Split (1)

train · 17.5k rows

prompt large listlengths 1 1	data_source large_stringclasses 16 values	ability large_stringclasses 7 values	apply_chat_template bool 1 class	qwen2.5_7b_pass_rate float64 0 0.69	qwen3_30b_pass_rate float64 0.06 0.69	extra_info dict	reward_model dict	id large_stringlengths 16 45
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| September 29, 2007 \| September 30, 2006 \| September 24, 2005 \|\n\| --- \| --- \| --- \| --- \|\n\| Beginning allowance balance \| $52 \| $46 \| $47 \|\n\| Charged to costs and expenses \| 12 \| 17 \| 8 \|\n\| Deductions \| -17 \| -11 \| -9 \|\n\| Ending allowance balance \| $47 \| $52 \| $46 \|\n\| \| 2005 \| \| 2004 \| \| 2003 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Tons \| Net Sales \| Tons \| Net Sales \| Tons \| Net Sales \|\n\| \| (tons in thousands; dollars in millions) \| \| \| \| \| \|\n\| Phosphate Fertilizer Products \| \| \| \| \| \| \|\n\| DAP \| 1,583 \| $343.8 \| 1,549 \| $305.3 \| 1,627 \| $264.4 \|\n\| MAP \| 426 \| 94.9 \| 351 \| 71.5 \| 252 \| 43.3 \|\n\| Other phosphate fertilizers-1 \| — \| — \| — \| — \| 13 \| 2.1 \|\n\| Total \| 2,009 \| $438.7 \| 1,900 \| $376.8 \| 1,892 \| $309.8 \|\n\| \| Twelve months ended December 31, \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2016 \| 2015 \| 2014 \| 2016 v. 2015 \| \| 2015 v. 2014 \| \|\n\| \| (in millions, except as noted) \| \| \| \| \| \| \|\n\| Net sales \| $831 \| $788 \| $915 \| $43 \| 5% \| $-127 \| -14% \|\n\| Cost of sales \| 584 \| 469 \| 517 \| 115 \| 25% \| -48 \| -9% \|\n\| Gross margin \| $247 \| $319 \| $398 \| $-72 \| -23% \| $-79 \| -20% \|\n\| Gross margin percentage \| 29.7% \| 40.4% \| 43.5% \| -10.7% \| \| -3.1% \| \|\n\| Sales volume by product tons (000s) \| 3,597 \| 2,460 \| 2,459 \| 1,137 \| 46% \| 1 \| —% \|\n\| Sales volume by nutrient tons (000s)(1) \| 1,654 \| 1,132 \| 1,131 \| 522 \| 46% \| 1 \| —% \|\n\| Average selling price per product ton \| $231 \| $320 \| $372 \| $-89 \| -28% \| $-52 \| -14% \|\n\| Average selling price per nutrient ton-1 \| $502 \| $696 \| $809 \| $-194 \| -28% \| $-113 \| -14% \|\n\| Gross margin per product ton \| $69 \| $129 \| $162 \| $-60 \| -47% \| $-33 \| -20% \|\n\| Gross margin per nutrient ton-1 \| $149 \| $281 \| $352 \| $-132 \| -47% \| $-71 \| -20% \|\n\| Depreciation and amortization \| $112 \| $51 \| $37 \| $61 \| 120% \| $14 \| 38% \|\n\| Unrealized net mark-to-market loss (gain) on natural gas derivatives \| $-67 \| $47 \| $17 \| $-114 \| N/M \| $30 \| 176% \|\nThe question is:\nwhat was the percentage change in the allowance for doubtful accounts from 2005 to 2006?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "Tr2JTr2JTr2JTr2JTr2JTr2JTr3JTr3JTr3JTr2J5ruJ5ruJ5ruJ5ruJ5ruJ5ruJ5ruJ5ruJ5rvJ5rvJ5rvJ5ruJfrqJfrqJfrqJfrqJfrqJfrqJfrqJfrqJfrrJfrrJfrrJfrqJFrmJFrmJFrmJFrmJFrmJFrmJFrmJFrmJFrnJFrnJFrnJFrmJrreJrreJrreJrreJrreJrreJrreJrreJrrfJrrfJrrfJrreJRraJRraJRraJRraJRraJRraJRraJRraJRrbJRrbJRraJZrSJZrSJZrSJZrSJZrSJZrSJZrSJZrSJZrTJZrTJZrQPYRAaJVERNdFMtBCtRMNQ4VFpVBaVROFQKBQGhUDhT+gT9oQ8A/UM1TNUz1A9A/UM1DNQz0A9A/UM1DNQz0A9A/UM1TNUz1A9A/UM1DNQz0A9A/UM1DNQz0A9w1W/s+x31v3OwrvyLr1r7+K7+i6/6+8GQD1D9QzVM5DLQC4DuQzkMpDLQC4DuQzkMpDLUC4DQQwEMRDEQBADQQwEMRDEQBADQQw0LtC4QOMCjQs0LtC4QOMCjQs0LpCtQLYC2QpkK5CtQLYC2QpkK5CtQIkCJQqUKFCiQIkCJQqUKFCiQIkCrQm0JtCaQGsCrQm0JtCaQGsCrQm1JlCTQE0CNQnUJFCTQE0CNQnUBLCKVaGqzwW3wBbUAlowC2RBLIBN1CQRiEQgEoFIBCIRiEQgEoFIJCGVhIT0E9JPSD8h/YT0E9LP6c7tx8lD+inpJ7Se0HpC6wmtJ7Se0HpC6wmtpzvlzlZxP7gh3BFuCfeEm8Jd4baAx1MeT3g84fGExxMeT3g84fGExxMeT3g8fbFJaD2h9YTWE1pPaD2h9YTWE1pPaD2h9YTWE1pPaD2h9YTWE1pPiDwh8oTIEyJPiDwh8oTIEyJPqDt9iUiYPGHyhMkTJk+YPGHyXO/cfnzYMHnK5AmTJ0yeMHnC5AmTJ0yeMHnC5GN30PRDk+ff/Y+bhpn3LTJ/uGn1/OLq5v9PzjZXb87fXR6fvb78283r89PT44v3f/vtyenpTUvob9+fK+k133fUTIcCzLSCWYWxU+h9VEQ9RvHJ8f7D7mrzT8enu8cN+m+y8uW6H3Z+4hb1OY+ktvtr1yev/bnDP+qXt0+9P3GL/Izhz7Hsrz1/8tqfOfyY62Xtb7GMq72OwbhvkfjyhbFQ/ELxC8UvFL9Q/ELxC8UvXgkL/S8EvxD8QvALwS8EvxD8QvALiS8lvpD4QuILiS8kvpD4QuIr7tx+nDwSX2h6oemFpheaXmh6oemFphcqXsh2IduFbBeyXch2uevcdgh1KdSFUBdCXQh1IdSFUBdCXX3n9uPDRqjLHGOh24VuF7", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "k4bMrZW/OhHgMusIzBOgbDw2Hb+q5g8szc2cJEFibC3mfrs/PZ+Ox73i54ueDdAnT4ZmEyzVzaytBXhr6yBgAOvAE30Ib68mbCiwnvJQDUtxJTbWbaQDJABsfAGCHnXYVXleFNpcbKV42VrxorXzVWvmqsfNVY+aqx8lVj5avGyleNla8aK181Vr5qrHzVWPmqsfJVY+WrxspXjZWvovJVVr7KUldR6ipKXUWpqyh1FaWuotRVlLqKUldR6ipLXWVtq6htFbWtorZV1LaK2lZR2ypqW0Vtq6htlbWtsphVFLOKYlZRzCqKWUUxqyhmFcWsophVFLPKYlZZvSqqV0X1qqheFdWronpVVK+K6lVRvSqqV2X1qixXFeWqolxVlKuKclVRrirKVUW5qihXFeWqsiBVFKSKglRRkCoKUkVBqihIFQWpoiBVFKTKklNRcipKTkXJqSg5FSWnouRUlJyKklNRciqLSkVRqSgqFUWloqhUFJWKolJRVCqKSkVRqSwbFWWjomxUlI2KslFRNirKRkXZqCgbFWWjohJUVIKKSlBRCSoqQUUlqKgE1SG0I+tIOnAOlAPjQDjwDXQTjmF4AIGAhIoRKEagGIFiBIoRKEagGIFiBIoRKEYoEYFEBBIRSEQgEYFEBBIRSEQgEeFauSCuiEvimrgororLAu0HxB4Qe0DsAbEHxB4Qe0DeAT0H9BzQc0DPAT1H3bnDOCMIOWDggIEDBg4YOGDggIEDlg1oNaDVgFYDWg1oNaDVgDoDrgy4MuDKgCsDrgy4MuDDgAADAgwIMCDAgAADAgxILiC5gOQCkgtILiC5gOTYuhoW/Qq7mk3NnmZLs6PT265jMIA3obWExxIeS3gs4bGExxIeS7gqIaeEnBJySsgpIaeEnBICSggoIaCEgBICSggoIaB03VwcV8flcX1cIFcIykkoJ6GchHISykkoJ6GchGQSkklIJiGZhGQSkklIJiGZhGQSkklIJiGZhFYSWkloJaGVhFYSskjIIiGLXO98rolmonFkkEVCFglZJGSRkEVCFglZsCV8g2B/sD3YHWwO9kZ5o3UMBnoo6KGgh4IeCnoo6KGgh4IQCkIoCKEghIIQCkIoKKCggIICCgoogF0AuwB2AexybXzoAK2AVgGRAgbFVi+2erHVi61ebPViqxdbvdjqxQYuNnCxgYsNzPSabemrJBTDY2iv12Mwj8EyBusYDJu02aTNJm02abNJm43YbMRmIzYbsdlszWZrNluz2ZrN1my2ZrM1m63ZbA32G/A3G5G9NrNQcDPUPHuFHoN5DJYxWMdgWBq29MIQfLlmt7PZ2euYRbwiVpG3al6qwcrKgHzBBkagCBAhF6gFYsGb", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDYwMVbSUSouqcxJBYoUlQKpWgDX6/rOKQAAAA==" } }	table__multihier___91153
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Pension Benefits \| \| Other Postretirement Benefits \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| For the years ended December 31, \| \| \| \|\n\| \| 2018 \| 2017 \| 2018 \| 2017 \|\n\| Fair value of plan assets — beginning of year \| $3,592 \| $4,678 \| $114 \| $138 \|\n\| Actual return on plan assets \| - 172 \| 549 \| - 2 \| 11 \|\n\| Employer contributions \| 103 \| 280 \| — \| — \|\n\| Benefits paid [1] \| - 161 \| - 248 \| - 27 \| - 35 \|\n\| Expenses paid \| - 17 \| - 21 \| — \| — \|\n\| Settlements \| — \| - 1,647 \| — \| — \|\n\| Foreign exchange adjustment \| - 1 \| 1 \| — \| — \|\n\| Fair value of plan assets — end of year \| $3,344 \| $3,592 \| $85 \| $114 \|\n\| Funded status — end of year \| $- 656 \| $- 784 \| $- 135 \| $- 142 \|\n\| \| As of December 31, \| \|\n\| --- \| --- \| --- \|\n\| \| 2018 \| 2017 \|\n\| Projected benefit obligation \| $4,000 \| $4,376 \|\n\| Accumulated benefit obligation \| $4,000 \| $4,376 \|\n\| Fair value of plan assets \| $3,344 \| $3,592 \|\n\| \| Pension Benefits \| \| Other Postretirement Benefits \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| As of December 31, \| \| \| \|\n\| \| 2018 \| 2017 \| 2018 \| 2017 \|\n\| Other liabilities \| $656 \| $784 \| $135 \| $142 \|\n\| Asset Category \| Level 1 \| Level 2 \| Level 3 \| Total \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Short-term investments: \| $50 \| $60 \| $— \| $110 \|\n\| Fixed Income Securities: \| \| \| \| \|\n\| Corporate \| — \| 1,663 \| 14 \| 1,677 \|\n\| RMBS \| — \| 62 \| 1 \| 63 \|\n\| U.S. Treasuries \| 10 \| 120 \| — \| 130 \|\n\| Foreign government \| — \| 15 \| 2 \| 17 \|\n\| CMBS \| — \| 22 \| — \| 22 \|\n\| Other fixed income [1] \| — \| 52 \| 1 \| 53 \|\n\| Mortgage Loans \| — \| — \| 133 \| 133 \|\n\| Equity Securities: \| \| \| \| \|\n\| Domestic \| 376 \| 3 \| — \| 379 \|\n\| International \| 303 \| — \| — \| 303 \|\n\| Total pension plan assets at fair value, in the fair value hierarchy [2] \| $739 \| $1,997 \| $151 \| $2,887 \|\n\| Other Investments, at net asset value [3]: \| \| \| \| \|\n\| Private Market Alternatives \| \| \| \| 272 \|\n\| Hedge funds \| \| \| \| 186 \|\n\| Total pension plan assets at fair value. \| $739 \| $1,997 \| $151 \| $3,345 \|\n\| Asset Category \| Level 1 \| Level 2 \| Level 3 \| Total \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Short-term investments: \| $21 \| $168 \| $— \| $189 \|\n\| Fixed Income Securities: \| \| \| \| \|\n\| Corporate \| — \| 1,549 \| 14 \| 1,563 \|\n\| RMBS \| — \| 28 \| 2 \| 30 \|\n\| U.S. Treasuries \| 3 \| 74 \| — \| 77 \|\n\| Foreign government \| — \| 16 \| 1 \| 17 \|\n\| CMBS \| — \| 28 \| 2 \| 30 \|\n\| Other fixed income [1] \| — \| 97 \| 2 \| 99 \|\n\| Mortgage Loans \| — \| — \| 140 \| 140 \|\n\| Equity Securities: \| \| \| \| \|\n\| Large-cap domestic \| 595 \| 89 \| — \| 684 \|\n\| Mid-cap domestic \| 11 \| — \| — \| 11 \|\n\| International \| 343 \| — \| — \| 343 \|\n\| Total pension plan assets at fair value, in the fair value hierarchy [2] \| $973 \| $2,049 \| $161 \| $3,183 \|\n\| Other Investments, at net asset value [3]: \| \| \| \| \|\n\| Private Market Alternatives \| \| \| \| 168 \|\n\| Hedge funds \| \| \| \| 212 \|\n\| Total pension plan assets at fair value. \| $973 \| $2,049 \| $161 \| $3,563 \|\n\| 2017 \| $114,857 \|\n\| --- \| --- \|\n\| 2018 \| 127,504 \|\n\| 2019 \| 136,040 \|\n\| 2020 \| 133,092 \|\n\| 2021 \| 122,753 \|\n\| 2022 and thereafter \| 788,180 \|\n\| Total future minimum lease payments \| $1,422,426 \|\nThe question is:\nThe Total pension plan assets at fair value. of which level ranks first?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.125	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "/OSHLTeJ5yGfZ3we8emu0Vyjt2Y5tif8LL2/VYvdXe/pEj2iQ2MOljlg1qeUBlqeL3q86OmiXh2tOjp11iOz9JvD5eWrazl5+6lztHs+6naRgSyMBbEQFsDCV/C6P3Zk+PricPb1+ebw5xffnJ5/fdicvvyPd28vr1XyU/P2ZkSeonqI6hnqngXZsyB7FmR/7KTwnzCUD8/M7gZC7+gcfRtzsMzBOgd3S7Obv5nxPog5yDmoOeg5GHOwzME6B9NFd/NF5wOs3fwNkN38DZDd/A2Q3fwNkN38DZDd/A2Q3fwNkN38DZDdzTdA5ujE8MH/DUKjJCqiJhpEC9FKNHfV6XowXzu7urOrTqfz6YQ6o06pc+qkOqtBV8Ouhl0NuxpboyQqoiYaRAvRSjR3Nelq2tW0q2lXc2uUREXURINoIVqJ5q4WXS27Wna17GptjZKoiJpoEC1EK9Hc1aarbVfbrrZd7a1REhVREw2ihWglmrs66Oqwq8OuDrs6tkZJVERNNIgWopVo7upCVxe7utjVxa4uW6MkKqImGkQL0Uo0d3Wlq6tdXe3qSt9W+rbSt5W+rfRtpW8rfVvp256+7e3b3r7tncb91iiJiqiJBtFCtBJNXY1px7S72Wb8+uL1fxxeXF5tFr78sJPYvP7y1dnXp+8fnL7fZ/zsejt43MNTz09OPjwb3W1VZUVZTY5ps/Npvbg1OeUy7nqR84VqDnoOxhwsc7DOwTx5sD1ke8j2kO0B2wO2B2wP2B6wPWB7wPaA7QHbQ7aHbA/ZHrA9YHvA9oDtAdsDtgdsD9gesD0eZNGDNHqQR7A9XHrX3sV39V1+198EgO0h20O2BzAPYB7APIB5APMA5gHMA5gHMA9hHuA6wHWA6wDXAa4DXAe4DnAd4DogcEDggMABgQMCBwQOCBwQOCBwANUAqgFUA6gGUA2gGkA1gGoA1YCTAScDTgacDDgZcDLgZMDJgJMBCQMSBiQMSBiQMCBhQMKAhAEJQxIGrAtYF7AuYF3AuoB1AesC1uUR1v3sxYt33757dfrptLP4rX239XmEdk/tx/d5h7CgK8gKqoKooClISsK7BGEJwhKEJQhLEJYgLEFYAq0UWgmWEiwlWEqwlGApwVLuHlx+HjxYSrGUgCcBTwKeBDwJeBLwJOBJwJOAJx/kHqRJE8KMMCXMCZPCrDAtIE1KmoQ0CWkS0iSkSUiTkCYhTUKahDTpjWECngQ8CXgS8CTgScCTgCcBTwKeBDwJeBLwJOBJwJOAJwFPgpoENQlqEtQkqElQk6AmQU0Cl/QmLGFNwpqENQlrEtYkrMn1weXnyYY1KWsS1iSsSViTsCZhTcKahDUJa+", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "g8Z60FgPGutB8yNarXGgcQo0ToHmZ7Kak/7mpL856W9O+puT/uZnstqT+vaFL81JfXNS3/wuVnPW3py1N2ftzVl7c9bevGukPe9u3zXSvFykeblI83KR5uS1OXltTl6bk9fm5LU5eW2OWpuj1uaotTlqbY5am6PW5qi1OWptjlrbl3c0R63NUWvz61XNMWhzDNocgzbHoM0xaHMM2r7lon3LRXMq2pyKNj9X1ZxgNieYzQlmc4LZnGA2L15oX7zQvnihedNC86aF5k0LzfFXc/zVHH81x1/N8Vdz/NW+aaF900JzONYcjjWHY83hWHM41hyONYdjzasVeotEIUkoEoKEHiFHqBFiFDAkZEjIkIAhAUMChgQMCRgSMCROHvRmngMYEjIkZEjAkIAhAUMChgQMCRgSMCRgSLhAMoRXJDSnZ83pWXN61pyeNadnzelZc3rWvBOhOUtrztKas7TmLK05S2vO0pqztOY1B81rDppztuacrTlna87ZmnO25pytOWdrztmac7bmnK05Z2vO2ZpztuacrTlna14/0Lx+oDmDa87gmjO45gyuOYNrzuCaM7jmfQPN+waa87nmfK45n2vO55rzueZ8rjmfa14w0LxgoDm7+xAZBlESFVETDaKFaCWaO4OYB3IdyHUg14FcB3JNHVFGVBFFRA2lrS1zMI0kEeFEZhOZTWQ2kdlEZhPxTOQxkcdEHhN5TOQxEb1E1hJZS2QtkbV0Wp1XJ9aZzQetzD1DdBLRSUQnEZ1EdBLRSYQlEZZEWBJhSYQlEZZELhK5SOQikYtELpKyT8o+Kfuk7HN50MrcM4o5qd6kepPqTao3qcKkCpMqTKow9w9amXrG0noPwjqzzKwyi1y2vczBOgeTuBQFWhRoUaBFgRZFWBRhUYS1e/C5Jpq7TBEWRVgUYVGERREWRVgUYVGERREWRViujcvherggrgiFVhRaUWhFoRWFVpRWUVpFaRWlVZRWUVpFaRWlVZRWUVpFMRXFVBRTUUxFMRXFVBRTUUxFMRXFNJ8x9c1DtTiJ2Jyev3xvp744nH51ebh4/wDtJ7tdPV972exied4ntdnleH5SJ++/wvX8ZB9X/x7Pl75+ares62798JitOXRqvtfcW5aT1WQx2z6POVjmYJ2DqUabWmtqram1ptaaWmuqq6muprqa6mqqq6muprqa6mqqq6muprqa6mqqq6muprqa6mqXw/VwQVwRqquprqa6mupqqquprqa6mupqqquprqa6mupqqquprqa6mupqqquprqa6muoaR6rrw3Por95dvrs4bL49Oz/79t23m1eH07eHzZvTv1xbfh9bbT/ZPa+rqGLcVNyg4n", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMlLSUSouqcxJBbKLSoFULQCN/m0jIwAAAA==" } }	table__multihier___91154
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Table 1b: 95% VaR—Prior Model \| 95%/One-Day VaR for 2012 \| \| \| \| 95%/One-Day VaR for 2011 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Market Risk Category \| Period End \| Average \| High \| Low \| Period End \| Average \| High \| Low \|\n\| \| (dollars in millions) \| \| \| \| \| \| \| \|\n\| Interest rate and credit spread \| $84 \| $73 \| $98 \| $46 \| $66 \| $87 \| $137 \| $49 \|\n\| Equity price \| 25 \| 32 \| 46 \| 23 \| 25 \| 31 \| 48 \| 21 \|\n\| Foreign exchange rate \| 14 \| 16 \| 25 \| 9 \| 18 \| 17 \| 27 \| 8 \|\n\| Commodity price \| 23 \| 29 \| 40 \| 22 \| 28 \| 30 \| 44 \| 23 \|\n\| Less: Diversification benefit-1(2) \| -57 \| -70 \| N/A \| N/A \| -67 \| -63 \| N/A \| N/A \|\n\| Primary Risk Categories \| $89 \| $80 \| $108 \| $65 \| $70 \| $102 \| $170 \| $60 \|\n\| Credit Portfolio \| 23 \| 31 \| 52 \| 21 \| 52 \| 97 \| 124 \| 49 \|\n\| Less: Diversification benefit-1(2) \| -17 \| -22 \| N/A \| N/A \| -35 \| -70 \| N/A \| N/A \|\n\| Total Trading VaR \| $95 \| $89 \| $118 \| $74 \| $87 \| $129 \| $168 \| $83 \|\n\| \| Preferred Stock \| Common Stock \| Paid-in Capital \| Retained Earnings \| Employee Stock Trust \| Accumulated Other Comprehensive Income (Loss) \| Common Stock Held in Treasury at Cost \| Common Stock Issued to Employee Trust \| Non- redeemable Non- controlling Interests \| Total Equity \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| BALANCE AT DECEMBER 31, 2011 \| $1,508 \| $20 \| $22,836 \| $40,341 \| $3,166 \| $-157 \| $-2,499 \| $-3,166 \| $8,029 \| $70,078 \|\n\| Net income applicable to Morgan Stanley \| — \| — \| — \| 68 \| — \| — \| — \| — \| — \| 68 \|\n\| Net income applicable to nonredeemable noncontrolling interests \| — \| — \| — \| — \| — \| — \| — \| — \| 524 \| 524 \|\n\| Dividends \| — \| — \| — \| -497 \| — \| — \| — \| — \| — \| -497 \|\n\| Shares issued under employee plans and related tax effects \| — \| — \| 662 \| — \| -234 \| — \| 485 \| 234 \| — \| 1,147 \|\n\| Repurchases of common stock \| — \| — \| — \| — \| — \| — \| -227 \| — \| — \| -227 \|\n\| Net change in cash flow hedges \| — \| — \| — \| — \| — \| 6 \| — \| — \| — \| 6 \|\n\| Pension, postretirement and other related adjustments \| — \| — \| — \| — \| — \| -265 \| — \| — \| 5 \| -260 \|\n\| Foreign currency translation adjustments \| — \| — \| — \| — \| — \| -128 \| — \| — \| -125 \| -253 \|\n\| Change in net unrealized gains on securities available for sale \| — \| — \| — \| — \| — \| 28 \| — \| — \| — \| 28 \|\n\| Purchase of additional stake in the Wealth Management Joint Venture \| — \| — \| -107 \| — \| — \| — \| — \| — \| -1,718 \| -1,825 \|\n\| Reclassification to redeemable noncontrolling interests \| — \| — \| — \| — \| — \| — \| — \| — \| -4,288 \| -4,288 \|\n\| Other net increases \| — \| — \| 35 \| — \| — \| — \| — \| — \| 892 \| 927 \|\n\| BALANCE AT DECEMBER 31, 2012 \| $1,508 \| $20 \| $23,426 \| $39,912 \| $2,932 \| $-516 \| $-2,241 \| $-2,932 \| $3,319 \| $65,428 \|\n\| \| Quoted Prices in Active Markets for Identical Assets (Level 1) \| Significant Observable Inputs (Level 2) \| Significant Unobservable Inputs (Level 3) \| Counterparty and Cash Collateral Netting \| Balance at December 31, 2011 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| (dollars in millions) \| \| \| \| \|\n\| Securities sold under agreements to repurchase \| — \| 8 \| 340 \| — \| 348 \|\n\| Other secured financings \| — \| 14,024 \| 570 \| — \| 14,594 \|\n\| Long-term borrowings \| 10 \| 38,050 \| 1,603 \| — \| 39,663 \|\n\| Total liabilities measured at fair value \| $76,234 \| $156,460 \| $11,154 \| $-54,262 \| $189,586 \|\nThe question is:\nWhat will Primary Risk Categories for Period End reach in 2013 if it continues to grow at its current rate? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQ01jM0NTc0UdJRKi6pzEkFihWVAqlaANVIEV8rAAAA" } }	table__multihier___91155
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Years Ended December 31, \| \| \| \| Percentage Change \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Rate for 1 USD \| 2018 \| 2017 \| 2016 \| 2018 vs. 2017 \| 2017 vs. 2016 \|\n\| Currency: \| \| \| \| \| \|\n\| GBP \| 0.75 \| 0.78 \| 0.73 \| -4% \| 7% \|\n\| EUR \| 0.84 \| 0.90 \| 0.90 \| -7% \| -% \|\n\| JPY \| 110.50 \| 112.44 \| 109.19 \| -2% \| 3% \|\n\| 2008 \| 2007 \| 2006 \| 2005 \|\n\| --- \| --- \| --- \| --- \|\n\| (In Thousands) \| \| \| \|\n\| -$50,794 \| $154,176 \| $97,277 \| $136,545 \|\n\| Year Ended December 31, \| 2010 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \| --- \|\n\| Statutory U.S. federal tax rate \| 35.0% \| 35.0% \| 35.0% \|\n\| State and local income taxes — net of federal benefit \| 0.6 \| 0.7 \| 0.8 \|\n\| Earnings in jurisdictions taxed at rates different from the statutory U.S. federal rate \| -5.6 1 \| -11.6 9 \| -14.5 14,15,16 \|\n\| Equity income or loss \| -1.9 2 \| -2.3 10 \| 0.217 \|\n\| CCE transaction \| -12.5 3,4 \| — \| — \|\n\| Nordic bottler sale \| 0.45 \| — \| — \|\n\| Other operating charges \| 0.46 \| 0.611 \| 0.718 \|\n\| Other — net \| 0.37,8 \| 0.412,13 \| -0.5 19,20 \|\n\| Effective tax rates \| 16.7% \| 22.8% \| 21.7% \|\n\| \| As of December 31, 2009-3 \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Level 1 \| Level 2 \| Level 3 \| Netting-2 \| Total \|\n\| \| (in millions) \| \| \| \| \|\n\| Fixed maturities, available for sale: \| \| \| \| \| \|\n\| U.S. Treasury securities and obligations of U.S. government authorities and agencies \| $0 \| $8,268 \| $0 \| \| $$8,268 \|\n\| Obligations of U.S. states and their political subdivisions \| 0 \| 1,375 \| 0 \| \| 1,375 \|\n\| Foreign government bonds \| 0 \| 42,007 \| 47 \| \| 42,054 \|\n\| Corporate securities \| 5 \| 89,794 \| 902 \| \| 90,701 \|\n\| Asset-backed securities \| 0 \| 3,875 \| 6,363 \| \| 10,238 \|\n\| Commercial mortgage-backed securities \| 0 \| 10,713 \| 305 \| \| 11,018 \|\n\| Residential mortgage-backed securities \| 0 \| 11,467 \| 104 \| \| 11,571 \|\n\| Subtotal \| 5 \| 167,499 \| 7,721 \| \| 175,225 \|\n\| Trading account assets supporting insurance liabilities: \| \| \| \| \| \|\n\| U.S. Treasury securities and obligations of U.S. government authorities and agencies \| 0 \| 128 \| 0 \| \| 128 \|\n\| Obligations of U.S. states and their political subdivisions \| 0 \| 31 \| 0 \| \| 31 \|\n\| Foreign government bonds \| 0 \| 517 \| 0 \| \| 517 \|\n\| Corporate securities \| 0 \| 9,419 \| 83 \| \| 9,502 \|\n\| Asset-backed securities \| 0 \| 576 \| 281 \| \| 857 \|\n\| Commercial mortgage-backed securities \| 0 \| 1,888 \| 5 \| \| 1,893 \|\n\| Residential mortgage-backed securities \| 0 \| 1,412 \| 20 \| \| 1,432 \|\n\| Equity securities \| 700 \| 232 \| 3 \| \| 935 \|\n\| Short-term investments and cash equivalents \| 338 \| 387 \| 0 \| \| 725 \|\n\| Subtotal \| 1,038 \| 14,590 \| 392 \| \| 16,020 \|\n\| Other trading account assets: \| \| \| \| \| \|\n\| U.S. Treasury securities and obligations of U.S. government authorities and agencies \| 0 \| 95 \| 0 \| \| 95 \|\n\| Obligations of U.S. states and their political subdivisions \| 0 \| 0 \| 0 \| \| 0 \|\n\| Foreign government bonds \| 1 \| 23 \| 0 \| \| 24 \|\n\| Corporate securities \| 16 \| 309 \| 34 \| \| 359 \|\n\| Asset-backed securities \| 0 \| 894 \| 97 \| \| 991 \|\n\| Commercial mortgage-backed securities \| 0 \| 109 \| 27 \| \| 136 \|\n\| Residential mortgage-backed securities \| 0 \| 146 \| 12 \| \| 158 \|\n\| Equity securities \| 311 \| 136 \| 24 \| \| 471 \|\n\| All other \| 37 \| 4,707 \| 297 \| -4,242 \| 799 \|\n\| Subtotal \| 365 \| 6,419 \| 491 \| -4,242 \| 3,033 \|\n\| Equity securities, available for sale \| 3,755 \| 2,747 \| 393 \| \| 6,895 \|\n\| Commercial mortgage and other loans \| 0 \| 114 \| 338 \| \| 452 \|\n\| Other long-term investments \| 36 \| 66 \| 498 \| \| 600 \|\n\| Short-term investments \| 3,561 \| 2,831 \| 0 \| \| 6,392 \|\n\| Cash equivalents \| 5,671 \| 4,468 \| 0 \| \| 10,139 \|\n\| Other assets \| 2,391 \| 176 \| 27 \| \| 2,594 \|\n\| Subtotal excluding separate account assets \| 16,822 \| 198,910 \| 9,860 \| -4,242 \| 221,350 \|\n\| Separate account assets-1 \| 33,641 \| 127,381 \| 13,052 \| \| 174,074 \|\n\| Total assets \| $50,463 \| $326,291 \| $22,912 \| $-4,242 \| $395,424 \|\n\| Future policy benefits \| $0 \| $0 \| $55 \| \| $$55 \|\n\| Long-term debt \| 0 \| 0 \| 429 \| \| 429 \|\n\| Other liabilities \| 0 \| 4,764 \| 6 \| -3,841 \| 929 \|\n\| Total liabilities \| $0 \| $4,764 \| $490 \| $-3,841 \| $1,413 \|\nThe question is:\nWhat is the Total assets as of December 31, 2009 for the Level where the Total assets as of December 31, 2009 is the least? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "JtKaSGsirYm0JtKaSGsirYlaJmqZqGWilolaJmqZqGWilolaJgKYCGAigIkAJgKYCGAigIkA1gEB/Mt//Pv/SADXesfV5symzGbM1szqgOQ9NO47ydvshs2Puny+e3l95KwRvJ1S1QHBe3gWo+Cd7m8zjyuzjMY6GuPGIXiFhhUaVmhYoWGFhhUaVmhYoWGFhhWyVMhSIUuFLBWyVMhSIUuFLBWyVMhSIUuFLBWyVMhSIUuFLBWyVMhSIUuFLBWyVMhSIUuFLBWyVMhSIUuFLBWyVMhSIUtlyBlzBp1Rh0gVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUgVIlWIVCFShUj1AZH673/3Px8WqWk6+/r9Y5rlEqslFks8AfEAxPOPPqBgDzm1vHUqvq7aeZUfdYdb0ZjONl9Pm90d6iMXBh2LP9vdpz9yLqOO5f4287g+y2isozHuLTrW6FijY42ONTrW6FijY42ONTrW6FijY42ONTrW6FijY42ONTrW6FijY42ONTrW6FijY42ONTrW6FijXI1yNcrVKFejXI1yNcrVKFejVY1WNVrVaFWjVY1WNVrVaFWjTo06NerUqFOjTm0YG8cGMnrU6FGjR40eNXrU6FGjR40eNQrUqEyjJI1aNGrRqEWjFo1aNGrR650RVqwxrlGLRi0atWjUolGLRi0atWjUolELNsXqs8Vna8+eEXtE7Akx+8w2s8tsMnvMFrPDJBwz1DhDjTPUOEONM9Q4Q40z1DhDjTPUOEONM9Q4Q40z1DhDjTPUOEONM9Q4Q4YzZDhDhjNkOEOGM2Q4Q4YzZDhDhjNkOEOGM2Q4Q4YzZDhDhjNkCHY9afCgwXMGj/g94feAn4SUfBSiIBslGYVBFn0fAgNq8RzCYwhPITzT90jfE33YCrKCq6AqmAqigqegKVjKUwoPKTyj2DCRDRPZMBGID96D9mA9SA/Og/IGxpvG1sU3RoxGjkaNRo/GPBrLaKyjMQw6jYOORexpbJGcxhbJaWyRnMYWyWlskZzGFslpbJGcxhbJiRbJyRbJyRbJyRbJia7Hia7Hia7Hia7Hia7Hia7Hia7Hia7Hia7Hya7Hya7Hya7HiUbGiUbGiUbGiUbGiUbGiUbGiUbGiUbGiUbGyUbGyUbGyUbGid7Eid7Eid7Eid7Eid7Eid7Eid7Eid7Eid7Eyd7Eyd7Eyd7EiXbDiXbDiXbDiXbDiXbDiXbDiXbDiXbDiXbDyXbDyXbDyXbDiQ7CiQ7CiQ7CiQ7CiQ7CiQ7CiQ7CiQ7CiQ7CyQ7CyQ7CyQ7CiabAiabAiabAiabAiabAiabAiabAiabAiabAyabAyabAyabAiT6/iT6/iT6/iT6/iT6/iT6/iT6/iT6/iT6/yT6/", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjKyNDRS0lEqLqnMSQXyi0qBVC0AVyK9UScAAAA=" } }	table__multihier___91157
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2009 \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| Balance January 1 2009 -1 \| Merrill Lynch Acquisition \| Gains (Losses) Included in Earnings \| Gains (Losses) Included in OCI \| Purchases, Issuances and Settlements \| Transfers into/(out of) Level 3 (1) \| Balance December 31 2009 -1 \|\n\| Trading account assets: \| \| \| \| \| \| \| \|\n\| Corporate securities, trading loans and other \| $4,540 \| $7,012 \| $370 \| $– \| $-2,015 \| $1,173 \| $11,080 \|\n\| Equity securities \| 546 \| 3,848 \| -396 \| – \| -2,425 \| -489 \| 1,084 \|\n\| Non-U.S.sovereign debt \| – \| 30 \| 136 \| – \| 167 \| 810 \| 1,143 \|\n\| Mortgage trading loans and asset-backed securities \| 1,647 \| 7,294 \| -262 \| – \| 933 \| -1,842 \| 7,770 \|\n\| Total trading account assets \| 6,733 \| 18,184 \| -152 \| – \| -3,340 \| -348 \| 21,077 \|\n\| Net derivative assets-2 \| 2,270 \| 2,307 \| 5,526 \| – \| -7,906 \| 5,666 \| 7,863 \|\n\| Available-for-saledebt securities: \| \| \| \| \| \| \| \|\n\| Non-agency MBS: \| \| \| \| \| \| \| \|\n\| Residential \| 5,439 \| 2,509 \| -1,159 \| 2,738 \| -4,187 \| 1,876 \| 7,216 \|\n\| Commercial \| 657 \| – \| -185 \| -7 \| -155 \| -52 \| 258 \|\n\| Non-U.S.securities \| 1,247 \| – \| -79 \| -226 \| -73 \| -401 \| 468 \|\n\| Corporate/Agency bonds \| 1,598 \| – \| -22 \| 127 \| 324 \| -1,100 \| 927 \|\n\| Other taxable securities \| 9,599 \| – \| -75 \| 669 \| 815 \| -1,154 \| 9,854 \|\n\| Tax-exempt securities \| 162 \| – \| 2 \| 26 \| 788 \| 645 \| 1,623 \|\n\| Totalavailable-for-saledebt securities \| 18,702 \| 2,509 \| -1,518 \| 3,327 \| -2,488 \| -186 \| 20,346 \|\n\| Loans and leases-3 \| 5,413 \| 2,452 \| 515 \| – \| -3,718 \| 274 \| 4,936 \|\n\| Mortgage servicing rights \| 12,733 \| 209 \| 5,286 \| – \| 1,237 \| – \| 19,465 \|\n\| Loansheld-for-sale-3 \| 3,382 \| 3,872 \| 678 \| – \| -1,048 \| 58 \| 6,942 \|\n\| Other assets-4 \| 4,157 \| 2,696 \| 1,273 \| – \| -308 \| 3 \| 7,821 \|\n\| Trading account liabilities: \| \| \| \| \| \| \| \|\n\| Non-U.S.sovereign debt \| – \| – \| -38 \| – \| – \| -348 \| -386 \|\n\| Corporate securities and other \| – \| – \| – \| – \| 4 \| -14 \| -10 \|\n\| Total trading account liabilities \| – \| – \| -38 \| – \| 4 \| -362 \| -396 \|\n\| Commercial paper and other short-term borrowings-3 \| -816 \| – \| -11 \| – \| 120 \| – \| -707 \|\n\| Accrued expenses and other liabilities-3 \| -1,124 \| -1,337 \| 1,396 \| – \| 174 \| – \| -891 \|\n\| Long-term debt-3 \| – \| -7,481 \| -2,310 \| – \| 830 \| 4,301 \| -4,660 \|\n\| \| 2008 \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| Balance January 1 2008 -1 \| Countrywide Acquisition \| Gains (Losses) Included in Earnings \| Gains (Losses) Included in OCI \| Purchases, Issuances and Settlements \| Transfers into/(out of) Level 3 (1) \| Balance December 31 2008 -1 \|\n\| Trading account assets \| $4,027 \| $– \| $-3,222 \| $– \| $-1,233 \| $7,161 \| $6,733 \|\n\| Net derivative assets-2 \| -1,203 \| -185 \| 2,531 \| – \| 1,380 \| -253 \| 2,270 \|\n\| Available-for-saledebt securities \| 5,507 \| 528 \| -2,509 \| -1,688 \| 2,754 \| 14,110 \| 18,702 \|\n\| Loans and leases-3 \| 4,590 \| – \| -780 \| – \| 1,603 \| – \| 5,413 \|\n\| Mortgage servicing rights \| 3,053 \| 17,188 \| -7,115 \| – \| -393 \| – \| 12,733 \|\n\| Loansheld-for-sale-3 \| 1,334 \| 1,425 \| -1,047 \| – \| -542 \| 2,212 \| 3,382 \|\n\| Other assets-4 \| 3,987 \| 1,407 \| 175 \| – \| -1,372 \| -40 \| 4,157 \|\n\| Accrued expenses and other liabilities-3 \| -660 \| -1,212 \| -169 \| – \| 101 \| – \| -1,940 \|\n\| \| Defined Benefit Pension Plans \| \| Retiree Medical and LifeInsurance Plans \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| 2006 \| 2005 \| 2006 \| 2005 \|\n\| Asset category: \| \| \| \| \|\n\| Equity securities \| 63% \| 61% \| 63% \| 66% \|\n\| Debt securities \| 31 \| 34 \| 35 \| 33 \|\n\| Other \| 6 \| 5 \| 2 \| 1 \|\n\| \| 100% \| 100% \| 100% \| 100% \|\n\| Investment Groups \| Asset Allocation Ranges \|\n\| --- \| --- \|\n\| U.S. equity securities \| 30 – 60% \|\n\| Non-U.S. equity securities \| 10 – 30% \|\n\| Debt securities \| 20 – 40% \|\n\| Cash \| 0 – 15% \|\n\| Other \| 0 – 40% \|\nThe question is:\nWhat's the average of Trading account assets in terms of Balance January 1 2009 in 2009? (in dollars in millions)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "gjVMNVcmL1/unr7e7FqBfma6VYzxRb3s+njrPPPokUdPPHrg0fOOuTKT+cszv5dOvphfnmxiN/N8Jp8rCeWLnPd3rT6/7w+E8sWeUXJlhvKX3a6llC+O4+aW987/9Ez+V/LKF5uXm109N1cmI9fD4w5q+WKzeXmy7Nd6GTf6iFfe9ZE2taRNLWlTS/L6juT1HcnrO5LXdySv70he35E0GiSNBsmrUdKmgLQpIG0KSF6dkrw7JXl5SvL2lOT1Kcn7U5LSb1L6TUq/STU3qeYm1dykmptUc5NqblLNTaq5mXhPvCfeE++J98R74t0N5Y4qvBfeC++F98J74b3wTkI9G3+Nv8Zf46/x1/hr/PUtf+PVTnif8D7hfcL7hPcJ7xPeeZZPnuVzxvuM9xnvM95nvM94n/HOw0HycJAL3he8L3hf8L7gfcH7gneCoiQoSoKiJM5J4pwkzkninCTOSeKcJM5J4pxDRdq/uxH665/GktLKLv2Pj/FWXi28Wnf1FPmhIuzdk/mF/sBdffxQafXuUVeXTrb7q63nGf+Tp5ZDVdC7R37AqZbonYfpAR5Wv0Rh2e7Gnx+xve7q3j1ZajfuMm6bcUMTCBTaXmh7oe2FthfaXmh7oe2FthfaXsh1IdeFXBdyXch1IdeFXBdyXch1IdeFXBdyXch1IdeFXBdyXch1IdeFXBdyXch1IdeFXBdyXch1IdeFXBdyXch1IdeFXBdyXch1uencdYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3Id6FeBfiXYh3r+92fGD+0l4KWynspPDNE754wvdO9PoeyXUSf7KbbD504NWliWnno57RxydK3+sbGR9cPZjmnZPpoU5WKv6y2a/F/NgteZfqbyp3gy/jdhqRgOo3qt+ofqP6jeo3qt+ofqP6jeo3qt+ofqP6jeo3qt+ofqP6jeo3qt+ofqP6jeo3qt+ofqP6jeo3qt/ofKPzjc43Ot/ofKPzjc43Ot8oe6PsjbI3yt4oe6PsjbI3yt5oeaPljZY3Wt5oeaPljZa3Gxn1btS7Ue9GvRv1btS7Ue9GvRu9bjS50d1GWxttbbS10dZGWxtt7eWWhwVr3Ndoa6OtjbY22tpoa6OtjbY22tpo63TfSdtPk5rvT2Icf3X66n/dMPxDn5w30+7FhzYs2a9ku5LvlvHVMr5ZZrrvmO7DL+VeUZ5jW7tLyed0u7rUuGuZm+47t/usE/hEz6f7zu8+3PVard/uTm5P9x3jffgE1r+povZ3f/4cALrrLNO8KwhBdjypTEQJE1HCRJQwESVMRAkTUcJElDARJUxECRNRwkSUMBElTEQJE1HCRJQwESVMRAkTccFEXDARF0zEBRNxwURcMBEXTMQFE3HBRFwwERdMxAUTccFEXDARF0zEBfPqlvMPx+TWvcJ5//YD27", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjSzMNYzMlXSUSouqcxJBYoUlQKpWgCOXuGKKQAAAA==" } }	table__multihier___91160
