXl2w/P6y5e71QbHV/TSMaxFE9CPyzkMxCnBOuNut/rho5jszQuFrMiTTOehpDs9UNds3UDlkr5bM7xXPPBmb2HD584t9D76dUBQw5UKZRpznOifnvnxilqednhiYm98wiaEGAIIQAAKgWVAgorkCoUnDzzldp2lTERR6nEXDPtna3BYJCUylkIIdWUZRMAU5Xi5u4AQDg05BEqkdRDX5pGaXZqXmAKoEySQDfo3/3DV8EvffZv//r11183TRNCGMfxUGU4DMNer0cpFUIMBj2d4kKhsLKyslndzGYyOkEDP+gO/Gy+2O37t916cP/+/Y16ixANI63R6OYLxWw2OzIyWijkTctiXCiAWQoA1gf9oOA6jMf5vCtkXC4XTGpqVNcoBRB2u91GvdZp17vdLmMMIZQy3m0NXMdY31weHS3t3TuTM20IgPo5KXVdx05+EIrlpbX+oNPr727Wt+v9oDI27gdxxASAYG1pEfhK8oYftbO5PQgLLwsp8VYWOlwEmRwtF4buuO1uDWn9fhNrZLFa96MQSTWoNQY7TawB7JpaxhkbG9szNrl6/SKBAGESI7kVdKNecHTu0Md+43956LHHFcQAADh/652UIMMgtkVzGfvuu267fPFcKw6lYUKpVMrHypWZsfFXX/6pZVp+2vzd3/6dzk7DAHh2ampxaXnu4Pyly5d1BIeHCrmcV6vXXzl5qhWmCSRIeJcu36SW5ydpylKsuExDS9cTK4uIzhVQUhgYaIqpJLAMCwAoUp5EIQJQclEuD3VaLQm5aVoYI0JINps1DEPTNIoJACoK/YnRCkv8bMbOZRwApGlopmXm3Mz62trIUAVKOTIyomlApgEAgBBCKQUQYoyllApDpZSUUilFCGGMWZYlpASYcp4qBTBGlFLOOQBACiSEVEppmub7PoRQKdXpdDzPW15e9jxvdXU1m81ub29PTk6urq6Ojo4qpTY2Np544onPfe5zn/zkJ5955pn5+XnP86rV6pEjR65fv753795Go1EoFHq9XiaTabfbURSNj48//fTTn/jEJ77+9a/Pzc0VCoXz588/8sgjb7zxxtGjR1eWl0YqQ91OGwGVz2VWFhcffvB+jFFKgeNkn3n6uT2z86dPn3nooQcc1/jav/5rZWRsMBg8/vjji4uLa2traZrOz88fP378S1/60tjYWBRFk5OTjz766Kc+9ak77jjRqK9PTk6Ojo1eu3oNQhjH8eTUZM7LXL1yfWx8+pvfeXZlY7cf8N1Gz3Pzu3FYKg4Rog36gzSVQ0NDluXu7NS2tzYMQ89mM5TiYikvpajVtmvVlc3NKnjH4o3zCFIIcaPeWl/b1pEe+o3v/fifd7pLSWTyhCEJhkolzroY00JxbHr2gBJisujU1hZ63V4CaWpk405LCRaJVCPK77WFEEopISTWDYIhoVBI1myKfhy5jlGyjcnK2JVlvx6hFAusipLyOb3TCJ5IfwAAIABJREFU6QUSaBAzi+PsiFmnvujDkSIO/AAhmHKOgOn7YS6XS9M0jAamqZmmqZSCEAmFAFS6RrjklqEjBT03np2Y2jfyUN4tQKWAkFJIBhHnsJf6X33ua72kJyNFidlu+UEQS6kAZFKmUBkKAF2nubynlAzDgLHUcQzbIZajBVGAFIn8wDJoOe8p4d5YVNga0hxassh0UUdJi/GYwHh0XNq5LmNsd0esbjDdMCSiEqC17Z0gYplcEVEziXhjp58kcnQ87+XIbj1SInZsRBCfHDdtk7MkGi0PayDn0v3l3H5KMhDL9SDNlSsKU4CwgggCBYFEUCKg2rWthfOnbr/1uFEYRXpGQaCgvL5wrdms13Z2AQCTk5PdTnvGuFjbbKaBVspk+kGPlMYurPc2WiHGWskuZrN2p9eo16tMClM3CMJIAduwtre2Z/YMcxooI1VKZuxsp9FLI54mnKehl9VTJpMYYgIyGSeKfQiVazpehmbzFACp63az2dJ1DUJQLObee+edh+Zvv7zYfeNaPVU5pAhUopBxk6C3uXQGYL0wPDq1Zz9EOnwHAAAqBaUCikDEa/WVl1/9er2xnaZxNusphPp9jpFhWhRApoS+ubml6wbGOONRxZFlWURLO902i5WSpJAfOXzwVow0BWTCQsOgf/MP/wp+6W//2/916tSpUqnEOQcAOK6Tcj4YDAgh7BcShKHjuL1+b3t7GyqFeOx6GcvLUN3UTduxdcu0+v0w42U1YjKJ9u0/kM1mEUScp2HCTMdzPQ1IaRmZTmswu2+y2Wj6wQBj5HkO93saJUmSNN7BOSMUwXdgjFvtbnVrJ5/zgn5X8nhmajLrWZmM5w/8Xr/v2Har3VFK6/TCG0sLEesLzJr9rmFnGMDUdA3DiLa2gXQHwW4Yty19mPMk4Q3T8JJI59Iv5/Wh4mi5NAmxoRnUde3zl681+t2s42ZSqAUsSn3mas5IicWMcgXTPhAiVyxxXY80HPvBZHHo4ceeePd73g8wgQDAv/ubP9ndadTr9UG/z5i8+667rly+ur6zffC22zqt5m59Z2xk5MTtt555802qkYhF2Ux20O9jhB95+OG3zrxVLBVv3lwcdKL77rxz/57pZqN+Y3nBLWTCNGl04IWLNxTQe37CGFdQxElYLHiKA03XEcIQAF3TBGdScA0iTaO2bgrBgZBAKtM0BedJ4Kec+f4AE+Q4ZpIkYejrmm2Yjm3pB+b2Isjn52aL+QznScpipaRlGNevXikVciyODs7PF0sFBQTBmAvBGBNCIQQZSxOOdMOglOqajjECAFiWHYU+kglESEkJIJRSQgCopgEFhEg1HQvJCMZKIcFByiXnsQQIKigkSNLUD/xM1quub5mm3e/3q5vVhx95+C//8i//7E//7Ktf/WplavrnnnvuuaeeeurUqVN33XXXxsbG2PjIVnVjanq63+9ZlpXL5arV6m233fbay6/s2zPb7XSXlm7edfvtzz3/o3vuumtpeTmbz4iUY4Rc21lZXn3koQc1TcMODcP4m9/8zl133bOytPbwI49IKS9fvuJ5Xr/fn53dc+PG9VarVW80Dh08dPzILf/06X+aO3jw4pXL9z340KOPP/af/uAP3/2edy3dvHDs2G2jlfEf/ei5Yqlo2fr8/N6MBW/cuFoanvzSV/+t1ko3an7HV5yjXMnKeBkI0c7uDsHEdV0IUa/fbzVauWzGMk2NomIhhxG8culyO2jtbNfAO5aunkGQIERZwnu9/vJarVrbeuPUt1udm7Ze5iylEJULhV6rnclkXccbqYxACDwTy9gPmHBLE+7wwWb16vb6tbvvv7/XaugErq2tb2ysm5almU61uk4oCCO/1xUt3/dynq7A0cOH+ol3ba0rYFDbbCMcPDrjImyMT+5t767uLVsb7caVjg8lCEPB30E1qusWT0WSxIylCAPPMymlYRhpui4J5lwauikVoBBpxHCzcaFoTJZv3ztyTEGgAJAACCGBxNuN2me/9U9ASyyi97tMpBpGBiYCE04ITBIUBAFEAiFpWmR4eCiJRXWrSogyTFNBSCAQqQApsiwyNDK8sSH7AWaSmzjdM+qNDBmGa2rAt622Ql2R2lsbSZSmxaFirdGIWdLtGH0/wZQajgMA7jR7CJJM1mE8SiTBUHIWUKQ0qsbHs4aeplFAdWd67sGZsQd5YivAFGCIaBJioaASCVKM6lo2nwcQ1jc2L198GyMEsZ4yJkQqCR6EwSDwVSoAAFLKbq/LedVAmgwR1QykYs00tnwZSgCkoErTiDIpgpIppCCAGAAkAVbYjxjNaVyPNQsCoQRTvZbPY4UURJhTTfJUCY5tF1uWLlVq2wYLpa6rfElzHDOKmEZ13w8BgLblzE0fnRw+0O3TVgw4plAKDFQx52Go2u2aVMpyPEJprVGXQgAIIQCCp1AqoAhAfG39+ubuJS5jjGEma/T7LI7AoB8bBqWaZDEdDALDMCmhKeuXS0UIkZfRomTABYljnjJQLlVKbrlYzAuRaDr91D9+HfzS//vPn3n++edNwySEQAjdjCuETNPU9/0oihrNpuM62Vyu0+lcvXrVdazJ4WLCmGm7ClFM9dHhysz0DEJ6ysTU5IxEGiKaVMowDMuybiyuNPu922/dn7UISsDW+s7Q/slqdbvd7iOo2ZbL/Vrgd6UQEEIpJcIQE/gLAGJCGu3OdrM1NT4OuOy12jPT00Hc4zzN5bK9Xr/X664tXN/Zahh2TmBkutrcdHn58rn17brh5ZvdwHIdHgWmOQIIS3mPRxpPgURtTTOSGFVG3RPHDiSB6vrIzJZNL9NpN5cWFupBt5jJau1oCJtI403I9JHi1ubmWLbEko6h04317V7C9956tL697Rnmb/zmxz/0kY8CRCAA8F8+99/27dtHiRHHTHAghNrcqHb6AwHh5ub69RtXMcbvetdjP3j2mXarlSkUdcOYnZ0tFAqV4eHtWq26uWnaThwqHWOToOnJiXprd//h+bGZ8c1d/k+f/XIY8lYn0HRjEAyyeVcpQbjUNE3XdYxxmqbgHUSpUrHgmJZGqd/rD3p9x3EE5zJlCAOglKZTjKECgrEkYYolIvR7Q0OFwO8Ucu5IpbxnZpoQPD01EccRiyKNwDRhhXzWdqx6o56wxDLNfCGn6ToluNlsfufpl7rdfhInMzPT2VyuUqkUi8V8LpNzNUo1Xdd0XU8SliRxmqYYAgQVoSJhIUYYYw0CHQCMMOdcKIkQIb7vc54alqlTU6OaEEJKBYBaX9+YmZk+eeqUlSsoBc6dO3vPPfe+/PJLJ06cuHz58v79e5dXFg8fPlyr1Qgh8/PzL7300sc//vFnvv3txx99tLG7qxQfHRq6du3yvj17VlZXsoVsfbeOEdaovray+r5feZIijCzS6fb/+q//5n3vff8rr/zsP/yH3x0Mgu9+99+OHz9uWdaePXs2NjaiKBKcT05NDeXyP3n++cro+Km33nzwkYePHD32e7//+//uyX/3+k9//P73faBYGH722R9nsx4i8u67T3imWLx5082PfPlr3+uGZGG97eRGtrfbI6NZ0zSTJGk2m6ZpAgDiOE5YGodxPpelBNmm7nkui6KLF84zyBv1OnjH5sI5BDGCFCECcMyA+exP3lhfeevMye+GQWxqRtZ2sm7GykzMTIynvR1DRQCB4fGJna1NZHqcZqf33ht3bqzdPHnvvQ9sVmtz83NvvfUWxti2vWbL365tJUmgFIeIMIzWtrYqhdKdd9y5WYdnL9Uk7FaX101T/eptQ4igqdmZ+vrawSn74sr2a8tBGDZaTWEYhkY1IQXnjHNOKWGMmaZONYgQDsMQIoQtQwECFcFYp1hgqGl2TPTksXs/dM/BewRUTIlssaBjO+gE1xeu/s3n/grboN3sCA4tM2OZrgIp1TgAMgxAbbvluAbGwrCgaVKEURRyjbrVzXoQCNuG5YIrEtTqNuePzEqeqTeSOBZUl+958Mj9J2ZMGz773L/t1BpRALptZhgmFwkiRhALSDTOoVLYjziXaN++vY1GDSE4GASVylit22ns7ijOCtlMGAa2jfI50m32CnlnYmKk4N46OjwHkd9NBCQGogbRTJuE81Plrs8VciAyEp74QZAwJlLmb191TK0fQ6dQEYAIweIourmwsFWtPnb/3MN3HD9/6g2vkI397vT0/i8+/dNqh9XqDcaloZIHj8+P563piXKrsUsgogBdvnKzj22Zsy4tLwIJYob6vb5tUI1gSzcNnbDUH/hhmkDThpynpXLWcawk4IHfRUSwRGKkGSbUdafX9RGk+48c3j95K4U5hqBAEAOgEagTqFENGzkIlBTc7/d327sJi4UQSZJsrK2FfpAmMpOze4NaBGtcSMe24ohxEUNFem3OGAcQAkUA4MWSp+mQQCRTqAB0PWK5Rs9PGWODfggAGsuMHDxwIOWRrpG/+sy3wS/9wz986qUXX7Q0MlwqWBrlALOUCyGUkp1ONwwjqECxWNrc3AiCoFwqYS44SKb27OHKVsC99/aRyfFxKLSbN1bGKlNrW9XC8JCXK+y2eoho1Z06IfTg/D6DQARE4AdX1pu7jbaCCBFdQoREBHiMJbOIkEloGVijmFANQuQHkZvNUsMen5yJU9n1QyEVizpZz02CQbtRW1tebNd21zerU3v3BUJGnB8cyxwo4dX1FaV4p9uJQh723AcfOLJ489Ttx/Z6trG8udtoxY22MN2ck3fd8YlGN6U0E4W83tjBBG9s7Q4Gg2wu12t36rs7SdgZGR/TdZ1qNJvJugZst5pra2sAANOyuISjoxMf/vWPfuRjv4kQUQDAdz98pFwect1Ms9l6z7vf73nZKAwxpvlCUdMoxlBKLlV69dq1nZ3tdqe3s7Nz6NCh22677bVXXyWUPv/882OTU9T09kxPgTQ9fPDAenVtu7EbJCE0K5cv31TA6A8iqlsxi6mOCIEGJFJKpRTGOE1ThBClFAquhMg4rq5p4cCXXJRKJdMwIASDQY9gQjUspNA0xDmDgABFNA3H4YAglcSDMBwQjJVE2axXKhS2NjeyrpPNevv27pmcnOj1e0Hop2lSGSkXClmq4Vaz8bef/d7GxibGGACYpgwhZFm2oZGZiaHjx44VS6UgCAqFQrFQzGYzBcciWEqVIKyCwEdQA4pKiRBmSRJjTCilg8HgtddeqwxVlIK245TL5cFgMDo6KqUkhGSzWYHJYNBHGKcs7Xa7lJLV1bVcLnPx4oX5+flLly4hhI4ePfqZz3zm//n7v//T/+OPn/rAB0Lfr25tPPHww5evXDx+9OilSxcmpyZarbam6Ukibt5cuOWWY6ZpGZ4LFPr85z9/9933Pv/8i3/wn/63IAi/+93vHj12KAyDRx559JVXXu52e5mMd+jQ4ZHh/CsvvzQ6Ph4lyfz8nJPJnDx9amJibOH6hfm5I0qin/3sDcsylGL3P3g3kdHm+iYx8l/9xrP1ntzpsqHR2YXF1fHxMiGk1+sNBoNsNpvJZLrd7s5uXUqRz2SAkvlsxrIMkbJOqzVIgosXL4J3VBffwggDABDCGlRCy3z/xTeYv/3CM18ahL3ZbM5yDaNyImTa3rF8WL+psV0h1MjIniAZJF427MJ9B24f9NeqqxcevO9e2yr1/fqFi5eLhelWv4GMzG510NzZMfTYy5PRifGlpTVDtyb27K027dNntqFqVlcWNEN+7K4yRMk9jz6w9PaNpl+/2t5a2mRRV0ZB3/M8yzSjOE5iBhGSUvI0tWyDaggoGAQxxoRTaBimUpAQipWCGBMTEp783v/6u/P7jwsgE8nLlYqted12cOHS+a9883NXlq5FTEAEAFTDQ2XAUk2TxVJhdvrA+TPnDF2rN1uNVocaOFOgcSRDn0tBKFCmgQCQEICYRdN79mNU2N7tRywhOn7/AzN3Hxtf29n+1tM/5gzHAXMMGyGUJJwJOAhToluJIBgkjqVHqeZ6joZjoGi3EzIGU4J0Hfd6Dc4TnSDJU1MHJkXZrOF5+kzh0K998DeQxherfo8hQC0NIwP0j0xlau2kybM6BEKClIuUc56ydvVNy6Q+0zPlWYBw0K8BAK5fXa5uth5/ZPR9jxw7+fILucJUZ7tx6MCRLzzz6koz2dzZ5TwyuHrkjsmJrHvLzPjmTtNGqSbjV84vJ+5QPeos7tR0O9/pDqBSgDOLUgwhQtCyjH5/EIVRIZcJg1A3NMMwqEkTHmMAeu2elAASXCzmWZq0Wu2Zycmjh+93nHEBMAfKwOo9D92GYbKyuVXr2kr+Ak9/jqWcpTxJ4ujajavtbieKkmKxUKttdgc3iAaFQlwi1yJJGGNqCKWihCUBRVhiLKmOp8bKEIjt7R0MTSFxnHKlJEIkjuMDew8c3rNXJJFmkr/49LfBL/33P/+Tc+fOu5kMgFBJMDlR6fd7UkpN0zqddqfdQRBVKpXt7e1GowEBCHrd6dmpu+97IJcf9TLDo25CIMAIA4gQwqlEABLNtCImFICAIoEAAIjFfDCIbiwsCS3XGwSIUAmQBEiDDCOgeKokZ0lsIG7rCBMCITx/7tzs/rk9B4+lKdM1LZ/N6hoNOlsba6ury4tIiVZ9JwhiqdD6dq04OmZ63vxE6b33HtV0ylgYRkEURtevLVtGpGu+a4CMba0sLnFhmLlpZObW6/XC+N6eD6ubzUE/lCrRDaNWaymlCCHtdnt3d6ff2RkeHp6enh4MBjMzM0CEVy5dSlgCAFBSJYzni+X/8sf/5/uffAoirACAP/vJN3Z3G/1+v9VqhWHk2C5j7IXnXjCpYZj62PjY1OT4rbcf393dKRYLlmlBhIT8hSSOm83m5cuX2/1+qOAtB+azbmZyfOLs+bdff/PU0duO65nRn/3szW43YgIRojfaDaxDiqGONIRQkiSmaRJCGGPy51hiaJqp6Yaum7qhExpFESWEJVwBoesUQqnpVCkpBMeEEqLxlJkGzXougUopyZIIYzuKfIIRZwmGiqcJQRhhGAQhgLI8VDx0eH5ycgQiKST7y7/7XhDEEEHGmJKKUJIkTKMIimB6ZgYAtXBzwct4ruvqml52jIxrF0vZvfsmR0dHNWpRYkOIGfMRUo6tAZkOBoPt6nYuU1hcWXYzLgBgeXn58cce/5ev/Mtv/dZvX7x4MVccGh8f7/X7leFhhJAQAgAglVBKIoRarRaAkGD8xhtvvP/97/8ff/kXH3rqqcbu7rVrl59833t/8Oz33/XYY2fPvjU5PdHr9U3LZak8f/7SLcduS1NODCfww9ffeGN2dt/NmwtPffBD29u1N954bd/cZBiGTzzxxJkzbyqpev3+/fffNz0x8td//VePPv7o2XNnf+3XPqwb9Atf/OJ73vPu3e312267kzNYr7eESBVM9+2b7jd3GjstDuyvf+cnW62o3kugbqUcFPIeQqjT6XDOXddVSjHG6vU61UjOywiR5rMZ2zI6rcbG2vrEzPSrr78G3rF2/nX0S0TBFFnPv35axZ2ou7GxtTqum4AKWLqDAR3LbtpdEf2q51oqVBLLjoZBQA/d9e7u7uLW9TOHJydyxZGN9kKzH0FtXPN0Raz1pXoSdBVo3nfnkYOHj/zspZ8mibjz/gdOX+68cnI9hb2NlRUbJx+/M88H1buP7yNIXu8kL16vbu5GLOCGpgshpJQQQim5kAIhJKUEQEGIgUJRmEKEJUVSKU3TbNsCCkIETYOMeJnf/fhvFfNDEiM/CiujI45bbnfCheWls5dOf+bzn4HYLJbsOAkMQzuw/2CzVW23m0cOn2jWqv1ep9PvD8JYQeBmrDgWnXaIoFYul03bDHx/MBi4jrF3el+SeLuNMGLc1OWv3Dc1N+N+59mfLNUaQog4iIeLBQAgl1BhGiUpV1Ah4ehJzjOaPQGwYZtaFPKUwTBgALN8Lp8krNcbKAnyuVy707QdHUGV07VDY/s+8RsfIya4uhEOuC6wSaHU0u4tY852J6mDkgVFCpBUMklYHMf16kVdhwxgqBmIkOtXz2oaSRLYbsS37C+9+8HbLpw+nSvMvPriCx/+8FPfeuXcaiPY2K5JLnQB7rs9P5IxD81OLm43cxrXRfDi26vL9dgXA0ZAO+BpIgjAOsFZxwMw1TVFCVVAJTHLOdl6vRHFsa5R3TOTNAZcahhnvGzMBSaApRHBaG52bmzscKG4lwvMgTSJePLxExTF15ZWV3d1KZWUEgAghQRASMmj2L94+WKz2wmCYHh4eH1tNU3XhWAxF8VyUfIEcK4QCJKES9BtCte1NA1JwB0T2zaNI6Zr+U473mnUlVK6rv3c1NjELXv3gSQmJv6///E74Jc+96lPvfr6G7GQTi6nMClnbQJlHMeWbfe63SDwe93O0NDQzZs3wzDMeN7s7PTRo8cnJ2ccJ0Ow7sQtoDjAACIooACKBGHiOg6ECEIIqEqJaHbi6wvb1dogFaQ8NhUlKZdKQqwA0jFXSgJEBIAAYsQDxENL1zzXCgZ9RHXqlYoZx9Jxv1Wvrq0MmmsIoq3qpmVZnPPV9erw2Ph2re5m85ppmjq9+8Sx/qBrWXqhkEs589ys4p1ClmDJBp1+2TaDWCxv929stoan5rZ2ao16J4mBVJJQSSltt/xGo0Eprf3Ctob5vn37IIS6rpumuXjzSpomCGEAlGma5dKQ5+X+4JP/+YGHHwEQKwDgN7/yjyurK3P792dzmZ+DENbru2E/6DX71c2NwaCHMLj33ntOnz518dJ523RM09w/N1cul2emp23btixLYhRhkPjhTnXb0s3ltdXnX37xkSee2H/kri9++avLy9tCQgkIxEAArlSqUiiEQAjZti2l5JwDANIoGioVdUKVlEgBiomUMmVMNx2IQBzHhkEBVJRiTSMQQiEkJcQyDNOgFGHOmWOaqaJRFNimqThTkkOgeMoAkEIBACRjUaGYm5oeLxSz3W73m8+ekwr8ggJCCC5EmqYYKiQjy7QAhIwxx3EYY3EUZTVCsWq3d/bun37f+97/t3/zD4cPHiuXKyOV/NBwbny06No0TRIksaHZAklEUb1eD8NwZGTkJz/5yVNPPfW9731vcnqGc3Hp0qX3ve+9p0+fvvfee3u9Xi6X13WDUqqAooQqpSCEnPMoCmzT3Fhbi5MwY1ln3jp969Gj5869NT0zuVNv5fIlP2Rvn7144OAtCmHLze7uNp9++um777735vWFX/3Qh1dWVhcWb46Plznnhw8fPnPmjKZpjLFHH320XPK+8pUvPfjAfT/84bN/9md/slvf/vznPveudz3+/9MEH0CWnIdhoP/Qf+fu1y9PzrOzs3mxC2ARBYAEEQgSlExlnilZ0WWJp5OsYOmkk3glySX7VFeusuQ6nyWRChSDQAIMSEQGASywOUzOM+/Ny6lz9x8OxhW/b/nWjR/9zE/U653337+0sHBEUfGZs8e79eqg63YH4JvfeWu/4StOodHrMMFVWTNNs1qtAgAcx3FdN03T/qAny5JtmkDwYj5nmXqjfri3s3tk4ejLr70KPnLj1ZcRQhhj9CGIKCBvX7zcbhyyuO8O2kXVSIFnj98l2/nYb+yufbC/fgWJ5Nj4TCaTSR016fqz55/kg8P6jUuw07PyeZGNkJULQBHIMKVymtKV1RuFkn7nicXFxROvvPRqHKV3Xrhwebn9xpXdCHo7mwe2lH7qqMZ6u0/cNVcekt/eGby1mew1+16/yVNECBFCMMYwYYQQRVGiKEoTzihCiKQx5wKkEoAQEEIM3RAY67JcMs2H777rY/c+gClFsuyFvmoYaqYUxnC3Wmv16q+//v2HHnwgioPnn/+O5w00x46TfqvVOHb0LKAhBOnW7vYg8CHGhFiBnzKGBZMM2Z+dnur3vUqljhUBFDnrzA88GCVUl9InLowdnck2BulrF281mx0ZS6aqIUR6SZrEsWEaECLKOREuhokbS16cEJkxJhgVQoCcDQSXAh9EgTAw5oI3+m7AhK5qi8XyicmRn/ixJyIerFS5mhunSEWCasw9WlSaHq/RnAoplXEUx57nhWF4sL3EmB9Sr+e3Oaee58epl3WKgGsZQh86f+ZwZz9XGHv7zXef/lc//d13bh10/INKlSZA5mJ+mjoqvDA7vbp9OJpVHYl+/8beei9yhvQUse39Q4MYmqZ12gMiqbmcnqb9OI7zuTznIg2473kpTQmRJZXEccTiRJZILpuDshwEbppGuqEOFYZPnHzQyc5QhhkUKk6ffOgsYO7VpdVeXAYACiEghEAACDkA3A8G125ca3Y7nucNDw8riuxo8cra0urmsmoomoIlKMI0gRKWJCWNJAhFSqOUpoymlq0QSe52EsFVgGEURYQQhNBYqXjh5CkeBkSX/+S/PgN+6E9//49ef+O1g+r+2NR4vpjXiGrqBsa4UCi0221JgoN+V5Kkzc3NWq02NDx08syp0EstwyYIYcQfPr2Yy+UYBIAgjhEWMPDcjGVhKBDkAAkKQbUdXLq5u9eMisNT2WwuTGhv4GKiCIgBpBhBKAQXHwKmJuUyRsZQc7YhQVY7rDW7fSR4q1FLQj/wXRZ0JFmJknRlbX1kZHT3YH92drZSqVtONp8v+GGycHSh1WpYtm4Y2v7+/ulTd19899WnHnuourMXufGpk8fqrXZ+eGy/1l/ZOGx1K6om+14sy9jKyBCCldtbvu/ruk4pbTYbEkwAAMVi0ftIt9sSgEv/EykU8hnLtkzrC7/xm488+jiASAAAf/vXfuGll19M03Rubube++4+d+5skiSmZumyrmmqpitB4Kdp1P5Qp9k6bG5ubvZ6vWq1OjIy8uSTT1YqlXN337lW2R0tD0+OTlq6+dqbb169cavV6wo1MxiErXbg+QkTQFIkoiDKEkGlIAhUVYUQ8o/0ej1JiNGRYUGZYRgipVAACKGEsYAypQlEgnMmBAVQQAixhHXTUGVFUCY4o0miKgpnjOgGwgBDJFh52pJNAAAgAElEQVRqaKqpqxAIIaiAQpZlQmTfDzDG3W738PCQKWXKuK7rcRybptntdhVF4TSRES0UCgghIUQURc1mkxAiM46gCML+iZNHz58//+d/9p9oChHCGVMtlaxf/qWfnpootg/r/bY3OjQFVcAg1T+SJEkmk+l0OmmayrI2GAx6vZ7jOBsbGyMjI9euXZudnVteWrnjjjs6nY6maePj46126/Sp017oyZJk6jrCIBwMVF1xe700DtI0qtaakqxv7h5cv7U2NDbJOTIce3Nj+/XXXz979ty1q9d/8Rd/+fbt5dXVlZnZMQjhqVOnLl++DAAIw/DcuXMIig/evzg5Prq/t/2Hf/R7qyu3n/nG1+84d2bl9vL/+oXfun1r7eLFS8ViXtOkhx+5v3W4w1NQa6UvfP/y1aXt3NjY3uGBoisKMT50cHBg27Ysy77vR1HUH3RNS7d0g7O0XCwQgtdXljrt9sT4zKUb18BHXnnuOYQQxhghBBBOUrq7c9AfBBBwkQZex4tBtzh2StUdTeZeb69+sDoYtMYz5YmRiYOg4VX3x4+csg2pX28qQrN0p9K+zTAoji5u7a8vzJ1d29za2t0/qDUEFqOjYxsbO4KjYq4AcTEQhIL2wXaNsaiM+yllx8azR0pOW4ilVj2MEh4kYeQTQoQQlFKEIJYwQohRmiQMCAkALDjkAgJFoowRIsmyDBTZktUfOX5qvJA/dnQBJkwgGNFU1lTVtilQglhQQVutBk0BIVgi8Oat6/2wORjUsIRKhfFGpTJUzq9urfiRBxA6evT85Us3MnbRd+M42Dl3xx31WrffCwMaTS8crR563b4f0VBC+MKCXbTAzqGL5OxQeWjQ6eYy2f3q4XL10FDlQtZ2LHPzsCfSHqd+30cxTXSdAyG4EBhBhSRRRIlkeoP0ZMEeHyq/v7S11/M5lO45tphT6H13nm12uzEpTR+/M4UyElTm/mxObvrskOU0QFPIqtUqwohI5ObNd3u9Q89vx8lA0zUvoFxEhmkCrkDGTs4c8dsuklVv4J8//+DbN7fqvaB+WEnTBDOSsfq9RvfR00e7fjpbtnOqeO327u3GoWxQ3VFVzdAxZRz03TRKRBxRCQAAgaqoEALEWRzHXAgIgQAQCmCbFuLCMEzTcYBgjVYdAAohGZ88ferUQwLKDAgZJp+4/zgU/vLmTssvAAA/BACAAgLIBaBB4F6/eb3V63qeNzw8PFQuazx89+K7xACDoB0MGnknkwrWHQx004Rc4zz1vH5KEwBxNmeFUeL2uBAqwDAMQ/QhCE8vzJ2anWO+j3Xpj//qOfBDf/bFv3j5+89XD9YXF8bKpcybb9zMZocsy7Jt23GccrmAEBsMBnt7e7quj09OtAe9bsOr7FQjv7MwP/Zzn/3R0fGJgEKgaIBokAax23NsXQKMQI4BZELeOuy+fnlZzo1a+SFT1SgHh/WmQFhAzCEAgmpY2BrJWhqWFflDiPvd2s76cqOyb6oYIlJrdYrlYT+M3EF7d+9g/uiJa7eX86VyvbK9cGRub++gnB/K5wpByqbn52/cuC5AeuLE8a2t9fN3nn/jleeffPSR21dvu23/+AM/8g//+DePP/6IpprVve4gimXN4BzkCw7CUbNRq+62wjDMZrPT09OKIq+vXB8MBhDCfr/f6XSY4AIISZI0TXMcR1cUguDv/Ic/+PhjTwKIBADwte99M5dzPN9tNA7DKJAkAKDotLqHleabb70hBP/VX/3lxWNH6/XDfCFryBpCSFGUMAyjKOp0Ont7ewKBq8s3vU5fl9TpiRkoyVBRj544Uev6X/36N9MEVmsdxoGAfGpusl4/9NzUtm1N0zjnkiRFUZSmKaApwVhXNc6YBCDgAiGEEUoEFkIAwIVgEsEIAYQgFxRJUMLE0gxVVhBApq5zzpteK5/NAsBNQ9MURZWlbruNJJGmMU0FpUBTTM5Rr+tCCNteaNt2r9czDCOKIsaYYRhpEmVMMjIyEkVRLpdLkoQxlqap1w0YS3RdsTP6+vr6B+9fzWTyxUJZJdg2xef/9dPHFyc3V1af+8Z3JKCdve/M0FgpiqI0TQuFgm3buq5DCDGQ0zQ1TZNSCiFM05QxhjHZ2NgsFAo3b960bZsQ8tprr/3CL/zCH33x//jN3/iN/d1diMRdZ8/s7+9OTUwQCcoykhQ94bhSa99Y3lxd34GY2Dljb39vY33TcQqdTveRhz929er1zc2N0dERjPHp06cvXryIMWaMnTt3LgrTa1evDg8V2vXqz/7Mj1crO4fV/YnR0c3Nnac//WNLt9e3t3dzuWwub3384w/tb9+EHB3Uom8/f3F5q2YUcweN/WzBZgkRQvT7/WKxGIYhpTSO4yD0cnlHJQQhPlQqShj1Oq3A9zN67oU3XgUf+eo/fQ0jjBDCGAsM6YcSyhnEkoQA7Td7Ie1xuaBgSSWikNEjr3NQ3e1UO0emh4Cq76xd1i1dU0lC4bFT9xiS+c4PXtAtOYoiWZbKxamNnUqzF126ttIOIsPJdPsDAUDWcnJaybIdCrsHmzf7PJIo8pk1WszM2JmMwff7twaRDwMMkoACygVNKUVCBQAiDBBCQoCUCsaEImsQYR8ISUIQcglDTTcev++hBxZPp17AMRIcIEQ4hAJwBmOANacwkkKQUMEZEoBBCMLQ29y82OnWgyBwMnkFqpqqVFsVDnlCGQe4Ue/pWrY/CHdadVnVex0XI1kSqOiUZNXouZ0w8QBSTNDTEdPtspO3MwZRCen33J3q4WG/pchclYSuKd2EqiqwLNAZxINuaitaFMUYAd1QuCwkiSCOFCz/9IV7TkyM7ffDzZbXaHcmJyYJDzOO7YeUYQOpNgMSEEwkgcx8QUylPCsBlobx6vptxpLh4ZFGc+/6zff7/bqqIllRu10/TQPTshCUgcgNWjx2OUSxELGTLUHDhkSu1ysJ8xFTMHB5RLMZSzLsgkUMRH0u71d3I15TTWaoimNAgXAqlIjh2AcsFB/CGOuaCnmcJLEQAgAAIaZJOjc7V86WV5c3pheO5PO5lCbtdlsQTVGLY2NHAZKY4EjE4yVTiKjdH2jaGAAIQgwAFB+CnIvU9wfXb15r9zuBFwyXh8vFMo/8KHZT4W/srLKkr0p84LuKplMOkJCEYEgSSRJCgSQZB3HieyiMoaypjmkWnBwGcLiQLWfsyHeJKv3xf/se+KHf/MM/eevVl3MWlqh/5tj8M99+SzfyURwTQnzPM23TzjiFYqlea1mm02w2/XAwOTY6Nz1RzFsIxucWjo0NjzDOGeOEEAlS1/f1bFa1DM9rqxKCDLdbbq3lUdmIoYSJzgSqN3tuEENEdANbpm5rmqmoEoQ07rWae/u7O1sb6xiKeq12/OhxVTeCKNrc3dVsCxnq9s7O0YWFSx9cGhkZqu4fnDh2fNAf2Jph6ibEOFcsrqysBIF36vSp9y++9+QnH/32c89+5ulPba5vrq2uf+zJT/3DP/zDU59+SlWNykE9Tplp204mGwReo3loSHLjoJ4gjGUFiDSN3TDo+r4PAIiimHEuIIyTVMJyPlfWdVOSkCShf/drv/7005+BCAEA4Od/4mmE0NjYyNT0WL6QsSxTUQlNOWOw0ag3m41szsnlbEqTZrPpGJny0NCLL7xw//33Z7NZQogQwrTNFFEWpYkXC4a2tvdura7lSqVezN+9eKla6SQUcABN20AE9XodwBXLtiCEQggIoSRJGGMahRnLMlQNIyQYJwgLIdIkSYCsqnIYBgAKShPGKWMJQkBRCU0ZQZKlm6qsRFECGFcLsmNnWBIXi3lZQjxNiYwB4FykYZj0esGgG4cBRVBlTAAiVFVNkgRj7LpuPp+Lo4jSaG56FELIGEMIdTod0zSzjhO6PIqj0bHixubK9evXfS9WFNMyHJYE4+PO5z73yVNHJ5rVyle+/I3DvVZ5pnzq3MlCofDmm29ijB966EeCIHQcR1O0ZrMly2R6ekbTVEJIEsdcIEXWkiThnAshAAC9blfVtIuX3z++uHjrxnUB+JHp6R+889b9993n9juzMxNuEKtGrufFt1a3/IhTDpCcpinlXNCU9XpuuTzUqDe73R7GkmmajuNcuXKFcx4EwT333NPvBrdu3y4Vsm6v+ZOf/cx7772ZxkG5mD+sth55+BNXr95MYqqqSr6YWVyc39u8GsdJEBnL6+2WmwaAttxmseykEel0OpIklcvlIAiiKOr3+37g5nIZJISuK/lcFgJ+9fIHM1PT0+Nz//AvXwMf+fL/+DJCCEIIgOAYyTIRlNIowRLmGOBwAFIGiEUloMqyoWgqliHiQMBLF/8GszGhhKpRoIGHIR6eXrBNvLmyBxFbWb987uQDCU0GYbpxULu1uhnHwLKMfr+LoWzmRku2qWPUZVJl52qQCiAgjcORcr6QzYwT1AsqS51K6AYIpgIgwDEUGEUxgJQjjglAWPYDCgBUVUUicgyQppJsRpUgnSyN/9KPfx7FotnsRYBzQAHXoMAQpkwIjnGmPEIxYQIKgcBH0jRaXnoFAjgYuJ1uu+QMBYHLICOqZWeKxXLO89Ptvcbufu3G2q5lmXHgIiAQgLl8XjOUfr8TRT5GEAmAOcxmsrm87RiSoUgUktsb25X6um4KBJlt5xLKAZAVw42T1O0BCWMaCgkCWeEgAyI/zGmmDqVf+6kvzBbLXsqwlTnY2eqGkAoWC0oFTwRkXHDOhQAAICGwLJN8MS8E4EH6zsWXiMI5A27gD/wOwqzXb2GIeCI8z5dlWdM0hBU/sSv1CNAECmw6RSujSTKsHlZjRiHjCoY8CU2jZJlWxlRUCcuSfHCw3WdbuulnNYIVFKacQSUFhEeAhymllHFuGSZPueAMQkFkLATwfe/0iXP3n3+sWfMUU0cIQyBxDhOYMg6gwJxDDpiAHADAgSBEzplZACBCGABIAeeAc54Gobu0fLPXawdeXC6OFguler0+8PqcJ+1OLYnaqhpzEUNABCeSiCASsowA5EkcYUmkDMSxohv5OIkKljOSLxacHMRCAN7pNJqt+t+/tAF+6Itf/JNLF9+zDE2T0db6asdlQyOTy6vLNKFpmk5OTbl+MDQ06rnBUHnk5MnTU5MjuiZBkQRuZ3d34+TM3MzkJAKMJhHiXCEoYkKyHbOY63RqgEYylHRiQKGEEA8S6kVcANzpB303Mi3HkDnBUFdlr9/d393d2VputapJkriuOzExcXhYHxuebHU7E9NTt1eWTcuSCF9b3zh9x7mbt5byxVL9sFrI5SzDJAAJxuaPzI9NTGxtbXU6nVKpdPHie09+8hPPP//8pz/96Xq93u/3Z2bmv/LPX/3Yo49DSW622kQm+VyuXq97nkcIkRHut7r1rgsgKDlaRsU0bjdbnX5ID5tdgImqy9lcDkFCU6GqhgCCA/7zP//zP/dzP4cQAgDA3/6tX2k26oEfRIEbBl7Gsu69cHcqGJfQcHki5xRNzTB1jaX+wO12wsTQjStXLg2VCuViIZd1Dg/2h8dGu4GrK5qpWbpm1Jqt1995x00izmG9Pbh6e4tyBUiaKquJH6ZhUMxmCSFCCM65AAJBxBiDEE9PT+VyGbfXlyXoDVyCIWMplpUPdTqdNE1N0ySEIITiMEyicDAYEEJkWbYsMwwjVVULhhnHcaGYl2UJQhFFPmWposgYY8q4F6QHlRrECiEK40CTeBgLoppxmmAQTY/qfmvdtIk5PC0GimCZXgJ6/iArsXEFpzmt6/qTE3P/8i/fPKxXjx0/YpiyhGHqCgVH9184Pj1e8rzw0uWlpZU9LwrOnD09NTX1rW99K5vNjo+P67qOMZ5ZGM1nSy9+75Vzp+8YLuctA9kWHnhhu+87mf9JIgQIIUkS45xJOAgChHAYBlEU9Xo9WZa3NjczlrVfrY5PTLc6/VqzPTw+QSknkpGmFEJommaapkmSUEohBHEcMMYghM1mMwzDJEnm5uYah63KwT6AHGH22OOPvPz95zEGpmn4df7xx578/htvu55n2/pIOTs/Pba1uyOpVhCA1fUKlPVGuxvR2HGcOIqCIFAUxTRNz/MopZ1OBzIxWhpCSGTzjqLjTrd589b1o8eO5oaGvvlP3wQf+cPf/w0sSXEch0EQxEmxUC7li4VMQZJkhmBl5ZoUdAqmLOtKJmv3e10ImGooa8vrF+4Wl9+pUww1aTjnZCiWqOowKAxkXrn0tmKgkdFTs8emltc2haQmDGZlVDT7OjgANF7aE2fvPKaIg+2+3a4SmYYsWSGIW8rpCNjRoNejoU/dlfevbCaBg1BGwgQDAZWh8VEvjQ9bdSZgFHLGGCEEY5zTlaxjjY8UWOpZevFnfvLfpIN0c2ONw1Q1DEXJcQDDxEtDzAXODw9BWaYQRRwyxoQQEIrKzuWB265WDywzu7W1LkCimrphlmx79Ny5e9td9+qNpd2Dw5urK7ZtxYGHAMMIFUslTZO7vVaaxgQICLgEwUipNDE6Us4YpayhG/bS1s7L77wiKSCMU0XJBGmAoZbLQQxIqxtRFLEIqBIuFM2W19CgVLAdzvm//ewvjo0eZWmkK2i90uy6vSRJk5hRLnxIKOeMcwAARYJioUpKKVcM/XBt6fLu3i3dxGnKmt2GohoYKYNBXwieMewg8KIoQBhauh5LeLceR4M8BCST02wjIyFYrx2IBAIYEwIghxlLtg3DVE2FIEXCuwf7VOsI7OoSZjLkAiJAMFIAg1EQpilNaQoBZBzLClZUDBE1HCX2gjsW7pmdvhAGMhRMcCQE5hykkHJBIcCcKQwKjigGCAogE6LbBoAcIg4BBxwBIIRI4zhcW1sdDDzXD4rDI9lCrn5Q7XW7SRK32o0oaOdyUhB1LdOKQ2YgylhCZAQgjxmDgGmSTJies0oY44QzPw79MBgZKoeB1+k2KYu/fbELfuj/+t9/9/U33qQcY1lBspJw4PuhRCQAgOu6jpOdmZ1fXDymqZplZYQQGImDve3QG7j9dui7UyNDJ08syhjJEsKASxj4cSJn8sTQaewKGmEANKhISOkFUcCZwIppZRggrhcLSHAS9buN3e3V3e2VRv2g70Xj00f8IOj1uoyxcmkIAVyt14+fOvH+1cv5fH6haO3sV7PlsfW9mpDkTvvwzOkTgrLIC8rFIpHlsYnxJEkwxrlcrtGoDw2Xd3Z2hoaG6vX6+vr62bNnv/6Nf3nsiU8iWQ2jGALYbDZ830cIaZqmG/rtpZVuxy1Y5lwpO543uo3t22tbXM00BombcIypZZmyrECIhsojmVx2aXX1V37lVz7/+c8jhAAA8Jv/8qXJ8XHf9yLf97x+s3ZoGvryxurS+prbj6CQNEkpl4sfe/i+Wm0fW7lyqZTPZzWFQM41lTRqtYTRrcqeBJDbdTvt7qlz5y/duNHod8+du6veGvzTM99lXAWSximXBJSA0FQlTVOEEMY4TVNZloUQUMCsk3Eylm3ZigQRgARDzmmYpIQQz/PiOOacG4ahf0iVVZkEQQCAoJQlSZKmSZKkKE79wDUMQ9WIrmkQC1WRIUKCi5Tyja29Xt8rlkYAlBCWVJKmFCq63R/0TQ1k1HiirC7MOIm/lobKgJlbAegIhcZ4qjCaDrq2YScB++pXvz45PjE8XHAcI+tYmuxA7oX9ii5DXdPDCLZ7cXvQnZqaLJfLzzzzTBzHAACEkKZpx88cmRyb+dv/9+/Onj6Tc2xDg6ViZmxm7vbadhSGi4uLjuNIhBTy+U6nM/D6uVzOsi2aplwIBBGlNInjMApcLwzCqNnuhgnN5YthHEtY39ra/pCqqqVy+djiYqValYmkKBIhhHOOJUnCOEmSOEnSkEZh2O93EeZHjs5cuXJxbHy41WrRLjx9590vfP81KEkY8fHh/MLMxMHhoaSa3W68ulGNGazWm1bWliQJQdjv923b1jTN9/0oinq9ngRQKZs3TCVKwkLROaxVdnbWF08slgrDX/vat8BHnv7Ug5wL3/copYyntmmND089eO/DumpxgN557YUMdOeLss1aisztrFEazVea7W9958a//63pW5cHXS8YtBkWSNKMg05a8VJd0rK6f+rCUXv41JGzZ+IIV/ZczxWk15orrRH+ouLQL32l/dhDk6O5gyi74NOyku6otEE7WZ486cKyB8RL16585pP3f/8//9+XtsPjJWluHAzPKA18FzBKy7s7tX53bWNPVzOyTBhjnLGJcn56emx8pOC7LR6iJx7/KUpRt77rD6oCKj2PE8NkKBVQHrieYWmaoap6xkvA5uam67oSlnKGvX+whDAYHT7y1g9e86NuaWQMosz584+oijPwvJX1tXq73er2Mo4de65giWmaw8PDSRodVHahYCoCmippCizl7JmpuaKtqSKiSbJVqbx17b39ehVIVt8FHKcEyXNTpqWqW7vtFDEWQZUgQ8eMhiNGJptxOkn46XvvIfkTWtzNA79nTHA66PuRm1BENMkucABbrVa32+WCyaoqybph5uIkXbn5g75baTT3BEACkmJhyjKLB9VN32/nrKLnd4VIuEgAJVzCsm4FPaoSJV8ozo0f8fvV/b0bEqZYYflieWryDGOiutuWhCFLQpH58sZKIPf9dKBgOaRUI7ItawXT8by474VxnBiGXq01BDGxxGWFOlk9QhEM0gdPP+zkF9xYQQByBjmDnEMuxZAMZIVhpEWcQEniUYKY0IicCq4bFqMcAgwBAVAAKNI0WltbrdebgNOZ6cmhUmHv4GAw8MMwPqweJrFbyBFIQs4pEBgkqe97pqVBxBFUDY0UHBtxOQ55p9c7aNQCmjAgTFlWZImLhLH0+csB+KE//d9+/TvPvwiJxpECZSVbLCVJUvrI+Pj4yPCYqmics52dLU1TB27P7buh79IotnS9VCyOjGSTJLQNDQGuqzLnqR8nZr4sywriEQZUcGpCGQMUMQoVmQMAESGKMfCSza293fXVysFuZX8zl9