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Financial Results", "text": "Fiscal First Quarter 2026 Financial Results", "level": 1 }, { "self_ref": "#/texts/1", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 1, "bbox": { "l": 48.24, "t": 291.3847654, "r": 187.32600000000002, "b": 275.4838251876013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "January 29, 2026", "text": "January 29, 2026" }, { "self_ref": "#/texts/2", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 1, "bbox": { "l": 780.12, "t": 36.00073209999999, "r": 877.7350000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/3", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 48.24, "t": 499.3592188, "r": 359.37, "b": 481.8361268233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Fiscal First Quarter 2026 Results", "text": "Fiscal First Quarter 2026 Results", "level": 1 }, { "self_ref": "#/texts/4", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/5", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/6", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 2, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/7", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 48.24, "t": 499.3592188, "r": 562.7299999999999, "b": 481.8361268233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "Fiscal First Quarter 2026 Results and Other Highlights", "text": "Fiscal First Quarter 2026 Results and Other Highlights", "level": 1 }, { "self_ref": "#/texts/8", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 3, "bbox": { "l": 50.87, "t": 457.9398536, "r": 550.2920000000006, "b": 447.3392267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "\u00b7 Growth in payments volume, cross-border volume and processed transactions was strong", "text": "Growth in payments volume, cross-border volume and processed transactions was strong", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/9", "parent": { "$ref": "#/groups/0" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 3, "bbox": { "l": 50.87, "t": 436.9398536, "r": 300.90800000000013, "b": 426.3392267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "\u00b7 Share repurchases and dividends of $5.1B", "text": "Share repurchases and dividends of $5.1B", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/10", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 50.87, "t": 388.84930692, "r": 292.93399999999997, "b": 373.0785241410283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Income Statement Summary", "text": "Income Statement Summary", "level": 1 }, { "self_ref": "#/texts/11", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 50.87, "t": 200.59930692, "r": 235.94600000000005, "b": 184.82852414102825, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Key Business Drivers", "text": "Key Business Drivers", "level": 1 }, { "self_ref": "#/texts/12", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/13", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/14", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 3, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/15", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 48.24, "t": 499.3592188, "r": 609.5400000000001, "b": 481.8361268233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Operational Performance Metrics through January 21, 2026", "text": "Operational Performance Metrics through January 21, 2026", "level": 1 }, { "self_ref": "#/texts/16", "parent": { "$ref": "#/pictures/3" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 4, "bbox": { "l": 121.19, "t": 461.7214942, "r": 392.70400999999987, "b": 449.35409625702323, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "2025 - 2026 U.S. Payments Volume Growth", "text": "2025 - 2026 U.S. Payments Volume Growth" }, { "self_ref": "#/texts/17", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 348.01001, "t": 255.58148419999998, "r": 609.38801, "b": 243.21408625702327, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "2025 - 2026 Cross-Border Volume Growth", "text": "2025 - 2026 Cross-Border Volume Growth", "level": 1 }, { "self_ref": "#/texts/18", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 49.47, "t": 67.83655240000002, "r": 72.57400000000001, "b": 60.76946786115616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Notes:", "text": "Notes:", "level": 1 }, { "self_ref": "#/texts/19", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 49.47, "t": 58.2365724, "r": 780.6219999999984, "b": 41.569477861156145, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "1) All figures shown on a constant-dollar basis and growth rates are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics. 2) CP denotes Card Present and CNP denotes Card Not Present.", "text": "1) All figures shown on a constant-dollar basis and growth rates are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics. 2) CP denotes Card Present and CNP denotes Card Not Present." }, { "self_ref": "#/texts/20", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/21", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/22", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/23", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 48.23, "t": 499.3691988, "r": 349.4100000000001, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Total Payments Volume Growth", "text": "Total Payments Volume Growth", "level": 1 }, { "self_ref": "#/texts/24", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 48.26, "t": 56.10656240000003, "r": 638.011999999999, "b": 49.039477861156115, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/25", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/26", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/27", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "4", "text": "4" }, { "self_ref": "#/texts/28", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 48.23, "t": 499.3691988, "r": 513.8900000000001, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "Payments Volume Growth: U.S. and International", "text": "Payments Volume Growth: U.S. and International", "level": 1 }, { "self_ref": "#/texts/29", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 48.24, "t": 55.826572399999975, "r": 637.991999999999, "b": 48.75948786115612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/30", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 6, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/31", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 6, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "\u00a92026 Visa. All rights reserved. 5", "text": "\u00a92026 Visa. All rights reserved. 5" }, { "self_ref": "#/texts/32", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 48.24, "t": 499.3592188, "r": 503.9000000000001, "b": 481.8361268233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "Transactions and Cross-Border Volume Results", "text": "Transactions and Cross-Border Volume Results", "level": 1 }, { "self_ref": "#/texts/33", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 48.24, "t": 472.7331248, "r": 130.034, "b": 458.59895572231227, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Q1 FY2026", "text": "Q1 FY2026" }, { "self_ref": "#/texts/34", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 195.60001, "t": 413.8131148, "r": 286.5920100000001, "b": 399.6789457223123, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Transactions", "text": "Transactions", "level": 1 }, { "self_ref": "#/texts/35", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 632.23999, "t": 413.8131148, "r": 785.1679899999997, "b": 399.6789457223123, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Cross-Border Volume", "text": "Cross-Border Volume", "level": 1 }, { "self_ref": "#/texts/36", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 48.24, "t": 55.97656239999998, "r": 635.767999999999, "b": 48.90947786115612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/37", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 7, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/38", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 7, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/39", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 7, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "6", "text": "6" }, { "self_ref": "#/texts/40", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 48.23, "t": 499.3691988, "r": 240.198, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Total Cards (in billions)", "text": "Total Cards (in billions)", "level": 1 }, { "self_ref": "#/texts/41", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 8, "bbox": { "l": 48.24, "t": 472.7331248, "r": 130.034, "b": 458.59895572231227, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Q4 FY2025", "text": "Q4 FY2025" }, { "self_ref": "#/texts/42", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 8, "bbox": { "l": 48.24, "t": 55.97656239999998, "r": 635.767999999999, "b": 48.90947786115612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "Note: The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/43", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 8, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/44", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 8, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/45", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 8, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "7", "text": "7" }, { "self_ref": "#/texts/46", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 48.23, "t": 499.3691988, "r": 427.1900000000002, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "Operational Performance Data Footnote", "text": "Operational Performance Data Footnote", "level": 1 }, { "self_ref": "#/texts/47", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 48.24, "t": 413.8314842, "r": 897.1580000000002, "b": 385.22409625702323, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "Current quarter payments volume and other select metrics are provided in the operational performance data supplement to provide more recent operating data. Service revenue continues to be recognized primarily based on payments volume in the prior quarter.", "text": "Current quarter payments volume and other select metrics are provided in the operational performance data supplement to provide more recent operating data. Service revenue continues to be recognized primarily based on payments volume in the prior quarter." }, { "self_ref": "#/texts/48", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 48.24, "t": 364.55148419999995, "r": 913.0060000000004, "b": 318.5840762570232, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 342 ] } ], "orig": "Total transactions represent payments and cash transactions as reported by Visa clients on their operating certificates. Processed transactions include payments and cash transactions, and represent transactions using cards and other form factors carrying the Visa, Visa Electron, V PAY, Interlink and PLUS brands processed on Visa's networks.", "text": "Total transactions represent payments and cash transactions as reported by Visa clients on their operating certificates. Processed transactions include payments and cash transactions, and represent transactions using cards and other form factors carrying the Visa, Visa Electron, V PAY, Interlink and PLUS brands processed on Visa's networks." }, { "self_ref": "#/texts/49", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 9, "bbox": { "l": 48.24, "t": 297.35150419999997, "r": 907.2520000000001, "b": 234.58407625702324, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 420 ] } ], "orig": "Reported volume, transaction and card information may be updated to reflect revised client submissions or other adjustments. Prior-period updates are not material. Figures may not recalculate exactly due to rounding. Percentage changes and totals are calculated based on unrounded numbers. Constant-dollar growth rates exclude the impact of