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true, "marker": "(1)" }, { "self_ref": "#/texts/40", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 3, "bbox": { "l": 18.0, "t": 93.66265640000006, "r": 586.9260000000006, "b": 71.62570846629035, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 884 ] } ], "orig": "(2) Core Adjusted EBITDA, Adjusted Free Cash Flow and Adjusted Free Cash Flow margin are non-GAAP financial measures. These non-GAAP financial measures should be considered in addition to, but not as a substitute for, the information provided in accordance with GAAP. Reconciliations for these non-GAAP financial measures to the most directly comparable GAAP financial measures are provided in the Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures tables. 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 Net income, including, but not limited to, Special Items, 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.", "text": "Core Adjusted EBITDA, Adjusted Free Cash Flow and Adjusted Free Cash Flow margin are non-GAAP financial measures. These non-GAAP financial measures should be considered in addition to, but not as a substitute for, the information provided in accordance with GAAP. Reconciliations for these non-GAAP financial measures to the most directly comparable GAAP financial measures are provided in the Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures tables. 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 Net income, including, but not limited to, Special Items, 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.", "enumerated": true, "marker": "(2)" }, { "self_ref": "#/texts/41", "parent": { "$ref": "#/pictures/3" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 487.2890625, "t": 38.72176106770837, "r": 596.859375, "b": 9.580647786458371, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Q12026", "text": "Q12026" }, { "self_ref": "#/texts/42", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 426.7265625, "t": 644.2983805338541, "r": 572.953125, "b": 617.1532185872396, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "POSTPAID SERVICE REVENUES", "text": "POSTPAID SERVICE REVENUES" }, { "self_ref": "#/texts/43", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 412.78125, "t": 620.3467610677084, "r": 585.3046875, "b": 568.4515991210938, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "$15.6B", "text": "$15.6B" }, { "self_ref": "#/texts/44", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 429.1171875, "t": 563.2620849609375, "r": 581.71875, "b": 532.9233805338542, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "GREW 15% YoY INDUSTRY-LEADING GROWTH (1)", "text": "GREW 15% YoY INDUSTRY-LEADING GROWTH (1)" }, { "self_ref": "#/texts/45", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 406.40625, "t": 509.7701416015625, "r": 597.2578125, "b": 488.2137044270833, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(2) CORE ADJUSTED EBITDA", "text": "(2) CORE ADJUSTED EBITDA" }, { "self_ref": "#/texts/46", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 423.9375, "t": 487.8144938151042, "r": 568.171875, "b": 428.7338460286458, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "$9.2B", "text": "$9.2B" }, { "self_ref": "#/texts/47", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 427.5234375, "t": 426.7378743489583, "r": 568.5703125, "b": 397.1975504557292, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "GREW 12% YoY INDUSTRY-LEADING GROWTH", "text": "GREW 12% YoY INDUSTRY-LEADING GROWTH" }, { "self_ref": "#/texts/48", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 453.8203125, "t": 374.4435221354167, "r": 538.2890625, "b": 363.6653238932292, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "DIGITAL JOURNEY", "text": "DIGITAL JOURNEY" }, { "self_ref": "#/texts/49", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 472.546875, "t": 362.8669026692708, "r": 521.15625, "b": 346.1007893880208, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "T-LIFE", "text": "T-LIFE" }, { "self_ref": "#/texts/50", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 430.7109375, "t": 344.1048177083333, "r": 566.1796875, "b": 293.8064371744792, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "~25M", "text": "~25M" }, { "self_ref": "#/texts/51", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 415.5703125, "t": 279.43546549479163, "r": 581.71875, "b": 265.06449381510413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "MONTHLY ACTIVE USERS", "text": "MONTHLY ACTIVE USERS" }, { "self_ref": "#/texts/52", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 12.75, "t": 33.133056640625, "r": 304.8046875, "b": 14.770100911458371, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "INVESTORFACTBOOK", "text": "INVESTORFACTBOOK" }, { "self_ref": "#/texts/53", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 4, "bbox": { "l": 60.333333333333336, "t": 789.0, "r": 248.0, "b": 757.3333333333334, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Account Metrics", "text": "Account Metrics" }, { "self_ref": "#/texts/54", "parent": { "$ref": "#/pictures/4" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 4, "bbox": { "l": 5.0, "t": 787.6666666666666, "r": 32.666666666666664, "b": 760.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "T", "text": "T" }, { "self_ref": "#/texts/55", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 25.88, "t": 731.15942316, "r": 152.67800000000003, "b": 707.5818997528506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Postpaid Accounts (in thousands)", "text": "Postpaid Accounts (in thousands)", "level": 1 }, { "self_ref": "#/texts/56", "parent": { "$ref": "#/groups/44" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 516.8565624, "r": 261.7999999999999, "b": 509.7894778611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "During Q2 2025, we acquired 85,000 postpaid accounts from Lumos.", "text": "During Q2 2025, we acquired 85,000 postpaid accounts from Lumos." }, { "self_ref": "#/texts/57", "parent": { "$ref": "#/groups/44" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 504.25656239999995, "r": 279.12399999999985, "b": 487.5894678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "During Q3 2025, we acquired 1,448,000 postpaid accounts, net of certain base adjustments, through the UScellular acquisition.", "text": "During Q3 2025, we acquired 1,448,000 postpaid accounts, net of certain base adjustments, through the UScellular acquisition." }, { "self_ref": "#/texts/58", "parent": { "$ref": "#/groups/44" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 482.0565524, "r": 289.3360099999998, "b": 465.3894878611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "During Q3 2025, we acquired 633,000 postpaid accounts from Metronet and other acquisitions.", "text": "During Q3 2025, we acquired 633,000 postpaid accounts from Metronet and other acquisitions." }, { "self_ref": "#/texts/59", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 459.8565624, "r": 281.3999999999999, "b": 433.5894678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "During Q1 2026, we recognized a base adjustment to decrease postpaid accounts by 18,000, primarily due to combining certain business accounts that have multiple billing account numbers.", "text": "During Q1 2026, we recognized a base adjustment to decrease postpaid accounts by 18,000, primarily due to combining certain business accounts that have multiple billing account numbers." }, { "self_ref": "#/texts/60", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 428.0565524, "r": 283.18399999999986, "b": 420.98946786115613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "These base adjustments had no impact on postpaid net account additions.", "text": "These base adjustments had no impact on postpaid net account additions." }, { "self_ref": "#/texts/61", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 102.07, "t": 376.76944316000004, "r": 204.00399999999996, "b": 364.50327877635533, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/62", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 351.9496194, "r": 238.95000000000013, "b": 343.18807341168235, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "Postpaid ARPA increased 4% primarily due to:", "text": "Postpaid ARPA increased 4% primarily due to:", "level": 1 }, { "self_ref": "#/texts/63", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 337.008213, "r": 279.8800000000001, "b": 304.17435732644515, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "\u25a0 The positive impact from rate plan optimizations and higher fee revenue, including from the adoption of new tax and fee exclusive plans", "text": "\u25a0 The positive impact from rate plan optimizations and higher fee revenue, including from the adoption of new tax and fee exclusive plans", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/64", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 298.008213, "r": 290.4100000000001, "b": 241.1743273264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "\u25a0 An increase in customers per account, including from the continued adoption of 5G broadband and continued growth of T-Mobile for Business accounts, partially offset by fiber and UScellular accounts with fewer customers per account", "text": "\u25a0 An increase in customers per account, including from the continued adoption of 5G broadband and continued growth of T-Mobile for Business accounts, partially offset by fiber and UScellular accounts with fewer customers per account", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/65", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 235.00818299999992, "r": 251.1300000000001, "b": 214.1743273264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "\u25a0 Partially offset by increased promotional activity, including the success of bundled offerings", "text": "\u25a0 Partially offset by increased promotional activity, including the success of bundled offerings", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/66", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 117.63, "t": 188.52948316000004, "r": 188.42799999999997, "b": 176.2633187763554, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Sequential", "text": "Sequential", "level": 1 }, { "self_ref": "#/texts/67", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 162.77959940000005, "r": 238.95000000000013, "b": 154.01805341168233, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "Postpaid ARPA increased 1% primarily due to:", "text": "Postpaid ARPA increased 1% primarily due to:", "level": 1 }, { "self_ref": "#/texts/68", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 147.83819300000005, "r": 290.4100000000001, "b": 115.00433732644512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "\u25a0 An increase in customers per account, including from the continued adoption of 5G broadband and continued growth of T-Mobile for Business accounts", "text": "\u25a0 An increase in customers per account, including from the continued adoption of 5G broadband and continued growth of T-Mobile for Business accounts", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/69", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 108.83819300000005, "r": 281.54000000000013, "b": 88.00433732644512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "\u25a0 Higher fee revenue, including from the adoption of new tax and fee exclusive plans", "text": "\u25a0 Higher fee revenue, including from the adoption of new tax and fee exclusive plans", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/70", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 18.0, "t": 81.83819300000005, "r": 251.1300000000001, "b": 61.004337326445125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "\u25a0 Partially offset by increased promotional activity, including the success of bundled offerings", "text": "\u25a0 Partially offset by increased promotional activity, including the success of bundled offerings", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/71", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 4, "bbox": { "l": 582.62, "t": 779.1193269199999, "r": 592.628, "b": 763.3485441410282, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "4", "text": "4" }, { "self_ref": "#/texts/72", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 408.07001, "t": 727.81945316, "r": 510.00401000000005, "b": 715.5532887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/73", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 324.0, "t": 702.0695794, "r": 595.95004, "b": 681.3080334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "Continued growth in Postpaid accounts with an increase in net additions primarily due to:", "text": "Continued growth in Postpaid accounts with an increase in net additions primarily due to:" }, { "self_ref": "#/texts/74", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 324.0, "t": 675.128173, "r": 586.9999999999995, "b": 642.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "\u25a0 Higher gross account additions, including fiber account additions following the acquisitions of Metronet and Lumos", "text": "\u25a0 Higher gross account additions, including fiber account additions following the acquisitions of Metronet and Lumos", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/75", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 324.0, "t": 636.128173, "r": 593.4499999999996, "b": 591.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "\u25a0 Partially offset by higher account deactivations driven by higher industry switching and the impact of a growing account base, including following the acquisition of UScellular", "text": "\u25a0 Partially offset by higher account deactivations driven by higher industry switching and the impact of a growing account base, including following the acquisition of UScellular", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/76", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 423.63, "t": 550.64947316, "r": 494.4279999999999, "b": 538.3833087763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Sequential", "text": "Sequential", "level": 1 }, { "self_ref": "#/texts/77", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 324.0, "t": 524.8995993999999, "r": 592.63999, "b": 504.13805341168234, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Continued growth in Postpaid accounts with a decrease in net additions primarily due to:", "text": "Continued growth in Postpaid accounts with a decrease in net additions primarily due to:" }, { "self_ref": "#/texts/78", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 4, "bbox": { "l": 324.0, "t": 497.958193, "r": 525.34, "b": 489.12433732644513, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "\u25a0 Seasonally lower gross account additions", "text": "\u25a0 Seasonally lower gross account additions", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/79", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 331.88, "t": 371.51944316000004, "r": 434.5559999999999, "b": 359.25327877635533, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Postpaid ARPA", "text": "Postpaid ARPA", "level": 1 }, { "self_ref": "#/texts/80", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 484.6666666666667, "t": 40.0, "r": 599.0, "b": 7.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Q12026", "text": "Q12026" }, { "self_ref": "#/texts/81", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 13.333333333333334, "t": 33.33333333333337, "r": 305.0, "b": 14.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "INVESTORFACTBOOK", "text": "INVESTORFACTBOOK" }, { "self_ref": "#/texts/82", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 5, "bbox": { "l": 60.333333333333336, "t": 789.0, "r": 248.33333333333334, "b": 757.3333333333334, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": 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"#/texts/120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 102.07, "t": 437.31945316, "r": 204.00399999999996, "b": 425.0532887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 18.0, "t": 414.56960940000005, "r": 282.8100000000001, "b": 393.8080634116824, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Cost of equipment sales, exclusive of Depreciation and Amortization (D&A), increased 14% primarily due to:", "text": "Cost of equipment sales, exclusive of Depreciation and Amortization (D&A), increased 14% primarily due to:" }, { "self_ref": "#/texts/122", "parent": { "$ref": "#/groups/20" }, "children": [], "content_layer": "body", 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"page_no": 9, "bbox": { "l": 408.07001, "t": 730.81945316, "r": 510.00401000000005, "b": 718.5532887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 324.0, "t": 705.0695794, "r": 596.0399799999999, "b": 660.3080334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Net income was $2.5 billion and Diluted earnings per share was $2.27 in Q1 2026, compared to $3.0 billion and $2.58 in Q1 2025, primarily due to the factors described above and included the following:", "text": "Net income was $2.5 billion and Diluted earnings per share was $2.27 in Q1 2026, compared to $3.0 billion and $2.58 in Q1 2025, primarily due to the factors described above and included the following:" }, { "self_ref": "#/texts/175", "parent": { "$ref": "#/groups/29" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 324.0, "t": 654.128173, "r": 594.75002, "b": 609.