W9fpsSa3T6GGWsXq+3W62ZmVmM8eb21skzpy9dv1ooFI4XMgeHdUH0jh9jxdg72Ljz/B0Z0xIpkxDq9Lq5fN7zvE6nMzY29v777z/99NNLS0snTpzQdd113Vzeub20PD07HzNxeFivN+oQAEqppmnFYrE36N+6tRz60ZBtil7t0XvuIJL43suvyZmSS/EgZpympqkjDCQJP/TQg0jRvvnt737hC1/43Oc+hxACAMC//i9//sYbrzNKh0rF8dGhe+6+izOWCKraFouF58aDbr9+WDm2OPvC89/errXiNFWJVMhnHdu678LdQjAOhFMumrImYxkI1A+Crz/3XK3bPnbiVEzRM997Zf7I6RtLG5EfmopGEEJQpJQCITjnlFJCCEIojdJMxjINDQGoq7KuqrKEFIUgIv//MMZRFDHGIIQIMJlAjLGu6wghTVOjKBZCIEoB4EkSe77LGPX8vhCcpYxgxbKdOOVhzASQGAOqpjPaQ5KcJIylcdZWZiaykVv52H1HhuRVSTYi3VmlUgUVOr6FUyddWbKw+sL3Xu7WuyeOnSw6ZtYxFYUEFGhEFCxi6xLjPE4AgwrjnDEKADg8PIzjuN1u+77POT+yODtUHv67v/27oWJZCCZhYdvaHRce+MEHN3Z3d0dHRzOZjKqqJ0+dHB8bf/3VFyBC58+dl2WiKKosy4yzg709XdcMw2QcMADCJA78mDLKobZ0e+nWrVu2bZdKpbsvXHj1lVdSmiLEZ2ZmCCF7e3uEkHK5nM8XMMeyQmRC/KCXpCGWwPz8zPraWtCMVNM+aLTDJKFpOD6cz9va3kHFzOSbTX95bb/vJ61uf2h0WAABARgMBkNDQ5zzOI49z+v3+5osl7N5SYK6oRqG3Ou3B4O2pmlZzX7mpVfBR5568kHP83zfJxIBIFAItrTcEx//9NjwhADoxZdfEH5toUzUuKUq0Cxo5ZkhOTP80tubP/HZDA9HX3rtzWxG27y9q2JCobNzsJNX0jtPOGPHM4k+ag4fY2FGomM0sCvdBgy/78i3UsX6znd37prIFbVDcmTMV2RddvQglryclX+M+lKjO/j71178qcdO9L79z2k2qw0GeUeyRs0gexbZ5e+/+57LebPrlfLDcRz5vi8RSbX0u+8+ZyiQpT7qJw/d/8mEyyhui7De6oWv/eDKkbNnx2ZG5JziBX1ZhoLHqmJzoL377rvdbk+V9cONaGFx5MaNy8Plo+ubawwlQ6NTIyPHLavMOGWCpYANAjdJEBACAwY5RRARmdTq1TgOZBlbEtA1kneU8YmhmKPRfMatrNuO3e93D1q7L7zxZj+UOi6OWbQ4N3Pn2awkvOp+LMnO1vp+r9265/zCGScirb6uabGtejHdkY7Vb7772XuOfPNya2Y0O7q4mFs4DjVTJk4Sp7KqDjqdsNPXkHboRhvVdgpht7q2tnHVC9qUctMcXTx6Xxik126+iqUgoxdNW5YVUWvsqzKIIl7K4Y/flx8fLVjmERjzQfMWA7vZEQ4I161RWZqvVcdffn5dETlDwyOjRnEsd6ty+63L73YavaydPTN/tCDr5xeOXbu98f71Vc75sePH33jjbS03Nj5RHB3P1Fo7t7a2RD984PhdQM372OSCcCbimAIO7phZnpmN9IzHOcB6yRmeGVTqbq2JsPOf/mb78ceebrdSQRUKiUDAto2R0dLoxPBf/uV/XpycmB8u53VDHcoSRd/Zrjz33PMnjs677gGAbkpDjJXtvZYfuNmsRWTsIGdkpNjzOyub2zHDgzgMgzBOU1WRZQF0XU6SiAP28tUE/NAf/c7vvPjSy14QKpo+Mjo+NbMwO38kn88TQjDGLBWhF7Tajf6gE8d+GIYYovHRsbGh0VK+KBjHetqoVQ8re2kYmIaey1mybvaD1Pf8o1Nj+bwJBAN+BCnru4OEp5Iq7e5VUgbrzf7W9j4VaaN26NhWuZBnSeoLaeOgnnWyRCZ7e3vz8/MYwY2tzbPnzzZho3gAACAASURBVF2+drVYLJoIpklqWNbe3sH4xOTKxuqRhQXHsmuVqqCsPDQ0NjG+vLzMGCuXy++9d/HJJ5565pvPfOyRR1qt1tr6xqc+/fhLL7/88Mc/kTCxs7MXRZEsE13XM5lMq9XiKT3YqXLBZUi5W334nnOtftDq9rGiJwz2PX9keIYL7np929bz+Uy9O1jd2v2DP/iDp556CkIIAIDf/vqXdvd3B71+vVoJfDeXsZ2MzRFY393OZ8ulwmg5X3AyVrFgR5EHdCsMojD0uu1Wq16bm5mq7O9funZFNvWMYWuS4mTzR44du7q8XG01GUAhBZsHLYnYOweNJEwyhgkoJYqEEEqSBAiBEBJCMMZ4wvK5nG3pNEkx5AhAThNNU6gAGGNd1yVJ4pxjjDVN4zRUFck0DYwxACAIAowxQkglEiH4QwByIHgYB0HguT1PAkTTDdeLo4QDRDTNoEwINJBlpVVvWbqmYDYybLfqO3kL5ZRBLmtIOSMuFz17VNLmdDAcrV3r1epf/+pzju7MjE+XclnbVNI0EYYFWahj5hiqEKDV7VOIiUQgAGmaQggZY2maqqoqhFB0ghFuNVtBEERx5A76mqrMnrjjvSu3K9UKZxwA4Hru/Nz8xx/9+H//67/UNG16elrX9EwmMzMzXSwWX3/tdUmS8oUCBChJE4jQkSMLgnOG9cuXrrz11puyLM/Nzz/++OPPPPNMrXZoGOqFC/dACC5fuTLoD8bGxy5cuLCxsh54PmP0+IkFO2N1Oi0iSzKRNCBTAYGsQYw5iwmiLHKbrbaqZyqVbqXW77qRHyWapVNKOWNxHI+Pj7uuyxjr9/uu69qGnstkZIJzjgUhXV66YejynefvnCmP/eaf/QX4yNNP3jcYDOIoTtNUU1UIUlNTH7r38RPH74xA+M7rrxhp61hJUVg3ayBNE0rG0obm/u71G7/1+cWYhe3t9XfebdT8oYx3mBkfWj2s/S+fUHXRtudjxhal+QdokHfri722tF1dmch+fyazHUT6V76xfP85e8qO+Gg2kJiVOcJv+QkZg/lPdDrocOvK966v/vvf/iny7n/1urmbtyrZicHI7FQ3md7rBev1+l693vMZhqrMfCTJocCqJQNCh0p2hqCzU6fuPfswplLq9cOw3fbcF968Onl8cXo2TzJ6L+w5thq2Wo7lDBJxY3lNwXBubPj2tcr87EK9Ubt264NB3x8aOzp99JxtFADjlAsqeJQmfhQIAQQXEAKMEMaA06harQIIVFmyFRBD7eSEPndyqgPxKZLZPbiVmctJN5cqSevLr19M0rThmV5nkMvkp6edc+cU1sr7rWDXjQ6q3S/8+AnVrec+uCJZ2FucrfliA55fuvbmrz596p++tXFiTDlx+kj23p9kuoEY9sLYsI24X6+trSaRtlFnW5W277fWb70ShG6ahhCK3NDw8PCZ3b2NWnNVI6qpEqTnIZZ7jboCIeP+Xaf1zzyoAQsZMN9xJyz/Ksu07CkuIw6FzeD49s7JN1+qGDCvq+jEsaF8AVeS8Gvffa5TbxTM7NNHT3FfOW3kXu0vccl649LNyTvvvvXOjdmp0Rkzf9f9p59ffuXyjXdkMH7v4tBQsbTlO64vw4QALhBOT0zdeHBxg6G+Fwyr2UQZme9vufFen2VKf/E/3B/78ePLO7MoDSUgOBKGSWZmJ46dWvjTP/zze2YXJ0ZRKskjk8NEKVxb2vv6t779wD13NCsbNHYlRAeet1l3k6AxOz6c0bOLExMYo5X9vQ9uL1k5J0mSds+LkxRiyVQggoBzLsvku+/2wQ998f/8j2+//YNjx46Pj42NjY4TVRcAhmHY6XQ8zwu8IPQ83/ckBeXy2dEPDY1lMw6gPAp8CKCdU4LAG/S6oe8hCPrdhmVbAhIiyyKJkzggiA4aB5Cnmu7sVesiDVfWtptdH2AyPDKELa3b6BDZ6IVe2bQV3byxtl4qldI0qVYPjy0eZTTd3d8/efrk/v6BJBNd1aMgGBkeWl66PTYycntt7cyZM7EfIggdKwMwmF1YWF5aN01L1cje3tbxxVP//JV//PjHPlY7rG5tbj7+yce/9OW/f/pH/5Wim5XDWhQGjpOVVKPdbnNKCcS9RtfR0NbaDctSnVz2zN13GaZ1+YMrnXZXV/XRsWkvCLq9jpmxNE1ttvu1Rvv3fv/3nnzqKQghAAA++5W/WdtYsw1TU4kmEwQAIdiL/M2D/TTkvhvzhO5sb37qqU/U6xU5k7czGZrGjmVahu5YZppEbhj0Qz/xQ7fn+n44f3Txxtra0ua6YtpQ1vdq/b2Dth9zhShZ02ZxjGRM0zSMIgljSZI45xBBGiSaIudzDuBCliDBEoaCcwqwBD4ihAAASJJECNEUosgIQmialmWZECL6oTSNwoDxRJJIFAVB6IWhL0lYVzRT0SHC3b4PkWxl8oQolHFOona9gZiQBBM0zDmGLAtJ0ynOWzBmSQdkSaJpRMoW1CENdGkSf+/br2ChlktDpXweYyAA45pmyJKOgSFLURT2PZ9DrMgyEBz/kOd5aZoKIbAEKaWYYIQQIbKsaJSKXsh2a51ut8M5T1Pa7/fK5fLdd1/4+7/960zGTpIEIii4GBoqnzp1+tVXX5VlOZfLykRK46RcLl2454KEEJWst9/5wdUrV4lMZqZnHnjggWeffbbeqBmGduHCBc75u+++G4Xh3Pz8+fPnb1y9FgZB7bD2wAP3FYr51157LUmjbMY5c/SInS9tH1QN2zZ1OZfRYq/bbnV0w1le3q3WB/X2AMuqbhtJktA0RQiNj48PBoM4jtvtdhAEWduyTU1VSCnvRN7g2tUPxoZL99xzz/z41C/9wZ+Aj3zuxz/ZaDQAAEKINA25SDKmcffZe+86d2+a0qVrV6BXnTRZRvJV6BccAlUSy9n/56Urf/zr59K0hTqV3Q566yYfYXS3y8wx81eeZP3Dg+xiEvbK8tgoUE50ew9Vmtn19atzznenjTUKhr/y3a0nHrImsA+d/CCKGLb9lQAPf0wafapa77cr119Z3f7d//A5/vYXeyuD/QPJHHUX7rxza8OsJWCv1xkMwp5PBynPOyaWlEFET5w+ozl6qZRRGCVBMjsyJwtl0KzHQVtSpHdubp68646cxVoDl2k6UPRrl67BOLIN+9LN5cUjR+6643ir29nZqUtI3d/b8LzB+fseBUoBMAkyTrlIOev7XsoZAEJwgRDCGEtYeINOu92WJEmWCZYljPV7xlGxIAaqdiI3dLB3sziT6X5wmeb1a81mr9P7YDm8r8iu7/TrrLh4TISHoFsZmDlJYezffaIUt/vW0nZkysoDFzrtdD05vXL59X/9yPSXvrM9vaAfmy1PPfJ5ZJgp0NyY6qpG+83d5ZUoNVaq/l6zcVhd29+8DqCgNFJUiQJpYe6Bw9puu7/NYiBBTgwDgXBi2FDl5tz8McTE4lRJsh0tjXZYEXUvz5yaOFh7Pw1cWS6Pzf7I2jLeWB5o0DJJ+vC9CxS0DyW6dnO1fXlzm9FHRqe8FrwjV34vXCvqQy6SX91YFwH/mUcfHSJmAryL9Su1sFqp4Pvn8vP50kFQOKRSStU4ZRKi87mrD8xtrO/1ssXHMOrQXKnbpGkj0CaGvv69rVMn0rb/EBQcc8AhVxQwPFq0MsaX//vfLI5mJufGL93izJAFg81qvd3Yu+vsbNCvlQoZyKP1jfVmSAUPx0qF0wsni5qeCHZre+uDW7exQhAQPTcIYpoyUMyogjOEMELoxQ/64IdefvUHlYOaquqMiSSmKY273fZgMPA8L0kSCcJ8NjM7P18oF1XDkAjBQkJCSBiG/qBRO8w45oeCMKRpquu6IjFNkVzP51woqpbGcauys7n8XqNRnZo9VTl0vfaBG/JrN9fz5cL8kSmXpgUtf2t952Zl88Hji1nLevvy5fHxcQhhrVY7urBAEGo2m6qqMsZs2+ac1+v18fHxra2t2dnZ9c2Nubk5WzcliNIkGZ0Ynjl6ZHenHoYxF+HBwfbRo6e+9s//dP+9dwPGNFU2bOfZ57792BNPqbrZ7PbS0JcUfbfWjpM0o8uQpTOjI4O927vrtxOsl2aPffZnf3RrY/vG5VsiFe7A7/TqHIKEcknRECYs5Wmc/P4f/eETT30SQCgAgN/40n/72te+ytKU0zTvZDK2OTk5MTo5FtBUly2CVQlK7VZjbKy4trrUT3i32x30OnEUqITMzExNTY6vrq9pGavg5Gw9oyiqlc1dvHbtxuoKkyQhqUsblSjBgyC1TRtSjoHgGMRRxDiTJAKAQBAxxqJBkHecoXIBcCEhISEsWBpFAZQI/IgQIo5jhJCmaRgiwP4nIsuEEAQhkWVVVSEQAvAkSRhPKE0Hgx7CwDFNxzDCKA5jBpFsZfJpyvKFUjvo7G5ujeZy8aDH4iCXt3PFbIyVPiqSTjcrA92RQxiyKByyMzTtyIoW+GxldW/ghbl8Pk5D0zZV25IhtIhChKA0BgRiRZYxCX2fMcY5tywrCALP8wzD4JxDJHRTp4ICILl+EoYsYjBmIEkSjBGEiDGKMM7n86srNyFCrusmccw413V9anLy7R+8wxgDgksYCkpPHDv6ySef4JxFUH/hxRevXLniOM7CwsI999zz7LPPDtyBZWp3X7gQx/F7770XhuGxxcUzZ868/+67lUoVAPDoo5/I53PPP/+C57mESB+777yVLTz73ecBxiMjpQfvPS/SoNfpEaLfuLHR6kS19oComqQSCKHvedlsdnh4WJKkarW6t7dHKS3kMqosZUytkM10m4eHB7vDxYKqyPPHjv/Hv/pb8JFf/6V/MxgMZFmOokgxJEoTx8qU87k7Tp+iLt3d3pLinhI1izqX0s54SUUEdBPyj2/c+pPfuED7FdDa8zF5bwObvfDmgTDK9FcfY17NzR5jflNViiLVj/XAZ6ve/PWbl+4ov7SY2QnY+Jdf2HvsEX0WxCk2XNdXLBv1IS//7EA/W9lfbh3ceHOv+Tu//3Pmyl9tXW9c+iAqz6Hj5842NqXVZjcg2MK6KmvXt7dUO4tk7eSJU2MzxyfnJlVdAUly+903i4ZjSGarsh97bcsy3lpaP3nmWFlNvDgm+al2LN1cWmKD9uTQyKsXr5WHhu84tYhltrSxv3RzeX64lLDo5IWHQm7wFEHGmQB+FHpRSAUHQmCMEULwQ4B22/UwDAkhskyQbupEO2O0dF4Li6Nnzp6rVldyRVJfvprJit3BoQzl59/xTieriYqffVO2hkG7JTLykCR6WYL/7RMTa+uN3pU131TFyGhxBLtD919768XP3pX/5ivNiQk8ZYjywiNBEg2gNrJwfGxyJh10lm+uxbC0XHUPe829/SWQxs1WHQAqSYgJMDl2ToB4Z/9GHDAgoqOLE3edGV4YkUn/GhYYEx3KEBmO5Hf/9ge1T1ywj5wti3AfcMZhEehH337F3N+RVESG1PTj9y5ErE112Fitt947uNppf/bomdqOd3J45IXwpoat8bmFZ659QJD86098Jul7UKWb3npoJs++eOvB+cIE1FZ2eVwa6kI1oBDSdFKtPnb6hprpdvuTRnSIsvm6S8UgQsXif/l6/2c+M35743jMCeJIQEEIH5so3//AvX/4u7+9OGkfPXHi+dfDVFUA5V67efvGO596/AKBkSyJcsFaWrq522q6Ubw4c+T83FEZioizK6v/H03wHaTpfR+G/ftrT3/evu/2vtcPwKEcIIBVIAmKNFssZiRaxZIiJZLsSB6P44kyssbWSPkjk0SOMh7NKFFsKwodjYZVEgsMgiRAEiCAOxwOh7vb3bvt7+6+vTz9VwNeBp/P3Zvb9zDDFExaiEmSF0KGFrMshhCSUr14YwLv+dZ/funw4FgI1e+PJuNYiCwvMmNMrVabnZ1dnJ/jeYYwrk9PGYwcx7OwhY3ByPAioQhlPLcsCyHEOT8+Pg7LbrniZ1nmu67FaGv/qHVvJxufYDCDSd7qjkslbBS5t7VXrtcnWdwZdd9/5Zm9k+47J3s/dXbDxvja7dsLCwuEkFarVa1UbEqVUvPz8+1223EcSmm73S6VSu12+8yZM3e3t86dPRs4Xq/TVUIszk9duLhhNAFAnm/lomBBc/vunWaj2j5u9XvdpbX1v/u7b/zMpz4NiEZZbpQ4affiXFJKm2XXJ/mHnzi7f/emxdjJmINXV3awd38vjdLA9eNJoomaxFGSFtKAQoQZhDT8/r/+g0986lOAkQFA3/qb//v4uMUoHQ/6WRL1+11KyPzi/I0776QxD5xS4AWOzVZX52dnGpEwhFKCQBSZ5IXn2lqJGzdv9qKx4RJpbAw8/Njj5WYzlSIzJi70iz+63u5EClkEEZUVNqMcpNZaCGGMwRgbY7TWkCuG8dzstGvbNsMEYUYQQoYrbd6T57kxxvd9LY0RBmGs36WUeRcAQkgbZVuWNirLEoyNUmqqWS/7DkNqEsU51wYoJraQulprHA161ECAAOVptRRMzU5pBIKqhCb2QM+H0wWYnBVx0l6ZqbQ2tyQ3YXXmzr2jJFduKchkzmyGMfKZXXZ8BpjzjLnECVyGiOSiKAqEEMZYSokx9n1/0B3YHvNLruVaWaGGY27AIcxO8yzLUoyJNhojTCmJkwQzyxijlBJCgAHHdTzP298/yIsiz1OjhMjSteXFxx592LJYjvznX3jh+rVrpXLpsUcfe/LJJ//qr/5qMhnXG9UPfehD0SS6dv261vqhhy5fuHDhlR/+oN8fCCE/8YlPVsrlb37zeSEExvDpjz2tEP3md17UBs3ONp794NOax5PhBGP7zTc39w77cSbDas0QeJfFmO/7hBBjzHg8brfbCKFKObApzEzVQ8d2GbIJah3sEjCP/PSHfv/f/K/wwO/97r/ggiulCCalRkVrzDPh2frRK2eTYXR3c5OIuIKzmm2ZqL0xHyBU9GLxtTd2/sd/9pHo8JDv73KD7o5sN+ndPgW7ZH7jQ5C1ZbChRFRiTREH83n4+Xv9xTfu3PrQ6kvr9HZOLv6H5/sf/WDlYqATBGmRuwYcBLzya2OY7+x9b3h499oA/9Y//438pT8edfX1N/TsOXzp6cuHW85/+u7Le6PBamlmrVb2at47h4Nqc+bKpUvnLl4pzzSY6zFMtt74EcrEyszy6f5eHg/L9ekX3n7n8uX1FVeOsslQBJt73bwYlxzTnF36/rU7Tlg9s7LMNL53cry/c+eRuZpbDtevvC8WrhYYac2FGscR10qBAWPQA/AuI6JxH2NMKfU8h1nUt8M1te/KNpqdWr68OmrvlBrOsL/fmHGTbNcC5+vfFXV5cLYy2Xq1fr3X7VkNC9UWl2o3b+3+0196mkV7xZ1dTcFRhp6rX7Mebt++/o8/svbn/+HNx86U1mkSRYERWaeQy089M3/lMSmSN67dx/7FG/fHkdAGsqP97f6g6/m2UpzLmEJD6pRaiZKasujpJy9+/Jk1PLlPxreK0YRneqIQKZFQyD/9e/75Z4O1C1FAsJKG+o2crn3/R+unwzpF6kxJPftT56N+2xlPotPiW9955+6o82uXrx7vROeW5l6sHGvFlqZmv7t1a31l9eMbD8WTyK4QqHDh8//rSz+6vGAvaXt3T+OZ6VPiTTTTOW+w/mce//Hy4uB0i5bQmJ2ZHxUS9yPhVf71f1S/9YX1m5uXJsI1igHSmMjVtYWn3//EH/z3v3dlYeGRRxf32yofJFGKdtqDl6+9+omPPuNhwYhamK0Nh707+9v3TwZnV85fXVzxHCsz+oc33rx2544fuA4xQqNOf0SYFVCmtVZKMca+c2ME7/mbL3/j2rUbRc7TtFBS+4G7tLSwsrLiui5CyKa0yNM4SUq1Sm84qNbqZa8sijz0ve3N2+urK8R2hJQGzLu0UgKkVtJhqBQ4WRzffvvW7tYOFrnRsj+K7+7vzazMnO4fzVQa5XrzR9duYCaevfrBzd2jGwdbH3zoUui491pH1WqVMbazs1MKw4XZWYRQEASHh4cY4/yBjY2N3d3dZrN5Z/PuI488UiSZ4mJmejoadlZXZjnPueCu63d6g7kzD924/sbHP/psMhl7nkst+/adzaXVda70vd39Qa8LmAmDfJs2A1amk0++78xoHE8yfWPzJBJkVFiy4EjrJIqkEAL0JE1Gk1gow2zPAkSM+Se/+zv/6Jd/ERNiAND/+xf/2/FJK6yUwyDwHFskaToa1+r1YRxlOU+zIoomg16nUQ1Xlxdf+uEbXEhiUcd1Zqab9Vp9eW4uiieWT3zH18r0h6OgVMmETDnHgecE1a9887tv396jdkkUUhbcYszYRBRcaYkMIGS0kkqpPEptaq2vrlqU2YQggwhCjBKFJMbYsixjdFFwQjBlTBVSCQMAWhttDCDECw4AEoTRJo7GUhZKctex11aX6/XKZDJM04wxl1BHCON6QVGI3mQcOLZMI99Cs82pIAylNMTWmT4MlFd2aoU0BRbKpI2Ke+eNt40mEqzj3mRqeq5SK2MKhACYnGGscq4FjyZjQMp2bakQQlRKDRozZrt2MD01HcdJL+5KrcIg5EIkaW4Q8d0QMRZnWZLExoBlMQBQSgEgbbQ2BgEQShBCjLI0TYUQ2oCUwrWZFBwDgFEIDDjl/YPDw8MDSuiZs2fPnz//1a9+NYmjWr36oQ99qN1p//jVHxtjrl69evbc2Zdffnk8HkupPvuZz9q2/c1vfMtxXQD9sY88kWX6ey+/hhFdmJ95/zOP8nyYDGNt6OtvvnMyiDDzXC/Is9x3vfVz5+IoGg0HRV6kaRxFE0ZItVyyGMw2axaBSujWSsFJ6yhP08c/+rHf/ef/Ch74J7/2WxjjTrdrWaxUmybUmQwGzZr3+OOXd1p7b776ytmZqRozTGM9uP/IWmkU9zkJr91r/9Nf/+TWO3vHW+2g7GaZQPFgZyhrvv7CU9Xi9LQ8599vxe6Zur96RVU//PKtZHfnrScf7tad9q0t8tJr8caSv1gmUzPVejVAk1YW517z41sdMdn/Qc2jd/r813/7F+Gdv+3dbb/yRmf9kfD8Y6v39ty/fuX14yQtGX/O8RuzU5ujkeX6H3riCZsRiSl1Q6HQ4dFOFVsfvPDY/v17qZjMrc5/97V3zp9fn6+j/rB3853DlbWLvg9Zwdsj8/bd7XESB54bjQrLIYaPnn3i0iAuVi5ctb0pKbRUfJQUXAoh5TialCplbYyQEmEseKJ5KtJ8arpJHIsyXMaoHu876albQb1Jm0Yn6xsLbSGmPRxjWS2VXny7gOG9qzNqvCtPTOmHp7K2fKFam3v9+vb7r9ZnJ8PBwWnDhnkxKOrWm7Unezu3fuHqzJe+c9x0YdFKecIDn+0Jf2GpPjMTYs99pSXo7E9v7vExEGZyJSRCmlnQ7Z2G5QqjYa9/AiRjwM+sZW6FhtpebxyWVFfrdPte7e17xVNPlWeN+P3/5/RXP+I+fLZLjaed+mGxsL+bj8TlTlaykX6oYj7w8NJw58i52xlI909eef0g7/36Y0/ag3x+eeEro90+14+d2TjpHC3U649PrR2NhtuT1kMbc9Mr5X//tRfmprw69jq7w8bMfNttDhER6SSg/B+c/f6l+ZOjVmizMKcuDyE5PW1OL/7RX49+/b989P79WlfUjLQQaISL+cXGxUvn/uR/+reXFxYfuzSTJqNAoHYEr9w/efHG7eeefSbEBQE5PVVJ4/Hdg83XNw/ef+nq+fm5ShBkUv7wzTdff+cWtVnAKGAyiWIulM1s26YARkr58p0U3vNnf/4fr117a2Z6tl6fmm7O1htVx7GUUsaYPM/73Y7n2HPzc1yrnHPbcZDCaRyFgdc5bVVLoRVUACFCCEIIABDGyKhR9/T04P7R3r3BqNcZ9DcWlhmm/WjcjoZ325305PTq+YuN6cXvvHoN4/RjT33o1vbeG/ff+eDlS41K+e7+fhiGjuMcHx8vLy2VfH8wGJTL5Xa77bouIWQ8Hq+urt66dWt6enrr3vaVK1dKfmikLNKcIHP27PL+4RYgINh588ad9330uRee/9Y//Oyn77xzq1atTM/Nv/yDV555/wfiLL+9uQ3GOF5gO57OJ1H74Jc+/cz6DLy1edxN6Jt3T7BbBex6jt3vnIwGfUbQhPNxksRZgakFmNoINUrhL//qr/7Sr/4KocQAoC9/8c+OTo+dUiCVMlIOj05Pdw4unT+fibwfjWaW5mdmm5XAV3luY9w/HUdZOsqT3mgipJC5uPrIY9feeNUN0NWrTy0sLfaH41p96u7m9o2bbyPPIXZwa/vooB0rY2FgRZ4jhKTFBC8QGALGKAFaKSXTOKGELM8v29R2mGNTm2GGETKUAwDCAGCEEIxR3/eNVFpp+AnEpSKERHFijAGKsiQhCKLx0Mh8qlFfmJ2mjtMdj4WQ5VJVa4SA+H6pdXTMKKYU4ri/sDBV8n3P8TEwh7Ek6ZVKATLaaKl4Ua2UszQ5bfddv/zqtbeEweVK5dzacrNWqpW9SoN5jgtGRZNRGk3SJIon40ioNBdaoXiUGkWJcSpheTiaDNDEaGJTfzLOKKVB4DCKMikkIKWU1poxhhBSSlFKRRZjjBhjtu0EQSCliKJI/YTmvEAII4QwRkppIUTGlQEYj8eWZRFCyuVyq9WKoigMw42NjW63e+fOHSnl448/vrS09O0XXhiNR1rrn//5nzfGfOUrX7Ft23Gs5/7B0/FI/ujlmzb15+eaFy8sZXkXc0yo+8pbNyKlMXN8r5wMo42V9aUzZ46ODmRRDPq9Ya+bZXHge81G3aFQrwW2A/Fk5LtungoM9KGrT/13/+rfwAO/8/nPEUomk8i2LMuraEOqJW+mUZtfmG3321HnZKbk6XSCEZPD3Stnp4Z5PubYD/yghHd324Oelj6UsZluzqRW0Nq69YHVOomPG1PNN7dap2k6f/aRhcvPvbU9UOMkLOn7+9t3t/pC46m6M1sPjlhTTAAAIABJREFUlmemzq7NDY9e2793ElQWExTk2b35tcart25//jMfRIN92dU7x/nimaBasooOPs1FZjlbb98vRrIn9NgBwGih0kDEJKlgTrk3TGKZVAh7av3iaaedoXx9vXF6Wlx65PIwPkgHk9EgW187lxXjwphWb1KuBHmRRFG0td05s7JYTHobS3OHp6eLGxfXzj183G8fnh4Nx4WUslarDYfDwuSh7y8vLnZO2532MaMgotT23Fhx5NCVin++ZM9Z5rTV27y7t+zwy48/9NpB7/FzczMXnzjY2zrmtjd889KUM2idKmfu1bZIwsannv38j7//xmD4ZiVoEruyc/ONKdFdqtrXVNPWow8v+T++l5Zsa7nGZureOIm3svqcr5crJimKN2Oobzx7fz8fYOgf7c6vXGQW0UZgbBDyjMFZNjGgHN392NUk0ew7X9r6xc8suvlOSgd3DlZevTP56ffVN4j8vS/e/bVnKxtT7YqGUXD23/6Ibe7yCwvrhXKooUu2/NjDK6XT06kTecDxH7/+yrGb/8aVq48p2ijX/o87bx1W3I3ZmZDgqu0sOFPbvd6377z26auPXzi//JXvfdev1tNY6GHvyuXFPVWJsIMN52lytfaDJ1eib/1IVMPZqDeavlzOovHq4tKffrP7Sz/7QQKL2x0cRxkGY4wMQ/fNt262Wu3Vmerl9YVs1GXIPugOD0b5jfsHP/3+JyqOxkZXQ0/k8eb+1t3T/tNrD9fKfqLc+/tH42R81G45DrXAMMbyIkcArkWVVJblFoV8/mYb3vPtF14+OjzRGs6fv0gwA6SFEForRpk2WgkuOQ/CAAhWxmR5pnLhWBZGEE1GyBi7XCWUWhbDGBVFPu71N2+90z89QiJlIMbpeOfk6OzG+UF/IBSvTNVeud9C48HF+YXm7PI3Xv6xZ8tnn3z/zTvbd1q7j59Ztxk97vZWl1fiLO10u6tLSwzj1nFrfn5+NBzZjk0I7ff7q6urm5ubMzMzd7e2Ll285DvOsN8zUk3PzJ45t3HU2rYsapTV6Y6XN1a+9tUvfeoTH9+8fWsyHj169Zm//KsvfuZz/4XrBQfHJ1zw6Zl5Y8yo00q6R//tP/5MgMfX754cT/Dm/pg4JYsxXqT9zolRnPPMLlUcP9jZOwBEuVQOxvVy6Rd/+Zd+5df/K0KJAUD/w7/4zYWV5ShNPN9nmFiAdFpUAr/TP9072veqYaVanp+daR8crCwunOwcPvTolWtvvzWzsFCplHUhHcwOD/ckEtVqIyiFx6fdxlSz1x/u7h80V5Yw897ePPz291+nVqgVEgWXUiLb0loShBBoLbjRSiupOJdCriwu29Sh2LIoY5gBgCIFpVQpyRgDAEJIqVRCRhujwIABMGAQQtF4YgAIs9M0xgayNNKST9Vroe8VUkW8wJj4XlgU0nN9pfRoNK6WSnE8ZkwvLUyFvqeFqVWbSRQB5qVSwPOcYtBKNBv146MjA+S4O/jeS6+UG80gKC3ONuplv1mvVBp2yffLpcD3HN9zbEryLMtVWsi8fdIeD8dIoTzNsyQ7PTmNEGu3h3mOJrGwbA8IMkgrrW3boQ9gjH3fj+OYEKJFEYYh59y27SAIioLneUYIUUoVnButGWN5niulEMZRkjYaU0mSUEqTJCGE2LadpilCyLIszvlkMimKotlsVqvVG2+/PZ6MjTHPPfec1vqrX/0qxjgMg899/mPHh70Xv/NjjwWzM1Pr67NCjCpuhTH3lRtvCsysILStQHPlWu78ykqWJfFkwrOsfdLK86RcKtUqgeeimZm6ktlp65hiSxWwsrzhVPw//fO/gAf+5S/+nOM4UkrLsjDzqeVZFrMYq1erIk+zNPJdyxiZcTHqtmoVb8zlOOVYpg4riFK6AFsRrEFTVvhuYfKaY0pMua6XCE0YC0ozUzMbnWFeFEeuXcLYlTqWQDBqGFnwLJ6qlUr2OOuPbWK55XKcdq3Q7kXx8nx9dLo/GohUhM0510NOTdBYFP00T8epa7spqN3eCSLk8plzE26kNEFQSeIcKISei6U67LS7kw5TOcLB+rkzcd4PsQMaTU1Nj8YDjSBXCmEtZQ7ITAZZo1Yt4onNcLcXlRqLlfnlreOD02G75DYcxymXy0qpYXJa9lxHY5MUqcjckpcNJ6VaRTKMHAgQbmDL0yAno6OjVih784szqT8bOEQ4NRn3WWPZS+9Pu9A/bY8zuNEZ78eD557+mB5CGt1HtXmnNH3n7hYtUjftdIQ1VfbmHM6q88f97kozPHf+TIHIy68eUZE3fbpxbmm33ypiffd+5yCLTFao6jS1mOs4lUrZxh7SQCnFGFkQPXFB9YfJ269sv/+xell0c5zfbQfbHb66Ut6g8n/+2js/98Hm8pIVyODuifh3L497CfNVJjTBNCzi6Hwz/OxDi34/bUX51+/dw9XS5y5eXDNgu843du70XTwVTnngykyEdtCPshud3WfOr5VtcetoR7h+IbGMeo9enO1wP5ZulnLLLTXhpWcuWj94fehSR0zS5nq14HxmuvnFbx++76mNcni+lzJAiiBcFNJoiNLi+s2bgUPm66VqyWsNk/5wfNzujKP4Az/1eNknFAzDQIw6au1u9UaPLl+kRL96aydLi6X50rjfElJwZBljlFIYIwoCA/W9+unx+MetCbznnbt7u7sH3U5vqjHtOL7rugghrTUAGGMAjNYaP4AQiifjqHfiB6VKtRolCbMsbLm2TdO4327t3du+PTw57hwfV8qlaqVMKRF5kQj56u5ubzy5vLhwpjn9t2/cwjx++Pz6zPT09370GjbmA+9739HR0Wg08n0/x0ZGydUzlzZ7xztHB49snKUUnZ6eXrx4cW9vLwiCLJfdbvfChQvb29u1Wm1z694jjzwi8kzLYmFuptaYWllemXRPNBeDcb61d3D+8trf/903fuHnPrd951Y58HG48Ddf+vKnP/1pxthwOFQMp3neOT7RPFeF+KnHLiIx2Wt1c+MUgipkYaK7vY5SnIvcttkjDz+GMb1+/UaW8qIQQejaNvvt3/7tL/zCLyCMAQB94ec+d/7C+dffeMP1vDRJGtXak48/UQ091yaaIomVUKISBlG/NzfVvPbyy488fuXvv/2theXF8+fPOZiEtjMajoJ6HSFqEGSFKJWr/cHwpR/8CPtuWJ0+7Eye/97rQbk5GSdGaWO0IRi0MkYzgrTkPM+QMUYIgvHi3KLvBloaQhhGCAySpDAGCCHGAEI4CMJyuUIpGOAYY4IRaKOUTOPIdd3hMGaUJnG8urocRxNRcCGKQmoByLYdQqjWphSWut2ebTsUUJqOm81qsxG6jsMwC9zy8fFxY6aqBDdaImQ823Jtu3V0CIh+56Uf9EdpbWrG8/x6JQhd2qxXqKUc23Yd5tqWazPGaMn3MZV+aMWTiSgKimFlaXE4HKRxfNTPtrYPRhM1ipUEOk7TKEtEXiBtOOeu6yqlSqXSYDAIgkBJXqlUsiwPw7BcKXPOizzHmCit8ixDGHuum6QpwZgxlmaF4ziccwAQQtAHoiiyLAtjDA8IIRBCGOMkz6WSWZbNzc0VRbGzs5OmaRgGV5++fHI0uPbGTQvbszPTF86vMqqwwcPhpNXpSGw5QYlSN0mz6eZsXnBjVJ6m2Jhu50SKolGvT02Fq6vTRssiSxWXacTjiTi7dqETtf7TV74OD3z6uY8SQsAAoYQwHzEHU4tYjm07SGsEQBDWWmjQYGSeJfv7e1JwDMKxsFYFMpIYLSQzxK7ONjbmylOh4zoW54IrqTFkuZpExY237qRCXb70qG87WTrK8nEheBRNiiIvl8JLZxbWZmYZwsimFCyKLEQIJTiOov4EBDiVsvSMB4gqUAXnRVEomSLEJ3FkWdZUYwrZASPMpowiAtgQhvOiiJKkKHIHE2o7wIhUInRLpZKHsOKFYSwwBmkjCdHGKJlFUgqlJEKI56x1kgwSEatCYklIEIZBqVSilGAsZZ639vab1boEM7e4IOLUCwMWuA4zFDADgjVC+dEgbvvQb1TKJliylcJutQy5cRsnncNBtz0eDdO8OI3iDKJmWJty57AZUZd5QVlIxKjDRYERCdyS54AfsEzqgGKMqbJK3UHRO51ozmdnbS/QLFMC0bYWMsq2BwPH9ur1ZpoUU/WpUlj2/VByfdo9nV+dSyd9mR8Oe3cW7Yrr1Q+6E2OVypVGozj5z5vDR1dwTPFpG1ctlzbXiY7Csi9JkGT6jdduIpBnFkOIx1GW9XJdwv56o+y75phH/ThxkUUMw4oOusMwLDvMbxXjuYBZdHg46Wjby1NtY0YJ4opRuyIl8YMmn7y0ODPRYDFk69QDWyhDqEX29+yF5TKY6TjXgCHPiyzLyuWwPtW88dbbRhYLs02kVSueSKU77V4SJWfXV0PPatTKoWePu53haauPWY2EwhQWUz4lnmWQKoJyOOS6yAsuOAJwfV8rQGBhbP/mH/8lvOetW/f2dg+SJENApDQzs9OMUYxRu91xXafRmDIazAMIIQDQShhjhsNBKQxd1x3H3cO9+/ubt9PRgCheSPHOnbura2vlcqXVankWW1haev7GjcLA2ebUUrX2zet3iIgvbCxNT8+88saNwHXnZma63W4URaurqynSOkrPNOe3+ic7h/tXzpxnFh4MBqurqzs7O0EQSIWGw+H6+vrdu3fn5uY2t+5dunQp9F1QIk/jtbXVzvGBScYPnT9XqkyliuRO5ebNt9aWF/d37k/Gw7VzZ7/9/POf/exnpZRKKQH6zRs3LGY5xO6024pzihB2HI3pJM2AUAaQpomUXGtRroRXrjxmMeuVV18bDSIhVLVWQcj84R/+4cc/+UmEEACg3/yt/yYMw9Fw6LpuHMd5kdfqjcC1bKzHaTxKx5N4sr689NRjj83PzLS27szMzXSGPT90bUpkmvqUHR0eWWEFIZwV/KTd8fxw48zZd+5sHg16/VGaKvb2VksZixcKtDFGG6McxrQSjsWKPBNFZrS2wcw2p0vlshB60B9alkMZs5iNPWSMocTKc46AhGHZ83zbI4AVo9R3bIsghPRoOGCEHB+eYkyMMbNzc4NBn2DaHwwws6jjM8oMaNd1pZDD4TAIA5Hmrk1mZxuV0AkCL/RK3XZfCBXUS5PxCIORgs9OT2kp+v1upzt6/oXvBtUp6vie6zUqpZJHS4HLLOQ5ruNQirFnM2O0bTGjjTFaKz4e9mvl4MKFM4xhMCrVqt0dxym5vXkwyaVfreWCG6FkUSRJIqUcj8da636/HwRBzjljltHadV3f96VSCAATrLXRSrmuyxjL8oxRRinVSnLOlVJBEEgpi6KglMZx7LouAEgpMcZKKUIIAGCLKaWEEBjjPM+VUvQByzHRJG2f9kUuQs9bXpqzbZLEcbfbZ5bLHN/2SymXwyienZ1XQkfRmBEi8rzbOaEENeq1hcXm2XOL4/FAcjE7PXd61DXSqpYavcnh//lXX4QHPv/xpxAmAIZQymwPWx62POaGduBjii3MiASiASFOkGGgoYglTy3HsT1fIaOQBFRwzpREJY/VArsclgspeVGAlDbChYS9w9O9g5MMilodu6zA2hIZ2BYzBuI4npmZvXTmTNUvU8slgYcsyiiilGBMB6NklBCFoVIqAnBzzYoij6NxnCaZkhpRipDFLEIpsxwKKPS8wHEwRRoj0BpJjQ0yBiusC8EBU2p7fom6HkPgYKDGFBgjQAqMwQKU1kIqTKhScjhKigK44JnIU40JIZRSrZWNSZZlt+/cmV9YCMtl13GoBkyJwibECGMApAFpDzuaWR6ZuAQrdzooeUDcss448pJswoXQRkuR84JrE6XRxKZVjDNMCUWIIEKYYyh2NdeacqMtM9YCMaOFpLmxM5nHkTEal0NuO8CkpTB0VBESN1VFkXMpUJFLgcAAsizPaCxBIUbExIAcJ+OUkxEjJTBccE1opUl6Q1IK8OC7b73dvX87ZO7yYx9AtnSpAA3JOLn2xk1G/Y995OOlEkVaIc0SbM+FdglJg9BYaoERQdim1GiDDC7GRV+mFQs5AUsxADDgKPRKBVI8S6VS2mDFlRTHFR/JzEZYiYIAkRpRQ7RKkFclvChpA0Wu8yK3LCBMYQTROAv9gBKUpkmsEql0mimpcODaFgEleZEmRAkfw5jZJhJAjRsgilGRF1LquWal7IosTaWUhNJEkoJzhAAh+Gf/y4vwnteu3RoOoyLnGFOMqGXTyWTkeV6v18MYz0zPUWohhAAAIQQIDCEUGSP5SevwYH+vdXy31z5xEaq7vmXMRBTDNDWY7h+1+sPJ+bWVs2vLL7x187Ddfnx97fzc/Deu34F8/ND5tWZz+tbmfaR0pVwaDocY47W1tSHPxiedh5c2NnutnaODh9fOMAv3+/2VlZXDw8MwLEkFw+FweXl5c3Nzfn5+a/v+mTNnQt9tH7fAiJ968ol7d260tm5duXDWdYLKzDKavnx4dDg/N2cAFUURBua113586dKlMAy3t7f7o0Hr+MRijueF3U7XsgOEbGYzv+ynRXJycqxSrrXUWjKL1GqVosgZs5944slBf3Tt2psIIULIH/3RH33sZ34GIQQA6PzlRx66dGlvd3d2ZrZar7lhgG2r7Hkmy6IiTUQ2mgwpgsXm9MxUs5gMX3vjxw899sjS8lytFPQOD1dmZwPXrs/O5HmRFcU4SuIkqzeaJ+1OJPmLL706Nb/x6o2tOFVGY9AGtEZGuLYleKGlUJJryY1Sc9Xq4txsqVxBxCo4H48jg0i/36cBIcRyXR8BBUMsy7UtB9sEMWMzWvbcwGUEFBidTCZZNNnbPyiVyuNJhJnFhdLGVBvThLnwEyYsBd1uByFNCDG52FhbsW1UrbilIEAGH+4f1WpTkZLReJhnaSn011aWu512NB69+N2XT3rDoNygtu+6bqNaIqYIXAsAGCU2oxQDQeB7juu6xjhSGQImioa1SilwLaWE51opTBB2hLRa7YlQyBAiQSEAxSUhxBijlBJCjEYjy7IU4CSJDYDgnBAqlRScK62VUgAQhiEYeBfGyLJtkaXGGK217/v8Ac/zhBC2bWutlVIIIc45ABBCqG0prZVSSZJQSrXWlmUZYzDVWZp5rq+4iiZjh9FqpVKIIoqienWqXK4T2z0ZjlOp1s+cGbb797a3qpVKNBr1uqcWI82pRq1exlQ6jiWKRBTi4tmH0ljmibA89e/+4t/DA5/8wNMaIQnaEEyIRZiDCLMc3w1Dg4ySEgAwxsSA0QZjrJQEQABg27Z+ABMMBv5/lIBjEwsDxWC0AsIotTBiXGihhU9kyEACTrm0HbAIQYpbjCAEUhODbYMsLXChlCSq7LkyywqNlFKWZdmWZbQ0GGWcS60IgI0x+gn8LmMQABCCAUArRAnDhBitAQFDGBMS+L7jOMxjnucBACFEawMGca7SpLBtx2DtuI6UwnFcqUAqkyRJUfCcFwYjhLDWyhhDDFJSaq0xxggUwQYAjDGMMYvYlGibagwCM8tyHJdh1yK27RI7oJQR/BPaEISwMRohlHMphJSqQCClyAgYLwwRtQyiSAtktNJKK220zotCCmGMAQAljRKFQ6ASuMy2DCYAgBBijCGEpJSj0SiKolQgqREhxHEcBZQbS/IcFCdgMFYA5l1aa4oxxRhkzrNoPOgcnm5OTzfr9QbGmBjACGOMTk9PDbKW1x9WSlm2ZVu270/ZDrKIYsA0YAWSgDayyLNEcJ5kRSHBYIIIItSUK4EfWIRSBcQYbYzJsrxzKotiGAbKJqA5jaNCSkkJsV3HC5ltuwiYUkBAIWOkFFyIQuhxIoui4JxLKZVUXHCllNaaqCIZ9xDChGCttWVTShmAoYS6jCOQWmullAFtDNfvMlprE6cSEJJCCin+5f/+fXjPW7e2+72RMYgxW0ngIjVGCinTJE2SpFyuBn7Ztm1KKULIGC1V3jk52tu+02ntSV5oo+7cvjPbbMzPz0fjyWnvdGVjvTuc3Lm3Xyi4vL52dr7xtVde7U0mV89srE81v3Vj04GiXnJLpdLRac+17Qvnzm1vb+d5fuHChUGRjFrty4vrm73WYfvkwtIKY7jb7Z45c2ZnZ6dSqQppOp3O2bNnt7a2pqent7bvP/zwwzxPCehGrdKcmTrcv3fv+o//4Sc+fNI66QzTVsa4VMNJbLvBVLN55swCAlOtVS3L+vrXv762spxk2XCUSI0NWIRaaZYqJQnBAGY8HlrE5qLwfcdxrTD0w9DNc95ud5vN2ck4HgyGpVL5D/7gDz7y3HMIIQBAH/jYp+rlSrt1nMQxta0CaUFRPaxO+VWJlF8Jw3LgOxYxUPa8Ii/anbZfdpNoWC25b7366uMXLjz2yGWDM88Lc84LIeuNZmNq+pvPP386GsW59Kvzr97YmsTCaIwBYWNMEVPGQCtZ5FIWmheu61ZtamHi+h6zXDcIZuYX5hYWf/CDH2CfKglFLoQAi7m16hRjjiZEGMEw+Darlhwbm0rJP9jbZ6a4d38nKJXDUiUueLfXL5Wrrlc22Cl4VioFeZ7mRcIYkUqWqb+xtqR01pwqV8ql48Njm3nEso/Hk3g8BlDrKys2o8et1t7u/WvX3ioUOKUaUCvw/UalbGHp2xahjFKqJfds27YoGCU5HyVcGyCEINCOxRTnjFJGkLBy1ykLgbVhAARAYwrKGA2oKApjjHqAc26MQdQhhEgpLcvSWmOMOBecF1JKrU1RFGmaCiHyPHMcx0hOCNZaW5YlhAAAz/MQQo7jYIwJIQghpRTn3BhDLEtpBQBCCIwxAEgptdbKCAy4Ui0VaZanmcPsRq2RydzzXGqIYwdcG+z4nTi2g6Bs+b1uWwpxuL836vcYI/VaNQwDwECZGfRPDvf3ZpuztVpzuj7bmCr9yZ/9OTzw4SevSiUFaI0RIYxQBwijtuf6JSlRwQsAwBhLMNoYjLFSCsBobRzH1tpIKTFG8B5Gse/ZoCVDBmME1EJAMKJaY66ER4RPtEZkkhW2jV2bMWwIAMKgNAbiKUNloQstJdXVwFNJqiRXSlHKbNsCxQCTXAqhFSAgFAECow3GGCEKABhjAFAKCKaEEK01ANiEIoR837dtixHEKEUIYYwLKYWBPOdGE8ps2ysRSjDGBJO0kAiROI6zPBeiQFQgQEWRK6URvAcBBk0QvMsYwxizKKNYu8wQoihoiyGKwLMpMqCBIYwsxsS7CoUQAgBKKaYME6qRlkoKybkEoY1G1CBaKFNwoaQyYJTSgBG8yxgAQAYwgNESAyAMgBDCiGAMgN4FAFIKpbTQRGp4l36AAGIYLGwYIZQohEBKqbUmGBOM8iRiBL8r1z5CYIzBGCNARmuEEAAgDBpLhBDGWGttG6hWLZsamzhxWhisK4HrUAJIKZ3FaRbnQmgEiOZ54bqW67kGiNKW1toYo5Qyec5I5rkKg9ECCaGNMUoqRIh2vMAvYcyMRhhpAJBSKKWE1MNxVuS5kLIoCl4UXPwEADgUbILepbU2YBjDlFL1gE9yRrTRRhutpNLKaK2llMYYZQjnHGGstf7Lv78O77lxa7vfG2FEMKaD/nhvf7NcCefn57MsE1KUwxrBDsaYYFxwvrtzr3Vwd9BpYZF5zBCjcm51h0Pquq1uuz8eU50/8/RTvUn69ubOIMqvXjx/Yb7+ws2bk7xYq9XOzsx+4/ptnY2WZurr6+s7B8eg9YVz595+++3hcPjoo4/283hy2ntkeeN2+3D/uPXQ2nqpHHQ6naWlpf39/XK5LBXq9XobGxubm5uNRuPe/d3Llx+qlgKeJ3E0fujKldNu6/p3n3/y0vrsVPPwpO01ZjbOnv/S1/9u9+iEMNuAZozNz88/+eSTX//brz/+yMOUWTv7x5j5hPlcZDwbCa5BQxJnBFGFQRvleTZjxA9cz7cQQkeHJ64bSKEptYyB3/md3/ncz/4sQggA0Prlqw6zKl7gWDa2GC37GVLAAaem3e/EReoGrk1wHkfzzZmltY2j1sHc4uxUo9QIfRtU1XE9y6TJse24nW7vjetvIsK+8IV/9PwLL97e3VGIuZW5w3Y0nBQIKEGYILAUL4oCjNKiUIITjMLAL1Mg2jDH4cosLK+snz0/Mzv7zW9/O2yGtdoURlYSFbs7h5YVOI7vlkqGIMkzhrQFql7ym/Xyzr3t1v47lFqE2l6phIiFma0MQtRW2kLYOI41GHYoxYA05/nVi49KkQc+m5upI6MO91uL8yu9wWjrtI3ALC7MT9Wr0Xh0cnT4yis/jJPCDSrI8ryw4nk+0tyhwNOYEBuMsRhrNiqubZXCwLXZ6WQwjMZxnIBUFmXLi8vHh0dpmhRYA1CQlCAGxhACBEnDKLJshBClFAAopYwxIYQmdp7nSkqplFYKYay1NloTSgkhUkrOuZRSax3HcRGPxAO2bXPOAYBSijG2LEspRSkFAMdxMMYAYDBCGBNCsiyzbZsxxjmnlCqtKEGEYsV5keWu5TLCuuP+7NxMMoyPdlu2FwZTTe06a5cu4EQi0EWe37l1q9s+YQzbFnO9kNnO/Hzd8/D25u16tepYHgGqtfzil78GDzz16KNCKmGUwQhjZjBFxGKObzmeVJhzAcYgjCUyBgw8YIzRWtu2DQBKKkDwEwbehRlxXZsYRTFgAEMpGAKGaI24EiHTLlbSQJQL22KezRgGZJTWygA1xFHAtNC54oqoSuDrPJNFrpSyLIsyZoQFiOaSc60MNtgiAKCkJIRgbAEAQkhrbQwmmBKCldIIDEUEADzfc2wbG43AAIB5F0YckOAKDMWYUr9iDLzLAAiFDCBe8IIXRgvGhFKqKApjAGGkjDbGIIQoxgSQAYMQopQSbGwKDCtGNAPlMEJAOZSA0VoDxpgxJqVUeYEQEkIQQhAiiBCudaakwZRzXChlEDGIcqBCg1IKY6yM1ghhjPUDxADGWANW2gBoTAAjhDGG9xgArZVWGGGI1wJNAAAgAElEQVSilAIAAsZSglGg2NiEMGoAQBsthKAIMJgkyxGhgDAHbIxRSgGANlopjR6ghFLMKCEIY60UFWmtattEB244jhJlZLXkuxZlDCtcREmacpULqTSN4xwBpoRJhQqBjTFgABCULenZAkEO0mgDiCCMsVIqL8REEM8NjSFagcHKGG2MwRgD4CwTxhhCCOdcCKGkUloboykyRgtCiFIKwBij4ScMADiIY1AGAAEoqZBGAGCMAQMK3mW0MWDg+z+6Du+5ubXbPu0qhTCyEJCCR5No5Pk+IEItm2gEOZ+Me/3O0eHedpbFaZ617t07t7LqB14m8lFqGtQaZpOXtu9adrlGzIevPHLU7r68t5UJ8b5z5zfm69+/9vYkVzNTDZug3eMTjrIrK2vnFtde3dxWlrw8s3h/5/7EiJXGbCfK+73Bo2urW6cHx6f9yyvn3JCdnrbX19Z2dnYaU1NK6eFwuLS0tLm5OTMzs7O3e+7cWc9yep0Oo/TyhbPHrX1eZGEQ8KLgnLuM/szPPP03X/7ru/s9v7o8E4an7VO/XHr2uY/8zZe+vLSwqjUYA++K4hgjijHr9vuW56ZZZgA0557nWhbBBGybuQHRGvJUI2ON+rHlUa6yX/nVX/mNX/+vCcEACK2fu6K1xoAwxkprhBGzrbLj1/wS83yJiUJG8lSkkyIdz61feO36DUVwY3q6XPEdChfWFtYWpgMjL13esKiSIh0O+rVK/VvffP7N7ZPuJCnVZ1q9UZxI2wp5rh1qpypFQpgkxVpgULZDbM/2NPbtQEjh+uGjj19tzsykWXF0cpyKbG1j3bG91knn3s6uBiSkcr0gDEtKKzAGwNQqVc/3ijyfHG/l7ypkqVqlzCbUjpMUu3YuROC5eRIrnpc8d9DtnjmzXvFtrXWzOVUul9unp1me12u1nZ29JM1rldLa0oI2Ji349Vubr75+g3q4UqkaLRvVeslzQ9fzHAdpbXAicq01nYyj09Pjyw+fL5d9GjRsp4SRRlo0G+Wnrl7evH3z5R+8KCfxcDzClBhixbHkkiLkGaww1VobQEQjjAlJc+G4zlx9RghBKXNdxxijtc6yrCg454UQQkppDAAYrbVlWUCY0no0HDqum2dZURTGQJomgJQxxrZtrTUhREqJEJJKOrZDCMnynFHqeh6l1LFtTAwCYJYlpRgOhpZl9Xq93ZOj5eUVlJtslJRLU/9fe3DWXPWZ3wn8+3ue/3Y26UhHOlqQBAiEwEgIMOA2yNjgBalpDElVqqdy2Zlc5BXkBcz13M5tKhNP9+RqaNtYLGZpg91t2WCQAAGWEKD9HJ19/S/P8xv5OMzQ1UlVajpLpUafD0yLbbtz61byWUqyHWttbXVh4bnr1Q2DHAMtTU5LPN7S2lKplLu7u23LtiyLgtp/+a//DQ2HD7zuK+VpxZKIDM1SmJa0QtK0FCvf80EkhCCtmfEj3qC17TjMrJQiIrxEhmE5joSS0IIAaYAlWGoNX6uwEYSECpgq9cC2bUuShBasGMxkaLI1LFbK1b4n/OZwCK7vKlZKGQ0IDCbpqcDjAMSmKRnQSkspiQwARMRaMwvZoJQCIEkAcGxbGgZDM5hZK6WJBEiogFkLkPSkAJHWGiAICyRVA4EFPK11ECgAihhEABORIaRBEoAQAoBhaNskSwSG1KaQjmVLKFMSB772lRDCNM0gCLRbEwSllBACTEzCBdWYhGmrmu/6gSapYWgIxayUEkIo1i40MwsStEEpJglpBSwAJeAzMzUIIdDAWrMmFSjNGoBBwoK2DLIkCWhDKIA3aK0FmMBVN1BkMEnWrFlrpQEEYK01gwlkSmkTGYYhhVRakV+PN5u2ocJWtO75Cqop7FiGkALKpFrdK9W8at0NNEqlqiFtQzpeoAPNWmtmBhAylGNrAY98qQXIUCSEVsp1fdc3bCvELLWCokBDAxBCEESt6gKQUmitlVLMrBqkILBm1kIIZlbKAyCEJCKlNQEgUkoJVlIrEAgEgCUB0KzBfO/r23jpzszzTDYHLZSC1oBUxEF6bTURb4o4ZmZtfW7mydrqgvKqtgkizhYrS8+e9/b1FeqVxWwKVToxPJKvF38z+7hWF20WvX/w4NJq6pu153U/GOnpHdq19XdTj8p135SiLd70Yi2VLqXeGNy9u3fn5dt3MtXMBweOPH/+rICgr6V9rVhbeLF0fGTo+7XFlVRusKvfDNPz58+Hh4fn5+dbW1td111fzwwODj5+/DiRSMw/n9+zZw/7ypJGRzIZso1CMQvmeEtcbAC3WDw82PXo/uTSWvbR3HLMMorVWijeefzU2d/dnqq5yrSscDgcBEEqldIa2UxhJbUWb0sYllmr121hxONNrluTBjU3x8KOjsfj1XrwZG6ByTRNo1at/OWG//yXUkqAqHfbHmYWQhiGobUWQhCRVEy+9pikEzIsIxKxHYOHX9uZLtRLdddpai7VqqYhvXoBXvnA0Gu3b33Rv33L/gO7u7tbIyFnz8Br12/85sHsaipfLHnq2fJ6qepDGYa2tOKarrLrGb5rsbJNYTpSC45Kx5FOve4e/smbrYm2eGtidvapYVkltzy8bySXL2SyhdVUulqvM4ghpDTi8bhSKgiCpqamWCymtQ5yC/Pz84n2DjsUJmnUXd8PdD3whGNFw+FCZj0Wcvx6zZZi18AA+5V4PN7S0lKtVpeWlpLJZDQaXVpaXl5eeW1wVzIR9z3/xUrq5te3awEl2qOdnYm2eOudycl6uRJxbMe0hGAnZre3dUUj8WvXrvf0bHlt7yDD6+wbqNS8UqkQj0T7epP923qhPa9eD7Eu10vZfPbho8eGFUmliksr2Wq9Vq4W/EAZpm06IRJGS1t7V1fXlkTn7OzszMwMEYXDYSGEaZqGYUgpjQYAWmvP86SUhUp9Q61Wa25u9jxPCCGlLJWK+UImn8+bpglACMHMUkqttVIqGo0Wi0UpZTweN01TSum6FcuyDMNQSnmeF4lEDMOYX10KfGWxWcmWOJDR1tZYor21q0tqwVCeV6/VquVycX09rTkwRRCP2h0dHbFYLJ1OAwiFQmAWUP/rs8/RMHLwsFJKM2swiJgkCUtKk4ShSKkgYIBATPg/iAkQhmEwAP4BXpKmNC2DACIQkRAWQKxZaw0mS2opmMG+V7cMwzQkAVprRQQYRCYgFZOvfCblOJYOfNZgZtGgWBKJQCnNGoBhSAI0M4GElCRog9aamaQwiIg3aAiyAMgfCA0fYAazZmoIAgXQBldrEDEzACYLZDCzZiYiJq01bwCgWQNEBNoA+gcgEuQYwpBkSTYFS8MwTSFZGxLse6wCKaVhmFopuB4za6VJCA3NREqTYjKtUNX1/CBgEAmhhBlo9gOfSCitA4ZmFoIIpCFAREJqBjQTs2YmwDANIRhAEARaayaGUtBMDEEkiE0JWwqCAqA3MAMgMBi+UpoBkNaCmbVSADSz0pqZhRCGFJKUNKRhmMxaKC8SMm0DIdMKAsUEx7GFICJAsOf5NdetVquultW6Z0hTCukFWrHQrAkEwCTXNIjABAGwkExEWmvPC1xfWpYNQClWYAYzmEBEcKt1IWgDMyvwhiBQWmtBxMwAiAhgKAWAAQI0NjAAZiaAoPGSJMZLD7+dxEvXf/vwxYvn0WhTOBwmIg0tOKjlU+mlpwtzj3PpbLlUi0RD0UjIsg2lVbnqMdOz5eX7C8+oOdqF8Im9w3mvfGn6u1pdbGuJndg3sryydmP2gTTMg9t3hEP0dGldWs7Ord1hS/5uaqZOtaEtPTu7tl+5811V10cHhx4/ebJSKYzs2PUinSsWikcGB56svlhYSr/WOyAdTqVSu3fvnp+fj8fjWnM2m921a9fDhw+TyeTc/NyePXsSzS1urVbKF9raE/n8ejQai8WituNYUvTGjO647Gm1K+XswvIytC+cJifR71ttV387rYQ0TEMIUSqVlFKOE3r+7MWzxYVQNEzS0MytsRalgiBwm5qjQeB1NJmHDh96urycKpay5XKt5PoV7xe/+MVf/OIvpJQA0fadw0EQKKWEEKZpCiEARGxn59b+VL6wmsqA2K0W2+KRd0bfeLaU+vrbO9IOd/ZsiUQjnYnmeLMdsqy670sZgGuBXynlcyPD+1virTLUkitXt+7a9T/+5/96+GgucDU8eK7S0jeZzcCPhx1oT1rC016Y7N6uPjKN3r6t2/sHllZX708/7N3WF46Gm1viQaCXV1IrqXSgdaC07YQBYmbLsqSUtm23tLQEQbD+7L4QwonEDNOqe37N9Q1p1pQfjkW9ek0HnmPISqEwtHuQtY5HrVgs1tHRMTU1ZVlWd3c3/UAEfhCLOiZxvlB4Mvfs/uNndjTe2iQGdm5rjsZK+Wy1kHerFccyY5HoXGp1cNdet65v3fqqtbUlHo8IQzuxuBUKQ6vWeLw1HrcMI5vJP38639EUa21vbm1rKpRy+0YOKi2qtcANVL5Y/H52Ll8oeYqbm+PhpmbXdf2qJ4RYT6dXVldXVlYMwyCiwPdt0wIgGizLMk3TcRw7HDMtCwAz12q1QqFg2zYRXK/qeV7QoBuY2fM8IqpUKq7rdnV1hcNhpVQQ+Ep59XodQHNzs+M4pmkqpbQpbdvxq8GWzp6lxdT3c/Ptnd2Jjk635inlVWuVRCKRy61XKuVcPlMpZVnVI5FIU1MTmEvlMoB6rcYQ88+eoWH44GGtNTPrDQSGIDIFSRKGIq2UIiIACsz4BwQByA34A1LCMCX9CILIQIPWGooNCRIAlFKuKQ0pBAmhlVIgQAoyAKlJBioAlGUbKvAF40dCCA2DhFBKMTMAKSURMTMAIQUJQURaa2aSwkCD1gAbAOQPBMMH+EdoCIKAfiAC/F+aDGYBAoFA0AStNRq01gCoAQARCRIAhBCGJEPAkjAlSSlNU0iwKYkDT/m+lNI0TSIKai6YlVJCCAXNBNZCK0hpuowgCAAIIbRh+Zp93yeiQGlfg5mFEACYBEAbNGswmAVjAwtBUgoAzKy1VhwQa1JMDAFAsClgCIbyNROIuIGIAARBoLUGoFlwAxqUUsxMRFKQEJANzGxo37ENSyJkGkorzbAsi4hAACnP8z3PdV3P1bLuBVJKwzACxb4SzExEACxyDSkAEMDERCyE0FoHgfYCaRiG/hHABCJiZjAHrgeAiAAEYK01M2utATAzXiKlARARfqABxj/GAOOlR99N4qWp6WdrqyvFUn59PZ1oSziWMfdkZun5XDW/brDvu+rh49mBwYH2jmS1XltLpxxpJ5Ndj+dffJ9OcSzaKYxjA7vy9eKVmWmlQi0mjx85vLS4+ii3Zhp2RyhiR8yqp0vl0t6B7RaCW1OPc/XsSN+23b07v51/tl7KHewbePDg/nw29ZO9+1aL5Xqttn/71vsvZpdWs6/17JQOFwqFnTt3Pn78OJlMMiObzQ4ODk5PT3d2dj59Pr9zx454tCm1uhp2QrFYdCW1mkwmOzs7bNuWRLqa29Ic6owZlVJqS19XpVio+Gjq3DG7XFzO1KQTcl23Xq8/e/Ysk8ns2LHDMIxCpZwt5HOFvOOEw0akXClZlnRCVrlcbI3Y3Vu6VjOZcEuzx7y6lO5IdPzVX/3VO2+/I4QAiPq2v8bMRCSlBKC1llLapmlAVr3AU6xUELHk++8cqxTWF5dW554veIoqnh/4vvaqUUcO7dunQ9Fok9XSYjc3hWKRUDzasrqS+u03dwKivh27VtdzyyspqY3CesEgSRbYc7e2tYVNUS3lyWCf/YG+gbdGT8w9fdrT2yekdX9mhiGSXZ1SkuU42Wx+/vkLCMP1fSGNWKw5FI7k83nLsoiImePxeL1eL67NRjfEmpkonc0bhk1CsiTDtkqFvEnEvpdMtLa3xAVRa5PT1tZWKpXm5+cHBgZ8369Wq5FIxLasSNjWXj2TyXz59W0fZlNbh6itN8fCynO3JBMD27caRJGQaVr203wpny9fu3orGmnq6uqACDyvEmtpff5ioWdLdyKRaGlJ+HW2rahb85tt6fkVOyRI+MVSYXFxORJp2tK3feuOXdPTD3LF4ovF5brrV10vEomQJiFEe3u7Uqqjo2Npacl13VKxWC9XmZmIPM9j5iAI9AZhKqVEg2VZruvGYjEhyA/qRGQYRigUMgxDSgmAmX3fl1JWKhXTNA3DUEoJIYiUYRhEpLWuVCqGYViWFQiUa3XHDL934v3pqZlff/Lpnr0jsWhzreZallxcWojHm2u1imVbvl+vlDKVUo6IvAYARATAZXPp2Swahg4c0lozs9ZaASABGGABElrwBjQoMOMHRAQIghRCoIGI8JIQLA1BP4IgMgDoBsEkBQsJhtJaSWEQQQihlGZWgBRkCGFqkkprImWYpIKANAMgIiGEJoNIKKXQIKUEwMy0QRAJQURaa7CQ0kAD/0Cw1iR+AGiA8RIRKaWICEQKBICItNYMASYQiEgzQOANYDC01iAQiAT9CA1EJCRJAUvAMkhKwzCkKWBKoX1X+b6U0jAMKaX2AwBaayLS0ExgFkoRQQRMnucBkFKSaSpmPwiIyPdVwNCaBREARQIAgfQGgEnwDyAECSEBEBGAQPvQihQTQ4AhYBALKChfMQkhuAEAEQVBoDcwA5Ib0MAvSUFELBsAGOxbUpiSHVNqzQxIKdHAxIEf+A2uFp5SskFpCrQAQETM2oKSgtCgSZOAlEIzB4HWSmzghoC1ZiYiAFpp7fvMTEQAFIGZASiliIgbtNYAJGMDEeEHGmD8YwwwXnpy71u8NPXbu3e++2ZlZSG9vmpZkgLPq9etBiKqVN3l1fW2zo7F1dW19bRpmQPdHX3d/Usr69PzCznX64g7J/cN593SjSczfmBF4Z/cP5JNZV/USqYwd3X3OPHI0mr6xfP5N/bttoW+OT1bCop7u3t2bem//ex5rloe6d42PX0/7VX2bt2RKpfLpcLrAzseLz9fXMkMbx00w7S8vDw4OPjkyZP29nZmpNPp3bt3z8zMtLe3v1ha2DUw4NfdWDiSaGldXll5+PhxKByKRCKJRGusqTkUiW1pSSSijheUfKq7hWouXwg1t3gMOxL1PA0W0WjUdd2FhYXOrs61tRXTsZ/MzSrmWFNzIV1m1tFoqFaraA66u3uIRK1WMSyzUirmCqVoU/Nf//VfH33zKBEBRMyMTZs2bdr076Swni0WCwDX61WAbdNgZiElSACkNDNIaZUvFKWxQYZM6djhWs0tVeowDMuk5lAoYJWtVkCGAd1k24GvPGLbsm1pQJLr+W693hQNCdbFuu9pL2JaYdPJ1+uBUjHbqdfqLquwZfta+77XHA5XPdfzg4gVgmDXdSORSK1WM02TGb7vhyPheq0mpeF6ruM4UghDStaslKrWa0opZhZCSMMkw4zYIcuQDKWgtBcAxGDLtoQUYAoCxcxEFASBZVl+4Cut624dRFLIwFMkSArhBz4RnFBYKcXMhhCB7/sqgBBb+/qamprRQMyMhhcvFlKpFBoikUhzc1M8Hg+Hw/hXEwSB7/u5XD4ebw6Hw/hnm52d27lzB/49lEqlWCyGf2VBEPi+HwqF8IpSqRSLxWZn53bu3IF/tlwu//Dhw8OHD1mWhVcw89zc02SyvV6vJ5NJAEEQ+L4fCoXwL6FUKsVisdnZuZ07d2DTpk2b/k0QM6OhWq26rnv16rV33z0ppfHo0aP+/u2tra1CCDQopaSUeIXWWgiBBmYGQERKKSklGpgZABEB4AYhBBq01o8fPwmFnJaWllAoZFmW1poaACilpJT4fUopKSWAiYmLp059IIRAg9aaGvD7uEEIgVcopaSUaNBaCyG4QQiBV2ithRBo0FpTQ7FYmpqaHh09ipe01kIIbhBCoEFrLYRAg9ZaCMENQgg0KKWklGhQSkkp0aC1FkIAmJl5FAo527ZtA6CUklIWi6WpqenR0aPp9Hp7ext+n1JKSolXKKWklABu3rw1OLgrmUziJaWUlFJrfenS5aGhoVwut2/fMICZmUehkLNt2zZmBkBESikpJV7SWgshAHCDEAINSikpJRqUUlLKYrE0NTU9Ono0nV5vb2/jBiEEGrTWQgg0KKWklNi0adOmfwnEzHjF+fMfnzv3IYDJyW8ymYxpmq2trQcPHrh585YQolwunzjxjmVZAD766Jc7dvSXSqW33z4+NTWdSqX