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      "text": "See5G device,coverage,and access details at T-Mobile.com.Ookla awards:Based on analysis by Ooklaof Speedtest Intelligence\u00b0data forthe U.S.,1H 2024.Ookla trademarks used under license and reprinted with permission.Opensignal Awards: USA:Mobile Network Experience Report July 2024,based on independent analysis of mobile measurements recorded during the period March 1-May 29,2024.@ 2024 Opensignal Limited."
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      "orig": "Operating and financial measures are utilized by T-Mobile's management to evaluate its operating performance and, in certain cases, its ability to meet liquidity requirements. Although companies in the wireless industry may not define measures in precisely the same way, T-Mobile believes the measures facilitate key operating performance comparisons with other companies in the wireless industry to provide management, investors and analysts with useful information to assess and evaluate past performance and assist in forecasting future performance.",
      "text": "Operating and financial measures are utilized by T-Mobile's management to evaluate its operating performance and, in certain cases, its ability to meet liquidity requirements. Although companies in the wireless industry may not define measures in precisely the same way, T-Mobile believes the measures facilitate key operating performance comparisons with other companies in the wireless industry to provide management, investors and analysts with useful information to assess and evaluate past performance and assist in forecasting future performance."
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      "orig": "1. Account - A billing account number that generates revenue. Postpaid accounts generally consist of customers that are qualified for postpaid service utilizing phones, High Speed Internet modems, mobile internet devices, including tablets and hotspots, wearables, DIGITS or other connected devices, including SyncUP and IoT, where they generally pay after receiving service.",
      "text": "Account - A billing account number that generates revenue. Postpaid accounts generally consist of customers that are qualified for postpaid service utilizing phones, High Speed Internet modems, mobile internet devices, including tablets and hotspots, wearables, DIGITS or other connected devices, including SyncUP and IoT, where they generally pay after receiving service.",
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      "text": "Customer - A SIM number with a unique T-Mobile identifier which is associated with an account that generates revenue. Customers are qualified either for postpaid service utilizing phones, High Speed Internet modems, mobile internet devices, including tablets and hotspots, wearables, DIGITS or other connected devices, including SyncUP and IoT, where they generally pay after receiving service, or prepaid service, where they generally pay in advance of receiving service.",
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      "text": "Churn - The number of customers whose service was deactivated as a percentage of the average number of customers during the specified period further divided by the number of months in the period. The number of customers whose service was deactivated is presented net of customers that subsequently have their service restored within a certain period of time and excludes customers who received service for less than a certain minimum period of time.",
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      "text": "Postpaid Average Revenue Per Account (Postpaid ARPA) -Average monthly postpaid service revenue earned per account. Postpaid service revenues for the specified period divided by the average number of postpaid accounts during the period, further divided by the number of months in the period.",
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      "orig": "Average Revenue Per User (ARPU) - Average monthly service revenue earned per customer. Service revenues for the specified period divided by the average number of customers during the period, further divided by the number of months in the period.",
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      "orig": "Service revenues - Postpaid, including handset insurance, prepaid, wholesale and other service revenues.",
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      "orig": "5. Cost of services - Costs directly attributable to providing wireless service through the operation of T-Mobile's network, including direct switch and cell site costs, such as rent, network access and transport costs, utilities, maintenance, associated labor costs, long distance costs, regulatory program costs, roaming fees paid to other carriers and data content costs.",
      "text": "Cost of services - Costs directly attributable to providing wireless service through the operation of T-Mobile's network, including direct switch and cell site costs, such as rent, network access and transport costs, utilities, maintenance, associated labor costs, long distance costs, regulatory program costs, roaming fees paid to other carriers and data content costs.",
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      "orig": "Cost of equipment sales - Costs of devices and accessories sold to customers and dealers, device costs to fulfill insurance and warranty claims, write-downs of inventory related to shrinkage and obsolescence, and shipping and handling costs.",
      "text": "Cost of equipment sales - Costs of devices and accessories sold to customers and dealers, device costs to fulfill insurance and warranty claims, write-downs of inventory related to shrinkage and obsolescence, and shipping and handling costs.",
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      "orig": "Selling, general and administrative expenses - Costs not directly attributable to providing wireless service for the operation of sales, customer care and corporate activities. These include all commissions paid to dealers and retail employees for activations and upgrades, labor and facilities costs associated with retail sales force and administrative space, marketing and promotional costs, customer support and billing, bad debt expense and administrative support activities.",
      "text": "Selling, general and administrative expenses - Costs not directly attributable to providing wireless service for the operation of sales, customer care and corporate activities. These include all commissions paid to dealers and retail employees for activations and upgrades, labor and facilities costs associated with retail sales force and administrative space, marketing and promotional costs, customer support and billing, bad debt expense and administrative support activities.",
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      "orig": "6. Net income margin - Net income divided by Service revenues.",
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      "orig": "7. Adjusted EBITDA and Core Adjusted EBITDA - Adjusted EBITDA represents earnings before Interest expense, net of Interest income, Income tax expense, Depreciation and amortization, stock-based compensation and Special Items. Core Adjusted EBITDA represents Adjusted EBITDA less device lease revenues. Core Adjusted EBITDA and Adjusted EBITDA are non-GAAP financial measures utilized by TMobile's management to monitor the financial performance of our operations. T-Mobile historically used Adjusted EBITDA and T-Mobile currently uses Core Adjusted EBITDA internally as a measure to evaluate and compensate its personnel and management for their performance. T-Mobile uses Adjusted EBITDA and Core Adjusted EBITDA as benchmarks to evaluate its operating performance in comparison to competitors. Management believes analysts and investors use Core Adjusted EBITDA and Adjusted EBITDA as supplemental measures to evaluate overall operating performance and to facilitate comparisons with other wireless communications services companies because they are indicative of T-Mobile's ongoing operating performance and trends by excluding the impact of Interest expense from financing, non-cash depreciation and amortization from capital investments, non-cash stock-based compensation and Special Items. Management believes analysts and investors use Core Adjusted EBITDA because it normalizes for the transition in the company's device financing strategy, by excluding the impact of device lease revenues from Adjusted EBITDA, to align with the related depreciation expense on leased devices, which is excluded from the definition of Adjusted EBITDA. Core Adjusted EBITDA and Adjusted EBITDA have limitations as analytical tools and should not be considered in isolation or as a substitute for Income from operations, Net income or any other measure of financial performance reported in accordance with U.S. Generally Accepted Accounting Principles ('GAAP').",
      "text": "Adjusted EBITDA and Core Adjusted EBITDA - Adjusted EBITDA represents earnings before Interest expense, net of Interest income, Income tax expense, Depreciation and amortization, stock-based compensation and Special Items. Core Adjusted EBITDA represents Adjusted EBITDA less device lease revenues. Core Adjusted EBITDA and Adjusted EBITDA are non-GAAP financial measures utilized by TMobile's management to monitor the financial performance of our operations. T-Mobile historically used Adjusted EBITDA and T-Mobile currently uses Core Adjusted EBITDA internally as a measure to evaluate and compensate its personnel and management for their performance. T-Mobile uses Adjusted EBITDA and Core Adjusted EBITDA as benchmarks to evaluate its operating performance in comparison to competitors. Management believes analysts and investors use Core Adjusted EBITDA and Adjusted EBITDA as supplemental measures to evaluate overall operating performance and to facilitate comparisons with other wireless communications services companies because they are indicative of T-Mobile's ongoing operating performance and trends by excluding the impact of Interest expense from financing, non-cash depreciation and amortization from capital investments, non-cash stock-based compensation and Special Items. Management believes analysts and investors use Core Adjusted EBITDA because it normalizes for the transition in the company's device financing strategy, by excluding the impact of device lease revenues from Adjusted EBITDA, to align with the related depreciation expense on leased devices, which is excluded from the definition of Adjusted EBITDA. Core Adjusted EBITDA and Adjusted EBITDA have limitations as analytical tools and should not be considered in isolation or as a substitute for Income from operations, Net income or any other measure of financial performance reported in accordance with U.S. Generally Accepted Accounting Principles ('GAAP').",
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      "orig": "8. Special Items - Certain expenses, gains, and losses which are not reflective of our ongoing performance. Special Items include Mergerrelated costs (gain), net, (Gain) loss on disposal groups held for sale, certain legal-related recoveries and expenses, restructuring costs not directly attributable to the Merger (including severance), and other non-core gains and losses.",
      "text": "Special Items - Certain expenses, gains, and losses which are not reflective of our ongoing performance. Special Items include Mergerrelated costs (gain), net, (Gain) loss on disposal groups held for sale, certain legal-related recoveries and expenses, restructuring costs not directly attributable to the Merger (including severance), and other non-core gains and losses.",
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      "text": "Adjusted EBITDA margin and Core Adjusted EBITDA margin - Adjusted EBITDA margin is calculated as Adjusted EBITDA divided by Service revenues. Core Adjusted EBITDA margin is calculated as Core Adjusted EBITDA divided by Service revenues. Adjusted EBITDA margin and Core Adjusted EBITDA margin are non-GAAP financial measures utilized by T-Mobile's management to monitor the financial performance of our operations.",
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      "orig": "10. Net cash provided by operating activities margin - Net cash provided by operating activities margin is calculated as Net cash provided by operating activities divided by Service revenues.",
      "text": "Net cash provided by operating activities margin - Net cash provided by operating activities margin is calculated as Net cash provided by operating activities divided by Service revenues.",
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      "orig": "11. Adjusted Free Cash Flow - Net cash provided by operating activities less cash payments for purchases of property and equipment, plus proceeds from sales of tower sites and proceeds related to beneficial interests in securitization transactions and less Cash payments for debt prepayment or debt extinguishment costs. Adjusted Free Cash Flow is utilized by T-Mobile's management, investors, and analysts of our financial information to evaluate cash available to pay debt, repurchase shares, pay dividends and provide further investment in the business.",
      "text": "Adjusted Free Cash Flow - Net cash provided by operating activities less cash payments for purchases of property and equipment, plus proceeds from sales of tower sites and proceeds related to beneficial interests in securitization transactions and less Cash payments for debt prepayment or debt extinguishment costs. Adjusted Free Cash Flow is utilized by T-Mobile's management, investors, and analysts of our financial information to evaluate cash available to pay debt, repurchase shares, pay dividends and provide further investment in the business.",
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      "orig": "This communication includes forward-looking statements within the meaning of the Private Securities Litigation Reform Act of 1995. All statements other than statements of historical fact, including information concerning T-Mobile US, Inc.'s future results of operations, are forward-looking statements. These forward-looking statements are generally identified by the words 'anticipate,' 'believe,' 'estimate,' 'expect,' 'intend,' 'may,' 'could' or similar expressions. Forward-looking statements are based on current expectations and assumptions, which are subject to risks and uncertainties and may cause actual results to differ materially from the forward-looking statements. Important factors that could affect future results and cause those results to differ materially from those expressed in the forward-looking statements include, among others, the following: competition, industry consolidation and changes in the market for wireless communications services and other forms of connectivity; criminal cyberattacks, disruption, data loss or other security breaches; our inability to take advantage of technological developments on a timely basis; our inability to retain or motivate key personnel, hire qualified personnel or maintain our corporate culture; system failures and business disruptions, allowing for unauthorized use of or interference with our network and other systems; the scarcity and cost of additional wireless spectrum, and regulations relating to spectrum use; the impacts of the actions we have taken and conditions we have agreed to in connection with the regulatory proceedings and approvals of the Transactions (as defined below), including the acquisition by DISH Network Corporation ('DISH') of the prepaid wireless business operated under the Boost Mobile and Sprint prepaid brands (excluding the Assurance brand Lifeline customers and the prepaid wireless customers of Shenandoah Personal Communications Company LLC and Swiftel Communications, Inc.), including customer accounts, inventory, contracts, intellectual property and certain other specified assets, and the assumption of certain related liabilities (collectively, the 'Prepaid Transaction'), the complaint and proposed final judgment agreed to by us, Deutsche Telekom AG ('DT'), Sprint Corporation, now known as Sprint LLC ('Sprint'), SoftBank Group Corp. ('SoftBank') and DISH with the U.S. District Court for the District of Columbia, which was approved by the Court on April 1, 2020, the proposed commitments filed with the Secretary of the Federal Communications Commission ('FCC'), which we announced on May 20, 2019, certain national security commitments and undertakings, and any other commitments or undertakings entered into, including, but not limited to, those we have made to certain states and nongovernmental organizations (collectively, the 'Government Commitments'), and the challenges in satisfying the Government Commitments in the required time frames and the significant cumulative costs incurred in tracking and monitoring compliance over multiple years; adverse economic, political or market conditions in the U.S. and international markets, including changes resulting from increases in inflation or interest rates, supply chain disruptions and impacts of geopolitical instability, such as the Ukraine-Russia war and Israel-Hamas war; sociopolitical volatility and polarization; our inability to manage the ongoing commercial services arrangements entered into in connection with the Prepaid Transaction, and known or unknown liabilities arising in connection therewith; the timing and effects of any future acquisition, divestiture, investment, or merger involving us, including our inability to obtain any required regulatory approval necessary to consummate any such transactions; any disruption or failure of our third parties (including key suppliers) to provide products or services for the operation of our business; our substantial level of indebtedness and our inability to service our debt obligations in accordance with their terms; changes in the credit market conditions, credit rating downgrades or an inability to access debt markets; the risk of future material weaknesses we may identify, or any other failure by us to maintain effective internal controls, and the resulting significant costs and reputational damage; any changes in regulations or in the regulatory framework under which we operate; laws and regulations relating to the handling of privacy and data protection; unfavorable outcomes of and increased costs from existing or future regulatory or legal proceedings; difficulties in protecting our intellectual property rights or if we infringe on the intellectual property rights of others; our offering of regulated financial services products and exposure to a wide variety of state and federal regulations; new or amended tax laws or regulations or administrative interpretations and judicial decisions affecting the scope or application of tax laws or regulations; our wireless licenses, including those controlled through leasing agreements, are subject to renewal and may be revoked; our exclusive forum provision as provided in our Certificate of Incorporation; interests of DT, our controlling stockholder, which may differ from the interests of other stockholders; the dollar amount authorized for our 2023-2024 Stockholder Return Program may not be fully utilized, and our share repurchases and dividend payments pursuant thereto may fail to have the desired impact on stockholder value; future sales of our common stock by DT and SoftBank and our inability to attract additional equity financing outside the United States due to foreign ownership limitations by the FCC; and other risks as disclosed in our most recent annual report on Form 10-K, 10-Q and other filings with the Securities and Exchange Commission. Given these risks and uncertainties, readers are cautioned not to place undue reliance on such forward- looking statements. We undertake no obligation to revise or publicly release the results of any revision to these forward-looking statements, except as required by law.",
      "text": "This communication includes forward-looking statements within the meaning of the Private Securities Litigation Reform Act of 1995. All statements other than statements of historical fact, including information concerning T-Mobile US, Inc.'s future results of operations, are forward-looking statements. These forward-looking statements are generally identified by the words 'anticipate,' 'believe,' 'estimate,' 'expect,' 'intend,' 'may,' 'could' or similar expressions. Forward-looking statements are based on current expectations and assumptions, which are subject to risks and uncertainties and may cause actual results to differ materially from the forward-looking statements. Important factors that could affect future results and cause those results to differ materially from those expressed in the forward-looking statements include, among others, the following: competition, industry consolidation and changes in the market for wireless communications services and other forms of connectivity; criminal cyberattacks, disruption, data loss or other security breaches; our inability to take advantage of technological developments on a timely basis; our inability to retain or motivate key personnel, hire qualified personnel or maintain our corporate culture; system failures and business disruptions, allowing for unauthorized use of or interference with our network and other systems; the scarcity and cost of additional wireless spectrum, and regulations relating to spectrum use; the impacts of the actions we have taken and conditions we have agreed to in connection with the regulatory proceedings and approvals of the Transactions (as defined below), including the acquisition by DISH Network Corporation ('DISH') of the prepaid wireless business operated under the Boost Mobile and Sprint prepaid brands (excluding the Assurance brand Lifeline customers and the prepaid wireless customers of Shenandoah Personal Communications Company LLC and Swiftel Communications, Inc.), including customer accounts, inventory, contracts, intellectual property and certain other specified assets, and the assumption of certain related liabilities (collectively, the 'Prepaid Transaction'), the complaint and proposed final judgment agreed to by us, Deutsche Telekom AG ('DT'), Sprint Corporation, now known as Sprint LLC ('Sprint'), SoftBank Group Corp. ('SoftBank') and DISH with the U.S. District Court for the District of Columbia, which was approved by the Court on April 1, 2020, the proposed commitments filed with the Secretary of the Federal Communications Commission ('FCC'), which we announced on May 20, 2019, certain national security commitments and undertakings, and any other commitments or undertakings entered into, including, but not limited to, those we have made to certain states and nongovernmental organizations (collectively, the 'Government Commitments'), and the challenges in satisfying the Government Commitments in the required time frames and the significant cumulative costs incurred in tracking and monitoring compliance over multiple years; adverse economic, political or market conditions in the U.S. and international markets, including changes resulting from increases in inflation or interest rates, supply chain disruptions and impacts of geopolitical instability, such as the Ukraine-Russia war and Israel-Hamas war; sociopolitical volatility and polarization; our inability to manage the ongoing commercial services arrangements entered into in connection with the Prepaid Transaction, and known or unknown liabilities arising in connection therewith; the timing and effects of any future acquisition, divestiture, investment, or merger involving us, including our inability to obtain any required regulatory approval necessary to consummate any such transactions; any disruption or failure of our third parties (including key suppliers) to provide products or services for the operation of our business; our substantial level of indebtedness and our inability to service our debt obligations in accordance with their terms; changes in the credit market conditions, credit rating downgrades or an inability to access debt markets; the risk of future material weaknesses we may identify, or any other failure by us to maintain effective internal controls, and the resulting significant costs and reputational damage; any changes in regulations or in the regulatory framework under which we operate; laws and regulations relating to the handling of privacy and data protection; unfavorable outcomes of and increased costs from existing or future regulatory or legal proceedings; difficulties in protecting our intellectual property rights or if we infringe on the intellectual property rights of others; our offering of regulated financial services products and exposure to a wide variety of state and federal regulations; new or amended tax laws or regulations or administrative interpretations and judicial decisions affecting the scope or application of tax laws or regulations; our wireless licenses, including those controlled through leasing agreements, are subject to renewal and may be revoked; our exclusive forum provision as provided in our Certificate of Incorporation; interests of DT, our controlling stockholder, which may differ from the interests of other stockholders; the dollar amount authorized for our 2023-2024 Stockholder Return Program may not be fully utilized, and our share repurchases and dividend payments pursuant thereto may fail to have the desired impact on stockholder value; future sales of our common stock by DT and SoftBank and our inability to attract additional equity financing outside the United States due to foreign ownership limitations by the FCC; and other risks as disclosed in our most recent annual report on Form 10-K, 10-Q and other filings with the Securities and Exchange Commission. Given these risks and uncertainties, readers are cautioned not to place undue reliance on such forward- looking statements. We undertake no obligation to revise or publicly release the results of any revision to these forward-looking statements, except as required by law."
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      "orig": "T-Mobile  US,  Inc.  (NASDAQ: TMUS)  is America's  supercharged  Un-carrier,  delivering  an  advanced  4G  LTE  and  transformative  nationwide  5G network that will offer reliable connectivity for all. T-Mobile's customers benefit from its unmatched combination of value and quality, unwavering obsession with offering them the best possible service experience and undisputable drive for disruption that creates competition and innovation in wireless and beyond. Based in Bellevue, Wash., T-Mobile provides services through its subsidiaries and operates its flagship brands, T-Mobile, Metro by T-Mobile and Mint Mobile. For more information please visit: http://www.t-mobile.com.",
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      "orig": "We are not able to forecast Net income on a forward-looking basis without unreasonable efforts due to the high variability and difficulty in predicting certain items that affect GAAP Net income, including, but not limited to, Income tax expense and Interest expense. Core Adjusted EBITDA should not be used to predict Net income as the difference between this measure and Net income is variable.",
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      "orig": "Management uses Core Adjusted EBITDA as a measure to monitor the financial performance of our operations, excluding the impact of lease revenues from our related device financing programs. Our guidance ranges assume lease revenues of approximately $100 million for 2024.",
      "text": "Management uses Core Adjusted EBITDA as a measure to monitor the financial performance of our operations, excluding the impact of lease revenues from our related device financing programs. Our guidance ranges assume lease revenues of approximately $100 million for 2024."
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    {
      "self_ref": "#/texts/751",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "Capital expenditures means cash purchases of property and equipment, including capitalized interest.",
      "text": "Capital expenditures means cash purchases of property and equipment, including capitalized interest."
    },
    {
      "self_ref": "#/texts/752",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "Adjusted Free Cash Flow guidance does not assume any material net cash inflows from securitization in 2024.",
      "text": "Adjusted Free Cash Flow guidance does not assume any material net cash inflows from securitization in 2024."