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Table 1b: 95% VaR—Prior Model \| 95%/One-Day VaR for 2012 \| \| \| \| 95%/One-Day VaR for 2011 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Market Risk Category \| Period End \| Average \| High \| Low \| Period End \| Average \| High \| Low \|\n\| \| (dollars in millions) \| \| \| \| \| \| \| \|\n\| Interest rate and credit spread \| $84 \| $73 \| $98 \| $46 \| $66 \| $87 \| $137 \| $49 \|\n\| Equity price \| 25 \| 32 \| 46 \| 23 \| 25 \| 31 \| 48 \| 21 \|\n\| Foreign exchange rate \| 14 \| 16 \| 25 \| 9 \| 18 \| 17 \| 27 \| 8 \|\n\| Commodity price \| 23 \| 29 \| 40 \| 22 \| 28 \| 30 \| 44 \| 23 \|\n\| Less: Diversification benefit-1(2) \| -57 \| -70 \| N/A \| N/A \| -67 \| -63 \| N/A \| N/A \|\n\| Primary Risk Categories \| $89 \| $80 \| $108 \| $65 \| $70 \| $102 \| $170 \| $60 \|\n\| Credit Portfolio \| 23 \| 31 \| 52 \| 21 \| 52 \| 97 \| 124 \| 49 \|\n\| Less: Diversification benefit-1(2) \| -17 \| -22 \| N/A \| N/A \| -35 \| -70 \| N/A \| N/A \|\n\| Total Trading VaR \| $95 \| $89 \| $118 \| $74 \| $87 \| $129 \| $168 \| $83 \|\n\| \| Preferred Stock \| Common Stock \| Paid-in Capital \| Retained Earnings \| Employee Stock Trust \| Accumulated Other Comprehensive Income (Loss) \| Common Stock Held in Treasury at Cost \| Common Stock Issued to Employee Trust \| Non- redeemable Non- controlling Interests \| Total Equity \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| BALANCE AT DECEMBER 31, 2011 \| $1,508 \| $20 \| $22,836 \| $40,341 \| $3,166 \| $-157 \| $-2,499 \| $-3,166 \| $8,029 \| $70,078 \|\n\| Net income applicable to Morgan Stanley \| — \| — \| — \| 68 \| — \| — \| — \| — \| — \| 68 \|\n\| Net income applicable to nonredeemable noncontrolling interests \| — \| — \| — \| — \| — \| — \| — \| — \| 524 \| 524 \|\n\| Dividends \| — \| — \| — \| -497 \| — \| — \| — \| — \| — \| -497 \|\n\| Shares issued under employee plans and related tax effects \| — \| — \| 662 \| — \| -234 \| — \| 485 \| 234 \| — \| 1,147 \|\n\| Repurchases of common stock \| — \| — \| — \| — \| — \| — \| -227 \| — \| — \| -227 \|\n\| Net change in cash flow hedges \| — \| — \| — \| — \| — \| 6 \| — \| — \| — \| 6 \|\n\| Pension, postretirement and other related adjustments \| — \| — \| — \| — \| — \| -265 \| — \| — \| 5 \| -260 \|\n\| Foreign currency translation adjustments \| — \| — \| — \| — \| — \| -128 \| — \| — \| -125 \| -253 \|\n\| Change in net unrealized gains on securities available for sale \| — \| — \| — \| — \| — \| 28 \| — \| — \| — \| 28 \|\n\| Purchase of additional stake in the Wealth Management Joint Venture \| — \| — \| -107 \| — \| — \| — \| — \| — \| -1,718 \| -1,825 \|\n\| Reclassification to redeemable noncontrolling interests \| — \| — \| — \| — \| — \| — \| — \| — \| -4,288 \| -4,288 \|\n\| Other net increases \| — \| — \| 35 \| — \| — \| — \| — \| — \| 892 \| 927 \|\n\| BALANCE AT DECEMBER 31, 2012 \| $1,508 \| $20 \| $23,426 \| $39,912 \| $2,932 \| $-516 \| $-2,241 \| $-2,932 \| $3,319 \| $65,428 \|\n\| \| Quoted Prices in Active Markets for Identical Assets (Level 1) \| Significant Observable Inputs (Level 2) \| Significant Unobservable Inputs (Level 3) \| Counterparty and Cash Collateral Netting \| Balance at December 31, 2011 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| (dollars in millions) \| \| \| \| \|\n\| Securities sold under agreements to repurchase \| — \| 8 \| 340 \| — \| 348 \|\n\| Other secured financings \| — \| 14,024 \| 570 \| — \| 14,594 \|\n\| Long-term borrowings \| 10 \| 38,050 \| 1,603 \| — \| 39,663 \|\n\| Total liabilities measured at fair value \| $76,234 \| $156,460 \| $11,154 \| $-54,262 \| $189,586 \|\nThe question is:\nWhat's the current growth rate of Primary Risk Categories for Period End?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "mglX3+V3/d0AqJlQzQR6JdArgV4J9EqgVwK9EuiVQK8EeiXUK4EiCRRJoEgCRRIokkCRBIokUCSBIgkVSaA5As0RaI5AcwSaI9AcgeYINEegOULNEaiKQFUEqiJQFYGqCFRFoCoCVRGoilBVBLoh0A2Bbgh0Q6AbAt0Q6IZANwS6IdQNgTIIlEGgDAJlECiDQBkEyiBQBoEyCJVBwP6A/QH7A/YH7A/YH7A/YD+erWP7leJHSt7D/reph+ufcW9fHHx7erYH1XX1ylNQfqqjd1WRwR9ae2jnn8n0Xo5uOq/xNfSDRvJ59J6qN7dzn8ful9FYR2NcY/id8jshdELohNAJoRNCJ4ROCJ0QOiF0At0Eugl0E+gm0E2gm0A3gW4C3YSjCUcTjiYcTTiacDThaMLR1NsAZwLOdJsBznQPuAncBW4DwJmQMiFlQsqElAkpE1ImpExImZAyQWOCxgSNCRoTNCZoTNCYoDFBY8LChIUJCxMWJixMWJiwMGFhwsIEfgn8Evgl8Evgl8AvgV8CvwR+Ce0S2iW0S2iX0C6hXUK7hHYJ7RK8JXhL8JbgLcFbgrcEbwnexl+zvw/Qvzs/++7wcrt7dfDN+W53/pf3wfl/vTm/yqB/fXWX73UQ/vXJ5VX6/PfHuz9v95i4uovkty/2n2V7krw8+PXFxfaWHdOH0PUeHUpVM2sm1uoevP7UsB+N1lyP+naI+VkdfyZWp/kob3qucf79ycP4zC/izTzfdj2PXS+jsY7GuLFgagHRAqIFRAuIFhAtIFpAtIBoAdECogVEC4gWEC0gWkC0gGgB0QKiBUQLiBYQLSBaQLSAaAHRAqIFRAuIFhAtIFpAtIBoAdECogVEC4gWEC0gWu5oIFpuOfecm85dB0QLiBYQLSBaQLSAaAHRAqIFRAuIFhAtIFpAtIBoAdECogVEC4gWEC0gWkC0gGgB0QKiBUQLiBYQLSBaQLSAaAHRAqIFRAuIFhAtIFpAtIBoAdECogVEC4gWEC0gWkC074Ho2+Pxl6fH35y+fJvAfHVdOHN1mH958O3x6e7gh+OXb7Z/S7B+sczP3xc8xqG5Fw+DPAvqe+j6kPk8mrhfTD0/r/noZuT5ZOP5TBB/MU3Pp759lfWoAX15/ubqbP/18e7yx+tqjy+vioS+vOp7/z/vm/nD9vLyqgTgp8dz2PU83lUZB4XFnzOgz9MIX0zr5nmv880g5nEPLaOxjsboOsiERiY0MqGRCY1MaGRCIxMamdDIhEYmNDKhkQmNTGhkQiMTGpnQyIRGJjQyoZEJjUxoZEIjExqZ0MiERiY0wqARBo0waIRBIwwaYdAIg0YYNFKgkQKNFGikQCMFGinQSIFGCjTwb+DfwL+BfwP/dhu7j93I4L7BfYP7BvcN7hvcN7jv+U5/4+4B9w3uG9w3uG9w3+C+QXqD9AbpDdIbpDdI", "part_7": "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", "part_8": "owgdRegoQkcREIqAUASEIiAUAaEICEVAKAJCERCKgFAEhCIgFAGhCAhFQCgCQhEQihBQhIAiBBQhoAgBLINaXCmuEm/cvHFz1pKlZCXbYdDAMhrraAxu3rh54+aNmzfO2zhv47zsIPW+6TGzYzMxcOblzLwcNuVs1zzUo0EDy2isozG8HLat3womz8ydLUxkYSLsfbY+O5+Nz77n64KPC74t8A6/LEymmUtbGfrK0FfWAIfD33A3vA368mXChwnfJTioXyWm2sy04ck4Mn6MGwNyvlX4VBm+VGo8+arx5KvGk68aT75qPPmq8eSrxpOvGk++ajz5qvHkq8aTrxpPvmo8+arx5KvGk68aT75qPPmq8eSrOPkqT77Ko67iqKs46iqOuoqjruKoqzjqKo66iqOu4qirPOoqz7aKs63ibKs42yrOtoqzreJsqzjbKs62irOt8myrPMwqDrOKw6ziMKs4zCoOs4rDrOIwqzjMKg6zysOs8vSqOL0qTq+K06vi9Ko4vSpOr4rTq+L0qji9Kk+vyuOq4riqOK4qjquK46riuKo4riqOq4rjquK4qjyQKg6kigOp4kCqOJAqDqSKA6niQKo4kCoOpMojp+LIqThyKo6ciiOn4sipOHIqjpyKI6fiyKk8VCoOlYpDpeJQqThUKg6VikOl4lCpOFQqDpXKY6Pi2Kg4NiqOjYpjo+LYqDg2Ko6NimOj4tioOAkqToKKk6DiJKg4CSpOgoqToDok7Bh1DDrEHEIOEYeAQ7wh3IRjGF5AAJCQGAExAmIExAiIERAjIEZAjIAYATFCRASICBARICJARICIABEBIgJEhGvlgrgiLolr4qK4Ki4LYT8I7EFgDwJ7ENiDwB4E9iB4B+E5CM9BeA7CcxCeo+70MM6IgBxE4CACBxE4iMBBBA4icBBlg7AahNUgrAZhNQirQVgNQmcQK4NYGcTKIFYGsTKIlUE8DAJgEACDABgEwCAABgEwCHJBkAuCXBDkgiAXBLkgyLF1FSzqFXY1m5o9zZZmR6fdrqMxOG8S1pI4lsSxJI4lcSyJY0kcS2JVEpyS4JQEpyQ4JcEpCU5JAEoCUBKAkgCUBKAkACUBKF03F8fVcXlcHxfIFSLkJCEnCTlJyElCThJykpCTBJkkyCRBJgkySZBJgkwSZJIgkwSZJMgkQSYJMklYScJKElaSsJKElSRYJMEiCRa53nmusWascWQEiyRYJMEiCRZJsEiCRRIs2BJ+QbA/2B7sDjYHe6PsaB2NITwU4aEID0V4KMJDER6K8FAEhCIgFAGhCAhFQCgCQhECihBQhIAiBBSOXTh24diFY5dr40vH0QrXKlykcINiqxdbvdjqxVYvtnqx1YutXmz1YgMXG7jYwMUGZnrNtvRTkhDDa2jb69GYR2MZjXU0hk3abNJmkzabtNmkzUZsNmKzEZuN2Gy2", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMjc0MVbSUSouqcxJBYoUlQKpWgBqeRyAKQAAAA==" } }	table__multihier___91161
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2010 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \| --- \|\n\| Basic earnings per share \| \| \| \|\n\| As reported \| N/A \| N/A \| $-5.59 \|\n\| Two-class method \| $0.36 \| $-0.80 \| -5.63 \|\n\| Diluted earnings per share-1 \| \| \| \|\n\| As reported \| N/A \| N/A \| -5.59 \|\n\| Two-class method \| 0.35 \| -0.80 \| -5.63 \|\n\| \| December 31,2015 \| September 30,2015 \| December 31,2014 \|\n\| --- \| --- \| --- \| --- \|\n\| Transportation and industrial \| 28% \| 28% \| 30% \|\n\| Consumer retail and health \| 17 \| 15 \| 11 \|\n\| Technology, media and telecom \| 16 \| 15 \| 15 \|\n\| Energy \| 13 \| 13 \| 10 \|\n\| Power, chemicals, commodities and metals and mining \| 12 \| 13 \| 15 \|\n\| Public sector \| 4 \| 4 \| 6 \|\n\| Insurance and special purpose entities \| 5 \| 6 \| 4 \|\n\| Banks/broker-dealers \| 4 \| 4 \| 7 \|\n\| Other industries \| 1 \| 2 \| 2 \|\n\| Total \| 100% \| 100% \| 100% \|\n\| \| December 31,2015 \| September 30,2015 \| December 31,2014 \|\n\| --- \| --- \| --- \| --- \|\n\| AAA/AA/A \| 21% \| 24% \| 24% \|\n\| BBB \| 48 \| 44 \| 42 \|\n\| BB/B \| 27 \| 28 \| 28 \|\n\| CCC or below \| 4 \| 4 \| 6 \|\n\| Total \| 100% \| 100% \| 100% \|\n\| In millions of dollars at December 31, 2015 \| Duewithin1 year \| Over 1yearbutwithin5 years \| Over 5years \| Total \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Corporate loan \| \| \| \| \|\n\| In U.S. offices \| \| \| \| \|\n\| Commercial and industrial loans \| $19,921 \| $13,522 \| $7,704 \| $41,147 \|\n\| Financial institutions \| 17,620 \| 11,961 \| 6,815 \| 36,396 \|\n\| Mortgage and real estate \| 18,187 \| 12,345 \| 7,033 \| 37,565 \|\n\| Lease financing \| 862 \| 585 \| 333 \| 1,780 \|\n\| Installment, revolving credit, other \| 16,157 \| 10,968 \| 6,249 \| 33,374 \|\n\| In offices outside the U.S. \| 90,365 \| 34,440 \| 13,427 \| 138,232 \|\n\| Total corporate loans \| $163,112 \| $83,821 \| $41,561 \| $288,494 \|\n\| Fixed/variablepricing of corporateloans withmaturities due afterone year-1 \| \| \| \| \|\n\| Loans at fixedinterest rates \| \| $9,858 \| $11,192 \| \|\n\| Loans at floating oradjustable interestrates \| \| 73,963 \| 30,369 \| \|\n\| Total \| \| $83,821 \| $41,561 \| \|\nThe question is:\nWhat's the sum of all Duewithin1 year that are positive in 2015 for Corporate loan In U.S. offices? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "8gJLXmDJCyx5gSUvsOQFlrzAkhdY8gJLXnw4W/32t4cPLZv3x7L1Ef1xogirwUrw7L17dpcDB5V6f5va3yZfOMXaXxv7a2ueRc/BmINlDtY5mB8WaA/RHqI9RHuA9gDtAdoDtAdoD9AeoD1Ae4D2EO0h2kO0B2gP0B6gPUB7gPYA7QHaA7QHaI9nWfUsrZ7lFWgP0B7uvZvv7rv97r8JANpDtAfwDuAdwDuAdwDvAN4BvAN4B/AO4R3gOcBzgOcAzwGeAzwHeA7wHOA5xHMA4ADAAYADAAcADgAcADgAcADgEMABYgPEBogNEBsgNkBsgNgAsQFiQ8QGEA0gGkA0gGgA0QCiAUQDiAYQDSEaYDLAZIDJAJMBJgNMBpgMMBlgMsRkAMIAhAEIAxAGIAxAGIAwAGEeBOFvPkvCWJ4woxB4xPeEnwdJ+JvPozDW/X3ypZOsAxfXPI+egzEHyxysczA/L1iYsjChXUK7hHYJ7RLaJbRLaJfQLqFdArAEYAnAEoAlAEsAlgAsAVgCsIRJCZMSJiVMSpiUMClhUsKkhEkJhBIIpRlgCpgDJoFZYBoAoYQ6CXUS6iTUSaiTUCehTkKdhDoJZhLMJJhJMJNgJsFMgpkEMwlmEq4kXEm4knAl4UrClYQrCVcSriQgSUCSgCQBSQKSBCQJSBKQJCBJyJGQIyFHQo6EHAk5EnIk5EjIkaAiQUWCigQVCSoSVCSoSFBRB1Dxu9/97uj65ujb3eX1T599eXoSY09rdlpstNQBYjy/26dfova3y1865T1Axn6MmmfVczDmYJmDdQ7mhwg/CmAUwCiAUQCjAEYBjAIYBTAKYBTAKIBRAKMARgGMAhgFMApgFMAogFEAowBGAYwCGAUwCmAUwCiAUQCjAEYBjAIYBTAKYBTAKIBRAKMARgGMMuHMOFPOnDPpzDqAUQCjAEYBjAIYBTAKYBTAKIBRAKMARgGMAhgFMApgFMAogFEAowBGAYwCGAUwCmAUwCiAUQCjAEYBjAIYBTAKYBTAKIBRAKMARgGMAhgFMApgFMAogFEAowBGAYwCGH0AGJ/5vYiNv78QJ75N2+u21d0HYPG534qoj2+VL55qHby+5tn0HIw5WOZgnYP5wQGJBhINJBpINJBoINFAooFEA4kGEg0kGkg0kGgg0UCigUQDiQYSDSQaSDSQaCDRQKKBRAOJBhINFhosNFhosNBgocFCg4UGCw0IGhA0IGhA0ICgAUEDggYEjfQ30t9If5vEZrFpbB6byIh9I/aN2Ddi34h9I/aN2Pd4dr85exD7RuwbsW/EvhH7RuwbQW8EvR", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQzNjQ00jNQ0lEqLqnMSQUKFZUCqVoAJyQuAioAAAA=" } }	table__multihier___91163
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Shares (In millions) \|\n\| --- \| --- \|\n\| $11.00 \| 0.9 \|\n\| $12.00 \| 4.7 \|\n\| $13.00 \| 7.9 \|\n\| $14.00 \| 10.7 \|\n\| $15.00 \| 13.0 \|\n\| $16.00 \| 15.1 \|\n\| $17.00 \| 17.0 \|\n\| $18.00 \| 18.6 \|\n\| $19.00 \| 20.1 \|\n\| $20.00 \| 21.4 \|\n\| Year Ended December 31 \| 2013 \| 2012 \| Variance \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Revenues \| $6,712 \| $6,592 \| $120 \| 1.8% \|\n\| Operating earnings \| 666 \| 750 \| -84 \| -11.2% \|\n\| Operating margins \| 9.9% \| 11.4% \| \| \|\n\| Year Ended December 31 \| 2014 \| 2013 \| Variance \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Revenues: \| \| \| \| \|\n\| Products \| $19,564 \| $19,100 \| $464 \| 2.4% \|\n\| Services \| 11,288 \| 11,830 \| -542 \| -4.6% \|\n\| Operating Costs: \| \| \| \| \|\n\| Products \| $15,335 \| $15,065 \| $270 \| 1.8% \|\n\| Services \| 9,644 \| 10,137 \| -493 \| -4.9% \|\n\| Ship construction \| $626 \|\n\| --- \| --- \|\n\| Aircraft manufacturing and outfitting \| 619 \|\n\| Mobile communication products \| -536 \|\n\| Pre-owned aircraft \| -143 \|\n\| Other, net \| -102 \|\n\| Total increase \| $464 \|\n\| Project: \| Market \| Total Units \| Units Completed \| Cost to Date \| Budgeted Cost \| Estimated Cost Per Unit \| Expected Completion \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Post River North \| Denver, CO \| 359 \| 240 \| $81,195 \| $88,200 \| $246 \| 1st Quarter 2018 \|\n\| 1201 Midtown II \| Charleston, SC \| 140 \| — \| 12,624 \| 29,500 \| 211 \| 4th Quarter 2018 \|\n\| Post Centennial Park \| Atlanta, GA \| 438 \| — \| 73,837 \| 96,300 \| 220 \| 3rd Quarter 2018 \|\n\| \| \| 937 \| 240 \| $167,656 \| $214,000 \| \| \|\n\| \| December 31, 2006 \| \| \| December 31, 2005 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Notional \| Current Market or Fair Value \| \| Notional \| Current Market or Fair Value \| \|\n\| \| Amount \| Assets \| Liabilities \| Amount \| Assets \| Liabilities \|\n\| \| (In millions) \| \| \| \| \| \|\n\| Interest rate swaps \| $27,148 \| $639 \| $150 \| $20,444 \| $653 \| $69 \|\n\| Interest rate floors \| 37,437 \| 279 \| — \| 10,975 \| 134 \| — \|\n\| Interest rate caps \| 26,468 \| 125 \| — \| 27,990 \| 242 \| — \|\n\| Financial futures \| 8,432 \| 64 \| 39 \| 1,159 \| 12 \| 8 \|\n\| Foreign currency swaps \| 19,627 \| 986 \| 1,174 \| 14,274 \| 527 \| 991 \|\n\| Foreign currency forwards \| 2,934 \| 31 \| 27 \| 4,622 \| 64 \| 92 \|\n\| Options \| 587 \| 306 \| 8 \| 815 \| 356 \| 6 \|\n\| Financial forwards \| 3,800 \| 12 \| 40 \| 2,452 \| 13 \| 4 \|\n\| Credit default swaps \| 6,357 \| 5 \| 21 \| 5,882 \| 13 \| 11 \|\n\| Synthetic GICs \| 3,739 \| — \| — \| 5,477 \| — \| — \|\n\| Other \| 250 \| 56 \| — \| 250 \| 9 \| — \|\n\| Total \| $136,779 \| $2,503 \| $1,459 \| $94,340 \| $2,023 \| $1,181 \|\n\| \| December 31, 2006 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Primary Beneficiary \| \| Not Primary Beneficiary \| \|\n\| \| \| Maximum \| \| Maximum \|\n\| \| Total \| Exposure to \| Total \| Exposure to \|\n\| \| Assets-1 \| Loss-2 \| Assets-1 \| Loss-2 \|\n\| \| (In millions) \| \| \| \|\n\| Asset-backed securitizations and collateralized debt obligations \| $— \| $— \| $1,909 \| $246 \|\n\| Real estate joint ventures-3 \| 53 \| 45 \| 399 \| 41 \|\n\| Other limited partnerships interests-4 \| 84 \| 3 \| 20,770 \| 1,583 \|\n\| Other investments-5 \| — \| — \| 31,170 \| 2,356 \|\n\| Total \| $137 \| $48 \| $54,248 \| $4,226 \|\nThe question is:\nwhat is the percentage difference in the number of shares to be issued if the stock price closes at $ 11 compared to if it closes at $ 20?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "RuLjy57jTg2IBjA45xh7hB3B9uD3eHmzPs+4QO7pNidFnKVakVJ7LiRFacCLeeO8+N575z27nr3HS0ygBQqi5arTmRNSey5kTWnAhjiiHFiGJAMZ4YTowmlIyRfQhzhcsFLtSNuRE33kbbWBtpTw9mMadiYk7FxJyKiTkVE3MqJuZUTMypmHiyzLte5l0v866XedfLvOtl3vXirtdTg3MgOhJGR8LoSBAdCaIjQXQkiI4E0ZEgOhJER4LoSBAdCaMjYXQkjI4E0ZEgOhJER4LoSBAdCaIjQXQkiI4E0ZEwOhJGR8LoSBAdCaIjQXQkiI4E0ZEgOhJER4LoSBAdCaMjYXQkjI4E0ZEgOhJER4LoSBAdCaIjQXQkiI4E0ZEwOhJGR8LoSBAdCaIjQXQkiI4E0ZEgOhJER4LoSBAdCaMjYXQkjI4E0ZEgOhJER4LoSBAdCaIjQXQkiI4E0ZEwOhJGR8LoSBAdCaIjQXQkiI4E0ZEgOhJER4LoSBAdCaMjYXQkjI4E0ZEgOhJER4LoSBAdCaIjQXQkiI4E0ZEwOhJGR8KPIQVJkiBJEiRJgiRJkCQJkiRBkiRIkgRJkjBJEiZJwiRJkCQJkiRBkiRIkgRJkiBJEiRJgiRJkCSJm8Ws316cP3/z7Or9Gla9S2VuHvd4l86IJ+JX+grfOUPykf3n+/0vx8f7/eedW5EXralbdb/N/ukvf/Pb3//Pf34XGYn3q3PxBP6Df+gP/GF/IP9Q/qH8Q/kH8g/kH8g/kH8g/0D+gfwD+QfyD+Ufyj+UfyD/QP6B/AP5B/IP5B/IP5B/IP+4NfpuDb9b4w/5B/IP5B/efO++t9/77wBA/qH8A70Heg/0Hug90Hug90Dvgd4DvYd6DwQeCDwQeCDwQOCBwAOBBwIPBB4KPFB0oOhA0YGiA0UHig4UHSg6UHSo6EDCgYQDCQcSDiQcSDiQcCDhQMKhhAPNBpoNNBtoNtBsoNlAs4FmA82Gmg1EGog0EGkg0kCkgUgDkQYiDUQaijRQZaDKQJWBKgNVBqoMVBmoMg+o8nfbix9On21R5bLEen0jFOvfub9T/zwgylt7z3d7X+fxfu955zZEK7tiv1ndbzM0+aSejl/s99Bzz8fcWM2N9dyYryWeTD2ZmDAxYWLCxISJCRMTJiZMTJiYMJFbIrdEboncErklckvklsgtkVviq8RXia8SXyW+SnyV+CrxVeKrRFCJoBJBpUPAMeAgcBQ4DBBUYqTESImREiMlRkqMlBgpMVJipERBiYISBSUKShSUKChRUKKgREGJcxLnJM5JnJM4J3FO4pzEOYlzEskkkkkkk0gmkUwimUQyiWQSySRWSaySWCWxSmKVxCqJVRKrJFZJNJJoJNFIopFEI4lGEo0kGmHIOyXzhYvvW6gNSoPKoDCoC8qCqqAoCjIXKC5QXKC4QHGB4gLF", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjLSMwcCCyUdpeKSypxUoFBRKZCqBQCEBTexKgAAAA==" } }	table__multihier___91165
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Amounts Recognized in Income \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2009 \| \| \| 2008 \| \| \|\n\| (Dollars in millions) \| Derivative \| Hedged Item \| Hedge Ineffectiveness \| Derivative \| Hedged Item \| Hedge Ineffectiveness \|\n\| Derivatives designated as fair value hedges \| \| \| \| \| \| \|\n\| Interest rate risk on long-term debt-1 \| $-4,858 \| $4,082 \| $-776 \| $4,340 \| $-4,143 \| $197 \|\n\| Interest rate and foreign currency risk on long-term debt-1 \| 932 \| -858 \| 74 \| 294 \| -444 \| -150 \|\n\| Interest rate risk on available-for-sale securities(2, 3) \| 791 \| -1,141 \| -350 \| 32 \| -51 \| -19 \|\n\| Commodity price risk on commodity inventory(4) \| -51 \| 51 \| — \| n/a \| n/a \| n/a \|\n\| Total-5 \| $-3,186 \| $2,134 \| $-1,052 \| $4,666 \| $-4,638 \| $28 \|\n\| \| 2009 \| \| \| 2008 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions, amounts pre-tax) \| Amounts Recognized in OCI on Derivatives \| Amounts Reclassified from OCI into Income \| Hedge Ineffectiveness and Amount Excluded from Effectiveness Testing -1 \| Amounts Recognized in OCI on Derivatives \| Amounts Reclassified from OCI into Income \| Hedge Ineffectiveness and Amount Excluded from Effectiveness Testing -1 \|\n\| Derivatives designated as cash flow hedges \| \| \| \| \| \| \|\n\| Interest rate risk on variable rate portfolios-2, 3, 4, 5 \| $579 \| $-1,214 \| $71 \| $-82 \| $-1,334 \| $-7 \|\n\| Commodity price risk on forecasted purchases and sales-6 \| 72 \| 70 \| -2 \| n/a \| n/a \| n/a \|\n\| Price risk on equity investments included in available-for-sale securities \| -331 \| – \| – \| 243 \| – \| – \|\n\| Total-7 \| $320 \| $-1,144 \| $69 \| $161 \| $-1,334 \| $-7 \|\n\| Net investment hedges \| \| \| \| \| \| \|\n\| Foreign exchange risk-8 \| $-2,997 \| $– \| $-142 \| $2,814 \| $– \| $-192 \|\n\| \| 12/28/02 \| 1/3/04 \| 1/1/05 \| 12/31/05 \| 12/30/06 \| 12/29/07 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Cadence Design Systems, Inc. \| 100.00 \| 149.92 \| 113.38 \| 138.92 \| 147.04 \| 139.82 \|\n\| S & P 500 \| 100.00 \| 128.68 \| 142.69 \| 149.70 \| 173.34 \| 182.87 \|\n\| NASDAQ Composite \| 100.00 \| 149.75 \| 164.64 \| 168.60 \| 187.83 \| 205.22 \|\n\| S & P Information Technology \| 100.00 \| 147.23 \| 150.99 \| 152.49 \| 165.32 \| 192.28 \|\nThe question is:\nwhat is the roi of an investment in cadence design system from 2006 to 2007?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzCxNFTSUSouqcxJBYoUlQKpWgA7JN8VKQAAAA==" } }	table__multihier___91167
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Location \| Type \| Principal Use \| SquareFootage \| Ownership \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Santa Clara, CA \| Office, Plant & Warehouse \| Headquarters; Marketing; Manufacturing; Distribution; Research, Development,Engineering; Customer Support \| 1,358,000164,000 \| OwnedLeased \|\n\| Austin, TX \| Office, Plant & Warehouse \| Manufacturing \| 1,676,000145,000 \| OwnedLeased \|\n\| Rehovot, Israel \| Office, Plant & Warehouse \| Manufacturing; Research,Development, Engineering;Customer Support \| 381,0005,400 \| OwnedLeased \|\n\| Singapore \| Office, Plant & Warehouse \| Manufacturing andCustomer Support \| 408,00011,000 \| OwnedLeased \|\n\| Gloucester, MA \| Office, Plant & Warehouse \| Manufacturing; Research,Development, Engineering;Customer Support \| 315,000125,000 \| OwnedLeased \|\n\| Tainan, Taiwan \| Office, Plant & Warehouse \| Manufacturing andCustomer Support \| 320,000 \| Owned \|\n\| \| Year Ended December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \| 2007 \| 2006 \| 2005 \|\n\| \| (in millions, except per share and ratio information) \| \| \| \| \|\n\| Income Statement Data: \| \| \| \| \| \|\n\| Revenues: \| \| \| \| \| \|\n\| Premiums \| $16,545 \| $15,468 \| $14,351 \| $13,908 \| $13,756 \|\n\| Policy charges and fee income \| 2,833 \| 3,138 \| 3,131 \| 2,653 \| 2,520 \|\n\| Net investment income \| 11,421 \| 11,881 \| 12,015 \| 11,320 \| 10,595 \|\n\| Asset management fees and other income \| 4,785 \| 1,131 \| 4,267 \| 3,594 \| 3,081 \|\n\| Realized investment gains (losses), net \| -2,896 \| -2,399 \| 613 \| 774 \| 1,378 \|\n\| Total revenues \| 32,688 \| 29,219 \| 34,377 \| 32,249 \| 31,330 \|\n\| Benefits and expenses: \| \| \| \| \| \|\n\| Policyholders’ benefits \| 16,346 \| 16,531 \| 14,749 \| 14,283 \| 13,883 \|\n\| Interest credited to policyholders’ account balances \| 4,484 \| 2,335 \| 3,222 \| 2,917 \| 2,699 \|\n\| Dividends to policyholders \| 1,298 \| 2,218 \| 2,903 \| 2,622 \| 2,850 \|\n\| General and administrative expenses \| 8,991 \| 9,274 \| 8,820 \| 8,065 \| 7,612 \|\n\| Total benefits and expenses \| 31,119 \| 30,358 \| 29,694 \| 27,887 \| 27,044 \|\n\| Income (loss) from continuing operations before income taxes, equity in earnings of operating joint ventures, extraordinary gainon acquisition and cumulative effect of accounting change \| 1,569 \| -1,139 \| 4,683 \| 4,362 \| 4,286 \|\n\| Income tax expense (benefit) \| 21 \| -487 \| 1,220 \| 1,224 \| 801 \|\n\| Income (loss) from continuing operations before equity in earnings of operating joint ventures, extraordinary gain on acquisitionand cumulative effect of accounting change \| 1,548 \| -652 \| 3,463 \| 3,138 \| 3,485 \|\n\| Equity in earnings of operating joint ventures, net of taxes \| 1,523 \| -447 \| 246 \| 208 \| 142 \|\n\| Income (loss) from continuing operations before extraordinary gain on acquisition and cumulative effect of accountingchange \| 3,071 \| -1,099 \| 3,709 \| 3,346 \| 3,627 \|\n\| Income (loss) from discontinued operations, net of taxes \| 19 \| 18 \| 20 \| 71 \| -71 \|\n\| Net income (loss) \| 3,090 \| -1,081 \| 3,729 \| 3,417 \| 3,556 \|\n\| Less: Income (loss) attributable to noncontrolling interests \| -34 \| 36 \| 67 \| 25 \| 21 \|\n\| Net Income (loss) attributable to Prudential Financial, Inc. \| $3,124 \| $-1,117 \| $3,662 \| $3,392 \| $3,535 \|\n\| Basic income (loss) from continuing operations attributable to \| \| \| \| \| \|\n\| Prudential Financial, Inc. per share—Common Stock \| $7.64 \| $-2.57 \| $7.57 \| $6.36 \| $6.52 \|\n\| Diluted income (loss) from continuing operations attributable to \| \| \| \| \| \|\n\| Prudential Financial, Inc. per share—Common Stock \| $7.59 \| $-2.57 \| $7.47 \| $6.27 \| $6.44 \|\n\| Basic net income (loss) attributable to Prudential Financial, Inc. per share—Common Stock \| $7.68 \| $-2.53 \| $7.61 \| $6.50 \| $6.38 \|\n\| Diluted net income (loss) attributable to Prudential Financial, Inc. per share—Common Stock \| $7.63 \| $-2.53 \| $7.51 \| $6.41 \| $6.30 \|\n\| Basic and diluted income (loss) from continuing operations attributable to Prudential Financial, Inc. per share—Class BStock \| $-165.00 \| $-16.00 \| $68.50 \| $108.00 \| $119.50 \|\n\| Basic and diluted net income (loss) attributable to Prudential \| \| \| \| \| \|\n\| Financial, Inc. per share—Class B Stock \| $-165.00 \| $-16.00 \| $69.50 \| $108.00 \| $119.50 \|\n\| Dividends declared per share—Common Stock \| $0.70 \| $0.58 \| $1.15 \| $0.95 \| $0.78 \|\n\| Dividends declared per share—Class B Stock \| $9.625 \| $9.625 \| $9.625 \| $9.625 \| $9.625 \|\n\| Ratio of earnings to fixed charges-1 \| 1.72 \| — \| 2.03 \| 2.09 \| 2.18 \|\n\| \| As of December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \| 2007 \| 2006 \| 2005 \|\n\| \| (in millions) \| \| \| \| \|\n\| Balance Sheet Data: \| \| \| \| \| \|\n\| Total investments excluding policy loans \| $250,406 \| $232,322 \| $234,220 \| $226,737 \| $213,031 \|\n\| Separate account assets \| 174,074 \| 147,095 \| 195,583 \| 177,463 \| 153,159 \|\n\| Total assets \| 480,203 \| 445,011 \| 485,813 \| 454,266 \| 413,373 \|\n\| Future policy benefits and policyholders’ account balances \| 227,373 \| 221,564 \| 195,731 \| 187,652 \| 177,572 \|\n\| Separate account liabilities \| 174,074 \| 147,095 \| 195,583 \| 177,463 \| 153,159 \|\n\| Short-term debt \| 3,122 \| 10,535 \| 15,566 \| 12,472 \| 11,040 \|\n\| Long-term debt \| 21,037 \| 20,290 \| 14,101 \| 11,423 \| 8,270 \|\n\| Total liabilities \| 454,474 \| 431,225 \| 461,890 \| 431,005 \| 390,454 \|\n\| Prudential Financial, Inc. equity-2 \| 25,195 \| 13,435 \| 23,514 \| 22,932 \| 22,809 \|\n\| Noncontrolling interests \| 534 \| 351 \| 409 \| 329 \| 110 \|\n\| Total equity-2 \| $25,729 \| $13,786 \| $23,923 \| $23,261 \| $22,919 \|\nThe question is:\nIn the year with the most Net investment income , what is the growth rate of Asset management fees and other income?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAztDA3MlPSUSouqcxJBYoUlQKpWgAlrHQIKQAAAA==" } }	table__multihier___91169
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| (Dollars in millions) \| 2009 \| 2008 \|\n\| --- \| --- \| --- \|\n\| Net interest income-1 \| \| \|\n\| As reported \| $48,410 \| $46,554 \|\n\| Impact of market-based net interest income-2 \| -6,119 \| -4,939 \|\n\| Core net interest income \| 42,291 \| 41,615 \|\n\| Impact of securitizations-3 \| 10,524 \| 8,910 \|\n\| Core net interest income – managed basis \| $52,815 \| $50,525 \|\n\| Average earning assets \| \| \|\n\| As reported \| $1,830,193 \| $1,562,729 \|\n\| Impact of market-based earning assets-2 \| -481,542 \| -360,667 \|\n\| Core average earning assets \| 1,348,651 \| 1,202,062 \|\n\| Impact of securitizations-4 \| 83,640 \| 100,145 \|\n\| Core average earning assets – managed basis \| $1,432,291 \| $1,302,207 \|\n\| Net interest yield contribution-1 \| \| \|\n\| As reported \| 2.65% \| 2.98% \|\n\| Impact of market-based activities-2 \| 0.49 \| 0.48 \|\n\| Core net interest yield on earning assets \| 3.14 \| 3.46 \|\n\| Impact of securitizations \| 0.55 \| 0.42 \|\n\| Core net interest yield on earning assets – managed basis \| 3.69% \| 3.88% \|\n\| \| December 31 \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Outstandings \| \| Accruing Past Due 90 Days or More \| \| \| \|\n\| (Dollars in millions) \| 2009 \| 2008 \| 2009 \| 2008 \| 2009 \| 2008 \|\n\| California \| $11,664 \| $10,555 \| $228 \| $247 \| $1,055 \| $601 \|\n\| Texas \| 8,743 \| 7,738 \| 105 \| 88 \| 382 \| 222 \|\n\| Florida \| 7,559 \| 7,376 \| 130 \| 145 \| 597 \| 334 \|\n\| New York \| 5,111 \| 4,938 \| 73 \| 69 \| 272 \| 162 \|\n\| Georgia \| 3,165 \| 3,212 \| 52 \| 48 \| 205 \| 115 \|\n\| Other U.S./Foreign \| 60,994 \| 49,617 \| 900 \| 773 \| 2,952 \| 1,680 \|\n\| Total direct/indirect loans \| $97,236 \| $83,436 \| $1,488 \| $1,370 \| $5,463 \| $3,114 \|\n\| Year ended December 31 (in millions) \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| Interest expense \| $-2,702 \| $-2,617 \| $-2,574 \|\n\| Investment income (loss), net \| 81 \| 296 \| 576 \|\n\| Equity in net income (losses) of investees, net \| -325 \| 97 \| -86 \|\n\| Other income (expense), net \| 320 \| -215 \| -364 \|\n\| Total \| $-2,626 \| $-2,439 \| $-2,448 \|\nThe question is:\nwhat's the total amount of Impact of securitizations of 2008, and Texas of December 31 Outstandings 2009 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQ3MzXWM1DSUSouqcxJBYoUlQKpWgAeKvttKQAAAA==" } }	table__multihier___91176