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "\u25a0 UScellular merger-related costs, including accelerated depreciation, net of tax, of $476 million, or $0.43 per share, in Q1 2026 and $10 million, or $0.01 per share, in Q1 2025", "text": "\u25a0 UScellular merger-related costs, including accelerated depreciation, net of tax, of $476 million, or $0.43 per share, in Q1 2026 and $10 million, or $0.01 per share, in Q1 2025", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/176", "parent": { "$ref": "#/groups/29" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 324.0, "t": 603.128173, "r": 587.46998, "b": 558.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "\u25a0 Severance and related costs associated with the 2025-2026 workforce transformation and reinvestment initiative, net of tax, of $105 million, or $0.10 per share, in Q1 2026", "text": "\u25a0 Severance and related costs associated with the 2025-2026 workforce transformation and reinvestment initiative, net of tax, of $105 million, or $0.10 per share, in Q1 2026", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/177", "parent": { "$ref": "#/groups/29" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 324.0, "t": 552.128173, "r": 595.8199999999997, "b": 519.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "\u25a0 Costs associated with the network restructuring initiative, including accelerated depreciation, net of tax, of $103 million, or $0.09 per share, in Q1 2026", "text": "\u25a0 Costs associated with the network restructuring initiative, including accelerated depreciation, net of tax, of $103 million, or $0.09 per share, in Q1 2026", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 423.63, "t": 490.41946316, "r": 494.4279999999999, "b": 478.1532987763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Sequential", "text": "Sequential", "level": 1 }, { "self_ref": "#/texts/179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 324.0, "t": 464.66961940000004, "r": 596.0399799999999, "b": 419.9080734116824, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Net income was $2.5 billion and Diluted earnings per share was $2.27 in Q1 2026, compared to $2.1 billion and $1.88 in Q4 2025, primarily due to the factors described above and included the following:", "text": "Net income was $2.5 billion and Diluted earnings per share was $2.27 in Q1 2026, compared to $2.1 billion and $1.88 in Q4 2025, primarily due to the factors described above and included the following:" }, { "self_ref": "#/texts/180", "parent": { "$ref": "#/groups/30" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 324.0, "t": 413.72821300000004, "r": 589.7599799999999, "b": 368.8943573264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "\u25a0 UScellular merger-related costs, including accelerated depreciation, net of tax, of $476 million, or $0.43 per share, in Q1 2026 and $107 million, or $0.10 per share, in Q4 2025", "text": "\u25a0 UScellular merger-related costs, including accelerated depreciation, net of tax, of $476 million, or $0.43 per share, in Q1 2026 and $107 million, or $0.10 per share, in Q4 2025", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/181", "parent": { "$ref": "#/groups/30" }, "children": [], 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"prov": [ { "page_no": 9, "bbox": { "l": 13.333333333333334, "t": 33.33333333333337, "r": 305.0, "b": 14.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "INVESTORFACTBOOK", "text": "INVESTORFACTBOOK" }, { "self_ref": "#/texts/185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 10, "bbox": { "l": 5.333333333333333, "t": 787.0, "r": 32.333333333333336, "b": 760.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "T", "text": "T" }, { "self_ref": "#/texts/186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 10, "bbox": { "l": 61.333333333333336, "t": 789.0, "r": 255.0, "b": 756.6666666666666, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Financial Metrics", "text": "Financial Metrics" }, { "self_ref": "#/texts/187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 10, "bbox": { "l": 577.60999, "t": 779.1193269199999, "r": 597.6259900000001, "b": 763.3485441410282, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 25.88, "t": 730.40942316, "r": 183.00200000000004, "b": 718.1432587763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Core Adjusted EBITDA*", "text": "Core Adjusted EBITDA*", "level": 1 }, { "self_ref": "#/texts/189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 25.88, "t": 716.46960034, "r": 219.6120000000002, "b": 706.8318997528506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "($ in millions, % of Service revenues)", "text": "($ in millions, % of Service revenues)" }, { "self_ref": "#/texts/190", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 10, "bbox": { "l": 27.0, "t": 503.65655239999995, "r": 196.60399999999998, "b": 496.5894678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "*Excludes Special Items (see detail on page 22)", "text": "*Excludes Special Items (see detail on page 22)" }, { "self_ref": "#/texts/191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 102.07, "t": 406.31945316, "r": 204.00399999999996, "b": 394.0532887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 380.56960940000005, "r": 282.29001, "b": 359.8080634116824, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "Net cash provided by operating activities increased 5% primarily due to:", "text": "Net cash provided by operating activities increased 5% primarily due to:" }, { "self_ref": "#/texts/193", "parent": { "$ref": "#/groups/31" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 353.62820300000004, "r": 277.6600000000001, "b": 332.7943473264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "\u25a0 Higher Net income, adjusted for non-cash income and expenses", "text": "\u25a0 Higher Net income, adjusted for non-cash income and expenses", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/194", "parent": { "$ref": "#/groups/31" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 326.62820300000004, "r": 285.97000000000014, "b": 317.7943473264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "\u25a0 Lower net cash outflows from changes in working capital", "text": "\u25a0 Lower net cash outflows from changes in working capital", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 117.63, "t": 282.56945316, "r": 188.42799999999997, "b": 270.3032887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Sequential", "text": "Sequential", "level": 1 }, { "self_ref": "#/texts/196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 256.81957940000007, "r": 282.29001, "b": 236.05803341168235, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "Net cash provided by operating activities increased 9% primarily due to:", "text": "Net cash provided by operating activities increased 9% primarily due to:" }, { "self_ref": "#/texts/197", "parent": { "$ref": "#/groups/32" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 229.87817299999995, "r": 277.6600000000001, "b": 209.04431732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "\u25a0 Higher Net income, adjusted for non-cash income and expenses", "text": "\u25a0 Higher Net income, adjusted for non-cash income and expenses", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/198", "parent": { "$ref": "#/groups/32" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 202.87817299999995, "r": 288.54000000000013, "b": 182.04431732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "\u25a0 Partially offset by higher net cash outflows from changes in working capital", "text": "\u25a0 Partially offset by higher net cash outflows from changes in working capital", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 18.0, "t": 163.87817299999995, "r": 289.66999999999996, "b": 119.04431732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "The impact of net payments for Merger-related costs on Net cash provided by operating activities was $153 million in Q1 2026 compared to $100 million in Q4 2025 and $70 million in Q1 2025.", "text": "The impact of net payments for Merger-related costs on Net cash provided by operating activities was $153 million in Q1 2026 compared to $100 million in Q4 2025 and $70 million in Q1 2025." }, { "self_ref": "#/texts/200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 408.07001, "t": 730.81945316, "r": 510.00401000000005, "b": 718.5532887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 705.0695794, "r": 585.4800099999999, "b": 696.3080334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "Core Adjusted EBITDA increased 12% primarily due to:", "text": "Core Adjusted EBITDA increased 12% primarily due to:", "level": 1 }, { "self_ref": "#/texts/202", "parent": { "$ref": "#/groups/33" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 690.128173, "r": 476.27, "b": 681.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "\u25a0 Higher Total service revenues", "text": "\u25a0 Higher Total service revenues", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/203", "parent": { "$ref": "#/groups/33" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 675.128173, "r": 587.5899999999996, "b": 666.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "\u25a0 Higher Equipment revenues, excluding Lease revenues", "text": "\u25a0 Higher Equipment revenues, excluding Lease revenues", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/204", "parent": { "$ref": "#/groups/33" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 660.128173, "r": 580.8599999999997, "b": 615.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "\u25a0 Partially offset by higher Cost of equipment sales, excluding Special Items, higher Cost of services, excluding Special Items, and higher SG&A expenses, excluding Special Items", "text": "\u25a0 Partially offset by higher Cost of equipment sales, excluding Special Items, higher Cost of services, excluding Special Items, and higher SG&A expenses, excluding Special Items", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 423.63, "t": 587.06945316, "r": 494.4279999999999, "b": 574.8032887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Sequential", "text": "Sequential", "level": 1 }, { "self_ref": "#/texts/206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 561.3195794, "r": 579.9199799999999, "b": 552.5580334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "Core Adjusted EBITDA increased 9% primarily due to:", "text": "Core Adjusted EBITDA increased 9% primarily due to:", "level": 1 }, { "self_ref": "#/texts/207", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 546.378173, "r": 589.7399999999997, "b": 537.5443173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "\u25a0 Lower Cost of equipment sales, excluding Special Items", "text": "\u25a0 Lower Cost of equipment sales, excluding Special Items", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/208", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 531.378173, "r": 555.3, "b": 522.5443173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "\u25a0 Lower SG&A expenses, excluding Special Items", "text": "\u25a0 Lower SG&A expenses, excluding Special Items", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/209", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 516.378203, "r": 553.62, "b": 507.5443473264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "\u25a0 Lower Cost of services, excluding Special Items", "text": "\u25a0 Lower Cost of services, excluding Special Items", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/210", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 501.37820300000004, "r": 473.49, "b": 492.5443473264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "\u25a0 Higher Total service revenues", "text": "\u25a0 Higher Total service revenues", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/211", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 324.0, "t": 486.37820300000004, "r": 589.5599999999995, "b": 465.5443473264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "\u25a0 Partially offset by lower Equipment revenues, excluding Lease revenues", "text": "\u25a0 Partially offset by lower Equipment revenues, excluding Lease revenues", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 331.88, "t": 407.65945316000006, "r": 550.4899999999999, "b": 370.08186975285065, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Net Cash Provided by Operating Activities ($ in millions)", "text": "Net Cash Provided by Operating Activities ($ in millions)", "level": 1 }, { "self_ref": 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operating activities", "text": "\u25a0 Higher Net cash provided by operating activities", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/226", "parent": { "$ref": "#/groups/36" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 18.0, "t": 275.87817300000006, "r": 290.23, "b": 255.04431732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "\u25a0 Partially offset by higher Cash purchases of property and equipment", "text": "\u25a0 Partially offset by higher Cash purchases of property and equipment", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 11, "bbox": { "l": 18.0, "t": 248.87817299999995, "r": 280.76, "b": 204.04431732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "The impact of net payments for Merger-related costs on Adjusted Free Cash Flow was $153 million in Q1 2026 compared to $100 million in Q4 2025 and $70 million in Q1 2025.", "text": "The impact of net payments for Merger-related costs on Adjusted Free Cash Flow was $153 million in Q1 2026 compared to $100 million in Q4 2025 and $70 million in Q1 2025." }, { "self_ref": "#/texts/228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 408.07001, "t": 730.81945316, "r": 510.00401000000005, "b": 718.5532887763553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Year-Over-Year", "text": "Year-Over-Year", "level": 1 }, { "self_ref": "#/texts/229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 11, "bbox": { "l": 324.0, "t": 705.0695794, "r": 583.2, "b": 684.3080334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Cash purchases of property and equipment, including capitalized interest, increased 7% primarily due to:", "text": "Cash purchases of property and equipment, including capitalized interest, increased 7% primarily due to:" }, { "self_ref": "#/texts/230", "parent": { "$ref": "#/groups/37" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 324.0, "t": 678.128173, "r": 594.7599999999998, "b": 645.2943173264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "\u25a0 Planned timing of capital purchases, including for incremental capital expenditures following the UScellular acquisition", "text": "\u25a0 Planned timing of capital purchases, including for incremental capital expenditures following the UScellular acquisition", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 423.63, "t": 617.06945316, 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{ "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 12, "bbox": { "l": 577.60999, "t": 779.1193269199999, "r": 597.6259900000001, "b": 763.3485441410282, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "12", "text": "12" }, { "self_ref": "#/texts/240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 25.88, "t": 733.90942316, "r": 245.23199999999997, "b": 640.3318997528506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "Total Debt (Excluding Tower Obligations), Net Debt (Excluding Tower Obligations), and Net Debt to LTM Net Income and Core Adj. 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EBITDA Ratios ($ in billions)" }, { "self_ref": "#/texts/241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 12, "bbox": { "l": 25.88, "t": 347.29944316, "r": 163.57000000000002, "b": 323.7218597528506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "Stockholder Returns ($ in millions)", "text": "Stockholder Returns ($ in millions)", "level": 1 }, { "self_ref": "#/texts/242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 324.0, "t": 737.8195794, "r": 593.13002, "b": 717.0580334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Total debt, excluding tower obligations, at the end of Q1 2026 was $88.2 billion.", "text": "Total debt, excluding tower obligations, at the end of Q1 2026 was $88.2 billion." }, { "self_ref": "#/texts/243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 324.0, "t": 710.8195794, "r": 585.38002, "b": 690.0580334116823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "Net debt, excluding tower obligations, at the end of Q1 2026 was $84.7 billion.", "text": "Net debt, excluding tower obligations, at the end of Q1 2026 was $84.7 billion." }, { "self_ref": "#/texts/244", "parent": { "$ref": "#/groups/39" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 324.0, "t": 667.678223, "r": 595.1399899999993, "b": 598.8443673264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 301 ] } ], "orig": "\u25a0 On December 11, 2025, the company announced that its Board of Directors authorized a stockholder return program for up to $14.6 billion that will run through December 31, 2026, consisting of additional repurchases of shares and payment of cash dividends with the next dividend payable June 11, 2026.", "text": "\u25a0 On December 11, 2025, the company announced that its Board of Directors authorized a stockholder return program for up to $14.6 billion that will run through December 31, 2026, consisting of additional repurchases of shares and payment of cash dividends with the next dividend payable June 11, 2026.