    },
    {
      "self_ref": "#/texts/753",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "T-Mobile US, Inc. Condensed Consolidated Balance Sheets",
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    {
      "self_ref": "#/texts/754",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
      "prov": [],
      "orig": "(Unaudited)",
      "text": "(Unaudited)"
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    {
      "self_ref": "#/texts/755",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
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      "orig": "(in millions, except share and per share amounts)",
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    },
    {
      "self_ref": "#/texts/756",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "T-Mobile US, Inc. Condensed Consolidated Statements of Comprehensive Income",
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    {
      "self_ref": "#/texts/757",
      "parent": {
        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "(Unaudited)",
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      "self_ref": "#/texts/758",
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        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "(in millions, except share and per share amounts)",
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    {
      "self_ref": "#/texts/759",
      "parent": {
        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "T-Mobile US, Inc. Condensed Consolidated Statements of Cash Flows",
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    {
      "self_ref": "#/texts/760",
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        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "(Unaudited)",
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      "self_ref": "#/texts/761",
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      "orig": "(in millions)",
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    {
      "self_ref": "#/texts/762",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
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      "orig": "T-Mobile US, Inc. Condensed Consolidated Statements of Cash Flows (Continued)",
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    {
      "self_ref": "#/texts/763",
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      "orig": "(Unaudited)",
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      "self_ref": "#/texts/764",
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      "orig": "(in millions)",
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    {
      "self_ref": "#/texts/765",
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        "$ref": "#/body"
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      "orig": "T-Mobile US, Inc.",
      "text": "T-Mobile US, Inc."
    },
    {
      "self_ref": "#/texts/766",
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      "children": [],
      "content_layer": "body",
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      "orig": "Supplementary Operating and Financial Data (Unaudited)",
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    },
    {
      "self_ref": "#/texts/767",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "(in thousands)",
      "text": "(in thousands)"
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    {
      "self_ref": "#/texts/768",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "In the fourth quarter of 2023, we recognized an additional base adjustment to increase postpaid phone customers by 20,000 and increase postpaid other customers by 150,000 due to fewer customers than expected whose service was deactivated as a result of the network shutdowns.",
      "text": "In the fourth quarter of 2023, we recognized an additional base adjustment to increase postpaid phone customers by 20,000 and increase postpaid other customers by 150,000 due to fewer customers than expected whose service was deactivated as a result of the network shutdowns."
    },
    {
      "self_ref": "#/texts/769",
      "parent": {
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      "children": [],
      "content_layer": "body",
      "label": "footnote",
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      "orig": "In the second quarter of 2024, we acquired 3,504,000 prepaid customers through our acquisition of Ka'ena, which includes the impact of certain base adjustments to align the policies of Ka'ena and T-Mobile.",
      "text": "In the second quarter of 2024, we acquired 3,504,000 prepaid customers through our acquisition of Ka'ena, which includes the impact of certain base adjustments to align the policies of Ka'ena and T-Mobile."
    },
    {
      "self_ref": "#/texts/770",
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      "content_layer": "body",
      "label": "caption",
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      "orig": "Net customer additions (losses)",
      "text": "Net customer additions (losses)"
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    {
      "self_ref": "#/texts/771",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
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      "orig": "(in thousands)",
      "text": "(in thousands)"
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    {
      "self_ref": "#/texts/772",
      "parent": {
        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "footnote",
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      "orig": "In the fourth quarter of 2023, we recognized an additional base adjustment to increase postpaid phone customers by 20,000 and increase postpaid other customers by 150,000 due to fewer customers than expected whose service was deactivated as a result of the network shutdowns.",
      "text": "In the fourth quarter of 2023, we recognized an additional base adjustment to increase postpaid phone customers by 20,000 and increase postpaid other customers by 150,000 due to fewer customers than expected whose service was deactivated as a result of the network shutdowns."
    },
    {
      "self_ref": "#/texts/773",
      "parent": {
        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "footnote",
      "prov": [],
      "orig": "In the second quarter of 2024, we acquired 3,504,000 prepaid customers through our acquisition of Ka'ena, which includes the impact of certain base adjustments to align the policies of Ka'ena and T-Mobile.",
      "text": "In the second quarter of 2024, we acquired 3,504,000 prepaid customers through our acquisition of Ka'ena, which includes the impact of certain base adjustments to align the policies of Ka'ena and T-Mobile."
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    {
      "self_ref": "#/texts/774",
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      "orig": "Churn",
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      "orig": "Postpaid upgrade rate",
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      "self_ref": "#/texts/776",
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      "orig": "T-Mobile US, Inc.",
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      "self_ref": "#/texts/777",
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      "orig": "Supplementary Operating and Financial Data (Unaudited)",
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      "orig": "(in thousands)",
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    {
      "self_ref": "#/texts/779",
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      "orig": "Accounts, end of period",
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      "orig": "(in thousands)",
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    {
      "self_ref": "#/texts/781",
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      "orig": "High speed internet customers, end of period",
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    {
      "self_ref": "#/texts/782",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
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      "orig": "(in thousands)",
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    {
      "self_ref": "#/texts/783",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "High speed internet - net customer additions",
      "text": "High speed internet - net customer additions"
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    {
      "self_ref": "#/texts/784",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
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      "orig": "(in thousands)",
      "text": "(in thousands)"
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    {
      "self_ref": "#/texts/785",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "Device financing - equipment installment plans / leased devices",
      "text": "Device financing - equipment installment plans / leased devices"
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    {
      "self_ref": "#/texts/786",
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        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "(in millions)",
      "text": "(in millions)"
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    {
      "self_ref": "#/texts/787",
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        "$ref": "#/body"
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      "children": [],
      "content_layer": "body",
      "label": "caption",
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      "orig": "Operating measures",
      "text": "Operating measures"
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      "self_ref": "#/texts/788",
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        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "(in dollars)",
      "text": "(in dollars)"
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      "self_ref": "#/texts/789",
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      "children": [],
      "content_layer": "body",
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      "orig": "T-Mobile US, Inc. Supplementary Operating and Financial Data (continued)",
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      "self_ref": "#/texts/790",
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      "content_layer": "body",
      "label": "caption",
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      "orig": "(Unaudited)",
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      "self_ref": "#/texts/791",
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      "content_layer": "body",
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      "orig": "(in millions, except percentages)",
      "text": "(in millions, except percentages)"
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    {
      "self_ref": "#/texts/792",
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        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "Stockholder returns",
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      "self_ref": "#/texts/793",
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        "$ref": "#/body"
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      "orig": "(in millions, except share and per share amounts)",
      "text": "(in millions, except share and per share amounts)"
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    {
      "self_ref": "#/texts/794",
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        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "T-Mobile US, Inc. Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures",
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    {
      "self_ref": "#/texts/795",
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      "content_layer": "body",
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      "orig": "(Unaudited)",
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      "self_ref": "#/texts/796",
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      "orig": "(in millions, except percentages)",
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      "self_ref": "#/texts/797",
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      "orig": "Stock-based compensation includes payroll tax impacts and may not agree to stock-based compensation expense on the Condensed Consolidated Financial Statements. Additionally, certain stock-based compensation expenses associated with the Sprint Merger have been included in Merger-related costs (gain), net.",
      "text": "Stock-based compensation includes payroll tax impacts and may not agree to stock-based compensation expense on the Condensed Consolidated Financial Statements. Additionally, certain stock-based compensation expenses associated with the Sprint Merger have been included in Merger-related costs (gain), net."
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      "orig": "Merger-related costs (gain), net, for the three and six months ended June 30, 2024, includes the $100 million gain recognized for the extension fee previously paid by DISH associated with the DISH License Purchase Agreement.",
      "text": "Merger-related costs (gain), net, for the three and six months ended June 30, 2024, includes the $100 million gain recognized for the extension fee previously paid by DISH associated with the DISH License Purchase Agreement."
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      "self_ref": "#/texts/799",
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      "orig": "Legal-related (recoveries) expenses, net, consists of the settlement of certain litigation associated with the August 2021 cyberattack and is presented net of insurance recoveries.",
      "text": "Legal-related (recoveries) expenses, net, consists of the settlement of certain litigation associated with the August 2021 cyberattack and is presented net of insurance recoveries."
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      "orig": "Other, net, primarily consists of certain severance, restructuring and other expenses, gains and losses, including severance and related costs associated with the August 2023 workforce reduction, not directly attributable to the Merger which are not reflective of T-Mobile's core business activities and are, therefore, excluded from Adjusted EBITDA and Core Adjusted EBITDA.",
      "text": "Other, net, primarily consists of certain severance, restructuring and other expenses, gains and losses, including severance and related costs associated with the August 2023 workforce reduction, not directly attributable to the Merger which are not reflective of T-Mobile's core business activities and are, therefore, excluded from Adjusted EBITDA and Core Adjusted EBITDA."
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      "orig": "T-Mobile US, Inc.",
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      "orig": "Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures (continued) (Unaudited)",
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      "orig": "(in millions, except net debt ratios)",
      "text": "(in millions, except net debt ratios)"
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      "orig": "Adjusted Free Cash Flow is calculated as follows:",
      "text": "Adjusted Free Cash Flow is calculated as follows:"
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      "orig": "(in millions, except percentages)",
      "text": "(in millions, except percentages)"
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      "orig": "The current guidance range for Adjusted Free Cash Flow is calculated as follows:",
      "text": "The current guidance range for Adjusted Free Cash Flow is calculated as follows:"
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      "orig": "(in millions)",
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      "orig": "Adjusted Free Cash Flow guidance does not assume any material net cash inflows from securitization in 2024.",
      "text": "Adjusted Free Cash Flow guidance does not assume any material net cash inflows from securitization in 2024."
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      "orig": "The previous guidance range for Adjusted Free Cash Flow was calculated as follows:",
      "text": "The previous guidance range for Adjusted Free Cash Flow was calculated as follows:"
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      "orig": "(in millions)",
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      "self_ref": "#/texts/811",
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      "orig": "Adjusted Free Cash Flow guidance does not assume any material net cash inflows from securitization in 2024.",
      "text": "Adjusted Free Cash Flow guidance does not assume any material net cash inflows from securitization in 2024."
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "full_page_image",
              "confidence": 0.5695699453353882
            },
            {
              "class_name": "logo",
              "confidence": 0.23760886490345
            },
            {
              "class_name": "photograph",
              "confidence": 0.0625140443444252
            },
            {
              "class_name": "other",
              "confidence": 0.019311541691422462
            },
            {
              "class_name": "icon",
              "confidence": 0.018341852352023125
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.01695769466459751
            },
            {
              "class_name": "music",
              "confidence": 0.014451592229306698
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.013636833056807518
            },
            {
              "class_name": "calendar",
              "confidence": 0.008216078393161297
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.007411167491227388
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.006270266138017178
            },
            {
              "class_name": "qr_code",
              "confidence": 0.006126916967332363
            },
            {
              "class_name": "geographical_map",
              "confidence": 0.0028792559169232845
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.0028345566242933273
            },
            {
              "class_name": "stamp",
              "confidence": 0.002693723188713193
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0024858638644218445
            },
            {
              "class_name": "table",
              "confidence": 0.0019529147539287806
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.0015891141956672072
            },
            {
              "class_name": "bar_code",
              "confidence": 0.0014907484874129295
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0009874702664092183
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 0.0009725875570438802
            },
            {
              "class_name": "signature",
              "confidence": 0.0009320754325017333
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.0006502469186671078
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.5669083192478865e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 3.7431113014463335e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 3.151420605718158e-05
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/1",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/8"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.6600833535194397,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.3231639862060547,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.0074850646778941154,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 0.004873542580753565,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.001285471604205668,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 0.0012412769719958305,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0005014999187551439,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 0.0004379099700599909,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 0.00021861487766727805,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 0.0001178232705569826,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 9.608278196537867e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