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Benchmark \| 2012 \| 2011 \| 2010 \|\n\| --- \| --- \| --- \| --- \|\n\| WTI crude oil(Dollars per bbl) \| $94.15 \| $95.11 \| $79.61 \|\n\| WCS(Dollars per bbl)(a) \| $73.18 \| $77.97 \| $65.31 \|\n\| AECO natural gas sales index(Dollars per mmbtu)(b) \| $2.39 \| $3.68 \| $3.89 \|\n\| \| Regulated Electric Utility \| Regulated Natural Gas Utility \| All Other \| Reconciling Eliminations \| Consolidated Total \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| (Thousands of Dollars) \| \| \| \| \|\n\| 2006 \| \| \| \| \| \|\n\| Operating revenues from external customers \| $7,608,018 \| $2,155,999 \| $76,287 \| $— \| $9,840,304 \|\n\| Intersegment revenues \| 820 \| 12,296 \| — \| -13,116 \| — \|\n\| Total revenues \| $7,608,838 \| $2,168,295 \| $76,287 \| $-13,116 \| $9,840,304 \|\n\| Depreciation and amortization \| $711,930 \| $94,356 \| $15,612 \| $— \| $821,898 \|\n\| Financing costs, mainly interest expense \| 302,114 \| 44,965 \| 133,558 \| -24,605 \| 456,032 \|\n\| Income tax expense (benefit) \| 283,552 \| 37,656 \| -139,797 \| — \| 181,411 \|\n\| Income (loss) from continuing operations \| $503,119 \| $70,609 \| $51,570 \| $-56,617 \| $568,681 \|\n\| 2005 \| \| \| \| \| \|\n\| Operating revenues from external customers \| $7,243,637 \| $2,307,385 \| $74,455 \| $— \| $9,625,477 \|\n\| Intersegment revenues \| 767 \| 17,732 \| — \| -18,499 \| — \|\n\| Total revenues \| $7,244,404 \| $2,325,117 \| $74,455 \| $-18,499 \| $9,625,477 \|\n\| Depreciation and amortization \| $662,236 \| $89,174 \| $15,911 \| $— \| $767,321 \|\n\| Financing costs, mainly interest expense \| 301,185 \| 47,145 \| 108,538 \| -14,242 \| 442,626 \|\n\| Income tax expense (benefit) \| 258,161 \| 32,923 \| -117,545 \| — \| 173,539 \|\n\| Income (loss) from continuing operations \| $440,578 \| $71,213 \| $35,733 \| $-48,486 \| $499,038 \|\n\| 2004 \| \| \| \| \| \|\n\| Operating revenues from external customers \| $6,225,245 \| $1,915,514 \| $74,802 \| $— \| $8,215,561 \|\n\| Intersegment revenues \| 1,132 \| 8,735 \| — \| -9,867 \| — \|\n\| Total revenues \| $6,226,377 \| $1,924,249 \| $74,802 \| $-9,867 \| $8,215,561 \|\n\| Depreciation and amortization \| $610,127 \| $82,012 \| $13,816 \| $— \| $705,955 \|\n\| Financing costs, mainly interest expense \| 299,768 \| 48,757 \| 100,784 \| -14,829 \| 434,480 \|\n\| Income tax expense (benefit) \| 235,743 \| 29,286 \| -103,094 \| — \| 161,935 \|\n\| Income (loss) from continuing operations \| $466,307 \| $86,091 \| $12,173 \| $-42,307 \| $522,264 \|\n\| \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| \| (Millions of Dollars) \| \| \|\n\| Cash provided by (used in) operating activities \| \| \| \|\n\| Continuing operations \| $1,729 \| $1,131 \| $1,128 \|\n\| Discontinued operations \| 195 \| 53 \| -315 \|\n\| Total \| $1,924 \| $1,184 \| $813 \|\nThe question is:\nWhat is the growing rate of Total revenues in the years with the least Operating revenues from external customers?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "cwrUWBezbQaAUJ8EB6rjY/ZWGdjm43JaQgok2k+fhFrhBqRRqDx5MWDF89dPHYRm2bQTKARtkQtQUvMsgwkdUbmbEqcjXnDZswbNmPesBnzhs2YN2zGvGHz3tjNVsxGzkbNBs2N2VhnY5uNaQwLg1gYxcIwFsaxOJAdl95x7R3Xc8wO03E6UEfqUB2rg3W0wdWDqwdXD64eXD24etJm0mbSZtJm0mbSZtFm0WbRZtFm0WbRZtNm02bTZtNm02bT5qDNQZuDNgdtDtoctLnS5kqbK22utLnS5kqbG21utLnR5kabG21utLmnzT1t7mlzT5t72tzPbeKegSDgq7gqnoqjhm2vs7HNxhQigSAEghAIQiAIgSAEghAEfRD0QdAHQR8EfRD04b3y9nh/vEHeIYI3CN4geIPgDYI3CNcgXINwDcI16l4r8/gI1yBcg3ANwjUI1yBcg3ANwjUI1yBcg3ANwjUI1yBcg3ANwjUI1yBcg3ANwjUI1yBcg3ANwjUI1yBcg3ANwjUI1yBccR58B9fBc3CctLV1NrbZmAI0CdAkQJMATQI0CdAkQJMATQI0CdAkQJMATQI0CdAkQJMATQI0CdBEw9I77i33nnvTvevedoI3Cd4keJPgTYI3Cd4keJPgTYI3Cd4keJPgTYI3Cd4keJPgTYI3Cd4keJPgTYI3Cd4keJNwTcI1CdckXJNwTQI0CdAkQJMAzf29VqbxMbXMLBPLvDKtZWvrbGyzMQVoEaBFgBYBWgRoEaBFgBYBWgRoEaBFgBYBWgRoEaBFgBYBWgRoEaBFgBYBWgRoEaBFgBYBWs6bE+fMOXXOHUFYBGERhEUQFkFYhF0RdkXYFWFXhF0RaEWgFYFWBFoRaEWgFYFWBFoRaEWgFYFWBFoRaEWgFYHGzeXecmu5s20DYzbW2dhmYwot5oKpYCaYCOYB9RvzRcd80TFflKlj5pg45o1pY22zzhdd54uu80WZaSaaeWaamWUWP9t80W2+6DZfFMfAL3ALvAKnQHz380X380Vvsyj/OH32H2fPvvv7s7PX1385v3r23bPdt8u6jHh2+uznqzc/Xp29Ovzb9dvvb67OXtx8sx/Rta6nWyzdY/nN6cnLiz9fvDz/5j/tbv/t8Mv/eHt+/e7jU4ef/utPZzfvPhVy89P5yY9Xb/7y7rOIV2c35+8+JfLhKyNX538+f334wcnF6/d/9bfzs6vrk79c3Pz03rw8P7u+OfnDh+9Zvfvxpz//4erNq5Pzv96cX70+tPLi7fXNm1fnV9f/Zbr+n27+9vP5oRNnV4fWXp3fXLw4/Mebd186+dP5u26/fnH4r//2bPmQCjg9/J/3Dzz/fvijQ8Pz3/z7P/7x/wH7KEmKufIAAA==" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDc0M1LSUSouqcxJBYoUlQKpWgA6ZIIiKQAAAA==" } }	table__multihier___91178
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| In millions of dollars \| 2018 \| 2017 \| 2016 \|\n\| --- \| --- \| --- \| --- \|\n\| Charges for estimated awards to retirement-eligible employees \| $669 \| $659 \| $555 \|\n\| Amortization of deferred cash awards, deferred cash stock units and performance stock units \| 202 \| 354 \| 336 \|\n\| Immediately vested stock award expense-1 \| 75 \| 70 \| 73 \|\n\| Amortization of restricted and deferred stock awards-2 \| 435 \| 474 \| 509 \|\n\| Other variable incentive compensation \| 640 \| 694 \| 710 \|\n\| Total \| $2,021 \| $2,251 \| $2,183 \|\n\| In millions of dollars at December 31, 2018 \| Level 1 \| Level 2 \| Level 3 \| Grossinventory \| Netting-1 \| Netbalance \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Loans \| $— \| $2,946 \| $277 \| $3,223 \| $— \| $3,223 \|\n\| Mortgage servicing rights \| — \| — \| 584 \| 584 \| — \| 584 \|\n\| Non-trading derivatives and other financial assets measured on a recurring basis \| $15,839 \| $4,949 \| $— \| $20,788 \| $— \| $20,788 \|\n\| Total assets \| $294,151 \| $818,051 \| $10,314 \| $1,134,034 \| $-416,681 \| $717,353 \|\n\| Total as a percentage of gross assets-5 \| 26.2% \| 72.9% \| 0.9% \| \| \| \|\n\| Liabilities \| \| \| \| \| \| \|\n\| Interest-bearing deposits \| $— \| $980 \| $495 \| $1,475 \| $— \| $1,475 \|\n\| Federal funds purchased and securities loaned and sold under agreements to repurchase \| — \| 110,511 \| 983 \| 111,494 \| -66,984 \| 44,510 \|\n\| Trading account liabilities \| \| \| \| \| \| \|\n\| Securities sold, not yet purchased \| 78,872 \| 11,364 \| 586 \| 90,822 \| — \| 90,822 \|\n\| Other trading liabilities \| — \| 1,547 \| — \| 1,547 \| — \| 1,547 \|\n\| Total trading liabilities \| $78,872 \| $12,911 \| $586 \| $92,369 \| $— \| $92,369 \|\n\| Trading derivatives \| \| \| \| \| \| \|\n\| Interest rate contracts \| $71 \| $152,931 \| $1,825 \| $154,827 \| \| \|\n\| Foreign exchange contracts \| — \| 159,003 \| 352 \| 159,355 \| \| \|\n\| Equity contracts \| 351 \| 32,330 \| 1,127 \| 33,808 \| \| \|\n\| Commodity contracts \| — \| 19,904 \| 785 \| 20,689 \| \| \|\n\| Credit derivatives \| — \| 9,486 \| 865 \| 10,351 \| \| \|\n\| Total trading derivatives \| $422 \| $373,654 \| $4,954 \| $379,030 \| \| \|\n\| Cash collateral received-6 \| \| \| \| $13,906 \| \| \|\n\| Netting agreements \| \| \| \| \| $-311,089 \| \|\n\| Netting of cash collateral paid \| \| \| \| \| -29,911 \| \|\n\| Total trading derivatives \| $422 \| $373,654 \| $4,954 \| $392,936 \| $-341,000 \| $51,936 \|\n\| Short-term borrowings \| $— \| $4,446 \| $37 \| $4,483 \| $— \| $4,483 \|\n\| Long-term debt \| — \| 25,659 \| 12,570 \| 38,229 \| — \| 38,229 \|\n\| Total non-trading derivatives and other financial liabilities measured on a recurring basis \| $15,839 \| $67 \| $— \| $15,906 \| $— \| $15,906 \|\n\| Total liabilities \| $95,133 \| $528,228 \| $19,625 \| $656,892 \| $-407,984 \| $248,908 \|\n\| Total as a percentage of gross liabilities-5 \| 14.8% \| 82.1% \| 3.1% \| \| \| \|\n\| \| Year Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (millions) \| 2015 \| 2014 \| 2013 \|\n\| Statements of Operations Information \| \| \| \|\n\| Operating Revenues \| $645 \| $1,142 \| $1,256 \|\n\| Operating Expenses \| 393 \| 405 \| 388 \|\n\| Operating Income \| 252 \| 737 \| 868 \|\n\| Other (Income) Net \| -9 \| -9 \| -14 \|\n\| Income Before Income Taxes \| 261 \| 746 \| 882 \|\n\| Income Tax Provision \| 46 \| 172 \| 212 \|\n\| Net Income \| $215 \| $574 \| $670 \|\nThe question is:\nwhat was the percentage change in the total incentive compensation from 2017 to 2018\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "qUQ6CukopKOQjkI6CukoBKEQhEIQCkEoBKEQhEIQCkEoBKEQhEIQCkEoBKEQhEIQCkEoBKGQgEICCgkoJKCQAKbBWNxQ3Ei8cfPGzZlLppKZbG+DBpbRWEdjcPPGzRs3b9y8cd7GeRvnZQUZ75seMzs2o4EzD2fm4bAoZ7vmoh4NGlhGYx2N4eGwbH1XMHlm7mxhIAsDYe2z9Fn5LHzWPW8XvFzwboF3+GZhMs1c2sqtr9z6yhzgcPgb7oa3QV/eTHgx4b0EB/WtxFSbmTY8GUfGj3FjQM67Cq8qw5tKjTtfNe581bjzVePOV407XzXufNW481XjzleNO1817nzVuPNV485XjTtfNe581bjzVePOV407XzXufBU7X+XOV7nVVWx1FVtdxVZXsdVVbHUVW13FVlex1VVsdZVbXeXeVrG3VextFXtbxd5WsbdV7G0Ve1vF3laxt1XubZWbWcVmVrGZVWxmFZtZxWZWsZlVbGYVm1nFZla5mVXuXhW7V8XuVbF7VexeFbtXxe5VsXtV7F4Vu1fl7lW5XVVsVxXbVcV2VbFdVWxXFdtVxXZVsV1VbFeVG1LFhlSxIVVsSBUbUsWGVLEhVWxIFRtSxYZUueVUbDkVW07FllOx5VRsORVbTsWWU7HlVGw5lZtKxaZSsalUbCoVm0rFplKxqVRsKhWbSsWmUrltVGwbFdtGxbZRsW1UbBsV20bFtlGxbVRsGxU7QcVOULETVOwEFTtBxU5QsRNUR8iOqqPooDlIDoqD4KA3yE14D8MDCAASEiMgRkCMgBgBMQJiBMQIiBEQIyBGiIgAEQEiAkQEiAgQESAiQESAiHCunBBnxClxTpwUZ8VpQfYDYQ+EPRD2QNgDYQ+EPRDvQJ4DeQ7kOZDnQJ6jnvQwjghBDhQ4UOBAgQMFDhQ4UOBAZQNZDWQ1kNVAVgNZDWQ1kM5AKwOtDLQy0MpAKwOtDPQwEMBAAAMBDAQwEMBAAAORC0QuELlA5AKRC0QuEDmWrgGL8QqrmkXNmmZJs6LTbtfRGJw3kbVExxIdS3Qs0bFExxIdS7QqEadEnBJxSsQpEadEnBIBSgQoEaBEgBIBSgQoEaB03pwcZ8fpcX6cIGcIyUkkJ5GcRHISyUkkJ5GcRGQSkUlEJhGZRGQSkUlEJhGZRGQSkUlEJhGZRFYSWUlkJZGVRFYSsUjEIhGLXJ9c11gz1nhniEUiFolYJGKRiEUiFolYsCR8g2B9sDxYHSwO1kbZ0ToagzwU8lDIQyEPhTwU8lDIQyEIhSAUglAIQiEIhSAUElBIQCEBhQQUjl04duHYhWOXc+NDx9EK1ypcpHCDYqkXS71Y6sVSL5Z6sdSLpV4s9WIBFwu4WMDFAmZ4zbL0VRKJ4TG07fVozKOxjMY6GsMibRZps0ibRdos0mYhNguxWYjNQmwWW7PYmsXW", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzQwMrRQ0lEqLqnMSQUKFZUCqVoALoYAfyoAAAA=" } }	table__multihier___91182
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Years Ended December 31, \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| 2007 \| 2006 \| Change \| \|\n\| \| (in millions, except percentages) \| \| \| \|\n\| Revenues \| \| \| \| \|\n\| Management and financial advice fees \| $1,350 \| $1,080 \| $270 \| 25% \|\n\| Distribution fees \| 2,218 \| 2,034 \| 184 \| 9 \|\n\| Net investment income \| 399 \| 377 \| 22 \| 6 \|\n\| Other revenues \| 76 \| 62 \| 14 \| 23 \|\n\| Total revenues \| 4,043 \| 3,553 \| 490 \| 14 \|\n\| Banking and deposit interest expense \| 230 \| 218 \| 12 \| 6 \|\n\| Total net revenues \| 3,813 \| 3,335 \| 478 \| 14 \|\n\| Expenses \| \| \| \| \|\n\| Distribution expenses \| 2,349 \| 2,068 \| 281 \| 14 \|\n\| General and administrative expense \| 1,179 \| 1,071 \| 108 \| 10 \|\n\| Total expenses \| 3,528 \| 3,139 \| 389 \| 12 \|\n\| Pretax income \| $285 \| $196 \| $89 \| 45% \|\n\| (Millions) \| 2007 \| 2006 \| 2005 \|\n\| --- \| --- \| --- \| --- \|\n\| Net income \| $4,096 \| $3,851 \| $3,111 \|\n\| Depreciation and amortization \| 1,072 \| 1,079 \| 986 \|\n\| Company pension contributions \| -376 \| -348 \| -654 \|\n\| Company postretirement contributions \| -3 \| -37 \| -134 \|\n\| Company pension expense \| 190 \| 347 \| 331 \|\n\| Company postretirement expense \| 65 \| 93 \| 106 \|\n\| Stock-based compensation expense \| 228 \| 200 \| 155 \|\n\| Gain from sale of businesses \| -849 \| -1,074 \| — \|\n\| Income taxes (deferred and accrued income taxes) \| -34 \| -178 \| 402 \|\n\| Excess tax benefits from stock-based compensation \| -74 \| -60 \| -54 \|\n\| Accounts receivable \| -35 \| -103 \| -184 \|\n\| Inventories \| -54 \| -309 \| -294 \|\n\| Accounts payable \| -4 \| 68 \| 113 \|\n\| Product and other insurance receivables and claims \| 158 \| 58 \| 122 \|\n\| Other — net \| -105 \| 252 \| 198 \|\n\| Net cash provided by operating activities \| $4,275 \| $3,839 \| $4,204 \|\n\| ($ millions) \| 2017 N/A \| Change vs. 2016 2% \| 2016 N/A \| Change vs. 2015 -2% \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Volume \| \| \| \| \|\n\| Net sales \| $6,642 \| -3% \| $6,815 \| -8% \|\n\| Net earnings \| $1,537 \| -1% \| $1,548 \| -13% \|\n\| % of net sales \| 23.1% \| 40 bps \| 22.7% \| -130 bps \|\nThe question is:\nwhat was the percentage change in the net income\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMDM2M1LSUSouqcxJBYoUlQKpWgDo9b5gKQAAAA==" } }	table__multihier___91185
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2012 \| 2011 \| 2010 \|\n\| --- \| --- \| --- \| --- \|\n\| \| (dollars in thousands) \| \| \|\n\| Net trade sales by business segment: \| \| \| \|\n\| Interconnect Products and Assemblies \| $3,987,286 \| $3,666,042 \| $3,293,119 \|\n\| Cable Products \| 304,779 \| 273,744 \| 260,982 \|\n\| \| $4,292,065 \| $3,939,786 \| $3,554,101 \|\n\| Net trade sales by geographic area -1: \| \| \| \|\n\| United States \| $1,379,684 \| $1,268,936 \| $1,258,167 \|\n\| China \| 1,065,058 \| 980,239 \| 851,626 \|\n\| Other International Locations \| 1,847,323 \| 1,690,611 \| 1,444,308 \|\n\| \| $4,292,065 \| $3,939,786 \| $3,554,101 \|\n\| \| Year Ended December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2006 \| 2007 \| 2008 \| 2009 \| 2010 \|\n\| Steam Sold (MMlbs) \| \| \| \| \| \|\n\| General \| 515 \| 589 \| 785 \| 786 \| 257 \|\n\| Apartment house \| 6,774 \| 7,519 \| 6,614 \| 5,962 \| 5,870 \|\n\| Annual power \| 15,961 \| 17,696 \| 16,577 \| 16,269 \| 16,903 \|\n\| Total Steam Delivered to CECONY Customers \| 23,250 \| 25,804 \| 23,976 \| 23,017 \| 23,030 \|\n\| Steam Sold ($ in millions) \| \| \| \| \| \|\n\| General \| $21 \| $23 \| $23 \| $28 \| $21 \|\n\| Apartment house \| 174 \| 188 \| 186 \| 165 \| 160 \|\n\| Annual power \| 405 \| 443 \| 468 \| 446 \| 459 \|\n\| Other operating revenues \| 23 \| 32 \| 30 \| 22 \| 16 \|\n\| Total Steam Delivered to CECONY Customers \| $623 \| $686 \| $707 \| $661 \| $656 \|\n\| Average Revenue per Mlb Sold \| $25.81 \| $25.34 \| $28.24 \| $27.76 \| $27.79 \|\n\| \| Year Ended December \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| $ in millions \| 2017 \| 2016 \| 2015 \|\n\| Interest rates \| $ 40 \| $ 45 \| $ 47 \|\n\| Equity prices \| 24 \| 25 \| 26 \|\n\| Currency rates \| 12 \| 21 \| 30 \|\n\| Commodity prices \| 13 \| 17 \| 20 \|\n\| Diversification effect \| -35 \| -45 \| -47 \|\n\| Total \| $ 54 \| $ 63 \| $ 76 \|\nThe question is:\nIn the year with largest amount of General, what's the increasing rate of Apartment house?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "H4sIABH8N2gC/8XdXW9dx5Xm8a9CaAJMApAB93qpvY9vBkESNBqY6R5MMheNQSOgpWObgEQ5JJW0EeS7D1+kw/oRjCybsnPlrDinXnat5/nXXlWb+duL84tX+/968cUaNY5fXH37+vz6xRcvri/Pzi9eHL94d/7qJtrVzb/c8mXGly/rVdS2bbub//Bql7vTr+Js3PwPr8++fL3/06v91cvL82+vz99evPjiby9OT05PlhdfXLx7/fr4JlgeBadzFHOQc1Bz0HMw5mCdg20OdlNwN6AXf7wd7dHp0dU3b/96dXT99vrs9dG/7a+Pbqb9an90dfZ6f3X05XdHX+/ffn159u035y+Pzi73Z0cnyxdHb786itMljn756u3r12eXV0fnF0fX37x9d3V28erqV0fnV0e/qOPYxfHp6KNfv/jQ6aljWAzDMA3LsAnjc0xn+dh08vhmnY/XbTxMJz9Hp6cf77S7jpfT5aFTH4NPYRCtRBvRnAwm5KOMXFylxVVaXKXFVVpcJbPb9Da/TXAz3BQ3x03yYF7hvMJ5hfMK5xXOK5xXnPhTf+kP/d0gWok2onleybzSeaXzSueVziudVzqvPPGn/tIf+rtBtBJtRPO8inmV8yrnVc6rnFc5r3JedeJP/aU/9HeDaCXaiOZ5NfNq59XOq51XO692Xu28+sSf+kt/6O8G0Uq0Ec3zGsxrOK/hvIbzGs5rOK/hvMaJP/WX/tDfDaKVaCOa57Uyr9V5rc5rdV6r81qd1+q81hN/6i/9ob8bRCvRRjTPa2Nem/PanNfmvDbntTmvzXltJ/7UX/pDfzeIVqKNaJ7XjnntnNfOee0Y246x7RjbjrHtGNuOse0Y224eGwiSQFADaMAMkAExAAa8ABfB5jPchIWbsHATFm7Cwk1YuAmL0xN/6i/9ob8bRCvRRjTPi21LuG0Jty3htiXYiQQ7kWAnEuxEgp1IsBMJdiLBTiRMg0d54E4k3ImEaWKemChmiqlirpgsZgubi2ALEGwBgi1AsAUItgDBFiDYAgRbgGALEG4Bwi1AuAUIqB5QPaB6QPWA6gHVA6oHVA+oHlI9pHpI9QDUAagDUAegDkAdgDoAdQDqANQhqENQh6AO2BuwN2BvwN6AvQF7A/YG7A3YG7I3ZG/I3gCnAU4DnAY4DXAa4DTAaYDTAKchTkOchjgNCBkQMiBkQMiAkAEhA0IGhAwIGRIyJORtGIRGSVRETTSIVqKNaBpqPlGY+NeL6/3ly7cXF/uX10f/+/Ltq3cvr6+Obl6Sj35zdbV/8+Xr85t37E8oSNy8wW", "part_2": "/rcRze4H1z8sXJ9yZfm3xryidqDz9gxN9TcxhjHJ9WHEacz+nre0oNscvjZdkd+mKSPQdjDtY52OZgXld2IekuJN2FpLuQZGORbCySjUWysUg2FsnGItlYJBuLZGORbizSjUW6sUg2FsnGItlYJBuLZGORbCySjUWysUg2FsleIdkrJHuFZK+Q7BWSvUKyV0j2CsleIdkrJHuFNJnMJtPJfDKhzCj2Cgn+E/wn+E/wn+A/wX+C/wT4CcMThicMTxieMDxhePaj/ubZwvAEywmWEywnWE6wnGA5wXKC5QTLCWkT0iakTUibkDYhbULahLQJaRN4JvBM4JnAM4FnAs8Engk8E3gmPEx4mPAw4WHCw4SHCQ8THtYTPPztXXSw+u8nX57Wun7wdTfV7qndUltUqyc49+RIPka0WHOtOowkP63Fj3Erxului0OLNQ+452DMwToH2xzMzx5mFRgqMFRgqMBQgaECQwWGCgwVGCrIUpClIEtBloIsBVkKshRkKchSkKUgS0GWgiwFWQqyFGQpyFKQpSBLQZaCLAVZCrIUZCnIUpClIEtBloIsZcKZcaacOWfSmXVwpuBMwZmCMwVnCs4UnCk4U3Cm4EzBmYIzBWcKzhScKThTcKbgTMGZgjMFZwrOFJwpOFNwpuBMwZmCMwVnCs4UnCk4U3Cm4EzBmYIzBWcKzhScKThTcKbgTMGZgjMFZ/ofHgj/iJNeiyHWQiyFeL7h8YanG/0Pj3h/xNlt/8Oj2x9xJosKESEaRIIoEAE20Gmg00CngU4DnQY6DXQa6DTQaaDTQKeBTgOdBjoNdBroNNBpoNNAp4FOA50GOg10Gug00Gmg02CmwUyDmQYzDWYazDSYaTDTgKUBSwOWBiwNWBqwNGBpwNKgpEFJg5I2ic1i09g8NpGBRwOPBh4NPBp4NPBo4NHAo8FFg4TG9htrb6y9sfbG2htrb6y9t0c9bERzXmPtjbU31t5Ye2PtjbU31t5Ye2PtLIrFX2u/ln49ovWE1gNa1pllZpVZZNaYJWaF2R0MrHFgjQNrHFjjwBoH1jiwxoE1DqxxYI0DaxxY48AaB9Y4sMaBNQ6scWCGAzMcmOHADAdmODDDgRkOzHBghgMzHJjhwAwHZjgww4EZDsxwfWLH8X8vzq/3r47+cH12vb/6jFfRluNcd8dj+/Dm6bmCxwqeKnig73m+x/nrExuUZ8xn+fh8Ymw3e5pxmE9+zr5Pv6fv3o6XsR765pHwRMYcrHNAIkwq256qd3xzfnH2+bJhudmonvb2fvie23hs46mNdyC8AuENiO2p", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQM7C0MLVQ0lEqLqnMSQUKFZUCqVoA2sV9bCoAAAA=" } }	table__multihier___91187
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| 2010 \| $55,178 \|\n\| --- \| --- \|\n\| 2011 \| 45,275 \|\n\| 2012 \| 36,841 \|\n\| 2013 \| 30,789 \|\n\| 2014 \| 22,094 \|\n\| Thereafter \| 59,263 \|\n\| Future Minimum Lease Payments \| $249,440 \|\n\| \| December 31, 2012 \| \| \| December 31, 2011 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (In millions) \| FairValueHedges \| CashFlowHedges \| Total \| FairValueHedges \| CashFlowHedges \| Total \|\n\| Investment securities available for sale \| $1,573 \| $130 \| $1,703 \| $1,298 \| $124 \| $1,422 \|\n\| Long-term debt-1 \| 1,450 \| — \| 1,450 \| 2,450 \| — \| 2,450 \|\n\| Total \| $3,023 \| $130 \| $3,153 \| $3,748 \| $124 \| $3,872 \|\n\| \| Years Ended December 31, \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| 2012 \| \| 2011 \| \|\n\| \| ContractualRates \| Rate IncludingImpact of Hedges \| ContractualRates \| Rate IncludingImpact of Hedges \|\n\| Long-term debt \| 4.01% \| 3.17% \| 3.64% \| 3.22% \|\n\| \| Asset Derivatives December 31, 2012 \| \| Liability Derivatives December 31, 2012 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (In millions) \| Balance SheetLocation \| FairValue \| Balance SheetLocation \| FairValue \|\n\| Derivatives not designated as hedging instruments: \| \| \| \| \|\n\| Foreign exchange contracts \| Other assets \| $9,243 \| Other liabilities \| $9,067 \|\n\| Interest-rate contracts \| Other assets \| 61 \| Other liabilities \| 61 \|\n\| Other derivative contracts \| Other assets \| — \| Other liabilities \| 9 \|\n\| Total \| \| $9,304 \| \| $9,137 \|\n\| Derivatives designated as hedging instruments: \| \| \| \| \|\n\| Interest-rate contracts \| Other assets \| $162 \| Other liabilities \| $284 \|\n\| Foreign exchange contracts \| Other assets \| 135 \| Other liabilities \| 17 \|\n\| Total \| \| $297 \| \| $301 \|\n\| \| Asset Derivatives December 31, 2011 \| \| Liability Derivatives December 31, 2011 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (In millions) \| Balance SheetLocation \| FairValue \| Balance SheetLocation \| FairValue \|\n\| Derivatives not designated as hedging instruments: \| \| \| \| \|\n\| Foreign exchange contracts \| Other assets \| $12,210 \| Other liabilities \| $12,315 \|\n\| Interest-rate contracts \| Other assets \| 1,682 \| Other liabilities \| 1,688 \|\n\| Other derivative contracts \| Other assets \| 1 \| Other liabilities \| 10 \|\n\| Total \| \| $13,893 \| \| $14,013 \|\n\| Derivatives designated as hedging instruments: \| \| \| \| \|\n\| Interest-rate contracts \| Other assets \| $123 \| Other liabilities \| $293 \|\n\| Foreign exchange contracts \| Other assets \| 3 \| Other liabilities \| 37 \|\n\| Total \| \| $126 \| \| $330 \|\nThe question is:\nWhat do all FairValueHedges sum up, excluding those negative ones in 2011? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "V8h5hZxXyHmFnFfIecWcV8x5xZxXyHmFnFfIeYWcV8h5hZxXyHmFnFcuwapUFaoyFaRCVIAKT8EpNAWmsDSYaTTTaKbRTIOZBjMNZhrMNJhpMNNgpsFMg5lGM41mGs00mGkw02CmwUyDmQYzDWYazDSu+qNlf7TujxbelXfpXXsX39V3+V1/NwBmGs002GWwy2CXwS6DXQa7DHYZ7DLYZbTLYIjBEIMhBkMMhhgMMRhiMMRgiNEQg+UFywuWFywvWF6wvGB5wfKC5UXLC6YWTC2YWjC1YGrB1IKpBVMLphZNLdhWsK1gW8G2gm0F2wq2FWwr2Fa0rWBMwZiCMQVjCsYUjCkYUzCmYEzRmIL1BOsJ1hOsJ1hPsJ5gPcF6ULbCtkm2R0bzSB7FI3j0jtxRO2IvrKe0nsJcCnMpzKUwl8JcCnMpzKUwl8JcCr8o/KLwi8IvCr8o/KLwi8IvCr8oLKCwgMICCgsoLKCwgMICCgsoN4rr7wZwB7gF3ANuAneB2wDmF5AvIF9AvoB8AfkC8gXkC8gXkC+oXlC9oHpB9YLqBdULqhdUL6heYLzAeIHxAuMFxguMFxgvMF5gvOB2we2C2wW3C24X3C64XXC74HYB6gLUBagLUBegLkBdgLoAdQHqgswFmQsyF2QuyFyQuSBzQWa2vF2O7wR8JYA2kAbKQBjoAlmgCkTRkLlBcYPiBsUNihsUNyhuUNyguEFxg+IGxQ2KGxQ3KG5Q3KC4QXGD4gbFDYobFDcoblDcoLhBcYPiBsUNihsUNyhuUNyguEFxg+IGxe2+dLu539xw7ji3nHvOTeeuA8UNihsUNyhuUNyguEFxg+IGxQ2KGxQ3KG5Q3KC4QXGD4gbFDYobFDcoblDcoLhBcYPiBsUNihsUNyhuUNyguEFxg+IGxQ2KGxQ3KG5Q3KC4QXGD4gbFDYobFDcoblDMpvMZz3eevvJkd7I52ZtsTXYmG5N9ybYcUDygeEDxgOIBxQOKBxQPKB5QPKB4QPGA4gHFA4oHFA8oHlA8oHhA8YDiAcUDigcUDygeUDygeIDvAN8BvgN8B/gO8B3gO8B3wO2A2wG3A24H3A64HXA74Hbc625h97Cb2F3sNnYfu5FB6oDUAakDUgekDkgdkDr7o+utuwekDkgdkDogdUDqgNQBmwM2B2wO2BywOWBzwOaAzQGbAzYHbA7YHLA5YHPA5oDNAZsDNllM3z/5xcUPLqw6i86as+SsOAu+O6LlduyAcgeUO", "part_6": "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", "part_7": "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", "part_8": "vwY7UETowB+RAHIADb8BNHMNyA4J1Rq8MXUMwrNA3BMcIjhEcIzhGcIzgGNEigkUEiwgWESwiWESwiGARwSLiWrkgrohL4pq4KK6KywL2A9gD2APYA9gD2APYA7wDngOeA54DngOe04+usM4IIAcCBwIHAgcCBwIHAgfKBqwGrAasBqwGrAasBnQGVgZWBlYGVgZWBlYGHgYABgAGAAYABgAGAAbIBcgFyAXIBcgFyAXIrVGa/kTxlO0JD9N9aZdkk1Qf6fj/9tE97uufZ7t6GEw98YI/tWN/4kNuk575tEP5f+Zf2zxcdNa7v68Fu+ZYi4W9hSsVNlTYUGFDhQ0VNlTYUGE1hbcU3lJ4S+EthbcU3lL4R+EfhX8U/lH4R+EfhX8UjlE4RuEYhWOU6+MCuUI4RuEYhWMUjlE4RuEYhWMUHlF4ROERhUcUHlF4ROERhUcUHlF4ROERhUcUrlC4QuEKhSsUrlCwvmB9wfo6Hh03VDvVOjJYX7C+YH3B+oL1BesL1vdHWP83hT2eBnofOfsjaP8bB+PbuP3Iw4XrKZf6bETvjxD9E4zj8bSPh8vNerv3tWBXHGuxsLxhecPyhuUNyxuWNyxv6N3Qu6F3Q++G3g29G143vG543fC6oXBD4YbCDYUbtjb8bKjYcLDhWcOshksNlxouNVxquNRwqeFSw6WGNg1tGto0tJmPMORvTVk8DSMDRnxXNB+Byt8+OgX2MIx64qU+G1fmI1z5NENx5lcP15v1lu9rcVqLYy0WsAxgGcAygGUAywCPAR4DPAZ4DIAYADEAYgDEAIgBEAMgBkAMgBiar6H5GuABH3b2+f6j3z7+uoeeen6c68N60krtP/o1469/wujnV9sPF5v1YvtanNbiWItl8wDKEzfJ16MwFIRCUB73edrnYZ/3orwWPZ7QVn2eD1VPwefBHfMd7vGEnuzn+eRWD6Ouzziyz0bm4wkd38/1sTDnH27qrGu/r8VpLY61WHb++Wkvj/7jN/+ZzX9+2tuln2HH18M46/OO7LPt+PPT3lr9TJv+QzCxL3lW5lGZJ2W+/CzRjFmjGbNGM2aNZswazZg1mjFrzGLWmMWsMYtZYxazxixmjVnMGrMYwhRjmGL82Z3hX1o0JBqGf2nRECkYIgVDpGCIFAyRgiFSMEYKxl+bGSIFQ6RgiBQMkYIhUjBECoZIwRApGCIFY6RgyBAMGYIhQzBkCIYMwZAhGDIEQ4ZgyBCMGYLxB2SGDMGQIRgy", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjY3sdAzUNJRKi6pzEkFChSVAqlaAIrJrmgoAAAA" } }	table__multihier___91189
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Year Ended December 31, \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2014 \| \| 2013 \| \| 2012 \| \|\n\| \| (In $ millions, except percentages) \| \| \| \| \| \|\n\| North America \| 743 \| 25% \| 708 \| 25% \| 698 \| 25% \|\n\| Europe and Africa \| 905 \| 31% \| 894 \| 32% \| 1,010 \| 36% \|\n\| Asia-Pacific \| 1,210 \| 41% \| 1,091 \| 39% \| 986 \| 35% \|\n\| South America \| 103 \| 3% \| 100 \| 4% \| 97 \| 4% \|\n\| Total-1 \| 2,961 \| 100% \| 2,793 \| 100% \| 2,791 \| 100% \|\n\| Period \| TotalNumberof SharesPurchased-1 \| AveragePrice Paidper Share \| Total Numberof SharesPurchased asPart of PubliclyAnnounced Program \| ApproximateDollarValue of SharesRemaining thatmay bePurchased Underthe Program-2 \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| October 1 - 31, 2014 \| 192,580 \| $58.02 \| 164,800 \| $490,000,000 \|\n\| November 1 - 30, 2014 \| 468,128 \| $59.25 \| 468,128 \| $463,000,000 \|\n\| December 1 - 31, 2014 \| 199,796 \| $60.78 \| 190,259 \| $451,000,000 \|\n\| Total \| 860,504 \| \| 823,187 \| \|\n\| \| Year Ended December 31, \| \| \| Year Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2014 \| 2013 \| Change \| 2013 \| 2012 \| Change \|\n\| \| (In $ millions, except percentages) \| \| \| \| \| \|\n\| Net sales \| 1,160 \| 1,214 \| -54 \| 1,214 \| 1,186 \| 28 \|\n\| Net Sales Variance \| \| \| \| \| \| \|\n\| Volume \| -5% \| \| \| -4% \| \| \|\n\| Price \| 1% \| \| \| 6% \| \| \|\n\| Currency \| —% \| \| \| —% \| \| \|\n\| Other \| —% \| \| \| —% \| \| \|\n\| Other (charges) gains, net \| 16 \| — \| 16 \| — \| -4 \| 4 \|\n\| Operating profit (loss) \| 388 \| 346 \| 42 \| 346 \| 251 \| 95 \|\n\| Operating margin \| 33.4% \| 28.5% \| \| 28.5% \| 21.2% \| \|\n\| Equity in net earnings (loss) of affiliates \| 9 \| 3 \| 6 \| 3 \| 6 \| -3 \|\n\| Dividend income - cost investments \| 115 \| 92 \| 23 \| 92 \| 83 \| 9 \|\n\| Depreciation and amortization \| 43 \| 41 \| 2 \| 41 \| 45 \| -4 \|\nThe question is:\nDoes net sales keeps increasing each year between 2012 and 2013?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.3125	0.6875	{ "part_1": "H4sIABH8N2gC/83d3W4dx7Un8FchhATIAUyDvT6qe/tmYJzkYm4yxuRMgIPBQUBT2zYxEqmQlBNPEGAeYp5wnuRQEkXWj2EmlCw6BpKLlWh3V3Wt/0evqtX8y7PTs+f7Pz/7ordYPnt2+erF6dWzL55dXRyfnj377Nnr0+fX0dK7rcf6dY6TXT3P7fikvlmWXX69fdO15Hb9D6+Ov36x/8Pz/eXJxemrq9Pzs2df/OXZ0eHR4fLsi7PXL158dh0s94KjOYo5yDmoOeg5GHOwzsE2B7spcEBHDuL6P/f+3zBMwzJsQn/qL/2hvxtEK9FGNM/LZ3vv4S7Oa3Fei/NanNfivFwoV8qlcq1cLFfL5XK9gnmF8wrnFc4rnFc4r3BecehP/aU/9HeDaCXaiOZ5JfNK55XOK51XOq90Xum88tCf+kt/6O8G0Uq0Ec3zKuZVzqucVzmvcl7lvMp51aE/9Zf+0N8NopVoI5rn1cyrnVc7r3Ze7bzaebXz6kN/6i/9ob8bRCvRRjTPazCv4byG8xrOaziv4byG8xqH/tRf+kN/N4hWoo1ontfKvFbntTqv1Xmtzmt1XqvzWg/9qb/0h/5uEK1EG9E8r415bc5rc16b89qc1+a8Nue1HfpTf+kP/d0gWok2onleO+a1c14757VjbDvGtmNsO8a2Y2w7xrZjbLt5bEiQCoRqIBpoBpKBYiAY6AVyEdiW0LaEtiW0LaFtCW1LaFsC2xLYlsC2BLYlsC2BbQlsS2BbAtsS2pbQtoS2JXAigRMJnEjgRAInEjiRwIkETiRMg3t5oBMJnUiYJuaJiWKmmCrmislitmAuAgsQWIDAAgQWILAAgQUILEBgAQILEFqA0AKEFiBQ9UDVA1UPVD1Q9UDVA1UPVD1Q9VDVQ1UPVT0Q6kCoA6EOhDoQ6kCoA6EOhDoQ6lCoQ6EOhTrQ3kB7A+0NtDfQ3kB7A+0NtDfQ3lB7Q+0NtTeQ00BOAzkN5DSQ00BOAzkN5DSQ01BOQzkN5TRQyEAhA4UMFDJQyEAhA4UMFDJQyFAhQ4V8EwahURIVURMNopVoI5qG+pZ+nv3bm4rAwdHB5Xfnf7o8+O35xdV3B1++3F+cnhwfnH9z8O/744uD35w93z8/+PX+ZP/y6/3FQS6fHcTRUge/+q9nB784eHn64sXp+dnlZwf7P5/sX10dvNpfnOzPro6/3V/+y8Hp5cFaefD5s5tbHjGAhSiIkqjmKJ5+4J8vb4Ye/cvboeePumk++mkdbbe3rKe/5d/Os3/UTeOx8xy7u3mOp7/l385znTNqm4MZJFi61NKlli61dIlLS1xa4tI", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSqkwtVtJRKi6pzEkF8opKgVQtAB7PAkElAAAA" } }	table__multihier___91192
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Years ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2017 \| 2016 \| 2015 \|\n\| Net income available to IPG common stockholders \| $579.0 \| $608.5 \| $454.6 \|\n\| Weighted-average number of common shares outstanding - basic \| 389.6 \| 397.9 \| 408.1 \|\n\| Dilutive effect of stock options and restricted shares \| 7.7 \| 10.1 \| 7.6 \|\n\| Weighted-average number of common shares outstanding - diluted \| 397.3 \| 408.0 \| 415.7 \|\n\| Earnings per share available to IPG common stockholders: \| \| \| \|\n\| Basic \| $1.49 \| $1.53 \| $1.11 \|\n\| Diluted \| $1.46 \| $1.49 \| $1.09 \|\n\| \| Years ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2017 \| 2016 \| 2015 \|\n\| Stock-Settled Awards: \| \| \| \|\n\| Awards granted \| 0.8 \| 1.1 \| 0.8 \|\n\| Weighted-average grant-date fair value (per award) \| $24.18 \| $21.87 \| $22.07 \|\n\| Total fair value of vested awards distributed \| $22.6 \| $17.5 \| $18.8 \|\n\| Cash-Settled Awards: \| \| \| \|\n\| Awards granted \| 0.0 \| 0.1 \| 0.1 \|\n\| Weighted-average grant-date fair value (per award) \| $23.33 \| $22.54 \| $20.46 \|\n\| Total fair value of vested awards distributed \| $0.9 \| $0.7 \| $0.2 \|\n\| Performance-Based Awards: \| \| \| \|\n\| Awards granted \| 4.8 \| 3.3 \| 2.9 \|\n\| Weighted-average grant-date fair value (per award) \| $20.06 \| $19.58 \| $20.88 \|\n\| Total fair value of vested awards distributed \| $112.4 \| $27.9 \| $18.7 \|\n\| \| Stock-Settled Awards \| \| Cash-Settled Awards \| \| Performance-Based Awards \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Awards \| Weighted-AverageGrant-DateFair Value(per award) \| Awards \| Weighted-AverageGrant-DateFair Value(per award) \| Awards \| Weighted-AverageGrant-DateFair Value(per award) \|\n\| Non-vested as of January 1, 2017 \| 2.3 \| $20.84 \| 0.1 \| $20.49 \| 8.5 \| $19.16 \|\n\| Granted \| 0.8 \| 24.18 \| 0.0 \| 23.33 \| 4.8 \| 20.06 \|\n\| Vested \| -1.0 \| 19.49 \| 0.0 \| 19.27 \| -4.6 \| 16.64 \|\n\| Forfeited \| 0.0 \| 21.86 \| 0.0 \| 20.50 \| -0.4 \| 20.00 \|\n\| Non-vested as of December 31, 2017 \| 2.1 \| $22.78 \| 0.1 \| $22.52 \| 8.3 \| $21.05 \|\n\| Total unrecognized compensation expense remaining \| $24.1 \| \| $1.0 \| \| $71.9 \| \|\n\| Weighted-average years expected to be recognized over \| 1.0 \| \| 1.0 \| \| 1.7 \| \|\nThe question is:\nHow many Stock-Settled Awards exceed the average of Stock-Settled Awards in 2017?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "cczG45iNx4HXOPQah17j0GsceI0Dr3HgNQ68xoHXOPAaB17jwGsc/HJ06AYO3cChGzj4Mejgx6ADR23gqA0ctYGjNnDUBo7a4MegQzNraGYNzazB7zsHv+8cWDgDC2dg4QwsnIGFM7BwBr/vHFooQwtlaKEMfrI5+MnmwEQYmAgDE2FgIgxMhIGJMDARhibC0EQYmggDE2FgIgxMhIGJMDARBibCwEQYmAgDE2FoIgxNhKGJMDARBibCwEQYmAgDE2FgIgxMhIGJMDARhibC0EQYmggDE2FgIgxMhIGJMDARBibCwEQYmAgDE2FoIgxNhKGJMDARBibCwEQYmAgDE2FgIgxMhIGJMDARhibC0EQY/vxx4CkMPIWBpzDwFAaewsBTGHgKA09h4CkMPYWhpzD0FAaewsBTGHgKA09h4CkMPIWBpzDwFAY/cByPP/R7eXH0WDTc/ajP/zi7+HB29aeDx7rp5l/90+3nWU9qh8d/3H1ecV+Xx5FKrVCr0/M3B7/4VvaV8d/dV8b/cFcY/+6mMP772+LoX26Lo7ksfvT21/6281U380xJNT2WxzexuLde/krnf+VYH77Yi3vn5yvu5acM8tOAH39ROu4dpb/mRV4z6nF6PJb9Da3z2tvmYE4QyrmwnAvLubCcC8q5oJwLyrmgnAvKuaCcC8q5oJwLyrmwnAvLubCcC8q5oJwLyrmgnAvKuaCcC8q5oJwLyrl4IhJPVOKJTFDOBeVcUM4F5VxQzoXT7/y7ACjnwnIuKNiCgi0o2IKCLSjYgoItKNiCgi0o2MKCLSjJgpIsKMmCkiwoyYKSLCjJgpIsKMnCkiwouoKiKyi6gqIrKLqCoisouoKiKyi6wqIrKKuCsiooq4KyKiirgrIqKKuCsiooq8KyKiicgsIpKJyCwikonILCKSicgsIpKJzCwikojYLSKCiNgtIoKI2C0igojYLSKCiNwtIoKH6C4icofoLiJyh+guInKH6C4iefKX7+4aNf9BM1zqNbNI7UBN/wfMHLZ2qcT13xFaD76GwKvLHPXPJTBcvJ/jT1t57mNTe+7+jGve32p6/4guqjphlaXnWu1wxh/9FtHKHryDqqntQYaY2RVBFJFZFUEUkVkVQRSRWRVBFJFZFUEUlhkBQGSWGQFAZJYZAUBklhkBQGSWGQsD5hfcL6hPUJ6xPWJ6xPWJ+wPoF7AvcE7gncE7ini8BV4DIA7gnNE5onNE9ontA8oXlC84TmCc0TfCf4TvCd4DvBd4LvBN8JvhN8J7xOeJ3wOuF1wuuE1wmvE14nvE4AnQA6AXQC6ATQCaATQCeATgCdED", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMlLSUSouqcxJBbKLSoFULQCN/m0jIwAAAA==" } }	table__multihier___91194