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/245", "parent": { "$ref": "#/groups/39" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 324.0, "t": 592.678223, "r": 582.3699999999995, "b": 535.8443673264452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "\u25a0 On April 23, 2026, the company announced that its Board of Directors has increased the company's 2026 stockholder return authorization to up to $18.2 billion, representing an increase of up to $3.6 billion from its prior 2026 authorization.", "text": "\u25a0 On April 23, 2026, the company announced that its Board of Directors has increased the company's 2026 stockholder return authorization to up to $18.2 billion, representing an increase of up to $3.6 billion from its prior 2026 authorization.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/246", "parent": { "$ref": "#/groups/39" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 324.0, "t": 529.678223, "r": 587.5500099999996, "b": 460.84433732644516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "\u25a0 On a cumulative basis, since the company initiated its stockholder return program in Q3 2022, a total of $51.4 billion has been returned to stockholders as of March 31, 2026, with 239.4 million shares repurchased for $42.1 billion, and cumulative cash dividends of $9.3 billion .", "text": "\u25a0 On a cumulative basis, since the company initiated its stockholder return program in Q3 2022, a total of $51.4 billion has been returned to stockholders as of March 31, 2026, with 239.4 million shares repurchased for $42.1 billion, and cumulative cash dividends of $9.3 billion .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/247", "parent": { "$ref": "#/groups/39" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 360.0, "t": 454.678193, "r": 564.6499899999998, "b": 433.84433732644516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "\u25a0 During Q1 2026, 23.3 million shares were repurchased for $4.9 billion.", "text": "\u25a0 During Q1 2026, 23.3 million shares were repurchased for $4.9 billion.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/248", "parent": { "$ref": "#/groups/39" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 360.0, "t": 427.678193, "r": 594.6399999999996, "b": 394.84433732644516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "\u25a0 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Network restructuring initiative costs consist of network decommissioning and contract termination costs related to the rationalization of our network and backhaul services and the elimination of duplicative costs.", "text": "In Q4 2025, we began implementing network restructuring initiatives as a result of recent technological advancements that enhanced our Customer-Driven Coverage insights. 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Although companies in the telecommunications 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 telecommunications industry to provide management, investors and analysts with useful information to assess and evaluate past performance and assist in forecasting future performance." }, { "self_ref": "#/texts/347", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 675.4065524, "r": 568.7859999999994, "b": 649.1394578611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 393 ] } ], "orig": "1. Account - Generally, a billing account that generates revenue. Postpaid accounts generally consist of customers that are qualified for postpaid service utilizing phones, 5G broadband gateways, fiber connections, mobile internet devices, including tablets and hotspots, wearables, DIGITS or other connected devices, including SyncUP and IoT, where they generally pay after receiving service.", "text": "Account - Generally, a billing account that generates revenue. Postpaid accounts generally consist of customers that are qualified for postpaid service utilizing phones, 5G broadband gateways, fiber connections, mobile internet devices, including tablets and hotspots, wearables, DIGITS or other connected devices, including SyncUP and IoT, where they generally pay after receiving service.", "enumerated": true, "marker": "1." }, { "self_ref": "#/texts/348", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 644.1065624, "r": 559.9199999999994, "b": 608.2394978611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 495 ] } ], "orig": "2. Account Churn - The number of accounts whose service was deactivated as a percentage of the average number of accounts during the specified period further divided by the number of months in the period. The number of accounts whose service was deactivated is calculated net of accounts that subsequently had their service restored within a certain period of time and excludes accounts who received service for less than a certain minimum period of time, account mergers and account migrations.", "text": "Account Churn - The number of accounts whose service was deactivated as a percentage of the average number of accounts during the specified period further divided by the number of months in the period. The number of accounts whose service was deactivated is calculated net of accounts that subsequently had their service restored within a certain period of time and excludes accounts who received service for less than a certain minimum period of time, account mergers and account migrations.", "enumerated": true, "marker": "2." }, { "self_ref": "#/texts/349", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 603.2065424, "r": 548.0479999999994, "b": 576.9395078611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 286 ] } ], "orig": "3. Postpaid Average Revenue Per Account ('ARPA') -Average monthly postpaid service revenue earned per account. Postpaid service revenues for the specified period divided by the average number of postpaid accounts during the period, further divided by the number of months in the period.", "text": "Postpaid Average Revenue Per Account ('ARPA') -Average monthly postpaid service revenue earned per account. Postpaid service revenues for the specified period divided by the average number of postpaid accounts during the period, further divided by the number of months in the period.", "enumerated": true, "marker": "3." }, { "self_ref": "#/texts/350", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 63.0, "t": 571.9065524, "r": 444.52598999999975, "b": 564.8394678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Service revenues - Postpaid, including handset insurance, prepaid, wholesale and other service revenues.", "text": "Service revenues - Postpaid, including handset insurance, prepaid, wholesale and other service revenues.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/351", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 559.8065824, "r": 557.7999999999995, "b": 533.5394778611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 360 ] } ], "orig": "4. Cost of services - Costs directly attributable to providing wireless communications and broadband services, including direct switch and cell site costs, such as rent, network access and transport costs, utilities, maintenance, associated labor costs, long distance costs, regulatory program costs, roaming fees paid to other carriers and data content costs.", "text": "Cost of services - Costs directly attributable to providing wireless communications and broadband services, including direct switch and cell site costs, such as rent, network access and transport costs, utilities, maintenance, associated labor costs, long distance costs, regulatory program costs, roaming fees paid to other carriers and data content costs.", "enumerated": true, "marker": "4." }, { "self_ref": "#/texts/352", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 63.0, "t": 528.5065924, "r": 552.9200099999995, "b": 511.8394678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "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.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/353", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 63.0, "t": 506.8065524, "r": 567.9439899999994, "b": 470.9394778611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 510 ] } ], "orig": "Selling, general and administrative expenses - Costs not directly attributable to providing wireless communications and broadband services for the operation of sales, customer care and corporate activities. These include all commissions paid to dealers and retail employees for activations and upgrades, labor and facilities costs associated with retail sales force and administrative space, marketing and promotional costs, customer support and billing, bad debt expense and administrative support activities.", "text": "Selling, general and administrative expenses - Costs not directly attributable to providing wireless communications and broadband services for the operation of sales, customer care and corporate activities. These include all commissions paid to dealers and retail employees for activations and upgrades, labor and facilities costs associated with retail sales force and administrative space, marketing and promotional costs, customer support and billing, bad debt expense and administrative support activities.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/354", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 465.90655239999995, "r": 286.8479999999999, "b": 458.8394678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "5. Net income margin - Net income divided by Service revenues.", "text": "Net income margin - Net income divided by Service revenues.", "enumerated": true, "marker": "5." }, { "self_ref": "#/texts/355", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 453.8065524, "r": 569.0959999999995, "b": 302.73946786115613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2061 ] } ], "orig": "6. 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, including our chief operating decision maker, to monitor the financial performance of our operations and allocate resources of the Company as a whole. 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 and broadband 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, including our chief operating decision maker, to monitor the financial performance of our operations and allocate resources of the Company as a whole. 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 and broadband 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').", "enumerated": true, "marker": "6." }, { "self_ref": "#/texts/356", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 297.70657239999997, "r": 560.5039999999995, "b": 271.43950786115613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 426 ] } ], "orig": "7. Special Items - Certain expenses, gains, and losses which are not reflective of our ongoing performance. Special Items include UScellular merger-related costs, network restructuring initiative costs (as discussed above), certain legal-related recoveries and expenses, Impairment expense, restructuring costs not directly attributable to the UScellular acquisition (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 UScellular merger-related costs, network restructuring initiative costs (as discussed above), certain legal-related recoveries and expenses, Impairment expense, restructuring costs not directly attributable to the UScellular acquisition (including severance), and other non-core gains and losses.", "enumerated": true, "marker": "7." }, { "self_ref": "#/texts/357", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 266.4065524, "r": 567.1919999999994, "b": 230.53947786115612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 512 ] } ], "orig": "8. Adjusted EBITDA margin and Core Adjusted EBITDA margin - Adjusted EBITDA margin is calculated as Adjusted EBITDA divided by Service revenues. Core Adjusted EBITDA margin is calculated as Core Adjusted EBITDA divided by Service revenues. Adjusted EBITDA margin and Core Adjusted EBITDA margin are non-GAAP financial measures utilized by T-Mobile's management, including our chief operating decision maker, to monitor the financial performance of our operations and allocate resources of the Company as a whole.", "text": "Adjusted EBITDA margin and Core Adjusted EBITDA margin - Adjusted EBITDA margin is calculated as Adjusted EBITDA divided by Service revenues. Core Adjusted EBITDA margin is calculated as Core Adjusted EBITDA divided by Service revenues. Adjusted EBITDA margin and Core Adjusted EBITDA margin are non-GAAP financial measures utilized by T-Mobile's management, including our chief operating decision maker, to monitor the financial performance of our operations and allocate resources of the Company as a whole.", "enumerated": true, "marker": "8." }, { "self_ref": "#/texts/358", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 225.50659240000005, "r": 561.2739899999995, "b": 208.8394678611562, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "9. 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.", "enumerated": true, "marker": "9." }, { "self_ref": "#/texts/359", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 203.80658240000002, "r": 564.9019899999995, "b": 177.53947786115612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 367 ] } ], "orig": "10. Adjusted Free Cash Flow - Net cash provided by operating activities less cash payments for purchases of property and equipment. Adjusted Free Cash Flow is utilized by T-Mobile's management, investors, and analysts of our financial information to evaluate cash available to pay debt, repurchase shares, pay dividends and provide further investment in the business.", "text": "Adjusted Free Cash Flow - Net cash provided by operating activities less cash payments for purchases of property and equipment. Adjusted Free Cash Flow is utilized by T-Mobile's management, investors, and analysts of our financial information to evaluate cash available to pay debt, repurchase shares, pay dividends and provide further investment in the business.", "enumerated": true, "marker": "10." }, { "self_ref": "#/texts/360", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 172.50659240000005, "r": 565.3140099999996, "b": 146.2394978611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 417 ] } ], "orig": "11. Adjusted Free Cash Flow margin - Adjusted Free Cash Flow margin is calculated as Adjusted Free Cash Flow divided by Service revenues. Adjusted Free Cash Flow margin is utilized by T-Mobile's management, investors, and analysts to evaluate the company's ability to convert service revenue efficiently into cash available to pay debt, repurchase shares, pay dividends and provide further investment in the business.", "text": "Adjusted Free Cash Flow margin - Adjusted Free Cash Flow margin is calculated as Adjusted Free Cash Flow divided by Service revenues. Adjusted Free Cash Flow margin is utilized by T-Mobile's management, investors, and analysts to evaluate the company's ability to convert service revenue efficiently into cash available to pay debt, repurchase shares, pay dividends and provide further investment in the business.", "enumerated": true, "marker": "11." }, { "self_ref": "#/texts/361", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 141.2065424, "r": 552.6539999999994, "b": 124.53947786115612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "12. Net debt - Short-term debt, short-term debt to affiliates, long-term debt (excluding tower obligations), and long-term debt to affiliates, shortterm financing lease liabilities and financing lease liabilities, less cash and cash equivalents.", "text": "Net debt - Short-term debt, short-term debt to affiliates, long-term debt (excluding tower obligations), and long-term debt to affiliates, shortterm financing lease liabilities and financing lease liabilities, less cash and cash equivalents.", "enumerated": true, "marker": "12." }, { "self_ref": "#/texts/362", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 45.0, "t": 119.50659240000005, "r": 548.4220099999997, "b": 112.43950786115613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "13. Net payments for merger-related costs include net cash payments for Sprint merger-related costs and UScellular merger-related costs.", "text": "Net payments for merger-related costs include net cash payments for Sprint merger-related costs and UScellular merger-related costs.", "enumerated": true, "marker": "13." }, { "self_ref": "#/texts/363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 484.6666666666667, "t": 40.0, "r": 599.0, "b": 7.