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          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "line_chart",
              "confidence": 0.6674532890319824
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.33150479197502136
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0003605634847190231
            },
            {
              "class_name": "table",
              "confidence": 0.00016063095245044678
            },
            {
              "class_name": "calendar",
              "confidence": 0.00011772404104704037
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.00010468197433510795
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 4.907589755021036e-05
            },
            {
              "class_name": "logo",
              "confidence": 4.417065065354109e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 3.6663412174675614e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 3.271938840043731e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.266751082264818e-05
            },
            {
              "class_name": "other",
              "confidence": 2.0803681763936765e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.509838239144301e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.5082810023159254e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.2963441804458853e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 1.0472266694705468e-05
            },
            {
              "class_name": "icon",
              "confidence": 8.452519978163764e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 4.882919711235445e-06
            },
            {
              "class_name": "music",
              "confidence": 4.848405296797864e-06
            },
            {
              "class_name": "photograph",
              "confidence": 3.025813839485636e-06
            },
            {
              "class_name": "qr_code",
              "confidence": 2.2693895971315214e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 1.6449181430289173e-06
            },
            {
              "class_name": "stamp",
              "confidence": 1.457319285691483e-06
            },
            {
              "class_name": "bar_code",
              "confidence": 1.0951666808978189e-06
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 5.361321200325619e-07
            },
            {
              "class_name": "signature",
              "confidence": 3.3075065175580676e-07
            }
          ]
        }
      ]
    },
    {
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a6urs7FxWXTpk1BQUEJCQnvvPPOzJkzGxhLErdxl7klaWlpQ4YMCQwMFOP922+/9fLyWrp06Zo1a8LDw48fP24ymYYMGRIWFiZO1T18+HBubu6sWbP++9//Hj58uK6u7tChQw4ODgBE39mzZ0+apg8cOLB3797o6GiLxTJ16tRt27Z99tln8+fPb4iVR48eHTNmjLu7u5eXV0VFxaZNm6Kjo3meHzp0qFar/eOPP5KSknr37t2tWzcHB4dDhw6J8yK2bNny/PPPf//995MmTZozZ86HH37Yvn17R0fHyZMnjx8/vrCwMD4+fvfu3Z9++mlGRsbLL7+8efPm0aNHf/nllw2cvSAIwtatW4cOHerk5NTwGG/47AiO4/6lPtty6UbFwE18Vd3TrPcKYBVRgW6/TCFv9ZbcpUHJMIzFYuE4btCgQbNnz+Z5fs+ePZcvX27RooVMJuM4zsXFZcuWLY6OjgcPHlSr1RRFyWQyJyen4OBgLy+v4uJia80sIyNDo9HMmDHD3d19z549Z86ciY6O3r59+5kzZ8RyvIEMGDBg9erVixcv1ul0ixcvjo6OBkAQRI8ePYxGoyAIERERmzdvXr9+fV1d3YoVK8SugOTk5NjY2Ndee+29994jCEIulwuC8NJLLxUVFR06dEipVH799deRkZFfffXV0qVLL168OHny5NmzZzd8Xg5BEBMnTmz4W4g0/P4NVbYgcBV6MNxTbbwJAEGQ7mprp/IzyF08t8VimTdv3qpVq7y9vcX0NhgMFEV98skncXFxR48eFXW5f//+SZMmde3adceOHXq9ftiwYenp6RaL5YsvvnjzzTfFW125cmXo0KETJ0709vZ+++2333vvvbFjx06ZMmXMmDGiz5s3b17DbT1x4oStre2dVe37cC/nd6f7vOtSjn8FgoWrfGU7l1UB4mkOmQiEgnbdM55qcpdS69n13HK5/IsvvmjatOm6detWr17t7+8/YcIEALe1/wYNGnTkyJHx48dv3ryZJMnq6uoDBw4cPHhww4YN/fv3F1e/tWvX7v/+7/82bNigUChsbGwEQVi8eLFerydJsqKi4urVq3l5eQEBAQ20vuEjLFbu5fzudJ//UmUDgCAwqaXs9WLgadZheIKUC6bb+wmeKe6SsWJiYsaMGVNcXPziiy+GhYVZ59OI0DSdm5s7derUmJiYsLAwAAUFBRkZGTKZrFOnThEREYWFhVVVVTqdTqfTVVVVMQyzePHijz/+WKFQ+Pj4sCxbU1OzaNGiwsLCX3/99c4OGYlHgJBRBGgC1FP80IScwrPdM3gXd+Xj45OZmfnTTz85OTk1adLEOqhhNpuNRiPP8w4ODiUlJeK6TpqmR40apdFoDhw40KVLl6Kior59+wYGBg4fPtzFxeXrr7/etWtXSkoKTdNt2rR56aWXXn/9dY7jxL6wYcOGDR8+/Om+798Ae72CLdYS1FNNV4Hl5eGepPszMa/m38JdxO3n57dr164vv/yypqZm4cKFonsGMGPGjJqaGltbW7lcvnnz5l9++UWj0fTs2TMiIkIQhL179164cMHZ2XngwIEuLi7z5s2Ty+Wurq5r1679+eefFQrFgAEDrJOAfXx81q1b5+Pj82/sDdB99Ufd1liCun2A44kisBaXbWNtRrV5mg/9t3PPZWZFRUV6vf6hFhQ9CQQDw1cbnvZAKg9CLbe2S26jeuLOuq0XCTxdccPisn2S7Zi2d/nKzJZGrmSTS57ueLNAKGWeV2fToW53fvfsNihFnpGlFqZTWbUfHiLIp6sknrV5KcJh0YC7f008/VkTAIin/cB/P896FwFfbbAkFxBQPM2HCrAo2vg9zSdKPAmedXGDJMR+gKf7VBrP8NiERAORklCi0fIXz81XG/TbroDlnmqFUhBId7XN2HYEJeU0ib+Tv4ibq9Br5hwVGMvTbS3xdAsfm1faQBK3xN/KHXVukgDIp90V8GwPdEn8S7nDWf4jMpO0LfEEkGoCEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNFkncEo0WSdwSjRZJ3BKNljt+ZFVC4slAgSQAFnz9kwQIQBD+PIYA4bYLiZt//hLsFsLtoevxr/TcFEjyWfphVgKgQT5DBj1jECBoUGmouIQiCqRVnSQICzgWghiBDDgGHF0vgBiGAGEGKwAUCAFgwbPgxA93R06oz4M9t5jhOPD1b3NnhrszD92W4eqfvDN3NhwZqHLU2UBuC5nVDVAgZSAt4HgI4jEABjxXz08QIOQgCRAsePFCMaQAMOD4RzVJzGbF0HlATQLW+9AgaZBmcAIE8fjOB93VABlIMdUfPY4AiFH/eHf4WyAAHvx2JK5BrBHMRLR9Ax2VkFEg4lH8CU5NRfshaP4zrq9FHAN+MtoPQXMKhACBAGGA5RvE/oLMVvD4AF31YJbgDy0sojcZgJCJaHcvOd3PcxOADFQ2qi/iBm6lonjAgLPqgwNvBgsQ9b0pBVIAzGB5gLr1FAIED1jAPkZMESeQ/SYOz8Px66gUn0iDTEP55zhbAI0cVDLKFuHUEvyReSuAaLMO5o24vAC/x6KQBEGBSEP5Zzj9Fc6XQEs9UlFAgqiDZQMuT8b+bxGrg9lqUhwKl+FcDQwUiBjcWIjfv8L5QmissUGBvI6KxfhjBc4XQSu6NAXoU8jdgMsGMMSjlk4ECNH/0X9NXxkoGahbx6QCtOyvASiQclDWDwGCAOSgFKAeuaikQGajeh0uBcK5GdzO4UYeamWgamFajguXUWQAk4HKRTgdAtdW8PgMp+NRJFpOgzyKjO9xdQBC4lH8LS7JQYXCtRXcbSG7hEIa5H0S7p6emwAEEAeRugznK6F/Ba1mIcoRKjFJFuD3AQiZisgzyPsaMSXQ9UDTmYhygoqHQIHIRvUqXLiK0pZwfxddguAigLeAW4RTGpi+xAA56If13zTIGNyYhxM8hGxUl0G/FkOcoKyG8b84HYPCHmgKYBaO2kDGgD+DvLUY4gcHHoIZ7GL88Qdy3aE+hPRVGOQOm9dx0B5KLcyXULgKg5yhun8xd1c24co2JChBr8clAZiBTjTIEujm4/cC1A5Hi2KUzcQRfzhWw3ARBesx1A4KAkQuat7CERqkHpbTyFuPIc5QHUPmfJxwgHIIwtRQPII9BAAIp5H3B/JeRsswuAIQAAJEGso5CM3gSoDIQnUxdJ5QB8HZWmgUQlMJA3ErtgPgpACViBIj2GZwdXgkewAw4BlwHPheaPomOrHgeXDfIT4H1WrISRC5qNbCPAFtXaE6iuuxKIyCHwGCAXceBU3hOAOdTGBOI+99dF2InnWwzMYvLyBsBMLvU+TeU9wUyAJo1iDOBTZN4HAZRamo6IYAI5ivEXMW+VHwM4BZhrNK0BPRdgUuBMDpNbRjwAnAFsRfQfF/ELUWl9bj0v+hnwzUHqRuRUI7ePH3eup9IUBkoooCEQmvXggKhJMcFEB8j6txKFKBpkCUQlcFw38xRAPTPJyohKEJHAkQhdCeRd5raD8GEc9j22Gkv4GO49H2RTTfiaQfcLUSBlfYPFTiiTWcZJQGwTkYzoPQzBN2YqVwAy5fR6ULVCSIfGg4CIvQ6wqKv0asBiZ7KER3XgXDTowsQd00HIxHiRzkApyog8Ud6keKIRAAAWIHkr7E+WoYf0XGEvTtiUACxHVUvonDoXBZg8GnkfMZTmtgsoNiHrr3QwgPHiC24+pPSKZAcBDUkK/GoFjc2IwrJnCd4bcYfVxg87D1Nw58CFxeQLPvEJ+HWgPYt9DpMoqPIXMWolbiIgXCFw4KUEdx3QO2dbDUwMRDIAALeA1MNpCRIGwh18NigIWC7VnkxaP4WwyxhZwBd69H37NaQgAMOAs4QGgNz30YHQU/HsIepMSi0AkqMYwKcneo/eDoAKX8VpEHQAHKBTb+cHKGjQI0DSoZZRtx2RN25KO2YnkI7eEtQDiI9EsocoDSHopzyD+EtFcQoYKMBR8Bzw7wfQc/z8eJ59AkFC4seNyq9dbAWAszgBxU+8BuOjr+jOtrENsHwU3hxD60WxJkoLqjaSJKf0NODqq9oFaA+hnXz6NgDFqTIHgIneHXBI6v49BXuDAQod6w4wEBUILmIFTAYATDgs9FtSfslmPgQITc1qXQcAgQOlgOIq0ZXEYi/EW0sIAXACOYVbh4HZUCBA78QaTbQXEU4zyg3osUFpxYVL+I5l+i/wL0cISyFTwAbMDl8Wi7EgPPIf8A0qiHTzsBUICajx4fo5ca8m1I+B6JaxCnBG2ARQdzLApdYfsRusXixq/IUoAWm0YkCBIgQYpxwQMUCAqkGdxBpDWHWwQ87h9R97SVBe8Hh+FoeQ1lPyLp/3BGC3MKyn9E0jR08IcDAAcoByP0V2TOxBEZqGj4i+1OCkR/hJRCNwUHslA1ACFmsF8jJhI+/RHMQ6ifDRoOBz4cHhswtAua/Iirb+LQJRR+jZho+HeADwPeDLYQmlLouqBJZ/jlobYAGhIkC8EXDq+g1QGkvYmDZagjbr480QLug9DsGkozUPmw1W4BECCMRuuvMEABciF+/xxnr6PyW1wahNAwuLDgzWBzUaODuRsC2sLrOirKoSdBcOC7IaA9vMW6OAeeg9AaHl3R5JGr2rilJE/YJaEsH7Xj0WYQmpEgdiP5OiqbwU1Mnfbw1sC0EVfKoe8IXxqkAEEAwuA6EKFiQ3w2okkQZnDBcG4DLxfYJKOcAfew5tEgL6FoJo6UQTcAIcFwzkUNCeIGNKsQo4X5F2TG4AaAOXjubUTLQQXA0QKuHHUkCG+oq6CvhKEQGjfYOkBRDv1VlEXBTwHq/jXbe1ZLBIAG+RY6esJ2M67swjUHKK+j0giGBFEFQxoq4lD4I5JeQoshaPYxTv6Aqx+hGw3SAm47EpvA6SN0W4kL25CYjsqzKJiGyDgUVsFwCYUd4ftQcQSABBGHwnLURcK7E3z3IvVnZKag/AqKduGaDpYF+L0/Qgqg2YChJrAv4PsEFIfDAyA48H0RHAQXeyj+i9MeUBdBm47Kfgiyh2IwfkhASQQ8H8oeArCAO4FsFWT9EMyAT0TJOeRfR2UealjwBjDz8bsf7BnwH+K5VFRMxN40VPjBgQOUoN9ABz2YKhg+w2kP2LIQmEf12SICBAXodxBdB8sZ5A3EtsXo4w/H7bj6H3T+FRlmcHLQXrBjwcfihhGMC2yEW10rAlAG/f+Q0A/BoXCtgrE53L5BbCAy8lEbAQ+xQfWQJsELdrmoOYIMByh9YDcGESFw4SHkofZF/PgfdO6KJm/hcAYqKVDh8OiL4J9xfQF+34ERw9DiOLJG46camObgOTsok1FurW3e/9H3FDcNMhUV3yDGB/a9ERSLwiJozeA0MK/EhWoYtTC3gnsRdEMQ1hbedlDkocYIxgCGBpmJqmA4t4WXL+wTUOIPB1vItiBeC7MR7AGktYeP6DAaHk0UyExULcAJD9i5w1YBqh+CuyOAAR+HwrWInYC2PrD/Holf4jwHXgaqKZy2I/ESij5Gz7W4lI+alnC/Ac10dLwBzX9wdACCDWDVkIfC9RE6KAkQR5B+CnkBcGTBt4RbTzRtAkcAx5G1A0kT0VYH88/IWIZzJdDZQ+ED+5W4WAPjS2ixEL+3hEcl9I5QdoCvWJ21gBO7dR8NC1hbyGchygayCui/R2IAnNJRuQvXUlDGA5sRfxTXI+C5Cs/PxYkNuPwcArxhZwEHEFdRUgJtTwQCcIDiM/Q+gusMOF/YqyCjHr6DkQPvC/v1GPot4jQwvYsuwXDmARLwg8NqDGoGF2eoFqPvKeTIQfVAU3fYtoP3MvT3hr0zVN9iSDyKm8CxG5qw4JrAcTWebwOvB1be7ue5XWGjhekA0lxh4wzVf9C5I3x5CMXQjcbu5xEyDR2yUf01Yg8g7QY0k9E+EaVTcWAjXhyB8OU4PwQ/5KBqEtrPRNRsdAHwEY5fRelcdH9YZQNgwb+EFlqYN+MKgAXo0QE+YmXaHbblqOuOAH84LkTPfUgRgI/RswN8c1ErA6mCbCxar0HMdVTOQdd+CCGB/6LPHqTQIJeibyS8H7amKwByUHPR3Qbyk8jphabvINofToFwpkEqQDHgouCrhkIL82/IloP6L/qEwPV35NAgA+A4AW0PIM0eimXo5w9HsTnbDt5usH1gmXtXKJDVML6BQxx4H9iLTbF28GLBM+ApkAQEFSgKRDn0aaiogF4OygRmD1IC4RQBz0socoZNUzgJgBbm/yGhKZw8YLsT19rDiwZ1nwbcveAgNIXTTHQygAmDqxkcAA5QQTYIoeKwQyCcQtABAAeeAe8Px2A4m8FxEDrBNwq+uDlwIbjBdhCaMQ8awcF9xM2Bd4XNcgzcgMs5qH4HXVrCTez49IR6Kfp6Qq0AvQA9u6FpGerC4d4Z/lUwfIkBoXBpD68mcMxAlT/suyPQWsl+De01MNlC9ggpJ0CQgZyOTt6wC4ZzK3iawIqKbAH3r/GCCSwP4RW0GoYWYu3TAm4sWk9AGyPYSHhvxksseCVosUvnFbR6CS1I4NHSTIwlfzh+ht6R8B6M5vZQMOAYAEBn+HdDUxNYQJiGDhPRlgQhPmgWosRRt7FoMwLhYmettUIihjSDfYRxJR68K2zGIuITnEpCaRjcPkHPrggYh7YMuOk4LEB4FREeUH+CU1NwgAb5MXqSIP6LP8ahdTg8qmDwhp0d5Dx4W8jdYPMNLpIgeyPoeTTjHrXWZAHnDXsChLlePAsQTLcGPawja9aINd76p+WvScPXu+r+3G+EkofgBbvX0b4KpnC4W8CJilSA6osgMYc5w2YEwsXzDDg32A5FmBmcAPRHSD8Ei72V1nRqCy8xXRti3J2IA0MDEQqg/hty4A314kLMhGKkWKOGBU8AFEjrGQs4cWzi0ZRtva0C9Ei0uu0+9VPLAo68OWjKAbAmMAOOAilAYOrp2PIYxggAIAxHeAhc9yB5JqJcYGuEmN3wOfoBYMD3QNOD8C6Bzg02LrBlwf+OiTQoFvwC9ACgAM1BIIG3ET0S4RwEH9jTIB95HBc3x26f6pjpA4bfLeDcoHa/WSG7iVBPWNxfh7gFCMZbX91VwY+Tcg3nXsWCYP3zoJAPywOrovc26W9ObwFgwYXAZTo6OULF10sdJWTiEzkI9lA4QCn2DBKALeRih4k1DG4O/cAPDgB4CI+j7H+EB88tefoZ7t/IMxVBAiAD6Q71bTOC6mek25LVKlzh9syPRxuVfAQIgARJAjzA/9XyR6PRTnkVaybPlLO515TOJ4EAPHL9+B9B7PtPRH4etAFwjIA3DfIx89XfM+VVHE96nNGHvxc5KAG8CYzsvhNrnhoECDkoBiwDVpyQ9E9b9GxBgNDB+JnN+Z3Dhap5HXYM5xcpz2pgesyJzY/ruQkQFIhq6DQwOsDGGWoOwtNxTvewBwD2IeWEbaGR5gL0thPYVv5weuQB7ceHBKGD6SciNc6uHEBHnftIoYUdlP94qSIDRYMQAMtjzPh9TKwTD9fRyd7zBi78aD5FkBz4Tz755MdFf0wXooT7Lke4P4/luQkQPPjtiJ/fJu3robp5rZK/R+LfW/8kHvwh6n9koLYh/uIYx08Td2wrPNNx+4zFPolF0MhuTuBs8Ie4p894qPuIpe0XdnGWT7qsyz6+Lvu4+ZMuX9jFceDFdCXwD7hx0SVdQ/FOJP6CdC1M9EMq4abl94gliiQpkOIQhAyk7NYcWgUoBWglaCVoFWgZKB68CWwuqq841sycMZMiSAAUyNcmT84Kl2lheJzoeSzPTYPcg2vXRnt89fnipr5NcvLzPvlo/sEd6aMRYe21rW8acfsJAIIAniZkhOLulhAEiVvZRczEws2r6h/cbNpTIHKhiQ0xb/xmpbujC4CJo8ZUllfs+c/uKUJH0aQ7ouqu6cMQjElhMPw13M2ARs5sBEPc8Xbiv267Gw0yBnnMCyGfzv+YIkkAi+YvfC0tO3Znfhc05W7lT/KWDyNu3oS4df+b9xPAq+TKu0eRgpYTNAEKIHErKm5ddfP/d/qbzYi/1kXe+qXuOXmlB344935N26Zw4cHfacCt7EeI8c9D4MHzEDgIDMOwZjPP8xzH8TwvHrA8X3Mj9wZboofGCN4IixGsEUy9v+IZ1gKOBSfm/wKaU8kUVvNkMhlk1GOWJ48ubgKog/FCgH7OvGVNfZsACGwSsPDz/079+XlXjRIgOIADL3Yh3YqRm2c4CDx4DgIHgQWLygzVFxaOgMDfRBChCOPlAgMSBZBitAoQ+FuCFiDwfz0AcAM1zbr1F5UtEtW+wxuqL7MNNRQoAQR5q4fL+ha3/i/Uqwrz8ksZyg9iwd7KogRx86+MMsWlsygDyHoZ489rrRnYOjfrGkrHRn8oKhsARVIdoqNW7/ziLApxcxkVKBAESPKWymmQMlCiz6NA0iBI8I7njtrS1ymapiiKpmmKosQDkoNGnyugmgJFgRSnzt3nrw3oX3A9/WXXdVvWO6sdAOx94fCXw+Z/aniOA0xgzWDN4MxgLWBN4CxgzeBMYI1g9GAYsAwEFhzHEvIvdbyjnDFbGIZhGIZlWYZheEIga8y8KU8FKCGzgVwFWgWZCrQzVCrQqltnbCGzgYwGqYJsZXXMd9u3zpz6phhLu/bu9k7U20P1OFXcx/HchBks4WXn5fHnfCNfT2+dHf+rJssOSmvKibmfvFVMi+dJEGKyUSAUpMzJ0YlSyCiKIklSTDbxwFKl1qOUglxcO0Pe+lA3pWD9J0GCkIMqgmZnfJbeYrK95edSs6/3NHm/hkjmZu/Sn75NqNd3IdQ7z4OxadnW8e1BAi8IggBAuAVIQpP/s/56IkDVu49wr2MKZCDsU5Ku1Y+45KRrvRHQEl4WcBwEcazg1oHAQeDAWcAz4AxgWPACBA6ssihHlmbmLazVTYpegLOwOk0iCx1/sw8bQj1vItw6sLoGADny2uVTt4rKBjC8/+Cfem2ZceSwG+zqVyfoP48pGqQKtCOUStAKUApQSlLpNeAFdaiXQqFQ1kelIhJKq/tt4sw6gLQWsKhX2N4W+SSIKZY2i+dsyk5Ob9+pQ3zspRvbz8/lOxIg+cdoLD2OuAU1lKqUmnOxF4c/P0Q89fsfp5pVqP6LPqJFohsj7nsA8DIXH8epk+/6DM6cUoUCQG596G0ZWfjrYShcrySWfDT3o1kzZrq6uJ6PvXBw0cYP+Va+cGh4m1IAo3b0sQ8Kvuu3OueUOhQSf5p0PwgQzeDy/p4zq9queWXECAA7dv9UvTf+I3Szgbx+GYK/ruu2ZpJblQGzy8uTFKMi/gxwC97ElPy2iqkqEW7NXMWfhdvtfwHw4FcScZTsz6TnASeV3RB06Ag/Dvwtl0He5lCsHWJiaUmQMreO0QhwuPOtLSxjFBgebAMbdTwET9gvre36x+qc6/S1FqztW+hqC8VjdgM8urgFQA7Zy9qg1bOXGvT6qM5RF86e37Xo23fMERRI4U+zxLTBvRuaPMszDmb2rtVuk8VsAks0uLnDQnhD6LBteeLcY1MENxvb+KoZmqAQuDVwNsKtV+NZ/p4jqQzPMuCJBg+1ykF/UBO5bdaPM7YfBuAdp/uAjZSDfmiTOE5R7wxB3Gz1UjLICZoEhXvPkq+fheSgOpk99u3e271bdwUlA3AuPqbkt6RO6G4DWT01/Vmm3W0Zh0CAYC2Wv2ughAWvguIFtCBYQnzi43dwPZZtLLjW8PngOr1nzDcHZJ97W2w/YMOawf1xpmo8JgIEOejX0UGTbGDA2iFUCdk/aA8AFrwX7N9no2sv6AE4wpYE+Td2TQqCYHXY9wxT79gCbiDCMtbHvqWd0nVw37KS0nOr97xZ20INxWPOJn9Mbptj8/g8bsZjwYXAbQHjIU7OYcH/s0rCrVkQaqiIm/H1zw/UifM3HG+ujBT+2bFDHgIN6h0+6twPuak/fGsP1Xy09ofjsxBRfy9/Q6kiNoAe/z5/L4/T+f8kuL9nfcoIEEiQfRDSB6EAuL9ON200NNq5JRL3R4BgfvZc0t/Lv3I7NQmJhiCJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0SKJW6LRIolbotEiiVui0UILgsDzvLhfKM9xpIkTwD3dn7LgCTPHczzB376jlwAILEeCa/iWqn8LAjhYOI7n74wFAYBFNOmp+gUBnMDewySOJ8wcCe7pbtcmECaS5zj+bqnGs9zTN0kAR5g5nuNwyyQ6Nzc3Ly+PIAiQoMqMDs+5EuxT3TaOgMB4KNLOnwV9u1wEmlRUl9t19n7qJQxf7GSsu3CWYO5IORmpdjIoO3s9fZPyq3PN5/V3SR2Wd2iplLl6CE/313UEmsxKjufKVbdtMyhQhCxfZ9fJkTTYPl0vKbB+dGrsRcGGFvMUodVq6+rqbv7gCwFB+U/sHigIhOluvlmAQBOQ33Pb6ScIxxNm/i5JI0BQkKD+ieqchSPYuwtYUFJ3/22fJwxhutvO3QBIQpD/E7+RyAuE+U8hEcKztRmqhMTfhtSglGi0SOKWaLRI4pZotEjilmi0SOKWaLTcpeOPZVmNRmOxWORyuaOjI0VRADiO02q1HMfZ29vL5X/+BKMgCDqdzmw2q9VqlUplvZymaXt7e7GHUafTmUwmGxsbW1tbawCSJB0dHe/zE+v1MRqNWq1WEAQbGxt7e3vxpNls1ul0crncesZqkkajYVnWzs5OoVAAsFgsWq3WGvJOm8UAMpnMavMD0Wg0BoOBJEkHBwel8s8frmYYRqvV2tvby2Qy60nx/hRF2dvbi/Gp1+uNRqNarRavFeMEgIODA03T1gA2NjY2NjYNsUcQhNraWpPJRNO0g4ND/TQSk0OMfCt6vd5gMCiVSjs7OwA8z2u1Wp7nHRwcRAuNRmNdXZ1CobCzs/vzp8GNRpPJ5ODgQJIPdosMw9TW1rIsq1QqrWl955tauU0nPM/X1tYSBGF93G02W1/EYrHcVUu3i1uv1yclJZWXlwuCQJKkp6dn69ataZq+evVqcXGxIAjOzs5t27a1xnhmZmZmZqYgCCqVqm3btg4ODlevXi0qKqJpulmzZkFBQXl5eWlpaeIbRkREODk5JSYmlpWVkSTZtGnTsLCwB0ZTaWnptWvXDAaDIAhyuTwkJCQkJESr1cbHx+t0OpqmW7Zs6e/vLwbmOC4tLS0/P5/neXt7+3bt2ikUivj4+PLycplMFh4e7ufnV9/mdu3aKZXKK1eu1NbWkiQZGhoaHHz331a1IghCenp6dnY2y7IA7O3tW7Vq5ebmJn57/fr1vLy86OhoZ2dna5QmJCTU1tYC8PHxad26dXV1dXx8vNFodHR0bN++vUwmS0xMLC8vJwjCw8NDDJCUlGSxWFQqVZs2bVxcXO5hy01Ylk1NTc3Pz+c4jiAIR0fHNm3aODg4AKiuro6NjfX392/ZsqU1fHFxcXJystlstsaeNU78/PwiIiKqq6sTExNNJlP9OGEYJiEhwWAwdO3atX5+vitarTYxMbGmpkYUkr+/f3h4OMdx9d80IiJC9D4AbtOJm5tbampqbm4ugJCQkLCwsDttBmA2m+Pi4iiK6tKli5gn6/MXYYnJVl5eHhkZOWjQoFatWhUXF2dkZGi12qqqqoiIiE6dOlVVVZWWlorhzWZzcXFxkyZNunfvzrJsfn5+RUVFcXFx27ZtfX19MzMzdTpdaWmpm5tb7969KYrKycmpq6tjWTY6OjogICA3N1ev198/jurq6q5evUrTdM+ePfv37+/h4ZGamlpWVqbT6RQKRY8ePRwcHHJyckSdATAYDOXl5aGhoc8995xWqy0qKiopKamoqOjYsaOzs3NWVpZOpyspKbHanJeXp9PpSJLs2rWrp6dnZmam2Wy+v0lFRUXp6el+fn4DBw7s3r07x3FXr14VryouLs7OzhZ/tdoavrKy0mQyde7cuXnz5gUFBdXV1dnZ2XK5vEuXLgaD4caNGxqNRqPRdOjQoU2bNsXFxRUVFRqNxt3d3Rqr97dHVEZWVlZISMigQYM6d+6s1+uvXbsmvl1MTIxer69vjyAIxcXFarW6d+/e9vb2OTk5NTU12dnZgYGB4eHhooVlZWVyubxHjx6enp5ZWVni22VnZxcVFT3QGAAsyyYnJ+t0uk6dOg0aNCgsLCwnJycvL6/+mxYVFVVVVYnhGYYpKSmx6iQ3N7e6ujo3N7dFixYhISE5OTm1tbWlpaVWm0XPIgjC9evXKyoq7jVW8xfPbTaby8vLfXx8fHx8AAQEBJSWlpaXlwcFBXXu3NnW1raiogKAtciTyWSRkZFKpdJsNguCoFAotFotTdPOzs4EQeTl5ZnN5oiICJqmSZLkeZ6maScnp06dOtXU1JSXlzs7Oz/QAWg0GqPRGB4eLtYomjVrVlxcXF5eHh4e7unpWVRUpNVq/fz8rLnWxsamY8eOKpVKzDYymUyskLi6uup0uqqqKo7jIiMjFQqFaDNN025ubi4uLhUVFVVVVe7u7vUL9LtSVlZmY2MTEhKiUCgUCkVwcPDVq1fFqkhGRoaTk5NOp6sf3svLy9XV1dbWtrq6mqZpnuf1er2Tk5N4sqamJigoKDo6Wq1W37hxgyAImUwWGhrKsmx2djbHcdYy4V4IglBWVubg4BAcHEzTtLu7e0BAQE5Ojk6nYxgmODhY9H9WCIJo0aIFRVGiMXK53Gg0chzn4uKiUqkoitJoNEFBQYGBgSqViuM4mqZpmq6qqiosLHR1db1zMsmd6PX6mpoaf39/T09PAEFBQaKX8ff3t74pSZLWaglN0xERETKZTNSJTCYTk8/V1ZVhmIyMDL1eHxYWZrVZJpNRFFVaWlpWVubm5nYvcf/Fc3McJ5YL1liQy+UsyxIEoVarNRpNQkKCs7Ozh4fHzYtJUq1WcxyXkJBAEESTJk3EwARBiJUNnudtbGxIkoyPj7dYLIGBgQRBUBSl1WotFoto6P2jyWKxALAWXnK5XCaTWSwW8RFiWS/GiBiAoii1Wm00Gi9fvqxWq729vcWS2hpMEARbW1urzU2bNhVNqq2t5TiOoqj7myQIgsVikclk1iq1aJvJZEpPT1er1UFBQeKzrJfI5XJbW1vR3zdp0sTOzo5lWZIkBUGgKIplWZlMplary8vLk5KSvL29RdfAcVxtba2Yae8/iiyapFAorDlcqVTyPM+ybEhIiPiCt11iY2Mjk8muXbtWW1sbHBwsGkPcguM4pVKpUqnS09OLi4tDQ0PFyp6/v7+Xl5dYzbh/qnEcJ97EmigKhcJisYipU/9NxQAEQdja2lp1EhQUZH3lm1P6eL6+zSEhIWKEBwcHu7i43Mukv5yiaVomkxkMBgDV1dVardZoNIp6qq2tvXTpkq2tbWRkZP2mkigjo9HYsWNH0T7RLPGvTCZjWTY+Pr6qqioyMtLFxYXneYZhAgMDIyMji4uLy8rK7h9NonTECndFRYVWq2UYRqlUitEXERERGhqalZWl1Wqtl9TV1V2+fJkgiA4dOqhUKlHTBEHwPC96C5PJZLVZrVaLOggLC2vVqlV+fr61rLwrBEGIXp9hGIPBUFNTU1dXR5Kk0WgsKCiora0VKzbp6en1qzdFRUVXr1718/Nr2bIlRVFWk0S/SBBERUVFfHy8q6trmzZtaJpmWVYul0dFRbm6umZkZIg5/D4mKZVKg8HAcZxOp6utrRVNEougu+ZVjuOSk5OLioratGnj7u4uKkNMMrGABZCenp6VldWqVSt/f/+SkpKysrLS0tKCgoK6urr09PT75zfRs4pCqqysFBvfSqWSoqjb3tR6CcMwVp04OjreJlaKogRBsNrs4eEhVp8KCwtLSkq0Wq3YYLjNjL9US+RyuY+PT05OTkZGRlVVVXl5Oc/z4eHhPM/Hx8cbDIagoKDa2lo7OztrezYlJaWkpKR58+Ymk0mj0Tg6OrIsW1JSotFolEqlUqlMT08vKCgICgriOK6mpsZgMCQlJYWHh4sJdlt7+U6cnZ3t7e2vX7/OsmxWVpbRaKRp2tvbOzs7Oy8vr23btmIvhNVpMQxz9erVmpqaFi1a6HQ6QRDs7e3z8vKKiooqKipsbW3lcvm1a9fq21xdXX39+vXWrVtrtVqCIB5oko+Pz40bN1JTU1UqVU5OjlhzcHd3N5lMouLFxLCGr66uTkhIEKtGZWVljo6OdnZ2NTU1xcXFdXV1gYGBdXV18fHxPM97eHhUVlba29tfu3aNYZjmzZvr9XqxUncfewiC8PHxuXLlSmpqKs/zBQUFHMf5+vpauxTuTPXs7OyMjIwmTZqI9Q2VSkXTdFlZmVKpFATBycnpxo0bKSkpnp6eKpWqvLxcoVAEBgbyPC+WmQ+MIhsbG1F/YpGl0Wg4jmvWrJler6//pg4ODmJvFc/z9XVSXV1ta2tLEERJSQnHcTKZzM7Orr7NlZWVarW6adOmgiAYjUZrTeE2/mIlQRBibe/69eskSYoXiN0xdXV1AJKSkgRBiIiIEAtfnU5XXl5O03RWVhbLsoGBga1atfL19U1NTSVJUswVZWVlFEUVFBTk5uZ6eXm1adPGzc0tMTFRrBK4u7vfP5qUSmWbNm2uXbuWkpIi1h94nq+srPT09CwtLY2JiSFJsnnz5taErK2trampIQgiLS2N5/mwsLDg4ODy8vLExESaptu2bSu2K+rbLLbEr1y5QhBESEiIo6Pj/U1yd3ePiIgQ85tYIBoMBpZlIyIiAFRUVOj1+tDQUGtVqqSkhGEYjuMuXboktutDQ0MvX7586dIlJycnf3//0tJSMYUSEhJIkoyMjAwMDExISLhw4YJSqWzdunX9ovKu+Pj4mM3mjIwMsXZBUVRdXZ1WqxXf5bbswTBMcXExRVHFxcUFBQWurq6dO3cODQ0V/XFAQIBarb5+/TpBEJWVlWVlZWq1unv37mLtOSMjo6ioKCQk5P4dphRFtWzZkuM4UQni0ysrKw0Gg/VNCYKIjIz09fUFYDQab9NJhw4dmjZtmpmZCaBZs2YKhaKwsLC+zdHR0WLL8Nq1a2K75U6T7j4r0Gw2i9U4Ub4BAQH149dqriAIHFdvhiFBiMWH2AGsUqnuE4AgiAb24IoPMhqNPM8rFAqxwR4QECC2zGQyWf1WKc/z9Qti0VSe5w0GA03Tome60yQxAEVRoiNpCCzLisUIgLy8PA8PD7EGKd6foihrXHMcVz+Sxa8YhjGZTKLLvM1mMQDLsgaDQaVSPVDZVhiGMRqNCoWCYZgbN274+PiIrXCx1WHV911jAIAYwzY2NmJ9qb7NVlctNlru7HS7F2JpplQqq6ura2trmzZtWj+bWWPpXibp9XqrTqwdYvUD3N8kacqrRKNFGn6XaLRI4pZotEjilmi0SOKWaLRI4pZotEjilmi0SOKWaLRI4pZotEjilmi0SOKWaLRI4pZotEjilmi0SOKWaLQ8sT1dWV4wMbfvYEuAsJH/A5t/Svx/yZMSt+FIatW4bQTqz0UWCFuFd/ZHhO0DVuD+f0teXl5tbW1oaGjDZ7pL3Icn5rkZXqgz4S/7kgvgH2Kn/erq6mPHjtXU1Dg7O/fv39/JyemuwcQteOzs7O46XZ3juJMnTzZv3lxc8SHuBNC1a1fx2/Ly8tOnT/fq1cvV1fXcuXPJycmCIAQGBvbs2TMlJSUuLg5Aq1atoqOjASQkJBQXFw8cOLAh+9E8LAaDYdGiRUVFRWq1uqamZurUqb1792745bm5uSdPnjSbzQEBAX369LnXAn6LxWIymW7bw8hKXV3dmTNnOnfuLEb18ePHW7Ro4evrazAYjhw5UlVVZWdn169fv7q6uoKCgh49ejz8WyI/Pz82NnbQoEG2trbx8fFxcXGCIHh7ew8YMCAnJ+fcuXPiYtbo6OizZ88GBAQEBQWdOHEiMDBQXPn1sDyxOjch/vfXD/kQNZKCgoLFixcnJydv3Lhx7ty54gLh9PR0cUVGQUFBamqqxWK5cOHCxIkTRdXm5+cXFxcDMBqNycnJ4i5CV65cqaqqEpdgHjp0aOvWrdb1Gbt27Ro3bty+ffsAbN26ddeuXYWFhXPnzt22bdvBgwe3bNmSkpLyxhtvnDp1iuO4jz/+eOrUqRkZGX9/XAEff/yxvb39t99+u2LFivfff3/16tWJiYkNvzwuLm758uXZ2dkLFixYv349gPz8/JycHACCIGRkZGRlZZlMpgULFqxYsUKr1ZaXl+fk5FRXVwMQNwCqqakxmUziJieVlZXJycmrVq1KSUkBUFNTs3Tp0kuXLv3000/vvPPO77//vmHDhoyMDPFy8f4lJSXircrKyjIyMsTF0QUFBXl5efXt3Lx58/jx43/77TcAe/fu3bJlS1FR0dKlS1etWnXy5Mk1a9ZkZmbOnj17586d69ati4mJYVl2zZo1MTExjxar/8TvKDQMQRDs7OzGjRt36NChlJSU06dPr1692mg0RkdHd+rUacOGDTY2Nt26ddPpdDExMceOHTt79qy438W777575coVMWoWLlyo0Wj0ev2qVavOnz9fXl4eFhYmLm3SarXnzp17+eWXT5w4MWbMGHEHrO7duyckJOj1ep7n27RpM378+AsXLpSVlSUlJZnN5sjIyMOHD4eFhT3UixQXF4urhu+KuJqzpKTks88+E9fLtW/f/uWXX96+fbu4MPQ+S6W8vb3FCgzP876+vq+99lp2dnZBQcHevXs3bdokCMKrr77K8/zRo0dtbGx69eoVExOjUChatmy5ceNGcaO82bNn//jjj7m5uc7Ozm+//XZtbW1ycvKWLVsoisrOzrZuLGFjYzN8+PCMjIz9+/eLG+588sknNE1/+eWX//vf/06ePCmTyd55552zZ8+Ke4P17ds3PDx87dq1giCMHz/+pZdeAlBeXp6QkDB06NCff/75hRdeIAjC19e3W7dumZmZer1eqVSGhIRMnjw5ISGhsLBQXAz6UPF8l7h9zOufHCRJVlVVzZs3z9XV9Z133tm3b1/Lli2nTp06YcIEmqbLy8s9PDw8PT0DAwPbtm3bsWPHffv2ffXVV4cOHdq3b1+vXr00Gs3BgwczMjJyc3MzMzOPHTu2YMGC2NjYtLQ08f5xcXFXr1598cUX9+zZExMTI5PJ4uPjL126FBwc/Nprry1fvvz48eOFhYW9e/ceOHDg559/bjabfXx8Dh48OGnSJFdX1wa+hSAI33//fVJS0r0CUBRVUlISFBRUfyWov7//F198UVpaev9FgHPmzGndujUAmqZTU1Pfe+89X1/fESNGLFq0aPLkyU5OTp9//nlUVFRRUVHz5s1btGgRHh4eGBjo4ODAMMznn3/+3nvvXbhwISIiguf5s2fP3rhxIycn59ChQ3K5fMmSJRMmTBBXdpIkqdVqlyxZ4unp+d577+l0uqCgoNmzZ3/wwQd//PHH4cOHN2zY8Ouvv3733XcEQXTq1MnDw+PQoUOXLl0iCMLNze3YsWODBw+mafrkyZO5ubkDBgw4cuRIamqqQqHIysqaO3euSqVat27dzp07Y2Ji5syZ06pVq1GjRsXHx1t37XlklT+74mZZ1t7e/ptvvmnRogWAEydOFBUVJSUlkSTp4eHRo0eP0tLS1atXz5o1S6/X19bWMgyTmZlZVlZG0/TXX38dHR2tUqlYlhV3vZHL5enp6Tk5OWKJyfP83r173d3deZ739vbetWuX0Wh85ZVXnnvuuSlTppw5c8ZkMvXv33/16tUymezGjRsnT54MCQmxs7Orqqo6ceLEK6+80sC3IAjigw8+uH+YqqqqN954o6CgwLrj4R9//DFz5sypU6c28CkmkyksLGznzp0ODg5ms1mlUmVkZIgbJ/j7+/fv3z8uLm7Hjh0KhaK8vJxhGL1en56ebjAYCgoKYmNje/bsSZIky7LiRqcFBQUpKSlVVVWiuMV9mpYsWdK9e3cAW7ZsUSqVYsVd3NMmKSkpPz/f2dm5trbWwcHB1tZWEAS1Wm0wGMTl/eIGAfv27fPz8yMIws7Obu/evUajsX///hMmTBg/fvzPP/9sMBg6d+68detWcY22k5PTsWPHlEplQUHBA7dIuBdPsisQt226J0BPNLxB6ezsPHDgQOuLzZgxY9myZf/73//+85//hIeHr1692mw2T548uUOHDs2bN09ISABw8OBBT0/P6dOn79+/Pzc3V9z+r2vXrq1atfrPf/6zbds2BwcHMYUMBoOrq+uKFSvat29/5cqV/fv3q9Xq0NDQjh07zpw5MzU1tUWLFuLOZgDKy8v79Onz4YcfqtXqTZs23bZb2uPj4uIyfPjwd999d8KECc7OzqdPn87Ozp4+fXrD79C0adM+ffqo1WoACoVi3rx5K1as4Dhu4cKFZrM5JibGy8tr5MiRVVVVBw8ezM/PZ1n2+++/j46OHjVqFMuytbW1vXv3dnV17d69+wsvvLBnz57du3f36dPH29sbgI2NzcCBA8UWOYCgoKAuXbqo1eoePXpERka+//773333nYeHx3vvvXf8+PGgoCBxK4jevXuvWbOmoqJi5MiR4t5gQUFBU6ZMCQoK+v333y9cuBAWFiaTyVq2bPnhhx+mp6eLfUTW3Qfefvvtr776asuWLSNHjrR2ADwsT2r1O1eoMcfk3tZgJWhS9UKLO3+S7/HJz89/6623Vq5c+cA9Wp9Zfv/99+PHj5tMpsDAwFdfffWR3dUD+e233zZv3rxly5aG72PxL6WRbO0gbmfl6Oj4wM2QnnFYln3Sr2A2m+vq6sQdCZ/og/5x/h/FAB4HrBP/GQAAAABJRU5ErkJggg=="