foreign currency fluctuations against the U.S. dollar in measuring performance.", "text": "Reported volume, transaction and card information may be updated to reflect revised client submissions or other adjustments. Prior-period updates are not material. Figures may not recalculate exactly due to rounding. Percentage changes and totals are calculated based on unrounded numbers. Constant-dollar growth rates exclude the impact of foreign currency fluctuations against the U.S. dollar in measuring performance." }, { "self_ref": "#/texts/50", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 9, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/51", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 9, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/52", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 9, "bbox": { "l": 893.72998, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "8", "text": "8" }, { "self_ref": "#/texts/53", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 48.23, "t": 499.3691988, "r": 209.39000000000001, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Revenue Results", "text": "Revenue Results", "level": 1 }, { "self_ref": "#/texts/54", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 48.24, "t": 472.7331248, "r": 130.034, "b": 458.59895572231227, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Q1 FY2026", "text": "Q1 FY2026" }, { "self_ref": "#/texts/55", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 48.24, "t": 55.496552399999985, "r": 557.5519999999993, "b": 48.42946786115613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Note: The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers.", "text": "Note: The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers." }, { "self_ref": "#/texts/56", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 10, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/57", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 10, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 897.62198, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "\u00a92026 Visa. All rights reserved. 9", "text": "\u00a92026 Visa. All rights reserved. 9" }, { "self_ref": "#/texts/58", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 48.23, "t": 499.3691988, "r": 319.43000000000006, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Operating Expenses Results", "text": "Operating Expenses Results", "level": 1 }, { "self_ref": "#/texts/59", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 11, "bbox": { "l": 48.24, "t": 55.496552399999985, "r": 557.5519999999993, "b": 48.42946786115613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Note: The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers.", "text": "Note: The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers." }, { "self_ref": "#/texts/60", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 11, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/61", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 11, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/62", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 11, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/63", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 12, "bbox": { "l": 48.23, "t": 499.3691988, "r": 390.5300000000001, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Free Cash Flow and Capital Returns", "text": "Free Cash Flow and Capital Returns", "level": 1 }, { "self_ref": "#/texts/64", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 48.24, "t": 444.8056639, "r": 590.34398, "b": 433.3216515243787, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "Cash, cash equivalents and investment securities were $16.9 billion as of December 31, 2025.", "text": "Cash, cash equivalents and investment securities were $16.9 billion as of December 31, 2025." }, { "self_ref": "#/texts/65", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 12, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/66", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 12, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 899.3129800000002, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "\u00a92026 Visa. All rights reserved. 11", "text": "\u00a92026 Visa. All rights reserved. 11" }, { "self_ref": "#/texts/67", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 13, "bbox": { "l": 48.23, "t": 499.3691988, "r": 238.27000000000004, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Other Notable Items", "text": "Other Notable Items", "level": 1 }, { "self_ref": "#/texts/68", "parent": { "$ref": "#/groups/1" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 13, "bbox": { "l": 50.86, "t": 436.9214742, "r": 813.4460000000001, "b": 406.4940862570232, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "\u00b7 On November 10, 2025, Visa entered into a superseding and amended settlement agreement to resolve the interchange multidistrict litigation injunctive relief class claims. The settlement is subject to approval by the court.", "text": "On November 10, 2025, Visa entered into a superseding and amended settlement agreement to resolve the interchange multidistrict litigation injunctive relief class claims. The settlement is subject to approval by the court.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/69", "parent": { "$ref": "#/groups/1" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 13, "bbox": { "l": 50.86, "t": 385.1714742, "r": 900.7500000000005, "b": 305.60409625702323, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 554 ] } ], "orig": "\u00b7 On December 23, 2025, Visa deposited $500 million into its litigation escrow account, which was previously established under the Company's U.S. retrospective responsibility plan to insulate the Company and class A common stockholders from financial liability for certain litigation cases. This deposit has the same economic effect on earnings per share as repurchasing the Company's class A common stock as it reduced each of the as-converted class B-1 common stock and class B-2 common stock share counts at a volume weighted average price of $354.46.", "text": "On December 23, 2025, Visa deposited $500 million into its litigation escrow account, which was previously established under the Company's U.S. retrospective responsibility plan to insulate the Company and class A common stockholders from financial liability for certain litigation cases. This deposit has the same economic effect on earnings per share as repurchasing the Company's class A common stock as it reduced each of the as-converted class B-1 common stock and class B-2 common stock share counts at a volume weighted average price of $354.46.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/70", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 13, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/71", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 13, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/72", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 13, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "12", "text": "12" }, { "self_ref": "#/texts/73", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 14, "bbox": { "l": 48.23, "t": 499.3691988, "r": 710.4600099999998, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Financial Outlook for Fiscal Second Quarter and Fiscal Full-Year 2026", "text": "Financial Outlook for Fiscal Second Quarter and Fiscal Full-Year 2026", "level": 1 }, { "self_ref": "#/texts/74", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 14, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/75", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 14, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/76", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 14, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "13", "text": "13" }, { "self_ref": "#/texts/77", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 15, "bbox": { "l": 48.24, "t": 316.9082623, "r": 253.26000000000002, "b": 277.48130535257064, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Appendix", "text": "Appendix", "level": 1 }, { "self_ref": "#/texts/78", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 15, "bbox": { "l": 780.12, "t": 36.00073209999999, "r": 877.7350000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/79", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 16, "bbox": { "l": 48.24, "t": 499.3592188, "r": 341.64, "b": 481.8361268233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Non-GAAP Financial Measures", "text": "Non-GAAP Financial Measures", "level": 1 }, { "self_ref": "#/texts/80", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 16, "bbox": { "l": 50.87, "t": 440.1398336, "r": 875.4980000000014, "b": 416.09920679173416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "We present our results and our financial outlook on a non-GAAP basis, which exclude certain items that we believe are not representative of our continuing operations, as they may be non-recurring or have no cash impact, and may distort our longer term operating trends.", "text": "We present our results and our financial outlook on a non-GAAP basis, which exclude certain items that we believe are not representative of our continuing operations, as they may be non-recurring or have no cash impact, and may distort our longer term operating trends." }, { "self_ref": "#/texts/81", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 16, "bbox": { "l": 50.87, "t": 407.1698636, "r": 584.4500000000006, "b": 396.56923679173417, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "We exclude the following from our GAAP financial results to arrive at our non-GAAP financial results:", "text": "We exclude the following from our GAAP financial results to arrive at our non-GAAP financial results:" }, { "self_ref": "#/texts/82", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 16, "bbox": { "l": 68.87, "t": 387.17984359999997, "r": 895.1180100000013, "b": 333.3792267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 469 ] } ], "orig": "\u00b7 Gains and losses on equity investments. Gains and losses on equity investments include periodic non-cash fair value adjustments and gains and losses upon sale of an investment. These long-term investments are strategic in nature and are primarily private company investments. Gains and losses associated with these investments are tied to the performance of the companies that we invest in and therefore do not correlate to the underlying performance of our business.", "text": "Gains and losses on equity investments. Gains and losses on equity investments include periodic non-cash fair value adjustments and gains and losses upon sale of an investment. These long-term investments are strategic in nature and are primarily private company investments. Gains and losses associated with these investments are tied to the performance of the companies that we invest in and therefore do not correlate to the underlying performance of our business.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/83", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 16, "bbox": { "l": 68.87, "t": 324.17984359999997, "r": 910.3940000000016, "b": 270.3792267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 606 ] } ], "orig": "\u00b7 Amortization of acquired intangible assets. Amortization of acquired intangible assets consists of amortization of intangible assets such as technology and customer relationships acquired in connection with business combinations executed beginning in fiscal 2019. Amortization charges for our acquired intangible assets are non-cash and are significantly affected by the timing, frequency and size of our acquisitions, rather than our core operations. As such, we have excluded this amount to facilitate an evaluation of our current operating performance and comparison to our past operating performance.", "text": "Amortization of acquired intangible assets. Amortization of acquired intangible assets consists of amortization of intangible assets such as technology and customer relationships acquired in connection with business combinations executed beginning in fiscal 2019. Amortization charges for our acquired intangible assets are non-cash and are significantly affected by the timing, frequency and size of our acquisitions, rather than our core operations. As such, we have excluded this amount to facilitate an evaluation of our current operating performance and comparison to our past operating performance.