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| (Amounts in millions, except per share amounts) \| 2007 \| 2006 \| 2005 \|\n\| --- \| --- \| --- \| --- \|\n\| Numerator: \| \| \| \|\n\| Net income \| $4,096 \| $3,851 \| $3,111 \|\n\| Denominator: \| \| \| \|\n\| Denominator for weighted average commonshares outstanding — basic \| 718.3 \| 747.5 \| 764.9 \|\n\| Dilution associated with the Company’s stock-based compensation plans \| 13.7 \| 13.5 \| 16.4 \|\n\| Denominator for weighted average common shares outstanding — diluted \| 732.0 \| 761.0 \| 781.3 \|\n\| Earnings per share — basic \| $5.70 \| $5.15 \| $4.07 \|\n\| Earnings per share — diluted \| $5.60 \| $5.06 \| $3.98 \|\n\| Business Segment \| Major Products \|\n\| --- \| --- \|\n\| Industrial \| Tapes, coated, nonwoven and bonded abrasives, adhesives, advanced ceramics, sealants, specialty materials, 3M Purification Inc. (filtration products), closure systems for personal hygiene products, acoustic systems products, automotive components, abrasion-resistant films, structural adhesives and paint finishing and detailing products \|\n\| Safety and Graphics \| Personal protection products, traffic safety and security products, commercial graphics systems, commercial cleaning and protection products, floor matting, and roofing granules for asphalt shingles \|\n\| Electronics and Energy \| Optical films solutions for electronic displays, packaging and interconnection devices, insulating and splicing solutions for the electronics, telecommunications and electrical industries, touch screens and touch monitors, renewable energy component solutions, and infrastructure protection products \|\n\| Health Care \| Medical and surgical supplies, skin health and infection prevention products, drug delivery systems, dental and orthodontic products, health information systems and food safety products \|\n\| Consumer \| Sponges, scouring pads, high-performance cloths, consumer and office tapes, repositionable notes, indexing systems, construction and home improvement products, home care products, protective material products, and consumer and office tapes and adhesives \|\n\| \| Net Sales \| \| \| Operating Income \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Millions) \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \|\n\| Industrial \| $10,584 \| $9,943 \| $9,629 \| $2,296 \| $2,236 \| $1,983 \|\n\| Safety and Graphics \| 5,657 \| 5,471 \| 5,458 \| 1,239 \| 1,217 \| 1,237 \|\n\| Electronics and Energy \| 5,393 \| 5,458 \| 5,732 \| 954 \| 1,026 \| 1,140 \|\n\| Health Care \| 5,334 \| 5,138 \| 5,011 \| 1,672 \| 1,641 \| 1,484 \|\n\| Consumer \| 4,435 \| 4,386 \| 4,230 \| 945 \| 943 \| 855 \|\n\| Corporate and Unallocated \| 8 \| 4 \| 9 \| -322 \| -471 \| -420 \|\n\| Elimination of Dual Credit \| -540 \| -496 \| -458 \| -118 \| -109 \| -101 \|\n\| Total Company \| $30,871 \| $29,904 \| $29,611 \| $6,666 \| $6,483 \| $6,178 \|\n\| \| Assets \| \| \| Depreciation & Amortization \| \| \| Capital Expenditures \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Millions) \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \|\n\| Industrial \| $8,803 \| $8,587 \| $7,553 \| $372 \| $323 \| $337 \| $510 \| $415 \| $383 \|\n\| Safety and Graphics \| 5,153 \| 5,111 \| 4,975 \| 256 \| 238 \| 251 \| 209 \| 190 \| 204 \|\n\| Electronics and Energy \| 5,336 \| 5,512 \| 5,296 \| 260 \| 266 \| 255 \| 261 \| 350 \| 274 \|\n\| Health Care \| 4,329 \| 4,296 \| 4,190 \| 171 \| 169 \| 199 \| 120 \| 113 \| 159 \|\n\| Consumer \| 2,516 \| 2,445 \| 2,423 \| 106 \| 110 \| 102 \| 128 \| 105 \| 98 \|\n\| Corporate and Unallocated \| 7,413 \| 7,925 \| 7,179 \| 206 \| 182 \| 92 \| 437 \| 311 \| 261 \|\n\| Total Company \| $33,550 \| $33,876 \| $31,616 \| $1,371 \| $1,288 \| $1,236 \| $1,665 \| $1,484 \| $1,379 \|\n\| \| Employees as of December 31, \| \| \| Capital Spending \| \| \| Property, Plant and Equipment - net as of December 31, \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Millions, except Employees) \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \|\n\| United States \| 34,719 \| 34,851 \| 33,246 \| $941 \| $816 \| $688 \| $4,478 \| $4,279 \|\n\| Asia Pacific \| 18,417 \| 18,210 \| 18,015 \| 284 \| 332 \| 409 \| 1,943 \| 2,029 \|\n\| Europe, Middle East and Africa \| 20,504 \| 20,638 \| 20,113 \| 290 \| 226 \| 180 \| 1,636 \| 1,499 \|\n\| Latin America and Canada \| 15,027 \| 13,978 \| 12,824 \| 150 \| 110 \| 102 \| 595 \| 571 \|\n\| Total Company \| 88,667 \| 87,677 \| 84,198 \| $1,665 \| $1,484 \| $1,379 \| $8,652 \| $8,378 \|\n\| \| 2013 \| 2012 \| 2011 \|\n\| --- \| --- \| --- \| --- \|\n\| Statutory U.S. tax rate \| 35.0% \| 35.0% \| 35.0% \|\n\| State income taxes - net of federal benefit \| 0.9 \| 0.9 \| 0.7 \|\n\| International income taxes - net \| -6.3 \| -4.2 \| -4.6 \|\n\| U.S. research and development credit \| -0.7 \| — \| -0.5 \|\n\| Reserves for tax contingencies \| 1.2 \| -1.9 \| -1.2 \|\n\| Domestic Manufacturer’s deduction \| -1.6 \| -1.2 \| -1.5 \|\n\| All other - net \| -0.4 \| 0.4 \| -0.1 \|\n\| Effective worldwide tax rate \| 28.1% \| 29.0% \| 27.8% \|\nThe question is:\nwhat was the percentage change in the domestic manufacturer 2019s deduction activity from 2012 to 2013\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "AoIFBAsIFhAsIFhAsEBbgbYCbQXaCrQVaCuAVQCrAFYBrAJYBbAKDBUYKjBUYKjAUIGhAkMFhgoMFRgqMFRgqMBQgaECQwWGCgwV4CnAU4CnAE8Bnj6AmkdC7iO+VMZ9m+3LCN9F+CqiIUpDlD5AlE+ewk4qeij/fQAjnzx49wz20NT3AXY8OvgpwJiWaR+wvzLgnTD9cIXnrwy4U6c3DwGXzwX8RR5M8XDx1udG2i1yyn2kzXMj7VbX+9VR+ZvK31T+pp439byp5/OBDBmdwkfpcf1Ye783fQHmV0Q/Is60XzPJMpMs84FkOXw2u36jqvdnk088cofT2n/5mA+kyXjkk3Lk+OGq9NdEu9s7x/to89dEm+7+8t0+2vKL0T6TGus+zPqsMHd/FfDhjm2eFWZnS96fzHJw//6ChPhoQy+1T1Rfovqt2U/NCxt6YUMvB7fwk07o9gItm+j9CeVzQ91epGVaNvtQ9WWhnvQosd/1y8Fd//zwu62yxj78/KuG322hh+jLl0X/xTyp/RfQ5WCePCPu7qli/4J2OZg4z4g7+Qi0Hkil/yDhPf76nvmy9887vvlXgdCAWMmglQxaQcJ6IJ9+4azi/qzWZd6fVX5JhLtPvdPLeXqIUJ+P8KQv+NPLXB6ud3911LiLGuu6jzp/ddT7Hx6LfLgCy+ej/vIH/esLOvc+3Pr8cPdrvv8Lc7lTe58bbtrfmPtiyaOHH5B0ZVRleEbhEYUnFB5QeDHGZyW+Kg0flWpUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUV2tUVwt1tVRXS1e1cFULV7VwVQtXtXBVC1e1cFULV7VwVUtXtZRTCzm1kFMLObWQUws5tZBTCzm1kFMLObWUU0sbtbBRCxu1sFELG7WwUQsbtbBRCxu1sFFLG7XUTwv9tNBPC/200E8L/bTQTwv9tNBPC/201E9L37TwTQvftPBNC9+08E0L37TwTQvftPBNS6O0MEoLo7QwSgujtDBKC6O0MEoLo7QwSktntHBGC2e0cEYLZ7RwRgtntHBGC2e0cEZLK7SwQgsrtLBCCyu0sEILK7SwQgsrtLBCS++z8D4L77PwPgvvs/A+C++z8D4L77PwPguVs1A5C5WzUDkLlbNQOQuVs5A3647Df392etOG/v7quhu9/YD87fsP785/3l4PTu6+pr/Zvv/u+pnvuuXadwtZy7TDcb2yfFm9Rqnz2TPu+uta7z7ZF7Lns6Pe9hWZUfM+an0+6n2X8vvbJuXsh4f+aVMPp9fPC3SntU4PZzQ/L9DdX7u5azoL2fOTgf724vzD9uLq55dHf/vu5Oxq9/Xjnz6efni/vR69OjrbXv3SlviLelnLw4Trn3LCO3H0ZSwPm3DIq6AvCRuRoBEJGpGgEQkakaARCRqRoBEJGpGgEQk7j6DzCDqPoPMIOo+g8wg6j6DzCDqPoPMI", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzBgElHaXiksqcVKBIUSmQqgUA1uQ9BSkAAAA=" } }	table__multihier___91195
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2013 \| 2012 \|\n\| --- \| --- \| --- \|\n\| Beginning balance \| $160,468 \| $163,607 \|\n\| Gross increases in unrecognized tax benefits – prior year tax positions \| 20,244 \| 1,038 \|\n\| Gross increases in unrecognized tax benefits – current year tax positions \| 16,777 \| 23,771 \|\n\| Settlements with taxing authorities \| -55,851 \| -1,754 \|\n\| Lapse of statute of limitations \| -4,066 \| -25,387 \|\n\| Foreign exchange gains and losses \| -1,474 \| -807 \|\n\| Ending balance \| $136,098 \| $160,468 \|\n\| (Aggregate Intrinsic Value in thousands) \| \| Weighted- Average Exercise Price/Share \| Weighted- Average Remaining Contractual Term \| Aggregate Intrinsic Value \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Options \| Shares \| \| \| \|\n\| Outstanding at January 1, 2018 \| 360,364 \| $84.10 \| \| \|\n\| Granted \| - \| - \| \| \|\n\| Exercised \| 81,200 \| 84.99 \| \| \|\n\| Forfeited/Cancelled/Expired \| - \| - \| \| \|\n\| Outstanding at December 31, 2018 \| 279,164 \| 83.84 \| 1.9 \| $37,386 \|\n\| Exercisable at December 31, 2018 \| 279,164 \| 83.84 \| 1.9 \| $37,386 \|\n\| \| Years Ended December 31, \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2018 \| \| 2017 \| \| 2016 \| \|\n\| \| \| Weighted- \| \| Weighted- \| \| Weighted- \|\n\| \| \| Average \| \| Average \| \| Average \|\n\| \| \| Grant Date \| \| Grant Date \| \| Grant Date \|\n\| Restricted (non-vested) Shares \| Shares \| Fair Value \| Shares \| Fair Value \| Shares \| Fair Value \|\n\| Outstanding at January 1, \| 421,261 \| $194.01 \| 435,338 \| $164.21 \| 435,336 \| $143.02 \|\n\| Granted \| 173,065 \| 240.59 \| 160,185 \| 234.01 \| 173,546 \| 186.37 \|\n\| Vested \| 141,982 \| 178.31 \| 152,397 \| 151.80 \| 145,834 \| 130.54 \|\n\| Forfeited \| 37,937 \| 212.48 \| 21,865 \| 187.82 \| 27,710 \| 147.32 \|\n\| Outstanding at December 31, \| 414,407 \| 217.15 \| 421,261 \| 194.01 \| 435,338 \| 164.21 \|\nThe question is:\nWhat is the total amount of Forfeited of Years Ended December 31, 2016 Shares, and Settlements with taxing authorities of 2012 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "H4sIABH8N2gC/7Xd725dSXbe4VshBH9IAFFhrT+19+kvgZN4jAQBHGQMG0FgDE5LpyUCaqpNUp6eDAbIPeQOcyWh1Gp2PTQHLWoUIDC83H32rjq13t+7zqrVzB+fXV69Ov347JuIQzx/dvPD28vbZ988u70+Xl49e/7s/eWru6iO8/hdHGuv8aq+3cdedTyexji++naPMb+7+xdvj9++Pf3u1enm5fXlD7eX766effPHZxfnF+fj2TdX79++fX4XjA/Bs7//8G+eXZzdvHn3+5uz/3B6fXl1dXn1+uzb49vj1cvT2bvvzuJi5NnlzdlfjXnxvOZ+9uLZp89frE+Lz35afHpaPp8X2/3Tcn1YrUGvwVyDbQ32NTgsgdu+cN13/+/BPw3DNCzDJvSjftIP+rlJtBHtROu+Bvt6cB7DfQ33NdzXcF/DfY1zP+on/aCfm0Qb0U607ivYV7ivcF/hvsJ9hfsK9xXnftRP+kE/N4k2op1o3Veyr3Rf6b7SfaX7SveV7ivP/aif9IN+bhJtRDvRuq9iX+W+yn2V+yr3Ve6r3Fed+1E/6Qf93CTaiHaidV/Nvtp9tftq99Xuq91Xu68+96N+0g/6uUm0Ee1E674m+5rua7qv6b6m+5rua7qvee5H/aQf9HOTaCPaidZ9bexrc1+b+9rc1+a+Nve1ua/t3I/6ST/o5ybRRrQTrfva2dfuvnb3tbuv3X3t7mt3X/u5H/WTftDPTaKNaCda93VgXwf3dXBfB9Z2YG0H1nZgbQfWdmBtB9Z2WNcWjxRHf3v97ubm7PLq5fXpeHP68L+dvb+6Pr189/rq8n+dXp3dHn88+/Z0dfru8vbm7P/+7/9z9sP15bvrsz+cjtcf/9kP724uP9RiN2tRFRdR9akG0unikYrqay/hYyU2LnK/X0GuC6g16DWYa7Ctwb4G6zdKFRZWYWEVFlZhYRUWVmFhFRZUYUEVFlRhQRUWVGFBFRZUYUEVFlRhYRUWVmFhFRYUVkFhFRRWQWEVFFZBYRUUVkFhFRRW8SDdLKzCwiqolcI8MVHMFFPFXDFZzBZqpaCiCSqaoKIJKpqgogkqmqCiCSqaoKIJK5qwogkrmqBICYqUoEgJipSgSAmKlKBICYqUoEgJi5SwSAmLlKDuCOqOoO4I6o6g7gjqjqDuCOqOoO4I646w7gjrjqCUCEqJoJQISomglAhKiaCUCEqJoJQIS4mwlAhLiaA6CKqDoDoIqoOgOgiqg6A6CKqDoDoIq4OwOgirg8", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "yguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYoLFBcoLlBcoLhAcYHiAsUFigsUFyguUFyguEAxSedvPHuetjzJTpKT3CQ1yUwSk7wkLRsUNyhuUNyguEFxg+IGxQ2KGxQ3KG5Q3KC4QXGD4gbFDYobFDcoblDcoLhBcYPiBsUNihsUNyhu4NvAt4FvA98Gvg18G/g28G1w2+C2wW2D2wa3DW4b3Da4bXPdFDaHTWKz2DQ2j01kkNogtUFqg9QGqQ1SG6T2fPC+NXtAaoPUBqkNUhukNkhtsNlgs8Fmg80Gmw02G2w22Gyw2WCzwWaDzQabDTYbbDbYbLDZYHP++tX/8l+PP+Xif73YtrHlVY43OfPXL/2fsp4nXAb/FRfg89ev/D9/Hdufu/2ev37f/5S3PGm36933/PXb/s9fx7+665/3b5lf8y1P2m3li4u4X8e2JhxqWKQ4MemJSU9MemLSE5OemPTEpCcmvT0ixY87+um/afpc4Y0tL+bPoys2cb2Y9F5ye0R4n/32p0zW1MWLPtwvL7/0paumxrxbxC9bri9/5lM2kgsutkcE9JkvnZ5d17x/5vzyZz5lCmafL3K7f+m25gTpuWhjfyRX/+F089RUrXHYf1alLX4vpr2X3h9J1c99+VO+l21/keN+dfmF7yRRO/Kw3T+yvviRT9lGjxf7xf07+wvfSZpW71n3j5xf/MinbCPvuPHLO7c1HfY1WLL08EiW/ubd9Xenyycmam6He4V4++NUgkMJh0fy9Amvf9K4Yryo/X6B+eWvXbM17sjQ9w+tv+ShT8LR9uIeCodH8vWzXzuZed/Gxf1D51/y0KfspbYX+ctetjU39jW4T9pcB4pzHSjOdaA414HiXAeKcx0oznWgONc/ApnrH4HMddQ411HjXEeNcx01znXUONdR41xHjXMdNc71zz4mf/YxHQ5Oh4PT4eDkzz4mf/Yx+bOPyZ99TP7sYzLymYx8JiOfychnOvKZjnymI5/JyGcy8pmMfCYjn8nIZzLymYx8JiOfychnOvKZjnymI5/JyGcy8pmMfCYjn8nIZzLymYx8JiOfychnOvKZjnymI5/JyGcy8pmMfCYjn8nIZzLymYx8JiOfychnOvKZjnymI5/JyGcy8pmMfCYjn8nIZzLymYx8JiOfychnOvKZjnymI5/JyGcy8pmMfCYjn8nIZzLymYx8JiOfychnOvKZjnymI5/JyGcy8pmMfCYjn8nIZzLymYx8JiOfychnOvKZjnymI5/J", "part_7": "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", "part_8": "xtFXdbxd1WcbdV3G0Vd1vl3VZ5mVVcZhWXWcVlVnGZVVxmFZdZxWVWcZlVXGaVl1nl7VVxe1XcXhW3V8XtVXF7VdxeFbdXxe1VcXtV3l6V11XFdVVxXVVcVxXXVcV1VXFdVVxXFddVxXVVeSFVXEgVF1LFhVRxIVVcSBUXUsWFVHEhVVxIlVdOxZVTceVUXDkVV07FlVNx5VRcORVXTsWVU3mpVFwqFZdKxaVScalUXCoVl0rFpVJxqVRcKpXXRsW1UXFtVFwbFddGxbVRcW1UXBsV10bFtVFxE1TcBBU3QcVNUHETVNwEFTdBdQ52pI7QgTkgB+IAHHgDbsI1LF9AYCChYwSOEThG4BiBYwSOEThG4BiBYwSOEVpEYBGBRQQWEVhEYBGBRQQWEVhEeFYeiCfikXgmHoqn4rGA/QDsAdgDsAdgD8AegD2Ad4DnAM8BngM8B3iOevCGdUcAOSBwQOCAwAGBAwIHBA4oG2A1wGqA1QCrAVYDrAboDFgZsDJgZcDKgJUBKwMeBgAMABgAMABgAMAAgAHkAsgFkAsgF0AugFwAOVLXgsV6hawmqclpUpqMTl+7r8Ei3gRrCccSjiUcSziWcCzhWMKqBE4JnBI4JXBK4JTAKQFQAqAEQAmAEgAlAEoAlJ6bh+PpeDyejwfkCYGcBDkJchLkJMhJkJMgJ4FMApkEMglkEsgkkEkgk0AmgUwCmQQyCWQSrCRYSbCSYCXBSgKLBBYJLHJ/8LkmmkTryoBFAosEFgksElgksEhgQUr4C4L8ID3IDpKD3ChftK/BgocCDwUeCjwUeCjwUOChAEIBhAIIBRAKIBRAKBBQIKBAQIGAQtiFsAthF8Iuz8YvHaEV0iokUsigSPUi1YtUL1K9SPUi1YtUL1K9SOAigYsELhKY7TVp6U9JEMPX0D6v12CuwbYG+xosSdokaZOkTZI2SdokYpOITSI2idgkW5NsTbI1ydYkW5NsTbI1ydYkW6P9RvxNIpJrk4OCzaB5+oReg7kG2xrsa7AcDSm9sQR/XJPtJDu5TrFIrUipyK9qflSjlZ0F+QMbGaEiRIRd4BaYBb+s+WGNCA8sCEUiSPSIn2AnuAk/r5cucK9d4F67wL12gXvtAvfaBe61o9trR7fXjm6vHd1eO7q9dnR77eg2fdu2b9v+FwtN37bp2zZ926Zv2/Rtm75t07dt+rZN37bt27b/iULTt236tk3ftunbNn3bpm/b9G2bvm3Tt237tk2jtmnUNo3aplHbNGqb", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMrI0MTPRM1DSUSouqcxJBYoUlQKpWgCaX5xsKQAAAA==" } }	table__multihier___91197
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Period \| Total Numberof SharesPurchased-1 \| AveragePrice PaidPer Share-2 \| Total Number ofShares Purchasedas Part ofPublicly AnnouncedPlan or Program \| Maximum DollarValue of SharesAuthorized for Repurchase UnderPublicly AnnouncedPlan or Program-1(In millions) \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| September 30, 2018 – November 3, 2018 \| 543,900 \| $42.64 \| 495,543 \| $254 \|\n\| November 4, 2018 – December 1, 2018 \| 650,048 \| $44.49 \| 623,692 \| $226 \|\n\| December 2, 2018 – December 29, 2018 \| 1,327,657 \| $42.61 \| 1,203,690 \| $175 \|\n\| Total \| 2,521,605 \| $43.10 \| 2,322,925 \| \|\n\| -1 (2) \| \| December 31, 2007 \| \| \| \| December 31, 2006 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| NAIC Designation \| Rating Agency Equivalent \| Amortized Cost \| Gross Unrealized Gains-3 \| Gross Unrealized Losses-3 \| Fair Value \| Amortized Cost \| Gross Unrealized Gains-3 \| Gross Unrealized Losses-3 \| Fair Value \|\n\| \| \| (in millions) \| \| \| \| \| \| \| \|\n\| 1 \| Aaa, Aa, A \| $887 \| $6 \| $12 \| $881 \| $861 \| $3 \| $27 \| $837 \|\n\| 2 \| Baa \| 2,411 \| 33 \| 26 \| 2,418 \| 2,242 \| 13 \| 62 \| 2,193 \|\n\| \| Subtotal Investment Grade \| 3,298 \| 39 \| 38 \| 3,299 \| 3,103 \| 16 \| 89 \| 3,030 \|\n\| 3 \| Ba \| 263 \| 3 \| 8 \| 258 \| 266 \| 3 \| 8 \| 261 \|\n\| 4 \| B \| 144 \| — \| 2 \| 142 \| 12 \| — \| — \| 12 \|\n\| 5 \| C and lower \| 10 \| — \| — \| 10 \| 79 \| — \| 2 \| 77 \|\n\| 6 \| In or near default \| 33 \| 1 \| 2 \| 32 \| 7 \| 4 \| — \| 11 \|\n\| \| Subtotal Below Investment Grade \| 450 \| 4 \| 12 \| 442 \| 364 \| 7 \| 10 \| 361 \|\n\| \| Total Private Trading Account Assets Supporting Insurance Liabilities \| $3,748 \| $43 \| $50 \| $3,741 \| $3,467 \| $23 \| $99 \| $3,391 \|\n\| \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| \| (in millions) \| \| \|\n\| Expected federal income tax expense (benefit) \| $2,719 \| $616 \| $-589 \|\n\| Non-taxable investment income \| -341 \| -381 \| -319 \|\n\| Foreign taxes at other than U.S. rate \| -51 \| 146 \| -38 \|\n\| Low-income housing and other tax credits \| -116 \| -127 \| -105 \|\n\| Reversal of acquisition opening balance sheet deferred tax items \| 0 \| 53 \| 55 \|\n\| Change in repatriation assertion \| -3 \| 32 \| 0 \|\n\| Minority interest \| -24 \| -19 \| -37 \|\n\| Medicare Part D \| -10 \| 3 \| -43 \|\n\| Change in tax law: active financing exception \| -108 \| 0 \| -2 \|\n\| Other \| 6 \| 26 \| 20 \|\n\| Total income tax expense (benefit) on continuing operations before equity in earnings of operating joint ventures \| $2,072 \| $349 \| $-1,058 \|\nThe question is:\nhow is net change in cash from financing activity affected by the share repurchase during december 20018 , ( in millions ) ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "6rQyr6DAupplNQACPoDHYuNjDpY5WOdgWjQAymKan19gDaiBNIDGlxcfXnx38dkFNq2gWUADtqAW0IJZbCClMypnU+FszBs2Y96wGfOGzZg3bMa8YTPmDZvXwekcxRzkHNQc0NyYg2UO1jmY+rClE1t6saUbW/qxtSOnvPqUd5/yPvtsN+2nHbWndtW+2ll7G7w9eHvw9uDtwduDtydtJm0mbSZtJm0mbRZtFm0WbRZtFm0WbTZtNm02bTZtNm02bQ7aHLQ5aHPQ5qDNQZsLbS60udDmQpsLbS60udLmSpsrba60udLmSps72tzR5o42d7S5o83d3CbLMyAE1ipLlZXKQg3bXuZgnYMJIgEhBIQQEEJACAEhBIQQgD4AfQD6APQB6APQh2Pl8Dg+DpAjBHgD8AbgDcAbgDeAawDXAK4BXKPeaGXuH3AN4BrANYBrANcArgFcA7gGcA3gGsA1gGsA1wCuAVwDuAZwDeAawDWAawDXAK4BXAO4BnAN4BrANYBrANcAriwe1g5Lh5XDwklbW+ZgnYMJoAlAE4AmAE0AmgA0AWgC0ASgCUATgCYATQCaADQBaALQBKAJQBMOS0fcIXfMHXRH3WEHvAl4E/Am4E3Am4A3AW8C3gS8CXgT8CbgTcCbgDcBbwLeBLwJeBPwJuBNwJuANwFvAtcErglcE7gmcE0AmgA0AWgC0Ny90crUP6aWmWVimVemtWxtmYN1DiaAFgAtAFoAtABoAdACoAVAC4AWAC0AWgC0AGgB0AKgBUALgBYALQBaALQAaAHQAqAFQMt5c+KcOafOuQOEBQgLEBYgLEBYwK6AXQG7AnYF7AqgFUArgFYArQBaAbQCaAXQCqAVQCuAVgCtAFoBtAJoDC5jy9Aysm0DYw6WOVjnYIIWc8FUMBNMBPMA+435pWN+6ZhfytQxc0wc88a04W2W+aXL/NJlfikzzUQzz0wzs4z5WeeXrvNL1/mlLAzWBcuCVcGigHx380t380sPVZR/f/7sT2fPvvi3Z2eXNz/sr5998azH571sazx7/uy766s/Xp99e/eH3756eXvx3csff7PNWEYvzys+H9vfPt+8uPj+4sX+N//p9Pn51eXN7R+2p6//57d3T//p1f7m/mfs3z3+zdUP9z+3/HJ/uzk//ET+87ObbzZfX199u/n64vLs8vz1b/45v71r8PbHzdnXX//0K8i/+nFz+839b2u4/8Ho1/vvXl3ftXCz37x4dX3/wIv9+f7br/bXmzg93a6b55vfbKaflr757eY/T5n84fbH7/Z36ZxdX9x+8+3+9uL87i9v738G+x/29924PL/72//x7PS1rXz++v/Hs3+9+yf7P9/O/+Jf//3f/x9HGN6we+0AAA==" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjXTMzU3NDFT0lEqLqnMSQUKFZUCqVoABqdpBioAAAA=" } }	table__multihier___91201
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Years Ended December 31 \| Percent Change \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2009 \| 2008 \| 2007 \| 2009—2008 \| 2008—2007 \|\n\| Segment net sales \| $7,146 \| $12,099 \| $18,988 \| -41% \| -36% \|\n\| Operating earnings (loss) \| -1,077 \| -2,199 \| -1,201 \| -51% \| 83% \|\n\| \| Yearended December 31 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| In millions \| 2016 \| 2015 \| 2014 \|\n\| Derivatives used for mortgage banking activities: \| \| \| \|\n\| Interest rate contracts (a) \| $152 \| $220 \| $318 \|\n\| Derivatives used for customer-related activities: \| \| \| \|\n\| Interest rate contracts \| $78 \| $71 \| $41 \|\n\| Foreign exchange contracts and other \| 84 \| 78 \| 46 \|\n\| Gains (losses) from customer-related activities (b) \| $162 \| $149 \| $87 \|\n\| Derivatives used for other risk management activities: \| \| \| \|\n\| Interest rate contracts \| \| \| $-19 \|\n\| Foreign exchange contracts and other (c) \| $-7 \| $282 \| 54 \|\n\| Gains (losses) from other risk management activities (b) \| $-7 \| $282 \| $35 \|\n\| Total gains (losses) from derivatives not designated as hedginginstruments \| $307 \| $651 \| $440 \|\n\| Year ended December 31Dollars in millions \| 2016 \| 2015 \| 2014 \|\n\| --- \| --- \| --- \| --- \|\n\| Noninterest income \| \| \| \|\n\| Asset management \| $1,521 \| $1,567 \| $1,513 \|\n\| Consumer services \| 1,388 \| 1,335 \| 1,254 \|\n\| Corporate services \| 1,504 \| 1,491 \| 1,415 \|\n\| Residential mortgage \| 567 \| 566 \| 618 \|\n\| Service charges on deposits \| 667 \| 651 \| 662 \|\n\| Total fee income \| 5,647 \| 5,610 \| 5,462 \|\n\| Other \| 1,124 \| 1,337 \| 1,388 \|\n\| Total noninterest income \| $6,771 \| $6,947 \| $6,850 \|\n\| December 31 – dollars in millions \| 2016 \| 2015 \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Nonperforming loans \| \| \| \| \| \|\n\| Commercial \| $496 \| $351 \| $290 \| $457 \| $590 \|\n\| Commercial real estate \| 143 \| 187 \| 334 \| 518 \| 807 \|\n\| Equipment lease financing \| 16 \| 7 \| 2 \| 5 \| 13 \|\n\| Total commercial lending \| 655 \| 545 \| 626 \| 980 \| 1,410 \|\n\| Consumer lending (a) \| \| \| \| \| \|\n\| Home equity (b) \| 914 \| 977 \| 1,112 \| 1,139 \| 951 \|\n\| Residential real estate (b) \| 501 \| 549 \| 706 \| 904 \| 845 \|\n\| Credit card \| 4 \| 3 \| 3 \| 4 \| 5 \|\n\| Other consumer (b) \| 70 \| 52 \| 63 \| 61 \| 43 \|\n\| Total consumer lending \| 1,489 \| 1,581 \| 1,884 \| 2,108 \| 1,844 \|\n\| Total nonperforming loans (c) \| 2,144 \| 2,126 \| 2,510 \| 3,088 \| 3,254 \|\n\| OREO, foreclosed and other assets \| 230 \| 299 \| 370 \| 369 \| 540 \|\n\| Total nonperforming assets \| $2,374 \| $2,425 \| $2,880 \| $3,457 \| $3,794 \|\n\| Nonperforming loans to total loans \| 1.02% \| 1.03% \| 1.23% \| 1.58% \| 1.75% \|\n\| Nonperforming assets to total loans, OREO, foreclosed and other assets \| 1.12% \| 1.17% \| 1.40% \| 1.76% \| 2.04% \|\n\| Nonperforming assets to total assets \| .65% \| .68% \| .83% \| 1.08% \| 1.24% \|\n\| Interest on nonperforming loans \| \| \| \| \| \|\n\| Computed on original terms \| $111 \| $115 \| $125 \| $163 \| $212 \|\n\| Recognized prior to nonperforming status \| $21 \| $22 \| $25 \| $30 \| $30 \|\n\| Troubled Debt Restructurings \| \| \| \| \| \|\n\| Nonperforming \| $1,112 \| $1,119 \| $1,370 \| $1,511 \| $1,589 \|\n\| Performing \| $1,109 \| $1,232 \| $1,213 \| $1,228 \| $1,270 \|\n\| Past due loans \| \| \| \| \| \|\n\| Accruing loans past due 90 days or more (d) \| $782 \| $881 \| $1,105 \| $1,491 \| $2,351 \|\n\| As a percentage of total loans \| .37% \| .43% \| .54% \| .76% \| 1.26% \|\n\| Past due loans held for sale \| \| \| \| \| \|\n\| Accruing loans held for sale past due 90 days or more \| $4 \| $4 \| $9 \| $4 \| $38 \|\n\| As a percentage of total loans held for sale \| .16% \| .29% \| .40% \| .18% \| 1.03% \|\nThe question is:\nWhat was the total amount of elements in the range of 1300 and 1600 in 2016? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjExNNYzUNJRKi6pzEkFChSVAqlaADngPpgoAAAA" } }	table__multihier___91202
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| October 29, 2011 \| October 30, 2010 \|\n\| --- \| --- \| --- \|\n\| Fair value of forward exchange contracts asset \| $2,472 \| $7,256 \|\n\| Fair value of forward exchange contracts after a 10% unfavorable movement in foreign currency exchange rates asset \| $17,859 \| $22,062 \|\n\| Fair value of forward exchange contracts after a 10% favorable movement in foreign currency exchange rates liability \| $-13,332 \| $-7,396 \|\n\| \| Three Months Ended \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Dec 31, 2011 \| Sep 30, 2011 \| Jun 30, 2011 \| Mar 31, 2011 \| Dec 31, 2010 \| Sep 30, 2010 \| Jun 30, 2010 \| Mar 31, 2010 \|\n\| \| \| \| (In thousands, except per share data) \| \| \| \| \| \|\n\| Revenues \| \| \| \| \| \| \| \| \|\n\| Commissions \| \| \| \| \| \| \| \| \|\n\| U.S. high-grade \| $27,706 \| $28,017 \| $26,830 \| $26,378 \| $22,234 \| $21,537 \| $20,249 \| $19,776 \|\n\| Eurobond \| 4,133 \| 4,443 \| 4,606 \| 4,617 \| 4,420 \| 4,075 \| 4,669 \| 5,492 \|\n\| Other \| 6,922 \| 7,362 \| 7,640 \| 6,790 \| 5,607 \| 5,540 \| 4,542 \| 4,039 \|\n\| Total commissions \| 38,761 \| 39,822 \| 39,076 \| 37,785 \| 32,261 \| 31,152 \| 29,460 \| 29,307 \|\n\| Technology products and services \| 3,439 \| 3,779 \| 3,984 \| 3,108 \| 3,778 \| 3,455 \| 3,251 \| 3,164 \|\n\| Information and user access fees \| 1,960 \| 1,831 \| 1,719 \| 1,689 \| 1,722 \| 1,603 \| 1,722 \| 1,634 \|\n\| Interest income \| 317 \| 303 \| 310 \| 299 \| 285 \| 301 \| 315 \| 291 \|\n\| Other \| 658 \| 829 \| 702 \| 728 \| 559 \| 902 \| 578 \| 488 \|\n\| Total revenues-1 \| 45,135 \| 46,564 \| 45,791 \| 43,609 \| 38,605 \| 37,413 \| 35,326 \| 34,884 \|\n\| Expenses \| \| \| \| \| \| \| \| \|\n\| Employee compensation and benefits \| 13,707 \| 13,707 \| 15,104 \| 16,268 \| 13,998 \| 14,326 \| 14,189 \| 13,933 \|\n\| Depreciation and amortization \| 1,793 \| 1,799 \| 1,627 \| 1,562 \| 1,552 \| 1,560 \| 1,622 \| 1,616 \|\n\| Technology and communications \| 2,916 \| 2,772 \| 2,724 \| 2,500 \| 2,669 \| 2,543 \| 2,353 \| 2,417 \|\n\| Professional and consulting fees \| 2,354 \| 2,247 \| 2,665 \| 2,872 \| 2,134 \| 2,241 \| 1,990 \| 2,138 \|\n\| Occupancy \| 726 \| 721 \| 708 \| 766 \| 646 \| 706 \| 707 \| 938 \|\n\| Marketing and advertising \| 1,380 \| 1,280 \| 1,248 \| 974 \| 1,009 \| 679 \| 759 \| 628 \|\n\| General and administrative \| 3,393 \| 1,742 \| 1,810 \| 1,001 \| 2,152 \| 1,834 \| 1,850 \| 2,129 \|\n\| Total expenses \| 26,269 \| 24,268 \| 25,886 \| 25,943 \| 24,160 \| 23,889 \| 23,470 \| 23,799 \|\n\| Income before income taxes \| 18,866 \| 22,296 \| 19,905 \| 17,666 \| 14,445 \| 13,524 \| 11,856 \| 11,085 \|\n\| Provision for income taxes \| 7,323 \| 8,852 \| 7,968 \| 6,886 \| 5,498 \| 4,913 \| 4,687 \| 4,384 \|\n\| Net income \| $11,543 \| $13,444 \| $11,937 \| $10,780 \| $8,947 \| $8,611 \| $7,169 \| $6,701 \|\n\| Net income per common share: \| \| \| \| \| \| \| \| \|\n\| Basic \| $0.31 \| $0.36 \| $0.32 \| $0.30 \| $0.25 \| $0.24 \| $0.19 \| $0.18 \|\n\| Diluted \| $0.29 \| $0.34 \| $0.30 \| $0.27 \| $0.23 \| $0.22 \| $0.18 \| $0.17 \|\n\| \| Year Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2012 \| 2011 \| 2010 \|\n\| \| (In thousands) \| \| \|\n\| Valuation allowance at beginning of year \| $287 \| $249 \| $666 \|\n\| Increase (decrease) to valuation allowance attributable to: \| \| \| \|\n\| Net operating losses \| 440 \| 38 \| -132 \|\n\| Tax credits \| — \| — \| -285 \|\n\| Valuation allowance at end of year \| $727 \| $287 \| $249 \|\n\| \| Year Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2012 \| 2011 \| 2010 \|\n\| \| (In thousands) \| \| \|\n\| Balance at beginning of year \| $3,647 \| $3,329 \| $2,924 \|\n\| Additions for tax positions of prior years \| — \| 366 \| 277 \|\n\| Additions for tax positions of current year \| — \| — \| 128 \|\n\| Reductions for tax positions of prior years \| -3,598 \| -48 \| — \|\n\| Balance at end of year \| $49 \| $3,647 \| $3,329 \|\nThe question is:\nWhat is the sum of Dec 31, 2011 in the range of 0 and 1 in 2011? (in thousand)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzU9JRKi6pzEkF8opKgVQtAH/kzjUlAAAA" } }	table__multihier___91210