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.7465611696243286
            },
            {
              "class_name": "line_chart",
              "confidence": 0.251089483499527
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.00042367971036583185
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00039360314258374274
            },
            {
              "class_name": "table",
              "confidence": 0.0003342942800372839
            },
            {
              "class_name": "scatter_plot",
              "confidence": 0.0002462920092511922
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.00016238978423643857
            },
            {
              "class_name": "calendar",
              "confidence": 0.00010770583321573213
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 9.795203368412331e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 9.714491898193955e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 9.443421731702983e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 9.388323087478057e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 5.188102659303695e-05
            },
            {
              "class_name": "music",
              "confidence": 4.82884279335849e-05
            },
            {
              "class_name": "other",
              "confidence": 4.532615275820717e-05
            },
            {
              "class_name": "logo",
              "confidence": 3.915722118108533e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 3.4269622119609267e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 2.2103478841017932e-05
            },
            {
              "class_name": "icon",
              "confidence": 1.4573160115105566e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 1.262948353542015e-05
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.1133272892038804e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 1.0443095561640803e-05
            },
            {
              "class_name": "photograph",
              "confidence": 3.410362523936783e-06
            },
            {
              "class_name": "stamp",
              "confidence": 3.072587333008414e-06
            },
            {
              "class_name": "signature",
              "confidence": 9.349080301035428e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 6.262218903430039e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/6",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/119"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9030912518501282,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.07861734181642532,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.005651456769555807,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 0.003748363582417369,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0022841321770101786,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.001908657024614513,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 0.001271401415579021,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 0.000527902680914849,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "line_chart",
              "confidence": 0.7529181838035583
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.24496297538280487
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            {
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            {
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            {
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            },
            {
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              "confidence": 0.00020638368732761592
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 7.908768020570278e-05
            },
            {
              "class_name": "other",
              "confidence": 4.1842151404125616e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.88864464184735e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 3.680287045426667e-05
            },
            {
              "class_name": "logo",
              "confidence": 3.4682008845265955e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 3.2480249501531944e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 3.133303107460961e-05
            },
            {
              "class_name": "icon",
              "confidence": 2.810153819154948e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.4837421076663304e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.3842863154422957e-05
            },
            {
              "class_name": "music",
              "confidence": 1.3826488611812238e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 9.888764907373115e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 9.417217370355502e-06
            },
            {
              "class_name": "photograph",
              "confidence": 6.781958745705197e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 4.365552285889862e-06
            },
            {
              "class_name": "bar_code",
              "confidence": 3.9039218791003805e-06
            },
            {
              "class_name": "stamp",
              "confidence": 3.5756922898144694e-06
            },
            {
              "class_name": "qr_code",
              "confidence": 3.4435008728905814e-06
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.6186453422051272e-06
            },
            {
              "class_name": "signature",
              "confidence": 4.5768069867335726e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/10",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9777776002883911,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.01684744283556938,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.0030101025477051735,
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              "class_name": "bar_chart"
            },
            {
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              "class_name": "table"
            },
            {
              "confidence": 0.0004350045637693256,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 0.00031612173188477755,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.00020453514298424125,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.00020367653633002192,
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              "class_name": "stamp"
            },
            {
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              "class_name": "page_thumbnail"
            },
            {
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              "class_name": "bar_code"
            },
            {
              "confidence": 4.5846700231777504e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 4.3881984311155975e-05,
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              "class_name": "chemistry_structure"
            },
            {
              "confidence": 4.369622911326587e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
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        {
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      "references": [],
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          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "line_chart",
              "confidence": 0.7856797575950623
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.2133873999118805
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0003317095688544214
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0001933642924996093
            },
            {
              "class_name": "calendar",
              "confidence": 0.00012096275168005377
            },
            {
              "class_name": "table",
              "confidence": 7.538864883827046e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 4.335340781835839e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 3.5004453820874915e-05
            },
            {
              "class_name": "other",
              "confidence": 3.0325507395900786e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 2.444646270305384e-05
            },
            {
              "class_name": "logo",
              "confidence": 1.6900305126910098e-05
            },
            {
              "class_name": "icon",
              "confidence": 9.223979759553913e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 8.06477964943042e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 8.013091246539261e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 7.899128831923008e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 6.397250672307564e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 4.9471427701064385e-06
            },
            {
              "class_name": "music",
              "confidence": 4.0340305531572085e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 3.93313621316338e-06
            },
            {
              "class_name": "box_plot",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "line_chart",
              "confidence": 0.831704318523407
            },
            {
              "class_name": "bar_chart",
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            {
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            {
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              "confidence": 0.00010441264021210372
            },
            {
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              "confidence": 8.417649223702028e-05
            },
            {
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              "confidence": 8.281655027531087e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.7487179977470078e-05
            },
            {
              "class_name": "logo",
              "confidence": 2.4414193831034936e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.672118014539592e-05
            },
            {
              "class_name": "other",
              "confidence": 1.3115771253069397e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.2018479537800886e-05
            },
            {
              "class_name": "icon",
              "confidence": 1.1736389751604293e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.1712963896570727e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 8.607752533862367e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 4.64761887997156e-06
            },
            {
              "class_name": "music",
              "confidence": 3.995169663539855e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 3.863700840156525e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 3.1793726975593017e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 2.54594692705723e-06
            },
            {
              "class_name": "photograph",
              "confidence": 2.320349267392885e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 2.1526234377233777e-06
            },
            {
              "class_name": "qr_code",
              "confidence": 1.409373680871795e-06
            },
            {
              "class_name": "bar_code",
              "confidence": 1.3746357581112534e-06
            },
            {
              "class_name": "stamp",
              "confidence": 1.3226854207459837e-06
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 3.4520405733928783e-07
            },
            {
              "class_name": "signature",
              "confidence": 2.1477055156537972e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/16",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/247"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9030912518501282,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.07861734181642532,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.005651456769555807,
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              "class_name": "photograph"
            },
            {
              "confidence": 0.003748363582417369,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0022841321770101786,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.001908657024614513,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 0.001271401415579021,
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              "class_name": "stamp"
            },
            {
              "confidence": 0.000527902680914849,
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              "class_name": "engineering_drawing"
            },
            {
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              "class_name": "bar_chart"
            },
            {
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              "class_name": "chemistry_structure"
            },
            {
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              "class_name": "full_page_image"
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"
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      "annotations": [
        {
          "kind": "classification",
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    {
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      ],
      "content_layer": "body",
      "meta": {
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              "class_name": "music"
            },
            {
              "confidence": 1.168377139038057e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 2.8162318699287425e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 2.610708804695605e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 1.9493222680466715e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 1.0499761771143312e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            }
          ]
        }
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 7,
          "bbox": {
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            "t": 348.9335632324219,
            "r": 574.2936401367188,
            "b": 188.44024658203125,
            "coord_origin": "BOTTOMLEFT"
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          "charspan": [
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      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 243.0,
          "height": 161.0
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        "uri": 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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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    {
      "self_ref": "#/pictures/20",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/292"
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      ],
      "content_layer": "body",
      "meta": {
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      },
      "label": "picture",
      "prov": [
        {
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9992358684539795
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0004411691043060273
            },
            {
              "class_name": "table",
              "confidence": 0.0002037807134911418
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.00010429682151880115
            },
            {
              "class_name": "flow_chart",
              "confidence": 2.9731520498899044e-06
            },
            {
              "class_name": "calendar",
              "confidence": 2.8520519208541373e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 2.7070780106441816e-06
            },
            {
              "class_name": "other",
              "confidence": 1.867464447968814e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 1.6238526541201281e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 8.47631952183292e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 6.900721700731083e-07
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 3.3171022550959606e-07
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.9666927048310754e-07
            },
            {
              "class_name": "box_plot",
              "confidence": 1.7480317637819098e-07
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.0222086643807415e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 9.092094188645206e-08
            },
            {
              "class_name": "icon",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.911272406578064
            },
            {
              "class_name": "line_chart",
              "confidence": 0.08814242482185364
            },
            {
              "class_name": "table",
              "confidence": 0.0001849651162046939
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0001780209131538868
            },
            {
              "class_name": "flow_chart",
              "confidence": 8.365989924641326e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 4.02501282223966e-05
            },
            {
              "class_name": "calendar",
              "confidence": 2.30337191169383e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 1.449850697099464e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.0169492270506453e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 8.284802788693924e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 8.088379217952024e-06
            },
            {
              "class_name": "music",
              "confidence": 7.644081961188931e-06
            },
            {
              "class_name": "other",
              "confidence": 5.672549377777614e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 4.9705618039297406e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 4.329409875936108e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.235419510223437e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 1.8283234339833143e-06
            },
            {
              "class_name": "logo",
              "confidence": 1.6597914509475231e-06
            },
            {
              "class_name": "icon",
              "confidence": 1.5767387822052115e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 7.364949397015152e-07
            },
            {
              "class_name": "bar_code",