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/84", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 16, "bbox": { "l": 68.87, "t": 260.57983360000003, "r": 911.7380000000016, "b": 192.3792267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 693 ] } ], "orig": "\u00b7 Acquisition-related costs. Acquisition-related costs consist primarily of one-time transaction and integration costs associated with our business combinations. These costs include professional fees, technology integration fees, restructuring activities and other direct costs related to the purchase and integration of acquired entities. These costs also include retention equity and deferred compensation when they are agreed upon as part of the purchase price of the transaction but are required to be recognized as expense post-combination. We have excluded these amounts as the expenses are recognized for a limited duration and do not reflect the underlying performance of our business.", "text": "Acquisition-related costs. Acquisition-related costs consist primarily of one-time transaction and integration costs associated with our business combinations. These costs include professional fees, technology integration fees, restructuring activities and other direct costs related to the purchase and integration of acquired entities. These costs also include retention equity and deferred compensation when they are agreed upon as part of the purchase price of the transaction but are required to be recognized as expense post-combination. We have excluded these amounts as the expenses are recognized for a limited duration and do not reflect the underlying performance of our business.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/85", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 16, "bbox": { "l": 68.87, "t": 183.6298536, "r": 898.9660000000014, "b": 158.6292267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "\u00b7 Severance costs. We recorded severance costs within personnel expense to realign our organizational structure and focus on areas that will drive higher long-term growth. This broad-based optimization effort has been excluded as it is not representative of our ongoing operations.", "text": "Severance costs. We recorded severance costs within personnel expense to realign our organizational structure and focus on areas that will drive higher long-term growth. This broad-based optimization effort has been excluded as it is not representative of our ongoing operations.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/86", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 16, "bbox": { "l": 68.87, "t": 149.8798536, "r": 881.4139900000014, "b": 124.8792267917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "\u00b7 Lease consolidation costs . We recorded a charge within general and administrative expense associated with the consolidation of certain leased office spaces. We have excluded this amount as it does not reflect the underlying performance of our business.", "text": "Lease consolidation costs . We recorded a charge within general and administrative expense associated with the consolidation of certain leased office spaces. We have excluded this amount as it does not reflect the underlying performance of our business.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/87", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/88", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 16, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "\u00a92026 Visa. All rights reserved. 15", "text": "\u00a92026 Visa. All rights reserved. 15" }, { "self_ref": "#/texts/89", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 17, "bbox": { "l": 48.24, "t": 499.3592188, "r": 454.98000000000013, "b": 481.8361268233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "Non-GAAP Financial Measures - continued", "text": "Non-GAAP Financial Measures - continued", "level": 1 }, { "self_ref": "#/texts/90", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 68.87, "t": 429.3998436, "r": 883.8260000000012, "b": 361.19923679173417, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 715 ] } ], "orig": "\u00b7 Litigation provision. Litigation provision includes significant accruals related to certain legal matters that are not covered by the U.S. retrospective responsibility plan or the Europe retrospective responsibility plan (uncovered legal matters) and additional accruals associated with the interchange multidistrict litigation which are covered by the U.S. retrospective responsibility plan (U.S. covered litigation). Litigation provision associated with these matters can vary significantly based on the facts and circumstances related to each matter and do not correlate to the underlying performance of our business. We have excluded these amounts to facilitate a comparison to our past operating performance.", "text": "Litigation provision. Litigation provision includes significant accruals related to certain legal matters that are not covered by the U.S. retrospective responsibility plan or the Europe retrospective responsibility plan (uncovered legal matters) and additional accruals associated with the interchange multidistrict litigation which are covered by the U.S. retrospective responsibility plan (U.S. covered litigation). Litigation provision associated with these matters can vary significantly based on the facts and circumstances related to each matter and do not correlate to the underlying performance of our business. We have excluded these amounts to facilitate a comparison to our past operating performance.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/91", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 68.87, "t": 352.2998636, "r": 894.7440000000016, "b": 329.69923679173417, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "\u00b7 Deferred tax benefit. We recorded a deferred tax benefit within income tax provision due to a change in the U.S. taxation of certain foreign earnings. We have excluded this one-time non-cash benefit as it is not representative of our ongoing operations.", "text": "Deferred tax benefit. We recorded a deferred tax benefit within income tax provision due to a change in the U.S. taxation of certain foreign earnings. We have excluded this one-time non-cash benefit as it is not representative of our ongoing operations.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/92", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 50.87, "t": 320.7998636, "r": 894.1820000000015, "b": 298.19923679173417, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "We also present our results and financial outlook on a non-GAAP adjusted constant-dollar basis. Measures presented on an adjusted constant-dollar basis are non-GAAP financial measures that have been further adjusted to exclude the following:", "text": "We also present our results and financial outlook on a non-GAAP adjusted constant-dollar basis. Measures presented on an adjusted constant-dollar basis are non-GAAP financial measures that have been further adjusted to exclude the following:" }, { "self_ref": "#/texts/93", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 68.87, "t": 289.2998336, "r": 904.8940100000012, "b": 266.6992067917342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "\u00b7 Impact of foreign exchange rates. We calculate the impact by using a fixed current year U.S. dollar/foreign currency exchange rate for each local currency for the periods presented.", "text": "Impact of foreign exchange rates. We calculate the impact by using a fixed current year U.S. dollar/foreign currency exchange rate for each local currency for the periods presented.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/94", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 17, "bbox": { "l": 68.87, "t": 257.7998336, "r": 910.3420100000018, "b": 211.19920679173424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 524 ] } ], "orig": "\u00b7 Impact of acquisitions. We exclude net revenue and expenses of the acquired entities that were not reflected in the full quarter of the previous year and the incremental interest expense or forgone interest income as a result of funding the acquisition through debt or cash, respectively, which management believes enhances the comparability of our results. These amounts will be adjusted until we lap the quarter that the entity was acquired in, at which time there will be comparable results within each reported period.", "text": "Impact of acquisitions. We exclude net revenue and expenses of the acquired entities that were not reflected in the full quarter of the previous year and the incremental interest expense or forgone interest income as a result of funding the acquisition through debt or cash, respectively, which management believes enhances the comparability of our results. These amounts will be adjusted until we lap the quarter that the entity was acquired in, at which time there will be comparable results within each reported period.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/95", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 17, "bbox": { "l": 50.87, "t": 202.2998336, "r": 905.7140000000014, "b": 155.69920679173424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 566 ] } ], "orig": "We consider non-GAAP measures useful to investors because they provide greater transparency into management's view and assessment of our ongoing and future operating performance. Non-GAAP financial measures should not be relied upon as substitutes for, or considered in isolation from, measures calculated in accordance with GAAP. See the next slides for the reconciliations of GAAP to non-GAAP and non-GAAP adjusted constant-dollar results and financial outlook. See Free Cash Flow and Capital Returns slide for a discussion of free cash flow as a non-GAAP measure.", "text": "We consider non-GAAP measures useful to investors because they provide greater transparency into management's view and assessment of our ongoing and future operating performance. Non-GAAP financial measures should not be relied upon as substitutes for, or considered in isolation from, measures calculated in accordance with GAAP. See the next slides for the reconciliations of GAAP to non-GAAP and non-GAAP adjusted constant-dollar results and financial outlook. See Free Cash Flow and Capital Returns slide for a discussion of free cash flow as a non-GAAP measure." }, { "self_ref": "#/texts/96", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/97", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 17, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "\u00a92026 Visa. All rights reserved. 16", "text": "\u00a92026 Visa. All rights reserved. 