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Immediate change in rates \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31,(in millions) \| +200bp \| +100bp \| -100bp \| \| -200bp \| \|\n\| 2012 \| $3,886 \| $2,145 \| NM \| (a) \| NM \| (a) \|\n\| 2011 \| 4,046 \| 2,326 \| NM \| (a) \| NM \| (a) \|\n\| \| Gross derivative receivables \| \| \| \| Gross derivative payables \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31, 2012(in millions) \| Not designated as hedges \| Designated as hedges \| Total derivative receivables \| Net derivative receivables(c) \| Not designated as hedges \| Designated as hedges \| Total derivative payables \| Net derivative payables(c) \|\n\| Trading assets and liabilities \| \| \| \| \| \| \| \| \|\n\| Interest rate \| $1,323,184 \| $6,064 \| $1,329,248 \| $39,205 \| $1,284,494 \| $3,120 \| $1,287,614 \| $24,906 \|\n\| Credit \| 100,310 \| — \| 100,310 \| 1,735 \| 100,027 \| — \| 100,027 \| 2,504 \|\n\| Foreign exchange(b) \| 146,682 \| 1,577 \| 148,259 \| 14,142 \| 159,509 \| 2,133 \| 161,642 \| 18,601 \|\n\| Equity \| 40,938 \| — \| 40,938 \| 9,266 \| 42,810 \| — \| 42,810 \| 11,819 \|\n\| Commodity \| 43,039 \| 586 \| 43,625 \| 10,635 \| 46,821 \| 644 \| 47,465 \| 12,826 \|\n\| Total fair value of trading assets and liabilities \| $1,654,153 \| $8,227 \| $1,662,380 \| $74,983 \| $1,633,661 \| $5,897 \| $1,639,558 \| $70,656 \|\n\| \| Gross derivative receivables \| \| \| \| Gross derivative payables \| \| \| \|\n\| December 31, 2011(in millions) \| Not designated as hedges \| Designated as hedges \| Total derivative receivables \| Net derivative receivables(c) \| Not designated as hedges \| Designated as hedges \| Total derivative payables \| Net derivative payables(c) \|\n\| Trading assets and liabilities \| \| \| \| \| \| \| \| \|\n\| Interest rate \| $1,433,900 \| $7,621 \| $1,441,521 \| $46,369 \| $1,397,625 \| $2,192 \| $1,399,817 \| $28,010 \|\n\| Credit \| 169,650 \| — \| 169,650 \| 6,684 \| 165,121 \| — \| 165,121 \| 5,610 \|\n\| Foreign exchange(b) \| 163,497 \| 4,666 \| 168,163 \| 17,890 \| 165,353 \| 655 \| 166,008 \| 17,435 \|\n\| Equity \| 47,736 \| — \| 47,736 \| 6,793 \| 46,366 \| — \| 46,366 \| 9,655 \|\n\| Commodity \| 53,894 \| 3,535 \| 57,429 \| 14,741 \| 58,836 \| 1,108 \| 59,944 \| 14,267 \|\n\| Total fair value of trading assets and liabilities \| $1,868,677 \| $15,822 \| $1,884,499 \| $92,477 \| $1,833,301 \| $3,955 \| $1,837,256 \| $74,977 \|\n\| Year ended December 31,(in millions) \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Repurchase liability at beginning of period \| $681 \| $2,811 \| $3,557 \|\n\| Net realized gains/(losses)(b) \| 53 \| -1,561 \| -1,158 \|\n\| Reclassification to litigation reserve \| — \| -179 \| — \|\n\| (Benefit)/provision for repurchase(c) \| -459 \| -390 \| 412 \|\n\| Repurchase liability at end of period \| $275 \| $681 \| $2,811 \|\nThe question is:\nIn the year with largest amount of Credit for Not designated as hedgeswhat's the increasing rate of Foreign exchange for Gross derivative receivables?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "H4sIABH8N2gC/83dXW8dSXKn8a9CaAfYGYC0T8VLVp2+WWA9a8M3vjDmbmEM2NJpNQE11UOye2Z24O++lNRN5o+mKLVI9hgw4MmmTlVmZcT/iRMReepvL87OXx3+8uKrpbbd8YvL79+cXb346sXVxenZ+YvjFz+cvboevdwdduM0Drtatspdbodlt+2/uf5vo79+uT+9/odXp1+/Ofzx1eHy5cXZ91dnb89ffPW3F7uT3cny4qvzH968Ob4eLHcGu3kU8yDnQc2DngdjHqzzYJsH+2nghHZO4vr/7vw1HKbDctgM/aif9IN+bjBaGW2M5nX5bO883MV1La5rcV2L61pclxvlTrlV7pWb5W65Xe5XsK5wXeG6wnWF6wrXFa4rTvyon/SDfm4wWhltjOZ1JetK15WuK11Xuq50Xem68sSP+kk/6OcGo5XRxmheV7Gucl3lusp1lesq11Wuq078qJ/0g35uMFoZbYzmdTXratfVrqtdV7uudl3tuvrEj/pJP+jnBqOV0cZoXtdgXcN1Ddc1XNdwXcN1Ddc1Tvyon/SDfm4wWhltjOZ1raxrdV2r61pd1+q6Vte1uq71xI/6ST/o5wajldHGaF7Xxro217W5rs11ba5rc12b69pO/Kif9IN+bjBaGW2M5nXtWdfede1d15657Znbnrntmdueue2Z25657ee5gSAJBDWABswAGRADYMALcBGELWHYEoYtYdgShi1h2BKGLUHYEoQtQdgShC1B2BKELUHYEoQtQdgShi1h2BKGLUEkEkQiQSQSRCJBJBJEIkEkEkQioRncsQMjkTASCc1EO9FQtBRNRVvRWLQWgosgBAhCgCAECEKAIAQIQoAgBAhCgCAECEOAMAQIQ4CA6gHVA6oHVA+oHlA9oHpA9YDqIdVDqodUD0AdgDoAdQDqANQBqANQB6AOQB2COgR1COqAvQF7A/YG7A3YG7A3YG/A3oC9IXtD9obsDXAa4DTAaYDTAKcBTgOcBjgNcBriNMRpiNOAkAEhA0IGhAwIGRAyIGRAyICQISFDQr4bBkNHyagYNaPBaGW0MZqmivz41cZvNn6x8XuNX2vQMCQMBUPA0C/kC/VCvBLQpqBNQZuCNmFnws6EnQk7E3Ym7EzYmbAzYWfKzpSdKTsTdibsTNiZsDNhZ8LOhJ0JOxN2JjhMcJjgMMFhgsMEhwkOExym9qgpaUsak9akOWlPGpQWBQ4TwiWESwiXEC4hXEK4hHAJ0xJMJZhKMJVgKsFUgqnsO/ebVwumEvIk5EnIk5AnIU9CnoQ8CXkS8iQwSWCSwCSBSQKTBCYJTBKYJDBJ+JDwIeFDwoeEDwkfEj4kfEj4kEh+IvmJ5CeSn0h+Iv", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzQwsjBV0lEqLqnMSQUKFZUCqVoAGNToUioAAAA=" } }	table__multihier___91212
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Shares \| Weighted Average Grant Date Fair Value (per share) \|\n\| --- \| --- \| --- \|\n\| Nonvested at December 31, 2011(a) \| 346,848 \| $45.37 \|\n\| Granted \| 1,429,189 \| 39.72 \|\n\| Vested \| -167,048 \| 47.46 \|\n\| Forfeited \| -116,388 \| 39.78 \|\n\| Undistributed vested awards(b) \| -179,867 \| 40.72 \|\n\| Nonvested at December 31, 2012(a) \| 1,312,734 \| $40.08 \|\n\| \| \| Expiration within \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Total \| 2013 \| 2014 \| 2015 \| 2016 \| 2017 \| 2018 and beyond \|\n\| Exelon \| $716 \| $186 \| $167 \| $114 \| $51 \| $49 \| $149 \|\n\| Generation \| 487 \| 127 \| 120 \| 94 \| 32 \| 29 \| 85 \|\n\| ComEd \| 8 \| 2 \| 6 \| — \| — \| — \| — \|\n\| PECO \| 45 \| 17 \| 18 \| 1 \| 1 \| 1 \| 7 \|\n\| BGE \| — \| — \| — \| — \| — \| — \| — \|\n\| \| \| Expiration within \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Total \| 2013 \| 2014 \| 2015 \| 2016 \| 2017 \| 2018 and beyond \|\n\| Letters of credit (non-debt)(a) \| $1,889 \| $1,325 \| $— \| $564 \| $— \| $— \| $— \|\n\| Surety bonds(b) \| 286 \| 225 \| — \| 1 \| 6 \| 4 \| 50 \|\n\| Performance guarantees(c) \| 1,897 \| 908 \| 203 \| — \| — \| — \| 786 \|\n\| Energy marketing contract guarantees(d) \| 8,556 \| 8,556 \| — \| — \| — \| — \| — \|\n\| Lease guarantees(e) \| 48 \| — \| — \| — \| — \| — \| 48 \|\n\| Middle market lending commitments(f) \| 180 \| 180 \| — \| — \| — \| — \| — \|\n\| Nuclear insurance premiums(g) \| 2,494 \| — \| — \| — \| — \| — \| 2,494 \|\n\| Total commercial commitments \| $15,350 \| $11,194 \| $203 \| $565 \| $6 \| $4 \| $3,378 \|\n\| \| Increase (Decrease) \|\n\| --- \| --- \|\n\| Labor, other benefits, contracting and materials \| $113 \|\n\| Nuclear refueling outage costs, including the co-owned Salem Plant(a) \| 74 \|\n\| Exelon Wind(b) \| 39 \|\n\| Asset retirement obligation reduction(c) \| 28 \|\n\| 2010 nuclear insurance credit(d) \| 20 \|\n\| Corporate allocations(e) \| 19 \|\n\| Acquisition costs(f) \| 14 \|\n\| Other(g) \| 29 \|\n\| Increase in operating and maintenance expense \| $336 \|\nThe question is:\nWhat is the total amount of Undistributed vested awards of Shares, and Energy marketing contract guarantees of Expiration within 2013 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMrSwMDEy1jNQ0lEqLqnMSQUKFZUCqVoAt36yQyoAAAA=" } }	table__multihier___91213
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| (Thousands of dollars) \|\n\| --- \| --- \|\n\| Net fair value of derivatives outstanding at December 31, 2007 \| $25,171 \|\n\| Derivatives reclassified or otherwise settled during the period \| -55,874 \|\n\| Fair value of new derivatives entered into during the period \| 236,772 \|\n\| Other changes in fair value \| 52,731 \|\n\| Net fair value of derivatives outstanding at December 31, 2008 (a) \| $258,800 \|\n\| \| Years Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (Dollars in thousands) \| 2006 \| 2005 \| 2004 \|\n\| Written premiums: \| \| \| \|\n\| Direct \| $933,488 \| $992,322 \| $1,293,545 \|\n\| Assumed \| 3,067,382 \| 3,116,240 \| 3,410,589 \|\n\| Ceded \| -125,156 \| -136,521 \| -172,646 \|\n\| Net written premiums \| $3,875,714 \| $3,972,041 \| $4,531,488 \|\n\| Premiums earned: \| \| \| \|\n\| Direct \| $996,196 \| $1,059,069 \| $1,181,278 \|\n\| Assumed \| 2,999,154 \| 3,040,393 \| 3,430,270 \|\n\| Ceded \| -142,197 \| -136,369 \| -186,466 \|\n\| Net premiums earned \| $3,853,153 \| $3,963,093 \| $4,425,082 \|\n\| \| Years Ended December 31, \| \| \| 2007/2006 \| \| 2006/2005 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2007 \| 2006 \| 2005 \| Variance \| % Change \| Variance \| % Change \|\n\| Gross written premiums \| $ 922.5 \| $ 814.9 \| $ 768.7 \| $ 107.6 \| 13.2% \| $ 46.2 \| 6.0% \|\n\| Net written premiums \| 922.3 \| 816.2 \| 768.8 \| 106.1 \| 13.0% \| 47.4 \| 6.2% \|\n\| Premiums earned \| $ 912.9 \| $ 846.4 \| $ 759.1 \| $ 66.5 \| 7.9% \| $ 87.3 \| 11.5% \|\n\| Incurred losses and LAE \| 611.2 \| 516.6 \| 821.4 \| 94.6 \| 18.3% \| -304.8 \| -37.1% \|\n\| Commission and brokerage \| 230.4 \| 213.7 \| 177.5 \| 16.7 \| 7.8% \| 36.2 \| 20.4% \|\n\| Other underwriting expenses \| 20.9 \| 17.2 \| 16.2 \| 3.7 \| 21.5% \| 1.0 \| 6.2% \|\n\| Underwriting gain (loss) \| $ 50.4 \| $ 99.0 \| $ -256.0 \| $ -48.6 \| -49.1% \| $ 355.0 \| 138.7% \|\n\| \| \| \| \| \| Point Chg \| \| Point Chg \|\n\| Loss ratio \| 67.0% \| 61.0% \| 108.2% \| \| 6.0 \| \| -47.2 \|\n\| Commission and brokerage ratio \| 25.2% \| 25.3% \| 23.4% \| \| -0.1 \| \| 1.9 \|\n\| Other underwriting expense ratio \| 2.3% \| 2.0% \| 2.1% \| \| 0.3 \| \| -0.1 \|\n\| Combined ratio \| 94.5% \| 88.3% \| 133.7% \| \| 6.2 \| \| -45.4 \|\n\| (Some amounts may not reconcile due to rounding.) \| \| \| \| \| \| \| \|\nThe question is:\nwhat was the percentage change in net fair value of derivatives outstanding at between 2007 and 2008 in thousands?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "BkFZTHP7hdaQGkpDaOy82Hix72LbhTatoFlAQ7aoFtGiWZaBlM6onE2FszEf2Iz5wGbMBzZjPrAZ84HNmA9s7oLjOYo5yDmoOaC5MQfLHKxzMI1hwyA2jGLDMDaMY+NAjnn1Me8+5n2O2WE6TgfqSB2qY3WwjjZ4e/D24O3B24O3B29P2kzaTNpM2kzaTNos2izaLNos2izaLNps2mzabNps2mzabNoctDloc9DmoM1Bm4M2F9pcaHOhzYU2F9pcaHOlzZU2V9pcaXOlzZU2t7S5pc0tbW5pc0ub27lN0jMwBHKVVCVTSdSw7WUO1jmYJBIYQmAIgSEEhhAYQmAIgegD0QeiD0QfiD4Qffit/Dx+Hz+QXwjxBuINxBuINxBvINdAroFcA7lGPWllHh9yDeQayDWQayDXQK6BXAO5BnIN5BrINZBrINdAroFcA7kGcg3kGsg1kGsg10CugVwDuQZyDeQayDWQayDXQK4kD7lD6pA5JE7a2jIH6xxMAk0Emgg0EWgi0ESgiUATgSYCTQSaCDQRaCLQRKCJQBOBJgJNBJp4WPrF/eR+cz+6X93PjngT8SbiTcSbiDcRbyLeRLyJeBPxJuJNxJuINxFvIt5EvIl4E/Em4k3Em4g3EW8i3kSuiVwTuSZyTeSaCDQRaCLQRKC5fdLKND6mlpllYplXprVsbZmDdQ4mgRYCLQRaCLQQaCHQQqCFQAuBFgItBFoItBBoIdBCoIVAC4EWAi0EWgi0EGgh0EKghUDLeXPinDmnzrlDhIUICxEWIixEWMiukF0hu0J2hewKoRVCK4RWCK0QWiG0QmiF0AqhFUIrhFYIrRBaIbRCaHxcvi2fli/bNjDmYJmDdQ4maTEXTAUzwUQwD7jfmF865peO+aVMHTPHxDFvTBtrm2V+6TK/dJlfykwz0cwz08wss/hZ55eu80vX+aUkBnlBWpAVJAXmu51fup1f+lBF+evhm/84efPtX96cnF/9vLt88+2b7dtYN2N5c/jmx8uLP12efLj5Z1cfv7u+PHl3/U30uh4fH0Zvls3vDg9Oz346O919818+/5Obh/7j4+7q+uzi/Oapn384uT74+eTq4PqH3cGPu8t3u/Pr2/8eybv7v5r8/OB8d33w/cnZ5cFPJ+8/3v2HSk53l2c/nVyf/XT7n2X4eH11fXJ+evtX4N+09N3u+ufd7vzT30V/+184ufkf620r1z9cfLy6+QdX/3V6/x+v//PH3U0nTi7Prn/4sLs+e3fzL69v/970P+5uO33+7ubf/p83x3cloMPp/9/K6t9v/ujuz9fzn/z3v/71/wGSMrKOUeQAAA==" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSstQzsjA0M1fSUSouqcxJBYoUlQKpWgAqfj3gKQAAAA==" } }	table__multihier___91215
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| 2016 \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| (In Thousands) \| \| \| \|\n\| $33,809 \| $39,926 \| $2,373 \| $9,223 \|\n\| \| 2002 \| \| 2001 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| High \| Low \| High \| Low \|\n\| 1st Quarter \| $59.46 \| $48.32 \| $64.00 \| $45.75 \|\n\| 2nd Quarter \| 59.65 \| 49.54 \| 59.55 \| 50.26 \|\n\| 3rd Quarter \| 55.34 \| 42.30 \| 60.04 \| 50.23 \|\n\| 4th Quarter \| 44.37 \| 34.14 \| 53.61 \| 42.30 \|\n\| \| 1st Qtr \| 2nd Qtr \| 3rd Qtr \| 4th Qtr \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| 2002 \| $.20 \| $.20 \| $.20 \| $.20 \|\n\| 2001 \| $.20 \| $.20 \| $.20 \| $.20 \|\n\| \| 2016 \| \| \| 2015 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (In millions) \| Averagebalance \| Amount ofinterest1 \| Averagerate \| Averagebalance \| Amount ofinterest1 \| Averagerate \|\n\| ASSETS \| \| \| \| \| \| \|\n\| Money market investments \| $3,664 \| $21.7 \| 0.59% \| $8,252 \| $23.2 \| 0.28% \|\n\| Securities: \| \| \| \| \| \| \|\n\| Held-to-maturity \| 675 \| 29.7 \| 4.40 \| 581 \| 29.5 \| 5.08 \|\n\| Available-for-sale \| 9,546 \| 184.1 \| 1.93 \| 5,181 \| 100.0 \| 1.93 \|\n\| Trading account \| 83 \| 3.1 \| 3.76 \| 64 \| 2.2 \| 3.46 \|\n\| Total securities \| 10,304 \| 216.9 \| 2.11 \| 5,826 \| 131.7 \| 2.26 \|\n\| Loans held for sale \| 140 \| 4.7 \| 3.36 \| 125 \| 4.5 \| 3.61 \|\n\| Loans and leases2 \| \| \| \| \| \| \|\n\| Commercial \| 21,748 \| 913.0 \| 4.20 \| 21,419 \| 903.2 \| 4.22 \|\n\| Commercial Real Estate \| 11,131 \| 472.0 \| 4.24 \| 10,178 \| 453.5 \| 4.46 \|\n\| Consumer \| 9,183 \| 351.3 \| 3.83 \| 8,574 \| 335.3 \| 3.91 \|\n\| Total Loans and leases \| 42,062 \| 1,736.3 \| 4.13 \| 40,171 \| 1,692.0 \| 4.21 \|\n\| Total interest-earning assets \| 56,170 \| 1,979.6 \| 3.52 \| 54,374 \| 1,851.4 \| 3.40 \|\n\| Cash and due from banks \| 675 \| \| \| 642 \| \| \|\n\| Allowance for loan losses \| -601 \| \| \| -607 \| \| \|\n\| Goodwill \| 1,014 \| \| \| 1,014 \| \| \|\n\| Core deposit and other intangibles \| 13 \| \| \| 21 \| \| \|\n\| Other assets \| 2,779 \| \| \| 2,601 \| \| \|\n\| Total assets \| $60,050 \| \| \| $58,045 \| \| \|\n\| LIABILITIES \| \| \| \| \| \| \|\n\| Interest-bearing deposits: \| \| \| \| \| \| \|\n\| Saving and money market \| $25,672 \| 37.4 \| 0.15 \| $24,619 \| 38.8 \| 0.16 \|\n\| Time \| 2,333 \| 11.5 \| 0.49 \| 2,274 \| 9.8 \| 0.43 \|\n\| Foreign \| 128 \| 0.3 \| 0.28 \| 379 \| 0.7 \| 0.18 \|\n\| Total interest-bearing deposits \| 28,133 \| 49.2 \| 0.18 \| 27,272 \| 49.3 \| 0.18 \|\n\| Borrowed funds: \| \| \| \| \| \| \|\n\| Federal funds purchased and other short-term borrowings \| 456 \| 1.2 \| 0.27 \| 235 \| 0.4 \| 0.14 \|\n\| Long-term debt \| 703 \| 36.5 \| 5.18 \| 1,016 \| 68.5 \| 6.75 \|\n\| Total borrowed funds \| 1,159 \| 37.7 \| 3.25 \| 1,251 \| 68.9 \| 5.48 \|\n\| Total interest-bearing liabilities \| 29,292 \| 86.9 \| 0.30 \| 28,523 \| 118.2 \| 0.41 \|\n\| Noninterest-bearing deposits \| 22,462 \| \| \| 21,366 \| \| \|\n\| Other liabilities \| 625 \| \| \| 592 \| \| \|\n\| Total liabilities \| 52,379 \| \| \| 50,481 \| \| \|\n\| Shareholders’ equity: \| \| \| \| \| \| \|\n\| Preferred equity \| 757 \| \| \| 983 \| \| \|\n\| Common equity \| 6,914 \| \| \| 6,581 \| \| \|\n\| Controlling interest shareholders’ equity \| 7,671 \| \| \| 7,564 \| \| \|\n\| Noncontrolling interests \| — \| \| \| — \| \| \|\n\| Total shareholders’ equity \| 7,671 \| \| \| 7,564 \| \| \|\n\| Total liabilities and shareholders’ equity \| $60,050 \| \| \| $58,045 \| \| \|\n\| Spread on average interest-bearing funds \| \| \| 3.22 \| \| \| 2.99 \|\n\| Taxable-equivalent net interest income and net yield on interest-earning assets \| \| $1,892.7 \| 3.37 \| \| $1,733.2 \| 3.19 \|\nThe question is:\nWhat's the increasing rate of Trading account for Amount of interest in 2016?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "s9y2zqTybyrOpPB8bJVF9aVe3kmGuOHS1ud9MtBCtROOULhtT+ufv31/94f6O319dH72/693d/9y8UNGO59M9aS3O6uKsLs7qcmyURPXlve3t3i6H3ja3nIkWopVonNh1Y2L/49XVuz9cvH/Rw/d0Ou3xuDqPq/O4Oo/rsVES1Ys717/aueYOM9FCtBKN07bb3K9fnx+9O//p6ubi9r5fV7c/3u3z7jjo7PKHi7u/fFFiHjYdO6dz53TunM7dsVES1Vfs9HZF4dDp5s4z0UK0Eg3THGMZy8dsn7JjHHWMg46xZBVjp2LsE09qPKjxnPbJWP1oCv/r/Yy9fHMSy/JQfQlLdGGJLizRBSW6oET3yaL9ig5uruaBG4NiX1DsC4p9QbEvKPbF9ORm7+XT97v59O1pP8hzWOELK3xB5TUovcb05Lbo5VP2u17fnlYfOtXcaCZaiFaicdaEwSMcPAKC5aYQGCJDaIgNwSE6hIf4SLpqBSKsQIQViNGVnrjSE1d64kpPXOmJKz1xpSeu9PzsSn+07H919vv7XeLdUn+4ujz/49GHs+u/O789+k8P+8hv7zaSH//iM2PefPNLCRr9dl4eNkLh43L4uBw+LsfW4/KXdG6zVLHst9Cx9dz85ZPxsI0+PZn6cKf6enfahGDU23lf146t5+kvud/mTK4n6+F+828wvmEm58OdFjJmJRpTffMZ++LD+evyOjIf9ibhM3X4TB0+U8fmM/Vzu7H5GDjtS7mx+Qj9sjEeJrl2h2brlc1uKmrsn5Fj8xn5uS1vvnQ5JOHmE/HLej1MxrDaC8u5Eo0Zt/UI/B/utpoXP1y+Lumm2A/Oh99Pn8l8wa22pvJ0X1H89N3NF4/kMJvjOOr1LW9lVx72k/NGcr2k7e1JWQ7Nz1+h6wOpDZOysLYr0Zhiy68XDh/34JV8t04HwrNG8OmzqN+gE5tvrnb7d6qfPsD6zQa/tTDLrxcPX37HTY5cYhnG2b/JXZ+Y32GZ599wtNvzu5BXK9GY+Ct7bIstQTklKKeMn8Yln8Yln8Yln8Yln8Yln8bl50/jHjPB+bu7Ib4/+v7ny3c3Rz/9fP3dj3ePTe+G8sLd313fHt9N14ejb6+ur6/+cDddN0f/9v7/3v3h/YW/BMnq/S7I6sinr/F+6/5s7kUO4NxtScZvMyeDriyH29dvfPtN2GYfOtC/fQe2FaoOfZj/uSZhQPNw+4WkXIkGAG29+P/P4zPCxeXv70b34fzy9heLIfl2nh/u7mO3T90+dG+99f/1u29N/e9i2m8Ptt75P3dMh8ns3b/ct1cvbW/zwXB9G/uXYVuv/H+9ze2RH7xOWy/8n9vTcYt4GPkyLtY6BmMSbZUl//Lq8odPqfzu/NvbF5Drcvogg2lZ8tPnu6+8zeZz87x/fvv0MfAXDeFhAvugqrlVDn1Wq0", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMbA0sFTSUSouqcxJBYoUlQKpWgBtuzz9KQAAAA==" } }	table__multihier___91221
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Twelve Months Ended December 31, \| \| \| Change \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Net cash provided by (used in): \| 2016 \| 2015 \| 2014 \| 2016 vs. 2015 \| 2015 vs. 2014 \|\n\| \| (In millions) \| \| \| \| \|\n\| Treasury stock purchases \| $— \| $-196.3 \| $-301.6 \| $196.3 \| $105.3 \|\n\| Dividends paid to Equifax shareholders \| $-157.6 \| $-137.8 \| $-121.2 \| $-19.8 \| $-16.6 \|\n\| Dividends paid to noncontrolling interests \| $-5.8 \| $-6.4 \| $-7.9 \| $0.6 \| $1.5 \|\n\| Proceeds from exercise of stock options \| $31.5 \| $34.4 \| $39.7 \| $-2.9 \| $-5.3 \|\n\| Excess tax benefits from stock-based compensation plans \| $35.9 \| $30.0 \| $17.7 \| $5.9 \| $12.3 \|\n\| Purchase of redeemable noncontrolling interests \| $-3.6 \| $— \| $— \| $-3.6 \| $— \|\n\| \| Twelve Months Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2016 \| 2015 \| 2014 \|\n\| \| (In millions) \| \| \|\n\| Weighted-average shares outstanding (basic) \| 119.3 \| 118.7 \| 121.2 \|\n\| Effect of dilutive securities: \| \| \| \|\n\| Stock options and restricted stock units \| 1.8 \| 2.2 \| 2.3 \|\n\| Weighted-average shares outstanding (diluted) \| 121.1 \| 120.9 \| 123.5 \|\n\| \| Range \| \| Actual \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| USRIP \| 2016 \| 2015 \| 2016 \| 2015 \|\n\| Large-Cap Equity \| 15% - 40% \| 15% - 40% \| 27.3% \| 25.9% \|\n\| Small- and Mid-Cap Equity \| 0% - 15% \| 0% - 15% \| 6.7% \| 6.1% \|\n\| International Equity \| 10% - 30% \| 10% - 30% \| 12.3% \| 12.0% \|\n\| Private Equity \| 2% - 10% \| 2% - 10% \| 7.2% \| 8.8% \|\n\| Hedge Funds \| 0% - 10% \| 0% - 10% \| 7.2% \| 11.4% \|\n\| Real Assets \| 2% - 10% \| 2% - 10% \| 4.1% \| 3.7% \|\n\| Fixed Income \| 20% - 55% \| 20% - 55% \| 32.3% \| 29.7% \|\n\| Cash \| 0% - 15% \| 0% - 15% \| 2.9% \| 2.4% \|\n\| Millions of Dollars \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| Beginning balance \| $619 \| $639 \| $619 \|\n\| Accruals \| 240 \| 247 \| 288 \|\n\| Payments \| -228 \| -267 \| -268 \|\n\| Ending balance at December 31 \| $631 \| $619 \| $639 \|\n\| Current portion, ending balance at December 31 \| $233 \| $274 \| $274 \|\nThe question is:\nwhat was the percentage change in personal injury liability from 2004 to 2005?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzA2NFbSUSouqcxJBYoUlQKpWgCu9O74KQAAAA==" } }	table__multihier___91225
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| December 31, (in millions) \| 2007 \| 2006 \|\n\| --- \| --- \| --- \|\n\| Consumer activities \| \| \|\n\| Credit card(a)(b) \| $887 \| $833 \|\n\| Auto(a)(c) \| 85 \| 168 \|\n\| Residential mortgage(a): \| \| \|\n\| Prime(d) \| 128 \| 43 \|\n\| Subprime \| 93 \| 112 \|\n\| Education loans \| 55 \| — \|\n\| Wholesale activities(e)(f) \| \| \|\n\| Residential mortgages: \| \| \|\n\| Prime(d) \| 253 \| 204 \|\n\| Subprime \| 294 \| 828 \|\n\| Commercial and other \| 42 \| 117 \|\n\| Total(g) \| $1,837 \| $2,305 \|\n\| December 31, 2009 (in millions) \| Derivative receivables \| Derivative payables \|\n\| --- \| --- \| --- \|\n\| Gross derivative fair value \| $1,565,518 \| $1,519,183 \|\n\| Nettingadjustment – offsetting receivables/payables \| -1,419,840 \| -1,419,840 \|\n\| Nettingadjustment – cash collateral received/paid \| -65,468 \| -39,218 \|\n\| Carrying value on Consolidated Balance Sheets \| $80,210 \| $60,125 \|\n\| \| Contractual amount \| \| Carrying Value(h) \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| December 31, (in millions) \| 2009 \| 2008 \| 2009 \| 2008 \|\n\| Lending-related \| \| \| \| \|\n\| Consumer: \| \| \| \| \|\n\| Home equity – senior lien \| $19,246 \| $27,998 \| $— \| $— \|\n\| Home equity – junior lien \| 37,231 \| 67,745 \| — \| — \|\n\| Prime mortgage \| 1,654 \| 5,079 \| — \| — \|\n\| Subprime mortgage \| — \| — \| — \| — \|\n\| Option ARMs \| — \| — \| — \| — \|\n\| Auto loans \| 5,467 \| 4,726 \| 7 \| 3 \|\n\| Credit card \| 569,113 \| 623,702 \| — \| — \|\n\| All other loans \| 11,229 \| 12,257 \| 5 \| 22 \|\n\| Total consumer \| 643,940 \| 741,507 \| 12 \| 25 \|\n\| Wholesale: \| \| \| \| \|\n\| Other unfunded commitments to extend credit(a) \| 192,145 \| 189,563 \| 356 \| 349 \|\n\| Asset purchase agreements \| 22,685 \| 53,729 \| 126 \| 147 \|\n\| Standby letters of credit and financial guarantees(a)(b)(c) \| 91,485 \| 95,352 \| 919 \| 671 \|\n\| Unused advised lines of credit \| 35,673 \| 36,300 \| — \| — \|\n\| Other letters of credit(a)(b) \| 5,167 \| 4,927 \| 1 \| 2 \|\n\| Total wholesale \| 347,155 \| 379,871 \| 1,402 \| 1,169 \|\n\| Total lending-related \| $991,095 \| $1,121,378 \| $1,414 \| $1,194 \|\n\| Other guarantees and commitments \| \| \| \| \|\n\| Securities lending guarantees(d) \| $170,777 \| $169,281 \| $NA \| $NA \|\n\| Residual value guarantees \| 672 \| 670 \| — \| — \|\n\| Derivatives qualifying as guarantees(e) \| 87,191 \| 83,835 \| 762 \| 5,418 \|\n\| Equity investment commitments(f) \| 2,374 \| 2,424 \| — \| — \|\n\| Loan sale and securitization-related indemnifications: \| \| \| \| \|\n\| Repurchase liability(g) \| NA \| NA \| 1,705 \| 1,093 \|\n\| Loans sold with recourse \| 13,544 \| 15,020 \| 271 \| 241 \|\nThe question is:\nIn the year with larger Total wholesale at Carrying Value, what is the growth rate of Total lending-related at Carrying Value?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.6875	{ "part_1": "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", "part_2": "jZj7MLdh7sLchO3bdE1VPuxUx/pUJwVRTs/GmI1lNtbZmPsOqVNSp6ROSZ3AN4FvAt8Evgl8E/gm8E3gm8A3hW8K3xS+CXwT+CbwTeCbwDeBbwLfBL4JfBOeJjxNeJrwNOFpwtOEpwlPE54mPE19SWfSm3Qn/UmH0qPgaYLIBJEJIhNEJohMEJkgMoFiwrmEcwnnEs4lnEs4l/2ivrm3cC5BV4KuBF0JuhJ0JehK0JWgK0FXQqOERgmNEholNEpolNAooVFCowQwCWASwCSASQCTACYBTAKYBDAJMxJmJMxImJEwI2FGwoyEGbWHGfvyZaT0zo/PHxXdVaaLTNeY5q1qDze+r9rxslrKqtno2RizsczGOhvzgACSgg0FGwo2FGwo2FCwoWBDwYaCDYXcF3JfyH0h94XcF3JfyH0h94XcF3JfyH0h94XcF3JfyH0h94XcF3JfyH0h94XcF3JfyH0h94XcF3JfyH0h96W/6XB6nC6nz+l0eh3iX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+BfiX4h/If6F+Bfi3x89153EfvN0nuc+3W26u3ST+ebyTeX3R09uJ+GvfGoBxVIqhY7ZWGZjnY15LND9Rvcb3W90v9H9Rvcb3W90v9H9Rvcb3W90v9H9Rvcb3W90v9H9Rvcb3W90v9H9Rvcb3W90v9H9RvcbpW+UvlH6RukbpW+UvlH6RukbbW+0vdH2RtsbbW+0vdH2RtsbNW/UvPVhnVgv1o31Yx0Z/W70u9HvRr8b/W70u9HvRr8bxW5UuVHeRl0bdW3UtVHXRl0bde31RQ0r1uzXqGujro26NuraqGujro26NuraqOv4vrsek8BuP6ibyUVzi6YWPVT0TNEjxfF9lzm4ThBPraBoSqbgMRvLbKyzMY8IGjvQ2IHGDjR2oLEDjR1o7EBjBxo70NiBxg40dqCxA40daOxAYwcaO1DVgaoOVHWgqgNVHajqQFUHqjpQ1YGqDlR1oKoDVR2o6kBVB6q67PHvvzu5eXd8d5Pt4Ozi+PxqdvP+kHk0MW1e2rS0Z8weMXvCzKKRNSPixIqRBSOqtdjNyYeQM9PWZq1NWnuo7JmyR8ooJAKJPiKPqCPiiDYijSijSW1z2qa0t3RkS0e2dASxRWuRWpQWoUVnkdlJZTfzZck7I2YjZ6Nmo2djzMYyG+tsTJXO1/g2j67/ny4vrq4OTnaXp3+8jYA/7g6+OD69PPjj8dnNvdD+x+f/cLl7t7v937c/vnq8", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "58STz4knnxNP3qAlb9CSN2jJG7TkDVryBi19g5a+QUvfoCVv0JI3aMkbtOQNWvIGLXmDlrxBS96gJZ8TT5+GpU/D0qdhyefEk8+JJ58TT147Ja+dktdOyWun5LVT8jnx9F1S+i4pfZeUfE48+Zx48jnx5IVO8kIneaGTvNBJXugknxNPn8ykT2bSJzPJ58STz4knnxNPXnwkLz6SFx/Ji4/kxUfyOfH0WUb6LCN9lpF8Tjx5O5G8nUjeTiRvJ5K3E8nbieTtRPI58fShQ/rQIX3okHxdPPm6ePJ18eT2f3L7P7n9n9z+T27/J18XTy/spxf20wv7ydfFk6+LJ18XT261J7fak1vtya325FZ7HiKrqqqiioiioUgoCoqAop/IJ+oZ4DPEZ4jPEJ8BPgN8BvgM8BngM8BngM8AnwE+Q16GvAx4GfAy4GXAy4CXAS8DXga8DCf2xcy+mFp5GU61c+1kO9tOt/PthDvj8DLkZcjLkJcBLwNeBrwMeBnwMuBlwMuAlwEvQ16GvAx5GfAy4GXAy4CXAS8DXga8DHgZ8DLkZcjLkJcBLwNeBrwMeBnwMuBlwMuAlwEvQ14GRAyIGBAxIGJAxICIAREDIgZEDIkYMC9gXsC8gHkB8wLmBcwLmBcwL2ReQLWAagHVAqoFVAuoFlAtoFpAtZBqAbcCbgXcCrgVcCvgVsCtgFtohpKhYigY6AVygVogFmgFUoFSIBQJxVKKJZxKOJVwKuFUwqmEUwmnEk4lnEpIlJAoIVFCooRECYkS2iQASQCSACQBSAKQBCDphDuPTqQz6VQ6l/mihhVrHkF0P5HyRMoTKU+kPJHyRMoTKU+kPJHyRJ0TdU7UOVHnRJ0TdU7UOVHnRJ0TOU7kOJHjRI4TOU5ENlHVRFUTVU1UNVHVRCsTcUzEMRHHRBwTcUwkL9G4ROMSjUs0LtE4XMkVhAsI1w/zF5yTLzjfW1TAz/gVP+rZoIBlNtbZmByj0LhC1ApRK0StELVC1AqpKqSqkKpCqgqpKqSqEKdCnApxKsSpEKdCnAo5KuSokKNCjgo5KuSo9Ayn0Xl0Ip1JpxLpKKSjkI5COgrpKKSjEIRCEApBKAShEIRCEApBKAShEIRCEApBKAShEIRCEApBKAShEIRCAgoJKCSgkIBCApgG1+IuxV2JN2HehDlzyVQyk20zKGCZjXU2pjBvwrwJ8ybMm+BtgrcJXjzI9b7pMbNjAw0cDM5gcHDKYdX8qGeDApbZWGdjGhzc1r2CyTNzZwsdWegIvo/r4/k4Pn7P7oLNBXsLosOdhck0c2krTV9p+socEHDEG+FGtEFfdiZsTNiXEKDuSky1mWkj", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAztDAxMlXSUSouqcxJBYoUlQKpWgCNPFtNKQAAAA==" } }	table__multihier___91226
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2004 \| 2003 \| $ Change \| % Change \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| \| \| \| \|\n\| Years ended December 31, \| \| \| \| \|\n\| Fee Revenue: \| \| \| \| \|\n\| Servicing fees \| $2,263 \| $1,950 \| $313 \| 16% \|\n\| Management fees \| 623 \| 533 \| 90 \| 17 \|\n\| Trading services \| 595 \| 529 \| 66 \| 12 \|\n\| Securities finance \| 259 \| 245 \| 14 \| 6 \|\n\| Processing fees and other \| 308 \| 299 \| 9 \| 3 \|\n\| Total fee revenue \| 4,048 \| 3,556 \| 492 \| 14 \|\n\| Net Interest Revenue: \| \| \| \| \|\n\| Interest revenue \| 1,787 \| 1,539 \| 248 \| 16 \|\n\| Interest expense \| 928 \| 729 \| 199 \| 27 \|\n\| Net interest revenue \| 859 \| 810 \| 49 \| 6 \|\n\| Provision for loan losses \| -18 \| – \| -18 \| \|\n\| Net interest revenue after provision for loan losses \| 877 \| 810 \| 67 \| 8 \|\n\| Gains on sales of available-for-sale investment securities, net \| 26 \| 23 \| 3 \| 13 \|\n\| Gain on sale of Private Asset Management business, net of exitand other associated costs \| – \| 285 \| -285 \| -100 \|\n\| Gain on sale of Corporate Trust business \| – \| 60 \| -60 \| -100 \|\n\| Total revenue \| $4,951 \| $4,734 \| $217 \| 5 \|\n\| \| TENURE OF COMMITMENT \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Total amounts committed-1 \| Less than 1 year \| 1–3 years \| 4–5 years \| Over 5 years \|\n\| (Dollars in millions) \| \| \| \| \| \|\n\| As of December 31, 2005 \| \| \| \| \| \|\n\| Indemnified securities financing \| $372,863 \| $372,863 \| \| \| \|\n\| Liquidity asset purchase agreements \| 24,039 \| 19,956 \| $2,200 \| $1,402 \| $481 \|\n\| Unfunded commitments to extend credit \| 14,403 \| 11,887 \| 602 \| 1,824 \| 90 \|\n\| Standby letters of credit \| 4,689 \| 1,249 \| 1,595 \| 1,259 \| 586 \|\n\| Total commercial commitments \| $415,994 \| $405,955 \| $4,397 \| $4,485 \| $1,157 \|\n\| (In millions) \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| United Kingdom \| $5,836 \| $5,951 \| $5,531 \|\n\| Australia \| 2,044 \| 3,567 \| 1,519 \|\n\| Canada \| — \| 4,565 \| — \|\n\| Germany \| — \| 2,944 \| 2,696 \|\n\| Total cross-border outstandings \| $7,880 \| $17,027 \| $9,746 \|\nThe question is:\nwhat's the total amount of Liquidity asset purchase agreements of TENURE OF COMMITMENT 4–5 years, and United Kingdom of 2008 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "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", "part_2": "j6/vDn75u3fE39RT3e9fbOsnTWzs2Z2R/L+9qfL16dbsh5Plz/3gHMWfxHb5fGQ9XMPOeeqH4/X3IFBtBCtRFOiYm5D2n2JuXMYc+Mw5tcU2gt0F2gu0FugtRC0QsNWaNgKDVuhYSs0bIWGrdCgFRq0QoNWaNAKDVqhQSs0aIUGrdCgzRy2McM2ZtjGDNrQQR86aEQHjbygkRc08oJGXtDIC8vgoA7swoVduLBMrBMLxUqxVKwVi8VqSZaanD05e3J2uiFBNyTohgTdkKAbEsXZ7WCEHYywgxF1YpRERdREg2ghWonmpTZL9Y08fCMP38ijT4ySqIiaaBAtRCvRvNTBUn1zC9/cwje3GCdGSVRETTSIFqKVaF7qwlJ9Tg+f08Pn9FhOjJKoiJpoEC1EK9G81JWl+tAVPnSFD12xnhglURE10SBaiFaieak7lirrQ9bfhUFolERF1ESDaCFaiaalYj/2r21f2722eW3vGg/DwnAwDAz/wr5wL8wrAW0K2hS0KWgTdibsTNiZsDNhZ8LOhJ0JOxN2puxM2ZmyM2Fnws6EnQk7E3Ym7EzYmbAzYWeCwwSHCQ4THCY4THCY4DDBYVqPlpK1ZDFZTZaT9WRBWVHgMCFcQriEcAnhEsIlhEsIlzAtwVSCqQRTCaYSTCWYyj4433y1YCohT0KehDwJeRLyJORJyJOQJyFPApMEJglMEpgkMElgksAkgUkCk4QPCR8SPiR8SPiQ8CHhQ8KHhA+J5SeWn1h+YvmJ5SeWn1h+YvnHdsD+c3/13fmz84uvNl/uX7U7H15b42mMN31KHxB9PvTx0P2tYxtYR0/56tV1e/umfPpwynyLj/KSmtvH9dZbfNiRgg8ePtvzBYw5WOZgnYP5PsOnAjkFcgrkFMgpkFMgp0BOgZwCOQVFCooUFCkoUlCkoEhBkYIiBUUKihQUKShSUKSgSEGRgiIFRQqKFBQpKFJQpKBIQZGCIgVFCooUFCkoUlCkoEhZcZacNWfRWXUwpWBKwZSCKQVTCqYUTCmYUjClYErBlIIpBVMKphRMKZhSMKVgSsGUgikFUwqmFEwpmFIwpWBKwZSCKQVTCqYUTCmYUjClYErBlIIpBVMKphRMKZhSMKVgSsGUgikFU47tyk87BodQGQ/bf77H+xrvW7zb6u6qu6l+bE/9+GLucdP5uJh8mw/OsNmdPny23uazsGZ5+CyrH3OwzME6B/PtBzUNahrUNKhpUNOgpkFNg5oGNQ1qGtQ0qGlQ06CmQU2DmgY1DWoa1DSoaVDToKZBTYOaBjUNahq4NHBp4NLApYFLA5cGLg1cGp", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjcyttAzUNJRKi6pzEkFChSVAqlaAIEZnEooAAAA" } }	table__multihier___91228