              "confidence": 5.692299396287126e-07
            },
            {
              "class_name": "photograph",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.5009429454803467
            },
            {
              "class_name": "line_chart",
              "confidence": 0.48544466495513916
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.005054665729403496
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.003159130224958062
            },
            {
              "class_name": "table",
              "confidence": 0.001661609741859138
            },
            {
              "class_name": "calendar",
              "confidence": 0.0014316587476059794
            },
            {
              "class_name": "music",
              "confidence": 0.0007537659257650375
            },
            {
              "class_name": "other",
              "confidence": 0.00026281984173692763
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.00020880783267784864
            },
            {
              "class_name": "logo",
              "confidence": 0.00017936724179890007
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00013758002023678273
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0001111269521061331
            },
            {
              "class_name": "icon",
              "confidence": 0.0001039007693179883
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 9.397338726557791e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 8.888706361176446e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 8.262823394034058e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 7.92832433944568e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 7.33538981876336e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.868059841101058e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 3.221616498194635e-05
            },
            {
              "class_name": "photograph",
              "confidence": 2.0389250494190492e-05
            },
            {
              "class_name": "stamp",
              "confidence": 1.3156207387510221e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 8.667233487358317e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 4.239816462359158e-06
            },
            {
              "class_name": "signature",
              "confidence": 1.4776715033804066e-06
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.6402752995491028
            },
            {
              "class_name": "line_chart",
              "confidence": 0.3368665277957916
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.007847772911190987
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00380050134845078
            },
            {
              "class_name": "icon",
              "confidence": 0.001836544368416071
            },
            {
              "class_name": "music",
              "confidence": 0.0017531734192743897
            },
            {
              "class_name": "calendar",
              "confidence": 0.0013422261690720916
            },
            {
              "class_name": "other",
              "confidence": 0.0012174890143796802
            },
            {
              "class_name": "table",
              "confidence": 0.0011144103482365608
            },
            {
              "class_name": "logo",
              "confidence": 0.000862319371663034
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.0006202299264259636
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.0004885383532382548
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0002921947161667049
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.0002841194800566882
            },
            {
              "class_name": "photograph",
              "confidence": 0.00026336402515880764
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.00022905095829628408
            },
            {
              "class_name": "geographical_map",
              "confidence": 0.00018265401013195515
            },
            {
              "class_name": "bar_code",
              "confidence": 0.00017471455794293433
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.0001384038187097758
            },
            {
              "class_name": "scatter_plot",
              "confidence": 0.00011896784417331219
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      "captions": [],
      "references": [],
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ObNm/fq1UuW5eTkZADKbEGZCfTr169u3bqK/aBBgwYMGKAsESt06NDh+PHjdnZ2wcHBr732GipG5I+W6CPL8qpVq/z8/Dp37uzt7S3LcnZ29ubNm4cOHTpkyJD+/fsvXrw4KipKKWXRokX5+fmbN29+9913582b99133ynJC5brsqmpqV9++WV+fr66UmsldyqbArIMWpNvPUZ5ceyD9h4cx40cOVIRK8MwSvaVmfz8/P79+5uXiDUaTaVQDMuy5qQI6xOOCSEBAQHbt28XBGH06NGNGzcWRXHJkiW1a9fOzs6WZdnV1VWxFEXx1KlTjRs3btOmTePGjS9cuJCRkUEIsVyXNRqNkyZN8vX1zc/PV1dqreQOZYs38/PjNlCTWKPSlilbz931u/5Ew97fGABwr3E/AG9vb29v78fk2f0hhIwePTo/P3/16tUdOnSYMmXK8OHDg4KCsrOz33nnHYZhhg8frlgquaPKvcTzvMFg0Ov1X3/99fHjx2fMmKHYLF68OC0tbfLkycqfYa6xs7BJ7lA2LRZKfz1LJaFmG22Za+AD+blsoiilLMuOGzdOFMXMzMwlS5bExsYajcbhw4enpaWtXLkyJCREsdRoNA4ODkajkRBiMpns7OwUlSvrshzH5efnL1iwIDc3d+LEienp6bNnz27SpEl4ePjTPL3nmTtHIwREw0KSa1bZ5MFb62cNQRDeeuut7Oxsf39/nU4nCIIoip9++umWLVs+++yzjIyMkydPuru77969u2vXri1btty8efOmTZtOnjzZrl078zhKlmVZlhmGiYmJuXr1qpLTYm9v/3j/itxfjWd9BklFGWU13IcAoNCwRHv/yuF5Pj4+Pi4u7ujRo0FBQbNmzcrKykpISNDpdDNnzhQEYcSIEX369ImLi9u0aVNcXNz+/fuHDx9et25dZawCQFmXZRjGycnps88+A5CZmXnq1KmRI0c2adLkiZ+o7fKsK7t0/cmc4f8jqNHWi0LUD27lOv/VBzHu3r17YmLizJkz33vvvcDAQFEUz5w5g4qQC8dxubm5L7/8sqOjY1BQUEJCQlpampeXl5OTk/L18PDwU6dOWc5lPTw8jhw5oo6zreRZVzYVZFpcBtRoCIxCoGUPkZZYp06dTz75RHnCiuO4SuEak8kUExOjPBnu4OBQ6c8z370ua/1KrQqefWWDKP9qeDRC8DCPRRFCqnmyMyAgwJzIrlJjPGdrkCoqD4iqbBXb5JkfjTx7UKMIQXoK4Ro7DeHUluhBUZX90OSP2lj834OkZquOQnBfPNghtllNFvpcoyr7oaFlAi0uQ00HIk1UUHOkHgJV2Q8PIU8pXFOzBT7nqOM2FdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2iapsFdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2iapsFdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2iapsFdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2iapsFdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2iapsFdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2iapsFdtEVbaKbaIqW8U2UZWtYpuoylaxTVRlq9gmqrJVbBNV2Sq2Cfe0HVD5C8GAaMAIkGVQDRgCouynoCJkWmHGguHAUFABMgXlwHBgRMgiZAA8WAmyBHqPQspRla1SQzAgBghnkVUPbk7QnkNOCUwEoIADNP5w0YChAAOSgaJLyHWCNhSeGjA3UJiC28Fwqwc3CfIh3KwFnS+c5GrFrSrbZiEgGjCWzRsB4cGIoBJkZQ8DwlmMSCXIMqAFS0FNkCjAgSEgAiQrnWFAZNBlOLYQhxegbwt4T0HyMaSzIALk+nCfg961oCdAKjLHY8dl5HJgR6Dlawj7GokZKNZBMw09imCcjOQv0LkOnKov8UGVTUDonbfI3Xsq7Sfl26j4LwHofbqQB4YAsHCgol+rfHxi/gVK/3Sp3Oxep2ADEBAR0jGk14GjJ/QUlAACxKPI9IGjFxwpKAEpQNl1FFAodQMv6B2hTcZVe3Dh8NGAuYy8Ihgbo5Y1zjAg+SibiuS1SCGADFkDdiQii2C6gYKZ2NsGfm6wl0E5kF24fgk56zBwBY6tw5lm8L6K/Di0mouDl5G3G1ebw6sJassVN+e9C71/HYEBMUG0FAEBMUGUK2v9T0ullymCUYDEgBAQEySj1be+uXQZMFUcjQUjQTZBJCBMxdBNQQIVIYmQJFACIkIugpECBIQAZRDuO1x7cDRgNRX1yYBowWrBVvIHAAdGC05pKQmIFpwWnHJnsmB4sNZ7QgAG+Ampw7DhANI0YAjAgdmC80OxLhlXldJZMCeQ8RZ+fhM/D8dPQ7HuF5xbi9PfYvdEJCbhigw6A3sOIo21LtKgKNsRdiMQ4QBeBhiQSNSJRtA15AfD7U20ZMEqAmsITyfYLcPR48hoCR8/OOvBb8ZZO7C5MJxARizCtGDv69J9PiYgPNhNSH0DGy4jT7lyHJiNSB2ItWeRZb6WlpZXkM+C+QHHB2Ptx/g9B4ZSCOPweyKucFZHYzgwEuQvsfNf2CGDsmD248YwbOiFH2ZjnwGCWSUZKP4I217Hmlj8+C32ZKL4M+wYhLVLcJQBOYmMD/BrFkruFt/DotzSZ5GViiyl6GKY9uLGXtwogom1OD4Lchl5SbhyAwUsiBFiMq4m4koZRBbMTRQeQpoMao1DBDBBmoTECdhZgDKl9eHAnkHWLOwrhNF8M8uQG8JzMl6cju5RqOMIPgK++3EjGkEhcD+G9L24nofSvgi1pnIAiJD94PwvvNASPpbt42nc/gXnBqKZG+yVNpiCusNBD/4QbqWjyB32HnD4FB3rw2MM2h1DeiPUykDRN9h1HBnVX7jqRiMExAhxOU7OxD4KaoREQDRgzyFrOnbfRnEpREVGlSxFSLkwbMa5nqj/K86fRIYEORelreBrZQvJgNxAwXfYvwonO8CfgBTDOAN7HMD3QoN5OBgEt75oKEBiQa4ibycud0SAOxwC4HISGeeQ/RLqb8G5Pqj/E1KD4e4LR+ubbQ7sKdwehV+aw2saetxG8QTs3IPrBOiIgC/Q2QMOEigLkoCLXyM5CyW+cJqGHpeRtwRHZNAhaDYQTRfgoB58c/jAKpdICQQAcWj1fziijDoMMM7GPi/oC1GGP5VNPaDrjuDLyE1F9tuIbAEfXzjuxfUyiM1QewPO9ER9P7iIkGTrRm4EIIBYMYRQJPkHrujAR8JXuZm14CjojzhVCuFnDP4Zqf/B3hcR3Ap+beB/HOlnkDkQTb/FHi/o9+HGPPRxgf295pHVtaAMyCXk/ILzjeBpB43iXAlMs7BPBNWDJ/ewBAgDhgCFMAIogmkDUvujoTecrBzXEpAEXLqE3BB4AKCgdtBMQvS/ER0IFz20XEWnRoGryJcg+8OlBbz7INQBvAi5EEYezEncvoCcWDTRgLWyxWZBtuDccPx0DtkyKANyBplnkDUTPSeh62+4cABpLBgWJAuGWdjfCLV+xd9awCcdRQeR1gI+EfA9hvTDuHkOObEIY0CsqSMK6gy7z9G5EwIBSgAC+l+cSkfxh2hnD05zR1dOBUg/4IQDNL3QQAZ9C5EvIHAwmrnBIQeG+nCfgd2bcNYEiVjXuVGAAnLFpKsU4mHcrAfX2tDJoCUQ1iHlFDI1YIpgSkVWGgoZEGWoWQzTKpxoCV8naAHaF6E5MBTAWI1D1SlbhlwXLvPQtx9Clc6CAVmLlNsoGolIDVgNWOVsK1lKkN1gPwhNTyKjPfxLYDJBagXfw7hZgDJren8J8kuovwD9guEmgSpBokaodQMFX+CPWtCFobYyypchp6GQAvtx/RP8PgXJofBsh7qnkBGLsCRcbYU6PNgTyBCt6P0JIIHeRtFAhIWhtgQqQm4BnyXoH40gATIPVg8eAAsmHUUZKDJC+g77m8H7RQTVhfNJZJzEbV84/YzUtvBrAHcWxEoNWTaQLJjbKPkvTlxH/mzsy0TJUhw7hlsO0HBgGDBZMOzG9Xao6wkHAVIt6N5HmwFosg0XOyFgBY4fQ/oc7D+EG49lJKkHz4IQwADBAMEfLjxYZS77NZIScfl1hAXCNR6b1+L0MLQIhrsMehaZqcjqh9AguHFgF+BwIFw94FDNLLK60QgF9NB6glP6aw2Y88iej4MR8M1ESTFM+3EjFB524GRQS0ulcl9Go5dQ3wTpQ2zriICp2HURuf5wmYRod9g/8hjAC3oJsvRnv0YYoAV8VuCVj7Dt/3D4X+isxJhGotUwhHtCNxXJ63DmDYR/hk4mSCeQ8TNSI+Abhy2lMPVFw5Fo9WidifKdvyG8DOIuXKegSpNZG/rfcfHfSOqG4Aj4ipA5MEaIBgg3kO+NOlOQLEAchGZasAwYPzgtwpEeCJmLg07Q9kYDO2is6d+Ub8qgyppIL9S/hcICGAHYgxMhb8E5N9i3gd9l5GagqCV8UN5IUQnydlwshLETArfg/FA0+xGnbqDQys7NBKkTArZjmBacEZIj+MV4mQWRQAHqBf0ODOPAasGuwKs3UKAH7wU9QGRQB/AfoUM9uDEgU/HiWWRHwFcHvpqQ9n2ifsrikPm/BTDag9uDa2UQi2Bcg9M9EOII3g6cPTSWlkq/owf/M85IkIPhthanR6LVHBy4ivxa0EmPGieRQM13BQOSg5JvsLsLAlvDTwvuJgpLIRggOECzDqdNkIajpQSqAaOEaFiQ9UiJgl82DJ5waIX6Cbg0DOFaK5TEgoiQZQuvtuPiWGyLQp1J6OoErQzKg9WC04Dtg9CxaH8eOXtxYzCaj0CkDDoOCRHwScDFC8gpgNEOXH80sjKKzIDowRMQV9h/jA4cmKvIT0XW39A8CG7jkBCFOh0RkItSB2i84aj4z4AUwrgRZ3sgOBhuofBYhmMS5FB4WB8h5cBowJoHJPbQwCICqwNPQWVQLbj68FCaCSVEGwCXenBVKjkIbiHwkCwq/B5lPQAi5FIIRkjN4b0ZQziwW3HhQ2z9N6INML2C/32IDkPRzGypFMmC3EbJGqS8isb14EpBk3CFBaNcaSvryAixDCJAdeBLYByDrd5wykPpGLRTIlmL0J8DMxnJm3H2Ogr+jnA/OFNgP9LOIycOUYdxMx1Fh3DTEzrOulgbLf9NKagGzDlkf4IEEVJ7BBzEzVB4ZKIkHUUt4eMPl4NI+x0X01HYCJ4ERALdh+sXkP0Vuk7BrhdQ7yhuXUKelQ2kCLkxaiVgGA/WHGx1h/1v+Jsyzl6H1xmQIhi7oF4H+NuBM3eDEuhANG2G2gAZiw4HkVYHTg1RS7hfCPm+mBc3Kv57hwzMqqAWjZf5I/OnEuiDNIv3V7YI+QUE+sLJD84yqB00DEgUfOegdyg8CTAZLzaAh9JgK5Z14SxCZoAcGNrArzMCHcHHIyoRV99DqwC4SFbUkTLZfx9tRMgAsQM3EdGJuJqFkhbwiYBPFkqmo0cw3JVo6Flk+8PlBQQoc5F8lA1GUyVKmoGidBS/hjANGCsjJASwh8YOHAV24eptFBOQz7GdBZmJnqeRtQ0XtuJvo9D6X9j5LrYEwe11hDGAEeJGnG2Dug3h2Ri1fsIZCfQ1hFl/8yttNrVYvTK3ixQwt5caMHxFOwpABnUE3wH+EqgE2QV2PVFftli2fF64v7Jl0EC4hsDdBEk5fwnUC/q6aKA0Br3RwJytYmkpA/XgGoxIZajUCw16oD4LIlnkvjwaBGgNPyXUKIO6wT4WTZQGwATJE7p+CDVCokA3BEUjSFkfVpzvhiAWjAjZGXbvIEq5T6y8bMpAcCH6KW3w6wgbgMaAsloFLbiuCIpHKw5MNILC4Z2LMl842kMjgQqQe6F+KDwoMBKRzeHtBvtm8BIfh5Luvj0s28WKjcptJ7UIz8mg8mNaX6thHnQ0UqmiJdBSiMp2WcXG3ZbKHF+pOBEyAcTHtOZnsqhuCVSy8EG28O3uVU8ColxdGRTlUZTH4BIpbwWVQCRnGdxQTp8Hp3SybnBwh87cvWrBtoe/DCpCtgf/IoIshfWXggHRgGUAGTC3RI/ME8+IovfYfkZ4jC5V0wpaFiWXB3b/xKxjCio8i5VUE7BgDDDuxLWbyPeFSxsEOIC3pi9Vnzz468KC8GCVrJKnCwOSj9Iv7ffs+0ctp6WD9r/jPZHflYsSa/JVHkObTQAWjBJCtn4M/VhgQJT1DulZmvqU5xw+ZS/K4cHeRtFF5DhBG4paTMUg7XFBYLnaRO7eUtIwSbkzzHT2SNMpA//5/gcMiPwGpjSYtmLsxtFC20d2wFplsyAmiLtw6SqKAuEUBX8tNE9XTBqwOSjei2u5KGuGWmHwxWMaTD8ySmK0ESIALTgT5KebPcuB+QWpP/umB3QNz7uewe06/ZHUzgV29woQkQoJWmyAAcvx2qqPz3JKPqYynZAhV2yU/5ggGWAqhWiAYIKUg5IjHvmfD/uHsj7NAIMGvDZ+6e+FJ0v1sH+0urJK2SxIDgxT9AccBoQ1DX9hx7ETW9bt+ri4lTJDute3nugl5cCcRsYM31NNB3WtXav2ksTd9X7Z9w6ilKePnmTJ94QBESAn4Nxh7jYFIsXanRGiAfPYb7a7BhWVd1Q0kOxeXN3Y1jB99ep6dQIEUViwZNG0+KVTpK4cGHpna6rMsJUMZCMkI0QjJBNEI0STTPT7koXLDsayPykuLi4TjGUXs/INBwSUKcEf8c4fZQVKA5YHaw+NAzQMUAbhDnetvlqPrmzFj/+SE40+f3X82E+UnVOaTV8+dtM/hdYyqLl2cGdlMRbbykcawhK+ak/seTt7cASauz4pT3u60yVSBtM83bFR/5vRvWNXACPei3v3rZFJP1zqh8bGioAJrfYgFKBgWHLPER4hhDzw0EIxm08O3B4aFDM0jgLrflh17ocD79E2pOLrlZRU5TYFa6fhqy5Cy2kIS8FQEBmUgsqAsph317by+AX9jbk0eOzH9f3qAeA02ndHvDN49a9zE/e7QVcCkwFCGcTS8h+TEZJY/jwiy4HhQJQHEzUy57xTr/Vy5hhWo9FwHGdnZ6fX693t3TnRqYy7wUPgodGC04LlwWnBasHxYM0bbEVzw4GZmJ34f0sWfzjqA2Vc9L91q+ucKXWyIgvDmjabFMJwrZnd1CFDzLtGvvV2x8nz8zO324FHxWCLgJA/Za2k+1DLnVymk9PXpYTnGEIYhmEYhmVZhmVYLS/uvWbACQ4a5akCUnEEJV2k0k4e7EVkuXQPU2QNQKe1f+2NwYtWj3EW7Bkwij0LwpR/sXw4zoIwgGLAggCiY2memJfLoNyfcpcYhuU5SZaVTCzG4jgAqnxiiAU5hhuXXvJYtnCeTmsP4IUOHd/IGXT2l4wW8JNAlXifCEmALFj8vmuP0f7YbtbphslkEkyCyWQSBKGinTTkZSYLKFCOpkwtKn4rG3dsixAv80UD3Tz/FAFhXfxqX8Z1LTQ8OCfY2YNTFp6UNlUHngfL3FF7YDneZ8wYPrQ2IXf1FqeycqZnSkXFtDzsC3MCpnnDBAkVMVkGZLjUcsq4VfGnzjZpH3Fm/7HipYc+Elub1wQegccc9ZNB3WDXEYHKMoRlU1FpQ9mWQSlkwrs41fGlDKGUyrIsy7IkSZIkyZJkFE0lMMmQzA0PKiqIgtLyR7+Uw4IBbiJfA29LlxiQK8jbivMob9JAq/IHf/pDZcjcofP8P/fJgqi4RCkt32CJad81Cbnm+4RU3BXKVWdBGDDm3xowp5HRr+soRdYAdFr7tl06fP7LzBB4lEIUIUuQRcik/OtMpd9M+YasTzlgb5fOgrAMy3Ecy7J2dnYOOgdXvZMT78aA04DTgFEe7eHAmrcr7dFB89+yowlJOzt26Ki4dCHtSsbOU1PR2QP6ihgArUgZgOUda9ndEXAcx1Uha8BUVlZGRRniAwbfZFAX2P+rtN2+xdduLV7VGi5t0MHKqJ81yqZOcPA/UfbDyh/Gjx2n7Jr/fwtb5bn3RajpTp+qjCtV7JQ51zouf/9blWVIrinZKyQC/s66viN4bJlVUwbho207tiVt794pGkBJWemqZSvjhRY90NAI8c5rVsUGynO5BF1UpMuMlwHQCszbOe/9VHTtoAxW/LNppEqCjgQqVzSNcsWjtRzorVvplid1Kz29I/w6IIgFowVrB04Ljq3I2WIquqA7+yjBI/YN/eAWVdZS/n8KhBu3AKbSiVTaRkXeb180njRp82cUHdt3yC3I/9838/vf9HGFQymEKo9fFVSpjwe2vw8SZHvw3RFqXqmxMg7x6MpWzmkwbTZl4obhqReaNm9+8tjxsvWnPhaiSiqSoh4MmZNNzkaRaKtwpsxkNEIk93+qDQBkUHtoRpa0mDH44z8GdvWsXWv/H3uCfs3uiiglV+lO82pOjdFrdS4uLlV+qnFw0cNRGfpXHKiKqJYCAyYctces2rGt947O7TsB2LkrKWXVzm/R1rV8nl1ZHVVVHKUgDFN1JVCjWCoL4sM0kM6wH29st+VfezZotzkYyT/gH4W6pqe9ii6DGi3Wkq3EqtGIBOoOh38Xd9i/7NpVbI6GUxQ6PJWon1kNIuQmqD3tZpt901NzcWw4ajdBCCpH/e5z19FqWyOZUhmUPOgBZRfoxtwMm/fSPzd0DwOQve3UGENzV+geKklVaSEf3L56lFSnv6Ol0ShwYFkwT13Wjx1rx9kSKAe2E4I7V6zUPPWVEQGSCxx6o9EzslIjQGqM2tMMXc78lAGgEbrYQ2P9GzysRMkFZcA8YFLoc8djmEE+gxk8lum8zwIiZB5cJOoCEO5KL3uKPEN19LhR3xFVQyhvXXraXvyFUDOiVGwTVdkqtomqbBXbRFW2im1yxwyS4zirXk/0qDAgRFP1XJZlWXLflZUnAHPvjCiGME/FJZat+gF7ouEYVLXG/YQhFBxX9VXjOO7pXDUQpsIl7vz581euXCGEgBDuepGXXEog16RXBLKpKOfk1t8oz1SKQlGO6I6leUKs4SAZgXQ77Wr2HwmMcNcTshrikXZVf+ebaWsABuLhY0dKPG8T8c5yCYhJrl2Uy8NEa7QHplSWzicmCpf0lVZRKUu0qXmephK2Zl0ikHPzs04k/C7reVBK9u7de/LkSaU9IBS89BTGJ5RQE1uVUAhYmXDSU3iaSWKoyFalXgJOIqz8FFwSWSrdI8mclwix6gWuj4iJq+oRKgJGBiczNd//y4SKbEUS0WNcs1VReXb4f87ebCUjEbEEAAAAAElFTkSuQmCC"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.99128657579422
            },
            {
              "class_name": "line_chart",
              "confidence": 0.004104949533939362
            },
            {
              "class_name": "table",
              "confidence": 0.0022299194242805243
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0009537937585264444
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0009304130217060447
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.00014468362496700138
            },
            {
              "class_name": "calendar",
              "confidence": 0.00014310931146610528
            },
            {
              "class_name": "icon",
              "confidence": 5.137304833624512e-05
            },
            {
              "class_name": "other",
              "confidence": 3.455489422776736e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.171892992919311e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 1.8798209566739388e-05
            },
            {
              "class_name": "music",
              "confidence": 1.626740959181916e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.5916190022835508e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.1082728633482475e-05
            },
            {
              "class_name": "bar_code",
              "confidence": 7.004797225818038e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 7.002186066529248e-06
            },
            {
              "class_name": "photograph",
              "confidence": 6.268804099818226e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 5.326870450517163e-06
            },
            {
              "class_name": "logo",
              "confidence": 4.104647814529017e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 3.120320570815238e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.2985566399947857e-06
            },
            {
              "class_name": "stamp",
              "confidence": 7.152868874982232e-07
            },
            {
              "class_name": "signature",
              "confidence": 6.767998002032982e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 6.056914685359516e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.0746959939497174e-07
            },
            {
              "class_name": "qr_code",
              "confidence": 3.1619484275324794e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/35",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/440"
        },
        {
          "$ref": "#/texts/441"
        },
        {
          "$ref": "#/texts/442"
        },
        {
          "$ref": "#/texts/443"
        },
        {
          "$ref": "#/texts/444"
        },
        {
          "$ref": "#/texts/445"
        },
        {
          "$ref": "#/texts/446"
        },
        {
          "$ref": "#/texts/447"
        },
        {
          "$ref": "#/texts/448"
        },
        {
          "$ref": "#/texts/449"
        }
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9994307160377502
            },
            {
              "class_name": "table",
              "confidence": 0.00037097567110322416
            },
            {
              "class_name": "line_chart",
              "confidence": 0.00016449908434879035
            },
            {
              "class_name": "pie_chart",
              "confidence": 9.30875012272736e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 6.667049547104398e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 4.379226993478369e-06
            },
            {
              "class_name": "calendar",
              "confidence": 3.985677722084802e-06
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.8548683524131775
            },
            {
              "class_name": "line_chart",
              "confidence": 0.14311696588993073
            },
            {
              "class_name": "table",
              "confidence": 0.001024960307404399
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.000388027896406129
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00018863874720409513
            },
            {
              "class_name": "calendar",
              "confidence": 0.00011418049689382315
            },
            {
              "class_name": "pie_chart",
              "confidence": 5.9238042013021186e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 3.601672506192699e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 3.0052575311856344e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 2.687751839403063e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 2.4139035303960554e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.9556535335141234e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.8643686416908167e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.8394070139038377e-05
            },
            {
              "class_name": "music",
              "confidence": 1.6018870155676268e-05
            },
            {
              "class_name": "other",
              "confidence": 1.483455616835272e-05
            },
            {
              "class_name": "logo",
              "confidence": 9.097730071516708e-06
            },
            {
              "class_name": "bar_code",
              "confidence": 6.400832262443146e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 4.8928186515695415e-06
            },
            {
              "class_name": "icon",
              "confidence": 4.584758244163822e-06
            },
            {
              "class_name": "qr_code",
              "confidence": 4.240010184730636e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 2.592345936136553e-06
            },
            {
              "class_name": "stamp",
              "confidence": 1.686972950665222e-06
            },
            {
              "class_name": "photograph",
              "confidence": 1.0809020523083746e-06
            },
            {
              "class_name": "signature",