16" }, { "self_ref": "#/texts/98", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 18, "bbox": { "l": 48.23, "t": 499.3691988, "r": 576.09, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results", "text": "Reconciliation of GAAP to Non-GAAP Financial Results", "level": 1 }, { "self_ref": "#/texts/99", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 18, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 18, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 18, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "17", "text": "17" }, { "self_ref": "#/texts/102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 19, "bbox": { "l": 48.23, "t": 499.3691988, "r": 689.43, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results - continued", "text": "Reconciliation of GAAP to Non-GAAP Financial Results - continued" }, { "self_ref": "#/texts/103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 48.24026794908, "t": 55.4968606556003, "r": 305.85769887715185, "b": 48.429736862635366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Note: Percentage changes are calculated based on unrounded numbers.", "text": "Note: Percentage changes are calculated based on unrounded numbers." }, { "self_ref": "#/texts/104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 19, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "18", "text": "18" }, { "self_ref": "#/texts/107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 20, "bbox": { "l": 48.23, "t": 499.3691988, "r": 689.43, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results - continued", "text": "Reconciliation of GAAP to Non-GAAP Financial Results - continued" }, { "self_ref": "#/texts/108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 20, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "19", "text": "19" }, { "self_ref": "#/texts/111", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "page_header", "prov": [ { "page_no": 21, "bbox": { "l": 48.23, "t": 499.3691988, "r": 689.43, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results - continued", "text": "Reconciliation of GAAP to Non-GAAP Financial Results - continued" }, { "self_ref": "#/texts/112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/113", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 21, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "20", "text": "20" }, { "self_ref": "#/texts/115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 22, "bbox": { "l": 48.23, "t": 499.3691988, "r": 650.4600199999998, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Reconciliation of Fiscal Second Quarter 2026 Financial Outlook", "text": "Reconciliation of Fiscal Second Quarter 2026 Financial Outlook", "level": 1 }, { "self_ref": "#/texts/116", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/117", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/118", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 22, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "21", "text": "21" }, { "self_ref": "#/texts/119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 23, "bbox": { "l": 48.23, "t": 499.3691988, "r": 591.75, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Reconciliation of Fiscal Full-Year 2026 Financial Outlook", "text": "Reconciliation of Fiscal Full-Year 2026 Financial Outlook", "level": 1 }, { "self_ref": "#/texts/120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 23, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 23, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 23, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "22", "text": "22" }, { "self_ref": "#/texts/123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 24, "bbox": { "l": 48.23, "t": 499.3691988, "r": 324.93, "b": 481.8461068233648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Forward-Looking Statements", "text": "Forward-Looking Statements", "level": 1 }, { "self_ref": "#/texts/124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 48.23, "t": 468.938203, "r": 908.1299999999983, "b": 415.30435732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 863 ] } ], "orig": "This document contains forward-looking statements within the meaning of the U.S. Private Securities Litigation Reform Act of 1995 that relate to, among other things, our future operations, prospects, developments, strategies, business growth, anticipated timing and benefits of our acquisitions, and financial outlook. Forward-looking statements generally are identified by words such as 'anticipates,' 'believes,' 'estimates,' 'expects,' 'intends,' 'may,' 'projects,' 'outlook,' 'could,' 'should,' 'will,' 'continue' and other similar expressions. All statements other than statements of historical fact could be forward-looking statements, which speak only as of the date they are made, are not guarantees of future performance and are subject to certain risks, uncertainties and other factors, many of which are beyond our control and are difficult to predict.", "text": "This document contains forward-looking statements within the meaning of the U.S. Private Securities Litigation Reform Act of 1995 that relate to, among other things, our future operations, prospects, developments, strategies, business growth, anticipated timing and benefits of our acquisitions, and financial outlook. Forward-looking statements generally are identified by words such as 'anticipates,' 'believes,' 'estimates,' 'expects,' 'intends,' 'may,' 'projects,' 'outlook,' 'could,' 'should,' 'will,' 'continue' and other similar expressions. All statements other than statements of historical fact could be forward-looking statements, which speak only as of the date they are made, are not guarantees of future performance and are subject to certain risks, uncertainties and other factors, many of which are beyond our control and are difficult to predict." }, { "self_ref": "#/texts/125", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 48.23, "t": 405.938203, "r": 878.7199999999983, "b": 385.90436732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "Actual results or outcomes, or the timing of our results or outcomes, could differ materially from those expressed in, or implied by, our forward-looking statements due to a variety of factors, including, but not limited to:", "text": "Actual results or outcomes, or the timing of our results or outcomes, could differ materially from those expressed in, or implied by, our forward-looking statements due to a variety of factors, including, but not limited to:" }, { "self_ref": "#/texts/126", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 381.538203, "r": 310.3400000000001, "b": 372.70434732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "\u00b7 impact of complex and evolving global regulations;", "text": "impact of complex and evolving global regulations;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/127", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 368.338193, "r": 374.7800000000001, "b": 359.5043373264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "\u00b7 increased scrutiny and regulation of the global payments industry;", "text": "increased scrutiny and regulation of the global payments industry;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/128", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 355.138183, "r": 513.64, "b": 346.30432732644516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "\u00b7 impact of government-imposed obligations and/or restrictions on international payments systems;", "text": "impact of government-imposed obligations and/or restrictions on international payments systems;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/129", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 341.938203, "r": 710.6699999999993, "b": 333.1043473264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "\u00b7 impact of laws and regulations regarding the handling of personal data, including laws and regulations related to privacy, cybersecurity and AI;", "text": "impact of laws and regulations regarding the handling of personal data, including laws and regulations related to privacy, cybersecurity and AI;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/130", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 328.738223, "r": 361.40000000000003, "b": 319.90436732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "\u00b7 impact of tax examinations or disputes, or changes in tax laws;", "text": "impact of tax examinations or disputes, or changes in tax laws;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/131", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 315.538203, "r": 250.87000000000012, "b": 306.70434732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "\u00b7 outcome of litigation or investigations;", "text": "outcome of litigation or investigations;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/132", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 302.338193, "r": 238.6600000000001, "b": 293.5043373264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "\u00b7 intense competition in our industry;", "text": "intense competition in our industry;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/133", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 289.138213, "r": 481.44000000000005, "b": 280.30435732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "\u00b7 dependence on our client and seller base, which may be costly to win, retain and develop;", "text": "dependence on our client and seller base, which may be costly to win, retain and develop;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/134", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 275.938203, "r": 418.13000000000005, "b": 267.1043473264451, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "\u00b7 continued push to lower acceptance costs and challenge industry practices;", "text": "continued push to lower acceptance costs and challenge industry practices;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/135", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 262.738193, "r": 793.5499999999989, "b": 253.90433732644522, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "\u00b7 dependence on relationships with financial institutions, acquirers, processors, sellers, payment facilitators, ecommerce platforms, fintechs and other third parties;", "text": "dependence on relationships with financial institutions, acquirers, processors, sellers, payment facilitators, ecommerce platforms, fintechs and other third parties;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/136", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 249.53820299999995, "r": 295.35, "b": 240.70434732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "\u00b7 our inability to maintain and enhance our brand;", "text": "our inability to maintain and enhance our brand;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/137", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 236.338193, "r": 452.5, "b": 227.50433732644518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "\u00b7 impact of global economic, political, market, health and social events or conditions;", "text": "impact of global economic, political, market, health and social events or conditions;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/138", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 223.13821299999995, "r": 546.4, "b": 214.30435732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "\u00b7 our ability to adjust to evolving corporate responsibility and sustainability matters and related regulations;", "text": "our ability to adjust to evolving corporate responsibility and sustainability matters and related regulations;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/139", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 209.938203, "r": 677.4299999999994, "b": 201.10434732644518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "\u00b7 exposure to significant risk of loss or reduction of liquidity due to our indemnification obligation to fund settlement losses of our clients;", "text": "exposure to significant risk of loss or reduction of liquidity due to our indemnification obligation to fund settlement losses of our clients;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/140", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 196.73819300000002, "r": 493.0400000000001, "b": 187.90433732644522, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "\u00b7 failure to anticipate, adapt to, or keep pace with, new technologies in the payments industry;", "text": "failure