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Q12026", "text": "Q12026" }, { "self_ref": "#/texts/364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 24, "bbox": { "l": 13.333333333333334, "t": 33.33333333333337, "r": 305.0, "b": 14.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "INVESTORFACTBOOK", "text": "INVESTORFACTBOOK" }, { "self_ref": "#/texts/365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 25, "bbox": { "l": 61.0, "t": 789.0, "r": 394.0, "b": 755.6666666666666, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Financial & Operational Tables", "text": "Financial & Operational Tables" }, { "self_ref": "#/texts/366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 25, "bbox": { "l": 577.60999, "t": 779.1193269199999, "r": 597.6259900000001, "b": 763.3485441410282, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "25", "text": "25" }, { "self_ref": "#/texts/367", "parent": { "$ref": "#/pictures/52" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 25, "bbox": { "l": 5.333333333333333, "t": 787.3333333333334, "r": 31.666666666666668, "b": 760.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "T", "text": "T" }, { "self_ref": "#/texts/368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 25, "bbox": { "l": 45.0, "t": 737.9065524, "r": 239.72599999999994, "b": 730.8394678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "14. UScellular merger-related costs to date include:", "text": "14. UScellular merger-related costs to date include:", "level": 1 }, { "self_ref": "#/texts/369", "parent": { "$ref": "#/groups/43" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 63.0, "t": 725.8065824, "r": 568.4719999999995, "b": 710.3394678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "\u00b7 Integration costs to achieve efficiencies in network, retail, information technology and back office operations and migrate customers to the T-Mobile network and billing systems;", "text": "Integration costs to achieve efficiencies in network, retail, information technology and back office operations and migrate customers to the T-Mobile network and billing systems;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/370", "parent": { "$ref": "#/groups/43" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 63.0, "t": 706.5065924, "r": 430.59999999999974, "b": 699.4395078611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "\u00b7 Restructuring costs, including contract terminations, severance and network decommissioning; and", "text": "Restructuring costs, including contract terminations, severance and network decommissioning; and", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/371", "parent": { "$ref": "#/groups/43" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 25, "bbox": { "l": 63.0, "t": 695.6065624, "r": 483.5999999999998, "b": 688.5394778611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "\u00b7 Transaction costs, including legal and professional services related to the completion of the UScellular acquisition.", "text": "Transaction costs, including legal and professional services related to the completion of the UScellular acquisition.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 25, "bbox": { "l": 484.6666666666667, "t": 40.0, "r": 599.0, "b": 7.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Q12026", "text": "Q12026" }, { "self_ref": "#/texts/373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 25, "bbox": { "l": 13.333333333333334, "t": 33.33333333333337, "r": 305.0, "b": 14.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "INVESTORFACTBOOK", "text": "INVESTORFACTBOOK" }, { "self_ref": "#/texts/374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 26, "bbox": { "l": 61.0, "t": 789.0, "r": 394.0, "b": 755.6666666666666, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Financial & Operational Tables", "text": "Financial & Operational Tables" }, { "self_ref": "#/texts/375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 26, "bbox": { "l": 577.60999, "t": 779.1193269199999, "r": 597.6259900000001, "b": 763.3485441410282, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "26", "text": "26" }, { "self_ref": "#/texts/376", "parent": { "$ref": "#/pictures/54" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 26, "bbox": { "l": 5.333333333333333, "t": 787.3333333333334, "r": 31.666666666666668, "b": 760.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "T", "text": "T" }, { "self_ref": "#/texts/377", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 45.0, "t": 737.85967752, "r": 284.3439999999999, "b": 730.8504407293459, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Cautionary Statement Regarding Forward-Looking Statements", "text": "Cautionary Statement Regarding Forward-Looking Statements", "level": 1 }, { "self_ref": "#/texts/378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 45.0, "t": 718.7065424, "r": 569.0399999999995, "b": 398.0394778611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5191 ] } ], "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; cyberattacks, disruptions, data loss or other security breaches; our inability to adopt and deploy network technologies in a timely and effective manner; our inability to effectively execute our digital initiatives and drive customer and employee adoption of emerging technologies; 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 timing and effects of any pending and future acquisition, investment, joint venture, merger or divestiture involving us, including our inability to obtain any required regulatory approval necessary to consummate any such transactions or to achieve the expected benefits of such transactions; adverse economic, political or market conditions in the U.S. and international markets, including changes resulting from increases in oil prices, inflation or interest rates, tariffs and trade restrictions, supply chain disruptions, fluctuations in global currencies, immigration policies, and impacts of geopolitical instability, such as global conflict, wars and further escalations thereof; operational delays, higher procurement costs, such as memory chip cost impacts on smartphones, and operational costs, and increased regulatory and compliance complexities, for example, as a result of changes to trade policies, including higher tariffs, restrictions and other economic disincentives to trade; our inability to successfully deliver new products and services; any failure or inability of our third parties (including key suppliers) to provide products or services for the operation of our business; sociopolitical volatility and polarization and risks related to environmental, social and governance matters; 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; our inability to maintain effective internal control over financial reporting; compliance with the current regulatory framework, including our national security obligations, and any changes in regulations or in the regulatory framework under which we operate; laws and regulations relating to the handling of privacy, data protection and artificial intelligence; 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 Deutsche Telekom AG ('DT'), our controlling stockholder, which may differ from the interests of other stockholders; our current and future stockholder return programs 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 our inability to attract additional equity financing outside the United States due to foreign ownership limitations by the Federal Communications Commission; and other risks as disclosed in our most recent annual report on Form 10-K, and subsequent Forms 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; cyberattacks, disruptions, data loss or other security breaches; our inability to adopt and deploy network technologies in a timely and effective manner; our inability to effectively execute our digital initiatives and drive customer and employee adoption of emerging technologies; 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 timing and effects of any pending and future acquisition, investment, joint venture, merger or divestiture involving us, including our inability to obtain any required regulatory approval necessary to consummate any such transactions or to achieve the expected benefits of such transactions; adverse economic, political or market conditions in the U.S. and international markets, including changes resulting from increases in oil prices, inflation or interest rates, tariffs and trade restrictions, supply chain disruptions, fluctuations in global currencies, immigration policies, and impacts of geopolitical instability, such as global conflict, wars and further escalations thereof; operational delays, higher procurement costs, such as memory chip cost impacts on smartphones, and operational costs, and increased regulatory and compliance complexities, for example, as a result of changes to trade policies, including higher tariffs, restrictions and other economic disincentives to trade; our inability to successfully deliver new products and services; any failure or inability of our third parties (including key suppliers) to provide products or services for the operation of our business; sociopolitical volatility and polarization and risks related to environmental, social and governance matters; 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; our inability to maintain effective internal control over financial reporting; compliance with the current regulatory framework, including our national security obligations, and any changes in regulations or in the regulatory framework under which we operate; laws and regulations relating to the handling of privacy, data protection and artificial intelligence; 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 Deutsche Telekom AG ('DT'), our controlling stockholder, which may differ from the interests of other stockholders; our current and future stockholder return programs 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 our inability to attract additional equity financing outside the United States due to foreign ownership limitations by the Federal Communications Commission; and other risks as disclosed in our most recent annual report on Form 10-K, and subsequent Forms 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." }, { "self_ref": "#/texts/379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 26, "bbox": { "l": 45.0, "t": 349.70968752, "r": 136.936, "b": 342.70045072934585, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "About T-Mobile US, Inc.", "text": "About T-Mobile US, Inc.", "level": 1 }, { "self_ref": "#/texts/380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 45.0, "t": 330.5565524, "r": 567.1039999999995, "b": 287.6494678611561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 621 ] } ], "orig": "As the supercharged Un-carrier, T-Mobile US, Inc. (NASDAQ: TMUS) is powered by an award-winning 5G network that connects more people, in more places, than ever before. With T-Mobile's unique value proposition of best network, best value and best experiences, the Un-carrier is redefining connectivity and fueling competition while continuing to drive the next wave of innovation in wireless and beyond. Headquartered 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, visit https://www.t-mobile.com.", "text": "As the supercharged Un-carrier, T-Mobile US, Inc. (NASDAQ: TMUS) is powered by an award-winning 5G network that connects more people, in more places, than ever before. With T-Mobile's unique value proposition of best network, best value and best experiences, the Un-carrier is redefining connectivity and fueling competition while continuing to drive the next wave of innovation in wireless and beyond. Headquartered 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, visit https://www.t-mobile.com." }, { "self_ref": "#/texts/381", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 26, "bbox": { "l": 484.6666666666667, "t": 40.0, "r": 599.0, "b": 7.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Q12026", "text": "Q12026" }, { "self_ref": "#/texts/382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 26, "bbox": { "l": 13.333333333333334, "t": 33.33333333333337, "r": 305.0, "b": 14.666666666666629, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "INVESTORFACTBOOK", "text": "INVESTORFACTBOOK" }, { "self_ref": "#/texts/383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "2026 Outlook", "text": "2026 Outlook" }, { "self_ref": "#/texts/384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) 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, Special Items, 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.", "text": "(1) 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, Special Items, 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." }, { "self_ref": "#/texts/385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Management uses Core Adjusted EBITDA as a measure to monitor the financial performance of our operations, excluding the impact of lease revenues from our related device financing programs.", "text": "(2) Management uses Core Adjusted EBITDA as a measure to monitor the financial performance of our operations, excluding the impact of lease revenues from our related device financing programs." }, { "self_ref": "#/texts/386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Capital expenditures means cash purchases of property and equipment, including capitalized interest.", "text": "(3) Capital expenditures means cash purchases of property and equipment, including capitalized interest." }, { "self_ref": "#/texts/387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Condensed Consolidated Balance Sheets", "text": "Condensed Consolidated Balance Sheets" }, { "self_ref": "#/texts/389", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except share and per share amounts)", "text": "(in millions, except share and per share amounts)" }, { "self_ref": "#/texts/390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Condensed Consolidated Statements of Comprehensive Income", "text": "Condensed Consolidated Statements of Comprehensive Income" }, { "self_ref": "#/texts/393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except share and per share amounts)", "text": "(in millions, except share and per share amounts)" }, { "self_ref": "#/texts/394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc. Condensed Consolidated Statements of Cash Flows", "text": "T-Mobile US, Inc. Condensed Consolidated Statements of Cash Flows" }, { "self_ref": "#/texts/396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions)", "text": "(in millions)" }, { "self_ref": "#/texts/398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Condensed Consolidated Statements of Cash Flows (Continued)", "text": "Condensed Consolidated Statements of Cash Flows (Continued)" }, { "self_ref": "#/texts/400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions)", "text": "(in millions)" }, { "self_ref": "#/texts/401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Supplementary Operating and Financial Data", "text": "Supplementary Operating and Financial Data" }, { "self_ref": "#/texts/404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in thousands)", "text": "(in thousands)" }, { "self_ref": "#/texts/405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 In the second quarter of 2025, we acquired 85,000 postpaid accounts from Lumos.", "text": "1 In the second quarter of 2025, we acquired 85,000 postpaid accounts from Lumos." }, { "self_ref": "#/texts/407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 In the third quarter of 2025, we acquired 633,000 postpaid accounts from Metronet and other acquisitions.", "text": "2 In the third quarter of 2025, we acquired 633,000 postpaid accounts from Metronet and other acquisitions." }, { "self_ref": "#/texts/408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 In the third quarter of 2025, we acquired 1,448,000 postpaid accounts through the UScellular acquisition, which includes the impact of certain base adjustments to align the policies of UScellular and T-Mobile.", "text": "3 In the third quarter of 2025, we acquired 1,448,000 postpaid accounts through the UScellular acquisition, which includes the impact of certain base adjustments to align the policies of UScellular and T-Mobile." }, { "self_ref": "#/texts/409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "4 In the first quarter of 2026, we recognized a base adjustment to decrease postpaid accounts by 18,000, primarily due to combining certain business accounts that have multiple billing account numbers.", "text": "4 In the first quarter of 2026, we recognized a base adjustment to decrease postpaid accounts by 18,000, primarily due to combining certain business accounts that have multiple billing account numbers." }, { "self_ref": "#/texts/410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "These base adjustments had no impact on postpaid net account additions.", "text": "These base adjustments had no impact on postpaid net account