              "confidence": 2.5457293872932496e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 2.157732126306655e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/39",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/497"
        },
        {
          "$ref": "#/texts/498"
        },
        {
          "$ref": "#/texts/499"
        },
        {
          "$ref": "#/texts/500"
        },
        {
          "$ref": "#/texts/501"
        },
        {
          "$ref": "#/texts/502"
        },
        {
          "$ref": "#/texts/503"
        },
        {
          "$ref": "#/texts/504"
        },
        {
          "$ref": "#/texts/505"
        },
        {
          "$ref": "#/texts/506"
        }
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"
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        {
          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "captions": [],
      "references": [],
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BFTpkyZPn363Llz77777piYmDfffDM1NdVoNC5fvrwbZfNlNk9vMH369OjoaLPZPHnyZABLly7tetbtdqelpQ0dOhRAXl7epdsYqdXqDz/8kPvN7TMasLZ/DF7ZPL1Ebu6PrtsoEAgefPDBq9qz/Irb5fDK5ul7xGLxdd88g7ezefonvLJ5+ie8NcJz/aFK2/y1ZkLQ28OAWT8jHholiFCDVzZPT+D4+wH7+9/3+pJMYOEN/vJB+b1Z4JXN0yOwF/yvT+CVzdMDENx/vT8p6X9P5FuQPP0TXtk8/RNe2Tz9E17Z1wGn07lz506bzdb1IE3T3DjMrjAM4/f7/X5/YGAxRVE+n6/rWe7CfrYjVO/DK/taKS0tve++++6666577rmnuLiYO2gymaZPn/7+++93DdnU1PTQQw+NHz/+5ptvXrJkidfrXb169ZgxY0aNGrVy5UqPx/Pqq6+OGzdu/PjxU6ZMmTNnTktLS18kqJ/AK/uaYFn2vffeq6+vz8/PdzqdW7ZsAcDteb5x48a2traugauqqr755puYmBhuW+i6uro//vGPQ4cOveOOO1599dXjx4/Hx8dnZWWlp6cXFxe3tLRcdndGnp8I7/W7Vrh16bVa7UcffWQwGGia/vzzzwmCiIyMvGg8WlVVld/vT0xMTEtLmzx5cmdnp0KhiImJCQsLU6lUEonk/vvv5z6J3bt3v/nmmxqNpq8S1Q/gy+xrgiCIBx980Ov1bt68+bHHHissLCQI4plnnvnoo490Ol3XWX0A6uvrGYb5/vvvH3nkkZdeeik8PHzq1KlLly5dsGDB4MGDuUlTNpvt/fffnzBhAr9e/TXCK/taGTt27LZt20aOHFlSUvLiiy86HI6oqCiZTHZpE/C5554rLy/fvXv3E088sXnz5q+//nrLli1vvvnmv/71r+PHj2/atAnAwYMHz5w5M3v27CuOP+bpHt4auSZ8Pt8f/vAHqVSakZGRnp5+8OBBj8ejVqu7ltY+n89qtarV6k8//dTn8y1YsICmabFY3NraajKZMjMz4+LiWJatqakBsH//fr1e382mDjw/EV7Z14RIJAoNDV2yZIlKpZJKpQsXLuR2z2FZ1uVyce68vXv3Pvjgg19//bVIJHr++efXrFlTU1OzcOHCu++++6uvvnrggQeUSqVEIrn11ltZlj1+/HhUVBS3ARrPtcAr+5ogCGLRokWJiYl///vfH3300TvvvJOzItRqNdegBJCamjp06FCGYR588MG4uLiSkpLExMSJEyfKZLLPP/98586dbrf7pptuyszMZFn2+eefl8lk/D471w6v7GtFKpXOmDEjPj4+Ozs7sDe2RCKZNGkS99vlco0ZM2bgwIFCoXDixIkTJ04MXBsXF/fwww8H/iQIIj8/vzcj34/hlX0dIAhi2LAf3aY1KSlp0aJFfDHcy/DK7nH47c76BL4g4emf8Mrm6Z/wFeXVwdg81LEG1tfrA/FYEBqpZERsb2+zdsPCK/vq8FeZTHNWM+323t/uTDTYEHbgSULCv7KfBJ9NVwkL+GnQdK9PX2XgZ64ciuc8vLKvHoLoi+mrBL+L31XBtyB5+ie8snn6J7yyefonvLJ5+ie8snn6J7yyefonvLJ5+ie8snn6J7yyefonvLJ5+ie8snn6Jz913AgBggWLc6MlAgMYWPZ/AboeBwuWOHcVzl9IdA3Pw9OjXFnZnEC98AtBEiBosCyY86cI8ryaux4HIADJAg54JRCKIWABH2gWrBiCnkgGD89FXEHZBAgxyK9wejWKX8ctQZC9gu9qYRGAFIBMQfBijBVDIASxGsVfopgEIQApArkII8tgWoviROhfxFgZRC9i10QkTUWyH/xoTJ4epztlc0X1Zyh6FwdZsB74RRDEQyeH2AHvRpyJh1YEEmAZECFQDEKIAOQ+1Dng9YHejDNTkPwNKorQSoMxw50LA2+N8PQO3SmbBFGNjq2oGISQalgYsGpInsQIEsS7OJCBsIUYKQBBg6XB3IT4W5BYhvZ9OPsMRg9CGAvWBi8AO3zfovJODIyA2ouLF0vn4ekJuvONMGBioP0Ad0xDKnPehBCALIdpPUrvQ0Y0NHSXqSUUmM9xMhiKyRighWQWMovQOhqxTvh8oHNhOIYmKzxkH2w5xfOro7symwWUkIRA2FW+LNhdqAaI8UikwQAgQbBghSAqYS7A2XnIDoLMB/ouDJqKZB/oZ7B9DOKWo6AK5lhol2GCHjK6TzcL/DVAghBDQIHhXhPX/mEBCjTTJfMFIEQQAOBCclcFWvznT914W4tcwZ/Ngu3a4OMs74NoSEdoMOQM4AfTDqcbFAGiFEYHfDkw0GBZgAGrhPgH1NJgkhBUA8tjyK2B5Sw6BbwfvYcRQWCBewX2F6FVAEIAshTGV7H3LzjQCjt5Pv8FIGtg+TMK3sAPVegQgaxH50vY/Tb2WeERQfANKtagGH2xteM18pMU5gfjBsWAJYBOeCpgiodOCFIE8gzaJ+OzTSgXgixDuxBkOBRckSAA0QbnWpy+A6kJ0LFgv0etAKQaEoYvsHsSEmhA5zLsfRMFVegQQ1iCtkexaT/qV+HUH7HTAx8BCEC0wPYoNn2Dim9RuRBbm2H/N47XobMAdRtRZobrcxSqIBZBcMO9sCv7s/1gbkK8AeoYaCjQCohfxy1x0DJgGbDR0LyBiSkI9oK+FSnDEaWGNNCn0wHXSESPQ7wK4icwfC/OLkBuHLQ07/jrMUgQNnhfwK7TMCogFoAAsAllDNgVmOwE1QEXAQIAC5AgZyBtIpKOoGkp9jTBZoJ7IILrYTXB9S0qgyC7CQk3Ykl0ZWUzYOOhGwC9DzQNVgbRZAzwg+GsFB1ktyGF+zMDYQIQXvi5bPCDTYAuCcMAggF7K1ImI1kAggZz7fnEdXmy53OcuFy3KP7XM3ru4Plu0cCf/7tDv4FLz2xkkiCfwTbOYm6AzQ7vImyjwCzECAmEDFgWbAgUT2DEf1HyKvaOQkwGwkYj5j8okkB4E+I3ouxh5AhBcvb3jaXvn9S7HtAxAM6xHTjFdPmTAk1deOH5soHlbkIA/uuROwQIBqwftOi8NeUHg/N9+AHfiwAkDcYHvwikEAIWLAXaA78CYq6r3wNKCIHgxrMhu4MFq4L4NqQeQSOnxUBj6REMO4zGN/DDYEREQU2DIQECSETQNAw8jIZCtMxERipCVJDsQ50G0na4/g/rEqFfiBHBkN9A7f4eb8mxP/L7Z8MVIUux50/YzYAVgzyF1oex4T6svQ9r16CYU6oARBU6nsa2ifj0UWwuhdEGz2Lsmo3//hsnSBBFaF2Eb9rh7H9eyIscICIIdJDqIR+PhNGItcJjhksIQgiyBY4NKEtE0OPINcP1A85KIByOqCDId6BqEgasw+kcGArRsh91N1a7/0aKKwASRAOsL2LXZyhsghUAQJxCy3E0JSM4A2EhUAAgQPjBrMShw2h8CDm1MP8FB/ajoQodU5G8BeWtsK1HWRL0BqhurEr2p8OAdcPvBy0AcRPiW2F/Ebv+iWNx0KoheQ47VuGkDZ5n8e0CbFmOAjf8WYhgwPjArENJMOS5iPKAkkJIAtSN1jS6PsomemsJIwLETlRXwzwAwdwRP5hKmFWQxEE7FvHjzjV3WBaYiuQVmDIf2QMRYoKLAUODtcErBlmEtkp0zES6CIL+VmIDAFiwOshuR0o0ND7QE5H0PMY0waaH/FVM0EMuAEmASEPYW5jsgb8V9iW4+WYkMIAZrkp03IuMcCjvxKCdqIqGdgSib6x2/3VY/UwEgRteF3xyiGWQ9KhXnwYzFcl3IHUxdlrhIQAf6GbY/GC2ofI9HPwD8v8PQ1iwJIgpSBaB/C9O70Xt48i9CfFFaC1G60xkfI+zuYgSQ3AKrUnQC0H0s3KbBpsA3fu43QfaD4YEMQ/Zs5F5fsAm8yZuYcB64b8VKZOQxAJiCHygGTAyiJ5GXjDkFJjZyByPBBUkSohvICMb165sAcjvULktuMWfohOWd04yhY3HgB6tucKhpM/3q7GACIIVmEKAkEL4KDZtxJm7MUgLqR8sDWY9Sl/ArskY8ACy5RA/hzEAewqtG1CWA8Pj2OKG7w4MfAy5/c9JwoB14VyTnvOQkCA5lwiAru1+rr71geZCSiCIgIoBww2yN0DNeXj7KiE/j2uyRkQQfI+q/9zkeGjzW++u/2T+5j+vHe3cg2pRTw7CpsF2KTwIB7z/wLF9qGPBMmDEEPjBGOFkwHyPsy9i9zjEP4d8AUg/GAEIAYivcHo4ok1whUB+D9K/x1kPKKLftSMvhf2RmR/sebmf/xMBzywL+MHccLLGtSibAFzwbgtuefbNJWNG5IWFhI4dkffih8vXq2oo+Hva4eCF3wM/AVYGUQdcz+Lbe/BlMdruR9YZtI/Dv79D7fs43AHXN6gYjX/ej3WdcItAHkJjBTruxsAQyFtgP4qmECiE/HyIfse1WCOEBz5/SlBqUnLgUFryQJeGrLN3RkMrgkAMkgHLlbLXq7pnwRIgFmKkHwxACEG8gLH5iG2BPQPhIxFlgustTEpByGPInYssBiwLBEGqgNgPphOeOciMhkYJcSvsLXDciwwRyBvLiOS5ItdkZ8sgFlVZyqrKQ/XnPBXlZWU1luYVcAZBoYE0GuooqA1QR0ClgJgz15hzdeLPnxNJACMQzQ3PYsDqIJ2ONO7LoUCHQHEHUn1gEqEL2BgMWB/8NNhbkMhZJhpIH8Vw7ju5sVr91wUChAgkec7eYHstB4gLeo7RtYf40pDcqUt7jn+KeH6+slmwMkgmtoW/+8wr0vdfT0lKLis/8+bv//SCa1Qmws+iswX2s7CUob0THheoUCgSEJQEXRyCtJBKIJRCKADBgKEv6B7/Sfi6eGBosHSXblEWrBt+AJd9W8T5XmLOOUic+/HrQgDSAc9GlBUpO7U+0RRfXDaiesFjTYLwghaA4GYVdu0hvuhlkSB8oAlACAED1gWvDCKuq8gLPwFcsS13TWU2BfpmDCD3Vb09+mFKLRR1UrOcA8YingXCoBSA8IPlDGIbvNUw18KyA9VGFMkg0kKihyIGGgPUkVDp+sit/KsTNSAA0Qn3MtWh+N9NfHz6tMaz9R+s+PDuAtcUpPScx5YAJBDuRPXfcOhFjM2BoRymv+HQCTSnIGQRRg5CWGB2iwiCcrS/hN2TMeD/MORvOLQH1UMR+QxGu0H9CXsewJARiO5+Qu21ev38oMchKc8e12l3ayHjhroD/8shAQgFxEqIo6Aeh3gShAtUM2zNsDfAWgPzMTR1wkP+vSaxdEhqSmpycnJSUpJSqZTJZIREKCVFgIABeDv4eiEAuRmlsb+75bVXlwFA1rDMrKxnRt6b02rQ98zIEAIEBXojit9EQSscbvgZsFwP8WPI/RyFb2P/Stwmh4gBS4DwgPobDhWgbiSiW+HYgcoZSF+Lkkp0lKOdAJGJ8CuaT9ehp4YCTYIMhoK5XB9swKQOVPoCkHHQJSKI6wN3g/ISDHXHmKYcxZmS0lWrVpnNZo1Go9frQ4OCg8ynQ0FFQRsCBTfnkvPIdm+pn+8TJdgb0BHboxCAF1SdzD1z8uTAwZS4xKTJw+o+tURC7YH/x5yDPxsBiFpYv0ZZIoJcoDgxTEXyTGSMQexRNNbDSoEmICbACkB8idOH0aiDjLsWgA0eAmiH61tUPYBsLaRu+Luvca/PDkws2J9ejbFg/WADdrEYpJgVBhtiM28ZOuWWSQDcbndDQ0N9XV1tde1JT6MFRgu8ApDx0CYgKBFBBqhkEEkhlEIIgAZDd1GwACQNug4mB7xRCNJD4b8e42b7ByQIKcRCyt/a3hY4yLDMqdozRph8YJOh10AqhZAG6wdzXTxaNNgwKN/B5JNo+T2+vbSH+FHkaiBlwAggKEbrf1D0CIatw2kWMEAzE+k7UX0bUmph1kCaguBjaIpHkAKiboqtvt9bjCt9aeZ/hb1MJktOTk5OTsYtMP7DZW876wbdBkclzGdh3otaL/xaSDWQRkAVfd5SD4Kcu5kRjr/JjpvHhEjUclfJqdvL9JOQzBszBAgxBBa496Cm0t9xZsUHmWnpgwakeinf+x9/GL7fPBYJG1BqhTccqlToMxA+AHo5RH4w9PmhOD8PFqwcYj3kJ9B8PjLo2kP8ILIBkCAo+FfikAsUCaIDrlIYz8IyD0PnYLAZ7j9g+1SkvIRdTbCnI/QVjJf8+GSfvld2N7BeP8syEgilEAdBloYwbjZxB1xNsDXDUYfOw2jshMcKjxLiBOhSEPyNsGr4Ow89/vCjEqHodOWZF+b/LrigMRcxvhtwmup1QQBSCNIE1y5U70RlJNQLMKqpwPriHQ/LMgw+q0tfYFrszw+FahoGNsNegrbTaDuMY2740xCai6gUBKsglkJIg/l5FeBFE2qFIHegKtBDLARJgbbBy4D1gbHB+xccMMPdCfdRNEYjTQ7x/8OpIMh1kJrgegzD/oZDRjhiof2xMusXrWwAbJe+X/q8NDWQBkGeBYI93xnpAtWAzrPo3Iozpryw3z36BEmQANIGpN739MPfHVwxzB9N/Po8IdxE9CbYvkXlAdRHQfN7jE6GXgAyGxF5Z5wNZ8wq6KORLICAWwomDEoD1Lcg0QFfM+xH0LgGxR74I6FKQ2gaQpOg54Yw0Fc/upMG4wLFLUTzLg5wPcTfomooIhZj7MPYOBsZ/8AdDNhm2Gfjv1OQdCcGMmDqYf8GlU9hpBZSL/w/oE4BsRzibl7oL13Zl4UBy5yfv0MAMojkEIVAkYfYeGh2xas5WXOEh4QViTrO+i3R0IohuGhNgusL1/1BANQlYy2EIAUgGTBcI1sIUggyMFlJDAF9rtK/PohAEiCaYd+MM4fQMAghv0deCkIYsAwYroxQQ54BBVdwBFwNgdFmUoiSEJSC4N8gqw6dZTCeQtte1PrBDEb4cETHQakWXMWoBD+YIYj8O25PRQgLLMBIbto4CwRBZoDmVYyPObfqGMKhfAO3hEPJXWuCcxKSshEpBDkfQ4+i6XcYpYfsF21nXyNdnCSsG1QMdJXfHjxztio1LokLsGvbDtbtXY59YVCOQVwuDGpIKdDX3QPA9WWeRpsb/hQEayCh/9eoJZphq0VnGJSJ0LFAA2yn0ZaEoAQE0WCOoikUCm5U3TVGQwBCCEElOr5BxUm0pCNsKcZHQw0QF7mr2QvGll0M5xXgvoEYaBKgm4gBTvg4C/CfOMaCTizsGLlRMGTw4Li4uCtGjAEbCXUctF7QLNgpGNC1h5gCza35yH3qEghuQSJ9viBIR2gmwrm3PQPpd2MQ15HczeNueGV3hQYbAuX01uhn5j56/9OPRcVFb/lq49m/7vgH7qLA7Ef9DlStRtEIRE9AQhQ017EI5/oyP8SRVTjpAT0S0a9hgh5yBqwQ5Em0vITdNbDoIHsJY0cj9jXsbYNDAdFbmGyH9w38sATjoqC+ljiIIWDA1sDyNU6fgWkYDC/j5lho/aCvsX8xIDgZRIMQmolwP+gamCokqhPFJ79et04oFI4YMWLMmDGxsbFyuVwqFLtAXvpIGoz7fEw8l6yD57mgI/mCP7v2qJ+fUNvz/uxfFBToKUgJ29e47ci7VpEvw6l7AKPkELNg70DqRCTVofMbVLyKvVFQj0LsSERrrkcRzq2B+G+cmI+hgxCyAFs3oOy3GMaCpsF+gVMuUF9h1mv4/n0cCYK8Dp2PI/d9HKmBZR/OZiE8vUsn3FVBANx8gpNo/QbllTDnI2Y5JoZAwc0tuIZkXQx7bnwbQwAJ0GanjZW/OM1ut1dUVHz33XfLli2TyqRx8fHJZ1zxsMciCADX4rx27+HVTqjtb8oGQIHJQlSOL5rwgTm/qBcAL/wkkAjd0xjVDucB1H+P2nUoyYFhEgYYoJZcQxFOgLDDR4FJQlAWIvSQl8BIgSZB+MF0wB0GRRpC0xCyBiUeUFpIN+OMFAIzXKfQ+jLGSyDw/YSi6DKPJskitP0XJe1wjkHcb5ETAiUFukd9Qdy4bY/fJwdUKtXQoUOHDh0KoLS09OTJkwc2rPsPSpSQ5cCQi6hwKBUQkyD8oHvN/doPlY1zzaDLwJ4fPqWB9A4MnIwBtejcgcpXsTcCyjGIG44oLWQUqKtv9bMJ0A1EyEocTkBFHTozEcaAJUGIIBiHuLex/2lsO4xGH2glJIsxdjsqf4OsvagdhNBW2L9B+U1I4K766c8t2Ldv7bp/1BNHJrHJtyBJA4kfTB8ueDto0KBBgwZNOShvPrajHJYjaFqOAgVE8dClIywdoeFQMudmNlxcSRKAACS3sMm1L0rTP5V9RbhqmgASoVuAkR1wHULDXtSuQfEwRN2C+HioxWLJT78hC1YD6asYvwXlFOgoqGUQiSAQgaTA3IlBYghrYE5F8Em0SCAYjPBhiDqJllIYZyHzHewPh/IgGj7A7dpum/wcfr//wIEDq1atYoTE+LBBTxGhSlZIgfX+Mnz2BMuqIR2JmHzEOeGrQEcRWvei5ksUBUE2HFHZMIRCIYco4EcSgPSC2oeaWtjioBqJOPGFS6VeLb9SZXMEinA1JLciZQIS62H9FhWv4weDM3jK9/ET4u5SKpU/5VYECBu8n6IwHrowKL5EcQ4M7XAW4OxoxB5F0z7UzUJmKQ7HQRcJtQ8MDXo1Tg2FQQ0JwN6B1HdxwAovN17iso8gJEKKorZv375p0yaKoubMmTN27FhibVnbP7/wgf7lLCvJnu+a8YMRQjAY4UMQ4QbVCU8ZjAfQsA2VGkjjETQYYQMREgZlK+yvKw/J78nMHDJ2d+HJLesKnncMv5YRWr9qZQcIFOFx0C7ASAucB4Xt3+37YfWBb4YPHTZ9+vSYmBjiCv0SrALiEMhX4iAJcjwSb0fKCbQswZ5/4s546MrQ/jg26yF9BRO0kLDAGRjL0L4ME6QQCiH4B47FQ8etcHsRAhBCCD2Mb8O6r9dt/Fqn1d13330333wzd9ZJeX/Jo75YsJzFT4LQQz4G8Tcj0QpPGdqL0bYV5Z/iRCy0rSLXiGUPPvO7RdxVrw184/89/81CduTP7l/jlf0/uJLGC78S4tuk6XOeeaApjN6w7utnn302MjJywoQJY8fdpJJIBec2TLv4WhJ4CqNmIp0Ga4BaCDIXUQfwWwmEYpBfYVYr7OFQaiD1gyUBOcTPIj8BQSSI5Zh4BqYcGLiZR4HbcvsEmeHegarv61oi9+Y99bunsrOzSfIGWwIJ57OXAesHI4MoF1HDEe2Czwbv96jdryv/10MPBQLP/c3cP6zeYzvpUp4fDnS18Mq+DAxYL+sHibiomKeeeuqhhx4qKCjYuXPnqtX/b6gucTRti4ZYAuFFjhRuXlM0NDjXS8oKQCgh5maCqiHRQBroHGHAxkGbAB03MzwRQQMQTHfpuRSCJEGY4dqKir2ojYH6t1E3T3rv7f4xF5k5X5ALQYZAMRkDdqOtq1+IvbTwuEp4Zf8o7Pm2u1KpnDJlypQpU+ob6r/6cNWbzvUhkIxETB5igyHn9B1Yw+AiuzCgVG5y2kWnAmdpsIFRMZw7pQm2b1BxEPUJ0D2H/CRopeIY0DSupkP7lw/nPVRDOsAi//jjj59/6hnu+Bf/b1VskUcN+c82tHhlXwUx0TGL7v3tHR+797WfPoDGDSgbjPApSI6FVgohdc3OWhFIgGiB7WuUnkBzOsKeRf5ABPvB0KB9LM2y7C+lkXhd8YO5n8pc/tKah06WZg7JKio86f6q+Hl2OK6h4OaVfXX4KK8coilIHo8BjbDuQvWbKAiBfDRiRyI6BIquRfhPRwBSAKISHVtQXoTWbES+jJtjoGWBX4gjr0dhwOqheNWRf/izurOfbZ4A9Qjk816/3oYB64efABkNzW8x7F6kH0HTDzi7HqWZCJ+EAQnQSSC8qL+N2/wEANVlMXKcG+XH1sC8FsU1sAxH9CuYwG0v8asaUE6DEUEwFknjzvfUXGMFyCv7ZxJwpMghvgVJNyG+GbbtqHwH+4IhH4Ho0YgNhsIPmgFIoBKmI6gDkIvYJOiZ8zP8TqJlM87UonMc4h/GsDAo6T7tROxD2J81uODH4JV9rQR84ZFQ/xa598FzCI0HULcJZ9IROgUpSQj6BuVbs2y5D9wK4N1Pt9520jQFqafQugYlFrjGIeFxDOfWPv11aron4JV9fQgU4TKIJiJpHOKbYNuDmhXYJwFpGRr0/rrPkuMSAVRMu+uJe/5vx/HNXuA2JI9BnBZSP5hfgz3dm9x4Dv9fOFwRzoI1QP0gst/DrVpI8++axMkaQHJc4ui7Jsohfg9Tb0eqHGJvL46A+/XAK7tHYM9JnJZDPBgRIvaCfBaxghwYZBBx++T2VST7N7yyexYKdDbCf1i/o/xsNXek/Gx1wfod2Qi/Ebd8voHg7eyehQEbj+DpJ0zP3zk/d95tAI58smX6KV08Qnhl9yi8snscCsxUpKSc6jjy1LcAnkZiIvS8rHsaXtm9AQ02CcEDEYpLemp4eghe2b2Enxd078K3IHn6Jxco+0rTRnoyHpcbSk/06fj6y0apT4f8E5fNkD6M0o8J5pcgJKHL5XK5XARBsAKCsjlJ0H2yf5zNYnVaOogLq2vW62ecXhI0erseZ+GiLB1mwiLpGiWWBNthhovqkygxTo+pvZ2QXGBAsiRoi5Xsiz55FrTH5jR1mgn6Ypf8eSH1QZRs5k5Hp5mgWaKqqqq6upokSVZASMs6xa0uti+U7UlRUxHyi5QNhpUXdgic/t7vzGBFpDtdR2tEFylbYKVkJRaC6m2LmQBohdA1RA/ygrfDkhA1u6QVtl6ODwACrC9c7hmovVTZkiqbuNnZ+0IiwLoHaqlwOUGzBE3TzPm1q1kh2Wfzn1nm0gwCwAr7bAoJwTCXWfSCJNg+rP39l/EVsgICRF9FiSX8l/nI+1BIBMuAZgEQ7HVet5GH5xcB7xvh6Z/wyubpn/DK5umf8Mrm6Z/wyubpn1xm3IjVam1oaHA6nUqlMiYmRqVSAXA4HA0NDX6/32AwBAUFBQL7fL6GhgaHwxEaGhoeHk4QhM1mq6+vl0gksbGxYrHY7/c3NjZ2dnbq9XqDwUCSpNVqbWxsFAqFMTExMtnlV2fsCsuyra2tLS0tNE3r9fqYmBihUAjAaDS2trZykeSOcHg8nvr6eo/HEx4eHhoaCsBsNjc1NSkUCi5k1zhHREQEAshkspiYGLFYfMUo+Xy++vp6i8UiEAgMBkNoaGig181mszU1NXFL/wfCc/cXCoXR0dFKpZJl2YaGhs7OzrCwsLCwMC7PGxsbAURFRWk0GoZhmpubzWazXq+PjIz8KV16Ho+nrq7OarVKJBKDwRAcHBw4VV1drVAowsPDA0e4+3d0dKjV6ujoaKFQyF1O03RMTAwXw9bWVqPRqFQqo6OjA3nS1tZmtVrj4+NFItEVo2Q2mxsaGrxer0qlCmTIRSkNBL5UJ06ns66ujiTJ2NhYmUx2aZy5C5uamtxud2Ji4kW5dLHXr62t7dixY0KhUKVS2Ww2lmWHDx8uk8n279/PMIxIJHK73cOHD9fr9QBomj5y5IjZbFar1Z2dnZmZmaGhofv372dZlqKo0NDQrKyskpKShoYGrVbb2dmZkpISHh5+6NAhoVBIUZRCocjNze1eSQzDnDlzpqKiQqvVCgQCi8USEhKSk5NjMpmOHz+uUqnsdnt0dHRmZiaXMK/Xe/jwYZfLJZVKHQ5HTk6OXC4/ePCgQCDweDxxcXGpqanHjh3jMqizs3Pw4MFKpfLgwYMKhcLlcgUHB+fk5HTfX809wmq16nQ6iqJsNltqampycjJBEBRFHT582GQy5efnc1kEoL29/fDhwwqFgqIogUAwevTopqam06dPy+Vyj8czbNgwqVR64MABkUjEsizDMCNGjGhpaamoqNBoNFarNT09PT4+vnsN2e32I0eOeDwerVbrdrtdLtfgwYNjY2N9Pl9tbW1JSUlycnJGRkYgfGlpaVVVlU6ns1qtMTExgwYNOnbsmMViIUlSLBbn5eU1NjaWlJTodDqbzcZlOEmSNptt//79JEmOHTtWKpV2H6WGhobCwkKZTCaXyzs7OyUSyfDhw1mWvSilarWae8unTp1qbGwM6CQuLu7w4cNOp5NlWY1Gk5ubW1FREYhz4I1bLJaCggKVSjVmzBjBhatnXfAKaZquqKgQiUSjR48eNWrUiBEjAFRWVnq9Xq1Wm5ubm5OTwzCMxWIJhJdIJFlZWaNGjVIoFCaTyWg0ejyenJyc5OTktrY2u90uEonS0tLy8/O1Wq3RaCRJMiEhYfTo0XFxcXa73ev1dp9BVqu1uro6JiZmzJgx+fn5GRkZra2tTU1NUql00KBBeXl5wcHBVquVps91Yfj9foVCkZ2dnZeXR5Kk2Wxua2vz+/0jR46MjY1taWlxOp1SqTQQZ6PRKBQKU1NT8/LyDAaDxWLx+6/QU11fX282m7OyskaPHp2fnx8eHl5VVeV0OgFUV1ebTKaLspiiqMjIyLy8vLS0NKfTabFYmpubQ0JC8vPzJRJJc3MzRVF6vX7kyJFDhgxxu902m02j0WRnZ3NlSmdnZ/fxAXD27FmHwzFs2LC8vDwuqysqKtxud0VFRXV1tUAg6FqecWVZcnJyfn5+WFhYR0eH2Ww2mUyDBg3Kzs52OBwmkwlA4DWZTCafz8cwTHl5ucvl6lo9/hher7eiokKtVufn5+fl5Q0fPtzlctXU1FyaUi48wzBCoTCgE5PJ1NHRYbFYhgwZkpGRwf0mSbJrnP1+P0VRpaWlfr//siWR8KII2Wy26OhohUIBQKvVBgcHWywWiUSSk5MDoLKykmVZrVbLhReLxdnZ2QBaW1udTmdCQoLb7RYIBBKJRCaT0TTt9/vT0tIAWCwWm80WFxenVCqTkpJqamrOnDkTGxt7xdWpbTYbTdNRUVFc7CMiIsrKyiwWS1xcnE6nKywsbG1tzczMDGS3QqHgtpXgbCeNRmMymYRCoVQqlclkPp+PZdmsrKxAnGNjY9VqtVqtLisrq62tTUlJuaI1YjablUolZ0UIhUKDwdDc3OxwOHw+X2NjY3x8fFNTU9fwkZGRkZGRDMO0tLTIZDKJROLxeIKDg8ViMVex6HS6YcOGsSxbU1MjEolUKpVGo/H5fIcPH/Z4PNHR0d3Hh2EYs9nMvSwAEomEyyWn08mZWydOnOganiCIgQMHEgRht9u5OtDv97MsK5PJpFIpZwYMGDAAgMfjMRqNWq1WKpXW1tY6HI7o6Gi73d59fABwg5GSk5O5oj04OFin05nN5vT09ItSyoUXCoVclWKxWOx2e3x8vNfrJQhCJpMJhUKWZT0eT2pqKgAuzsHBwSKRqKysjDOPXS7XpXG4WOwsy3b9vrnf3L81NTWlpaXx8fGBepajvb39xIkTwcHBUVFRDMN0vYTDYrEcPXpUqVQmJCRwRzQaDVdABr7a7gncjSRJgvifBRUWFhYcHGw0Gi8q+5uamk6ePBkVFRUeHs6lKPBv1zjr9frY2FjuiF6vDw8Pb29vd7vd3cSEZdlLs4ggCLfbXVZWFhoaqtfrGYahabqrmccwTHFxcXNz88CBAzmTMRClQI6Vl5dXVVUlJydzFbRAIIiKipLL5S0tLQxzhWEq3K265hL3IzQ0VKVSXdrNTBCE0+k8duwYQRDJyckkSXYNw/32eDzHjx/3er0DBw602WxVVVXx8fEKhYJL3RXjc2kuBY5clNIAnE4UCkVAJxfFPBDnlJSUjo6O+vr6pKQkiURy2ShdUGaLRCK5XG42m30+X1NTE03TnZ2dSqVSLBbX1taePn06NTU1JSWl6yVGo/H48eOhoaFDhgwRCARisZhhGIZh/H4/QRASicRms3HRHTZsmFgsdrlcnZ2dkZGRIpFoz549ZrO5azPiUuRyOUmSJpNJo9FwI7d8Pp9arbZarR6PJzIy0u/3FxYWOhwOieTc5hvNzc2FhYWxsbGZmZlcojidURQlFArFYrHJZDp27FggzjabzeVycQ2sAwcOdHZ2dtOuJQhCrVa3t7dzRVd7e7vD4eBSbTab29vba2trKYoqLCzMz8/n2kwMw5SUlDQ2Nubk5ERGRnLRoCiKZVmfz8dVj+Xl5ZWVlYMHD+ZMaqPRKBKJ4uPjrVZrS0vLgAEDurFruSg1Nze7XC6bzWa329vb27lq81JxcDidzqNHj5IkyZlk3Mfs9/u5QURc5Xbs2DG32z1q1Ci1Wl1TU2Oz2YqLi2mapmn65MmTI0eO7KY1IpVKpVJpR0cHRVG1tbWcjR4WFkYQxEUpDdDZ2dlVJwFbnJOsRCJxu91cnPPy8uRyeV1dncPhOHHiBGcaFBcXZ2dnd/2WLlZ2QkLCqVOnDh8+TFFUe3u7QCBISkqy2+3FxcV+v99sNh8+fDg2NpbTgdfrLS4uttlsSqXy6NGjYWFher2eZdmSkhKXy6XRaEQi0YkTJ8xms1gsLiws1Ol0KpXq6NGjBoPB7/eLRKKLvtpLCQoKioiIqKystFqtJpPJ4XBoNJrQ0FCj0VhSUpKQkNDR0aFSqQKOCIfDcerUKbfbbbfbDx06FBUVFRwcXFNTc/LkSbPZHBQURBDEqVOnusZZIBAcP348Li6OM8EDVeSPER0d3dDQcPz4caVS2dzcTNN0XFxcZGSkSqViGKajo6OioiIxMTHwpTU2NpaXl0ul0oaGhqamppSUlJCQkPr6+pMnT9rt9sTExPb29tOnTwsEgra2tvb29sTExPr6+ra2Nq5hoNfruzeQCIKIjY1tbW09dOiQWCxubW1lGCY5OTnwfXYd9AaAZdnS0tKWlpbQ0NDi4mKVShUXF6dQKCorK0UikVAo1Ol0lZWVDQ0Ner2+rKxMIpHExcWNHj2aZdm6ujouht03smUyWWxsbFlZGdcK7OzsFIvFkZGRXVNqNBqTkpK4+p+iqJKSkq46CQ8Pl0gkpaWlDMMolUqVSnX69GkuzkVFRSqVKuCjq6ys5AyYi3wjF7cGOFddXV0dgLi4OM4ZxLIs5z7jCuNANvl8PpVKxdVQ3Bev0+kyMzPPnj0rl8s5Y45LJBd7v98fFhY2ZMgQzpuTnZ19kWFzKQKBICsriysmtVptWFiYxWKpqalJS0ujabq1tVUul6ekpATeIkVRQUFBWq2WZVkuSgaDIT09vb6+XqfTcVddFGfOh9Dc3CwSiYYOHXpF01+lUo0cObK6utrhcERGRnLtVLPZbDAYuJfq8XgiIiIC7UiunUAQRKCtk5KSwtWHycnJBoOhtbU1IiKCIP437jI9PV0oFJpMpoiIiNTU1CvOLeCaZVVVVW63Ozo6mmEYo9FoMplCQ0NJkoyMjAw0jbj4iEQibtddLge4JnVFRQVN01lZWTKZjCCIQAChUKhQKLg70DQtk8lCQkK6jw9n5Eil0sbGRrlcHhQU5HA4qqurDQZDIKVdjUO/3y+Xy7vqRKVSZWVlVVZWkiSZmZnJfXJd46xSqbgoeTweh8PR1RPN8f8B9wEuWW2hOmIAAAAASUVORK5CYII="
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.8258209228515625
            },
            {
              "class_name": "line_chart",
              "confidence": 0.17354410886764526
            },
            {
              "class_name": "table",
              "confidence": 0.00032912209280766547
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 6.076540012145415e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.015397644252516e-05
            },
            {
              "class_name": "calendar",
              "confidence": 3.124613067484461e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 2.807865348586347e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.7999691155855544e-05
            },
            {
              "class_name": "flow_chart",
              "confidence": 2.592560304037761e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 2.0311006664996967e-05
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"
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      "annotations": [
        {
          "kind": "classification",
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      "label": "picture",
      "prov": [
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      "captions": [],
      "references": [],
      "footnotes": [],
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          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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        {
          "kind": "classification",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.999519944190979
            },
            {
              "class_name": "table",
              "confidence": 0.0002305144735146314
            },
            {
              "class_name": "line_chart",
              "confidence": 0.0001643005380174145
            },
            {
              "class_name": "pie_chart",
              "confidence": 6.37594421277754e-05
            },
            {
              "class_name": "calendar",
              "confidence": 6.135824150987901e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 4.533226274361368e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 4.337279278843198e-06
            },
            {
              "class_name": "other",
              "confidence": 2.8999561436648946e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 1.5221304465740104e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 5.360232080420246e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 3.2687850648471795e-07
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 2.3358570899745246e-07
            },
            {
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              "confidence": 1.9058167310959107e-07
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          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.9996798038482666
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 6.852878141216934e-05
            },
            {
              "class_name": "logo",
              "confidence": 6.795523222535849e-05
            },
            {
              "class_name": "icon",
              "confidence": 5.9912377764703706e-05
            },
            {
              "class_name": "music",
              "confidence": 4.0352017094846815e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 3.1718725949758664e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.8222262951894663e-05
            },
            {
              "class_name": "other",