to anticipate, adapt to, or keep pace with, new technologies in the payments industry;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/141", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 183.53820299999995, "r": 559.1199999999999, "b": 174.70434732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "\u00b7 a disruption, failure or breach of our networks or systems, including as a result of cyber incidents or attacks;", "text": "a disruption, failure or breach of our networks or systems, including as a result of cyber incidents or attacks;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/142", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 170.338193, "r": 548.0299999999999, "b": 161.50433732644518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "\u00b7 our inability to achieve the anticipated benefits of our acquisitions, joint ventures or strategic investments;", "text": "our inability to achieve the anticipated benefits of our acquisitions, joint ventures or strategic investments;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/143", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 157.13821299999995, "r": 496.3900000000002, "b": 148.30435732644514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "\u00b7 our inability to attract, hire and retain a highly qualified workforce, including key management;", "text": "our inability to attract, hire and retain a highly qualified workforce, including key management;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/144", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 143.938203, "r": 887.9199999999983, "b": 123.90433732644516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "\u00b7 the conversions of our class B-1, B-2 and class C common stock or series A, B and C preferred stock into shares of class A common stock would result in voting dilution to, and could adversely impact the market price of, our existing class A common stock;", "text": "the conversions of our class B-1, B-2 and class C common stock or series A, B and C preferred stock into shares of class A common stock would result in voting dilution to, and could adversely impact the market price of, our existing class A common stock;", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/145", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 119.53820300000001, "r": 908.8799999999984, "b": 99.50433732644518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "\u00b7 differing interests between holders of our class B-1, B-2 and C common stock and series A, B and C preferred stock compared to our class A common stock concerning certain significant transactions; and", "text": "differing interests between holders of our class B-1, B-2 and C common stock and series A, B and C preferred stock compared to our class A common stock concerning certain significant transactions; and", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/146", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 24, "bbox": { "l": 66.23, "t": 95.13821300000001, "r": 885.759999999998, "b": 75.10434732644518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "\u00b7 other factors described in our filings with the U.S. Securities and Exchange Commission, including our Annual Report on Form 10-K for the year ended September 30, 2025, and any subsequent reports on Forms 10-Q and 8-K.", "text": "other factors described in our filings with the U.S. Securities and Exchange Commission, including our Annual Report on Form 10-K for the year ended September 30, 2025, and any subsequent reports on Forms 10-Q and 8-K.", "enumerated": false, "marker": "\u00b7" }, { "self_ref": "#/texts/147", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 24, "bbox": { "l": 48.23, "t": 70.73819300000002, "r": 724.759999999999, "b": 61.90433732644516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Except as required by law, we do not intend to update or revise any forward-looking statements as a result of new information, future events or otherwise.", "text": "Except as required by law, we do not intend to update or revise any forward-looking statements as a result of new information, future events or otherwise." }, { "self_ref": "#/texts/148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 24, "bbox": { "l": 108.0, "t": 36.64074210000001, "r": 240.17699999999996, "b": 30.4570431285116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Fiscal First Quarter 2026 Financial Results", "text": "Fiscal First Quarter 2026 Financial Results" }, { "self_ref": "#/texts/149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 24, "bbox": { "l": 780.87, "t": 36.00073209999999, "r": 880.4310000000008, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "\u00a92026 Visa. All rights reserved.", "text": "\u00a92026 Visa. All rights reserved." }, { "self_ref": "#/texts/150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 24, "bbox": { "l": 891.78998, "t": 36.00073209999999, "r": 899.5739800000001, "b": 29.81703312851164, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "23", "text": "23" }, { "self_ref": "#/texts/151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "YoY increase/(decrease) except for Effective Income Tax Rate", "text": "YoY increase/(decrease) except for Effective Income Tax Rate" }, { "self_ref": "#/texts/152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Refer to Non-GAAP Financial Measures within the appendix for further information on our non-GAAP adjustments. There were no non-GAAP adjustments made to net revenue.", "text": "(1) Refer to Non-GAAP Financial Measures within the appendix for further information on our non-GAAP adjustments. There were no non-GAAP adjustments made to net revenue." }, { "self_ref": "#/texts/153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Foreign currency and acquisition impacts, if applicable, are rounded to the nearest half point, except for effective income tax rate.", "text": "(2) Foreign currency and acquisition impacts, if applicable, are rounded to the nearest half point, except for effective income tax rate." }, { "self_ref": "#/texts/154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Income Statement Summary", "text": "Income Statement Summary" }, { "self_ref": "#/texts/155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "In billions, except percentages and per share data. % change is calculated over the comparable prior-year period.", "text": "In billions, except percentages and per share data. % change is calculated over the comparable prior-year period." }, { "self_ref": "#/texts/156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Refer to Non-GAAP Financial Measures within the appendix for further information.", "text": "(1) Refer to Non-GAAP Financial Measures within the appendix for further information." }, { "self_ref": "#/texts/157", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Key Business Drivers", "text": "Key Business Drivers" }, { "self_ref": "#/texts/158", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Cross-border volume excluding transactions within Europe.", "text": "(2) Cross-border volume excluding transactions within Europe." }, { "self_ref": "#/texts/159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Transaction Count (in millions)", "text": "Transaction Count (in millions)" }, { "self_ref": "#/texts/160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Cross-border volume excluding transactions within Europe.", "text": "1 Cross-border volume excluding transactions within Europe." }, { "self_ref": "#/texts/161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Operating Expenses Results", "text": "Operating Expenses Results" }, { "self_ref": "#/texts/162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Q1 FY2026", "text": "Q1 FY2026" }, { "self_ref": "#/texts/163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions)", "text": "(in millions)" }, { "self_ref": "#/texts/164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "NM \u2013 Not Meaningful", "text": "NM \u2013 Not Meaningful" }, { "self_ref": "#/texts/165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Calculation of Free Cash Flow", "text": "Calculation of Free Cash Flow" }, { "self_ref": "#/texts/166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions)", "text": "(in millions)" }, { "self_ref": "#/texts/167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Free cash flow is a non-GAAP measure. Free cash flow is cash provided by operating activities adjusted to reflect capital investments made in the business. We believe this presentation is useful to investors in evaluating our ability to generate cash from operations after investments in property, equipment and technology. Free cash flow is not intended to represent our residual cash flow available for discretionary expenditures.", "text": "(1) Free cash flow is a non-GAAP measure. Free cash flow is cash provided by operating activities adjusted to reflect capital investments made in the business. We believe this presentation is useful to investors in evaluating our ability to generate cash from operations after investments in property, equipment and technology. Free cash flow is not intended to represent our residual cash flow available for discretionary expenditures." }, { "self_ref": "#/texts/168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Returns to Shareholders", "text": "Returns to Shareholders" }, { "self_ref": "#/texts/169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions)", "text": "(in millions)" }, { "self_ref": "#/texts/170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(2) Share repurchases include applicable taxes.", "text": "(2) Share repurchases include applicable taxes." }, { "self_ref": "#/texts/171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Financial Outlook for Fiscal Second Quarter and Fiscal Full-Year 2026", "text": "Financial Outlook for Fiscal Second Quarter and Fiscal Full-Year 2026" }, { "self_ref": "#/texts/172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Refer to the appendix for further information and a reconciliation of GAAP to non-GAAP and non-GAAP adjusted constant-dollar outlook financial measures.", "text": "(1) Refer to the appendix for further information and a reconciliation of GAAP to non-GAAP and non-GAAP adjusted constant-dollar outlook financial measures." }, { "self_ref": "#/texts/173", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Three Months Ended December 31, 2025", "text": "Three Months Ended December 31, 2025" }, { "self_ref": "#/texts/174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages and per share data)", "text": "(in millions, except percentages and per share data)" }, { "self_ref": "#/texts/175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Three Months Ended December 31, 2024", "text": "Three Months Ended December 31, 2024" }, { "self_ref": "#/texts/176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages and per share data)", "text": "(in millions, except percentages and per share data)" }, { "self_ref": "#/texts/177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Determined by applying applicable tax rates.", "text": "1 Determined by applying applicable tax rates." }, { "self_ref": "#/texts/178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Figures in the table may not recalculate exactly due to rounding. Effective income tax rate, diluted earnings per share and their respective totals are calculated based on unrounded numbers.", "text": "2 Figures in the table may not recalculate exactly due to rounding. Effective income tax rate, diluted earnings per share and their respective totals are calculated based on unrounded numbers." }, { "self_ref": "#/texts/179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results - continued", "text": "Reconciliation of GAAP to Non-GAAP Financial Results - continued" }, { "self_ref": "#/texts/180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Three