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| In millions \| 2015 \| 2016 \| 2017 \| 2018 \| 2019 \| Thereafter \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Maturities of long-term debt (a) \| $426 \| $43 \| $811 \| $427 \| $183 \| $7,436 \|\n\| Lease obligations \| 118 \| 95 \| 72 \| 55 \| 41 \| 128 \|\n\| Purchase obligations (b) \| 3,001 \| 541 \| 447 \| 371 \| 358 \| 1,579 \|\n\| Total (c) \| $3,545 \| $679 \| $1,330 \| $853 \| $582 \| $9,143 \|\n\| \| December 31, \| \|\n\| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \|\n\| \| (In millions) \| \|\n\| Fund Groupings: \| \| \|\n\| Equity \| $48,852 \| $39,842 \|\n\| Balanced \| 31,011 \| 14,548 \|\n\| Bond \| 7,166 \| 5,671 \|\n\| Money Market \| 2,104 \| 2,456 \|\n\| Specialty \| 1,865 \| 488 \|\n\| Total \| $90,998 \| $63,005 \|\n\| \| Years Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \| 2007 \|\n\| \| (In millions) \| \| \|\n\| Investment return \| $141 \| $70 \| $-34 \|\n\| Separate account balances \| -32 \| -708 \| 8 \|\n\| Net investment gain (loss) related \| 712 \| -521 \| 126 \|\n\| Expense \| 60 \| 61 \| -53 \|\n\| In-force/Persistency \| -87 \| -159 \| 1 \|\n\| Policyholder dividends and other \| 174 \| -30 \| -39 \|\n\| Total \| $968 \| $-1,287 \| $9 \|\n\| \| Years Ended December 31, \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| 2008 \| 2007 \| Change \| % Change \|\n\| \| (In millions) \| \| \| \|\n\| Operating Revenues \| \| \| \| \|\n\| Premiums \| $2,971 \| $2,966 \| $5 \| 0.2% \|\n\| Net investment income \| 186 \| 196 \| -10 \| -5.1% \|\n\| Other revenues \| 38 \| 43 \| -5 \| -11.6% \|\n\| Total operating revenues \| 3,195 \| 3,205 \| -10 \| -0.3% \|\n\| Operating Expenses \| \| \| \| \|\n\| Policyholder benefits and claims and policyholder dividends \| 1,924 \| 1,811 \| 113 \| 6.2% \|\n\| Capitalization of DAC \| -444 \| -471 \| 27 \| 5.7% \|\n\| Amortization of DAC and VOBA \| 454 \| 468 \| -14 \| -3.0% \|\n\| Other expenses \| 794 \| 832 \| -38 \| -4.6% \|\n\| Total operating expenses \| 2,728 \| 2,640 \| 88 \| 3.3% \|\n\| Provision for income tax expense (benefit) \| 104 \| 139 \| -35 \| -25.2% \|\n\| Operating earnings \| $363 \| $426 \| $-63 \| -14.8% \|\n\| \| Years Ended December 31, \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| 2008 \| 2007 \| Change \| % Change \|\n\| \| (In millions) \| \| \| \|\n\| Operating Revenues \| \| \| \| \|\n\| Premiums \| $3,470 \| $3,096 \| $374 \| 12.1% \|\n\| Universal life and investment-type product policy fees \| 1,095 \| 995 \| 100 \| 10.1% \|\n\| Net investment income \| 1,180 \| 1,249 \| -69 \| -5.5% \|\n\| Other revenues \| 18 \| 24 \| -6 \| -25.0% \|\n\| Total operating revenues \| 5,763 \| 5,364 \| 399 \| 7.4% \|\n\| Operating Expenses \| \| \| \| \|\n\| Policyholder benefits and claims and policyholder dividends \| 3,185 \| 2,521 \| 664 \| 26.3% \|\n\| Interest credited to policyholder account balances \| 171 \| 354 \| -183 \| -51.7% \|\n\| Capitalization of DAC \| -798 \| -743 \| -55 \| -7.4% \|\n\| Amortization of DAC and VOBA \| 381 \| 309 \| 72 \| 23.3% \|\n\| Interest expense \| 9 \| 3 \| 6 \| 200.0% \|\n\| Other expenses \| 2,079 \| 2,180 \| -101 \| -4.6% \|\n\| Total operating expenses \| 5,027 \| 4,624 \| 403 \| 8.7% \|\n\| Provision for income tax expense (benefit) \| 257 \| 172 \| 85 \| 49.4% \|\n\| Operating earnings \| $479 \| $568 \| $-89 \| -15.7% \|\nThe question is:\nIf Total operating revenues develops with the same growth rate in 2008, what will it reach in 2009? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.6875	{ "part_1": "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", "part_2": "t4l5VUrYcW6pe28C47yfXeh/6lLbzLUrK3QwvjF7XwIFvpdXdoaJ3f7jYb8wIgXUnTlTRdSdOVJANJMpAkA0kykCQDSTKQJANJMpAkA0kzkDQDSTOQJANJMpAkA0kykCQDSTKQJANJMpAkA0mSiiSpSJKKJKlIkookqUiSiiSpSJKKJKlIkookqUiSiiSpSNeTC8oVRVKR5AlJnpDkCUmekOQJSZ6Q5AlJZpDAPoF9AvsE9gnsE9hnP+hvHi2wT/id8Dvhd8LvhN8JvxN+J/xO+J0gOUFyguQEyQmSEyQnSE6QnCA5oWxC2YSyCWUTyiaUTSibUDahbALOBJwJOBNwJuBMwJmAMwFnHQHnP7++Pn918vULj2byedfd56sZtgm2+bX7jnWEjg97e39eMw4AqCM8fPjM+5OZ5Xnm2eGp+rNPvT+E2ToPz/Sffeb9aUtvcXhm/OlnHhyr7J4vdd/fOr+abTbmKQJtBa0KWhW0KmhV0KqgVUGrglYFrQoAFQAqAFQAqABQAaACQAWACgAVACoAVACoAFABoAJABYAKABUAKgBUAKgAUAGgAkAFgAoAFQAqAFQAqABQAaACQAWAyjXnonPVgaMCRwWOChwVOCpwVOCowFGBowJHBY4KHBU4KnBU4KjAUYGjAkcFjgocFTgqcFTgqMBRgaMCRwWOChwVOCpwVOCowFGBowJHBY4KHBU4KnBU4KjAUYGjAkcFjgocFThi0bk54t6IWyOeAnkI5BkQ65hlzCpmEbOGWcKsYBZwI9qNaDei3Yh2I9qNaDei3Yh2I9qNaDei3Yh2I9qNaDei3Yh2I9qNaDei3Yh2I9qNaDei3Yh2I9qNaDcy3ch0I9ONTDcy3ch0I9ONTDfC3AhzI8yNMDfC3AhzI8yNMLdR4RJ2DbuIXcUuY9exCxnxbcS3Ed9GfBvxbcS3Ed9GfBu5bSS1kc1GGhtpbKSxkcZGGhtp7O1BDxvWvK6RxkYaG2lspLGRxkYaG2lspLGRRibFzVj3Yt2K9SDZc2SPkZlnpplZZpKZY6aYGYauA2kcSONAGgfSOJDGgTQOpHEgjQNpHEjjQBoH0jiQxoE0DqRxII0DaRyI4UAMB2I4EMOBGA7EcCCGAzEciOFADAdiOBDDgRgOxHAghgMxJHbdeHff3W136wAsA7AKgOyL5AuhIPUi80JBVn2fFgbS4ra8u/Juynvw77m/x/6oFWKFViFVKBVChU4hU6iUm/bu2btlv2MgOwayYyAIH7qH7KF6iB6ah+RNirfMpaVvjZiNnI2ajZ6NMRvrbGyzMXW6zJ3Oe7PL6TK7sMwuLLMLy+zCMruwzC4sswsLLjBw6igX6ygX6ygXSiMXSiMXSiMXSiMXSiMXSiMXSiMXSiMXSiMXSyMXSyMXSyMXqh0Xqh0Xqh0Xqh0X", "part_3": "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", "part_4": "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", "part_5": "E6AnQE+AnvmXoeL2o/TvL3+3f3P94/7y+uRqf/3z1eXbD9T/tT+/enPyd5cv9y8/6CN5uf3FpjhVLky9zbznX4f6aGeOfTmvZwdf8tN7WI/0cJp16KLmEfVsjNlYZ2ObjXl+YG/K3oSuCV0TuiZ0Teia0DWha0LXhK4JMBNgJsBMgJkAMwFmAswEmAkwEwYmDEwYmDAwYWDCwISBCQMTBibQS6CXrgCXgGvAReAqcBkAvYRyCeUSyiWUSyiXUC6hXEK5hHIJ1hKsJVhLsJZgLcFagrUEawnWEo4lHEs4lnAs4VjCsYRjCccSjiXgSsCVgCsBVwKuBFwJuBJwJeBKSJWQKiFVQqqEVAmpElIlpEpIlaApQVOCpgRNCZoSNCVoStBUR9D0T/ufzq/Or/cn5y9evP75RrG/fX+G/OYjEHUT4LeSbQ7pjosbLnWEUB/t0xFSna5n28GpfLqujiDrvp+ax9ezMWZjnY1tNuZJg1cFoApAFYAqAFUAqgBUAagCUAWgCkAVgCoAVQCqAFQBqAJQBaAKQBWAKgBVAKoAVAGoAlAFoApAFYAqAFUAqgBUAagCUAWgCkAVgCoAVQCqAFS54FxxLjnXnIvOVQegCkAVgCoAVQCqAFQBqAJQBaAKQBWAKgBVAKoAVAGoAlAFoApAFYAqAFUAqgBUAagCUAWgCkAVgCoAVQCqAFQBqAJQBaAKQBWAKgBVAKoAVAGoAlAFoApAFYAqAFUAqo8A6r/vr08u7j8ovj+/uDz5+tXrNzeae7V/dSPdLz+CVOtyRyo3GNxwd7+9j5Dq0507hqyO5eBdfoY+j7Bruf13sOKUcCaaCWZimVAmkht6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRqeNXwquFVw6uGVw2vGl41vGoI1RCqIVRDqIZQDaEaQjWEapjUMKlhUruIXcUuY9exCxkKNRRqKNRQqKFQQ6GGQj0e9DevHijUUKihUEOhhkINhRrSNKRpSNOQpiFNQ5qGNA1pGtI0pGlI05CmIU1DmoY0DWka0jSkGUfY8nd/+Gl/+fb3wX8xQMbd/pd7wp6Cegg6jvDjAx04AomxHBzIj212PcaePLRbs+89G2M21tnghU+zPeDAgAMDDgw4MODAgAMDDgw4sB7dhT397vXVi/1/+s3+6s3Fm+v95Ys/fsxX7rbeviK34D1W9lR5PboP+8vdOZYtLL07+JNP0sux/ODQRc2j6tkYs7HOBhMzrYrtyCz95vWrixd//OH1q5c3Dr28+N3Fy/3lyzcn529LMq9/uPmzXz5jy3q3lew5hafrHq5vR2bsU107Nnt5dnAtn7zDYwGeu0OHNQ+3Z2PMxjob22xMU7k7MpWHWrxfetSxG3d7KZ", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "1eFslg98vu/5vGevmq3q7QPO3T5hansddwdLG5PrTvX2AQdunzDNnYeyx+0DDtc+acpztzt0VU/T1Tz7U5UQX1N8TPEtxcYz+86kXDumh/yL9Ivsi88tvrb42GL3eaq47rniuueK654rrnuuuO654rrn6umeq6d7rp7uuXq65+rpnqune66e7tsa6dk60/S/BlZiFVZjDSz737Cm97Y47kXfFn3ztfhefDG+GV+N72bBtwXfAt9C3wJnAmcCZwJnAmcCZwJnAmcSZ1Jn0heV+Jb4lviW+Jb4lviW+Jb4VvhW+lb6VvhW+Fb4VvhW+Fb4VvhW+Nb41vTe9N703vTe9N703vTe9D7offgqBs4MnBk4M3Bm4MzAmYEzA2dWnFmdplXfVnxb8W3FtxXfVnxb8W3FtxXfNnzb9G3Ttw3fNnzb8G3Dtw3fNnzb8G3Dtx2+7fRtp287fNvh2w7fdvi2w7cdvu3wDe4gUUgSioQgoUfIEWqEGAUMCRkSMiRgSMCQgCEBQwKGBAyJswfezO8AhoQMCRkSMCRgSMCQgCEBQwKGBAwJGBJOkAzh5+iaU9HmVLQ5FW1ORZtT0eZUtDkVbX5/rjkjbc5ImzPS5oy0OSNtzkibM9LmJ+Wan5Rrzk+b89Pm/LQ5P23OT5vz0+b8tDk/bc5Pm/PT5vy0OT9tzk+b89Pm/LT5qbfmp96as9XmbLU5W23OVpuz1eZstTlbbX7brfltt+bctTl3bc5dm3PX5ty1OXdtzl2bH3NrfsytOZN9b2kGVmIVVmMNrBVrw5qdQcwDuQ7kOpDrQK4DuSaOCCOiiCAihtLW1tmYRpKIcCKzicwmMpvIbCKziXgm8pjIYyKPiTwm8piIXiJriawlspbIWvpafa++WN9sPmhl9gzRSUQnEZ1EdBLRSUQnEZZEWBJhSYQlEZZEWBK5SOQikYtELhK5SMI+Cfsk7JOwz/VBK7NnBHMSvUn0JtGbRG8ShUkUJlGYRGHuHrQyecbU+g3CPDPNzDKTXLa9zsY2G5O4FAFaBGgRoEWAFkFYBGERhLU8eK6xZpcJwiIIiyAsgrAIwiIIiyAsgrAIwiIIy7lxOpwPJ8QZIdCKQCsCrQi0ItCK0CpCqwitIrSK0CpCqwitIrSK0CpCqwimIpiKYCqCqQimIpiKYCqCqQimIph4uU34NMTmvfPaeett42M21tnYZmMKpiYomqBogqIJiiYomjBowqAJgyYMmjBowqAJgyYMmjBowqAJgyYMmjBowqAJg3amnA7nwwlxRgiDJgyaMGjCoAmDJgyaMGjCoAmDJgyaMGjCoAmDJgyaMGjCoAmDJgyaMGjCgNcyCAN3b3hjvDDe17DxMRvrbGyzMYXBIAwGYTAIg0EYDMJgEAaDMBiEwSAMBmEwCINBGAzCYBAGgzAYhM", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjO0NNQzM7c0NVbSUSouqcxJBQoWlQKpWgCmLnkELAAAAA==" } }	table__multihier___91229
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Balance as of January 1, 2009 \| $540 \|\n\| --- \| --- \|\n\| Warranty expense \| 5,033 \|\n\| Warranty claims \| -4,969 \|\n\| Balance as of December 31, 2009 \| 604 \|\n\| Warranty expense \| 9,351 \|\n\| Warranty claims \| -8,882 \|\n\| Business acquisitions \| 990 \|\n\| Balance as of December 31, 2010 \| $2,063 \|\n\| \| Number of Shares/Units \| Weighted-Average Fair Value (Grant Date) \|\n\| --- \| --- \| --- \|\n\| Non-vested at December 31, 2007 \| 3,651,054 \| $32.60 \|\n\| Granted \| 1,704,599 \| 20.99 \|\n\| Vested \| -799,276 \| 34.07 \|\n\| Forfeited \| -432,466 \| 31.11 \|\n\| Non-vested at December 31, 2008 \| 4,123,911 \| $27.67 \|\n\| Granted \| 3,100,415 \| 2.87 \|\n\| Vested \| -804,229 \| 16.39 \|\n\| Forfeited \| -455,503 \| 16.47 \|\n\| Non-vested at December 31, 2009 \| 5,964,594 \| $17.15 \|\n\| Granted \| 1,166,968 \| 6.96 \|\n\| Vested \| -936,412 \| 34.00 \|\n\| Forfeited \| -1,264,706 \| 15.97 \|\n\| Non-vested at December 31, 2010 \| 4,930,444 \| $12.13 \|\n\| \| \| For Years Ended December 31 \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| \| 2010 \| 2009 \| 2008 \| 2007 \| 2006 \|\n\| \| \| \| (In millions, except per share data) \| \| \| \|\n\| INCOME (LOSS) \| \| \| \| \| \| \|\n\| Net income (loss) from continuing operations (GAAP) \| \| $-539 \| $-1,031 \| $-5,585 \| $1,393 \| $1,373 \|\n\| Preferred dividends and accretion (GAAP) \| \| -224 \| -230 \| -26 \| — \| — \|\n\| Net income (loss) from continuing operations available to common shareholders (GAAP) \| \| -763 \| -1,261 \| -5,611 \| 1,393 \| 1,373 \|\n\| Net income (loss) from discontinued operations, net of tax (GAAP) \| \| — \| — \| -11 \| -142 \| -19 \|\n\| Net income (loss) available to common shareholders (GAAP) \| A \| $-763 \| $-1,261 \| $-5,622 \| $1,251 \| $1,354 \|\n\| Income (loss) from continuing operations available to common shareholders (GAAP) \| \| $-763 \| $-1,261 \| $-5,611 \| $1,393 \| $1,373 \|\n\| Merger-related charges, pre-tax \| \| \| \| \| \| \|\n\| Salaries and employee benefits \| \| — \| — \| 134 \| 159 \| 66 \|\n\| Net occupancy expense \| \| — \| — \| 4 \| 34 \| 3 \|\n\| Furniture and equipment expense \| \| — \| — \| 5 \| 5 \| 1 \|\n\| Other \| \| — \| — \| 58 \| 153 \| 19 \|\n\| Total merger-related charges, pre-tax \| \| — \| — \| 201 \| 351 \| 89 \|\n\| Merger-related charges, net of tax \| \| — \| — \| 125 \| 219 \| 60 \|\n\| Goodwill impairment \| \| — \| — \| 6,000 \| — \| — \|\n\| Regulatory charge \| \| 200 \| — \| — \| — \| — \|\n\| Income from continuing operations, excluding merger, goodwill impairment and regulatory charges (non-GAAP) \| B \| $-563 \| $-1,261 \| $514 \| $1,612 \| $1,433 \|\n\| Weighted-average diluted shares \| C \| 1,227 \| 989 \| 695 \| 713 \| 507 \|\n\| Earnings (loss) per common share—diluted (GAAP) \| A/C \| $-0.62 \| $-1.27 \| $-8.09 \| $1.76 \| $2.67 \|\n\| Earnings per common share from continuing operations, excluding merger, goodwill impairment and regulatory charges—diluted(non-GAAP) \| B/C \| $-0.46 \| $-1.27 \| $0.74 \| $2.26 \| $2.83 \|\nThe question is:\nwhat was the percentage change in warranty reserve between 2009 and 2010?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtIzMTQ1NVPSUSouqcxJBYoUlQKpWgDF4B6gKQAAAA==" } }	table__multihier___91230
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Accounts receivable \| $96 \|\n\| --- \| --- \|\n\| Inventory \| 61 \|\n\| Property, plant, and equipment — net \| 121 \|\n\| Purchased intangible assets \| 268 \|\n\| Purchased goodwill \| 992 \|\n\| Other assets \| 30 \|\n\| Deferred tax liability \| -102 \|\n\| Accounts payable and other current liabilities \| -104 \|\n\| Interest bearing debt \| -80 \|\n\| Other long-term liabilities \| -16 \|\n\| Net assets acquired \| $1,266 \|\n\| Supplemental information: \| \|\n\| Cash paid \| $1,294 \|\n\| Less: Cash acquired \| 28 \|\n\| Cash paid, net of cash acquired \| $1,266 \|\n\| \| PRODUCTION CAPACITY \| NUMBER OF FACILITIES \|\n\| --- \| --- \| --- \|\n\| Softwood lumber – board feet \| 6,600 \| 32 \|\n\| Plywood – square feet (3/8”)(2) \| 645 \| 3 \|\n\| Veneer – square feet (3/8”)(2)(3) \| 1,630 \| 8 \|\n\| Oriented strand board – square feet (3/8”) \| 4,260 \| 9 \|\n\| Hardwood lumber – board feet \| 350 \| 8 \|\n\| Engineered I-Joists – lineal feet-4 \| 575 \| 7 \|\n\| Engineered solid section – cubic feet-4 \| 50 \| 11 \|\n\| \| 2006 \| 2005 \| 2004 \| 2003 \| 2002 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Softwood lumber – board feet \| 6,355 \| 6,986 \| 7,187 \| 7,113 \| 6,831 \|\n\| Plywood – square feet (3/8”)(2) \| 900 \| 1,155 \| 1,628 \| 1,708 \| 1,776 \|\n\| Veneer – square feet (3/8”)(2)(3) \| 1,739 \| 1,979 \| 2,386 \| 2,199 \| 2,187 \|\n\| Composite panels – square feet (3/4”) \| 666 \| 1,080 \| 1,066 \| 988 \| 864 \|\n\| Oriented strand board – square feet (3/8”) \| 4,166 \| 4,078 \| 4,081 \| 4,170 \| 4,020 \|\n\| Hardwood lumber – board feet \| 324 \| 364 \| 349 \| 373 \| 372 \|\n\| Engineered I-Joists – lineal feet-4 \| 473 \| 483 \| 504 \| 437 \| 409 \|\n\| Engineered solid section – cubic feet-4 \| 41 \| 41 \| 42 \| 34 \| 32 \|\n\| \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| Timberlands \| $62 \| $59 \| $55 \|\n\| Wood Products \| 191 \| 161 \| 147 \|\n\| Cellulose Fiber and White Papers \| 252 \| 317 \| 154 \|\n\| Containerboard, Packaging and Recycling \| 234 \| 221 \| 85 \|\n\| Corporate and Other \| 110 \| 117 \| 63 \|\n\| \| $849 \| $875 \| $504 \|\nThe question is:\nWhat is the proportion of Softwood lumber – board feet to the total for PRODUCTION CAPACITY?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "H4sIABH8N2gC/63d7W5l15He8VshevxhDDRneOpl7X30JXBkG1EwsQRbjjEYDAyq+0giQpFtkm1bMAz4HpKvuTlfSfh6tH7MkdRqGRhMo9zaa6+Xqudfu1aR/ZcXZxevd39+8UHXGC9fXL85P7t58cGLm6vTs4sXL1+8PXt9a1Wenq6np6N3m1e1WcZnsZx8tq79OjcnHbXc/oc3p5+d737/enf96urszc3Z5cWLD/7y4uT45Hhz+/ynd395dHJ0/eXln66Pfvbq1eXbi5vro6vdq93ZH+//7uz66CfbcfQvtyPdPnLgoY8u/ri7uLm8+vruPx2bb/7LkxcfXLw9P3+wYjZyNmo2ejbGbCyzsc7GdjIOrepXu5uj0+vr3e26Tl/94e3Z1e71/ao2L2PsF3bifG//b6MZmqlZmo3poz7pgz43sBasFWvegvszmq0TzWd/G5qpWZqN6aM+6YM+N7AWrBVrXlccONoPT6+/PHpzevb66Ddv37w5331164mn50dnF59fXn11eufsHzwd9baejjrcknBLwi0JtyTcknBL4thHfdIHfW5gLVgr1rwleWBL/m13ff3Bw8bsvf07NyfWp41JNybdmHRj0o1JNybdmDz2UZ/0QZ8bWAvWijVvTH2Xr7w8urhVhMvPj169+yYpFuVGlRtVblS5UeVGlRtVxz7qkz7ocwNrwVqx5o1qxKJdV7uudl3tutp1tevqYx/1SR/0uYG1YK1Y87oG6xqua7iu4bqG6xqua7iuceyjPumDPjewFqwVa17XwroW17W4rsV1La5rcV2L61qOfdQnfdDnBtaCtWLN61pZ1+q6Vte1uq7Vda2ua3Vd67GP+qQP+tzAWrBWrHldW9a1dV1b17VlblvmtmVuW+a2ZW5b5rZlbtt5bod4+snV5Zvd1c3XL4/enJ9e3Lw8Or14fbS7Fcg3d7p49Pe//Z977bwVxE08ZXriFARCQAAI/8Af9AN+sC9O5p0N07cwfQvTtzB9C9O3MH0L0rcgfQvStyB9C9K3IH0L0rcgfQvStzB9C9O3MH0LMrIgIwsysiAjCzKyICMLMrIgI4tgqs/8wLQqTKtCN9FPdBQ9RVfRV3QWvSWZKulIkI4E6UiQjgTpSJCOBOlIkI5E8XazhzB7CLOHICEIEoIgIQgSgiAhCBKCICEIEoIgIQgTgjAhCBOCgPEB4wPGB4wPGB8wPmB8wPiA8SHjQ8aHjA+wHWA7wHaA7QDbAbYDbAfYDrAdYjvEdojtgMQBiQMSByQOSByQOCBxQOKAxCGJQxKHJA7gGsA1gGsA1wCuAVwDuAZ", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMTM3N1XSUSouqcxJBYoUlQKpWgCNBz5EKQAAAA==" } }	table__multihier___91231
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| PAYMENTS DUE BY PERIOD \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| As of December 31, 2013(In millions) \| Total \| Less than 1year \| 1-3years \| 4-5years \| Over 5years \|\n\| Long-term debt-1 \| $10,630 \| $1,015 \| $2,979 \| $2,260 \| $4,376 \|\n\| Operating leases \| 923 \| 208 \| 286 \| 209 \| 220 \|\n\| Capital lease obligations \| 1,051 \| 99 \| 185 \| 169 \| 598 \|\n\| Total contractual cash obligations \| $12,604 \| $1,322 \| $3,450 \| $2,638 \| $5,194 \|\n\| \| Estimated Sensitivity ofEconomic Value of Equity \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| December 31,2013 \| \| December 31,2012 \| \|\n\| Rate change: \| Exposure \| % of Tier 1/Tier 2 Capital \| Exposure \| % of Tier 1/Tier 2 Capital \|\n\| +200 bps shock \| $2,359 \| -14.9% \| $-2,542 \| -17.0% \|\n\| –200 bps shock \| 1,149 \| 7.2 \| 41 \| 0.3 \|\n\| (In millions) \| 2013 \| 2012 \|\n\| --- \| --- \| --- \|\n\| Indemnified securities financing \| $320,078 \| $302,341 \|\n\| Stable value protection \| 24,906 \| 33,512 \|\n\| Asset purchase agreements \| 4,685 \| 5,063 \|\n\| Standby letters of credit \| 4,612 \| 4,552 \|\n\| \| InvestmentServicing \| \| \| InvestmentManagement \| \| \| Other \| \| \| Total \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Years Ended December 31, \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \| 2013 \| 2012 \| 2011 \|\n\| (Dollars in millions,except where otherwise noted) \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Fee revenue: \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Servicing fees \| $4,819 \| $4,414 \| $4,382 \| $— \| $— \| $— \| $— \| $— \| $— \| $4,819 \| $4,414 \| $4,382 \|\n\| Management fees \| — \| — \| — \| 1,106 \| 993 \| 917 \| — \| — \| — \| 1,106 \| 993 \| 917 \|\n\| Trading services \| 994 \| 912 \| 1,131 \| 67 \| 98 \| 89 \| — \| — \| — \| 1,061 \| 1,010 \| 1,220 \|\n\| Securities finance \| 324 \| 363 \| 333 \| 35 \| 42 \| 45 \| — \| — \| — \| 359 \| 405 \| 378 \|\n\| Processing fees and other \| 238 \| 259 \| 284 \| 7 \| 7 \| 13 \| — \| — \| — \| 245 \| 266 \| 297 \|\n\| Total fee revenue \| 6,375 \| 5,948 \| 6,130 \| 1,215 \| 1,140 \| 1,064 \| — \| — \| — \| 7,590 \| 7,088 \| 7,194 \|\n\| Net interest revenue \| 2,221 \| 2,464 \| 2,231 \| 82 \| 74 \| 102 \| — \| — \| — \| 2,303 \| 2,538 \| 2,333 \|\n\| Gains (losses) related to investment securities, net \| -9 \| 69 \| 67 \| — \| — \| — \| — \| -46 \| — \| -9 \| 23 \| 67 \|\n\| Total revenue \| 8,587 \| 8,481 \| 8,428 \| 1,297 \| 1,214 \| 1,166 \| — \| -46 \| — \| 9,884 \| 9,649 \| 9,594 \|\n\| Provision for loan losses \| 6 \| -3 \| — \| — \| — \| — \| — \| — \| — \| 6 \| -3 \| — \|\n\| Total expenses \| 6,176 \| 6,041 \| 5,890 \| 836 \| 864 \| 899 \| 180 \| -19 \| 269 \| 7,192 \| 6,886 \| 7,058 \|\n\| Income before income tax expense \| $2,405 \| $2,443 \| $2,538 \| $461 \| $350 \| $267 \| $-180 \| $-27 \| $-269 \| $2,686 \| $2,766 \| $2,536 \|\n\| Pre-tax margin \| 28% \| 29% \| 30% \| 36% \| 29% \| 23% \| \| \| \| 27% \| 29% \| 26% \|\n\| Average assets (in billions) \| $203.24 \| $190.09 \| $170.45 \| $3.76 \| $3.72 \| $4.36 \| \| \| \| $207.00 \| $193.81 \| $174.81 \|\n\| \| 2008 \| 2009 \| 2010 \| 2011 \| 2012 \| 2013 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| State Street Corporation \| $100 \| $111 \| $118 \| $105 \| $125 \| $198 \|\n\| S&P 500 Index \| 100 \| 126 \| 146 \| 149 \| 172 \| 228 \|\n\| S&P Financial Index \| 100 \| 117 \| 132 \| 109 \| 141 \| 191 \|\n\| KBW Bank Index \| 100 \| 98 \| 121 \| 93 \| 122 \| 168 \|\nThe question is:\nwhat is the percentage change in the balance of asset purchase agreements from 2012 to 2013?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "LLZmsTWLrVlszWJr2NiwsVmIrLWZiYJNoGnWQ4/GPBrr0VhGY5galvSaR/DDE6udxc5a58cEvyX4KcEXJz44ESsLD+THJ8KIKCKIwCW0BJZ8deKjE0G44YGISAKSeISn4BSa8ulpqDL1WGXqscrUY5WpxypTj1WmHo9R7fEY1R6PUe3xGNUej1Ht8RjVHqsdTU2jrWm0f/e3qWk0NY2mptHUNJqaRlPTaGoaTU2jqWm0NY32D/02NY2mptHUNJqaRlPTaGoaTU2jqWk0NY22ptEUMZoiRlPEaIoYTRGjKWI0RYymiNEUMdoiRvu3e5siRlPEaIoYTRGjKWI0RYymiNEUMZoiRlvEaP9Yb1PEaIoYTRGjKWI0RYymiNEUMZoiRlPEaKoWTdWiqVo0VYumatFULZqqRVO1aKoW7V/YbaoWTdWiqVo0VYumatFULZqqRVO1aKoW7Z/Ubf+kblPEaIoYTRGjKWI0RYymiNEUMZoiRlPEaE9aaE9aaGoaTU2jqWk0NY2mptHUNJqaRlPTaGoa7dEK7dEKTcWjqXg0FY+m4tFUPJqKR1PxaM5S6FMkCklCkRAk9Ag5Qo0Qo4AhIUNChgQMCRgSMCRgSMCQgCGxevA04zuAISFDQoYEDAkYEjAkYEjAkIAhAUMChoQTJEM4E6EpCzRlgaYs0JQFmrJAUxZoygLNIQhNkaApEjRFgqZI0BQJmiJBUyRozjVozjVoCghNAaEpIDQFhKaA0BQQmgJCU0BoCghNAaEpIDQFhKaA0BQQmgJCc95Ac95AU1xoigtNcaEpLjTFhaa40BQXmgMGmgMGmsJDU3hoCg9N4aEpPDSFh6bw0Jwo0Jwo0BQldpZmYCVWYTXWjLXGWrDGh0HMA7kO5DqQ60CuA7kmjggjooggIoZSb+vRGEaSiHAis4nMJjKbyGwis4l4JvKYyGMij4k8JvKYiF4ia4msJbKWyFr6Wn2vvljfbD7wMj4ZopOITiI6iegkopOITiIsibAkwpIISyIsibAkcpHIRSIXiVwkcpGEfRL2SdgnYZ/rB17GJyOYk+hNojeJ3iR6kyhMojCJwiQKc/PAy/BkTK2/QZhnpplZZpJL3+vRWEZjEJciQIsALQK0CNAiCIsgLIKwpgfXNdb4yARhEYRFEBZBWARhEYRFEBZBWARhEYTl3DgdzocT4owQaEWgFYFWBFoRaEVoFaFVhFYRWkVoFaFVhFYRWkVoFaFVBFMRTEUwFcFUBFMRTEUwFcFUBFMRTLzcJnwaYvPeee289db5PBrr0VhGYwimJiiaoGiCogmKJiiaMGjCoAmDJgyaMGjCoAmDJgyaMGjCoAmDJgyaMGjCoAmDdqacDufDCXFGCIMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKA1zITBn694Y3xwnhfs87n0ViPxj", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzA3MTNT0lEqLqnMSQUKFZUCqVoAoWD/1ioAAAA=" } }	table__multihier___91232
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Ratio of Earnings to Fixed Charges \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2008 \| 2009 \| 2010 \| 2011 \| 2012 \|\n\| Con Edison \| 3.4 \| 3.0 \| 3.3 \| 3.6 \| 3.7 \|\n\| CECONY \| 3.3 \| 3.1 \| 3.4 \| 3.8 \| 3.7 \|\n\| \| Common Equity Ratio (Percent of total capitalization) \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2008 \| 2009 \| 2010 \| 2011 \| 2012 \|\n\| Con Edison \| 50.7 \| 50.5 \| 50.4 \| 52.5 \| 54.1 \|\n\| CECONY \| 50.8 \| 50.3 \| 49.9 \| 52.0 \| 53.6 \|\n\| \| Twelve Months Ended \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (millions of dollars) \| December 31, 2011 \| December 31, 2010 \| Variation \|\n\| Operating revenues \| $8,228 \| $8,376 \| $-148 \|\n\| Purchased power \| 2,260 \| 2,629 \| -369 \|\n\| Fuel \| 199 \| 256 \| -57 \|\n\| Net revenues \| 5,769 \| 5,491 \| 278 \|\n\| Operations and maintenance \| 2,041 \| 1,963 \| 78 \|\n\| Depreciation and amortization \| 656 \| 623 \| 33 \|\n\| Taxes, other than income taxes \| 1,377 \| 1,356 \| 21 \|\n\| Electric operating income \| $1,695 \| $1,549 \| $146 \|\n\| \| Millions of kWhs Delivered \| \| \| \| Revenues in Millions \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Twelve Months Ended \| \| \| \| Twelve Months Ended \| \| \| \|\n\| Description \| December 31, 2011 \| December 31, 2010 \| Variation \| Percent Variation \| December 31, 2011 \| December 31, 2010 \| Variation \| Percent Variation \|\n\| Residential/Religious(a) \| 11,404 \| 11,518 \| -114 \| -1.0% \| $2,918 \| $2,977 \| $-59 \| -2.0% \|\n\| Commercial/Industrial \| 11,148 \| 12,559 \| -1,411 \| -11.2 \| 2,304 \| 2,557 \| -253 \| -9.9 \|\n\| Retail access customers \| 24,234 \| 23,098 \| 1,136 \| 4.9 \| 2,354 \| 2,123 \| 231 \| 10.9 \|\n\| NYPA, Municipal Agency and other sales \| 11,040 \| 11,518 \| -478 \| -4.2 \| 592 \| 550 \| 42 \| 7.6 \|\n\| Other operating revenues \| - \| - \| - \| - \| 60 \| 169 \| -109 \| -64.5 \|\n\| Total \| 57,826 \| 58,693 \| -867 \| -1.5% \| $8,228 \| $8,376 \| $-148 \| -1.8% \|\nThe question is:\nWhat will Commercial/Industrial in revenues be like in 2011 if it develops with the same increasing rate as current? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "+sjHQATjABtBQ2JjSxpQ2prQxhTMpnEnhTApnUjiTwpkUzqRwJoUzKZ1J6UxKZ1I4k8KZFM6kcCaFMymcSeFMCmdSOJPCbBRmozAbhdkozEZhNgqzUZiNwmwUZqMwG4XZKMxGeZw8Tx4oTxRmo/APhX8o/EPhHwr/UPiHwj8UjqEwAYUJKExAYQIKE1CYgJpH11tXiwkouF5wveB6wfWC6wXXC64XXC+4XqC6QHWB6gLVBaoLVBeoLlBdoLqgb0Hfgr4FfQv6FvQt6FvQt6BvAdQCqAVQC6AWQC2AWgC1ACqHXEOtn9ZO28KkNigNKoPCoC4oC6oCU92IfKPbjW43ut3odqPbjW43ut3odqPbjRQ3UtxIcSPFjRQ3UtxIcSPFjRQ3UtxIcSPFjRQ3UtxIcSPFjRQ3UtxIcSPFjRQ3UtxIcSPFjRQ3UtyeUo+b580D54nzyHnmPHSeOoS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboS5EeZGmBthboSZQ2f7wO6BzQPfwfgKxjcwnGOOMaeYQ8wZ5ghzgjnAg2gPoj2I9iDag2gPoj2I9iDag2gPoj2I9iDag2gPoj2I9iDag2gPoj2I9iDag2gPoj2I9iDag2gPoj3I9CDTg0wPMj3I9CDTg0wPMj0I8yDMgzAPwjwI8yDMgzAPwjxWhUfYM+wh9hR7jD3HHmTEdxDfQXwH8R3EdxDfQXwH8R3kdpDUQTYHaRykcZDGQRoHaRykcY6PrnBktJ5rpHGQxkEaB2kcpHGQxkEaB2kcpJFNsV1pt9Jmpa9xfYvrS1z2mW1ml9lk9pgtZoeh64407kjjjjTuSOOONO5I44407kjjjjTuSOOONO5I44407kjjjjTuSOOONO6I4Y4Y7ojhjhjuiOGOGO6I4Y4Y7ojhjhjuiOGOGO6I4Y4Y7ojhjhhSu7am7UzbmPYtvC/hfQeP+8J8IRRYL5wXCnLw3peDgbTYuLZvbdva1+6+dfelO2qFWKFVSBVKhVChU8gUKmVb2662Te0LFnLBQi5YCMKH7iF7qB6ih+YheYvibWu68N0g66DWQa+DWQf7Ojisg+M6WC66rRddu5TbmmLc1hTjtqYYtzXFuK0pxm1NMW5rinFbU4wbKcbNFONminEzxbgRTNwIJm4EEzeCiRvBxI1g4kYwcSOYuBFM3AwmbgYTN4OJG1nDjazhRtZwI2u4kTXcyBpuZA03soYbWcPNrOFm1nAza7gRH9yID2", "part_3": "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", "part_4": "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", "part_5": "sAfBHkR7EAxAMADBAAQDEAxAMADBAAQDEAxANAAB8QHxAfEB8QHxAfEB8QHxAfER8QHiAeIB4gHiAeIB4gHiAeIB4hHiAdMB0wHTAdMB0wHTAdMB0wHTEdMBxAHEAcQBxAHEAcQBxAHEAcQRxAG1AbUBtQG1AbUBtQG1AbX1BGr/6du3L7+6vL0HzDdv/nBPrx/C2WQ//wAhZcJHDJ8w6gnK/sibeI/Y7Lk43UT92Kmh64vav5uy11ufdbCvg8M6OK6DdQOAawnXAp8FPgt8Fvgs8Fngs8Bngc8CnwURCyIWRCyIWBCxIGJBxIKIBRELyBWQKyBXQK6AXAG5AnIF5ArIFVQrqFaeAI+AZ8BD4CnwGEC1AmMFxgqMFRgrMFZgrMBYgbECYwW3Cm4V3Cq4VXCr4FbBrYJbBbcKUBWgKkBVgKoAVQGqAlQFqApQFWQqyFSQqSBTQaaCTAWZCjIVZCpQVKCoQFGBogJFBYoKFBUoKlBUsKdgT8Gegj0Fewr2FOwp2NNPsOfvvr16/YOAs1181GWdoH0i20T9BG9+yIUfIDP76cL1g6YTLHM4TdPrLc462NfBYR0c18H65cKVBiQNSBqQNCBpQNKApAFJA5IGJA1IGpA0IGlA0oCkAUkDkgYkDUgakDQgaUDSgKQBSQOSBiQNSBqQNCBpQNKApAFJA5IGJA1IGpA0IGlA0oCkPXCeOI+cZ85D56kDJA1IGpA0IGlA0oCkAUkDkgYkDUgakDQgaUDSgKQBSQOSBiQNSBqQNCBpQNKApAFJA5IGJA1IGpA0IGlA0oCkAUkDkgYkDUgakDQgaUDSgKQBSQOSBiQNSBqQNCBpQDJPgOQfru5+XKdwDien7+O87Xy7+fMEUX7MHTz8xcK+2E53UD9qXhCTw/E0Xa/3POtgXweHdXBcB+vXDmIGxAyIGRAzIGZAzICYATEDYgbEDIgZEDMgZkDMgJgBMQNiBsQMiBkQMyBmQMyAmAExA2IGxAxQGaAyQGWAygCVASoDVAaoDBgZMDJgZMDIgJEBIwNGBowM4BjAMYBjPMSeYo+x59iDDCoGVAyoGFAxoGJAxYCK2R9dbz09oGJAxYCKARUDKgZUDDgYcDDgYMDBgIMBBwMOBhwMOBhwMOBgwMGAgwEHAw4GHAw4GHCwf/8Lozc3t2eXN6/Ovr68vrm7urm8eXn1wxpa5/1RjG2o+srUN6b79782+oT7OX943tnrdD/1Ga4CKk6k4NBz5jnynPjdLVnOww4pdkixQ4odUuyQYocUO6TYIcXhifPwt1ffvL16+WGp776by6/fvL378PfdftCR2E9Pfna1fTP", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMjIwN9MzMDayMFXSUSouqcxJBQoWlQKpWgDrwsCfLAAAAA==" } }	table__multihier___91234
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| For the Three Months Ended \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (dollars in millions, except per share amounts) \| December 31,2016 \| September 30,2016 \| June 30,2016 \| March 31,2016 \| December 31,2015 \| September 30,2015 \| June 30,2015 \| March 31,2015 \|\n\| Operating Data: \| \| \| \| \| \| \| \| \|\n\| Net interest income \| $986 \| $945 \| $923 \| $904 \| $870 \| $856 \| $840 \| $836 \|\n\| Noninterest income-1 \| 377 \| 435 \| 355 \| 330 \| 362 \| 353 \| 360 \| 347 \|\n\| Total revenue \| 1,363 \| 1,380 \| 1,278 \| 1,234 \| 1,232 \| 1,209 \| 1,200 \| 1,183 \|\n\| Provision for credit losses \| 102 \| 86 \| 90 \| 91 \| 91 \| 76 \| 77 \| 58 \|\n\| Noninterest expense-2 (5) (8) \| 847 \| 867 \| 827 \| 811 \| 810 \| 798 \| 841 \| 810 \|\n\| Income before income tax expense \| 414 \| 427 \| 361 \| 332 \| 331 \| 335 \| 282 \| 315 \|\n\| Income tax expense \| 132 \| 130 \| 118 \| 109 \| 110 \| 115 \| 92 \| 106 \|\n\| Net income-3 (6) (9) \| $282 \| $297 \| $243 \| $223 \| $221 \| $220 \| $190 \| $209 \|\n\| Net income available to common stockholders-3 (6) (9) \| $282 \| $290 \| $243 \| $216 \| $221 \| $213 \| $190 \| $209 \|\n\| Net income per average common share- basic-4 (7) (10) \| $0.55 \| $0.56 \| $0.46 \| $0.41 \| $0.42 \| $0.40 \| $0.35 \| $0.38 \|\n\| Net income per average common share- diluted-4 (7) (10) \| $0.55 \| $0.56 \| $0.46 \| $0.41 \| $0.42 \| $0.40 \| $0.35 \| $0.38 \|\n\| Other Operating Data: \| \| \| \| \| \| \| \| \|\n\| Return on average common equity-11 (17) \| 5.70% \| 5.82% \| 4.94% \| 4.45% \| 4.51% \| 4.40% \| 3.94% \| 4.36% \|\n\| Return on average tangible common equity-12 (17) \| 8.43 \| 8.58 \| 7.30 \| 6.61 \| 6.75 \| 6.60 \| 5.90 \| 6.53 \|\n\| Return on average total assets-13 (17) \| 0.76 \| 0.82 \| 0.69 \| 0.65 \| 0.64 \| 0.65 \| 0.56 \| 0.63 \|\n\| Return on average total tangible assets-14 (17) \| 0.79 \| 0.86 \| 0.72 \| 0.68 \| 0.67 \| 0.68 \| 0.59 \| 0.67 \|\n\| Efficiency ratio-15 (17) \| 62.18 \| 62.88 \| 64.71 \| 65.66 \| 65.76 \| 66.02 \| 70.02 \| 68.49 \|\n\| Net interest margin-16 (17) \| 2.90 \| 2.84 \| 2.84 \| 2.86 \| 2.77 \| 2.76 \| 2.72 \| 2.77 \|\n\| Stock Activity: \| \| \| \| \| \| \| \| \|\n\| Share Price: \| \| \| \| \| \| \| \| \|\n\| High \| $36.56 \| $25.11 \| $24.24 \| $25.99 \| $27.17 \| $28.18 \| $28.71 \| $25.84 \|\n\| Low \| 24.22 \| 18.58 \| 18.34 \| 18.04 \| 22.48 \| 21.14 \| 24.03 \| 22.67 \|\n\| Share Data: \| \| \| \| \| \| \| \| \|\n\| Cash dividends declared and paid per common share \| $0.12 \| $0.12 \| $0.12 \| $0.10 \| $0.10 \| $0.10 \| $0.10 \| $0.10 \|\n\| Dividend payout ratio \| 22% \| 22% \| 26% \| 24% \| 24% \| 25% \| 28% \| 26% \|\n\| \| Years ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2016 \| 2015 \| 2014 \|\n\| Basic weighted-average shares outstanding \| 101,291 \| 100,616 \| 99,916 \|\n\| Effect of potential common stock: \| \| \| \|\n\| Common stock awards \| 1,126 \| 887 \| 816 \|\n\| Senior subordinated convertible notes \| 47 \| 94 \| 152 \|\n\| Diluted weighted-average shares outstanding \| 102,464 \| 101,597 \| 100,884 \|\n\| \| Year Ended April 30, \| \|\n\| --- \| --- \| --- \|\n\| \| 2019 \| 2018 \|\n\| Gross profit \| 37.2% \| 38.5% \|\n\| Selling, distribution, and administrative expenses: \| \| \|\n\| Marketing \| 3.9% \| 3.2% \|\n\| Advertising \| 3.0 \| 2.6 \|\n\| Selling \| 3.2 \| 3.3 \|\n\| Distribution \| 3.3 \| 3.2 \|\n\| General and administrative \| 5.9 \| 6.2 \|\n\| Total selling, distribution, and administrative expenses \| 19.2% \| 18.5% \|\n\| Amortization \| 3.1 \| 2.8 \|\n\| Goodwill impairment charges \| 1.2 \| 2.0 \|\n\| Other intangible assets impairment charges \| 1.4 \| 0.4 \|\n\| Other special project costs \| 0.8 \| 0.6 \|\n\| Other operating expense (income) – net \| -0.4 \| — \|\n\| Operating income \| 11.8% \| 14.2% \|\nThe question is:\nWhat is the growing rate of Total revenue in the year with the most Net interest income?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "3ggTU1u0g2kaY9pP0RW98n7DzM7dY5rl6j0aMxjcY8GpzMEJYJwp4g7AnCniDsCcKeIOwJwp4g7HlPWH5/enl1cfrt208fsLk7IEuMts3sms17YvOx+z8MUGz3z3GLGo0ejWk05tHgjIYALfuGajZnm4vjN+9/cPr45IfTs3cPcHx1+tMntYf7cH3rvkVRW3l28pZ98zSP8ub+YU7bw4SKYCKICB6ChmAhSGi95zBvfk3i8gafLw9Ohsvwct8z3Y4kfNpQzXrX/7boazPSXuR6z2F/Dm8fdOvfW3fe5uhQjUaPxjQa82gso7ENRo7zgjnOC+Y4L5jjvGCO84I5zgvmOC+Y47fc5fgtdzlOEuY4SZjjJGGOk4Q5ThLmOEmY4yRhjpOEOX6vXfK9duk0YDoNmE4DJt9rlwzxJUN8yRBfMsSXDPElQ3zJEF/yvXbpsF06bJcO2yXfa5cMxSVDcclQXDIUlwzFJUNxyVBc8r126bRaOq2WTqsl32uXjJElY2TJGFkyRpaMkSVjZMkYWfK9dum4VzrulY57Jd9rl4xlJWNZyVhWMpaVjGUlY1nJWFbyvXbpwFQ6MJUOTCUDU8nAVDIwlQxMJQNTycBUMjCVDEwl32uXTjilE07phFPyvXbJSFIykpSMJCUjSclIUjKSlIwkJSNJ6UhSOpKUjiQlI0nJSFIykpSMJCUjSclIUjKSlIwkJSNJ6UhSOpKUjiQlI0nJSFIykpSMJCUjSclIUjKSlIwkJSNJ6UhSOpKUjiQlI0nJSFIykpSMJCUjSclIUjKSlIwkJSNJ6UhSOpKUjiQlI0nJSFIykpSMJCUjSclIUjKSlIwk5StoVVaVVCFROBQKhUEhUPgT+oQ9A/kM5TOUz1A+A/kM5DOQz0A+A/kM5DOQz0A+A/kM9TLUy0AvA70M9DLQy0AvA70M9DLQyzCw9yJ7L7TqZRhqY22wjbbhNt4G3Iijl6FehnoZ6mWgl4FeBnoZ6GWgl4FeBnoZ6GWgl6FehnoZ6mWgl4FeBnoZ6GWgl4FeBnoZ6GWgl6FehnoZ6mWgl4FeBnoZ6GWgl4FeBnoZ6GWgl6FeBooYKGKgiIEiBooYKGKgiIEiBooYKmKgeYHmBZoXaF6geYHmBZoXaF6geaHmBaoWqFqgaoGqBaoWqFqgaoGqBaoWqlqgW4FuBboV6FagW4FuBboV6BacIWXIGBIGfAFdwBaQBVwBVcAUEEWiYqmKJTqV6FSiU4lOJTqV6FSiU4lOJTqVKFGiRIkSJUqUKFGiRInaJAKSCEgiIImAJAKSCEgacONoII2koTSWeW+HBWs8QXg/ofKEyhMqT6g8ofKEyhMqT6g8ofKEnRN2Ttg5YeeEnRN2Ttg5YeeEnRM6Tug4oeOEjhM6Tkg2YdWEVRNWTVg1YdWEKxNyTMgxIceEHBNyTCgv4biE4xKOSzgu4TiukhmECYT5w/h9Zcn3lb232IA/46/4o", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzsLA0NlHSUSouqcxJBYoUlQKpWgBZaJLUKQAAAA==" } }	table__multihier___91235