              "confidence": 1.3721241884923074e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 8.612449164502323e-06
            },
            {
              "class_name": "table",
              "confidence": 3.335702558615594e-06
            },
            {
              "class_name": "qr_code",
              "confidence": 2.998130867126747e-06
            },
            {
              "class_name": "signature",
              "confidence": 1.7432427057428868e-06
            },
            {
              "class_name": "stamp",
              "confidence": 1.0658251312634093e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 6.256556730477314e-07
            },
            {
              "class_name": "bar_code",
              "confidence": 5.203197588343755e-07
            },
            {
              "class_name": "calendar",
              "confidence": 3.454256898294261e-07
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.6788111167898023e-07
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.2140183969222562e-07
            },
            {
              "class_name": "bar_chart",
              "confidence": 1.013545798400628e-07
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.619633386937494e-08
            },
            {
              "class_name": "line_chart",
              "confidence": 3.0364617487066425e-08
            },
            {
              "class_name": "pie_chart",
              "confidence": 2.3357994649586544e-08
            },
            {
              "class_name": "topographical_map",
              "confidence": 7.424369563580058e-09
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.2853773601051444e-09
            },
            {
              "class_name": "scatter_plot",
              "confidence": 8.419313579643983e-10
            },
            {
              "class_name": "box_plot",
              "confidence": 4.5872795145784906e-11
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/56",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/624"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9889867305755615,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 0.005364381242543459,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.004310660529881716,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.9889867305755615
            },
            {
              "class_name": "icon",
              "confidence": 0.005364381242543459
            },
            {
              "class_name": "logo",
              "confidence": 0.004310660529881716
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.00041933258762583137
            },
            {
              "class_name": "music",
              "confidence": 0.00022539551719091833
            },
            {
              "class_name": "stamp",
              "confidence": 0.00017053171177394688
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.00011266589717706665
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 9.653638699091971e-05
            },
            {
              "class_name": "other",
              "confidence": 8.398616046179086e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 7.08988809492439e-05
            },
            {
              "class_name": "calendar",
              "confidence": 6.871068762848154e-05
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.9939082860946655
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.002853477606549859
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.0011787395924329758
            },
            {
              "class_name": "logo",
              "confidence": 0.000599934603087604
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.0005106771131977439
            },
            {
              "class_name": "icon",
              "confidence": 0.0004170635365881026
            },
            {
              "class_name": "music",
              "confidence": 0.0003454317047726363
            },
            {
              "class_name": "other",
              "confidence": 8.661468746140599e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 3.260367884649895e-05
            },
            {
              "class_name": "stamp",
              "confidence": 2.0598330593202263e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 1.0762334568426013e-05
            },
            {
              "class_name": "calendar",
              "confidence": 7.901816388766747e-06
            },
            {
              "class_name": "table",
              "confidence": 6.171195309434552e-06
            },
            {
              "class_name": "signature",
              "confidence": 5.77273976887227e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 4.342239208199317e-06
            },
            {
              "class_name": "bar_chart",
              "confidence": 3.01171644423448e-06
            },
            {
              "class_name": "bar_code",
              "confidence": 2.1390694655565312e-06
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.7633587958698627e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.6928519244174822e-06
            },
            {
              "class_name": "pie_chart",
              "confidence": 1.31516947021737e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 8.539072950952686e-07
            },
            {
              "class_name": "line_chart",
              "confidence": 6.484213486146473e-07
            },
            {
              "class_name": "topographical_map",
              "confidence": 9.788971055968432e-08
            },
            {
              "class_name": "scatter_plot",
              "confidence": 2.16264570696012e-08
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.2771285362589424e-08
            },
            {
              "class_name": "box_plot",
              "confidence": 1.1571253955011684e-09
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/59",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/628"
        },
        {
          "$ref": "#/texts/629"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
          "predictions": [
            {
              "confidence": 0.9968228340148926,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 0.002297895262017846,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 0.00031748763285577297,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.00021836905216332525,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 8.246213110396639e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 6.771244807168841e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 5.335169771569781e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 4.132785034016706e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 3.3727719710441306e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 1.9994793547084555e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 1.3979278264741879e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 5.675032753060805e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.9968228340148926
            },
            {
              "class_name": "icon",
              "confidence": 0.002297895262017846
            },
            {
              "class_name": "other",
              "confidence": 0.00031748763285577297
            },
            {
              "class_name": "logo",
              "confidence": 0.00021836905216332525
            },
            {
              "class_name": "signature",
              "confidence": 8.246213110396639e-05
            },
            {
              "class_name": "stamp",
              "confidence": 6.771244807168841e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 5.335169771569781e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 4.132785034016706e-05
            },
            {
              "class_name": "music",
              "confidence": 3.3727719710441306e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 1.9994793547084555e-05
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 1.3979278264741879e-05
            },
            {
              "class_name": "table",
              "confidence": 5.675032753060805e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 4.878779691352975e-06
            },
            {
              "class_name": "qr_code",
              "confidence": 4.0927843656390905e-06
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 3.93612708649016e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 3.6191306662658462e-06
            },
            {
              "class_name": "calendar",
              "confidence": 2.356712002438144e-06
            },
            {
              "class_name": "bar_code",
              "confidence": 2.1207342797424644e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.6043660480136168e-06
            },
            {
              "class_name": "pie_chart",
              "confidence": 1.2541410114863538e-06
            },
            {
              "class_name": "bar_chart",
              "confidence": 7.368469141511014e-07
            },
            {
              "class_name": "line_chart",
              "confidence": 2.7352143661119044e-07
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.2467326371279341e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 8.813341878521896e-08
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.693022148671844e-08
            },
            {
              "class_name": "box_plot",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "photograph",
              "confidence": 0.9999644756317139
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 2.005855640163645e-05
            },
            {
              "class_name": "logo",
              "confidence": 4.810464361071354e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 3.255211822761339e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 3.0806857012066757e-06
            },
            {
              "class_name": "icon",
              "confidence": 1.7223708255187375e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.022580931930861e-06
            },
            {
              "class_name": "other",
              "confidence": 7.730036486464087e-07
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 2.8513142069641617e-07
            },
            {
              "class_name": "music",
              "confidence": 1.9021690889076126e-07
            },
            {
              "class_name": "qr_code",
              "confidence": 6.36829753375423e-08
            },
            {
              "class_name": "stamp",
              "confidence": 5.722121088069798e-08
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.108013129666688e-08
            },
            {
              "class_name": "signature",
              "confidence": 3.6168621875276585e-08
            },
            {
              "class_name": "calendar",
              "confidence": 3.208282350897207e-08
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.7432472293753563e-08
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.2973812246741545e-08
            },
            {
              "class_name": "bar_code",
              "confidence": 8.883320745667334e-09
            },
            {
              "class_name": "table",
              "confidence": 6.642332017747776e-09
            },
            {
              "class_name": "topographical_map",
              "confidence": 7.835044280035675e-10
            },
            {
              "class_name": "pie_chart",
              "confidence": 6.358968906994278e-10
            },
            {
              "class_name": "bar_chart",
              "confidence": 3.3699007473408926e-10
            },
            {
              "class_name": "line_chart",
              "confidence": 1.390595832928554e-10
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.373134146473667e-11
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      "captions": [],
      "references": [],
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      "references": [],
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        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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      "label": "picture",
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      "captions": [],
      "references": [],
      "footnotes": [],
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          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "references": [],
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        {
          "kind": "classification",
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      "label": "picture",
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "references": [],
      "footnotes": [],
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        {
          "kind": "classification",
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      "label": "picture",
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "references": [],
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          "kind": "classification",
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      "captions": [],
      "references": [],
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      "references": [],
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          "kind": "classification",
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "references": [],
      "footnotes": [],
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          "kind": "classification",
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      "captions": [],
      "references": [],
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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        {
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      "content_layer": "body",
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      },
      "label": "picture",
      "prov": [
        {
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      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
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      "references": [],
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "references": [],
      "footnotes": [],
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          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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      "label": "picture",
      "prov": [
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      "captions": [],
      "references": [],
      "footnotes": [],
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      "references": [],
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            "text": "35",
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            "text": "26",
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            "text": "216",
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            "text": "61",
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            "row_header": false,
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          {
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            "start_col_offset_idx": 1,
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            "text": "$ 3,572",
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          {
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            "start_col_offset_idx": 2,
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            "text": "$ 3,100",
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          },
          {
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            "start_col_offset_idx": 3,
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            "text": "$ 3,023",
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          },
          {
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            "start_col_offset_idx": 4,
            "end_col_offset_idx": 5,
            "text": "$ 4,131",
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          },
          {
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            "text": "$ 3,216",
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          {
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            "text": "$ 3,080",
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          },
          {
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            "text": "$ 6,672",
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          {
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            "text": "$ 6,296",
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          {
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          },
          {
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            "start_col_offset_idx": 1,
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            "text": "$ 19,632",
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            "row_header": false,
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          {
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            "text": "$ 19,196",
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            "row_header": false,
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          {
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            "start_col_offset_idx": 3,
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            "text": "$ 19,252",
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            "row_header": false,
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          },
          {
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            "start_col_offset_idx": 4,
            "end_col_offset_idx": 5,
            "text": "$ 20,478",
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            "row_header": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 6,
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            "start_col_offset_idx": 5,
            "end_col_offset_idx": 6,
            "text": "$ 19,594",
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            "row_header": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
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            "start_col_offset_idx": 6,
            "end_col_offset_idx": 7,
            "text": "$ 19,772",
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            "row_header": false,
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            "fillable": false
          },
          {
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            "col_span": 1,
            "start_row_offset_idx": 6,
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            "start_col_offset_idx": 7,
            "end_col_offset_idx": 8,
            "text": "$ 38,828",
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            "row_header": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 6,
            "end_row_offset_idx": 7,
            "start_col_offset_idx": 8,
            "end_col_offset_idx": 9,
            "text": "$ 39,366",
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            "row_header": false,
            "row_section": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
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            "end_row_offset_idx": 8,
            "start_col_offset_idx": 0,
            "end_col_offset_idx": 1,
            "text": "Net income",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
            "end_row_offset_idx": 8,
            "start_col_offset_idx": 1,
            "end_col_offset_idx": 2,
            "text": "$ 1,940",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
            "end_row_offset_idx": 8,
            "start_col_offset_idx": 2,
            "end_col_offset_idx": 3,