Months Ended December 31, 2025", "text": "Three Months Ended December 31, 2025" }, { "self_ref": "#/texts/181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages)", "text": "(in millions, except percentages)" }, { "self_ref": "#/texts/182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results - continued", "text": "Reconciliation of GAAP to Non-GAAP Financial Results - continued" }, { "self_ref": "#/texts/183", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Three Months Ended March 31, 2025", "text": "Three Months Ended March 31, 2025" }, { "self_ref": "#/texts/184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages and per share data)", "text": "(in millions, except percentages and per share data)" }, { "self_ref": "#/texts/185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Determined by applying applicable tax rates.", "text": "1 Determined by applying applicable tax rates." }, { "self_ref": "#/texts/186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Figures in the table may not recalculate exactly due to rounding. Effective income tax rate, diluted earnings per share and their respective totals are calculated based on unrounded numbers.", "text": "2 Figures in the table may not recalculate exactly due to rounding. Effective income tax rate, diluted earnings per share and their respective totals are calculated based on unrounded numbers." }, { "self_ref": "#/texts/187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of GAAP to Non-GAAP Financial Results - continued", "text": "Reconciliation of GAAP to Non-GAAP Financial Results - continued" }, { "self_ref": "#/texts/188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Twelve Months Ended September 30, 2025", "text": "Twelve Months Ended September 30, 2025" }, { "self_ref": "#/texts/189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "(in millions, except percentages and per share data)", "text": "(in millions, except percentages and per share data)" }, { "self_ref": "#/texts/190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 Determined by applying applicable tax rates.", "text": "1 Determined by applying applicable tax rates." }, { "self_ref": "#/texts/191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Figures in the table may not recalculate exactly due to rounding. Effective income tax rate, diluted earnings per share and their respective totals are calculated based on unrounded numbers.", "text": "2 Figures in the table may not recalculate exactly due to rounding. Effective income tax rate, diluted earnings per share and their respective totals are calculated based on unrounded numbers." }, { "self_ref": "#/texts/192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of Fiscal Second Quarter 2026 Financial Outlook", "text": "Reconciliation of Fiscal Second Quarter 2026 Financial Outlook" }, { "self_ref": "#/texts/193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 There were no non-GAAP adjustments made to net revenue in our fiscal second quarter 2026 financial outlook and fiscal second quarter 2025 financial results.", "text": "1 There were no non-GAAP adjustments made to net revenue in our fiscal second quarter 2026 financial outlook and fiscal second quarter 2025 financial results." }, { "self_ref": "#/texts/194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Our non-GAAP fiscal second quarter 2026 financial outlook for operating expense growth and diluted class A common stock earnings per share (diluted EPS) growth reflects adjustments for amortization of acquired intangible assets of approximately $40 million and $0.02, respectively, and acquisition-related costs of approximately $10 million and $0.00, respectively. There are no non-GAAP adjustments made related to gains and losses on equity investments in our fiscal second quarter 2026 financial outlook.", "text": "2 Our non-GAAP fiscal second quarter 2026 financial outlook for operating expense growth and diluted class A common stock earnings per share (diluted EPS) growth reflects adjustments for amortization of acquired intangible assets of approximately $40 million and $0.02, respectively, and acquisition-related costs of approximately $10 million and $0.00, respectively. There are no non-GAAP adjustments made related to gains and losses on equity investments in our fiscal second quarter 2026 financial outlook." }, { "self_ref": "#/texts/195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 Non-GAAP adjustments, foreign currency and acquisition impacts, if applicable, are rounded to the nearest half point.", "text": "3 Non-GAAP adjustments, foreign currency and acquisition impacts, if applicable, are rounded to the nearest half point." }, { "self_ref": "#/texts/196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [], "orig": "Reconciliation of Fiscal Full-Year 2026 Financial Outlook", "text": "Reconciliation of Fiscal Full-Year 2026 Financial Outlook" }, { "self_ref": "#/texts/197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "1 There were no non-GAAP adjustments made to net revenue in our fiscal full-year 2026 financial outlook and fiscal full-year 2025 financial results.", "text": "1 There were no non-GAAP adjustments made to net revenue in our fiscal full-year 2026 financial outlook and fiscal full-year 2025 financial results." }, { "self_ref": "#/texts/198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "2 Our non-GAAP fiscal full-year 2026 financial outlook for operating expense growth and diluted EPS growth reflects adjustments for amortization of acquired intangible assets of approximately $150 million and $0.06, respectively; acquisition-related costs of approximately $40 million and $0.02, respectively; and the litigation provision special item of $707 million and $0.29, respectively. Diluted EPS growth also reflects adjustments of $0.00 for the $7 million net losses on equity investments and ($0.17) for the $333 million deferred tax benefit special item, both recognized in the fiscal first quarter of 2026.", "text": "2 Our non-GAAP fiscal full-year 2026 financial outlook for operating expense growth and diluted EPS growth reflects adjustments for amortization of acquired intangible assets of approximately $150 million and $0.06, respectively; acquisition-related costs of approximately $40 million and $0.02, respectively; and the litigation provision special item of $707 million and $0.29, respectively. Diluted EPS growth also reflects adjustments of $0.00 for the $7 million net losses on equity investments and ($0.17) for the $333 million deferred tax benefit special item, both recognized in the fiscal first quarter of 2026." }, { "self_ref": "#/texts/199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "3 Non-GAAP adjustments, foreign currency and acquisition impacts, if applicable, are rounded to the nearest half point.", "text": "3 Non-GAAP adjustments, foreign currency and acquisition impacts, if applicable, are rounded to the nearest half point." }, { "self_ref": "#/texts/200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "(1) Cross-border volume excluding transactions within Europe.", "text": "(1) Cross-border volume excluding transactions within Europe." }, { "self_ref": "#/texts/204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics.", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "self_ref": "#/texts/205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers.", "text": "The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers." }, { "self_ref": "#/texts/206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [], "orig": "The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers.", "text": "The chart results are calculated over the comparable prior-year period. 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The right chart, titled '2025 - 2026 Processed Transactions Growth', shows a single blue line tracking transaction growth percentage.\n\n| Metric | Oct | Nov | Dec | Jan 1-21 |\n| --- | --- | --- | --- | --- |\n| Volume Growth - Total | 7.5% | 6.4% | 6.3% | 7.6% |\n| Volume Growth - Credit | 7.5% | 7.3% | 7.7% | 9.4% |\n| Volume Growth - Debit | 7.5% | 5.5% | 4.9% | 5.9% |\n| Processed Transactions Growth | 9.3% | 9.2% | 8.0% | 8.9% |" }, "classification": { "predictions": [ { "confidence": 0.9934505224227905, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.006155680865049362, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.00012067902571288869, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 9.382935968460515e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.1930481276940554e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.770854189293459e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 2.1103021936141886e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 1.476995566918049e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.4326006748888176e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 9.648361810832284e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 7.124623607523972e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 6.376618330250494e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 4.788969818037003e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 3.5869297789759003e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 3.4823851819965057e-06, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 3.4058709843520774e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 3.286451828898862e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 2.698575826798333e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.5872968762996607e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 5.850500883752829e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 4.3966613816337485e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 4.1022335039997415e-07, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 3.863840731810342e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 3.054373109989683e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.9044472310270066e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 7.825830294905245e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" } ] }, "quber__figure_job_id": "parse-01m1sz73sznd6dktrznha4hzqp", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "1", "text": "All figures shown on a constant-dollar basis and growth rates are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "marker": "2", "text": "CP denotes Card Present and CNP denotes Card Not Present." } ] }, "label": "picture", "prov": [ { "page_no": 4, "bbox": { "l": 42.17185482910156, "t": 512.703, "r": 919.1045757519531, "b": 264.6648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 878.0, "height": 249.0 }, "uri": 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" }, "annotations": [ { "kind": "classification", "provenance": "DocumentPictureClassifier", "predicted_classes": [ { "class_name": "line_chart", "confidence": 0.9934505224227905 }, { "class_name": "bar_chart", "confidence": 0.006155680865049362 }, { "class_name": "table", "confidence": 0.00012067902571288869 }, { "class_name": "scatter_plot", "confidence": 9.382935968460515e-05 }, { "class_name": "other", "confidence": 5.1930481276940554e-05 }, { "class_name": "screenshot_from_computer", "confidence": 2.770854189293459e-05 }, { "class_name": "calendar", "confidence": 2.1103021936141886e-05 }, { "class_name": "full_page_image", "confidence": 1.476995566918049e-05 }, { "class_name": "pie_chart", "confidence": 1.4326006748888176e-05 }, { "class_name": "flow_chart", "confidence": 9.648361810832284e-06 }, { "class_name": "icon", "confidence": 7.124623607523972e-06 }, { "class_name": "engineering_drawing", "confidence": 6.376618330250494e-06 }, { "class_name": "screenshot_from_manual", "confidence": 4.788969818037003e-06 }, { "class_name": "logo", "confidence": 3.5869297789759003e-06 }, { "class_name": "chemistry_structure", "confidence": 3.4823851819965057e-06 }, { "class_name": "page_thumbnail", "confidence": 3.4058709843520774e-06 }, { "class_name": "box_plot", "confidence": 3.286451828898862e-06 }, { "class_name": "topographical_map", "confidence": 2.698575826798333e-06 }, { "class_name": "geographical_map", "confidence": 2.5872968762996607e-06 }, { "class_name": "stamp", "confidence": 5.850500883752829e-07 }, { "class_name": "crossword_puzzle", "confidence": 4.3966613816337485e-07 }, { "class_name": "photograph", "confidence": 4.1022335039997415e-07 }, { "class_name": "music", "confidence": 3.863840731810342e-07 }, { "class_name": "qr_code", "confidence": 3.054373109989683e-07 }, { "class_name": "bar_code", "confidence": 1.9044472310270066e-07 }, { "class_name": "signature", "confidence": 7.825830294905245e-08 } ] } ] }, { "self_ref": "#/pictures/4", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "The chart displays a line graph showing cross-border volume growth percentages from October to January 1-21. The y-axis ranges from 6% to 16% in 2% increments. Four data series are plotted: 'Total' (dark blue line), 'Total (ex. Intra-EU)' (yellow line), 'CP + CNP Travel (ex. Intra-EU)' (dark navy line), and 'CNP, Ex. Travel (ex. Intra-EU)' (light green line). The 'CNP, Ex. Travel' series starts at the highest point in October (~13.8%) and remains generally high, ending at ~12.0% in January. The 'CP + CNP Travel' series starts lowest in October (~10.3%), dips in December, and rises slightly in January. The 'Total' and 'Total (ex. Intra-EU)' lines show a general downward trend from October to December, with slight variations in January.