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2019 \| 2018 \| 2017 \|\n\| --- \| --- \| --- \| --- \|\n\| Cost of sales \| $20,628 \| $18,733 \| $12,569 \|\n\| Research and development \| 75,305 \| 81,444 \| 51,258 \|\n\| Selling, marketing, general and administrative \| 51,829 \| 50,988 \| 40,361 \|\n\| Special charges \| 2,538 \| — \| — \|\n\| Total stock-based compensation expense \| $150,300 \| $151,165 \| $104,188 \|\n\| \| December 31, 2006 \| \| December 31, 2005 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| In the Event of Death \| At Annuitization/ Accumulation-1 \| In the Event of Death \| At Annuitization/ Accumulation-1 \|\n\| \| (dollars in millions) \| \| \| \|\n\| Variable Annuity Contracts \| \| \| \| \|\n\| Return of net deposits \| \| \| \| \|\n\| Account value \| $37,071 \| $ 57 \| $28,290 \| N/A \|\n\| Net amount at risk \| $ 1,491 \| $ 5 \| $ 1,974 \| N/A \|\n\| Average attained age of contractholders \| 60 years \| 64 years \| 60 years \| N/A \|\n\| Minimum return or contract value \| \| \| \| \|\n\| Account value \| $32,118 \| $28,322 \| $17,022 \| $13,980 \|\n\| Net amount at risk \| $ 2,528 \| $ 733 \| $ 1,809 \| $ 5 \|\n\| Average attained age of contractholders \| 64 years \| 59 years \| 64 years \| 58 years \|\n\| Average period remaining until earliest expected annuitization \| N/A \| 6 years \| N/A \| 6 years \|\n\| \| Year ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2006 \| 2005 \| 2004 \|\n\| \| (in millions) \| \| \|\n\| Operating results: \| \| \| \|\n\| Revenues \| $4,555 \| $4,200 \| $3,892 \|\n\| Benefits and expenses \| 4,326 \| 3,976 \| 3,718 \|\n\| Adjusted operating income \| 229 \| 224 \| 174 \|\n\| Realized investment gains (losses), net, and related adjustments(1) \| -16 \| 71 \| 43 \|\n\| Related charges-2 \| -2 \| -2 \| — \|\n\| Income from continuing operations before income taxes, equity in earnings of operating joint ventures, extraordinary gain on acquisition andcumulative effect of accounting change \| $211 \| $293 \| $217 \|\n\| \| Year ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2006 \| 2005 \| 2004 \|\n\| \| (in millions) \| \| \|\n\| Operating results: \| \| \| \|\n\| Revenues \| $574 \| $453 \| $318 \|\n\| Expenses \| 513 \| 708 \| 563 \|\n\| Adjusted operating income \| 61 \| -255 \| -245 \|\n\| Equity in earnings of operating joint ventures-1 \| -294 \| -192 \| -58 \|\n\| Income from continuing operations before income taxes, equity in earnings of operating joint ventures, extraordinary gain on acquisition andcumulative effect of accounting change \| $-233 \| $-447 \| $-303 \|\n\| \| Year ended December 31, 2006 \| \| Year ended December 31, 2005 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Yield-1 \| Amount \| Yield-1 \| Amount \|\n\| \| ($ in millions) \| \| \| \|\n\| Fixed maturities \| 6.33% \| $4,360 \| 6.16% \| $3,841 \|\n\| Trading account assets supporting insurance liabilities \| 5.03 \| 641 \| 4.43 \| 564 \|\n\| Equity securities \| 7.56 \| 128 \| 8.91 \| 113 \|\n\| Commercial loans \| 6.58 \| 889 \| 7.09 \| 901 \|\n\| Policy loans \| 5.66 \| 122 \| 5.65 \| 107 \|\n\| Short-term investments and cash equivalents \| 5.19 \| 322 \| 3.35 \| 200 \|\n\| Other investments \| 5.90 \| 106 \| 5.06 \| 92 \|\n\| Gross investment income before investment expenses \| 6.15 \| 6,568 \| 5.95 \| 5,818 \|\n\| Investment expenses \| -0.14 \| -419 \| -0.16 \| -301 \|\n\| Investment income after investment expenses \| 6.01% \| 6,149 \| 5.79% \| 5,517 \|\n\| Investment results of other entities and operations-2 \| \| 341 \| \| 217 \|\n\| Total investment income \| \| $6,490 \| \| $5,734 \|\n\| \| Year ended December 31, 2006 \| \| Year ended December 31, 2005 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Yield-1 \| Amount \| Yield-1 \| Amount \|\n\| \| ($ in millions) \| \| \| \|\n\| Fixed maturities \| 2.54% \| $955 \| 2.33% \| $858 \|\n\| Trading account assets supporting insurance liabilities \| 1.01 \| 11 \| 1.33 \| 12 \|\n\| Equity securities \| 2.92 \| 54 \| 3.02 \| 52 \|\n\| Commercial loans \| 3.81 \| 93 \| 4.15 \| 115 \|\n\| Policy loans \| 3.66 \| 36 \| 3.43 \| 34 \|\n\| Short-term investments and cash equivalents \| 3.91 \| 20 \| 0.74 \| 5 \|\n\| Other investments \| 12.43 \| 111 \| 13.96 \| 156 \|\n\| Gross investment income before investment expenses \| 2.83 \| 1,280 \| 2.74 \| 1,232 \|\n\| Investment expenses \| -0.18 \| -96 \| -0.19 \| -90 \|\n\| Total investment income \| 2.65% \| $1,184 \| 2.55% \| $1,142 \|\nThe question is:\nwhat is the growth rate in the cost of sales in 2019?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "86x4HLO50hPRTLQQjZskAWe6fGmBJ1xNwJqQNcktyS3JLcktya3IrcytzK3IrcityK3IrcityK3Ircitya0ZvRm9Gb0ZvRm9Gb0ZvRl9YvTJSzGRzEQyE8lMJDORzEQyE8lMJDOTzOwyzeY2k9tMbjO5zeQ2k9tMbjO5zeS2kNtibou5LeS2kNtCbgu5LeS2kNtCbgu5rcltbW5rc1uT25rc1uS2Jrc1ua3JbU1u9OMxphbj2DEOHePI6BFyhBohRkHjH/a2YW8b3BcENwbBnUHQXQXdVdBdxfGTbMZrwD1F2PuEvU9wyxHccwQ3HQHbA7YHbA/YHrA9XCCpywfkGgdZ4yBrHGSNg6xxkDUOssZB1nwxrvGTNX6yxk/W+MkaP1njJ2v8ZM1H4JqPwDVes8Zr1njNGq9Z4zVrvGaN16zxmjVes8Zr1njNGq9Z4zVrvGaN16z5OFvzcbbGh9b40BofWuNDa3xojQ+t8aE1X2NrvsbWeNQaj1rjUWs8ao1HrfGoNR615vNrzefXGv/ax8gwiJKoiJpoIpqJFqIxGcQ8kOtArgO5DuQ6kOvc07+/prntpoOthw429zTqr2lgW99/cqGxr/UXsK/FzrLX2Nf6C9jXll52I/W4cKziPAbDDkrgl+AtwVuCtwRvCd4SaCVYSrCUYCnBUoKlBDYJThKcJDhJcJJgIcFCgoUEC5lPzjJmhtgnYp+IfSL2idgnYp8IeiLoiaAngp4IeiLoiUwnMp3IdCLTiUwncpvIbSK3idzm/OQsY2aIaKKaiWomqpmoZqJ+ifol6peoX66fnGXIrPY9vfj6jrHV2/u3qH3kDWjte7Tx1R1jq8fk8iul089frsxdRvXVMnruoesunR4Xj502j8EyBgPiC7ku5LqQ60KuC0kuJLmQ5Fo9Oa6JxpSR5EKSC0kuJLmQ5EKSC0kuJLmQ5EKSCxEuRLgQ4UKEyxVBdgvZLWS3kN1CdguhLYS2ENpCaAuhLYS2ENpCaAuhLYS2kNZCWgtpLaS1kNZCWgtpLaS1kNZCWnuPmL6qry3erh8KrZHJpi3vPaL5mr62rl0S+eKBfubd+/HjhOsVxnpmUo8DsaTTGMxjsIzBIGGNFDVS1EhRI0WNFDXi04hPIz6N+DTi04hPIz6N+DTi04hPIz6N+DTi04hPIz6N+DTi04hPIz7tiiA+jfg04tOITyM+jfg04tOITyM+jfg04tOITyM+jfg04tOITyM+jfg04tOIz7RHfF7TM5hvl4cuaEJ7fC4+7dGeV3QQrnOXQ750nJ/x5K96N1S9fKjnmsvHgVjPaQzmMVjGYFCeCeWZUJ4J5ZlQngnlmVCeCeWZUJ4J5ZlQngnlmVCeCeWZUJ4J5ZlQngnlmVCeCeWZUJ4J5ZlQngnlmVCeCeWZUJ4J5ZlQngnlmVjXeU+dvpbJMx9Mnn3kCyLf", "part_10": "D817avSVTJ75OH6+ZIyf6Qoqd8PUy4Z57ismuzFYvmkM5jFYxmAoy2XPkn8li2c+/C6gj3wt54PcZc+O+DoWzzjepZdfMIVn99Pxo39p2bOfvo7Ds3cZ9Lgu0xjMY7CMwbDb1nt226v6O1fxWH++T/V16nrPpnpVu+fuscx6z955Vbvn6qaOpt1g9QqDPTOtfhypx6s5jcE8BssY7LbCNBo+p9HwOY2Gz2k0fE6j4XMaDZ93wfEYxRjkGNQYcLppDOYxWMZgmMOKSayYxYpprJjHyokcM/QxYx8znnN2ms7TiTpTp+pcnayzDUYPRg9GD0YPRg9GT86ZnDM5Z3LO5JzJOYtzFucszlmcszhncc7mnM05m3M252zO2Zxz4pwT55w458Q5J845cc6Zc86cc+acM+ecOefMORfOuXDOhXMunHPhnAvnXHPONedcc84151xzzvV4TrZnIAjsVbYqO5WNGp57HoNlDIYSCQQhEIRAEAJBCAQhEISg6IOiD4o+KPqg6IOiD6+Vl8fr4wXyClG8QfEGxRsUb1C8QbkG5RqUa1CuUU/OMs6Pcg3KNSjXoFyDcg3KNSjXoFyDcg3KNSjXoFyDcg3KNSjXoFyDcg3KNSjXoFyDcg3KNSjXoFyDcg3KNSjXoFyDcg3Klc3D3mHrsHPYOOnZ5jFYxmAo0KRAkwJNCjQp0KRAkwJNCjQp0KRAkwJNCjQp0KRAkwJNCjQp0KRAEw1Lr7iX3GvuRfeqe9kp3qR4k+JNijcp3qR4k+JNijcp3qR4k+JNijcp3qR4k+JNijcp3qR4k+JNijcp3qR4k+JNyjUp16Rck3JNyjUp0KRAkwJNCjTXT84yzI+lZWVZWNaVZS3PNo/BMgZDgRYFWhRoUaBFgRYFWhRoUaBFgRYFWhRoUaBFgRYFWhRoUaBFgRYFWhRoUaBFgRYFWhRoUaDlurlwrpxL59pRhEURFkVYFGFRhEXZFWVXlF1RdkXZFYVWFFpRaEWhFYVWFFpRaEWhFYVWFFpRaEWhFYVWFFpRaFxcri2XlivbnmAag3kMljEYSou1YClYCRaCdUD9pnHQaRx0Ggdl6Vg5Fo51Y9nobeZx0HkcdB4HZaVZaNaZZWaVaX6WcdBlHHQZB2VjsC/YFuwKNgXiux4HXY+D7p6i/Mvhm3/cvPnVP7/ZnF/9bnv55ldvjt+ujler6c3hmx8vL76/3Ly/+XdXH769vtycXP8ijqdYDlfLnPnLw4N3pz+dvtv+4j8d3/+bm2P+8cP26vYb1jcH/e6HzfXt857rH7YH319e/O76h4PLzfXtzyHv/tXJxdXd365ytTnb3v548iCOV+v/Mpzi767/8OP25jyby9PrH95vr09Pbv7j9e1jqb/b3o57fnLzX//fm+O7hziHd/+M3T//9uaPbn9/Pf7Jv/2Xf/n/k1lCE6cJAQA=" }	{ "ground_truth": { "compressed": "H4sIABH8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDA0NFPSUSouqcxJBYoUlQKpWgAvvvMKKQAAAA==" } }	table__multihier___91239
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Equity Price Exposure to Pretax Income \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| Equity Price Decline 10% \| Before Hedge Impact \| Hedge Impact \| Net Impact \|\n\| \| (in millions) \| \| \|\n\| Asset-based management and distribution fees-1 \| $-243 \| $6 \| $-237 \|\n\| DAC and DSIC amortization-2 (3) \| -87 \| — \| -87 \|\n\| Variable annuity riders: \| \| \| \|\n\| GMDB and GMIB-3 \| -78 \| — \| -78 \|\n\| GMWB \| -145 \| 135 \| -10 \|\n\| GMAB \| -34 \| 31 \| -3 \|\n\| DAC and DSIC amortization-4 \| N/A \| N/A \| 5 \|\n\| Total variable annuity riders \| -257 \| 166 \| -86 \|\n\| Macro hedge program-5 \| -5 \| 27 \| 22 \|\n\| Equity indexed annuities \| 1 \| -1 \| — \|\n\| Certificates \| 2 \| -2 \| — \|\n\| Indexed universal life insurance \| 8 \| -9 \| -1 \|\n\| Total \| $-581 \| $187 \| $-389 \|\n\| \| Interest Rate Exposure to Pretax Income \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| Interest Rate Increase 100 Basis Points \| Before Hedge Impact \| Hedge Impact \| Net Impact \|\n\| \| (in millions) \| \| \|\n\| Asset-based management and distribution fees-1 \| $-40 \| $— \| $-40 \|\n\| Variable annuity riders: \| \| \| \|\n\| GMDB and GMIB \| — \| — \| — \|\n\| GMWB \| 435 \| -502 \| -67 \|\n\| GMAB \| 23 \| -26 \| -3 \|\n\| DAC and DSIC amortization-4 \| N/A \| N/A \| 14 \|\n\| Total variable annuity riders \| 458 \| -528 \| -56 \|\n\| Macro hedge program-5 \| 3 \| -17 \| -14 \|\n\| Fixed annuities, fixed insurance and fixed portion of variable annuities and variable insurance products \| 14 \| — \| 14 \|\n\| Brokerage client cash balances \| 134 \| — \| 134 \|\n\| Certificates \| 1 \| — \| 1 \|\n\| Indexed universal life insurance \| 10 \| — \| 10 \|\n\| Total \| $580 \| $-545 \| $49 \|\n\| \| Years Ended December 31, \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| 2013 \| 2012 \| Change \| \|\n\| \| (in millions) \| \| \| \|\n\| Revenues \| \| \| \| \|\n\| Management and financial advice fees \| $5,253 \| $4,692 \| $561 \| 12% \|\n\| Distribution fees \| 1,771 \| 1,616 \| 155 \| 10 \|\n\| Net investment income \| 1,889 \| 1,933 \| -44 \| -2 \|\n\| Premiums \| 1,282 \| 1,223 \| 59 \| 5 \|\n\| Other revenues \| 1,035 \| 795 \| 240 \| 30 \|\n\| Total revenues \| 11,230 \| 10,259 \| 971 \| 9 \|\n\| Banking and deposit interest expense \| 31 \| 42 \| -11 \| -26 \|\n\| Total net revenues \| 11,199 \| 10,217 \| 982 \| 10 \|\n\| Expenses \| \| \| \| \|\n\| Distribution expenses \| 3,036 \| 2,698 \| 338 \| 13 \|\n\| Interest credited to fixed accounts \| 806 \| 831 \| -25 \| -3 \|\n\| Benefits, claims, losses and settlement expenses \| 1,954 \| 1,899 \| 55 \| 3 \|\n\| Amortization of deferred acquisition costs \| 207 \| 286 \| -79 \| -28 \|\n\| Interest and debt expense \| 281 \| 276 \| 5 \| 2 \|\n\| General and administrative expense \| 2,945 \| 2,989 \| -44 \| -1 \|\n\| Total expenses \| 9,229 \| 8,979 \| 250 \| 3 \|\n\| Income from continuing operations before income tax provision \| 1,970 \| 1,238 \| 732 \| 59 \|\n\| Income tax provision \| 492 \| 335 \| 157 \| 47 \|\n\| Income from continuing operations \| 1,478 \| 903 \| 575 \| 64 \|\n\| Loss from discontinued operations, net of tax \| -3 \| -2 \| -1 \| -50 \|\n\| Net income \| 1,475 \| 901 \| 574 \| 64 \|\n\| Less: Net income (loss) attributable to noncontrolling interests \| 141 \| -128 \| 269 \| NM \|\n\| Net income attributable to Ameriprise Financial \| $1,334 \| $1,029 \| $305 \| 30% \|\n\| Pretax Increase (Decrease) \| 2016 \| 2015 \|\n\| --- \| --- \| --- \|\n\| \| (in millions) \| \|\n\| Premiums \| $— \| $-3 \|\n\| Other revenues \| 64 \| 8 \|\n\| Total revenues \| 64 \| 5 \|\n\| Distribution expenses \| -27 \| — \|\n\| Benefits, claims, losses and settlement expenses \| 229 \| -58 \|\n\| Amortization of DAC \| 81 \| 15 \|\n\| Total expenses \| 283 \| -43 \|\n\| Total-1 \| $-219 \| $48 \|\n\| \| Payments due by Period (in thousands) \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Contractual Obligations \| Total \| 2017 \| 2018 \| 2019 \| 2020 \| 2021 \| Thereafter \|\n\| Long-term debt-1 \| $3,508,789 \| $203,244 \| $409,257 \| $366,456 \| $461,309 \| $329,339 \| $1,739,184 \|\n\| Line of credit-2 \| 56,127 \| 2,650 \| 2,650 \| 2,650 \| 48,177 \| — \| — \|\n\| Share of unconsolidated joint ventures' debt-3 \| 91,235 \| 2,444 \| 28,466 \| 5,737 \| 11,598 \| 1,236 \| 41,754 \|\n\| Ground leases \| 311,120 \| 10,745 \| 5,721 \| 5,758 \| 5,793 \| 5,822 \| 277,281 \|\n\| Development and construction backlog costs-4 \| 344,700 \| 331,553 \| 13,147 \| — \| — \| — \| — \|\n\| Other \| 43,357 \| 7,502 \| 7,342 \| 5,801 \| 4,326 \| 3,906 \| 14,480 \|\n\| Total Contractual Obligations \| $4,355,328 \| $558,138 \| $466,583 \| $386,402 \| $531,203 \| $340,303 \| $2,072,699 \|\nThe question is:\nWhat is the percentage of Long-term debt in relation to the total in 2018 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.6875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzMDc3NFHSUSouqcxJBYoUlQKpWgDhjIhMKQAAAA==" } }	table__multihier___91241
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Payments Due in Less Than1 Year \| Payments Due in 1-3 Years \| Payments Due in 4-5 Years \| Payments Due in More Than5 Years \| Total \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Long-term debt \| $0 \| $2,500 \| $6,000 \| $8,500 \| $17,000 \|\n\| Operating leases \| 610 \| 1,200 \| 1,056 \| 1,855 \| 4,721 \|\n\| Purchase obligations \| 18,616 \| 0 \| 0 \| 0 \| 18,616 \|\n\| Other obligations \| 1,081 \| 248 \| 16 \| 3 \| 1,348 \|\n\| Total \| $20,307 \| $3,948 \| $7,072 \| $10,358 \| $41,685 \|\n\| \| \| \| Dividend \|\n\| --- \| --- \| --- \| --- \|\n\| Declaration Date \| Record Date \| Payment Date \| Per Share \|\n\| January 26, 2011 \| March 4, 2011 \| March 25, 2011 \| $0.01 \|\n\| October 25, 2010 \| December 3, 2010 \| December 24, 2010 \| 0.01 \|\n\| July 28, 2010 \| September 3, 2010 \| September 24, 2010 \| 0.01 \|\n\| April 28, 2010 \| June 4, 2010 \| June 25, 2010 \| 0.01 \|\n\| January 27, 2010 \| March 5, 2010 \| March 26, 2010 \| 0.01 \|\n\| \| December 31 \| \|\n\| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2010 \| 2009 \|\n\| U.S. Dollar \| $302,487 \| $281,692 \|\n\| Euros \| 87,482 \| 99,917 \|\n\| Japanese Yen \| 19,901 \| 19,903 \|\n\| British Pound \| 16,505 \| 16,460 \|\n\| Australian Dollar \| 6,924 \| 7,973 \|\n\| Canadian Dollar \| 6,628 \| 4,894 \|\n\| Swiss Franc \| 3,069 \| 2,666 \|\n\| Other \| 5,435 \| 5,016 \|\n\| Total long-term debt \| $448,431 \| $438,521 \|\n\| \| Accruing Past Due 90 Days or More \| \| \| Nonperforming \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| December 31 \| January 1 \| December 31 \| December 31 \| January 1 \| December 31 \|\n\| (Dollars in millions) \| 2010-1 \| 2010-1 \| 2009 \| 2010-1 \| 2010-1 \| 2009 \|\n\| Residential mortgage-2, 3 \| $16,768 \| $11,680 \| $11,680 \| $17,691 \| $16,596 \| $16,596 \|\n\| Home equity-2 \| – \| – \| – \| 2,694 \| 4,252 \| 3,804 \|\n\| Discontinued real estate-2 \| – \| – \| – \| 331 \| 249 \| 249 \|\n\| U.S. credit card \| 3,320 \| 5,408 \| 2,158 \| n/a \| n/a \| n/a \|\n\| Non-U.S.credit card \| 599 \| 814 \| 515 \| n/a \| n/a \| n/a \|\n\| Direct/Indirect consumer \| 1,058 \| 1,492 \| 1,488 \| 90 \| 86 \| 86 \|\n\| Other consumer \| 2 \| 3 \| 3 \| 48 \| 104 \| 104 \|\n\| Total \| $21,747 \| $19,397 \| $15,844 \| $20,854 \| $21,287 \| $20,839 \|\n\| \| Net Charge-offs \| \| Net Charge-offs-1, 2 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| Held basis \| \| \| \| \|\n\| Residential mortgage \| $3,670 \| $4,350 \| 1.49% \| 1.74% \|\n\| Home equity \| 6,781 \| 7,050 \| 4.65 \| 4.56 \|\n\| Discontinued real estate \| 68 \| 101 \| 0.49 \| 0.58 \|\n\| U.S. credit card \| 13,027 \| 6,547 \| 11.04 \| 12.50 \|\n\| Non-U.S.credit card \| 2,207 \| 1,239 \| 7.88 \| 6.30 \|\n\| Direct/Indirect consumer \| 3,336 \| 5,463 \| 3.45 \| 5.46 \|\n\| Other consumer \| 261 \| 428 \| 8.89 \| 12.94 \|\n\| Total held \| $29,350 \| $25,178 \| 4.51 \| 4.22 \|\n\| \| Net Losses \| \| Net Losses-1 \| \|\n\| Supplemental managed basis data \| \| \| \| \|\n\| U.S. credit card \| n/a \| $16,962 \| n/a \| 12.07 \|\n\| Non-U.S.credit card \| n/a \| 2,223 \| n/a \| 7.43 \|\n\| Total credit card – managed \| n/a \| $19,185 \| n/a \| 11.25 \|\nThe question is:\nWhat is the ratio of Residential mortgage in Nonperforming to the total in 2010?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "qDnoMxB+scbHMwTbrMk86fwpezZU5hmVNY5hSWOYVlTmGZU1jmFBZSYOG0vS62vS62vS50si50si50si50si50si50si50si50si50si52si52si52si40py40py40py40py40py40py40py40py40py42py42py42py70my70my70my70my70my70my70my70my70my72my72my72my60kC60kC60kC60kC60kC60kC60kC60kC60kC62kC62kC62kC50hS50hS50hS50hS50hS50hS50hS50hS50hS52hS52hS52hS40ei40ei40ei40ei40ei40ei40ei40ei40ei42ei42ei42ei70bi70bi70bi70bi70bi70bi70bi70bi70bi72bi72bi72bi60Yy60Yy60Yy60Yy60Yy60Yy60Yy60Yy60Yy62Yy62Yy60VC60VC60VC60VC60VC60VC60VC60VC60VC62VC62VH4Ig9AoiYqoiQbRSrQRTanOHZbL3SeUv7y4enNx/aeTGKcncb4s776m/Pryny5f7q9envzN/sXr65cnv7643b/7uPJXF9cvvj+pu3/x3SeW5Uw31oz14rn58lGz330jujd99L358wtH3V+f/O77i+v9h/+a0PPzTyPVnGzPwZiDdQ62OZifNaVAWAqEpUBYCgSlQFAKBKVAUAoEpUBQCgSlQFAKBKVAWAqEpUBYCgSlQFAKBKVAUAoEpUBQCgSlQFAKBKVA3Dt8907fveNHKRCUAuHeu/nuvtvv/nsAKAXCUiAsBQL2B+wP2B+wP2B/wP6A/QH7A/aH7A/oHtA9oHtA94DuAd0Dugd0D+geADsAdgDsANgBsANgB8AOgB0AO2BwwOCAwQGDAwYHDA4YHDA4YHCA1QCrAVYDrAZYDbAaYDXAaoDVAJwBOANwBuAMwBmAMwBnAM4AnCE4AzQGaAzQGKAxQGOAxgCNARrzCBr/+sXt6z+8pcUdcc4/h8Zf71/sf3j3L+fdv/uBKape0Vv+5xE6fjaB+3Q8ZBB1L4X8woFnQE58xIewIVwIE8KDsKCEjwnyEuQlyEuQlyAvQV6CvARyKeQSjCUYSzCWYCzBWIKxXO5NPy8ejKUYS0CVgCoBVQKqBFQJqBJQJaBKQJX3jixkSsiUngiPhGfCQ+Gp8FhAppRMCZkSMiVkSsiUkCkhU0KmhEwJmdL3zgRUCagSUCWgSkCVgCoBVQKqBFQJqBJQJaBKQJWAKgFVAqoETQmaEjQlaErQlKApQVOCpgRG6TtewqaETQmbEjYlbErYlNu96eeHDZtSNiVsStiUsClhU8KmhE0JmxI21bHXtjev3r7fbD8Ppt/tf7w9RiaV5ecev/bMb", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "cdq3XWs/iKJfLps3Y34lEz+cuvmVPEE6pdbI5Mu8fx8/TRt86AH0Uq0Ec0npY6clGNvKN/msJSHpTwsdeSwfLNc7r52ROSnZPIXXfpD56WOnJdvuUzmXZ/XtODmaQ+ilWgjmk9MP1ghzMm/+976Medvc3baw9IPVhDfNI2PNrM7Xbb+lEr+f3oED52hfrBM+dar14CW5zE9hWY/BtFKtBHNx2mA0eEmjzOjJCqiJhpEK9FGNCezksxqMuuZURIVURMNopVoI5qT2UhmM5ntzCiJiqiJBtFKtBHNyexIZsfsO2bfMfuO2XfMvmP23Tw7xZW1laUVlRWFFXUVZRVVFUVVmMP0AIJ3wPB1JngnDF4Kg7fC4H0geB8I3geC94HgfSB4Nwzr+OBdMXhZDN4Wg0I4KISDQjgohINCONwrN8QdcUvcEzfFXXFbkvmS+ZL5kvkomIKCKSiY5j7uojW7aM0uWrOL1uyiNbtozS5as4tm7KK/uuivLvqri/7qor+66K8ueqiLpumiabpomi6apoum6aJpumiMLjqhi07oohO66IQuOqGLTuii27loby7am4v25qK9uWhvLtqbixbmome56FkuepaLnuWiZ7noWa6zY+9lD3aaPvSdJU/H+vEzi29fvnwde/d6/GQf/5cNpm86x96uvih7a4nntfv3h5Hr61K9N/Jan0bu+YmMOWBjtjmY7C0x/sTpE6dPnD5x+sTpE6dP3Dyx78S+E/tO7Dux78S+E4tOLDqx6MSiE4tOLDqx6MSUE1NOTDkx5XR/3CB3CFNOTDkx5cSUE1NOTDkx5cSGExtObDix4cSGExtObDix4cSGExtObDix4cR4E+NNjDcx3sR4EztN7DSx09zu/a6JBtGcGXaa2Glip4mdJnaa2Glip8c+XtzvgHzARce6ffzm60eJYx8hfnbMuz81c36wymPfFh6T2b3vyKMP49WTsrr/nXscxut5yWMOeMDbHEy2WNhiYYuFLRa2WNhiYYuFERZGWBhhYYSFERZGWFhfYX2F9RXWVxhaYWiFoRWGVthUYUWFwRSWUlhDIf9C4oXEC4kXEi8kXki8kHgh8UK4hXAL4RbCPfZl6LM9ag9p8+PtTqNMPwAd+/7zZZN9vAxcDrPl16eP4M6f3/XY1dmxDzZfnO69wfvTc+r5wYw5WOdgm4NJzY2aGzU3am7U3Ci2UWyj2EaxjSobVTaqbFTZqLJRZaPKRpWNKpvioSkeGsWOx9yjfOYkL3keHz/YDw7zeMzFyGeO7ej6NHA+Pcn7n/fursaLZsAvTvD+rcWBixQyvE5S1PCNjk906yPvKz6zKRGHS5SVPfF73/rI24jPeUvk7jBTflXe9z7qb9th3PqqLBl3", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzMLEwNlbSUSouqcxJBYoUlQKpWgC2cpPeKQAAAA==" } }	table__multihier___91242
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2014 \| 2013 \|\n\| --- \| --- \| --- \|\n\| Beginning balance \| $136,098 \| $160,468 \|\n\| Gross increases in unrecognized tax benefits – prior year tax positions \| 144 \| 20,244 \|\n\| Gross increases in unrecognized tax benefits – current year tax positions \| 18,877 \| 16,777 \|\n\| Settlements with taxing authorities \| -995 \| -55,851 \|\n\| Lapse of statute of limitations \| -1,630 \| -4,066 \|\n\| Foreign exchange gains and losses \| -3,646 \| -1,474 \|\n\| Ending balance \| $148,848 \| $136,098 \|\n\| \| September 24, 2011 \| September 25, 2010 \|\n\| --- \| --- \| --- \|\n\| Deferred tax assets \| \| \|\n\| Net operating loss carryforwards \| $56,641 \| $76,365 \|\n\| Nondeductible accruals \| 17,767 \| 8,776 \|\n\| Nondeductible reserves \| 8,400 \| 9,038 \|\n\| Stock-based compensation \| 23,826 \| 26,236 \|\n\| Research and other credits \| 13,207 \| 12,141 \|\n\| Convertible notes issuance costs \| 1,283 \| 1,410 \|\n\| Deferred gain \| — \| 29,396 \|\n\| Nonqualified deferred compensation plan \| 7,324 \| 6,093 \|\n\| Other temporary differences \| 4,267 \| 4,500 \|\n\| \| 132,715 \| 173,955 \|\n\| Less: valuation allowance \| -13,930 \| -16,798 \|\n\| \| $118,785 \| $157,157 \|\n\| Deferred tax liabilities \| \| \|\n\| Depreciation and amortization \| $-771,504 \| $-782,770 \|\n\| Debt discount on convertible notes \| -100,538 \| -106,410 \|\n\| Original issue discount \| -131,732 \| -146,101 \|\n\| Deferral on convertible notes exchange \| -26,323 \| — \|\n\| Investment in subsidiary \| -6,507 \| -4,679 \|\n\| \| $-1,036,604 \| $-1,039,960 \|\n\| \| $ -917,819 \| $-882,803 \|\n\| \| Period of Expiration \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| 2012-2017 \| 2018-2021 \| 2023-2027 \| 2028-2032 \| No expiration \| Total \| \|\n\| Federal net operating losses \| $4,800 \| $25,488 \| $43,521 \| $5,504 \| — \| $79,313 \|\n\| State net operating losses \| 268 \| 9 \| 1,122 \| 3,123 \| — \| 4,522 \|\n\| Foreign net operating losses \| — \| — \| 885 \| 35,122 \| 12,395 \| 48,402 \|\n\| Federal tax credits \| — \| 2,596 \| 1,665 \| 254 \| — \| 4,515 \|\n\| Canadian tax credits \| — \| — \| — \| 2,691 \| — \| 2,691 \|\n\| CA tax credits \| — \| — \| — \| — \| 1,958 \| 1,958 \|\n\| CT tax credits \| 136 \| 1,454 \| 207 \| — \| 1,464 \| 3,261 \|\n\| MA tax credits \| — \| 600 \| 1,238 \| — \| 506 \| 2,344 \|\n\| IN tax credits \| 394 \| 646 \| — \| — \| — \| 1,040 \|\n\| \| Years ended \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| September 24, 2011 \| September 25, 2010 \| September 26, 2009 \| \|\n\| Options granted \| 2,249 \| 2,858 \| 3,007 \|\n\| Weighted-average exercise price \| $17.15 \| $15.65 \| $14.43 \|\n\| Weighted-average grant date fair value \| $6.16 \| $5.87 \| $5.40 \|\n\| Assumptions: \| \| \| \|\n\| Risk-free interest rates \| 1.0% \| 1.8% \| 2.0% \|\n\| Expected life (in years) \| 4.2 \| 3.9 \| 4.0 \|\n\| Expected volatility \| 45% \| 47% \| 46% \|\n\| Dividend yield \| — \| — \| — \|\n\| \| Years Ended \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| September 24, 2011 \| September 25, 2010 \| Change \| \|\n\| \| Amount \| Amount \| Amount \| % \|\n\| Total Revenues \| $571,263 \| $552,501 \| $18,762 \| 3% \|\n\| Operating Income \| $170,693 \| $100,469 \| $70,224 \| 70% \|\n\| Operating Income as a % of Segment Revenue \| 30% \| 18% \| \| \|\nThe question is:\nwhat is the percentage change in the total gross amount of unrecognized tax benefits from 2013 to 2014?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.25	{ "part_1": "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", "part_2": "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", "part_3": "7x5vv91dHN/oe3l1dnV388enX+3Xf7q/2tXO4Z8dv929s/+/b2r0Qd36lnuVNPxXhfZVhs31xs31xs31weOjI/ewR9P4LT+xH06enTCJJbFFETDaKVaCOaF245sHA3lzdnb356iZaMdekPQ3y24YuLtLhIy4FFOnS3aTmWNXc93S25XBE10SBaiTaieUHiwIL8/f76+pujH8/evLt/+js6e/Pm8vcffPfwIt1awy4f9zFcpHCRwkWKA4v0sSOYFu72qXl9oMBCy+lCy+lCy+lCy+lCy+lCy+lCy+ny0HL6aSfpq2XZjtftcXfTZUqXKV2m/PSz9NXS6/Ht/5/ul1ywiJpoEK1EG9G8KIU3lvMr51fOr06MkqiImmgQrUQb0TzUPrB/f7N/e7V/ef5w5m5T7LMfLq9uzv/9/X/4m/2tm109lHTfnJ99e/7m8XX6T2z4yboux31aH3agXZF2RdoV6QM7/kVGOB+Rk3WL43U9fRphMoQiaqJBtBJtRPPCj4ML/+3NLS6uX16+u7g5up3Jy8uLH/e3E7v7SxeXN/vrz1j927U+7Xy0hOHaD9d+uPbj4Np/qUFiW6ejltOnQSajKKImGkQr0UY0L/96KHW4On99fnFrJefX1+/2T3P8nDXPW4LFh+msrvnqmq+u+XoopfjLRsZC11hOl6eRJbcuoiYaRCvRRjQv9HbwnN8N+86zD52ex2f8z1j3GBn5YXKby7657BtOu7EQGwuxsRAbC7GxEBsLsbEQuwML8Xe3c7++uatS3jXMXL/79vr81fldzvgZUx99+oi4nTPfOfOdB2534MD9pQObT1zdZiRPA0vuXERNNIhWoo1oWuZDidxv9rc+9XZ/dUuH24fnu/dFRy/Prq7++N3l1e/Prl79HLl6HN/60sPozedM58zmDiVznziKmU7rOM7Rj6PI+UY1Bz0HYw7WOdjmYF6805/M5j6H+svxad6u3yP3w0er8NEqfLSK05/M9D6H73dj2R3vxunTWJKbFVETDaKVaCOaF3P5kot5dLJb1uNt+aCk8AksfAILn8Bi+aJrud3mSttpPo0kuVURNdEgWok2onklY86n45kMn+nwmRDjxCiJiqiJBtFKtBHNQ02G6qNN+Ggzd50vdJ0vdJ0vdJ0vdJ0vdJ0vdJ0vdJ0vdJ0vdp0v9JUv9JUv9JUv9JUv9JUv9JUv9JUv9JUv9JUvtIovtIovtIovtIovtIovtIovtIovtIovtIovdH8vdH8vdH8vdH8vdH8vdH8vdH8vdH8vdH8vNHQvNHQvNHQvNHQvNHQvNHQvNHQvNHQvNHQv9Ggv9Ggv9Ggv9Ggv9Ggv9Ggv9Ggv9Ggv9Ggv9mgvdGEvdGEvdGEvdGEvdGEvdGEvdGEvdGEvJ4deXvzm8uLV/tW", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzsDQ2s1DSUSouqcxJBYoUlQKpWgBJvy4+KQAAAA==" } }	table__multihier___91244