additions." }, { "self_ref": "#/texts/411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Quarter", "text": "Quarter" }, { "self_ref": "#/texts/412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Quarter", "text": "Quarter" }, { "self_ref": "#/texts/413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Postpaid upgrade rate", "text": "Postpaid upgrade rate" }, { "self_ref": "#/texts/414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Quarter", "text": "Quarter" }, { "self_ref": "#/texts/415", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Device financing - equipment installment plans and leased devices", "text": "Device financing - equipment installment plans and leased devices" }, { "self_ref": "#/texts/416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Quarter", "text": "Quarter" }, { "self_ref": "#/texts/417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in thousands)", "text": "(in thousands)" }, { "self_ref": "#/texts/418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Supplementary Operating and Financial Data (continued)", "text": "Supplementary Operating and Financial Data (continued)" }, { "self_ref": "#/texts/420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages)", "text": "(in millions, except percentages)" }, { "self_ref": "#/texts/421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Supplementary Operating and Financial Data (Continued)", "text": "Supplementary Operating and Financial Data (Continued)" }, { "self_ref": "#/texts/424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except share and per share amounts)", "text": "(in millions, except share and per share amounts)" }, { "self_ref": "#/texts/425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures", "text": "Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures" }, { "self_ref": "#/texts/428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages)", "text": "(in millions, except percentages)" }, { "self_ref": "#/texts/429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Stock-based compensation includes payroll tax impacts and may not agree to stock-based compensation expense on the Condensed Consolidated Financial Statements.", "text": "(1) Stock-based compensation includes payroll tax impacts and may not agree to stock-based compensation expense on the Condensed Consolidated Financial Statements." }, { "self_ref": "#/texts/431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) In Q4 2025, we began implementing network restructuring initiatives as a result of recent technological advancements that enhanced our Customer-Driven Coverage insights. Network restructuring initiative costs consist of network decommissioning and contract termination costs related to the rationalization of our network and backhaul services and the elimination of duplicative costs.", "text": "(2) In Q4 2025, we began implementing network restructuring initiatives as a result of recent technological advancements that enhanced our Customer-Driven Coverage insights. Network restructuring initiative costs consist of network decommissioning and contract termination costs related to the rationalization of our network and backhaul services and the elimination of duplicative costs." }, { "self_ref": "#/texts/432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(3) Legal-related expenses (recoveries), net, consists of the settlement of certain litigation and compliance costs associated with the August 2021 cyberattack and is presented net of insurance recoveries.", "text": "(3) Legal-related expenses (recoveries), net, consists of the settlement of certain litigation and compliance costs associated with the August 2021 cyberattack and is presented net of insurance recoveries." }, { "self_ref": "#/texts/433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(4) Other, net, primarily consists of certain severance, restructuring and other expenses, gains and losses, not directly attributable to the UScellular acquisition, which are not reflective of T-Mobile\u2019s ongoing core business activities and are, therefore, excluded from Adjusted EBITDA and Core Adjusted EBITDA. Other, net, for the three months ended March 31, 2026 and December 31, 2025, includes $141 million and $390 million, respectively, of severance and related costs associated with the 2025-2026 workforce transformation.", "text": "(4) Other, net, primarily consists of certain severance, restructuring and other expenses, gains and losses, not directly attributable to the UScellular acquisition, which are not reflective of T-Mobile\u2019s ongoing core business activities and are, therefore, excluded from Adjusted EBITDA and Core Adjusted EBITDA. Other, net, for the three months ended March 31, 2026 and December 31, 2025, includes $141 million and $390 million, respectively, of severance and related costs associated with the 2025-2026 workforce transformation." }, { "self_ref": "#/texts/434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "T-Mobile US, Inc.", "text": "T-Mobile US, Inc." }, { "self_ref": "#/texts/435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures (continued)", "text": "Reconciliation of Non-GAAP Financial Measures to GAAP Financial Measures (continued)" }, { "self_ref": "#/texts/436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except net debt ratios)", "text": "(in millions, except net debt ratios)" }, { "self_ref": "#/texts/437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(Unaudited)", "text": "(Unaudited)" }, { "self_ref": "#/texts/438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Adjusted Free Cash Flow and Adjusted Free Cash Flow margin are calculated as follows:", "text": "Adjusted Free Cash Flow and Adjusted Free Cash Flow margin are calculated as follows:" }, { "self_ref": "#/texts/439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages)", "text": "(in millions, except percentages)" }, { "self_ref": "#/texts/440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Equipment sales is defined as Equipment revenues less Lease revenues.", "text": "* Equipment sales is defined as Equipment revenues less Lease revenues." }, { "self_ref": "#/texts/441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "* Excludes Special Items (see detail on page 22)", "text": "* Excludes Special Items (see detail on page 22)" } ], "pictures": [ { "self_ref": "#/pictures/0", "parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/3" } ], "content_layer": "body", "meta": { "classification": { "predictions": [ { "confidence": 0.6682632565498352, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.30691221356391907, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.014628743752837181, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 0.004730464890599251, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0014824829995632172, "created_by": "DocumentPictureClassifier", "class_name": 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h4elZU333svuuRCiVQqhV/DOZdIJDNnztBsiLWzsyss/HrPnj3BwdMWLFig1+tTU1P/8elBg0FERPg1oih6enqmpryvUqnaOzoSEzeWlJSkpiQHBqqLS0pOnjo5xG3Ig/v3ZTJZWFiYhYXFqVOnsrKyrlwp50RoBD8miqJSqdTExaoDVDpdeUJiklarBQBEJCJ4NjIaP378xsR4dw+PysqqdTExWq0WjCRSYcaMkLXRawYPHlxSUpK08f2SkguMMUQEI3R0cpk2bVrMujXu7u43blSuXr36wsVSiUQCv4iMBEGYOWPGhg3rHRwcCgu/3rt3b3DwtAULFuj1+uTk5E8//cwgiogIv4iIRJF7enqkpqaoVaqOjo7EpPeLi0tSU94PDFRri4pOf3l6evB024EDs7KyLC0t58+fL5PJPvvss/0HPrl37x5jDBGMEJ4SRVGpVGriYtUBKp2uPCExSavVAgAiEhH8HCICACKSyWTvvvtuxCtLzMxMv/jiVMz62NbWVkEQ6AlxpNfI2PWxLwQFPWpr+/DDjw5+9pler2eMgRE6OQ8aN26cRrPhudGjamtrY2Njv/7mPGMMfg3nXCKRLJgfFhOzzsrK6syZnPT09ODg4IiIJZzzHTt27N23v7OzmzGEX0REoih6+zz30Ycfenl5NTc3xyckXb16NTUlOTBQXVJSsmPXzjFjxkRFLq2vr8/MzLS0tJw/f761tfVnhw598vHHdXV1jDEABGTwlCiKSqVSExerDlDpdOUJiUlarRYAEJGI4OcQETxBniM8Nm/e7O/vf/fu3feTU44dO05EiEhEnHMLC4uoqKgVy1+3sbHOy8tLSkyqrq1lTAAjdBkk/59hw1JT3h/7/PPNzc1bt27Nyvq8r78fEeEXcc7Nzc2XLXv1rVWrBEE4fDgrLS1t1qyZf/nLSjMzsxMnTqSkbmpsbGKMwS+iJ/iECUFbPvhg0KBBN25UauLim5ubk5M3BqrVZWVlG5Pf7+vri3wlYsqUKXfu3MnMzLS2tg4NDbW2ts7MzNy3b199fT1jDFCAp0RRVCqVmrhYdYBKpytPSEzSarUAgIhEBD+HjExNTBYvXvjOO+8MHDhQq9W++857Nf/6lyAIAEBEYBQ0PmjtmmgfX+87d+7Ex8fn5OaJIkdEAECXQXILS8vkjUlz587p7+8/fvz4+8kpDx48ZIwhIjybKIoeHh5rot+bMmVKe3v7tm1pn3zySUjI9DVrol1cXCorK1dHry0pKWGMISI8AxFxzq2trV97LeqNFSvMzc3z8vPXxay3trJ+f2OSWq26cPFCZlaWRCIBIj+l30svvdTY2JiVlSWTyRYsWDBgwIAjR47s37//1q1byCQAgIgAIIqiUqnUxMWqA1Q6XXlCYpJWqwUARCQi+DlExDl3c3ONjV0/PTi4q6trR1ra7j17e/S9aEREAMA5d3JyWvWXN8PDwwHgcGbmli1bm5ubBUEAABwsd0XEV5Ys+etf37Kzs6uoqEhITPrnP7/nnDPG4BmICBkLnTdv9XvvODk5VVdXx8UnnCs8p1T6rlkTPW7cuO7u7p27Mvbv39/W1iYIAjxbf7/B399PE6dRjfE3GAw7d+7c+tF2T0/PhPg4tVpVVFT01dkzL774Yp++Nz8/39fXNyQkpLGx8ciRIyYmJvPnz7e1tT169Ojevftu3a4DRIYIAKIoKpVKTVysOkCl05UnJCZptVoAQEQigp9DRIg4a9bMd9/529ChQysrK9/529/KLl1GJoAREYGRRCIJmR68du0auVxeUVGxLia2uLgY/99guSvnfMQIj/g4TVBQkF6vP3Xq9Pa0tNraWsYYIsJPkNHoUaNi1seMHze2v7/v+PEvtmz5sL6+3traKjIycuXKNy0tLW/erNq0+YPc3FyDwcAYg58gIs65g4P9ypUrFyyYb2Vpee3atfXrY7VFxUqlMk6zQa1WFRcXH/j4wMRJk0OCp3/33fnc3Fxvb++ZM2c+ePDg0KFDgiCEhYU5OjoeO3Z8/4ED1VXVyPAxURSVSj9NXKw6QHXlii4hMamoqAgAEJGI4Odwzm1tbdesiQ4LnUcEn3/+eXJycktLCxMkYEREYEREQ4cM2aCJnTx5cndX1+49+3bv3t3Z2ckYQ7nCjXMuk8nmzZv3t7++7ejo8ODBw6wjn//9739vaGggIjQiIjDinEulUg8P96ilkbNnz5bJZBUVFR988GFebiHnBkAaPXp0TMza8ePHE9GFC6VpaWnfa7Xd3d1oBABEhIhEhIguLs5zZs+KiopydnZub2/fvXtPxu49XV1d/n5+Gs16lUp98eLFOI1GamoWvSba18f7u/Pnz5496+3tPWvWrPv37x89etRgMISFhTk7O588dWp3RkZNTQ0AcCKl0l+j0ahVYy5duhQXn1BcXAI/h4gAgDGGiOPGjYuNXf/c6FFNTfc2aDRfffUVESEiGBERACAiEZmami5btuz1Za8NHDiguLh4dfTa6qoqZAzlCjcA4Jw7ODgsX/76gvlhNjY2La2Pzp7Nyc7Orqio6Orq6u/v55wLgmBqamJtZe3v7zdn7tyxz//JwsLi3r17GRkZmZlHHj3qEBgQkFQqmTx50ltvvT169CgiunKl/OSpU+cKC5ubm/W9vaIoIqJUKrWwMPfwGBEyffrkyROdnZ31ev0XX3zx0bZtt2/fAQA/pVKzYb1Krb506dLatWvLy6+NDwpaufKNgDFjtFrt6dOnPT09Q0NDHz16lJWV1dPTExYWplAoTp48uW/fvhs3boic+/mN0Wg0atWYGzdu7EpPv3T5CgIyhkTwQ4wxvV5/7949RFy+fPmKFcstzM3y8vI1cfG1tbUSiQSeIiIAQEQyCggIWB+zVqVSPXjwcNOmzUeOHOnt60O5wg0AyGjYsGFRSyNnzpo5wMamp6fnZlX1lStXKitvNjU19fbqLS0sFArFqFFezz3nPXToEEEQGhoaj3z++af/+Edz830AAYEAiXPRwsJ86tRpy5e/7uU1EgCb7zeXl1+9UVl5+9at9vYOiURwcHAYPnz4qNGjPIZ7mJubdXR05Ofnp6enV1RcJ0Ai8vHxjtPEqtWBly9fWrsupqzssqmp6Z8C1W+//Za/v79Wq83Ozvby8pozZ05HR8eRI0c6OztDQ0NdXV2zs7MzMjJuVFYqlf4ajSZQHdDR0VFTW9P6qA0BEYEAEAABiAgRTU1Na2pv7d27l3O+YcOGF//8QldXZ3JKyuHDWT09PWgERkQEAIgIAAaDwd7e/m9/fXvx4kVSqcnp01/GxcU1NjWhXOEGRmSkUCjmvTx3+vTg4cOHC4LQ39/f3t7e2dkpiqJUKrWysrKxtkbGurt7blTezMzMzMnJefDgPoKAgAAESAAkilwmk40bN3bhwgUqlcrW1hYA9Hp9R0dHX18fIpqbm1tZWQmCYDAY6urqsrOzjx8/XlNTTcAQGefc398vMSHe19f3+vWK91ZHl5ZeQkRBQLVK9daqVc+PHavT6U6cOOHu7j579qyeHv2JEydaW1vnzp2rUCjy8nLT0nZKTUwTEhL8lD7wa6pr/pWQkODi4hIdHW070Ob69evvvPNu2aUrjOFj8BQRAQAiAgDnXCIR/nfypLi4OIVC0dR0b+PGjcdPnEC5wg0AiAgROecAYGNtrfRThgRPHzXay9HR0cbGRiaTAQAn6unuaWltaW5uLioqzsnJuXatQq/XM8aIAwICECABkBEIgiCXD544edILQUGurq4DBw60tLSUSqVEoNfr29rbHjx4eLW8PCc398KFC21tbWgEgETk4e6+NGqpl5dXVdXN9PSMqqpqRCTiAhPGBIyJjIyQy+VF2uJzXxeOfX7s+KCgpqam7OxsM5nZjJkzzM1kR48dv3r1WmhoqI/3c5w4/BsBwY8whjXVtdmnT7u7u0+ePJkxPFdY+OnBz1pbWxERABARjIgIABARjERRdHFxfvONN318fIjoyy+//PiTT1CucIMf45wjorW1tZurwtv7uaFDh9ra2pqYmHT39N6/f//mzZvXrl1raGjo6upCRMYYPEYIBAAESAAETyAn4pybmpra2Q50dx8+wsPD2cXF3MJCFOnRo0e3b9++fv16Xd2dzs4OURQFQYAfkEgk1tbWpqamvb297e3tBoMBAIgIABBxwIABZmZmoii2trZKpVIrKyvGWHt7e19fn42NjYmJSU9PT3d3t7m5uampKQAQABDBEwhAYEREiAgAfX19PT09JiYmZmZmRNTR0dHV1YWI8GNEBACICEZEhIg2NjYymYwx1t3T0/bo0f8BrrXD40XJNhYAAAAASUVORK5CYII=" 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It includes a line chart tracking the total number of postpaid accounts and a bar chart representing the postpaid net account additions for each quarter.\n\n| Quarter | Postpaid Accounts (in thousands) | Postpaid net account additions |\n| --- | --- | --- |\n| Q1 2025 | 31,099 | 205 |\n| Q2 2025 | 31,502 | 318 |\n| Q3 2025 | 33,979 | 396 |\n| Q4 2025 | 34,240 | 261 |\n| Q1 2026 | 34,439 | 217 |" }, "classification": { "predictions": [ { "confidence": 0.7947186827659607, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.199008509516716, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.004641739651560783, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0009170839912258089, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00020177925762254745, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { 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" 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The bars are pink and are of varying heights corresponding to the churn percentage values displayed above each bar. The x-axis labels represent the time periods, and the y-axis is implied by the height of the bars.\n\n| Quarter | Churn Rate |\n| --- | --- |\n| Q1 2025 | 0.94% |\n| Q2 2025 | 0.92% |\n| Q3 2025 | 0.97% |\n| Q4 2025 | 1.04% |\n| Q1 2026 | 1.04% |" }, "classification": { "predictions": [ { "confidence": 0.9973188042640686, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0021407203748822212, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0003611521970015019, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 3.270504385000095e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 2.773683263512794e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.5703091523610055e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 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" 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"scatter_plot", "confidence": 1.4898131439622375e-06 }, { "class_name": "full_page_image", "confidence": 1.432365138498426e-06 }, { "class_name": "icon", "confidence": 1.4122847460384946e-06 }, { "class_name": "box_plot", "confidence": 1.278320382880338e-06 }, { "class_name": "logo", "confidence": 6.741981337654579e-07 }, { "class_name": "bar_code", "confidence": 5.612111522168561e-07 }, { "class_name": "chemistry_structure", "confidence": 5.205141064834606e-07 }, { "class_name": "music", "confidence": 1.9530043005033804e-07 }, { "class_name": "stamp", "confidence": 1.4702693817980617e-07 }, { "class_name": "qr_code", "confidence": 7.25412903079814e-08 }, { "class_name": "crossword_puzzle", "confidence": 4.985913193422675e-08 }, { "class_name": "photograph", "confidence": 4.581846013707036e-08 }, { "class_name": "topographical_map", "confidence": 4.523968044622961e-08 }, { "class_name": "signature", "confidence": 1.4216276156275853e-08 } ] } ] }, { "self_ref": "#/pictures/13", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar chart titled 'Postpaid Service Revenues ($ in millions)' showing the steady growth of postpaid service revenues over five consecutive quarters from Q1 2025 to Q1 2026. The bars are pink, increasing in height from left to right, with specific dollar amounts labeled above each bar.\n\n| Quarter | Revenue ($ in millions) |\n| --- | --- |\n| Q1 2025 | 13,594 |\n| Q2 2025 | 14,078 |\n| Q3 2025 | 14,882 |\n| Q4 2025 | 15,378 |\n| Q1 2026 | 15,629 |" }, "classification": { "predictions": [ { "confidence": 0.9972317814826965, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0023282095789909363, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0002590965013951063, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 4.863944195676595e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 2.5467837986070663e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 2.271631092298776e-05, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { 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" 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" 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"#/pictures/16", "parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/138" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar and line combo chart illustrating the cost of equipment sales, excluding depreciation and amortization (D&A), from Q1 2025 to Q1 2026. The bars represent the cost in millions of dollars, while the line graph with circular markers represents the percentage of equipment sales. The cost values are: Q1 2025 ($4,798), Q2 2025 ($4,659), Q3 2025 ($4,853), Q4 2025 ($6,967), and Q1 2026 ($5,488). The corresponding percentages are: 129.6%, 135.7%, 140.2%, 129.9%, and 137.4%.