\n\n| Month | Total | Total (ex. Intra-EU) | CP + CNP Travel (ex. Intra-EU) | CNP, Ex. Travel (ex. Intra-EU) |\n| --- | --- | --- | --- | --- |\n| Oct | ~13.2% | ~11.8% | ~10.3% | ~13.8% |\n| Nov | ~12.6% | ~11.0% | ~11.1% | ~10.9% |\n| Dec | ~11.0% | ~10.3% | ~9.5% | ~11.4% |\n| Jan 1 - 21 | ~11.1% | ~10.8% | ~9.9% | ~12.0% |" }, "classification": { "predictions": [ { "confidence": 0.9547656178474426, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.04439324885606766, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0006098500452935696, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 5.2505918574752286e-05, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 2.7078893253928982e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 2.4833352654241025e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.476148438290693e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 2.0108878743485548e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.5102320503501687e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.4303184798336588e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 9.814586519496515e-06, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 9.474072612647433e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 6.690846930723637e-06, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 6.533342457260005e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 4.317884759075241e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 3.688639253596193e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.574071231720154e-06, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 2.5141673631878803e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.9428405266808113e-06, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.911796744025196e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 1.5352520676970016e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 5.873109216736339e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.959421744388237e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 2.6869057023759524e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.2126204751439218e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 9.036473613832641e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m1sz73sznd6dktrznha4hzqp", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-1", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "1", "text": "All figures shown on a constant-dollar basis and growth rates are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." }, { "marker": "2", "text": "CP denotes Card Present and CNP denotes Card Not Present." } ] }, "label": "picture", "prov": [ { "page_no": 4, "bbox": { "l": 281.11236572265625, "t": 230.40277099609375, "r": 685.0531616210938, "b": 78.721923828125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 404.0, "height": 151.0 }, "uri": 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" 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The chart is divided into two main rows: 'Nominal' and 'Constant'. Within each row, there are three categories of payment types: 'Credit', 'Debit', and 'Total'.\n\n| Metric | Category | Q4 FY2025 | Q1 FY2026 |\n| --- | --- | --- | --- |\n| Nominal | Credit | 9% | 9% |\n| Nominal | Debit | 10% | 11% |\n| Nominal | Total | 9% | 10% |\n| Constant | Credit | 9% | 8% |\n| Constant | Debit | 9% | 8% |\n| Constant | Total | 9% | 8% |" }, "classification": { "predictions": [ { "confidence": 0.3161734640598297, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.3070501983165741, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.2855205833911896, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.028271546587347984, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.012829248793423176, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 0.01007071416825056, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.009850830771028996, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 0.00786612369120121, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.005071544554084539, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.004630407318472862, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 0.002836280269548297, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0025759984273463488, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.0021637154277414083, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.001357900444418192, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 0.0009299977100454271, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 0.0008364003151655197, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.0004638245445676148, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.00042792526073753834, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 0.0003814527008216828, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 0.0001903878728626296, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00016029391554184258, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.0001315910049015656, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 8.042440458666533e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 6.290864257607609e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 4.510677172220312e-05, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 2.113025402650237e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" } ] }, "quber__figure_job_id": "parse-01m1sz73v625acp12nn561w442", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." } ] }, "label": "picture", "prov": [ { "page_no": 5, "bbox": { "l": 19.012845793457032, "t": 516.3102, "r": 922.7516637890625, "b": 92.04299999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 904.0, "height": 425.0 }, "uri": 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" 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"$ref": "#/body" }, "children": [], "content_layer": "body", "meta": { "description": { "created_by": "quber-chart-scan", "text": "This figure presents a grouped bar chart comparing payment volume growth percentages for U.S., International, and total Visa segments. The data is organized into two main horizontal panels: 'Nominal' (top) and 'Constant' (bottom). Each panel contains three vertical sections representing 'U.S.', 'International', and 'Visa'. Within each section, there are grouped bars for 'Credit', 'Debit', and 'Total'. The bars are color-coded: blue for 'Q4 FY2025' and yellow for 'Q1 FY2026'. Each bar is labeled with its corresponding percentage value.\n\n| Currency Basis | Segment | Category | Q4 FY2025 (%) | Q1 FY2026 (%) |\n| --- | --- | --- | --- | --- |\n| Nominal | U.S. | Credit | 8 | 7 |\n| Debit | 8 | 6 |\n| Total | 8 | 7 |\n| International | Credit | 10 | 10 |\n| Debit | 13 | 16 |\n| Total | 11 | 13 |\n| Visa | Credit | 9 | 9 |\n| Debit | 10 | 11 |\n| Total | 9 | 10 |\n| Constant | U.S. | Credit | 8 | 7 |\n| Debit | 8 | 6 |\n| Total | 8 | 7 |\n| International | Credit | 10 | 8 |\n| Debit | 10 | 10 |\n| Total | 10 | 9 |\n| Visa | Credit | 9 | 8 |\n| Debit | 9 | 8 |\n| Total | 9 | 8 |" }, "classification": { "predictions": [ { "confidence": 0.9898911714553833, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.009478810243308544, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00024207169190049171, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.00010091857984662056, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 8.878760127117857e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 4.5532273361459374e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 3.2450450817123055e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 2.7683196094585583e-05, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 2.4297545678564347e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 2.1213119907770306e-05, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.440374217054341e-05, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 1.0143397048523184e-05, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 4.596162852976704e-06, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 4.478898972593015e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 4.358832484285813e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 2.5256570097553777e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.0735720934462734e-06, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 9.849388789007207e-07, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 9.20101683732355e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 9.013971293825307e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 8.082583917712327e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 6.992805765548837e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 5.168026291357819e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 3.6381234735927137e-07, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 1.9057978306591394e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.7033273991273745e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m1sz73twt3xj4ca2wgfsekne", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." } ] }, "label": "picture", "prov": [ { "page_no": 6, "bbox": { "l": 23.638889040527342, "t": 511.6392, "r": 918.9030261499023, "b": 59.6214, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 896.0, "height": 453.0 }, "uri": 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Below the chart is a table titled 'Transaction Count (in millions)' detailing transaction volumes.