            "text": "$ 2,221",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
            "end_row_offset_idx": 8,
            "start_col_offset_idx": 3,
            "end_col_offset_idx": 4,
            "text": "$ 2,142",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
            "end_row_offset_idx": 8,
            "start_col_offset_idx": 4,
            "end_col_offset_idx": 5,
            "text": "$ 2,014",
            "column_header": false,
            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
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            "start_col_offset_idx": 5,
            "end_col_offset_idx": 6,
            "text": "$ 2,374",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
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            "start_col_offset_idx": 6,
            "end_col_offset_idx": 7,
            "text": "$ 2,925",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 7,
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            "start_col_offset_idx": 7,
            "end_col_offset_idx": 8,
            "text": "$ 4,161",
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            "row_header": false,
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            "fillable": false
          },
          {
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            "col_span": 1,
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            "start_col_offset_idx": 8,
            "end_col_offset_idx": 9,
            "text": "$ 5,299",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
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            "start_col_offset_idx": 0,
            "end_col_offset_idx": 1,
            "text": "Net income margin",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
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            "end_row_offset_idx": 9,
            "start_col_offset_idx": 1,
            "end_col_offset_idx": 2,
            "text": "12.5 %",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 2,
            "end_col_offset_idx": 3,
            "text": "14.1 %",
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            "row_header": false,
            "row_section": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 3,
            "end_col_offset_idx": 4,
            "text": "13.5 %",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 4,
            "end_col_offset_idx": 5,
            "text": "12.6 %",
            "column_header": false,
            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 5,
            "end_col_offset_idx": 6,
            "text": "14.7 %",
            "column_header": false,
            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 6,
            "end_col_offset_idx": 7,
            "text": "17.8 %",
            "column_header": false,
            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 7,
            "end_col_offset_idx": 8,
            "text": "13.3 %",
            "column_header": false,
            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 8,
            "end_row_offset_idx": 9,
            "start_col_offset_idx": 8,
            "end_col_offset_idx": 9,
            "text": "16.3 %",
            "column_header": false,
            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
            "end_row_offset_idx": 10,
            "start_col_offset_idx": 0,
            "end_col_offset_idx": 1,
            "text": "Adjusted EBITDA",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
            "end_row_offset_idx": 10,
            "start_col_offset_idx": 1,
            "end_col_offset_idx": 2,
            "text": "$ 7,199",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
            "end_row_offset_idx": 10,
            "start_col_offset_idx": 2,
            "end_col_offset_idx": 3,
            "text": "$ 7,405",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
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            "start_col_offset_idx": 3,
            "end_col_offset_idx": 4,
            "text": "$ 7,600",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
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            "start_col_offset_idx": 4,
            "end_col_offset_idx": 5,
            "text": "$ 7,224",
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            "row_header": false,
            "row_section": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
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            "start_col_offset_idx": 5,
            "end_col_offset_idx": 6,
            "text": "$ 7,652",
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          },
          {
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            "col_span": 1,
            "start_row_offset_idx": 9,
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            "start_col_offset_idx": 6,
            "end_col_offset_idx": 7,
            "text": "$ 8,053",
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 9,
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            "start_col_offset_idx": 7,
            "end_col_offset_idx": 8,
            "text": "$ 14,604",
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          },
          {
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            "col_span": 1,
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            "start_col_offset_idx": 8,
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            "text": "$ 15,705",
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            "fillable": false
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          {
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            "col_span": 1,
            "start_row_offset_idx": 10,
            "end_row_offset_idx": 11,
            "start_col_offset_idx": 0,
            "end_col_offset_idx": 1,
            "text": "Adjusted EBITDA margin",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
            "end_row_offset_idx": 11,
            "start_col_offset_idx": 1,
            "end_col_offset_idx": 2,
            "text": "46.3 %",
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            "row_header": false,
            "row_section": false,
            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
            "end_row_offset_idx": 11,
            "start_col_offset_idx": 2,
            "end_col_offset_idx": 3,
            "text": "47.1 %",
            "column_header": false,
            "row_header": false,
            "row_section": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
            "end_row_offset_idx": 11,
            "start_col_offset_idx": 3,
            "end_col_offset_idx": 4,
            "text": "47.8 %",
            "column_header": false,
            "row_header": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
            "end_row_offset_idx": 11,
            "start_col_offset_idx": 4,
            "end_col_offset_idx": 5,
            "text": "45.0 %",
            "column_header": false,
            "row_header": false,
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            "fillable": false
          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
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            "start_col_offset_idx": 5,
            "end_col_offset_idx": 6,
            "text": "47.5 %",
            "column_header": false,
            "row_header": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
            "end_row_offset_idx": 11,
            "start_col_offset_idx": 6,
            "end_col_offset_idx": 7,
            "text": "49.0 %",
            "column_header": false,
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          },
          {
            "row_span": 1,
            "col_span": 1,
            "start_row_offset_idx": 10,
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            "start_col_offset_idx": 7,
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            "text": "46.7 %",
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          },
          {
            "row_span": 1,
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            "start_col_offset_idx": 3,
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            "text": "$ 7,547",
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            "text": "$ 3,061",
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            "text": "$ 2,916",
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              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "12.5 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 2,
              "end_col_offset_idx": 3,
              "text": "14.1 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 3,
              "end_col_offset_idx": 4,
              "text": "13.5 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 4,
              "end_col_offset_idx": 5,
              "text": "12.6 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 5,
              "end_col_offset_idx": 6,
              "text": "14.7 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 6,
              "end_col_offset_idx": 7,
              "text": "17.8 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 7,
              "end_col_offset_idx": 8,
              "text": "13.3 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 8,
              "end_row_offset_idx": 9,
              "start_col_offset_idx": 8,
              "end_col_offset_idx": 9,
              "text": "16.3 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            }
          ],
          [
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 0,
              "end_col_offset_idx": 1,
              "text": "Adjusted EBITDA",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "$ 7,199",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 2,
              "end_col_offset_idx": 3,
              "text": "$ 7,405",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 3,
              "end_col_offset_idx": 4,
              "text": "$ 7,600",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 4,
              "end_col_offset_idx": 5,
              "text": "$ 7,224",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 5,
              "end_col_offset_idx": 6,
              "text": "$ 7,652",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 6,
              "end_col_offset_idx": 7,
              "text": "$ 8,053",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 7,
              "end_col_offset_idx": 8,
              "text": "$ 14,604",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 9,
              "end_row_offset_idx": 10,
              "start_col_offset_idx": 8,
              "end_col_offset_idx": 9,
              "text": "$ 15,705",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            }
          ],
          [
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 0,
              "end_col_offset_idx": 1,
              "text": "Adjusted EBITDA margin",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "46.3 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 2,
              "end_col_offset_idx": 3,
              "text": "47.1 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 3,
              "end_col_offset_idx": 4,
              "text": "47.8 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 4,
              "end_col_offset_idx": 5,
              "text": "45.0 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 5,
              "end_col_offset_idx": 6,
              "text": "47.5 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 6,
              "end_col_offset_idx": 7,
              "text": "49.0 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 7,
              "end_col_offset_idx": 8,
              "text": "46.7 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 10,
              "end_row_offset_idx": 11,
              "start_col_offset_idx": 8,
              "end_col_offset_idx": 9,
              "text": "48.3 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            }
          ],
          [
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 0,
              "end_col_offset_idx": 1,
              "text": "Core Adjusted EBITDA",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "$ 7,052",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 2,
              "end_col_offset_idx": 3,
              "text": "$ 7,336",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 3,
              "end_col_offset_idx": 4,
              "text": "$ 7,547",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 4,
              "end_col_offset_idx": 5,
              "text": "$ 7,181",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 5,
              "end_col_offset_idx": 6,
              "text": "$ 7,617",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 6,
              "end_col_offset_idx": 7,
              "text": "$ 8,027",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 7,
              "end_col_offset_idx": 8,
              "text": "$ 14,388",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 11,
              "end_row_offset_idx": 12,
              "start_col_offset_idx": 8,
              "end_col_offset_idx": 9,
              "text": "$ 15,644",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            }
          ],
          [
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 0,
              "end_col_offset_idx": 1,
              "text": "Core Adjusted EBITDA margin",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "45.4 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 2,
              "end_col_offset_idx": 3,
              "text": "46.6 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 3,
              "end_col_offset_idx": 4,
              "text": "47.4 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 4,
              "end_col_offset_idx": 5,
              "text": "44.8 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 5,
              "end_col_offset_idx": 6,
              "text": "47.3 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 6,
              "end_col_offset_idx": 7,
              "text": "48.9 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 7,
              "end_col_offset_idx": 8,
              "text": "46.0 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 12,
              "end_row_offset_idx": 13,
              "start_col_offset_idx": 8,
              "end_col_offset_idx": 9,
              "text": "48.1 %",
              "column_header": false,
              "row_header": false,
              "row_section": false,
              "fillable": false
            }
          ],
          [
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 13,
              "end_row_offset_idx": 14,
              "start_col_offset_idx": 0,
              "end_col_offset_idx": 1,
              "text": "Cost of services, exclusive of depreciation and amortization",
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              "row_header": false,
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              "fillable": false
            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 13,
              "end_row_offset_idx": 14,
              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "$ 3,061",
              "column_header": false,
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            },
            {
              "row_span": 1,
              "col_span": 1,
              "start_row_offset_idx": 13,
              "end_row_offset_idx": 14,
              "start_col_offset_idx": 2,
              "end_col_offset_idx": 3,
              "text": "$ 2,916",
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            },
            {
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              "start_row_offset_idx": 13,
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              "start_col_offset_idx": 3,
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              "text": "$ 2,886",
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            },
            {
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              "start_row_offset_idx": 13,
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              "start_col_offset_idx": 4,
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              "text": "$ 2,792",
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            },
            {
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              "start_col_offset_idx": 5,
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              "text": "$ 2,688",
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            },
            {
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              "text": "$ 2,664",
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            },
            {
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              "text": "$ 5,977",
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            },
            {
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              "text": "$ 5,352",
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            {
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              "start_col_offset_idx": 0,
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              "text": "Merger-related costs",
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            },
            {
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              "start_row_offset_idx": 14,
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              "start_col_offset_idx": 1,
              "end_col_offset_idx": 2,
              "text": "208",
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            },
            {
              "row_span": 1,
              "col_span": 1,
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              "start_col_offset_idx": 2,
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              "text": "178",
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            },
            {
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              "start_col_offset_idx": 3,
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              "text": "120",
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            },
            {
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              "start_row_offset_idx": 14,
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              "start_col_offset_idx": 4,
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              "text": "146",
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            },
            {
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              "start_row_offset_idx": 14,
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              "start_col_offset_idx": 5,
              "end_col_offset_idx": 6,
              "text": "107",
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            },
            {
              "row_span": 1,
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              "start_row_offset_idx": 14,
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              "start_col_offset_idx": 6,
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              "text": "73",
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            },
            {
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              "start_row_offset_idx": 14,
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              "start_col_offset_idx": 7,
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              "text": "386",
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