\n\n| Quarter | Cost of Equipment Sales (in millions) | % of Equipment Sales |\n| --- | --- | --- |\n| Q1 2025 | $4,798 | 129.6% |\n| Q2 2025 | $4,659 | 135.7% |\n| Q3 2025 | $4,853 | 140.2% |\n| Q4 2025 | $6,967 | 129.9% |\n| Q1 2026 | $5,488 | 137.4% |" }, "classification": { "predictions": [ { "confidence": 0.9683634042739868, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.029646404087543488, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0008222289616242051, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0005922701675444841, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.00013615525676868856, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00010573517647571862, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 8.566902397433296e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 4.813954001292586e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 4.130497109144926e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 3.228029891033657e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 2.732019311224576e-05, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 2.6576739401207305e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.3478611435857601e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.2291156053834129e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 9.62103240453871e-06, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 9.096883331949357e-06, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 8.797389455139637e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 6.615927304665092e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 4.909249582851771e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.97395513371157e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 1.293965851800749e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.175965735455975e-06, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 8.011959380382905e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 6.466933086812787e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.3016370909754187e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 3.3154140055557946e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" } ] }, "quber__figure_job_id": "parse-01m1syryw7g4xxe48vhbbvp5dn", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [ { "marker": "*", "kind": "footnote", "label": "($ in millions, % of Equipment sales*)" } ], "quber__footnotes": [ { "marker": "*", "text": "Equipment sales is defined as Equipment revenues less Lease revenues." } ] }, "label": "picture", "prov": [ { "page_no": 7, "bbox": { "l": 330.7480773925781, "t": 386.0018310546875, "r": 575.4260864257812, "b": 217.93756103515625, 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"#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure is a stacked bar chart illustrating 'Cost of Services, exclusive of D&A ($ in millions, % of Service revenues)' across five quarters from Q1 2025 to Q1 2026. The bars represent total costs in millions of dollars, broken down by category: 'Cost of services, ex. D&A and Special Items' (pink), 'UScellular merger-related costs' (black), and 'Other Special Items' (grey). A line graph with circular markers overlays the bars, indicating the '% of Srvc revs, ex. D&A and Special Items'.\n\n| Quarter | Cost of services, ex. D&A and Special Items ($M) | Other Special Items ($M) | UScellular merger-related costs ($M) | Total ($M) | % of Srvc revs, ex. D&A and Special Items |\n| --- | --- | --- | --- | --- | --- |\n| Q1 2025 | 2,582 | - | - | 2,602 | 15.3% |\n| Q2 2025 | 2,689 | - | - | 2,717 | 15.4% |\n| Q3 2025 | 2,811 | - | - | 2,873 | 15.4% |\n| Q4 2025 | 3,031 | - | - | 3,305 | 16.2% |\n| Q1 2026 | 2,894 | - | - | 3,339 | 15.4% |" }, "classification": { "predictions": [ { "confidence": 0.7340208888053894, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.2633991241455078, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.001019798219203949, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0005006945575587451, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0003698215587064624, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.00036049680784344673, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 5.1227325457148254e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 3.545226718415506e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 3.463897519395687e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 3.166343230986968e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 3.0594164854846895e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.3518239686382003e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 2.051541923719924e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 1.9357868950464763e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.9205264834454283e-05, "created_by": 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}, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "bar_chart", "confidence": 0.7340208888053894 }, { "class_name": "line_chart", "confidence": 0.2633991241455078 }, { "class_name": "engineering_drawing", "confidence": 0.001019798219203949 }, { "class_name": "table", "confidence": 0.0005006945575587451 }, { "class_name": "flow_chart", "confidence": 0.0003698215587064624 }, { "class_name": "calendar", "confidence": 0.00036049680784344673 }, { "class_name": "music", "confidence": 5.1227325457148254e-05 }, { "class_name": "full_page_image", "confidence": 3.545226718415506e-05 }, { "class_name": "screenshot_from_computer", "confidence": 3.463897519395687e-05 }, { "class_name": "pie_chart", "confidence": 3.166343230986968e-05 }, { "class_name": "other", "confidence": 3.0594164854846895e-05 }, { "class_name": "box_plot", "confidence": 2.3518239686382003e-05 }, { "class_name": "screenshot_from_manual", "confidence": 2.051541923719924e-05 }, { "class_name": "chemistry_structure", "confidence": 1.9357868950464763e-05 }, { "class_name": "scatter_plot", "confidence": 1.9205264834454283e-05 }, { "class_name": "logo", "confidence": 1.637948298593983e-05 }, { "class_name": "page_thumbnail", "confidence": 1.530329063825775e-05 }, { "class_name": "geographical_map", "confidence": 1.1801535947597586e-05 }, { "class_name": "icon", "confidence": 7.3577675721026026e-06 }, { "class_name": "bar_code", "confidence": 4.524791620497126e-06 }, { "class_name": "qr_code", "confidence": 2.816369260472129e-06 }, { "class_name": "stamp", "confidence": 2.0292454792070203e-06 }, { "class_name": "photograph", "confidence": 1.3145735238140333e-06 }, { "class_name": "topographical_map", "confidence": 1.1258897529842216e-06 }, { "class_name": "signature", "confidence": 2.3871356802374066e-07 }, { "class_name": "crossword_puzzle", "confidence": 1.2492694168031448e-07 } ] } ] }, { "self_ref": "#/pictures/19", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This chart illustrates the Selling, General and Administrative (SG&A) Expense over five quarters, from Q1 2025 to Q1 2026. The data is presented as a stacked bar chart showing SG&A expense in millions of dollars, broken down by category: 'SG&A expense, ex. Special Items' (magenta), 'UScellular merger-related costs' (black), and 'Other Special Items' (grey). A line graph overlaid on the bars represents the '% of Srvc revs, ex. Special Items'. The total expense for each quarter is displayed at the top of each bar.\n\n| Quarter | SG&A expense, ex. Special Items ($M) | UScellular merger-related costs ($M) | Other Special Items ($M) | Total Expense ($M) | % of Srvc revs, ex. Special Items |\n| --- | --- | --- | --- | --- | --- |\n| Q1 2025 | 5,415 | N/A | 73 | 5,488 | 32.0% |\n| Q2 2025 | 5,415 | N/A | -18 | 5,397 | 31.1% |\n| Q3 2025 | 5,828 | N/A | 187 | 6,015 | 32.0% |\n| Q4 2025 | 6,106 | N/A | 464 | 6,570 | 32.6% |\n| Q1 2026 | 5,709 | N/A | 257 | 5,966 | 30.3% |" }, "classification": { "predictions": [ { "confidence": 0.6817349195480347, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.31673216819763184, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0005316194728948176, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0003657242050394416, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00020619168935809284, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.00011295246804365888, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 3.759124592761509e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 3.720360837178305e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 3.1757539545651525e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 3.08595881506335e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.8414357075234875e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.5456769435550086e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.5420742531423457e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 2.0655115804402158e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.665923628024757e-05, "created_by": 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1.7006392454277375e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 4.4118183950558887e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 4.071760315582651e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m1syrz2n4jjtb5kmrqjn30hs", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ] }, "label": "picture", "prov": [ { "page_no": 8, "bbox": { "l": 320.09436, "t": 454.81392, "r": 584.07444, "b": 215.00423999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 265.0, "height": 240.0 }, "uri": 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"#/body" }, "children": [ { "$ref": "#/texts/171" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "A bar chart titled 'Net Income ($ in millions, % of Service revenues)' showing financial performance over five quarters from Q1 2025 to Q1 2026. The bars represent the Net Income in millions, while a line graph overlaid on the bars represents the percentage of Service revenues. The data is as follows:\n\n| Quarter | Net Income ($ Millions) | % of Service Revenues |\n| --- | --- | --- |\n| Q1 2025 | 2,953 | 17.4% |\n| Q2 2025 | 3,222 | 18.5% |\n| Q3 2025 | 2,714 | 14.9% |\n| Q4 2025 | 2,103 | 11.2% |\n| Q1 2026 | 2,504 | 13.3% |" }, "classification": { "predictions": [ { "confidence": 0.9927873015403748, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0036475451197475195, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0019524882081896067, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0008142031147144735, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0004507851554080844, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.00010198238305747509, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 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" 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" 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"class_name": "chemistry_structure", "confidence": 0.0004120214143767953 }, { "class_name": "page_thumbnail", "confidence": 0.0003522947372402996 }, { "class_name": "screenshot_from_manual", "confidence": 0.0002949695335701108 }, { "class_name": "bar_code", "confidence": 0.00029114625067450106 }, { "class_name": "flow_chart", "confidence": 0.00018916722910944372 }, { "class_name": "table", "confidence": 0.0001549141452414915 }, { "class_name": "qr_code", "confidence": 0.00012571053230203688 }, { "class_name": "geographical_map", "confidence": 8.717403397895396e-05 }, { "class_name": "crossword_puzzle", "confidence": 8.642018656246364e-05 }, { "class_name": "pie_chart", "confidence": 3.5770553949987516e-05 }, { "class_name": "scatter_plot", "confidence": 1.4298188943939749e-05 }, { "class_name": "topographical_map", "confidence": 1.378939577989513e-05 }, { "class_name": "box_plot", "confidence": 2.3122190668800613e-06 } ] } ] }, { "self_ref": "#/pictures/24", "parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/190" } ], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This chart displays financial performance over five quarters, from Q1 2025 to Q1 2026. It uses a combination of bar and line chart formats. The bars, colored in magenta, represent the dollar value in millions, while a line graph with circular markers overlaid on the bars represents the percentage of service revenues.\n\n| Quarter | Core Adjusted EBITDA ($ millions) | % of Service Revenues |\n| --- | --- | --- |\n| Q1 2025 | 8,258 | 48.8% |\n| Q2 2025 | 8,541 | 49.0% |\n| Q3 2025 | 8,680 | 47.6% |\n| Q4 2025 | 8,445 | 45.2% |\n| Q1 2026 | 9,240 | 49.1% |" }, "classification": { "predictions": [ { "confidence": 0.7339573502540588, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.26398083567619324, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.000960069359280169, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0003105074865743518, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0001221334678120911, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.00010509262210689485, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 9.598267206456512e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 6.916069833096117e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 5.3452113206731156e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 4.595743303070776e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 4.391792754177004e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 4.139616066822782e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 3.185738023603335e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 3.0523002351401374e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 2.8668431696132757e-05, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.3040873202262446e-05, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 2.2268093744060025e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 2.03208219318185e-05, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.4247651051846333e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.3158903129806276e-05, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 1.1383998753444757e-05, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 6.539874902955489e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 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vrojjvuiP8btVhtRNOG0gIE8ELQ5UjQV0gKbgdMjIgwk3q9fuKJJ27YsOG73/3urbfeKknSs88++8///M/z5s0rlUr7779/KpWy2WwANm/e/N577+2zzz4///nPly5d+tBDD01MTCxbtuzQQw+dNWvWBRdcMGvWrO9973sOh2PnnXd+66237r///j333BN/v02bNiWTySeffNLj8ZxzzjkXX3zxww8/fNFFF2matvPOO//sZz9zOBwLFixIpVILFixIJpPj4+M9PT1DQ0OrVq2SJAnAs88+e+aZZz7wwAP7778/gHXr1i1ZsuTuu+8++OCD8fnQdV0wgQtFUS6//HKXy6Xr+tatWzds2HDMMcesWLHihRdeUFV17ty5qVRq0aJFnU7nkUceWb58ua7rmzdv3rp167x58yRJmpiYUFX1/fffdzqdo6Oj77zzzte+9rWjjjrqxBNPVFX117/+9Q477ID/G7VYbUTThtICBPBC0OVI0FdICm4HTIyI8Cmef/75iy666NVXX/3qV7+ayWQcDsdpp52m6/r777//gx/84KKLLrLZbPjYM888c/rpp8+fP//WW2+99957161b981vfjOXy+2yyy733HPPihUrnn76aVmWZ82alclkdtttN3wmuq5fe+21/f39Rx11FEzNZrNer8+aNWvHHXdsNpsXX3zxKaeccsghh+i6/s4779hstlmzZuFj09PTnU7Hbrf39PQA0HW92+3a7faenh78j6Cq6sUXX5xKpTwej9PpXLly5YEHHhiLxVqtlmEYXq/33nvvvf3225977rn169fDtGLFigcffPCpp57abbfdDMOo1Wrz588/8cQTV69e/cMf/jCfz/f29lar1ZtvvnnRokX4T1CL1UY0bSgtQAAvBF2OBH2FpOB2wMSICDPpdrubN29+5ZVXHnzwwVdeeeWYY44B8Nhjj7300kv33nvvypUr161bt//++8P07LPPnnHGGQMDAz/72c+cTue2bdskSRJFcXR0dM2aNcuWLbv22mvHxsb22GOPefPmLVu27LzzzsNn1Ww2HSZY1Gq13/3ud9/5znfsdjv+X7Vly5ZcLpfP5y+++OLDDjtMFMU//OEPTz31FBEtWLBg7733/tWvfvWvJrvdDuCtt97auHHjwQcfLMsygG63+7/+1//afffdv/KVr3z44YdPPPHExo0bDzjggEMOOYQxhv8EtVhtRNOG0gIE8ELQ5UjQV0gKbgdMjIgwk9/97ncnn3zynnvuuddee7366qvHHXfc1q1b77nnnnvvvffRRx/N5XKPPvro1NTUjjvu6Ha7v/vd727dunXlypV+v3/OnDnXX3/9W2+9tXr16htuuOHdd98dHh5esmTJihUrZs2addZZZ11xxRWLFy/Gdp+bbrf7+uuvh8NhzOShhx7SNG3RokWMMXwO1GK1EU0bSgsQwAtBlyNBXyEpuB0wMSLCTLrd7nXXXXf11VczxubPn79mzZpt27YtXry4UqkYhjEyMrJkyZIjjzxyzz33PPDAAy+66CIA09PTPT09d9999y677HL22Wd/9NFHdrv9xhtvPPzwwy+55JL77rsPQCQSuf32230+H/4xaa/XpqsfQmDgySAptHvPbjvhv4KqqjabDZ8btVhtRNOG0gIE8ELQ5UjQV0gKbgdMjIjw6R5++OE33njj/PPPF0URQLfbffvtt3fcccdAIEBEa9as6XQ65557rq7rAIgIgMPhEEVxy5YtGzdu3GWXXTweD0x/+ctfut3uXnvtJYoi/mE1f3Bfa+xlBgkcEVTvPac7T+7HPwK1WG1E04bSAgTwQtDlSNBXSApuB0yMiPDptm7d2ul0PB4PLHRdf/LJJ/v6+mbNmoXPB+kGOhrAwBVB6mGyiJk04/nW2EsMEjgiqN5cwhkL4R+BWqw2omlDaQECeCHociToKyQFtwMmRkT472pr/ndK8l4GCRwRdNcp3/zCbSdiJs1EvpUdZ5DAEUH15uLOWAj/CNRitRFNG0oLEMALQZcjQV8hKbgdMDEiwn9X7X8tK6dmGWzgiKC5Th/wZE/CTJqJfCs7ziCBI4LqzcWdsRAsaNpor31purYFAgM/xMQe5w8P6vknJyzUYrURTRtKCxDAC0GXI0FfISm4HTAxIsJ/V+1cWRkaY7CBI4Lmig94MoOYSTORb2XHGSRwRFC9ubgzFoIFdfV6/6j2+02AAH6I9Ui7vXG++GUfLNRitRFNG0oLEMALQZcjQV8hKbgdMDEiwn9X7VxZGRpjsIEjguaKD3gyg5hJM5FvZccZJHBEUL25uDMWggV19Xo4pU/WAAH8ELNL/okRsdcHC7VYbUTThtICBPBC0OVI0FdICm4HTIyIYJpWtrbveJl0A1xRzy47us74JkQBFu1cWRkaY7CBI4Lmig94MoOYSTORb2XHGSRwRFC9ubgzFoIFdfV6OKVP1gAB/BCzS/6JEbHXBwu1WG1E04bSAgTwQtDlSNBXSApuB0yMiGDSfv9e/SvXETSAgR9D3Hv33Sb/hckiLNq5sjI0xmADRwTNFR/wZAYxk2Yi38qOM0jgiKB6c3FnLAQL6ur1cEqfrAEC+CFml/wTI2KvDxZqsdqIpg2lBQjghaDLkaCvkBTcDpgYEcGkVRpT/aPU0QAGfgyxL+AvDTNZhEU7V1aGxhhs4IigueIDnswgZtJM5FvZcQYJHBFUby7ujIVgQV29Hk7pkzVAAD/E7JJ/YkTs9cFCLVYb0bShtAABvBB0ORL0FZKC2wETIyKYtEpjqn+UOhrAwI8h9gX8pWEmi7Bo58rK0BiDDRwRNFd8wJMZxEyaiXwrO84ggSOC6s3FnbEQLKir18MpfbIGCOCHmF3yT4yIvT5YqMVqI5o2lBYggBeCLkeCvkJScDtgYkQEk1ZpTPWPUkcDGPgxxL6AvzTMZBEW7VxZGRpjsIEjguaKD3gyg5hJM5FvZccZJHBEUL25uDMWggV19Xo4pU/WAAH8ELNL/okRsdcHC7VYbUTThtICBPBC0OVI0FdICm4HTIyIYNIqjan+UepoAAM/htgX8JeGmSzCop0rK0NjDDZwRNBc8QFPZhAzaSbyrew4gwSOCKo3F3fGQrCgrl4Pp/TJGiCAH2J2yT8xIvb6YKEWq41o2lBagABeCLocCfoKScHtgIkREUxapTHVP0odDWDgxxD7Av7SMJNFWLRzZWVojMEGjgiaKz7gyQxiJs1EvpUdZ5DAEUH15uLOWAgW1NXr4ZQ+WQME8EPMLvknRsReHyzUYrURTRtKCxDAC0GXI0FfISm4HTAxIoJJqzSm+kepowEM/BhiX8BfGmayCIt2rqwMjTHYwBFBc8UHPJlBzKSZyLey4wwSOCKo3lzcGQvBgrp6PZzSJ2uAAH6I2SX/xIjY64OFWqw2omlDaQECeCHociToKyQFtwMmRkQwaZXGVP8odTSAgR9D7Av4S8NMFmHRzpWVoTEGGzgiaK74gCcziJk0E/lWdpxBAkcE1ZuLO2MhWFBXr4dT+mQNEMAPMbvknxgRe32wUIvVRjRtKC1AAC8EXY4EfYWk4HbAxIgIJq3SmOofpY4GMPBjiH0Bf2mYySIs2rmyMjTGYANHBM0VH/BkBjGTZiLfyo4zSOCIoHpzcWcsBAvq6vVwSp+sAQL4IWaX/BMjYq8PFmqx2oimDaUFCOCFoMuRoK+QFNwOmBgRwaRVGlP9o9TRAAZ+DLEv4C8NM1mERTtXVobGGGzgiKC54gOezCBm0kzkW9lxBgkcEVRvLu6MhWBBXb0eTumTNUAAP8Tskn9iROz1wUItVhvRtKG0AAG8EHQ5EvQVkoLbARMjIpi0SmOqf5Q6GsDAjyH2BfylYSaLsGjnysrQGIMNHBE0V3zAkxnETJqJfCs7ziCBI4LqzcWdsRAsqKvXwyl9sgYI4IeYXfJPjIi9PlioxWojmjaUFiCAF4IuR4K+QlJwO2BiRASTVmlM9Y9SRwMY+DHEvoC/NMxkERbtXFkZGmOwgSOC5ooPeDKDmEkzkW9lxxkkcERQvbm4MxaCBXX1ejilT9YAAfwQs0v+iRGx1wcLtVhtRNOG0gIE8ELQ5UjQV0gKbgdMjIhg0iqNqf5R6mgAAz+G2Bfwl4aZLMKinSsrQ2MMNnBE0FzxAU9mEDNpJvKt7DiDBI4IqjcXd8ZCsKCuXg+n9MkaIIAfYnbJPzEi9vpgoRarjWjaUFqAAF4IuhwJ+gpJwe2AiRERTFqlMdU/Sh0NYODHEPsC/tIwk0VYtHNlZWiMwQaOCJorPuDJDGImzUS+lR1nkMARQfXm4s5YCBbU1evhlD5ZAwTwQ8wu+SdGxF4fLNRitRFNG0oLEMALQZcjQV8hKbgdMDEigkmrNKb6R6mjAQz8GGJfwF8aZrIIi3aurAyNMdjAEUFzxQc8mUHMpJnIt7LjDBI4IqjeXNwZC8GCuno9nNIna4AAfojZJf/EiNjrg4VarDaiaUNpAQJ4IehyJOgrJAW3AyZGRDBplcZU/yh1NICBH0PsC/hLw0wWYdHOlZWhMQYbOCJorviAJzOImTQT+VZ2nEECRwTVm4s7YyFYUFevh1P6ZA0QwA8xu+SfGBF7fbBQi9VGNG0oLUAALwRdjgR9haTgdsDEiAgmrdKY6h+ljgYw8GOIfQF/aZjJIizaubIyNMZgA0cEzRUf8GQGMZNmIt/KjjNI4IigenNxZywEC+rq9XBKn6wBAvghZpf8EyNirw8WarHaiKYNpQUI4IWgy5Ggr5AU3A6YGBHBpFUaU/2j1NEABn4MsS/gLw0zWYRFO1dWhsYYbOCIoLniA57MIGbSTORb2XEGCRwRVG8u7oyFYEFdvR5O6ZM1QAA/xOySf2JE7PXBQi1WG9G0obQAAbwQdDkS9BWSgtsBEyMimLRKY6p/lDoawMCPIfYF/KVhJouwaOfKytAYgw0cETRXfMCTGcRMmol8KzvOIIEjgurNxZ2xECyoq9fDKX2yBgjgh5hd8k+MiL0+WKjFaiOaNpQWIIAXgi5Hgr5CUnA7YGJEBJNWaUz1j1JHAxj4McS+gL80zGQRFu1cWRkaY7CBI4Lmig94MoOYSTORb2XHGSRwRFC9ubgzFoIFdfV6OKVP1gAB/BCzS/6JEbHXBwu1WG1E04bSAgTwQtDlSNBXSApuB0yMiGDSKo2p/lHqaAADP4bYF/CXhpkswqKdKytDYww2cETQXPEBT2YQM2km8q3sOIMEjgiqNxd3xkKwoK5eD6f0yRoggB9idsk/MSL2+mChFquNaNpQWoAAXgi6HAn6CknB7YCJERFMWqUx1T9KHQ1g4McQ+wL+0jCTRVi0c2VlaIzBBo4Imis+4MkMYibNRL6VHWeQwBFB9ebizlgIFtTV6+GUPlkDBPBDzC75J0bEXh8s1GK1EU0bSgsQwAtBlyNBXyEpuB0wMSKCSas0pvpHqaMBDPwYYl/AXxpmsgiLdq6sDI0x2MARQXPFBzyZQcykmci3suMMEjgiqN5c3BkLwYK6ej2c0idrgAB+iNkl/8SI2OuDhVqsNqJpQ2kBAngh6HIk6CskBbcDJkZEMGmVxlT/KHU0gIEfQ+wL+EvDTBZh0c6VlaExBhs4Imiu+IAnM4iZNBP5VnacQQJHBNWbiztjIVhQV6+HU/pkDRDADzG75J8YEXt9sFCL1UY0bSgtQAAvBF2OBH2FpOB2wMSICCat0pjqH6WOBjDwY4h9AX9pmMkiLNq5sjI0xmADRwTNFR/wZAYxk2Yi38qOM0jgiKB6c3FnLAQL6ur1cEqfrAEC+CFml/wTI2KvDxZqsdqIpg2lBQjghaDLkaCvkBTcDpgYEcGkVRpT/aPU0QAGfgyxL+AvDTNZhEU7V1aGxhhs4IigueIDnswgZtJM5FvZcQYJHBFUby7ujIVgQV29Hk7pkzVAAD/E7JJ/YkTs9cFCLVYb0bShtAABvBB0ORL0FZKC2wETIyKYtEpjqn+UOhrAwI8h9gX8pWEmi7Bo58rK0BiDDRwRNFd8wHmUSbYAACAASURBVJMZxEyaiXwrO84ggSOC6s3FnbEQLKir18MpfbIGCOCHmF3yT4yIvT5YqMVqI5o2lBYggBeCLkeCvkJScDtgYkQEk1ZpTPWPUkcDGPgxxL6AvzTMZBEW7VxZGRpjsIEjguaKD3gyg5hJM5FvZccZJHBEUL25uDMWggV19Xo4pU/WAAH8ELNL/okRsdcHC7VYbUTThtICBPBC0OVI0FdICm4HTIyIYNIqjan+UepoAAM/htgX8JeGmSzCop0rK0NjDDZwRNBc8QFPZhAzaSbyrew4gwSOCKo3F3fGQrCgrl4Pp/TJGiCAH2J2yT8xIvb6YKEWq41o2lBagABeCLocCfoKScHtgIkREUxapTHVP0odDWDgxxD7Av7SMJNFWLRzZWVojMEGjgiaKz7gyQxiJs1EvpUdZ5DAEUH15uLOWAgW1NXr4ZQ+WQME8EPMLvknRsReHyzUYrURTRtKCxDAC0GXI0FfISm4HTAxIoJJqzSm+kepowEM/BhiX8BfGmayCIt2rqwMjTHYwBFBc8UHPJlBzKSZyLey4wwSOCKo3lzcGQvBgrp6PZzSJ2uAAH6I2SX/xIjY64OFWqw2omlDaQECeCHociToKyQFtwMmRkQwaZXGVP8odTSAgR9D7Av4S8NMFmHRzpWVoTEGGzgiaK74gCcziJk0E/lWdpxBAkcE1ZuLO2MhWFBXr4dT+mQNEMAPMbvknxgRe32wUIvVRjRtKC1AAC8EXY4EfYWk4HbAxIgIJq3SmOofpY4GMPBjiH0Bf2mYySIs2rmyMjTGYANHBM0VH/BkBjGTZiLfyo4zSOCIoHpzcWcsBAvq6vVwSp+sAQL4IWaX/BMjYq8PFmqx2oimDaUFCOCFoMuRoK+QFNwOmBgRwaRVGlP9o9TRAAZ+DLEv4C8NM1mERTtXVobGGGzgiKC54gOezCBm0kzkW9lxBgkcEVRvLu6MhWBBXb0eTumTNUAAP8Tskn9iROz1wUItVhvRtKG0AAG8EHQ5EvQVkoLbARMjIpi0SmOqf5Q6GsDAjyH2BfylYSaLsGjnysrQGIMNHBE0V3zAkxnETJqJfCs7ziCBI4LqzcWdsRAsqKvXwyl9sgYI4IeYXfJPjIi9PlioxWojmjaUFiCAF4IuR4K+QlJwO2BiRASTVmlM9Y9SRwMY+DHEvoC/NMxkERbtXFkZGmOwgSOC5ooPeDKDmEkzkW9lxxkkcERQvbm4MxaCBXX1ejilT9YAAfwQs0v+iRGx1wcLtVhtRNOG0gIE8ELQ5UjQV0gKbgdMjIhg0iqNqf5R6mgAAz+G2Bfwl4aZLMKinSsrQ2MMNnBE0FzxAU9mEDNpJvKt7DiDBI4IqjcXd8ZCsKCuXg+n9MkaIIAfYnbJPzEi9vpgoRarjWjaUFqAAF4IuhwJ+gpJwe2AiRERTFqlMdU/Sh0NYODHEPsC/tIwk0VYtHNlZWiMwQaOCJorPuDJDGImzUS+lR1nkMARQfXm4s5YCBbU1evhlD5ZAwTwQ8wu+SdGxF4fLNRitRFNG0oLEMALQZcjQV8hKbgdMDEigkmrNKb6R6mjAQz8GGJfwF8aZrIIi3aurAyNMdjAEUFzxQc8mUHMpJnIt7LjDBI4IqjeXNwZC8GCuno9nNIna4AAfojZJf/EiNjrg4VarDaiaUNpAQJ4IehyJOgrJAW3AyZGRDBplcZU/yh1NICBH0PsC/hLw0wWYdHOlZWhMQYbOCJorviAJzOImTQT+VZ2nEECRwTVm4s7YyFYUFevh1P6ZA0QwA8xu+SfGBF7fbBQi9VGNG0oLUAALwRdjgR9haTgdsDEiAgmrdKY6h+ljgYw8GOIfQF/aZjJIizaubIyNMZgA0cEzRUf8GQGMZNmIt/KjjNI4IigenNxZywEC+rq9XBKn6wBAvghZpf8EyNirw8WarHaiKYNpQUI4IWgy5Ggr5AU3A6YGBHBpFUaU/2j1NEABn4MsS/gLw0zWYRFO1dWhsYYbOCIoLniA57MIGbSTORb2XEGCRwRVG8u7oyFYEFdvR5O6ZM1QAA/xOySf2JE7PXBQi1WG9G0obQAAbwQdDkS9BWSgtsBEyMimLRKY6p/lDoawMCPIfYF/KVhJouwaOfKytAYgw0cETRXfMCTGcRMmol8KzvOIIEjgurNxZ2xECyoq9fDKX2yBgjgh5hd8k+MiL0+WKjFaiOaNpQWIIAXgi5Hgr5CUnA7YGJEBJNWaUz1j1JHAxj4McS+gL80zGQRFu1cWRkaY7CBI4Lmig94MoOYSTORb2XHGSRwRFC9ubgzFoIFdfV6OKVP1gAB/BCzS/6JEbHXBwu1WG1E04bSAgTwQtDlSNBXSApuB0yMiGDSKo2p/lHqaAADP4bYF/CXhpkswqKdKytDYww2cETQXPEBT2YQM2km8q3sOIMEjgiqNxd3xkKwoK5eD6f0yRoggB9idsk/MSL2+mChFquNaNpQWoAAXgi6HAn6CknB7YCJERFMWqUx1T9KHQ1g4McQ+wL+0jCTRVi0c2VlaIzBBo4Imis+4MkMYibNRL6VHWeQwBFB9ebizlgIFtTV6+GUPlkDBPBDzC75J0bEXh8s1GK1EU0bSgsQwAtBlyNBXyEpuB0wMSKCSas0pvpHqaMBDPwYYl/AXxpmsgiLdq6sDI0x2MARQXPFBzyZQcykmci3suMMEjgiqN5c3BkLwYK6ej2c0idrgAB+iNkl/8SI2OuDhVqsNqJpQ2kBAngh6HIk6CskBbcDJkZEMGmVxlT/KHU0gIEfQ+wL+EvDTBZh0c6VlaExBhs4Imiu+IAnM4iZNBP5VnacQQJHBNWbiztjIVhQV6+HU/pkDRDADzG75J8YEXt9sFCL1UY0bSgtQAAvBF2OBH2FpOB2wMSICCat0pjqH6WOBjDwY4h9AX9pmMkiLNq5sjI0xmADRwTNFR/wZAYxk2Yi38qOM0jgiKB6c3FnLAQL6ur1cEqfrAEC+CFml/wTI2KvDxZqsdqIpg2lBQjghaDLkaCvkBTcDpgYEcGkVRpT/aPU0QAGfgyxL+AvDTNZhEU7V1aGxhhs4IigueIDnswgZtJM5FvZcQYJHBFUby7ujIVgQV29Hk7pkzVAAD/E7JJ/YkTs9cFCLVYb0bShtAABvBB0ORL0FZKC2wETIyKYtEpjqn+UOhrAwI8h9gX8pWEmi7Bo58rK0BiDDRwRNFd8wJMZxEyaiXwrO84ggSOC6s3FnbEQLKir18MpfbIGCOCHmF3yT4yIvT5YqMVqI5o2lBYggBeCLkeCvkJScDtgYkQEk1ZpTPWPUkcDGPgxxL6AvzTMZBEW7VxZGRpjsIEjguaKD3gyg5hJM5FvZccZJHBEUL25uDMWggV19Xo4pU/WAAH8ELNL/okRsdcHC7VYbUTThtICBPBC0OVI0FdICm4HTIyIYNIqjan+UepoAAM/htgX8JeGmSzCop0rK0NjDDZwRNBc8QFPZhAzaSbyrew4gwSOCKo3F3fGQrCgrl4Pp/TJGiCAH2J2yT8xIvb6YKEWq41o2lBagABeCLocCfoKScHtgIkREUxapTHVP0odDWDgxxD7Av7SMJNFWLRzZWVojMEGjgiaKz7gyQxiJs1EvpUdZ5DAEUH15uLOWAgW1NXr4ZQ+WQME8EPMLvknRsReHyzUYrURTRtKCxDAC0GXI0FfISm4HTAxIoJJqzSm+kepowEM/BhiX8BfGmayCIt2rqwMjTHYwBFBc8UHPJlBzKSZyLey4wwSOCKo3lzcGQvBgrp6PZzSJ2uAAH6I2SX/xIjY64OFWqw2omlDaQECeCHociToKyQFtwMmRkQwaZXGVP8odTSAgR9D7Av4S8NMFmHRzpWVoTEGGzgiaK74gCcziJk0E/lWdpxBAkcE1ZuLO2MhWFBXr4dT+mQNEMAPMbvknxgRe32wUIvVRjRtKC1AAC8EXY4EfYWk4HbAxIgIJq3SmOofpY4GMPBjiH0Bf2mYySIs2rmyMjTGYANHBM0VH/BkBjGTZiLfyo4zSOCIoHpzcWcsBAvq6vVwSp+sAQL4IWaX/BMjYq8PFmqx2oimDaUFCOCFoMuRoK+QFNwOmBgRwaRVGlP9o9TRAAZ+DLEv4C8NM1mERTtXVobGGGzgiKC54gOezCBm0kzkW9lxBgkcEVRvLu6MhWBBXb0eTumTNUAAP8Tskn9iROz1wUItVhvRtKG0AAG8EHQ5EvQVkoLbARMjIpi0SmOqf5Q6GsDAjyH2BfylYSaLsGjnysrQGIMNHBE0V3zAkxnETJqJfCs7ziCBI4LqzcWdsRAsqKvXwyl9sgYI4IeYXfJPjIi9PlioxWojmjaUFiCAF4IuR4K+QlJwO2BiRASTVmlM9Y9SRwMY+DHEvoC/NMxkERbtXFkZGmOwgSOC5ooPeDKDmEkzkW9lxxkkcERQvbm4MxaCBXX1ejilT9YAAfwQs0v+iRGx1wcLtVhtRNOG0gIE8ELQ5UjQV0gKbgdMjIhg0iqNqf5R6mgAAz+G2Bfwl4aZLMKinSsrQ2MMNnBE0FzxAU9mEDNpJvKt7DiDBI4IqjcXd8ZCsKCuXg+n9MkaIIAfYnbJPzEi9vpgoRarjWjaUFqAAF4IuhwJ+gpJwe2AiRERTFqlMdU/Sh0NYODHEPsC/tIwk0VYtHNlZWiMwQaOCJorPuDJDGImzUS+lR1nkMARQfXm4s5YCBbU1evhlD5ZAwTwQ8wu+SdGxF4fLNRitRFNG0oLEMALQZcjQV8hKbgdMDEigkmrNKb6R6mjAQz8GGJfwF8aZrIIi3aurAyNMdjAEUFzxQc8mUHMpJnIt7LjDBI4IqjeXNwZC8GCuno9nNIna4AAfojZJf/EiNjrg4VarDaiaUNpAQJ4IehyJOgrJAW3AyZGRDBplcZU/yh1NICBH0PsC/hLw0wWYdHOlZWhMQYbOCJorviAJzOImTQT+VZ2nEECRwTVm4s7YyFYUFevh1P6ZA0QwA8xu+SfGBF7fbBQi9VGNG0oLUAALwRdjgR9haTgdsDEiAgmrdKY6h+ljgYw8GOIfQF/aZjJIizaubIyNMZgA0cEzRUf8GQGMZNmIt/KjjNI4IigenNxZywEC+rq9XBKn6wBAvghZpf8EyNirw8WarHaiKYNpQUI4IWgy5Ggr5AU3A6YGBHBpFUaU/2j1NEABn4MsS/gLw0zWYRFO1dWhsYYbOCIoLniA57MIGbSTORb2XEGCRwRVG8u7oyFYEFdvR5O6ZM1QAA/xOySf2JE7PXBQi1WG9G0obQAAbwQdDkS9BWSgtsBEyMimLRKY6p/lDoawMCPIfYF/KVhJouwaOfKytAYgw0cETRXfMCTGcRMmol8KzvOIIEjgurNxZ2xECyoq9fDKX2yBgjgh5hd8k+MiL0+WKjFaiOaNpQWIIAXgi5Hgr5CUnA7YGJEBJNWaUz1j1JHAxj4McS+gL80zGQRFu1cWRkaY7CBI4Lmig94MoOYSTORb2XHGSRwRFC9ubgzFoIFdfV6OKVP1gAB/BCzS/6JEbHXBwu1WG1E04bSAgTwQtDlSNBXSApuB0yMiGDSKo2p/lHqaAADP4bYF/CXhpkswqKdKytDYww2cETQXPEBT2YQM2km8q3sOIMEjgiqNxd3xkKwoK5eD6f0yRoggB9idsk/MSL2+mChFquNaNpQWoAAXgi6HAn6CknB7YCJERFMWqUx1T9KHQ1g+CQGBhDhrxj+HQOI8AkM/44BIBAABjAwAggEgIEBRLAyxL6AvzTMZBEW7VxZGRpjsMGCgREIJgYGgED4JIZ/xwAi/BUDGBiBCH/FwAgEC4Lmig94MoOYSTORb2XHGSRwRFC9ubgzFoIFdfV6OKVP1gAB/BCzS/6JEbHXBwu1WG1E04bSAgR8EsNfEf6K4d8xgAj/EcO/YwQCwAAGRiDCXzEwgAj/EUGXI0FfISm4HTAxIoJJqzSm+kepowEMf0MA0zBNgAihB4KGaR2GjB4BbBoEkwAGoANdAJMhGiACtaHKEG3oIUDFNIFs6MF/ZIh9AX9pmMkiLNq5sjI0xmDDJzEwFdM9YAKYCKGLaQNkh2iACASTAEagLqZt6BHACNAx3YHuhI2BAdSBLqKnBwyfRNBc8QFPZhAzaSbyrew4g4RPEsAkCBoMACIEfEyHYYDwMRFCD4RpGDoMBmZDDwAV0wTqgdADpmIaFgTVm4s7YyFYUFevh1P6ZA0QwA8xu+SfGBF7fbBQi9VGNG0oLUDA3xDAdBgGSITQA2EahoppO0QABggfY/grFdMiegTAALZCdUDqgQCgC50BEnrwSQRdjgR9haTgdsDEiAgmrdKY6h+ljgYwfKwHwhS2/AiPhxE4D9+aRP0GvPQnNAcwaykiAexswGBg26DdgdKjqOwI22J8Yx72vhu/exBvfAney3CoA9JleGo+9l6IXh0GPsEQ+wL+0jCTRVi0c2VlaIzBhr8hoedpbLgJL12IQw7F7PXYcCte+QDbBjHnVOwvQiBAAHsfW9dg/Dm8fSBmXYBvixBW47nfo/FdfOVMhH+HTT/FK8txWAA7GiD8DYLmig94MoOYSTORb2XHGST8DQHsQ3T+COXL+CcdxrvYjL9iDAhgRw92IBCAHrA/48NN+GhPuL+InbZB/y1qBugABHaAtBEfTWHLHPh7wAifQFC9ubgzFoIFdfV6OKVP1gAB/BCzS/6JEbHXBwu1WG1E04bSAgR8rAfCB9i2HE9/AY7L8Z0/oTmKl97Ee0cg+EMM7Aw7gQAIYCKENF59Bn+6EUd64FiDf3sGG76OwI/w7W3QluOZOEIRzNJh4G8QdDkS9BWSgtsBEyMimLRKY6p/lDoawGBiYAS6Gs//FK+cgQOWY+5SPPY2PowjdD1eiGH/f8FBBgwRPU/gj8NYdw6++Ucor6F+K46+HOsPw17r8IcRfGsaxr/itVEc6YVzGgY+wRD7Av7SMJNFWLRzZWVojMGGj4lgU2ifjgdfw9Q9OLEfu30Pv9gbni9i51/gtZuwMIp9dBg9EG7Fyz9D6RTsn8frp6G/H7uN4qUF2Ptx/O/bccxPUXTBdj6+PQ3CJxE0V3zAkxnETJqJfCs7ziDhYwwMoGvw/H14I4sTqti8As8wMAAaplfgsBOxn45pAexJ/O+r8HwD7d2x0/U48k/44C68aoCGsP/J+NqP8ZQLth/hYIAIn0BQvbm4MxaCBXX1ejilT9YAAZ8kQhDAVEwDkCAwMAAE0mDgYwKYCIGB6ZieBglgNvQQSMU0ASIEBqZhGv8RMbvknxgRe32wUIvVRjRtKC1AgIkBInrW4OWr8NxC7JPCUcuwrorNC/HlO1D8Ab4+jAEDxMA+Qvdu/G4t/m1HyL/GKTqMM/GrRei7D5NXY14FjefxlxtxpIwewicQdDkS9BWSgtsBEyMimLRKY6p/lDoawGCyoedh/P5qPN/Etu/hqz/Gd87H4wq2LsE3L8PTx+ErSxGZhiFCeAZ/vhhPXoSD38R7L+CdUUSX4+kQAi/gnTMR/g3+OB97D2JOF7oBwicYYl/AXxpmsgiLdq6sDI0x2GBiYAaM1XjuMVTa0Nbi6C9gh1Nw/y04KozA0fjXb2GPqzEPgIrpBH7ZA9yF45fg0S1QT0f/T/DKQdjjVWw8E+Esfns15u0Nbxc64RMImis+4MkMYibNRL6VHWeQ8DEbeh7DH87Fowwsh+/vgZ1fxxQBY/htA+3bcOxecBPQwNY4HpoN94U4+Kd4ZS72eg5v29ADYBu0Rei7Di9ci/mz8YVpGPgkgurNxZ2xECyoq9fDKX2yBgj4GwLY2/hwMzp9+D/twQt41Hed+Pv39/v7zS0JSUgyYUi4BggJBEhKgIRbb1aLbr0riug/VLbrZT2saN2bZ9ezurreWPa/N3VRQI3KrtVqt2LVbSk0CZAQCISGAOEWIJfJ5AIzycz8Lp/TzhaFHXDpef5nnn18+noVAxcYjZEUyMIzi8kGCtCoCaxTDCWxyykqJOs6yTauBDBrKPGgLzB6ncRCivmvRPk9oY6tZnmQNMnW3vC6HW4kCpoUD7qF3k/xixEmVjH9/+b+d/ODd1L1SVa/j3+7TmIXb5+Ez0A/y7m/p0Wh+rj+BO91kQ/y4zcw9xnOfpxV36OjgXvewNwJbEG4iWD76sqCezfr/AApSkRIsbrDA9XbJG6BAgx0L2Mf49/XUf4MZxZS/GUefopTH+dnAnn4v8Yj1ZRYOBp1jfhHeKqdPgv3MWofZ/WTvPhvnFxMaAZ5/8G5v+KBCBMzyMvD7yL8hmtWlYTatiifSZpYY3tk426FlxQP+qd0f4PWd1P1d7R8lYfnE3wLjfcxq5qpn+G5Bynbzhs96BjWu/jBbPK386ZP8Uw3Q//EIz/g+AkG3sqCY/QFyV5P1QjxuRSaKOE3BCunob5g53puZ3jTnuiuFoWHFBN9hWsf4SkvZg+Rf+bNq5ihUYe4/DGe/lPWPsL8JI4X4yh9m/hRDSWT8S+ldD0Lv07bLzgL6j5mhYkVkfUpVtuIhSsINxGShY0N2RtqSCMJu792u93ZB5obTNQg4x/kxx7093jXdZKbefISYwoWUvwPPDIJLxAl+f/w7H9wzsGtZuoXecPPOP0kLwpsof4Byv6Iny0htJlaB5dbiPJ7Qh1bzfIgaZKtveF1O9xIFDRgoIYY/zg/W0ToLMMK/o43buLHNu6j3PMFnvfj+Q7vnEKOi4wyIcj3OfFdjv2I94bI3U37L+lZxQwT/SLhP2HtELHZFGTjcRFuEGxfXVlw72adHyBFiQgpVnd4oHqbxC1QCgQ+w7O/oufDLN/BkenkPc6q/81BE/UHLP8rnptDwZd42EQZ6B9w4m9p+gseOMNQI8e/yVsXERonmcT5JM+sYsYRrpxleCb5n+N1hQQchFe4ZlVJqG2L8pmkiTW2RzbuVngBjQoTey//OoO8pZT+I4ce5Z4Ps7yJS/9Cm4Juhh5kzld42IOOYb2bPaVM+gd+7xPs7WHkO7xjMgEbt4P+bTS/k4Xf5tgEyTdT+WGWuwg3CFZOQ33BzvXczvCmPdFdLQoPoFBJ7M/w3ATWw8z7NL/6Fm9bRukE9if5+QDRb/F2H4aLeDEO0vsBnphB3nKmPUX3J1j5FhY8QadGTyd3B0c+yoouwrn4fo/5fjyCcIOQLGxsyN5QQxpJ2P212+3OPtCkKJSL/DX7vkHbMkr+lfe8SPhRfryRJdVMzcO3iCkmWqOPcfXj7P0oK4Jkf4SnPsGqdq7Oo/ACo1OZVM/0r9O6jXXF5Di43EKU3xPq2GqWB0mTbO0Nr9vhRqKgARP1vzm4g/Yt1D3JizbyJd4gyFdpuk7yKteCZH+LtxeTbeMolAfjq7zwfY4/wXtLyXXBwhlh4o955o3M/yVnr3C9iuK/4kEfhvAKwfbVlQX3btb5AVKUiJBidYcHqrdJ3AKlUXHsv+A/nuW8i4ww7sVo4J59nFvJzM9w/+/zk0Fijbwzjp2LfzvNP+bFJ3jvKYY+zE+/xpsfpEyjnuTFH3PqUe75Avv/gGX/wKHP89BySpM4vMI1q0pCbVuUzyRNrLE9snG3wgsYqHMMf5R/H2I8jj3CxEzyt7HuKtcLCOTi+whPvZtFH6NuhPEcfB/nZ1e5/g3e8kc8nYX3n3mzD0OQP+dXIXIDmK1cXs60X9Kzi7f58AhCimDlNNQX7FzP7Qxv2hPd1aLwAF6MQ/Ru5Ilp5E7Ce4z+Byj7Mm+YwHoXex6j9lGWWjgm2o95iMsb+eFj1H6K1Y/QWEDgH3nEh+Eif8ovC/BfI3GGyBiJx6h9KwssHG4QkoWNDdkbakgjCbu/drvd2QeaFB/GTzn1FZpy8Cp4gvf+hK6t7F3C1FJyH+WeZUxzcBXEsAaJzmbyfi5+lKc+z0PdhI9wNY79Nio7GKil9FGW2jgWriD8hii/J9Sx1SwPkibZ2htet8ONREErXvZFDjzBiy4yyoSDfJjlSykZx1pM6HF+XkDg73hTjKQPMxuPgd5O8/c5/gTvLSHXRbyYO2g9zsA65v0Thx/lnr/n4A7eOpN8ByFFsH11ZcG9m3V+gBQlIqRY3eGB6m0St0CRYuG4kMB+B99fQuhveP02mr5LRxkF5xj+E9ZWE/pf/OhPWFtJ0WP8JAvPdZIzyfsnHikmZ4jxj/Ozd7BwOaWbebKS4IsM/R1vLKfQxuUVrllVEmrbonwmaWKN7ZGNuxVeUgRJ4ngwDtL7QZ78Kg+/gbkf4+lD9Obgy8a7g7deYvQxfvJN3hbH+iP2TsI7RvwLvP73mA80c+mrNG3njW1c+SZHSsj1YPwt6wy0IKQIVk5DfcHO9dzO8KY90V0tCg9goM8QaaQjSrKX0UNcfhPzv8BDB7n8J/zi67y5jukWzjH6B4gupeSDPDkZ/2PU/hm/fJA5f8EDBqqFS9to+ise/BsOrGRGO1fLKfokq5I43CAkCxsbsjfUkEYSdn/tdruzDzRgoC8y8oc8vZ6qc4y0ceUpNv6UUz/mZA0lv+LcNeLf411TmeQgGuXHbOPKR3hqBvn/zCMJnB/SWUiWH/OHnPwYdYe5PIvJDzLHiyEIrxDl94Q6tprlQdIkW3vD63a4kShoUixcF7Fx/oCfCrKTt3+D1q/ROo3cURLbeHgehY/w3fdTvYV64Msc+A7Hnub9peQBV7j+cX72R9Tn4/8kP1/IlLNE/oW3FpHlIqQItq+uLLh3s84PkKJEhBSrOzxQvU3iFihSFEqBg7RwKQ//YkLXSeznwiVG51O0ipnjWIe5PJ+iWUw+Tv9hLvsw7mP2dPIUqpuh/6DnfSyZhHcvZ/Zx4X5mvY65Bkr4NdesKgm1bVE+kzSxxvbIxt0KLzcolIGKMN7G1cVMmcqky1x7jnMW7hpmzaOgn2g7V2spLSTQQm8ng/MpXMVMA6VQP+dMHOvtLBxh4gcc7yO6nkULCDoINwhWTkN9wc713M7wpj3RXS0KDyka5cPw6ZclqwAAIABJREFUYD7Dmcf5+Td4ywqmfY3W79Lxdd4yhwIX97M8/xzn9vKBA1z4C54dJzmHgs/zUAXBJM5f8mwx2VtZ+SVeeJZzDvKnrL2f2TYuNwjJwsaG7A01pJGE3V+73e7sAw14MLbT/GVeWMWMXsaGmfgYK/4X9xioYnK+y7HHeea7vHMNMxM4Ctrp+yR7Q0z6Cg9PJy+B48NI4HyMf7+Hqcfon8C6wrU/Y+29lFk4vEKU3xPq2GqWB0mTbO0Nr9vhRqKgSVGgUC7SzlVgKSXXST7HuUFiSylZSkkMq4lLM8mfRyFwhkgvo/XMCGBq1DH627jyPpaY6J/Q1cqVhym/l5nCbwi2r64suHezzg+QokSEFKs7PFC9TeIWKG7lwxQkiaNRHgxBFCRxFXgxbFwb14uheIlycG1cQBCNAiWIiXYQA+XgCjdzzaqSUNsW5TNJE2tsj2zcrfByK43yYSRxHMRAm2jAxbVwNcqHkcARxINBioUjvEwQA+0iGqVQgiiUg8tNBCunob5g53puZ3jTnuiuFoWHWzm4CRw/poFK4tiIH1PxsiSOgxvAY6AijA8TL2VSAI9AHPsoVysoKiI7SqKFywUElhDiVkKysLEhe0MNaSRh99dutzv7QAMG6uecfZZzNm4bV8LE/pg1Ecb3c+FTrHma089ybjfvuMRoEdnTyP0AT5xn+E+4dxq5cyiYRb6B+jlnvkPHX3L/4zzzfpbs4cRbqHw/1UkcXiHK7wl1bDXLg6RJtvaG1+1wI1HQ3MqLASRxNMqDASKQxFEoH4aNa+MCHrSBTuAIAgii0SCAgXZwDbSNy00E21dXFty7WecHSFEiQorVHR6o3iZxCxT/hygQXqFASOeaVSWhti3KZ5Im1tge2bhb4eX/HwqE/0qwchrqC3au53aGN+2J7mpReLiVAoVyEUDxEiUIKYqXKEEAjVIoFxGEFBPtIi6iUCZKwMblVkKysLEhe0MNaSRh99dutzv7QJPiQXswFOrP+eVx+v+N93Qy+Dg/H2TcRG+l/kHmfoAnVjOjlpI/5GnARRzcT3Pfh1g2wsQf84uVTH8fS/6UX55k0MH9LA/WUmrh8gpRfk+oY6tZHiRNsrU3vG6HG4mC5v8QBcIrFAj/lWD76sqCezfr/AApSkRIsbrDA9XbJG6BInNcs6ok1LZF+UzSxBrbIxt3K7xkkGDlNNQX7FzP7Qxv2hPd1aLwkEFCsrCxIXtDDWkkYffXbrc7+0BzqySOi/gxDVSU5FWu5+MvJsfBjWMbKCCJAwoE8GL4MK+ROMHAEqZMwj/CxGEuTyO3kmJB+A1Rfk+oY6tZHiRNsrU3vG6HG4mCJlME21dXFty7WecHSFEiQorVHR6o3iZxCxSZ45pVJaG2LcpnkibW2B7ZuFvhJYMEK6ehvmDnem5neNOe6K4WhYcMEpKFjQ3ZG2pIIwm7v3a73dkHmlspFCAIoFEKJYiLAAoFAigUNwgioMBAO4ggGmWgXcTB5Rai/J5Qx1azPEiaZGtveN0ONxIFTaYItq+uLLh3s84PkKJEhBSrOzxQvU3iFiheDY0yUArlIA4ur45rVpWE2rYon0maWGN7ZONuhZdXSaMMNODgugivhmDlNNQX7FzP7Qxv2hPd1aLw8OopEP6/EJKFjQ3ZG2pIIwm7v3a73dkHmswR5feEOraa5UHSJFt7w+t2uJEoaF4NhTJRCuUgDi6vhmD76sqCezfr/AApSkRIsbrDA9XbJG6B4q55MCJEm7k4THwJxYsoBVyEu+WaVSWhti3KZ5Im1tge2bhb4eWuKTDQlxhuoReoZ/oMChxc4W4JVk5DfcHO9dzO8KY90V0tCg+vhoEy0AksE8NAJ3F4NYRkYWND9oYa0kjC7q/dbnf2gSZzRPk9oY6tZnmQNMnW3vC6HW4kCpq7ZqJHiB3gwijJJQQXU+KiBOHuCLavriy4d7POD5CiRIQUqzs8UL1N4hYo7o6JPsnAttITizc8OKV4Ssu+F8qeHvoQK0y0INwV16wqCbVtUT6TNLHG9sjG3Qovd0eBgf4pXT+pHl31jjcATU8889Zj+Y9QaeNydwQrp6G+YOd6bmd4057orhaFh7tmoMeYeIquc75oVkKtZWYdMyxc7pqQLGxsyN5QQxpJ2P212+3OPtBkjii/J9Sx1SwPkibZ2htet8ONREFzd0z0ca7+48zTFe+6d2rJ1APPPDv/uesfTtYqFHdHsH11ZcG9m3V+gBQlIqRY3eGB6m0St0BxFzQqgfXJ7Gc/9LNtr1/7IBBLTPzh73/4/u+MvZWqJDYg3JHwn1xzUUnB8S3cjr2nc+g931J4SRFuJoBwC426SOQvq7v/8affLps+CzjXe+Gjb/7A545VzqbQRUCRIggpwn8S4RUuVs6jKyd98x3czuij/3p9Z4vCAyL89zT6GhOf9b0w59NvXrtqzfC10e996Wtvac56I5UWDndHSBY2NmRvqCGNJOz+2u12Zx9oXg2N8mBocMHCcRFeBVF+T6hjq1keJE2ytTe8bocbiYLmJgoUSoFCKVAoBQqlUXGSj5c0v2fXp9/80BuB6HjsIx/8g9f9IPYQ5TYud0GwfXVlwb2bdX6AFCUipFjd4YHqbRK3QHEXvBiHufTvbze/9sS3Fa945tlffvnhj7zBKhMQxOUlIiC8RAQEAVxeJoggOpQ76eNrxNTIKwARUR4jfuji+J520KBAhF8T4SUKBBBeJmDAcfpWf+7RP/vzP+OGz//159s+/e1lTNdoD9pEm2gDbaINtIky0CbaQBsoE23gTnprTeEXHzG1Yd7EMAyP3zv22I/i32314DXQBtpAKZQg3CD8mgAejG9yePSzqz736c+Qcuby+U/UvfsLV1YUkWPjcoPwXwg3uCQLGxuyN9SQRhJ2f+12u7MPNHfNQI+TaOHiFUZLya9nVhZeB5e7JdrvCR3/hDGviDRue9/Q6//FjUQVWvESpXhZAnsCexxrHGscawJrHGscK451nsjZt0x54skfccOzzfu/+9Cnvjh+XxyHuyDYvrqy4N7NOj9AihIRUqzu8ED1NolboLgLXozDXPr3t5tfe+Lbilc88+yvvvDwYw9Ys0lRoFAKBShQoFCAQilQvMwszc/7y4e016NAKQUopUhJtFyI/XOTwlAoQPEyhQIU/0kpXqZAoQxUMxfnfe5df/rnf8YNn//rz5/89PerKRnHtnAcXBcEcREH10VcxEUcxEUEcXDMyime189zE7bjOG6K4zjuSxTjL/Qkzw+BMlAabaAMtAdtYnjQJtqDNjE8aBPtxdDwrL/3M7/Ycd+ae0kR+OgHNs/6zsUVzPSgA3gMlEZplEZplEYplEZplEZplMIK7vmg591V3E5k8d9aJ/oEBQgvEQHhJSLchkZdI/75QMukDfdUra49eeho9FuHH0/WFZDt4AIKFEqBQilQKIVSoFAgLuLgun6j6OgfqbLJjuPYtu04jm3bsVhs9Pq1SMvp3k/8cOz6tRjJ6ySuY10nESMZxwa8GF4ML4YXw4vhxfBhXmdi4C3Tf/jkj7jhP5r2N77+U18cvy+Ow10QbF9dWXDvZp0fIEWJCClWd3igepvELVDcBY1KYD2e/dxjT3/lDfe+DoglJv7w9z98/3fG3sLCJA53pvg111w8Lb/jY9yO/PDFoXd9U+HjjoSbaNQFIp+u7vr7n357zvRZQE/vhY+9+QOfO1Y5i0IHERBEEAFBXBBEQBABQQRxsbLfvyL/6+9wXVdu4rquiAz/4Y+i3291MSycJK6FY+HYuBaujWPh2rgWroVj49q4Du4v9NkP/uiL73rL20mxxXnnA7/n7Ovx4bFwbVyN8qANtIk20CbaQJloA22iTLSB5L5nWe7qeVlefyAQ8KV4vV6fz+dVZnTzE7pnxIvpxfRieDF8GF4MD4YHQ4PwMuE/iYn+rPH81K++45NbPq5RLvzN9i+Pfeqnn7LWCAiSwB7HnsAaJzmOPU5yAmscaxwrRvIayTiWZeLZdI89yUzGEy9JJpOJREJrHcjKyo5h/PRMzoSahC8HXw7eSfgm4c3D78c00AbKQBtoA2WgTbSF9cclB9+z88/f/Po3AtfHox999EOv2xN7iHIbl7sg2L66suDezTo/QIoSEVKs7vBA9TaJW6C4Oyb6JIPbSo8vfu+DwSnFB/c1zXl66EOsMNGCcFdcs6ok1LZF+UzSxBrbIxt3K7zcNRP9FF1PVo+ufPvrEWn+8S/eemzyI1TauKRR3IZg5TSsnLzz3dzO6KP/Gt3ZovAAiv+kAMVvKF6iSPFhvMD5HfXhL/3g63Omz7Js62vf/JcTf7jrS87rQFs4SZwkThIniZ3ESeIkcZI4SZwkThIniZMg4f3wSlZMi127NjExYd9g2ZYdt8a+czg5dM0BG9fGdRAH18Y1UCaGF8OP6cf0YQYwA5ggz0zpf/rMwcmT8ki5dLn3Q296b+nxmIWKkkjgKPBieDB8GB4ML4YXw4sRwDMJXw6eLG9g2rfel1tRmn0Tn8/HS06Ehx74mjt0XdACggACggDCrwkpAib6OFf/ccbpinetnVoy9cAzz81/Lvpha6lCcXcE21dXFty7WecHSFEiQorVHR6o3iZxCxR3zYMRIdrCxWHii5myiBLARbhbrllVEmrbonwmaWKN7ZGNuxVe7poCA32J