\n\n| | Total | Payments | Processed |\n| --- | --- | --- | --- |\n| Credit | 31,084 | 30,878 | |\n| Debit | 56,889 | 53,030 | |\n| Total | 87,973 | 83,908 | 69,400 |" }, "classification": { "predictions": [ { "confidence": 0.999503493309021, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.0003358799731358886, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00013372409739531577, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 5.6106719057424925e-06, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 4.185959824098973e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 4.144671947869938e-06, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 3.336660256536561e-06, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.229167421319289e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 1.7624616930334014e-06, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 1.5479400872209226e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.0658516202965984e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 9.922256367644877e-07, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 4.311196732942335e-07, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 3.173984737259161e-07, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 2.196021569034201e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 2.1707269581838773e-07, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 1.914251868129213e-07, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.809926146734142e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.3602353021724412e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 5.967535088302611e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 5.7617139503918224e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 5.141561132404604e-08, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 3.612802856878261e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 3.190057640267696e-08, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 2.7358913357033998e-08, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 1.1508316077879499e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" } ] }, "quber__figure_job_id": "parse-01m1sz7c70bjs3mwhnb369a874", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." } ] }, "label": "picture", "prov": [ { "page_no": 7, "bbox": { "l": 72.20071411132812, "t": 366.1648406982422, "r": 411.34259033203125, "b": 198.59918212890625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 339.0, "height": 167.0 }, "uri": 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" 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The bars are arranged from left to right with their respective values displayed above them.\n\n| Category | Percentage |\n| --- | --- |\n| Total Nominal | 18% |\n| Total Constant | 12% |\n| Constant (excluding Intra-Europe) | 11% |" }, "classification": { "predictions": [ { "confidence": 0.9997605681419373, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.00013529002899304032, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 8.935475489124656e-05, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 5.327111921360483e-06, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 2.4955008939286927e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 1.8450327843311243e-06, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 1.78071445589012e-06, "created_by": 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" 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The chart is organized into three categories: Credit, Debit, and Total. For each category, two bars are shown side-by-side: a blue bar representing 2024 and a yellow bar representing 2025. Above each category, a percentage growth figure is provided.\n\n| Category | 2024 (in billions) | 2025 (in billions) | Growth (%) |\n| --- | --- | --- | --- |\n| Credit | 1.4 | 1.5 | 10% |\n| Debit | 3.3 | 3.5 | 4% |\n| Total | 4.7 | 5.0 | 6% |" }, "classification": { "predictions": [ { "confidence": 0.9332453012466431, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 0.03138761222362518, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 0.019944464787840843, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.008705955930054188, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 0.002303240355104208, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 0.001010787789709866, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 0.0005774838500656188, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 0.00040122054633684456, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 0.00036732948501594365, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 0.00032713613472878933, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 0.00029548676684498787, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.0002871189499273896, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 0.0002432785404380411, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 0.0001670686760917306, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 0.0001406334777129814, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 0.0001224211446242407, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 0.00011068934691138566, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 9.716262138681486e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 8.896005601854995e-05, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 7.604238635394722e-05, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 3.369716432644054e-05, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 1.95198390429141e-05, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 1.9140925360261463e-05, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 1.2236295333423186e-05, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 1.1306550732115284e-05, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 4.641128271032358e-06, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" } ] }, "quber__figure_job_id": "parse-01m1sz7c916c7kpf3651b1c1rp", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "The chart results are calculated over the comparable prior-year period. Refer to Operational Performance Data Footnote for further information on these metrics." } ] }, "label": "picture", "prov": [ { "page_no": 8, "bbox": { "l": 40.97215481689453, "t": 512.0226, "r": 911.2345436718749, "b": 118.64339999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 872.0, "height": 395.0 }, "uri": 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" 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"class_name": "geographical_map" }, { "confidence": 9.980288950828253e-08, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 6.985647615920243e-08, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 6.843194455541379e-08, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 6.523720941231659e-08, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 6.290864718039302e-08, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 4.657031738020123e-08, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 2.533481868738363e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 1.7648407180104186e-08, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 1.3564863898807289e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 1.1297026425438617e-08, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 9.783739152169346e-09, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 8.605644197245965e-09, "created_by": "DocumentPictureClassifier", "class_name": "photograph" }, { "confidence": 5.005840630900593e-09, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 3.437403695016883e-09, "created_by": "DocumentPictureClassifier", "class_name": "music" } ] }, "quber__figure_job_id": "parse-01m1sz7ca61twtt09pnjx8e89q", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers." } ] }, "label": "picture", "prov": [ { "page_no": 10, "bbox": { "l": 48.65321350097656, "t": 382.30287170410156, "r": 912.8756103515625, "b": 111.22296142578125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 864.0, "height": 271.0 }, "uri": 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" 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The chart features seven bars of varying heights representing Personnel, Marketing, Network and Processing, Professional Fees, Depreciation and Amortization, General and Administrative, and Total Operating Expenses. One category, Litigation Provision, is marked 'NM' (Not Meaningful). Below the chart, a corresponding table lists the Reported Nominal USD (in millions) for each category.\n\n| Category | Percentage Change | Reported Nominal USD (in millions) |\n| --- | --- | --- |\n| Personnel | (3%) | $1,764 |\n| Marketing | 34% | $410 |\n| Network and Processing | 12% | $233 |\n| Professional Fees | 46% | $208 |\n| Depreciation and Amortization | 16% | $326 |\n| General and Administrative | 7% | $515 |\n| Litigation Provision | NM | $708 |\n| Total Operating Expenses | 27% | $4,164 |" }, "classification": { "predictions": [ { "confidence": 0.9836059808731079, "created_by": "DocumentPictureClassifier", "class_name": "bar_chart" }, { "confidence": 0.016087673604488373, "created_by": "DocumentPictureClassifier", "class_name": "table" }, { "confidence": 0.00012333982158452272, "created_by": "DocumentPictureClassifier", "class_name": "line_chart" }, { "confidence": 5.672990300809033e-05, "created_by": "DocumentPictureClassifier", "class_name": "pie_chart" }, { "confidence": 5.3192528866929933e-05, "created_by": "DocumentPictureClassifier", "class_name": "calendar" }, { "confidence": 3.485092747723684e-05, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_computer" }, { "confidence": 1.452319156669546e-05, "created_by": "DocumentPictureClassifier", "class_name": "other" }, { "confidence": 6.750512056896696e-06, "created_by": "DocumentPictureClassifier", "class_name": "screenshot_from_manual" }, { "confidence": 5.310582309903111e-06, "created_by": "DocumentPictureClassifier", "class_name": "engineering_drawing" }, { "confidence": 2.3053480617818423e-06, "created_by": "DocumentPictureClassifier", "class_name": "icon" }, { "confidence": 2.161003294531838e-06, "created_by": "DocumentPictureClassifier", "class_name": "flow_chart" }, { "confidence": 1.2616999356396263e-06, "created_by": "DocumentPictureClassifier", "class_name": "box_plot" }, { "confidence": 1.1488523341540713e-06, "created_by": "DocumentPictureClassifier", "class_name": "logo" }, { "confidence": 9.833937610892463e-07, "created_by": "DocumentPictureClassifier", "class_name": "full_page_image" }, { "confidence": 8.010091505639139e-07, "created_by": "DocumentPictureClassifier", "class_name": "page_thumbnail" }, { "confidence": 7.281644229806261e-07, "created_by": "DocumentPictureClassifier", "class_name": "geographical_map" }, { "confidence": 6.566639854099776e-07, "created_by": "DocumentPictureClassifier", "class_name": "qr_code" }, { "confidence": 3.12739700802922e-07, "created_by": "DocumentPictureClassifier", "class_name": "signature" }, { "confidence": 2.802081269237533e-07, "created_by": "DocumentPictureClassifier", "class_name": "crossword_puzzle" }, { "confidence": 2.6322041435378196e-07, "created_by": "DocumentPictureClassifier", "class_name": "scatter_plot" }, { "confidence": 2.0204147688218654e-07, "created_by": "DocumentPictureClassifier", "class_name": "music" }, { "confidence": 1.3213117711075029e-07, "created_by": "DocumentPictureClassifier", "class_name": "chemistry_structure" }, { "confidence": 9.67217985703428e-08, "created_by": "DocumentPictureClassifier", "class_name": "stamp" }, { "confidence": 9.659145661089497e-08, "created_by": "DocumentPictureClassifier", "class_name": "bar_code" }, { "confidence": 6.027764243299316e-08, "created_by": "DocumentPictureClassifier", "class_name": "topographical_map" }, { "confidence": 5.909000577730694e-08, "created_by": "DocumentPictureClassifier", "class_name": "photograph" } ] }, "quber__figure_job_id": "parse-01m1sz7e6fegcp2sd6cwbhwp0h", "quber__figure_model": "dpt-3-pro-20260710", "quber__figure_version": "dpt-3-pro-20260710", "quber__figure_chunk_id": "figure-0", "quber__read_by": [ { "reader": "ade", "produced": [] } ], "quber__footnote_marks": [], "quber__footnotes": [ { "marker": "", "text": "The chart results are calculated over the comparable prior-year period. Percentage changes are calculated based on unrounded numbers." } ] }, "label": "picture", "prov": [ { "page_no": 11, "bbox": { "l": 42.75564193725586, "t": 351.50164794921875, "r": 907.3272094726562, "b": 127.62054443359375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "image": { "mimetype": "image/png", "dpi": 72, "size": { "width": 864.0, "height": 224.0 }, "uri": 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