7+7evra2ZplkqlU+cePvq1WuxWMx13X379gG4e/eubdvJZPuePXs++uiXiUSrlFJr3dbWtm3b1nQ6vbaW8jz/wIGRVCqdyWSKxdLRo2+2trYAWFxcfPjwkRAUj8cPHXr9b//2v+/cubNQKLz77snvv/9+fT3jut7+/SPffXf3vfdOVqvVqanpXbt23b1717btZLJ9z549ABYXFx8+fCQExePxQ4de/+ijXyYSrfv375+enrZtO5ls37NnDxp+9au/7+3tSafT4+Njs7Oz6+sZ1/X27x/JZjPT0w/Gxk41NcUAfPTRLxOJ1v37909PT9u2nUy2NzU1T05Odnd3u657/PhbH330y0Sidf/+/dPT07ZtJ5PtAwMDV6583tTUpLV+440j16/fiEajWuu33hr91a/+vre3J51Oj4+P3bx5Syk1NLT34cNHQlA8Ho9EwtPTD8bGTn311VfJZLKrq3PDxMTF99579/r1G9FoVGv91lujaLhx4zemaZZK5TfeOHL58uVt27a98cYRAJVK9YsvvohEIuVyeWzs1KVLl4eGhnK53L59wwCuXPlcKZVIJFKpdH//9qWlZcdx1tbWfvrT8fv375fL5SAIEolEX1/v7dt3pJR9fb3hcPjhw0dCUDweP3To9Vu3viSiQqGwdWvfgwczY2Onvvrqq/3799+7d8+27fb29ng8fvv2nZaWeKVSGRs79Zvf3DRNI5vNjY+fklJi06ZNm/44xMx4xfnzH5879yGAyclvenq2dHd3f/bZxLFjR69du7579+6VlZWurq49e3YD+PTTCz/72emnT+d93y8UCr29PbZtz8w8Onbs6Pz8s3K5vLCwMDZ2yvf9L7/8SimVTCYty5qamv75z//s/PmPz537cGbmUSjkrK9ntm3beu3ajeHhoXq9nslk4vF4tVrdunVrT88WKSWAYrFULBbz+dzc3PzZs2c++eTCmTOnnz596rru7OzTM2dOe553/fqN/v7tRJTL5bdv3/bdd3eTyaRlWVNT0z//+Z8BKBZLxWIxn8/Nzc2fPXvm/PmPz5378MqVz5PJpGVZU1PTP//5n6Hh/Plfnzt39s6d77q6Or/99s6ZM6c9z7t+/cabb745NTU9OnoUDefPf3zu3IdXrnyeTCYty5qamh4dPZpKpQ8c2H/z5q0DB/Z//vm1c+c+vHLl82QyaVnW1NT0n/zJ2U8//WxwcFd3d9fKymoqlero6Hj48OH7779/7dq1c+fO3rnzXVdXZz5fCIWc1tZEsVjM53Nzc/MnTrwzNTU9Onp0YuLi8eNvffvtnYGBnel02jTNVCrV0dHx8OHD999/v6kpls1mZ2YeHTt2dH7+Wblczmazhw8fCofDAFzXXV/PlMulb765/ed//p8uXbo8NDSUy+X27RsGMDPzKBRyUql0b29PR0fH2lqqWq3ev//gyJFDCwuLPT093d1dFy58duDA/jt37u7ePdjd3RUEqlgs5vO5ubn59947+e23t99++3g+X2DWDx7MjI4enZi4SCTeffeEaZoff/zp668fWF5eOXz40IULn50+/dOJiUsdHcnu7u6OjiQRYdOmTZv+OMTMeMX58x+fO/chgMnJb/r7t7e1tU1MXPzJT34yOTn5+usHK5VqLBZtbW0F8NlnEz/96fjc3FOlVD6f37FjB8CPHz85evTN+flnpVJpaWlpbOyU67q//e3vPM8bGtpr23Ymkx0c3DUxcXF8fGxm5pHjOJlMZtu2rV98cfP48beCIPA8LxKJMPODBzOtrS3Dw0MAbt68FY/Ht2zpvnXryw8/PHPhwsTp0+Nzc0993//+++/PnPmZ53lXr17/4IP3btz4TRCoU6fev3Tp8tDQXtu2M5ns4OAuADdv3orH41u2dN+69eWHH56ZmLg4Pj526dLloaG9tm1nMtnBwV1ouHBh4vTp8Xv3ppLJ9m+/vX3mzM88z7t69fqxY0enpqZGR4+hYWLi4vj42KVLl4eG9tq2nclko9HI+npmZGTfF1/cfP31g198cXN8fOzSpctDQ3tt285kstu3by8WC/l84bvv7u7Zs9v3/d7enlwu19fX9/nn106fHr93byqZbM/nC47jLC4uxuPxLVu6b9368p133pmamhodPTYxcXF8fOzKlc9N03zjjTfm5uZ83+/t7cnlcn19fbZtZzKZx4+fHD365vz8s1KplMvlDh8+FA6HATx9Ov/8+Yu9e/fcuvXVuXMfXrp0eWhoKJfL7ds3DGBm5pHjOOl0eseOHY5jX7167eDBg8+ePevv719cXOzv397W1jYxcXF09JjnecvLK8vLK+FwKB6Pb9nSfevWl2+/ffzevanjx99KpdJEePz4yejosYmJiwC9995J0zR//euPDx16fX09MzKyb2Li4vj4WDqddl3v9u07o6NHE4kENm3atOmPQ8yMV5w///G5cx8CmJz8pr9/e1tb28TExfHxsWvXrtu2nclkTp48EY1GAfzN3/ztrl0D5XL5xIl37t69t2PHjkSi9dq1647jlErl48ffunz5cjwer9frhw697nn+3bv3HMeJRMJHjhyemLg4Pj62uLh4+/ad7u7u7du3raysrq9narXq3r17C4VCKpVSSg0PD3V3dwOYnPymVqsJIbLZ3NmzZ/7u7z7q7+8vFovvvvvuzMxMPp93XXdkZKSjI/nFFzfj8fi+fcMrK6t3795zHCcSCR85chjA5OQ3tVpNCJHN5s6ePTMxcXF8fGxlZfXu3XuO40Qi4SNHDqPhwoWJ06fH792bSibbU8WeIGYAAAKzSURBVKl0Pp93XXdkZCQeb/7kk09PnjzR2toKYGLi4vj42MrK6t279xzHiUTCW7Z037r1VW9vj9Z6dPTYxMTF8fGxlZXVu3fvOY4TiYT37x+ZmLjU1pao1eqjo0evXr0ejzcXi6WxsQ8+++zi6dPj9+5NJZPtSqnbt+90dnbW63UhRDabGxv74JNPPj158sTXX0+Oj4/N/uDp2NgH9Xr96tXr8XhzsVgaG/uAiABcu3bdcZxSqXz8+FuTk5OHDx8Kh8MAFhYW7t2bbmtLPH06/6d/+ifXr18fGhrK5XL79g0DWFxcvH37Tmdn586dO8Ph0MTExZ6entXV1eHh4XQ63d+/va2tbWLi4sGDByYnv21uborFYr7v12o1IUQ2mzt79syNG78xTbNYLL399luffTZx8uSJr7+eHBkZmZ6eDoVCra2tLS3x9fXMyMi+iYmL4+Njn39+zXHsYrF44sQ7X389+c47b2PTpk2b/gjEzPjn8TzfNA0iQsOFCxOnTr0vpSQivML3fdM0AVy4MDE29gEAKSUAZg6CwDRNvEJrLYRAQxAERCSlBOD7vpRSCIGXPM+zLAsvBUFgGAYagiCQUhIRfh8zB0FgmiZe8jzPsiz8PmYOgsA0TfwTgiCQUhIRAK01NeAVzBwEgWmaS0tL6+uZ117bY5omXsHMQRCYpgmAmX0/sCwTDZ7nWZaFP6C1FkJ4nmdZFhq01tSAP+B5nmVZeIXv+6Zp4g/4vi+lFELgH6O1FkKgQTcYhoE/oJRiZsMwAHieZ1kWXvI837JMAFpragCgtWZmKSX+gOd5lmVh06ZNm/4lEDPj/8mjR4937x7EP+3Ro8e7dw/i/yfFYrFSqXR1dWHTpk2bNv2bI2bGpk2bNm3a9B8fMTM2bdq0adOm//iImbFp06ZNmzb9x/e/Adtpz48qWc+yAAAAAElFTkSuQmCC"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.948259174823761
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.020615769550204277
            },
            {
              "class_name": "geographical_map",
              "confidence": 0.010676887817680836
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.00783343706279993
            },
            {
              "class_name": "logo",
              "confidence": 0.0029256874695420265
            },
            {
              "class_name": "icon",
              "confidence": 0.0019665455911308527
            },
            {
              "class_name": "other",
              "confidence": 0.0012950495583936572
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.0012742204125970602
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0012501219753175974
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.000615854631178081
            },
            {
              "class_name": "qr_code",
              "confidence": 0.0006004371680319309
            },
            {
              "class_name": "table",
              "confidence": 0.0005825483822263777
            },
            {
              "class_name": "music",
              "confidence": 0.0005798847414553165
            },
            {
              "class_name": "bar_code",
              "confidence": 0.0004625634755939245
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00025555380852892995
            },
            {
              "class_name": "stamp",
              "confidence": 0.00018219105550087988
            },
            {
              "class_name": "calendar",
              "confidence": 0.00012407264148350805
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0001228873006766662
            },
            {
              "class_name": "bar_chart",
              "confidence": 9.350438631372526e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 6.511442916234955e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 6.364197906805202e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 5.938038884778507e-05
            },
            {
              "class_name": "signature",
              "confidence": 5.363538002711721e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 3.329194805701263e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 8.134697964123916e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 3.963569383813592e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/27",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/166"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.5625278353691101,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.41553330421447754,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.007902735844254494,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 0.004072635900229216,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 0.002364370971918106,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0019615294877439737,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 0.0013481008354574442,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 0.000656810705550015,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.0006042001768946648,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 0.0005250168032944202,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 0.0005128704360686243,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 0.00048773715388961136,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
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UvZ1tFxxwO/WvDUn84794w7brrMM1nQ4Z8QgiIwUNbRwkWUUFMyNnrLnPmLl771y8funDxi0Owf//yphYvuuvWar/7bcWEuA4AkIIBTIqR/II1Lr/1h8/4Dv35kTlFxwTcvu78+uXXR7x7oW1LknMNhSKQyZuYN8zbXbVkwd1ZtTXXOpAESxCGK7My4C6+844N1O+6/6+qzTpuIbGgEVMQR0CklSmiEBnSCgyL4ByIglV+fTAZBvKoiQbE4hKQxeG7p223GnX3s8RX5NMy0ZfDMC69VVxafftJxDa2ples35+fFSgsLu3pSja2tQwckjhk1evuOXa9vWDtk4JDAGKektduIw3ETxrbs3tGezWzcuQ9etHpA38IoBg0cvG7jpo7O7rLyCoFqbGksLyyoHT02pul5aGhtf2HpO1VliVOPPzYizop7b3v9zp27yhLl0YKCfS37keo4qWZKXnGf55YtzfdiQSQwdMqYAeVlowf3587Gvef8+y07m1Kz53zrvLOOR9o55fDPEBDAAZZwFh4BTcnY6C1z5i9e+tbTj91RO2bA22sbLr3m3hFH9f/pvVcWF+WLCEBACKsEystbvOz9K26667sXfOPa73w+k3XnXT53a0Pdot/e37ek2DmHw5BIZczMG+ZtrtuyYO6s2prqnEkDJIhDFNmacp//+rWSxhOP3DJ6eJHLOUcPJA7RH1H4O1YUqCCOtAoOoLVircPHREAqvz6ZDIJ4VUWCYnEIyVzIl9//YF/WjiqrOG50f6cyyzftXLNt99C+ieOm1ix6472+fYqOHjvGd7CUD1ual63bcPL0Gd0H2tYl608/+aRiEypiT4/9y0uvHV87dnhViVPq+ddX6ryiE4+eGEj63Q07du/dc8oJxxTEPJ/SkU43NOwe2n9QJBKzVK+/vzrU0Y7mpqPHjR7ev29TW+tzb7133KSJ1X0rtDJpl92yvaEqXhZPlC5ZvWLS6HGleQXCECKkjUGY3LP/1LMu7wnVvffM/MKJU5iB0Q5HJqKIgxxgSeegAdGUjI3eMmf+K6+9/auf3Vkzqm+34W13Pr74hTfvv+v7Z50yXtJWXNxoS2Sps1mXd/MPH121bsPDD/5wUnVZT0bOveLu7Tu2vvjMvMpEoXMOhyGRypiZN8zbXLdlwdxZtTXVOZMGSBCHaMVkY9eXv31LaWHxH5+cHcTSBr5nfChjaUUF69Zv27R9N5VGL6vohJ4InRPtxJop40aMHFZJS4EWhgQEisqvTyaDIF5VkaBYHEKyx6hXV32QX1LStmvXGTOmhDCvrNxYXFLCXM/wYcNffG3Zl46f2K8wH0Yc4TRfWr+jsrxfhG7p+2vHVA+Jm9DpSEs219S877Tacf0LIzn4f1q+JhorPGXKeOU6f/f6+/0qK46bOOpA8969exvTiPqeP6SirKCweFdb96o162ccN60+ubdlf/OZJ0zbsG7tjtaOz594bNSkdjQkD+Rs6AVDEiWFfYr/9PpbUaVivm8BseHAqn7jh/bnjj1tp589sysT3n/PVV84fipDl9MOR0SIwkF0QAg6gQcRTcnY6C1z5r/62vKnHr17zJi+QrdibcMll99+7LFT5835VqH41hRmI1lIyMCsXN/w/Ssf/OzJ02++/oI8hj2hd96Vsxu21S9eOL+8NHDO4TAkUhkz84Z5m+u2LJg7q7amOmfSAAkCIKkVtyb3f+3CW8srKp57fHYQSffoaF42AmZCFcIrvvu+nz/6qz8p30cvSxDwHems8+HE3nTlxZd8+3RkxEnE6ZQCBJrKr08mgyBeVZGgWBxCott5S95ZPWLY0Potm/tX9RXl7W/vqioram5sHD62ZtHLr541Y3Lfsj5OIM5Z515ZsXHIUVU++erKjYMHVORRmjtzH7Y1n3Rc7cjSwniYyWr/2RVr4n7+aZPHO3QufH11orDw5OkTW1tbdu5rySLYtX3btNGDBg0e/MKy1T3tHZNHVe/pCtdu3H72SUdnetrWNXz4+ZOnRyW3Y09zS043NrYMLFDjx41ZvHzd4EEDivMiTkRbVxxEi/J8fri35cwvXd7SHd539/fPPmEyQ2OU4J8Q4iAK4AAn0IDTlIyN3jJn/pLX33rq0XvGje7vXDaVi11367wVK9Y//tObp46pNqE1fhbUBuquBx57/rk3HnrwztopwzyTSRn/vCtnN2yrX7xwfnlp4JzDYUikMmbmDfM2121ZMHdWbU11zqQBEgTAj6DlQOaL37zW0f/DY3f2L/e6lY6FHhiKdkZi762s27CpXmmFXpag0HOitdq1b//v/vTC9y+94OJvnS4ZJ4w6lVKAQFP59clkEMSrKhIUi0NI9hh5dfnKUWPGWnDl6vW+708ZPzqX6mpq3Dtt+jFLXlsGSu20Wt/3RLBr165NW7afPqO2rbV59bbG006eUcgwY9yy1etzJpwxeUIR4Tz13PJ3Cv38z06Z4HRmVbJ1zep1xx9bW5Yoped/uK/1rTfePPXYKZFo5JXlqwcN6Bf3JauCvU0teTTTpk5Y8s6aYf0rRlYfxUjQkg6Xvf3+8LK8mnFjFr+7vmbsyMp8X9mcFudTqD12dHTcOvvnT//htSuv+verL/kyMhnR+KccABECUNQOUDSAy5rILbcvWPL6sqcevWf8qIHOpJWXv3jp6htumXv2aSfdduN3fK9L6JyObKlvveTS6yeOH3nP7TfGItqTMG38866c3bCtfvHC+eWlgXMOhyGRypiZN8zbXLdlwdxZtTXVOZMGSBCHkOzqyX7twuu37z7w8wduO7F2aBrOFw8wQjhoxZhSBAS9BAREifMjsad///Kts++//upLLjz/NMmKSMTplAIEmsqvTyaDIF5VkaBYHEIyHdqV6zYMGDy0pLzi9WXvepRTj57cuK9p3/6myRMmdnZ3vb1mQya0ShECJzJp7NihFQUf7mrYvKfjmKkT8pBySh3oNm+9t3LE8KFDB/Qj+cba1QUqOn3MyJxnUi6yYeO2nbv3BEEeIE7ge2rU0MGNjfuc9qdMqqHNOe13dHSuWP7W1KlTQsbWv/++Mznl+aHyLCOj+xWMGFr94vL12XR3fsSjwDnbryIxcWQ1e7oP/Pp379z4owXTZ4x45IEbi6O+FYsjEtBACCitImHOGjHRKOFs1kZvuX3BktffePKxe2tGDJYwTeUdSNnvXXfv7obmB+deM3F8AtYLyYcXvPDEk8/efedlp51Y64zyYNLGO+/K2Q3b6hcvnF9eGjjncBgSqYyZecO8zXVbFsydVVtTnTNpgARxCAlrMeueR5989tWbLvvm1Rd9sSdMK+URIA5yACH4e0INOA1jmffAQ8888vNnbr3uoovOP81lnEjE6ZQCBJrKr08mgyBeVZGgWPSyQE825/sR7elMJqOdK4hEUwZGmB/RPm2noLO7JwyNUjovLy8/lheYbrGmwwV5Ee2jJ6SCRDO5nEguFvWFkU6XDYwt1n7WF1gYeB0Zlw2tdiaeH1Ga4iQMQ8/T0UhMCQAB0NOTikRjOhLNZXOpdI+zzotEdF48bjqivm7KeCaX8aAsPFB8D30Cn6melvpk5rL/+PGuxi13/vCyfzv9BJfLgoKPKEDh74kQFnSgTmVkwfxftrTsu+SicwcNGpC1/s1zHl7y+rInH7unZsRAhjkhJeIv/NMbP/rRI984/6zr/+OrUeftbGn+3hX3JYrLH7j/eyV5nnWeB5s23nlXzm7YVr944fzy0sA5h8OQSGXMzBvmba7bsmDurNqa6pxJAySIXp7vv7B01WXX3TPqqL4/m3dLVVUfEzolCqDQgSIgQPSiE8CpiF+/s+2q6x74oK7hBzdccNH5p7qMFYk6nVaAQFP59clkEMSrKhIUi14OAlK7UGA8pZQVES+kL0p7YrTkclpZKi3iU4xo47yoyxESegVEKK7bQCuJakUnaa0RStQol+ecZ5HxEctlDCJG50N5nhhIxjoDrXGQOCUaoiGWIvR8ax0oUIpKi7MAQqVjpkvDZfxCivWcoyhQrFhHzfbORrDgpw89P+/hx2umDb3/jhuG9SvL2i5CIFE4X0HwMdIKPIeI94fn35z1w4f7Jgrmz/vBiBGDU6HcPGfekteXP/XY3TWjKhHSQtEL9zf3XHTFnM6se/zh20cOKH78z0vvvefBW78/8+tfOsPksqKUD5sy3nlXzm7YVr944fzy0sA5h8OQSGXMzBvmba7bsmDurNqa6pxJAySIv9Fs7s5ee9N/vvnme1dc+uWrZn45sHQWopRVIiCFFKKXZ3Naex0I7pj3i4W/WUSrbrru/Au/9RmXCUXynMopOIGi8uuTySCIV1UkKBa9crDaie+QiigDHTEUBQUH5wAhYQirIvkSRnLdaV1olB8RSwvRDGk0Qg/MIeqUFhsqMeJ5EaURulAQakSdE0cHraA0QIZKiRMB+BFABAcRcBBFAhARkDhEAAUBRKDwEaHgIAFAsqutWXt+U0fmiuvmvPHehs9+5jO3XTdz0FGlYrroDIWEIv5KAKdjOaNfe+P9u+77z/aerh/ccOU5n/sMabKON8/5yZLX337qsbtrRlUgVA5adFqr+GNPv3Dfg49dc9VF537xsxd8f3bHgbYnH7q9X2mBdcbRi0BSxjvvytkN2+oXL5xfXho453AYEqmMmXnDvM11WxbMnVVbU50zaYAE0cu5nI5E3lm96/qb57a07rvu6gvP/fIZQUQ7mxXJEU6JJoi/InRwIGWeWPjsz554ZvKE6XUbNn/3onMuuuBklwlF8pwKFaxAUfn1yWQQxKsqEhSLQ0ju7uzZuHmnzbo2GC8aKxRVWVFcVFz0wcY6T2slTrvQ+XkjB1YM7lu8fMueQPsThgyAsdBqV1vz/v2N40aObusxG7duN7kMIc6PjRg8KB7kr9+4MWXDztB6SvKVlMTzJoweHaVoCD4l7GnpBDMuD8vXbLtt9hNb6vdNmzLqwvO/cvSkEYlCUqzAAwiARGhNw/72Z//4xsKnFznJXn7Ved845yzPGq1sxuqb5zy85PW3n/rZXTUjKxFS6DmV9lX+1p3NV10/qyA/fuZppzz40FPf+dZXL73gC5S0o3GIRIUp45131Y8a6rctXji/vDRwzuEwJFIZM/OGeZs3b11w/221E6pzJg2QID6WIyx0YuGzb9774wVpk/nSl076+lf+rXpg38B3lBydJjwQBIwxW3e3P/rLPz7/5z9MqJnwnfO/M+eH93/7W1+6+NsnS9aI5DkVKliBovLrk8kgiFdVJCgWh5Boz4XtndmubrN4xbsTasYNLymOB2xq79myY/fYMaNocp72tu1ta97bcPZZJz331prSSOT0yWMR5pznr/9wb/32+lNPOP7tVR/kwLGjhnri9rc0Zw60jxs+rCfTnXby/IptZcXxY0YNjNMmCouUAij4lLCztUOYszoUL3/9B40P/OQXy997Lx7NmzJh3InHTh41qjqSFxeICPbt27t23YY3l6/auqVh2OAh3734vDM/d5ynLGxOK5d1sZt+9PArr7391M/urBlVyVA5eqIzykWs8uY//vSjjy3Myy8tKy368d23jBhUbmzKkY5+VFwq9M696kcN9fUvLZxfXpbnnMNhSKQy5pLr522u2/zo3B/UTqjOmTRAguglcEKnxHMIXlm26r55j25Lbu9bWXbKyTMmjBs1YECVryIEAezZs2fNmjWvvrlib9P+46ePv+6aq8jYN755xcUXfP3iC05G1gjynQoVrEBR+fXJZBDEqyoSFIteonJR5bd1ym+WvHz80ZMn9i2Fy67f2byrtWf61Cme5EIdNHWn31m69OzTjl/07sbimH/GpFE6lw696MrdbTt2bP3ccdPeXLEWkeigAVU+bVFepCQWi4nR2uaUenLxxgGlJadNGuaHWeMYenDK4VPCtvZWASEaQt9Te1rb/rDojb/8+c2dyWYTZguK83XUByAiPT096XS2IlFxxmnTv/xvM8YOH6itCsVAhZoubWK33fHoa0vffXzB7PEjK2mUgzi+HOwAAAVYSURBVHYqS6e1523atvOKq2/ftafn0ou+cOV3z/VsDhSDiBBRhCmjv3X1HQ3btr3w9ENlpYFzDochkcqEl9740/qt9Q/fe/OUmiE5kwFIEL0MtaGKSFq5ULxg0/bG5/6y/MXFrzXubxLNgqIiDz5BEt3d3dlsbkT1wK9/8ZSzTjumtDzxQf2+Cy+57sLzv3bR+Z9B6EQCp4yCFSgqvz6ZDIJ4VUWCYtHLMacZae7iM6++esK0CRMq+zjIuj0dr62sK+9TFJNUTy6XgV9dUXL8xDEvvLU2iEZOnzrGz3Zn/eC9PR07tm3+4vGTW3tyGzbV2zATWtORNgPLSqeOGRFEmaP79csrBybin500jNZmEQipafEpYVtHG0RRlCJEjPK1Fb+1tWvd+rotW+vrtmztDoVKkRg0eMiIYUOnjBk5sH/C94yYkKIcCBoADt6GD7Y17W+ZVju+KB4l6IRUDkKQobHvr6k70N4zZdLo0kShck5AgQKhYI2o91Z/0NPVPePoyUHgiwj+C2KtrFy3tbura/KE0SXFcScOAEH0clCO1BISVkDPj2ZD1djY+v6a9Zu3bk8mPxR4TqC0DB02ZMyYUVMmjOmXyBMXikhHT2bFynWDB/YfMrgvnQBaKIQISOXXJ5NBEK+qSFAs/kYMGN2XVs++/MqJtePG9Ovj4G3c07F1d9Pk0cPykd28c/euvU0nzTimtKjg9Tff9Tz/pNoaz6TE89fvbN69a9sp08capzwvSgdDr7HHrXxn+ZSxIwf1LwuteXrJiqMS8c9OGkprMswH4MHiU8L29nb8IwJUVEoRSGWzOfEAHhSJRDxP02TgrAj+nogA0FpprcPQWGuVUiTRS0Q8TwNwzongcEoRgHOCf0oRVMoYSxL/PSFEaY/wnEU6EzrlCQHaaNRXGjA5OkEvz9POOieCj4mAVH59MhkE8aqKBMWilxYr9BtT+POLi0+oHTfyqHIRVbe7bde+lpOOnhRzqRRi6zZubmzcd9xxx7S1tb21av248eNKCqLW2DUbtx5VVTFyYOVb76zokyit6Fultdfa3LKjfvMJ02v7Jgqttb9csrKqJH761FEwJoeYKFFw+JSwvb0dR+CcI6m1AuCcQAQHkfivOOcAkEQvkuglh/AQHIFzDoBSCkfmnAPAQ/DfERH8FQFq7TmI0AmcEwcRCjQ0ABEhKSLoRRIfEQGp/PpkMgjiVRUJikUvWgN4HVat/WDjsMF9+5UUiqg9rV0dPZlhA6s8yRpGs8atXbumvKx8SPXgDckPkx9+aMMsydKKypoRw/OgGlvb1m+t7w4NnStWMmZYdb/KUo9WnLy9uaEkPzZmQLkSsYgIQTp8Stje3o4jEBESFIu/IgChAojDiAhJACJCEv9zJEUE/5SIkMT/jIACCCACBxBCkBAKqED8HREhiY+JgFR+fTIZBPGqigTFopdyDlAhPVEkDMUSdPAclRKj4Ry1CJVWzjpQtDJCWAGpFJ3OGS20ShnthVQC+o4KIs4SAiCnfSXWc0YLIMoRID4tbG9vx5EJIAKA6KUo+N+EgAMtYAAHaIgHKIgGNGBBh39GBKTy65PJIIhXVSQoFr0oUBCBOMCSIJWAIoDgICqIw8fEk9BRGRWBiCdZBSOkQDl4gAIIERICBVAAgQOFoihUgABCfFrY3t6OIxNAQID4K1EQ/G9CwAEOsIADPIgGFKABAhZ0+GdEQKW8+u07YrGgf1UlnMXfCBQEEAEsCZAAIRQnpEBRHCH4GB09Ax+AhyxgLUkQoghShDAEhAqAgIQFIFAUEhAISHxK2N7ejn/573R3dyul8vPzRQT/X/g/OFQU8PSMuRsAAAAASUVORK5CYII="
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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    },
    {
      "self_ref": "#/pictures/29",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/175"
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        {
          "$ref": "#/texts/176"
        },
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      ],
      "content_layer": "body",
      "meta": {
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            },
            {
              "confidence": 4.634915967471898e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.2041259651596192e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 17,
          "bbox": {
            "l": 604.7910766601562,
            "t": 558.8623352050781,
            "r": 772.5502319335938,
            "b": 525.4695663452148,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 34.0
        },
        "uri": 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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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    },
    {
      "self_ref": "#/pictures/30",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/188"
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        {
          "$ref": "#/texts/189"
        },
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      ],
      "content_layer": "body",
      "meta": {
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            },
            {
              "confidence": 4.328570867073722e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 8.458728757432254e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 18,
          "bbox": {
            "l": 604.7821655273438,
            "t": 558.8651161193848,
            "r": 772.4945678710938,
            "b": 525.4123458862305,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 167.0,
          "height": 34.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "confidence": 8.458728757432254e-07
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/31",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/195"
        },
        {
          "$ref": "#/texts/196"
        },
        {
          "$ref": "#/texts/197"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
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              "confidence": 1.1889663255715277e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 5.197925929678604e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.6495068848598748e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 19,
          "bbox": {
            "l": 604.5289306640625,
            "t": 558.8417015075684,
            "r": 772.5916748046875,
            "b": 525.5162811279297,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 33.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/32",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/201"
        },
        {
          "$ref": "#/texts/202"
        },
        {
          "$ref": "#/texts/203"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
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              "confidence": 5.197925929678604e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.6495068848598748e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 20,
          "bbox": {
            "l": 604.591552734375,
            "t": 558.8681449890137,
            "r": 772.5704956054688,
            "b": 525.5094680786133,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 33.0
        },
        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/33",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "classification": {
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vUtZVtHx10P/WrBM3+64Pyz7rrlCs9kQYd/QgiKwEBZRwsXUUJNydjobXPmL1n29i+fuHvyiEGzf/zzZxYuvuf26/7j304IcxkAJAEBnBIh/YNpXH79D5sPHPz1Y3OKigu+ecWD9clti3/3UN+SIuccjkAilTEzb5q3pW7rgrmzamuqcyYNkCAOU2Rnxl189V0frt/54D3XnnPGRGRDI6AijoJOKVFCIzSgExwSwT8QAan8+mQyCOJVFQmKxWEkjcELy95pM+7c40+syKdhpi2D5xa9Xl1ZfOYpJzS0plZt2JKfFystLOzqSTW2tg4dkDhu1OgdO3e/sXHdkIFDAmOcktZuIw4nTBjbsmdnezazadd+eNHqAX0Loxg0cPD6TZs7OrvLyisEqrGlsbywoHb02Jim56GhtX3RsneryhKnn3h8RJwV9/6O+l27dpclyqMFBftbDiDVcUrNlLziPi8sX5bvxYJIYOiUMQPKy0YP7s9djfvO+8/bdjWlZs/51gXnnIi0c8rhnyEggAMs4Sw8ApqSsdHb5sxfsuztZ5+4q3bMgHfWNVx+3f0jjun/0/uvLi7KFxGAgBBWCZSXt2T5B1fdcs93L/rG9d/5YibrLrhy7raGusW/fbBvSbFzDkcgkcqYmTfN21K3dcHcWbU11TmTBkgQhymyNeW++PXrJY2nHrtt9PAil3OOHkgcpj+m8HesKFBBHGkVHEBrxVqHT4iAVH59MhkE8aqKBMXiMJK5kK988OH+rB1VVnHC6P5OZVZs3rV2+56hfRMnTK1Z/Ob7ffsUHTt2jO9gKR+1NC9fv/HU6TO6D7atT9afeeopxSZUxN4e+5eXXz+xduzwqhKn1ItvrNJ5RScfOzGQ9Hsbd+7Zt/e0k44riHk+pSOdbmjYM7T/oEgkZqne+GBNqKMdzU3Hjhs9vH/fprbWF95+/4RJE6v7Vmhl0i67dUdDVbwsnihdumblpNHjSvMKhCFESBuDMLn3wOnnXNkTqvvvm/nvJ09hBkY7HJ2IIg5xgCWdgwZEUzI2etuc+a++/s6vfnZ3zai+3YZ33P3kkkVvPXjP9885bbykrbi40ZbIUmezLu/WHz6+ev3GRx/+4aTqsp6MnH/VvTt2bnvpuXmViULnHI5AIpUxM2+at6Vu64K5s2prqnMmDZAgDtOKycaur3z7ttLC4j8+PTuIpQ18z/hQxtKKCtZv2L55xx4qjV5W0Qk9ETon2ok1U8aNGDmskpYCLQwJCBSVX59MBkG8qiJBsTiMZI9Rr63+ML+kpG337rNmTAlhXl21qbikhLme4cOGv/T68i+fOLFfYT6MOMJpvrxhZ2V5vwjdsg/WjakeEjeh05GWbK6pef8ZteP6F0Zy8P+0Ym00VnjalPHKdf7ujQ/6VVacMHHUweZ9+/Y1phH1PX9IRVlBYfHutu7VazfMOGFafXJfy4Hms0+atnH9up2tHV88+fioSe1sSB7M2dALhiRKCvsU/+mNt6NKxXzfAmLDgVX9xg/tz5172848d2ZXJnzwvmv+/cSpDF1OOxwVIQqH0AEh6AQeRDQlY6O3zZn/2usrnnn83jFj+grdynUNl1155/HHT50351uF4ltTmI1kISEDs2pDw/evfvjzp06/9caL8hj2hN4FV89u2F6/ZOH88tLAOYcjkEhlzMyb5m2p27pg7qzamuqcSQMkCICkVtyWPPC1i28vr6h44cnZQSTdo6N52QiYCVUIr/jeB37++K/+pHwfvSxBwHeks86HE3vL1Zde9u0zkREnEadTChBoKr8+mQyCeFVFgmJxGIlu5y19d82IYUPrt27pX9VXlHegvauqrKi5sXH42JrFr7x2zozJfcv6OIE4Z517deWmIcdU+eRrqzYNHlCRR2nuzH3U1nzKCbUjSwvjYSar/edXro37+WdMHu/QufCNNYnCwlOnT2xtbdm1vyWLYPeO7dNGDxo0ePCi5Wt62jsmj6re2xWu27Tj3FOOzfS0rW/46IunTo9Kbufe5pacbmxsGVigxo8bs2TF+sGDBhTnRZyItq44iBbl+fxoX8vZX76ypTt84N7vn3vSZIbGKME/IcQhFMABTqABpykZG71tzvylb7z9zOP3jRvd37lsKhe74fZ5K1duePKnt04dU21Ca/wsqA3UPQ898eILbz7y8N21U4Z5JpMy/gVXz27YXr9k4fzy0sA5hyOQSGXMzJvmbanbumDurNqa6pxJAyQIgB9Dy8HMl755vaP/hyfu7l/udSsdCz0wFO2MxN5fVbdxc73SCr0sQaHnRGu1e/+B3/1p0fcvv+jSb50pGSeMOpVSgEBT+fXJZBDEqyoSFIvDSPYYeW3FqlFjxlpw1ZoNvu9PGT86l+pqatw3bfpxS19fDkrttFrf90Swe/fuzVt3nDmjtq21ec32xjNOnVHIMGPc8jUbciacMXlCEeE89cKKdwv9/M9PmeB0ZnWyde2a9SceX1uWKKXnf7S/9e033zr9+CmRaOTVFWsGDegX9yWrgn1NLXk006ZOWPru2mH9K0ZWH8NI0JIOl7/zwfCyvJpxY5a8t6Fm7MjKfF/ZnBbnU6g9dnR03D7758/+4fWrr/nPay/7CjIZ0finHAARAlDUDlA0gMuayG13Llj6xvJnHr9v/KiBzqSVl79k2Zqbbpt77hmn3HHzd3yvS+icjmytb73s8hsnjh953503xyLakzBt/Auunt2wvX7JwvnlpYFzDkcgkcqYmTfN21K3dcHcWbU11TmTBkgQh5Hs6sl+7eIbd+w5+POH7ji5dmgazhcPMEI4aMWYUgQEvQQERInzI7Fnf//K7bMfvPHayy6+8AzJikjE6ZQCBJrKr08mgyBeVZGgWBxGMh3aVes3Dhg8tKS84o3l73mU04+d3Li/af+BpskTJnZ2d72zdmMmtEoRAicyaezYoRUFH+1u2LK347ipE/KQckod7DZvv79qxPChQwf0I/nmujUFKjp9zMicZ1IusnHT9l179gZBHiBO4Htq1NDBjY37nfanTKqhzTntd3R0rlzx9tSpU0LGNnzwgTM55fmh8iwjo/sVjBha/dKKDdl0d37Eo8A5268iMXFkNXu6D/76d+/e/KMF02eMeOyhm4ujvhWLoxLQQAgorSJhzhox0SjhbNZGb7tzwdI33nz6iftrRgyWME3lHUzZ791w/56G5ofnXjdxfALWC8lHFyx66unn7737ijNOrnVGeTBp411w9eyG7fVLFs4vLw2cczgCiVTGzLxp3pa6rQvmzqqtqc6ZNECCOIyEtZh13+NPP//aLVd889pLvtQTppXyCBCHOIAQ/D2hBpyGscx76JHnHvv5c7ffcMklF57hMk4k4nRKAQJN5dcnk0EQr6pIUCx6WaAnm/P9iPZ0JpPRzhVEoikDI8yPaJ+2U9DZ3ROGRimdl5eXH8sLTLdY0+GCvIj20RNSQaKZXE4kF4v6wkinywbGFms/6wssDLyOjMuGVjsTz48oTXEShqHn6WgkpgSAAOjpSUWiMR2J5rK5VLrHWedFIjovHjcdUV83ZTyTy3hQFh4ovoc+gc9UT0t9MnPFf/14d+PWu394xb+deZLLZUHBxxSg8PdECAs6UKcysmD+L1ta9l92yfmDBg3IWv/WOY8ufWP500/cVzNiIMOckBLxF/7pzR/96LFvXHjOjf/1H1Hn7Wpp/t5VDySKyx968HsleZ51ngebNt4FV89u2F6/ZOH88tLAOYcjkEhlzMyb5m2p27pg7qzamuqcSQMkiF6e7y9atvqKG+4bdUzfn827raqqjwmdEgVQ6EARECB60QngVMSv39V2zQ0PfVjX8IObLrrkwtNdxopEnU4rQKCp/PpkMgjiVRUJikUvBwGpXSgwnlLKiogX0helPTFacjmtLJUW8SlGtHFe1OUICb0CIhTXbaCVRLWik7TWCCVqlMtzzrPI+IjlMgYRo/OhPE8MJGOdgdY4RJwSDdEQSxF6vrUOFChFpcVZAKHSMdOl4TJ+IcV6zlEUKFaso2Z7ZyNY8NNHXpz36JM104Y+eNdNw/qVZW0XIZAonK8g+ARpBZ5DxPvDi2/N+uGjfRMF8+f9YMSIwalQbp0zb+kbK5554t6aUZUIaaHohQeaey65ak5n1j356J0jBxQ/+edl99/38O3fn/n1L59lcllRyodNGe+Cq2c3bK9fsnB+eWngnMMRSKQyZuZN87bUbV0wd1ZtTXXOpAESxN9oNndnr7/lv9966/2rLv/KNTO/Elg6C1HKKhGQQgrRy7M5rb0OBHfN+8XC3yymVbfccOHF3/qcy4QieU7lFJxAUfn1yWQQxKsqEhSLXjlY7cR3SEWUgY4YioKCg3OAkDCEVZF8CSO57rQuNMqPiKWFaIY0GqEH5hB1SosNlRjxvIjSCF0oCDWizomjg1ZQGiBDpcSJAPwYIIJDCDiIIgGICEgcJoCCACJQ+JhQcIgAINnV1qw9v6kjc9UNc958f+PnP/e5O26YOeiYUjFddIZCQhF/JYDTsZzRr7/5wT0P/Hd7T9cPbrr6vC98jjRZx1vn/GTpG+8888S9NaMqECoHLTqtVfyJZxc98PAT111zyflf+vxF35/dcbDt6Ufu7FdaYJ1x9CKQlPEuuHp2w/b6JQvnl5cGzjkcgUQqY2beNG9L3dYFc2fV1lTnTBogQfRyLqcjkXfX7L7x1rktrftvuPbi879yVhDRzmZFcoRTognirwgdHEyZpxY+/7Onnps8YXrdxi3fveS8Sy461WVCkTynQgUrUFR+fTIZBPGqigTF4jCSezp7Nm3ZZbOuDcaLxgpFVVYUFxUXfbipztNaidMudH7eyIEVg/sWr9i6N9D+hCEDYCy02t3WfOBA47iRo9t6zKZtO0wuQ4jzYyMGD4oH+Rs2bUrZsDO0npJ8JSXxvAmjR0cpGoLPCHtaOsGMy8OKtdvvmP3U1vr906aMuvjCrx47aUSikBQr8AACIBFa03Cg/fk/vrnw2cVOsldec8E3zjvHs0Yrm7H61jmPLn3jnWd+dk/NyEqEFHpOpX2Vv21X8zU3zirIj599xmkPP/LMd771H5df9O+UtKNxiESFKeNdcM2PGuq3L1k4v7w0cM7hCCRSGTPzpnlbtmxb8OAdtROqcyYNkCA+kSMsdGLh82/d/+MFaZP58pdP+fpX/616YN/Ad5QcnSY8EASMMdv2tD/+yz+++Oc/TKiZ8J0LvzPnhw9++1tfvvTbp0rWiOQ5FSpYgaLy65PJIIhXVSQoFoeRaM+F7Z3Zrm6zZOV7E2rGDS8pjgdsau/ZunPP2DGjaHKe9rbva2ve13DuOae88Pba0kjkzMljEeac52/4aF/9jvrTTzrxndUf5sCxo4Z64g60NGcOto8bPqwn05128uLK7WXF8eNGDYzTJgqLlAIo+Iyws7VDmLM6FC9/w4eND/3kFyvefz8ezZsyYdzJx08eNao6khcXiAj279+3bv3Gt1as3ra1YdjgId+99IKzv3CCpyxsTiuXdbFbfvToq6+/88zP7q4ZVclQOXqiM8pFrPLmP/ns408szMsvLSst+vG9t40YVG5sypGOflRcKvTOv+ZHDfX1Ly+cX16W55zDEUikMuayG+dtqdvy+Nwf1E6ozpk0QILoJXBCp8RzCF5dvvqBeY9vT+7oW1l22qkzJowbNWBAla8iBAHs3bt37dq1r721cl/TgROnj7/humvI2De+edWlF3390otORdYI8p0KFaxAUfn1yWQQxKsqEhSLXqJyUeW3dcpvlr5y4rGTJ/Ythctu2NW8u7Vn+tQpnuRCHTR1p99dtuzcM05c/N6m4ph/1qRROpcOveiqPW07d277wgnT3lq5DpHooAFVPm1RXqQkFouJ0drmlHp6yaYBpSVnTBrmh1njGHpwyuEzwrb2VgEhGkLfU3tb2/6w+M2//PmtXclmE2YLivN11AcgIj09Pel0tiJRcdYZ07/ybzPGDh+orQrFQIWaLm1id9z1+OvL3ntywezxIytplG2u1y8AAAVHSURBVIN2Kkuntedt3r7rqmvv3L235/JL/v3q757v2RwoBhEhoghTRn/r2rsatm9f9OwjZaWBcw5HIJHKhJff/NP6bfWP3n/rlJohOZMBSBC9DLWhikhauVC8YPOOxhf+suKlJa83HmgSzYKiIg8+QRLd3d3ZbG5E9cCvf+m0c844rrQ88WH9/osvu+HiC792yYWfQ+hEAqeMghUoKr8+mQyCeFVFgmLRyzGnGWnu4nOvvXbStAkTKvs4yPq9Ha+vqivvUxSTVE8ul4FfXVFy4sQxi95eF0QjZ04d42e7s37w/t6Ondu3fOnEya09uY2b622YCa3pSJuBZaVTx4wIoszR/fqVVQMT8c9PGkZrswiE1LT4jLCtow2iKEoRIkb52orf2tq1fkPd1m31dVu3dYdCpUgMGjxkxLChU8aMHNg/4XtGTEhRDgQNAAdv44fbmw60TKsdXxSPEnRCKgchyNDYD9bWHWzvmTJpdGmiUDknoECBULBG1PtrPuzp6p5x7OQg8EUE/wOxVlat39bd1TV5wuiS4rgTB4AgejkoR2oJCSug50ezoWpsbP1g7YYt23Ykkx8JPCdQWoYOGzJmzKgpE8b0S+SJC0WkoyezctX6wQP7Dxncl04ALRRCBKTy65PJIIhXVSQoFn8jBozuT6vnX3n15NpxY/r1cfA27e3Ytqdp8uhh+chu2bVn976mU2YcV1pU8MZb73mef0ptjWdS4vkbdjXv2b39tOljjVOeF6WDodfY41a9u2LK2JGD+peF1jy7dOUxifjnJw2lNRnmA/Bg8Rlhe3s7/hEBKiqlCKSy2Zx4AA+JRCKep2kycFYEf09EAGittNZhaKy1SimS6CUinqcBOOdEcCSlCMA5wT+lCCpljCWJ/zshRGmP8JxFOhM65QkB2mjUVxowOTpBL8/Tzjongk+IgFR+fTIZBPGqigTFopcWK/QbU/jzS0tOqh038phyEVW3p233/pZTjp0Uc6kUYus3bWls3H/CCce1tbW9vXrDuPHjSgqi1ti1m7YdU1UxcmDl2++u7JMorehbpbXX2tyys37LSdNr+yYKrbW/XLqqqiR+5tRRMCaHmChRcPiMsL29HUfhnCOptQLgnEAEh5D4nzjnAJBEL5LoJYfxMByFcw6AUgpH55wDwMPwfyMi+CsC1NpzEKETOCcOIhRoaAAiQlJE0IskPiYCUvn1yWQQxKsqEhSLXrQG8DqsWvfhpmGD+/YrKRRRe1u7OnoywwZWeZI1jGaNW7dubXlZ+ZDqwRuTHyU/+siGWZKlFZU1I4bnQTW2tm3YVt8dGjpXrGTMsOp+laUerTh5Z0tDSX5szIByJWIREYJ0+Iywvb0dRyEiJCgWf0UAQgUQRxARkgBEhCT+90iKCP4pESGJ/x0BBRBABA4ghCAhFFCB+DsiQhKfEAGp/PpkMgjiVRUJikUv5RygQnqiSBiKJejgOSolRsM5ahEqrZx1oGhlhLACUik6nTNaaJUy2gupBPQdFUScJQRATvtKrOeMFkCUI0B8Vtje3o6jE0AEANFLUfD/EgIOtIABHKAhHqAgGtCABR3+GRGQyq9PJoMgXlWRoFj0okBBBOIAS4JUAooAgkOoIA6fEE9CR2VUBCKeZBWMkALl4AEKIERICBRAAQQOFIqiUAECCPFZYXt7O45OAAEB4q9EQfD/EgIOcIAFHOBBNKAADRCwoMM/IwIq5dXv2BmLBf2rKuEs/kagIIAIYEmABAihOCEFiuIIwSfo6Bn4ADxkAWtJghBFkCKEISBUAAQkLACBopCAQEDiM/J/APo0DB86ixlSAAAAAElFTkSuQmCC"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/34",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/211"
        },
        {
          "$ref": "#/texts/212"
        },
        {
          "$ref": "#/texts/213"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
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            {
              "confidence": 4.634915967471898e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.2041259651596192e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 22,
          "bbox": {
            "l": 604.6505737304688,
            "t": 558.8628921508789,
            "r": 772.5255126953125,
            "b": 525.4208831787109,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 34.0
        },
        "uri": 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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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          ]
        }
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    },
    {
      "self_ref": "#/pictures/35",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/219"
        },
        {
          "$ref": "#/texts/220"
        },
        {
          "$ref": "#/texts/221"
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      ],
      "content_layer": "body",
      "meta": {
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            },
            {
              "confidence": 4.634915967471898e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.2041259651596192e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 23,
          "bbox": {
            "l": 604.5667114257812,
            "t": 558.7755584716797,
            "r": 772.6766357421875,
            "b": 525.4887619018555,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 34.0
        },
        "uri": 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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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          ]
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    },
    {
      "self_ref": "#/pictures/36",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/240"
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        {
          "$ref": "#/texts/241"
        },
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      "content_layer": "body",
      "meta": {
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            {
              "confidence": 5.197925929678604e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.6495068848598748e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 24,
          "bbox": {
            "l": 604.6863403320312,
            "t": 558.7620391845703,
            "r": 772.5859985351562,
            "b": 525.5313262939453,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 168.0,
          "height": 33.0
        },
        "uri": 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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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          ]
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    },
    {
      "self_ref": "#/pictures/37",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/284"
        },
        {
          "$ref": "#/texts/285"
        },
        {
          "$ref": "#/texts/286"
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      ],
      "content_layer": "body",
      "meta": {
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              "confidence": 8.852342034515459e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.8876970671044546e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 25,
          "bbox": {
            "l": 604.6376953125,
            "t": 558.7520446777344,
            "r": 772.4285278320312,
            "b": 525.5081558227539,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 167.0,
          "height": 33.0
        },
        "uri": 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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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          ]
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      ]
    },
    {
      "self_ref": "#/pictures/38",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/290"
        },
        {
          "$ref": "#/texts/291"
        },
        {
          "$ref": "#/texts/292"
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      ],
      "content_layer": "body",
      "meta": {
        "classification": {
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            },
            {
              "confidence": 1.8876970671044546e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 26,
          "bbox": {
            "l": 604.6576538085938,
            "t": 558.8035316467285,
            "r": 772.4801025390625,
            "b": 525.5700378417969,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
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          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 167.0,
          "height": 33.0
        },
        "uri": 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            "text": "$684 / 22%",
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            "text": "$419 / 13%",
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