4RZ6gXqmz6DAwRXulmDlNNQX7FzP7Qxv2hPd1aLwcNdM9F5OPVlyddaDNSOX+s0XrjzurMrH7yCKlyjFyxRK8TKFAhQoXqIUCMngDzerd1RyK9d1nYlk34q/S5686qJcxEVccBEXN4E9jjWBncCewE5gx7ET2GPE9065uvfMocmT8ki52Hvp//q997/peG6QSZPw5uL3YxpoA22gDLSBMtEaZaA1Clz8nqKux5mVS5pka2943Q43EgXNXTPRI8QOcGGM5BKKF1HigiDcHcH21ZUF927W+QFSlIiQYnWHB6q3SdwCxauhUQZKoRzEweXVcc2qklDbFuUzSRNrbI9s3K3w8ipplIEGHFwX4dUQrJyG+oKd67md4U17ortaFB5eDS/GINfPEMnDN59ihXIR7pqQLGxsyN5QQ7qk0790u93ZB5oUxW8oXqIUL1O8RCnwoD9rPD/1q+/45JaPa5SL/M3ffnnsU099wl7lIAKCAMKvCSnCr4nye0IdW83yIGmSrb3hdTvcSBQ0r4ZCmSiFchAHl1dDsH11ZcG9m3V+gBQlIqRY3eGB6m0St0CROa5ZVRJq26J8Jmlije2RjbsVXjJIsHIa6gt2rud2hjftie5qUXh4lQyUgRbExhVeHSFZ2NiQvaGGNJKw+2u32519oLk7GjVG/G8CLdkbaqpW17548Gh0Z+vjyboCsh1c7ooovyfUsdUsD5Im2dobXrfDjURBkymC7asrC+7drPMDpCgRIcXqDg9Ub5O4BYrMcc2qklDbFuUzSRNrbI9s3K3wkkGCldNQX7BzPbczvGlPdFeLwkMGCcnCxobsDTWkkYTdX7vd7uwDzV0z0OMkWrh4ldES8uuZlYXXweVuifJ7Qh1bzfIgaZKtveF1O9xIFDSZIti+urLg3s06P0CKEhFSrO7wQPU2iVugyBzXrCoJtW1RPpM0scb2yMbdCi8ZJFg5DfUFO9dzO8Ob9kR3tSg8ZJCQLGxsyN5QQxpJ2P212+3OPtC8GhrlwdDggoXjIrwKovyeUMdWszxImmRrb3jdDjcSBU2mCLavriy4d7POD5CiRIQUqzs8UL1N4hYoMsc1q0pCbVuUzyRNrLE9snG3wksGCVZOQ33BzvXczvCmPdFdLQoPGSQkCxsbsjfUkEYSdn/tdruzDzSZI8rvCXVsNcuDpEm29obX7XAjUdBkimD76sqCezfr/AApSkRIsbrDA9XbJG6BInNcs6ok1LZF+UzSxBrbIxt3K7xkkGDlNNQX7FzP7Qxv2hPd1aLwkEFCsrCxIXtDDWkkYffXbrc7+0CTOaL8nlDHVrM8SJpka2943Q43EgVNpgi2r64suHezzg+QokSEFKs7PFC9TeIWKDLHNatKQm1blM8kTayxPbJxt8JLBglWTkN9wc713M7wpj3RXS0KDxkkJAsbG7I31JBGEnZ/7Xa7sw80mSPK7wl1bDXLg6RJtvaG1+1wI1HQZIpg++rKgns36/wAKUpESLG6wwPV2yRugSJzXLOqJNS2RflM0sQa2yMbdyu8ZJBg5TTUF+xcz+0Mb9oT3dWi8JBBQrKwsSF7Qw1pJGH31263O/tAkzmi/J5Qx1azPEiaZGtveN0ONxIFTaYItq+uLLh3s84PkKJEhBSrOzxQvU3iFigyxzWrSkJtW5TPJE2ssT2ycbfCSwYJVk5DfcHO9dzO8KY90V0tCg8ZJCQLGxuyN9SQRhJ2f+12u7MPNJkjyu8JdWw1y4OkSbb2htftcCNR0GSKYPvqyoJ7N+v8AClKREixusMD1dskboEic1yzqiTUtkX5TNLEGtsjG3crvGSQYOU01BfsXM/tDG/aE93VovCQQUKysLEhe0MNaSRh99dutzv7QJM5ovyeUMdWszxImmRrb3jdDjcSBU2mCLavriy4d7POD5CiRIQUqzs8UL1N4hYoMsc1q0pCbVuUzyRNrLE9snG3wksGCVZOQ33BzvXczvCmPdFdLQoPGSQkCxsbsjfUkEYSdn/tdruzDzSZI8rvCXVsNcuDpEm29obX7XAjUdBkimD76sqCezfr/AApSkRIsbrDA9XbJG6BInNcs6ok1LZF+UzSxBrbIxt3K7xkkGDlNNQX7FzP7Qxv2hPd1aLwkEFCsrCxIXtDDWkkYffXbrc7+0CTOaL8nlDHVrM8SJpka2943Q43EgVNpgi2r64suHezzg+QokSEFKs7PFC9TeIWKDLHNatKQm1blM8kTayxPbJxt8JLBglWTkN9wc713M7wpj3RXS0KDxkkJAsbG7I31JBGEnZ/7Xa7sw80mSPK7wl1bDXLg6RJtvaG1+1wI1HQZIpg++rKgns36/wAKUpESLG6wwPV2yRugSJzXLOqJNS2RflM0sQa2yMbdyu8ZJBg5TTUF+xcz+0Mb9oT3dWi8JBBQrKwsSF7Qw1pJGH31263O/tAkzmi/J5Qx1azPEiaZGtveN0ONxIFTaYItq+uLLh3s84PkKJEhBSrOzxQvU3iFigyxzWrSkJtW5TPJE2ssT2ycbfCSwYJVk5DfcHO9dzO8KY90V0tCg8ZJCQLGxuyN9SQRhJ2f+12u7MPNJkjyu8JdWw1y4OkSbb2htftcCNR0GSKYPvqyoJ7N+v8AClKREixusMD1dskboEic1yzqiTUtkX5TNLEGtsjG3crvGSQYOU01BfsXM/tDG/aE93VovCQQUKysLEhe0MNaSRh99dutzv7QJM5ovyeUMdWszxImmRrb3jdDjcSBU2mCLavriy4d7POD5CiRIQUqzs8UL1N4hYoMsc1q0pCbVuUzyRNrLE9snG3wksGCVZOQ33BzvXczvCmPdFdLQoPGSQkCxsbsjfUkEYSdn/tdruzDzSZI8rvCXVsNcuDpEm29obX7XAjUdBkimD76sqCezfr/AApSkRIsbrDA9XbJG6BInNcs6ok1LZF+UzSxBrbIxt3K7xkkGDlNNQX7FzP7Qxv2hPd1aLwkEFCsrCxIXtDDWkkYffXbrc7+0CTOaL8nlDHVrM8SJpka2943Q43EgVNpgi2r64suHezzg+QokSEFKs7PFC9TeIWKDLHNatKQm1blM8kTayxPbJxt8JLBglWTkN9wc713M7wpj3RXS0KDxkkJAsbG7I31JBGEnZ/7Xa7sw80mSPK7wl1bDXLg6RJtvaG1+1wI1HQZIpg++rKgns36/wAKUpESHHORPoXfcVNWKDIHNezsCR09ON4NGkmvnc0/L6dCh8ZJCQnNayavPPd3M7Ipn+9vqtJ4SWDhETwe48G3ltNOsvtr9lmnewDTeaI9nmmdn5Szy0kjX3kyuDrv+EMR0GTKYLtrysrfuYxcn2kqNOnTyul0IqeEd76byppgyJzXJlXyA/fic9EhJuIR6sfnVKfegY8ZJBg87aF8pXXqaTDrcRrqE/8iidPKkwyypIvPyxvq1CWw82UImHzzh+qMxHQZI6Iz+TJd1E2GVe4mak52s9jT6vRCdBkji1LSviXN5HnxxVA7d+/XymFUsoVnXTJPIXj1SiFCDdTSjmiLZeME0O5Ho0I/4VSOukqV8g416PFUIhwM6UQMZIuQua5Xi1aIcLNlFKu6KRLxolCvFqUQgRQIsJrXvM7R4kIr3nN7xwlIrzmNb9zlIjwmtf8zlEiwmte8ztHiQivec3vHCUi3Mp1XRFRSmmtuYnruiqFm0iK1pobXNdVKdzguq7WmhtEhBSlFHfHcRxAa62U4gbXdVUKt5IUrTU3uK6rUkiRFK01N4gIKUop7oKIuK4LGIbBTVzX1VqTxnVdlcINrutqrbnBdV1Aa02KiHCDUoq7ICKu6yqltNbcynVdrTW3cl1Xa80NkqK15gbXdVUKKSJCilKKu+O6rohorZVS3MR1XZXCrVzX1Vpzg4gASilucF1Xa81NXNfVWnM7SkS4wXGcCxcunDt3bmJiIjs7u6ysbObMmVprYHR0tKOjo7y8fOrUqdwwNDR06tSp8fHx4uLiiooKv99//vz5np4en8+3YMGCwsLC0dHRrq6ua9euFRYWVlRU5OTknDt3rre3V0Q8Hs+CBQsmT57MbzU+Pt7d3d3X1+c4TmFhYUVFRUFBQTKZPH369NWrV30+X0VFRXFxsVKKlP7+/tOnT8fj8dLS0vLycsMwenp6zp8/n5OTs3Dhwry8vKGhoVOnTo2PjxcXF1dWVvp8vlOnTg0MDIiIz+dbvHhxdnY2v9Xg4ODp06dHRkZM05w2bdq8efP8fv/Y2FhXV9e1a9dKSkrKy8u9Xi8ptm339PT09vYahjFnzpwZM2ZMTEx0dnaOjIxMnTq1oqLCMIwLFy6cP38emD179qxZsxKJxMmTJ2OxmIgUFRUtWLBAa82diUh/f393d/e1a9d8Pt/06dPnzZvn8XhI6enpuXLlyrJlywKBACnRaPTUqVORSCQ3N3fBggV5eXkDAwOnTp2ybbu8vHz69OnxeLyrqyscDmdlZVVUVBQVFQ0ODnZ3d7uuC8ybN6+kpITfyrKsnp6eixcvJhKJSZMmlZeXl5SUKKWAwcHBrq6uRYsWFRQUcMPo6GhXV9e1a9cKCwsrKyuzs7OvXLnS3d2tta6srJwyZUo0Gj116lQkEsnNza2srMzPzx8bG+vq6rp27Vppaen8+fNN0+RWSkS44ezZs8ePH585c+aUKVOuXLly9erVmpqaWbNm9fX1dXZ2Xrt2bfny5dOnTyfFsqz9+/d7PJ6SkpJTp07NmTNn6tSpTU1NU6dOjUajruvW1dW1t7ePj4/Pnj379OnTU6ZMWbJkyaFDh2KxWHFxsWEYM2fOnDRpEneWTCbb2tqGhoYqKio8Hs/Zs2dd1125cuXg4GBnZ2dlZeXQ0FAsFlu1alVWVhYQi8WampomTZpUUFBw6tSpxYsXZ2dnHzp0aObMmeFwODs7u7q6urm52TTNkpKSU6dOlZWVzZ8///nnn1dKFRYWGoYxZ84cv9/PnY2OjjY1NQUCgTlz5oyPj58+fXrq1Kk1NTVHjx4dHx8vLS3t6upauHDhnDlzSOnt7T169OjcuXNjsdjg4OCaNWsuXrx45cqV6dOnnzt3btGiRTk5OS0tLTNnznRd99KlS6tWrQJaWlqKi4t9Pl9ubu7MmTO11tzZwMDAoUOHJk+ePGvWrJGRkZ6enjlz5lRVVWmtR0ZGXnjhBeCBBx7Izs4GROTIkSPhcLi8vPzcuXM5OTlLlixpaWnx+/0+n29wcHDt2rUXL168cOHC/PnzL1++LCJr1qzp7u6+cOFCaWmpUqq0tLSoqIg7E5GTJ0+eOXOmrKysoKDg0qVLQ0NDy5cvD4VCly9f7uzsjMfjq1evDgaDpDiOc+jQofHx8dmzZ58+fToUCs2dO7e5uXny5Mm2bY+Pj69cubKrq2twcLC8vPzcuXM5OTk1NTWHDx9WSoVCoZ6eniVLlkydOpVbKREhxbKsffv2BQKBVatWKaUsy2pqalJK1dbWHj9+XEQikUh1dfX06dNJsW27r68vPz8/Kytr3759hYWFOTk5p0+fXrt27cjIyLFjx1auXJlMJn0+X0FBwf79+z0eT3V1dXNzs9/vnzp1alFRUW5uLr/VwMBAS0tLVVXV3LlzgUgkcuDAgYqKiilTpoyPj5eWlp5JWb16dW5uLpBIJAYGBoqKikzT/NWvflVWVua67sWLFx966KGenp7z58/X1dVFo9G8vLysrKx9+/YVFBSUl5c///zzRUVFwZScnBx+q+PHj1+6dGn16tX5+flAV1fX6dOn16xZ4/P5gFgs1tbWVllZOXv2bFJGR0ej0ei0adMuX7589OjR2tra7u7unJycpUuXPv/881lZWQsWLBgeHp42bdrw8HBTU9Py5csty+ro6JgzZ05ubu6UKVM8Hg93JiKtra2RSOS+++4LBAJAe3t7X1/fvffe6/f7Dx06dO3aNRG59957s7OzARHp7+83TTMYDB4+fHhiYqK8vLytra22tjYrK+vAgQOLFi3Kzs62bTsUCp04ceLKlSv33nvv8ePHr1+/PnPmzMmTJxcWFiqluLNoNHrgwIFgMFhbWwskEol9+/bl5+cvXLiwo6NDREZGRurq6oLBICmO4wwMDPj9/oKCgv3793u93tLS0qNHj65Zs8ayrIMHDy5btkwpZRhGMBg8fPjwxMRERUVFa2vrnDlzJk+e7PP58vPzlVLcSokIKbFY7Lnnnps1a1ZVVRUpR44cGRoaWrVqlWEYExMTTU1N1dXV06dP51ZdXV1nzpypq6sbGhq6dOnS2rVrR0dH29ra6urqiouLgfPnzx9lCk++AAAKXElEQVQ/frympiY/P7+5udk0Tdd1gWXLlk2ePJk7u3DhwrFjx1atWhUMBoFEIvHss88WFxcvXboUGB0dPXTo0OTJk5cuXWoYBje4rnvixInLly/X19dfunRpcHDwgQceuHjxYldX1+rVq/Pz84Gurq4zZ87U1dUZhtHc3JydnZ1MJj0eT319fVZWFncgIgcPHpyYmFi9erXX6wWuXLnS2tq6bNmy0tLSsbGxlpYWrfWKFSvy8vK4SSwWO3jwoN/vX7x48cGDB4uLixcvXtzc3Ow4zpo1a5RSiUTi8OHDlmWtXLny3LlzPT09ubm5Y2NjM2bMWLx4sdaaO3Bd9/nnn/d4PKtWrVJKAefOnevs7Fy5cmUkEhkaGiouLj579uy9996blZXFTS5fvnz06NGKioqcnJzW1ta6urpAIHDgwIG5c+eWl5cDQ0NDhw4dmjFjRnl5+aFDh8bHx71ebywWq6mpmTZtGnc2PDz8wgsvVFZWzps3j5Tm5uZ4PL5q1SrXdUdHR48cObJixYpgMMitzp8/f+LEiZqaGsdxTpw4sXbtWtu2m5qaampqpk+fDly+fPno0aMVFRW5ubnNzc3Z2dlKKa11bW1tXl4et1IiQsrExMSzzz5bWlpaXV2dSCRM02xra7t+/frq1av9fv/w8HBTU1N1dfX06dO5wXGc0ykLFiyYN29eV1fXxYsX16xZMzo6euTIkZUrVxYVFfX09Jw8eXLOnDmVlZVa63g87vV6x8fH9+3bN3fu3IqKCu6st7f3yJEjdXV1oVAokUg4jvPcc89NmzZtyZIlIyMjhw8f9vv9y5cvDwQC3OA4zokTJy5dulRdXT1jxoxjx44NDg4+8MADFy5c6O7uXr169aRJk7q7u0+fPr1gwYJ58+aJSCKR8Pl8kUikubl58eLFs2bN4g5EpLW1dXR09N577zUMQ0SuXr169OjR+vr6KVOmANFotK2tLSsra9myZUopUq5fv97W1ua67vLly71e7/79+4PB4JIlS5qamoDVq1fH4/G2trbr16+vWLGioKDAtm3Hcbxe78mTJy9durRmzZpJkyZxB67rNjU12bZ97733Oo6jlOrp6Tlz5kxlZWV3d3dpaSlw8eLF6urq0tJSwzBIuXLlSnt7e0lJSU1NzeDg4OHDh+vq6gKBwP79++fPnz937tyBgYEjR44UFBTcc889Xq83kUgYhgHs378/EAjU19dzZ6OjowcOHJg7d25lZWU8HjdNs6mpSUTWrl2rte7r6zty5MiKFSuCwSA3iMi5c+dOnjw5Z86chQsXXrx48fjx42vXrrVtu6mp6Z577pk2bdqVK1fa29tLSkpqamqGhoZeeOGFxYsXl5aWHjhwoKSkpKqqilspESHFdd2DBw+OjY3V1dX19vZeu3ZtbGyspKSkurpaKTU8PNzU1FRdXT19+nRuOHv2bGdnZ0VFxdy5c7XWvb29J06cqK+vHxkZOXXq1P333z86OtrW1jZr1qwFCxYYhnHt2rULFy7MmTMH2Ldv3/z588vLy7mzsbGxF154IRgMlpeXv/jii67rDg8P19bW5uXltbS0GIZRW1ubnZ2tUgAR6erqOnPmzKJFi2bOnKm1Pn369JkzZ+67776enp6BgYG1a9devXr1+PHjFRUVc+fO1VpHIpG+vr558+bFYrHm5ubq6uoZM2ZwZ+fOnevo6KiurjZN88KFC8lk0nXdurq6CxcuTJo0aebMmc3NzZZlrV27VmsNxOPxQ4cOJRKJZcuW5eXlOY7T3Nzs9XpramoOHDgQDAYXLlx45MiR4eHhpUuXBoNB4Pz5867rzp079+TJk5cvX16zZk12djZ39uKLL3Z3d9fV1Y2Pj/f19cVisaysrFmzZr344ouO49i2nUwmi4uLV6xY4fP5gMHBwcOHD4dCoaqqKq/XOzY2duDAgcWLFwcCgUOHDi1fvjwQCDQ3N+fm5t5zzz0+ny+RSJw9e7a4uLiwsHDfvn25ubnLly/nzpLJZHNzs+M4S5cuPXv2bCKRGBoamjdv3oIFC4C+vr4jR46sWLEiGAxyQ29vb3t7+6xZsxYsWGAYxuDg4OHDh5cvX25Z1rFjx1avXu04zsGDB0OhUFVVl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The chart displays five bars representing the net cash provided by operating activities over five consecutive quarters, from Q1 2025 to Q1 2026. The bars are magenta in color. The x-axis labels indicate the quarters, and the y-axis values are represented by labels on top of each bar.\n\n| Quarter | Net Cash Provided ($ in millions) |\n| --- | --- |\n| Q1 2025 | 6,847 |\n| Q2 2025 | 6,992 |\n| Q3 2025 | 7,457 |\n| Q4 2025 | 6,654 |\n| Q1 2026 | 7,222 |" }, "classification": { "predictions": [ { "confidence": 0.9966071844100952, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0029710065573453903, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0002431835455354303, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 4.004861693829298e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 2.951631358882878e-05, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 2.0817151380470023e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { 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" 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"#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This bar chart illustrates 'Cash Purchases of Property and Equipment, incl. Capitalized Interest' over five quarters, from Q1 2025 to Q1 2026. The values are expressed in millions of dollars (represented by the height of the pink bars) and as a percentage of service revenues (represented by a line graph overlaid on the bars with white circles at each data point). The bars are a consistent bright pink color.\n\n| Quarter | Cash Purchases ($ millions) | % of Service Revenues |\n| --- | --- | --- |\n| Q1 2025 | 2,451 | 14.5% |\n| Q2 2025 | 2,396 | 13.7% |\n| Q3 2025 | 2,639 | 14.5% |\n| Q4 2025 | 2,469 | 13.2% |\n| Q1 2026 | 2,623 | 13.9% |" }, "classification": { "predictions": [ { "confidence": 0.5850728154182434, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.40943843126296997, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.002058349782600999, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00189890805631876, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0005520069389604032, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0002877521619666368, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { 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The values are displayed above each bar.\n\n| Quarter | Adjusted Free Cash Flow ($ in millions) |\n| --- | --- |\n| Q1 2025 | $4,396 |\n| Q2 2025 | $4,596 |\n| Q3 2025 | $4,818 |\n| Q4 2025 | $4,185 |\n| Q1 2026 | $4,599 |" }, "classification": { "predictions": [ { "confidence": 0.9990200996398926, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0009024743922054768, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 2.9353939680731855e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 2.8636164643103257e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 5.2669638535007834e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 4.501044259086484e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.389376732025994e-06, "created_by": 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" 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"#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This chart displays a stacked bar chart representing financial debt metrics over five quarters from Q1 2025 to Q1 2026. The bars are composed of two segments: a pink section representing 'Net Debt (excluding Tower Obligations)' and a black section representing 'Cash and Cash Equivalents'. Above the bars are the total debt figures. Overlaid on the bars are two line charts: a dashed line with circles representing the 'Net Debt to LTM Net Income Ratio' and a solid line with circles representing the 'Net Debt to LTM Core Adjusted EBITDA Ratio'.\n\n| Quarter | Total Debt | Net Debt (Pink) | Cash/Equiv (Black) | Net Debt to LTM Net Income Ratio | Net Debt to LTM Core Adj. EBITDA Ratio |\n| --- | --- | --- | --- | --- | --- |\n| Q1 2025 | $88.0 | $76.0 | $12.0 (implied) | 6.4x | 2.3x |\n| Q2 2025 | $85.3 | $75.0 | $10.3 (implied) | 6.1x | 2.3x |\n| Q3 2025 | $86.5 | $83.2 | $3.3 (implied) | 7.0x | 2.5x |\n| Q4 2025 | $88.6 | $83.0 | $5.6 (implied) | 7.5x | 2.4x |\n| Q1 2026 | $88.2 | $84.7 | $3.5 (implied) | 8.0x | 2.4x |" }, "classification": { "predictions": [ { "confidence": 0.7368776798248291, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.24235354363918304, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.016281843185424805, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0018594369757920504, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0010271401843056083, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.00038647695328108966, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0002219690359197557, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 0.00021144044876564294, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 0.00015582435298711061, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 0.00014623734750784934, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 9.177089668810368e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 7.775678386678919e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 7.368586375378072e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 6.660696817561984e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 5.9022491768701e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 5.5720072850817814e-05, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.4891548744344618e-05, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 1.1531519703567028e-05, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 8.213758519559633e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 5.942714324191911e-06, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 3.897881015291205e-06, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 2.6106620225618826e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.433316467431723e-06, "created_by": "DocumentPictureClassifier", "class_name": 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" 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The figure is a stacked bar chart titled \"Stockholder Returns ($ in millions)\". It displays quarterly financial data from Q1 2025 to Q1 2026, comparing two categories: \"Stock buybacks\" (represented by magenta bars) and \"Dividends paid\" (represented by black bars). Each bar shows the individual value for each category and the total value at the top.\n\n| Quarter | Stock buybacks ($ millions) | Dividends paid ($ millions) | Total ($ millions) |\n| --- | --- | --- | --- |\n| Q1 2025 | 2,470 | 1,003 | 3,473 |\n| Q2 2025 | 2,469 | 996 | 3,465 |\n| Q3 2025 | 2,470 | 987 | 3,457 |\n| Q4 2025 | 2,460 | 1,135 | 3,595 |\n| Q1 2026 | 4,901 | 1,120 | 6,021 |" }, "classification": { "predictions": [ { "confidence": 0.9981343150138855, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0010920058703050017, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.0005870104650966823, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 8.284645446110517e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.7088108254247345e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 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"class_name": "full_page_image" }, { "confidence": 7.723610906396061e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 7.259876610987703e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 6.314152756203839e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 5.43646308415191e-07, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 5.289530804475362e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 1.4254295876980905e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.3052003566826897e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 9.390225841343636e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 9.321114191607194e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 8.877862711642592e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 1.77557595293365e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.750694167412803e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m1sys56fr44arbkt5n6xrfsw", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ] }, "label": "picture", "prov": [ { "page_no": 12, "bbox": { "l": 25.977127075195312, "t": 298.9191589355469, "r": 268.7886657714844, "b": 129.726318359375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 243.0, "height": 169.0 }, "uri": 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" 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" 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" 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" 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" 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