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Reconciliation of Adjusted Operating Margin to Operating Margin \| Years Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2013 \| 2012 \| 2011 \|\n\| Adjusted Operating Margin \| ($'s in millions) \| \| \|\n\| US \| $684 \| $707 \| $406 \|\n\| Andes \| 402 \| 431 \| 564 \|\n\| Brazil \| 271 \| 356 \| 489 \|\n\| MCAC \| 472 \| 489 \| 419 \|\n\| EMEA \| 392 \| 447 \| 351 \|\n\| Asia \| 159 \| 204 \| 153 \|\n\| Corp/Other \| -16 \| -12 \| 2 \|\n\| Intersegment Eliminations \| 64 \| 35 \| 26 \|\n\| Total Adjusted Operating Margin \| 2,428 \| 2,657 \| 2,410 \|\n\| Noncontrolling Interests Adjustment \| 833 \| 908 \| 1,643 \|\n\| Derivatives Adjustment \| -14 \| 18 \| -13 \|\n\| Operating Margin \| 3,247 \| 3,583 \| 4,040 \|\n\| \| Years Ended December 31, \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Reconciliation of Adjusted Earnings Per Share \| 2013 \| \| 2012 \| \| 2011 \| \|\n\| Diluted earnings (loss) per share from continuing operations \| $0.38 \| \| $-1.26 \| \| $0.65 \| \|\n\| Unrealized derivative (gains) losses(1) \| -0.05 \| \| 0.11 \| \| -0.02 \| \|\n\| Unrealized foreign currency transaction (gains) losses(2) \| 0.02 \| \| -0.02 \| \| 0.06 \| \|\n\| Disposition/acquisition (gains) \| -0.03 \| -3 \| -0.18 \| -4 \| — \| \|\n\| Impairment losses \| 0.75 \| -5 \| 2.55 \| -6 \| 0.38 \| -7 \|\n\| Loss on extinguishment of debt \| 0.22 \| -8 \| 0.01 \| -9 \| 0.04 \| -10 \|\n\| Adjusted earnings per share \| $1.29 \| \| $1.21 \| \| $1.11 \| \|\n\| \| December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2013 \| 2012 \| 2011 \|\n\| Expected volatility \| 23% \| 26% \| 31% \|\n\| Expected annual dividend yield \| 1% \| 1% \| —% \|\n\| Expected option term (years) \| 6 \| 6 \| 6 \|\n\| Risk-free interest rate \| 1.13% \| 1.08% \| 2.65% \|\n\| Fair value at grant date \| $2.23 \| $3.04 \| $4.54 \|\n\| \| 2013 \| 2012 \|\n\| --- \| --- \| --- \|\n\| \| (in millions) \| \|\n\| Differences between book and tax basis of property \| $-2,178 \| $-2,089 \|\n\| Other taxable temporary differences \| -337 \| -377 \|\n\| Total deferred tax liability \| -2,515 \| -2,466 \|\n\| Operating loss carryforwards \| 2,108 \| 1,592 \|\n\| Capital loss carryforwards \| 103 \| 108 \|\n\| Bad debt and other book provisions \| 277 \| 330 \|\n\| Retirement costs \| 291 \| 611 \|\n\| Tax credit carryforwards \| 38 \| 46 \|\n\| Other deductible temporary differences \| 420 \| 512 \|\n\| Total gross deferred tax asset \| 3,237 \| 3,199 \|\n\| Less: valuation allowance \| -1,090 \| -895 \|\n\| Total net deferred tax asset \| 2,147 \| 2,304 \|\n\| Net deferred tax asset (liability) \| $-368 \| $-162 \|\n\| \| 2013 \| 2012 \| 2011 \|\n\| --- \| --- \| --- \| --- \|\n\| \| (in millions) \| \| \|\n\| U.S. \| $-575 \| $-1,921 \| $-524 \|\n\| Non-U.S. \| 1,623 \| 2,151 \| 2,784 \|\n\| Total \| $1,048 \| $230 \| $2,260 \|\n\| \| For the Years Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2013 \| 2012 \| Variance 2012-2013 \|\n\| Safety: Employee Lost-Time Incident Case Rate \| .105 \| .108 \| 3% \|\n\| Safety: Operational Contractor Lost-Time Incident Case Rate \| .114 \| .173 \| 34% \|\n\| Generation \| \| \| \|\n\| Commercial Availability (%) \| 93.55% \| 89.09% \| 4.46% \|\n\| Equivalent Forced Outage Factor (EFOF, %) \| 2.92% \| 2.93% \| —% \|\n\| Heat Rate (BTU/kWh) \| 9,638 \| 9,476 \| -162 \|\n\| Utility \| \| \| \|\n\| System Average Interruption Duration Index (SAIDI, hours) \| 5.96 \| 7.01 \| 1.05 \|\n\| System Average Interruption Frequency Index (SAIFI, number of interruptions) \| 2.97 \| 3.93 \| 0.96 \|\n\| Non-Technical Losses (%) \| 2.52% \| 2.19% \| -0.33% \|\n\| \| 2016 \| 2015 \| 2014 \|\n\| --- \| --- \| --- \| --- \|\n\| Average common shares outstanding \| 212,702 \| 202,537 \| 193,299 \|\n\| Dilutive share equivalents from share-based plans \| 4,834 \| 4,972 \| 4,410 \|\n\| Average common and common equivalent shares outstanding — assuming dilution \| 217,536 \| 207,509 \| 197,709 \|\nThe question is:\nWhat will Asia for Adjusted Operating Margin reach in 2014 if it continues to grow at its current rate? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.6875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "cvfq9dn58fk3By9Ovvhid/2LoLeWvrdvUvtPL/6Lt39TMzWmpMaU1JiS/mnxD8ol/nMufft6tMTpkjhdEqdL4nRJnC6J0yVxuqR/6zv5K9Vfnl/b6l7srhI+3704uDz+08HxxcXu8vFJzMjlLvONs7hxFjfO4mbPLL5XEntmLzfb7bskklGKqIkG0UK0Es3TF3um7293Fxc/vYHOzbtQDo5fvjz74/HVmj8+c1eTtb3fgOHUhVMXTl3smbrvSmDPrB2u2343fjJAETXRIFqIVqJ51vLRTXd6tbTfZ8vFpu63XDpv6byl85aPbrlvTWHP1EXediCJMSkxJiXGpMSYlBiTEmNSYkxK/wDzXd5/tz/jT16eHH9+8vLk8pufPD6BPzrMsd6lX85gOYPlDNaeGXzvTGJfJpsR7zJJhiqiJhpEC9FKNE9kw672ytsrb6+8D42SqIiaaBAtRCvRnOog1WGqw1SHqY5DoyQqoiYaRAvRSjSnupDqYqqLqS6muhwaJVERNdEgWohWojnVlVRXU11NdTXV9dAoiYqoiQbRQrQSzaluSXVrqltT3Zrq9tAoiYqoiQbRQrQSTanu4+HPp6bn893lH3e704PPz87+78Hx6VuR+Pz44uSmH3p9fv0Gsctvvk2u4ulmuRMsSSko94HxgzOJ/Zkcrdv7THIeuuag52DMwTIH6xzMU0prH7anYXsatqfBjUDQTQbdZNBNBt1k0E0G3WTQTQY3BGHTFzZ9wf1C0KoFrVrQqgWtWtCqBa1a0KrN3q7U25V6u1JvV+LtSrxdibcr8XYl3q7E25V4uxJvV+LtSr1d6WvN3oZBaJRERdREg2ghWonmVItUbSDCBiJsIGZfWOILS3xhiS8s8YUlvrDEF5b4whJfWOoLS/8EcvonkBPXWOIaS1xjiWsscY0lrrHENZa4xhLXWOoaS1xjiWsscY0lrrHENZa4xhLXWOIaS1xjqWsscY0lrrHENZa4xhLXWOIaS1xjiWsscY2lrrHENZa4xhLXWOIaS1xjiWsscY0lrrHENZa6xhLXWOIaS1xjiWsscY0lrrHENZa4xvIwH30qcgW24w94JHKY93fzKpACpP7ko89D3ieLfTemubzLIueBag56DsYcLHOwzsE8eTA2ZWxC0YSiCUUTiiYUTSiaUDShaELRhJMJJxNOJpxMOJlwMmFhgrcEbwneErwleEvwliAsoVK6kK6kS+la5oMRVqJ5BqFSApoENAloEtAkoElAk4AmAU0CmoQdCTsSdiTsSNiRsCNhR8KOhB0JLBJYJLBIYJHAIkFAovmJ5iean2h+ovmJkifSnUh3It2JdCfSnQhyosCJAicKnChwosD16LMqHnTcP+H4FkGN3tw9ZLNRsk+yTZpf2pW8tOsmItP4kEz3iW7UGPeZMjyj9xyQyTIH6xxMW7VQ3UJmC5ktZLaQ2UJmC/EsxLMQ", "part_7": "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", "part_8": "jU10NBHORDgT4UyEMxHORDgTcUzEMRHHRBwTcUzEMRHHRA4TOUzkMF0e18cFcoWQw0QOEzlM5DCRw0QOEzlMBDARwEQAEwFMBDARwEQAEwFMBDARwEQAEwFMJC+RvETyEslLJC8RskTIEiHL9cHnmmgQzZkhZImQJUKWCFkiZImQJUJWe4Ts7aHa413j5ulRrbdK4V1a7VGu+dv2dYpx+1yw+EM8+z69r0+MpzHefb7mVHoOxhxw/escTKpVqFahWoVqFapVqFahWoVOFTpV6FShU4VOFTpVKFOhTIUyFcpU6E2hN4XeFHpTqEg56dR/UfFF5RbVWVRgUYFFBRYVWFRgUYFFBRYVWNRVUVdFXRV1xeU1W99HAigf09B+X8/BmINlDtY5mDZps0mbTdps0maTNhux2YjNRmw2YrPZms3WbLZmszWbrdlszWZrNluz2RpkNchqNiJ7bbBQIANiDL+h52DMwTIH6xxMS8OWXkjBhyTsdjY7e53+mvaa7pqnIzwcoVZWEvJBCWVEFVFEUAyIwTCekPCAhCLckhAVSUFSj2AOygE5HpNMT/N7fprf89P8np/m9/w0v+en+T0/me/5yXzPT+Z7fjLf85P5np/M9/xkvv0haN/y8DffXFzuXh18+vXu/PjL3cFnp5e78/M3r29+B/fL890f3tz8abjPTl/s/nTwyW8+/eyXnz09OH1z8zPwK4ieTP/5FUB/d3lvlPnl2fnB5Ve7735tfzzbvj1nbI8E2p+Str8d/a+Q/s1L+/PZNt+ln/91Evxfx+cnN79hvM708N1futiOd+kWs9tEg8httBJN25+fx/Z0p/jb3fOvTk+eX7Vef/v2j4V88uMP3S4dP767go37ZeN+2ezZLx8rl9s/l7LZTrnkDzPa/oU8PHqWOQ1eXHgTDaKFaCWalzJQonCqA2UKpClIJkgmSCZIJkgmSCZJJk0mXfcktyS3JLcktyS3JLcktyS3IrcytzK3IrcityK3IrcityK3Ircitya3ZvRm9Gb0ZvRm9Gb0ZvRm9MHow6kYJDNIZpDMIJlBMoNkBskMkllIZnGZFnNbyG0ht4XcFnJbyG0ht4XcFnJbyW01t9XcVnJbyW0lt5XcVnJbyW0lt5XctuS2NbetuW3JbUtuW3LbktuW3LbktiU3uq3Y19Acf7G7/OanB7949frl2Te73bXsXh7+9uTVNXyfn7y4tsb87Phid/D3t6+1eW/0PNsc9a3gxr5W5IcYOG4HXu8Hzr/AwPuRc48bBB59R95Rd8Q9aJPDti9s+4IuOmijgxYmaGGCFiZoYeLoQTbznqIDD1uMsMUIGvSgQw+YHDA5YHLA5IDJAZMDJodM5jeZzXlbc97WnLc1523NeVtz3tactzU/wmxO35rTt+b0rTl9a07fmtO35vSt+V1l87vK5mSuOZlrTuaak7nmZK45mWtO5pqTueZk", "part_9": "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", "part_10": "fvA8sJ4MrCcD68nAejKwngysJwPrycBrMvCaDLwmA6/JwGsycJAMPCIDj8jAIzLwiAw8IgPnx8DbMfB2DLwdA2/HwNsxcGwMHBsDx8bAsTFwbAwcGwMfxsB4MTBeDIwXA+PFwHgxsFMMDBMDw8TAMDEwTAwMEwMbxMDoMDA6DIwOA6PDwOgwsC8MDAoDg8LAoDAwKAwMCgPbwbh/VfLLN5cnX+/easTB7v5O4OLgi/OzV2//78PPjy+uBP31y+P7F5vcaFytWbe6EShc7FG4Dx3pRvFqu8T9SPnRvvtG/6o2R/ffXfNF9BwwkcscrHMw6UGgfoH6BeoXqF+gfoH6BQoXKFygcIHCBQoXKFygW4FuBboVTpAzhFIFShUoVaBUgVIF2hRoU6BNgTZFPfiW+frQpkCbAm0KtCnQpkCbAm0KtCnQpkCbAm0KtCnQpkCbAm0KtCnQpkCbAm0KtCnQpkCbAm0KtCnQpkCbAm0KtCnQpkCb8rv7ret3Ld3+47sC39fb/Me//fv1H6R48+o6eHEjDW/vqt71ZkvnuK35/O5u7KOMfNu5LX20vR85/yIj33Z5yzKNXPPU9xywKMscrHMw6Vyic4nOJTqX6Fyic4nOJTqX6Fyic4nOJTqX6Fyic4nOJTqX6FyicwkKEtVLVC9RvXTSnXWnHQ1MNDDRwEQDEw1MNDDRwEQDEw1MNDDRwEQDEw1MNDDRwEQDEw1MNDDRwEQDEw1MNDDRwET1EtVLVC9RvUT1Ep1LdC7RuUTncvvgW6brY2lZWRaWdWVZy29b5mCdg6lAiwItCrQo0KJAiwItCrQo0KJAiwItCrQo0KJAiwItCrQo0KJAiwItCrQo0KJAiwItCrQo0HLdXDhXzqVz7SjCogiLIiyKsCjCouyKsivKrii7ouyKQisKrSi0otCKQisKrSi0otCKQisKrSi0otCKQisKrSg0Jpe5ZWqZ2fYLxhwsc7DOwVRarAVLwUqwEKwD6jfmQcc86JgHZelYORaOdWPZaBGXedBlHnSZB2WlWWjWmWVmlekh13nQdR50nQdlY7Av2BbsCjYF4rudB93Og94/PPzXp0/+cPzkp//y5Oom8Y+786v+bBP5bBujlqvO6fX52Zfnx6+u/t+LN5/f+PY+2fT2aRzVT55edV1fn7zYffJXR7fx8YsXnzw/O724/P3m6V9trv6PV29eXp68fvnNJ38VT68+9pOrL/zDm93Fdad29Y3/8NXx5cEfT16+PPj04uT44Iuz84NPX/zTm4vL6+O4+9fs/ur4/MuT04Pz3fHzrw6u/uFte/fFwfXLIc9Or/6Tqy88uDy7/oOKf7z+U7gnV7fAz9+cn1+3jVdfsfvv87sD5gx+f/nN691VGsfnJ5dfvdpdnjy/+peX173p73fX13X6/Orf/p8nRzf74OnN/8aTf7z6T3Z/upz/i3/813/9fyYHJKhA8QAA" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQy1rM0MjMxV9JRKi6pzEkFihWVAqlaAEA1MwsrAAAA" } }	table__multihier___91245
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Year ended December 31, 2004 \| Exchangeable Notes \| ZONES \|\n\| --- \| --- \| --- \|\n\| Balance at Beginning of Year: \| \| \|\n\| Debt component \| $5,030 \| $515 \|\n\| Derivative component \| -712 \| 268 \|\n\| Total \| 4,318 \| 783 \|\n\| Decrease in debt component due to maturities and redemptions \| -3,206 \| — \|\n\| Change in debt component to interest expense \| -63 \| 25 \|\n\| Change in derivative component due to settlements \| 653 \| — \|\n\| Change in derivative component to investment income (loss), net \| -3 \| -100 \|\n\| Balance at End of Year: \| \| \|\n\| Debt component \| 1,761 \| 540 \|\n\| Derivative component \| -62 \| 168 \|\n\| Total \| $1,699 \| $708 \|\n\| December 31 (in millions) \| Weighted AverageOriginal Useful Life \| 2008 \| 2007 \|\n\| --- \| --- \| --- \| --- \|\n\| Cable transmission equipment and distribution facilities \| 12 years \| $15,660 \| $14,978 \|\n\| Customer premises equipment \| 6 years \| 17,788 \| 15,373 \|\n\| Scalable infrastructure \| 6 years \| 5,776 \| 5,179 \|\n\| Support capital \| 5 years \| 5,820 \| 5,521 \|\n\| Buildings and building improvements \| 20 years \| 1,874 \| 1,667 \|\n\| Land \| – \| 205 \| 202 \|\n\| Other \| 8 years \| 556 \| 512 \|\n\| Property and equipment, at cost \| \| 47,679 \| 43,432 \|\n\| Less: Accumulated depreciation \| \| -23,235 \| -19,808 \|\n\| Property and equipment, net \| \| $24,444 \| $23,624 \|\n\| Year ended December 31 (in millions) \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| Interest \| $2,256 \| $2,134 \| $1,880 \|\n\| Income taxes \| $762 \| $1,638 \| $1,284 \|\n\| As of December 31, 2008 (in millions) \| ProgramLicenseAgreements \| OperatingLeases \|\n\| --- \| --- \| --- \|\n\| 2009 \| $559 \| $385 \|\n\| 2010 \| $593 \| $317 \|\n\| 2011 \| $578 \| $225 \|\n\| 2012 \| $510 \| $176 \|\n\| 2013 \| $516 \| $152 \|\n\| Thereafter \| $5,145 \| $833 \|\n\| Year ended December 31 (in millions) \| 2015 \| 2014 \| 2013 \| % Change 2014 to 2015 \| % Change 2013 to 2014 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Revenue \| \| \| \| \| \|\n\| Residential: \| \| \| \| \| \|\n\| Video \| $21,526 \| $20,783 \| $20,535 \| 3.6% \| 1.2% \|\n\| High-speed Internet \| 12,471 \| 11,321 \| 10,334 \| 10.2 \| 9.5 \|\n\| Voice \| 3,608 \| 3,671 \| 3,657 \| -1.7 \| 0.4 \|\n\| Business services \| 4,742 \| 3,951 \| 3,241 \| 20.0 \| 21.9 \|\n\| Advertising \| 2,318 \| 2,393 \| 2,147 \| -3.1 \| 11.5 \|\n\| Other \| 2,214 \| 2,021 \| 1,922 \| 9.6 \| 5.1 \|\n\| Total revenue \| 46,879 \| 44,140 \| 41,836 \| 6.2 \| 5.5 \|\n\| Operating costs and expenses \| \| \| \| \| \|\n\| Programming \| 10,516 \| 9,819 \| 9,107 \| 7.1 \| 7.8 \|\n\| Technical and product support \| 5,904 \| 5,547 \| 5,373 \| 6.4 \| 3.2 \|\n\| Customer service \| 2,377 \| 2,205 \| 2,097 \| 7.8 \| 5.2 \|\n\| Franchise and other regulatory fees \| 1,382 \| 1,296 \| 1,246 \| 6.7 \| 4.0 \|\n\| Advertising, marketing and promotion \| 3,340 \| 3,083 \| 2,905 \| 8.4 \| 6.1 \|\n\| Other \| 4,240 \| 4,078 \| 3,903 \| 3.9 \| 4.5 \|\n\| Total operating costs and expenses \| 27,759 \| 26,028 \| 24,631 \| 6.7 \| 5.7 \|\n\| Operating income before depreciation and amortization \| $19,120 \| $18,112 \| $17,205 \| 5.6% \| 5.3% \|\n\| \| Total Customers \| \| \| Net Additional Customers \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31 (in thousands) \| 2015 \| 2014 \| 2013 \| 2015 \| 2014 \| 2013 \|\n\| Total customer relationships(a) \| 27,701 \| 27,035 \| 26,677 \| 666 \| 358 \| 215 \|\n\| Single productcustomers(a) \| 8,366 \| 8,409 \| 8,752 \| -43 \| -343 \| -593 \|\n\| Double productcustomers(a) \| 9,221 \| 8,750 \| 8,541 \| 472 \| 209 \| 34 \|\n\| Triple product customers(a) \| 10,114 \| 9,876 \| 9,384 \| 238 \| 492 \| 774 \|\n\| Video customers \| 22,347 \| 22,383 \| 22,577 \| -36 \| -194 \| -267 \|\n\| High-speed Internet customers \| 23,329 \| 21,962 \| 20,685 \| 1,367 \| 1,277 \| 1,296 \|\n\| Voice customers \| 11,475 \| 11,193 \| 10,723 \| 282 \| 470 \| 768 \|\n\| Average monthly total revenue per customer relationship \| $142.74 \| $136.97 \| $131.22 \| \| \| \|\n\| \| Amount (In Millions) \|\n\| --- \| --- \|\n\| 2006 net revenue \| $1,388 \|\n\| Realized price changes \| 264 \|\n\| Palisades acquisition \| 209 \|\n\| Volume variance (other than Palisades) \| -56 \|\n\| Other \| 34 \|\n\| 2007 net revenue \| $1,839 \|\nThe question is:\nWhat do all Net Additional Customers sum up in 2015, excluding Voice customers and High-speed Internet customers? (in thousand)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "XMkdo7EzpHYORI7R2LnSOwciZ0jsXOkdo7UzpHaORI7R2LnSOwciZ0jsXMkdo7EzpHYORI7R2rnSO0cqZ0jsXMkdo7EzpHYORI7R2LnSOwciZ0jj5FVVVVRRUTRUCQUBUVA0U/kE/UM8BniM8RniM8AnwE+A3wG+AzwGeAzwGeAzwCfIS9DXga8DHgZ8DLgZcDLgJcBLwNehg/20ZN99GjlZfiofdY+bJ+2j9vn7QP3icPLkJchL0NeBrwMeBnwMuBlwMuAlwEvA14GvAx5GfIy5GXAy4CXAS8DXga8DHgZ8DLgZcDLkJchL0NeBrwMeBnwMuBlwMuAlwEvA14GvAx5GRAxIGJAxICIAREDIgZEDIgYEDEkYsC8gHkB8wLmBcwLmBcwL2BewLyQeQHVAqoFVAuoFlAtoFpAtYBqAdVCqgXcCrgVcCvgVsCtgFsBtwJuoRlKhoqhYKAXyAVqgVigFUgFSoFQJBRLKZZwKuFUwqmEUwmnEk4lnEo4lXAqIVFCooRECYkSEiUkSmiTACQBSAKQBCAJQBKApA/c5+iD9En6KH2W+aiHlWieQXQ/kfJEyhMpT6Q8kfJEyhMpT6Q8kfJEnRN1TtQ5UedEnRN1TtQ5UedEnRM5TuQ4keNEjhM5TkQ2UdVEVRNVTVQ1UdVEKxNxTMQxEcdEHBNxTCQv0bhE4xKNSzQu0ThSyRWECwjXD/OHYJIPwdxEdMBlXMVFPQc0sMzBOgdTYhQaV4haIWqFqBWiVohaIVWFVBVSVUhVIVWFVBXiVIhTIU6FOBXiVIhTIUeFHBVyVMhRIUeFHJWZ4WP0OfogfZI+SqSjkI5COgrpKKSjkI5CEApBKAShEIRCEApBKAShEIRCEApBKAShEIRCEApBKAShEIRCEAoJKCSgkIBCAgoJ4DG4Fncp7kq8KfOmzHmWPEqeZDsMGljmYJ2DqcybMm/KvCnzpnib4m2Kd/5l+bz/i58/7i52p99f3f4+9N9cvPnh4vT1X529eP/ngn77w8Xu7lMev+reXv9jm9f/WNbrf2xO3v/j9rc6+vmmbn9VNo99jXDXzU23gbQO5nww5/Ov0B8e9+/e7i5Or87Of/ir939G73pIufb1PzbL0a8irv9ts4z3f90hboa7Zu4HywgYQM8Bg1nmYJ2D6flRWb7OuL/n9t7CpCxMCuVJdVKc1CalyQsQ7z+8/lDAvvy43+d238rQV4a+8jzRBCQBRUAQWCDw8sS7E69OaIgvTu4GuhmI2KA1SA1Kw1qD1ynepqaXqZoP52o+nKv5cK7mw7maD+dqPpyr+XCu5sO5mg/naj6cq/lwrubDuZoP52o+nKv5cK7mw7maD+dqPpwrDufKw7nyNK44jStO44rTuOI0rjiNK07jitO44jSu7k7j7tSlHr578F4HX7//pNFeW24+eXD7vaO7v6d298ttm775xNHJez18LyzloV55ild3p3hf1mW973K7brYPPeaXtpk3bW", "part_7": "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", "part_8": "GExlMZDCRwUOb1//x7Icfjy/f7nYvbz8Efr67Yj86arl/RXU/+tD+84cbu5WWTcZDY/kZl9/uEp9k1v7yeurlH5TKzcn+PODQxu8TmkM4t/ttFYqmfALrHEy6WehmoZuFbha6WehmoZuFUhZKWShloZSFUhZKWWhjoY2FNhbaWCheoXiF4hWKV+hYoVWFAhWaU2hHoQ+FBhQaUGhAoQGFBhQaUGhAoQFFZReVXVR2UdmHtvb//s37I7B5e36c3O9XNQXqXv2hrfq5rdvt9rEv9kO77fPP326Djl72P18f/vkPluDx5puHBvppDVB0J/tdczgCRti1ZtO6Kbqm6Jqia4quKaymsJrCagqrKZ6meJriaYqnKZ6meJriaYqnKZ5mEdAsAprCOrSX/2fvLs/Od5eX98ewbt0vdS+lgyQ8tHH/oZZuU3Dbm31L+eRrb9Mx6uHaetq1H0zNONmfzR3ag/9kY6RpbPY7+rzMsTRhw5399uXjZ3zaEDb3crDwJNxGXz5+cseOeG5z32I+4arbve3N3vGyfPws7eMCkfuTqeXjp2Iff6nZ7OHMqy5vuuw3s928fvBsa57561u+62Nl5t0qXj94lDXP+cl+obR+8LBqXhptI/Y/Xx/++Q/O8/absb++n3b9o73Oh/GO+WaXOVjnYJrf7QePky52P+3O3wG8GutyX0xbJnr7waMhm7k9BavN/rhx+8FzHi+8mevarDn2F9anL/zIEUzs2+nPa+fR5Pe+nTFPxzIH6xzsJ79nb2zP3tievbE9e2N79sb27HPt2efas8+1Z59rzz7Xnn2uPftcGzdr62ZtPzXTuFkbN2vjZm3crI2btXGzNm7Wxs3afFumtaG235ZpPibTfEym+ZhM8zGZxk7Z2CkbO2Vjp2w+JtPaHpvPxTSfi2k+F9N8Lqbx2TU+u8Zn1/jsms/FtOa49nMxzfdhmu/DNN+Hab4P0xi6GkNXY+hqDF3N92Fay1X7fZjmgzDNB2GaD8I0H4RprD2Ntaex9jTWnuaDMM03XppvvDTfeGm+8dIYOhpDR2PoaAwdzTde2o+6NF9xab7i0nzFpfmKS2M4aAwHjeGgMRw0X3Fpv+LSfsWl+WxL89mW5rMtzWdbmrPo5iy6OYtuzqKbz7a0n21pP9vSfKel+U5L852W5jstzflhc37YnB8254fN+WH7nZb2Oy3N6WJzuticLjani83pYnO62JwuNh9maf7OTsO8F/eOz4vdq5sz2Msfz97eLLBv//+9I/RyNoyc3C5Amj+v8wXt3q7DlpO7/fjmr+98Qbu3q+Mx7tzCfTw7tZ/a7l/vrq7Xvi/P3v/HgxMyxtg331+1+du3tF73zY+v2vzdy8PDpC9zxkzJFCwNwqVBuDQIlgbB0iBYGgRLg2BpECwN4uTRaObUZmkQLg3CpUGwNAiWBsHSIFgaBEuDYGkQLA2CpUGwNAiXBnw3pzlVbk6Vm1Pl5lS5OVVuTpWbU+Xm", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjSyNNczUNJRKi6pzEkFChSVAqlaANET/xooAAAA" } }	table__multihier___91248
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| RestrictedStock UnitsOutstanding(in thousands) \| Weighted-Average Grant-Date Fair ValuePer Share \|\n\| --- \| --- \| --- \|\n\| Restricted stock units outstanding at October 31, 2015 \| 2,698 \| $47.59 \|\n\| Units granted \| 1,099 \| $51.59 \|\n\| Restrictions lapsed \| -905 \| $44.30 \|\n\| Forfeited \| -202 \| $50.34 \|\n\| Restricted stock units outstanding at October 29, 2016 \| 2,690 \| $50.11 \|\n\| Years ended December 31, \| 2017 \| 2016 \| 2015 \|\n\| --- \| --- \| --- \| --- \|\n\| Revenues \| $93,392 \| $94,571 \| $96,114 \|\n\| GAAP \| \| \| \|\n\| Earnings from operations \| 10,278 \| 5,834 \| 7,443 \|\n\| Operating margins \| 11.0% \| 6.2% \| 7.7% \|\n\| Effective income tax rate \| 18.4% \| 12.1% \| 27.7% \|\n\| Net earnings \| $8,197 \| $4,895 \| $5,176 \|\n\| Diluted earnings per share \| $13.43 \| $7.61 \| $7.44 \|\n\| Non-GAAP-1 \| \| \| \|\n\| Core operating earnings \| $8,970 \| $5,464 \| $7,741 \|\n\| Core operating margins \| 9.6% \| 5.8% \| 8.1% \|\n\| Core earnings per share \| $12.04 \| $7.24 \| $7.72 \|\n\| \| Program \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 737 \| 747* \| 767 \| 777 \| 777X \| 787 \|\n\| 2017 \| \| \| \| \| \| \|\n\| Program accounting quantities \| 9,800 \| 1,570 \| 1,171 \| 1,625 \| \| 1,400 \|\n\| Undelivered units under firm orders \| 4,668 \| 12 \| 98 \| 102 \| 326 \| 658 \|\n\| Cumulative firm orders \| 11,400 \| 1,554 \| 1,204 \| 1,636 \| 326 \| 1,294 \|\n\| 2016 \| \| \| \| \| \| \|\n\| Program accounting quantities \| 9,000 \| 1,555 \| 1,159 \| 1,625 \| \| 1,300 \|\n\| Undelivered units under firm orders \| 4,452 \| 28 \| 93 \| 136 \| 306 \| 700 \|\n\| Cumulative firm orders \| 10,655 \| 1,556 \| 1,189 \| 1,596 \| 306 \| 1,200 \|\n\| 2015 \| \| \| \| \| \| \|\n\| Program accounting quantities \| 8,400 \| 1,574 \| 1,147 \| 1,650 \| ** \| 1,300 \|\n\| Undelivered units under firm orders \| 4,392 \| 20 \| 80 \| 218 \| 306 \| 779 \|\n\| Cumulative firm orders \| 10,105 \| 1,539 \| 1,163 \| 1,579 \| 306 \| 1,142 \|\nThe question is:\nWhat's the increasing rate of program accounting quantities of 737 in 2017?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "dxoG5WxBOVtQzhaUswXlbEE5W1jO9mHkHyb99PXrt+/e3Kz7P7w7vf4/V+dnl/e/gXJZGnudnHz4KsPRDkc7HO1TK+kXvf12mY3e6uH9+YlNxm3WsLaHJusTm7xZo2P28pX6E5u8WcK//vVDg/MTG7xZ3iPXmdyYqp1oXUTxxCL61zdfnX13fXa8uEbs7U+Evbv+LxdHX59ffH/09uL6/z65lOpDUW5Y8xfW/IU1f3FX8/fpfbhdUHHy0If8LM3eLKp9abY+S7M3CyvG/tBuf5Z2b1ZXnsyHdudnaffWQ7fDQ7sbc7gTrWssn1hjf/fu+3ffnd5kKH5iWY2TcfdbYsICzbBAMyzQjLsCzWe994M35eHhxfnctu5MaeZDW/XctvLOM5d+9XPberxQ8omF8jOb6jvfjYe2NiZiJ1oXRwHccn7L+S3nt46NkqiImmgSbUQ70drVpqttV9uutl3tY6MkKqImmkQb0U60dnXS1WlXp12ddnUeGyVRETXRJNqIdqK1qxtd3ezqZlc3u7odGyVRETXRJNqIdqK1qztd3e3qbld3u7ofGyVRETXRJNqIdqK1qwe6erCrB7t6sKuHY6MkKqImmkQb0U60dDXWnrpvcNvgriGOCXINag16DeYabGuwr8HaPU4E4YkgPBGEJ4LgRBCcCIITQXAiCE4EwYkgOBEEJ4K1yDUscg2LXMMi16DINShyDYpcgyLXoMg1KHINilyDItegyDUscg2LXMMi16DINShyDYpcgyLXoMg1KHINilyDItegyDUscg2qWoOq1qCqNahqDapag6rWoKo1qGoNqlrDqtagqjWoag2qWoOq1qCqNahqDapag6rWoKo1/JWbQZFrUOQaFLkGRa5BkWtQ5BoUuQZFrkGRa/hLNYOa16DmNah5DWpeg5rXoOY1qHkNal6Dmtfw12YGJbBBCWxQAhuUwAYlsEEJbFACG5TABiWw4S/GDCpig4rYoCI2qIgNKmKDitigIjaoiA0qYsOK2KAiNqiIDSpig4rYoCI2qIgNKmKDitg4zudkULZH55PDfn/u1hs8nHg2yedkT7ansicP785PbPHunHL3U7FxnM/JnWxP5E6i71vsT2zR1Ek+J3OyfXxwqWUGt3WS9jVYFw6bgnRTkGA/wX6C/QT7CfYT7CfYT7CfYD8heULyhOQJyROSJyRPSJ6QPCF5AucEzgmcEzgncE7gnMA5gXMC54TGCY0TGic0TmicLgJXgcsAGif4TfCb4DfBb4LfBL8JfhP8JvhNeJvwNuFtwtuEtwlvE9", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzsLCwsFTSUSouqcxJBYoUlQKpWgDYB6noKQAAAA==" } }	table__multihier___91252
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Fiscal2018 \| Fiscal2017 \| Fiscal2016 \| % Change2018-2017 \| % Change2017-2016 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Digital Media \| $6,325.3 \| $5,010.6 \| $3,941.0 \| 26% \| 27% \|\n\| Percentage of total revenue \| 70% \| 69% \| 67% \| \| \|\n\| Digital Experience \| 2,443.7 \| 2,030.3 \| 1,631.4 \| 20% \| 24% \|\n\| Percentage of total revenue \| 27% \| 28% \| 28% \| \| \|\n\| Publishing \| 261.0 \| 260.6 \| 282.0 \| —% \| -8% \|\n\| Percentage of total revenue \| 3% \| 3% \| 5% \| \| \|\n\| Total revenue \| $9,030.0 \| $7,301.5 \| $5,854.4 \| 24% \| 25% \|\n\| \| 2001 \| % of Revenue \| 2000 \| % of Revenue \| % change \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| North America \| $912 million \| 25% \| $844 million \| 25% \| 8% \|\n\| South America \| $522 million \| 30% \| $416 million \| 36% \| 25% \|\n\| Caribbean* \| $457 million \| 25% \| $226 million \| 21% \| 102% \|\n\| Europe/Africa \| $310 million \| 22% \| $371 million \| 29% \| -16% \|\n\| Asia \| $101 million \| 15% \| $138 million \| 22% \| -27% \|\n\| \| 2019 \| 2020 \| 2021 \| 2022 \| 2023 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| (millions) \| \| \| \| \|\n\| Generating facilities \| $458 \| $497 \| $383 \| $306 \| $425 \|\n\| Transmission and distribution facilities \| 678 \| 714 \| 706 \| 712 \| 705 \|\n\| General facilities \| 142 \| 127 \| 94 \| 89 \| 66 \|\n\| Total utility capital expenditures \| $1,278 \| $1,338 \| $1,183 \| $1,107 \| $1,196 \|\n\| Payment due by period \| 2019 \| 2020 \| 2021 \| 2022 \| 2023 \| After 2023 \| Total \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Long-term debt \| (millions) \| \| \| \| \| \| \|\n\| Principal \| $701.1 \| $251.1 \| $432.0 \| $287.5 \| $439.5 \| $5,142.9 \| $7,254.1 \|\n\| Interest \| 306.3 \| 281.1 \| 256.9 \| 235.4 \| 222.1 \| 3,262.6 \| 4,564.4 \|\n\| Long-term debt of VIEs \| \| \| \| \| \| \| \|\n\| Principal \| 30.3 \| 32.3 \| 18.8 \| — \| — \| — \| 81.4 \|\n\| Interest \| 1.6 \| 0.8 \| 0.2 \| — \| — \| — \| 2.6 \|\n\| Lease commitments \| \| \| \| \| \| \| \|\n\| Operating leases \| 24.2 \| 20.7 \| 18.4 \| 15.2 \| 12.4 \| 95.0 \| 185.9 \|\n\| Capital leases \| 6.4 \| 2.2 \| 5.3 \| 4.7 \| 4.0 \| 48.6 \| 71.2 \|\n\| Pension and other post-retirement plans(a) \| 118.3 \| 118.3 \| 118.3 \| 118.3 \| 118.3 \| (a) \| 591.5 \|\n\| Purchase commitments \| \| \| \| \| \| \| \|\n\| Fuel \| 423.6 \| 364.4 \| 95.3 \| 82.9 \| 87.5 \| 116.2 \| 1,169.9 \|\n\| Power \| 47.3 \| 47.3 \| 47.4 \| 47.6 \| 47.8 \| 366.8 \| 604.2 \|\n\| Other \| 137.8 \| 18.8 \| 13.4 \| 6.8 \| 2.1 \| 34.4 \| 213.3 \|\n\| Total contractual commitments(a) \| $1,796.9 \| $1,137.0 \| $1,006.0 \| $798.4 \| $933.7 \| $9,066.5 \| $14,738.5 \|\nThe question is:\nWhat is the growing rate of General facilities in the year with the most Generating facilities?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzQwNTNW0lEqLqnMSQUKFZUCqVoAmNitKSoAAAA=" } }	table__multihier___91253
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| December 30, 2006 \| December 31, 2005 \|\n\| --- \| --- \| --- \|\n\| Inventories at FIFO, net \| $1,380,573 \| $1,294,310 \|\n\| Adjustments to state inventories at LIFO \| 82,767 \| 72,789 \|\n\| Inventories at LIFO, net \| $1,463,340 \| $1,367,099 \|\n\| \| 2016 \| 2015 \| 2014 \|\n\| --- \| --- \| --- \| --- \|\n\| Cash provided by (used for) \| \| \| \|\n\| Operating activities \| $2,707.4 \| $2,446.4 \| $2,190.1 \|\n\| Investing activities \| -972.0 \| -1,250.5 \| -1,316.5 \|\n\| Financing activities \| -271.1 \| -945.4 \| -504.3 \|\n\| \| As of and for the Year Ended December 31, \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (dollars in millions) \| 2015 \| 2014 \| Change \| Percent \|\n\| Net interest income \| $42 \| $77 \| -$35 \| -45% \|\n\| Noninterest income \| 97 \| 350 \| -253 \| -72 \|\n\| Total revenue \| 139 \| 427 \| -288 \| -67 \|\n\| Noninterest expense \| 94 \| 227 \| -133 \| -59 \|\n\| Profit before provision for credit losses \| 45 \| 200 \| -155 \| -78 \|\n\| Provision for credit losses \| 63 \| 66 \| -3 \| -5 \|\n\| (Loss) income before income tax (benefit) expense \| -18 \| 134 \| -152 \| -113 \|\n\| Income tax (benefit) expense \| -17 \| 12 \| -29 \| -242 \|\n\| Net (loss) income \| -$1 \| $122 \| -$123 \| -101 \|\n\| Loans and leases and loans held for sale (year-end) \| $3,076 \| $3,911 \| -$835 \| -21 \|\n\| Average Balances: \| \| \| \| \|\n\| Total assets \| $39,422 \| $40,202 \| -$780 \| -2% \|\n\| Loans and leases and loans held for sale \| 3,469 \| 4,316 \| -847 \| -20 \|\n\| Deposits and deposits held for sale \| 5,933 \| 4,512 \| 1,421 \| 31 \|\n\| Interest-earning assets \| 29,736 \| 30,601 \| -865 \| -3 \|\nThe question is:\nDoes Deposits and deposits held for sale keeps increasing each year between 2015 and 2014?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "BXAK4AXAG4AnAF4ArAFYArAFcArgBcAbgCcGXGmXLmnEln1gG4AnAF4ArAFYArAFcArgBcAbgCcAXgCsAVgCsAVwCuAFwBuAJwBeAKwBWAKwBXAK4AXAG4AnAF4ArAFYArAFcArgBcAbgCcAXgCsAVgCsAVwCuAFwBuAJwBeAKwBWA6x94xzv+6fXx6vpjX/LqvSVb+/D00sPL/oGXvI8dzzvWxT3r+gfe8j7qNgvxxv3Rbf/Aa95H3WnlXh/u79Trc5xrsK3BvgZrLsC9hnsN9xruNdxruNdwr+Few72Gew33Gu413Gu413Cv4V7DvYZ7Dfca7jXca7jXcK/hXsO9hnsN6RrSNaRrSNeQriFdQ7qGdA3bGrY1bGvY1rCtYVvDtoZtDc0amjU0a2jWZrFpbB6byPCr4VfDr4ZfDb8afjX86vnofmv2wK+GXw2/Gn41/Gr41TCqYVTDqIZRDaMaRjWMahjVMKphVMOohlENoxpGNYxqGNUwqmHUU30N//7m1deXNydfHW/N8Xjy+s2r7y6vL19dvfPK52+OL27/t7d9yXdfBf/jrKoPp2+Wxm1psKPhqYaGzzfKO4Kdn98PM3+qm69c64fHVD/V/alq7vf373Ul5hpsa0BaLTk9od2EdhPaTWg3od2EdhPaTWi3PZ3TnzaL54dth2cqtmXYlbE9ncWfNm/nvB9Xfr67LYn68Bzq892Pbdj9DXt9tnMNtjUgNZa83J/Ik5//dv3i4r2+3kc3F386+flXx6vjrfR+8eP262fjg7o8BbNVxk6Z/Yn0+fzDrbsqWt0PN3/qQWCKcT+O+qnHwRc1I+8H0usSzTXY1mBfgyULD092Fn76hPvwQuZJpw1P9jsdnmwj/OS5FfcDy894u7VIeri/Y33GO9IwXQ+z7PUJzzXY1mBfg/t8yfWbwly/Kcz1m8JcvynM9ZvCXL8pzPWbwlz/7nauf3c7168Nc/3aMNevDXP92jDXrw1z/dow168Nc/3aMNe/tJ38pe30E8H0E8H0E8HkL20nf2k7+UvbyRdxyRdxyRdxyRdxyRdxyV/aTj9KSz9KSz9KS/7SdvKXtpO/tJ18HJV8HJV8HJV8HJV8HJV8HJV+HJV+HJV+HJV8HJV8HJV8HJV8HJV8HJV8HJV8HJV8HJX8pe30m6X0m6X0m6XkL20nf2k7+UvbyZc3yZc3yZc3yZc3yZc3yV/aTr97Sb97Sb97Sf7SdvKXtpO/tJ18bZF8bZF8bZF8bZF8bZH8pe30g4f0g4f0g4fkL20nf2k7", "part_7": "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", "part_8": "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", "part_9": "tk3dtq3btp8oNHXbpm7b1G2bum1Tt23qtk3dtqnbNnXbtm7bFGqbQm1TqG0KtU2htinUNoXaplDbFGrbQm371UFTqG0KtU2htinUNoXaplDbFGqbQm1TqG0Lte1nBk2htinUNoXaplDbFGqbQm1TqG0KtU2htqnMNpXZpjLbVGabymxTmW0qs01ltqnMtt8GNJXZpjLbVGabymxTmW0qs01ltqnMNpXZ9mOA9mOAplDbFGqbQm1TqG0KtU2htinUNoXaplDbdv+33f9N3bap2zZ126Zu29Rtm7ptU7dt6rZN3bZt92/b/ZuqblPVbaq6TVW3qeo2Vd2mqtv09/cZFoUl4UgYEn6EHeFGmFHAkJAhIUMChgQMCRgSMCRgSMCQOH80mvUZwJCQISFDAoYEDAkYEjAkYEjAkIAhAUPCBZIh9Ok3Zd+m7NuUfZuyb1P2bcq+Tdm3acxvisBNEbgpAjdF4KYI3BSBmyJw02vf9No3BeKmQNwUiJsCcVMgbgrETYG4KRA3BeKmQNwUiJsCcVMgbgrETYG46YFveuCb4nFTPG6Kx03xuCkeN8XjpnjcNL03Te9NYbkpLDeF5aaw3BSWm8JyU1huutybLvem6HwXGQZREhVRE02ijWgnWgeDmQd2Hdh1YNeBXQd2jY6QESpCRGgovdq2BstMEhNObDax2cRmE5tNbDYxz8QeE3tM7DGxx8QeE9NLbC2xtcTWEltLH6vP1Qfrk81HV1lHhukkppOYTmI6iekkppMYS2IsibEkxpIYS2IsiV0kdpHYRWIXiV0ksk9kn8g+kX1uj66yjgwxJ+pN1JuoN1FvosJEhYkKExXm4dFVlpGxtL6DsM4sM6vMIpfX3tZgX4PFXAqBFgItBFoItBBhIcJChDUe/a6J1iEjwkKEhQgLERYiLERYiLAQYSHCQoTl2rgcrocL4oogtEJohdAKoRVCK6RVSKuQViGtQlqFtAppFdIqpFVIqxBTIaZCTIWYCjEVYirEVIipEFMhJh5uI5+G2Dx3HjtPvb34XINtDfY1WMTUiKIRRSOKRhSNKBoZNDJoZNDIoJFBI4NGBo0MGhk0Mmhk0MigkUEjg0YG7Uq5HK6HC+KKIINGBo0MGhk0Mmhk0MigkUEjg0YGjQwaGTQyaGTQyKCRQSODRgaNDBoZ8FgmMrB6wxPjgfG8phefa7Ctwb4GiwwmMpjIYCKDiQwmMpjIYCKDiQwmMpjIYCKDiQwmMpjIYCKDiQwmMpjIYCKDiQwmMpjIYCKDiQwmMpiut4vqqr", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSikwtVtJRKi6pzEkF8opKgVQtABWf/lslAAAA" } }	table__multihier___91255
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| Weighted Average Actual Allocation \| \| Weighted Average Target Allocation \|\n\| \| 2007 \| 2006 \| 2008 \|\n\| Asset Category \| \| \| \|\n\| Equity securities \| 37% \| 37% \| 30%-45% \|\n\| Fixed maturities \| 58% \| 57% \| 45%-70% \|\n\| Other (Real Estate and Alternative investments) \| 5% \| 6% \| 0%-10% \|\n\| Total \| 100% \| 100% \| \|\n\| \| Pension Benefits (In millions) \|\n\| --- \| --- \|\n\| 2008 \| $360 \|\n\| 2009 \| $373 \|\n\| 2010 \| $383 \|\n\| 2011 \| $397 \|\n\| 2012 \| $413 \|\n\| 2013-2017 \| $2,288 \|\n\| \| \| Other Postretirement Benefits \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Pension Benefits \| Gross \| Prescription Drug Subsidies \| Net \|\n\| \| (In millions) \| \| \| \|\n\| 2009 \| $384 \| $135 \| $-15 \| $120 \|\n\| 2010 \| $398 \| $140 \| $-16 \| $124 \|\n\| 2011 \| $408 \| $146 \| $-16 \| $130 \|\n\| 2012 \| $424 \| $150 \| $-17 \| $133 \|\n\| 2013 \| $437 \| $154 \| $-18 \| $136 \|\n\| 2014-2018 \| $2,416 \| $847 \| $-107 \| $740 \|\n\| \| December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \| 2007 \| 2006 \| 2005 \|\n\| \| (In millions) \| \| \| \| \|\n\| Balance Sheet Data -1 \| \| \| \| \| \|\n\| Assets: \| \| \| \| \| \|\n\| General account assets \| $390,273 \| $380,839 \| $399,007 \| $383,758 \| $354,857 \|\n\| Separate account assets \| 149,041 \| 120,839 \| 160,142 \| 144,349 \| 127,855 \|\n\| Total assets \| $539,314 \| $501,678 \| $559,149 \| $528,107 \| $482,712 \|\n\| Liabilities: \| \| \| \| \| \|\n\| Policyholder liabilities -2 \| $283,759 \| $282,261 \| $261,442 \| $252,099 \| $243,834 \|\n\| Payables for collateral under securities loaned and other transactions \| 24,196 \| 31,059 \| 44,136 \| 45,846 \| 34,515 \|\n\| Bank deposits \| 10,211 \| 6,884 \| 4,534 \| 4,638 \| 4,339 \|\n\| Short-term debt \| 912 \| 2,659 \| 667 \| 1,449 \| 1,414 \|\n\| Long-term debt \| 13,220 \| 9,667 \| 9,100 \| 8,822 \| 9,088 \|\n\| Collateral financing arrangements \| 5,297 \| 5,192 \| 4,882 \| — \| — \|\n\| Junior subordinated debt securities \| 3,191 \| 3,758 \| 4,075 \| 3,381 \| 2,134 \|\n\| Other \| 15,989 \| 15,374 \| 33,186 \| 32,277 \| 29,141 \|\n\| Separate account liabilities \| 149,041 \| 120,839 \| 160,142 \| 144,349 \| 127,855 \|\n\| Total liabilities \| 505,816 \| 477,693 \| 522,164 \| 492,861 \| 452,320 \|\n\| Stockholders’ Equity: \| \| \| \| \| \|\n\| MetLife, Inc.’s stockholders’ equity: \| \| \| \| \| \|\n\| Preferred stock, at par value \| 1 \| 1 \| 1 \| 1 \| 1 \|\n\| Common stock, at par value \| 8 \| 8 \| 8 \| 8 \| 8 \|\n\| Additional paid-in capital \| 16,859 \| 15,811 \| 17,098 \| 17,454 \| 17,274 \|\n\| Retained earnings \| 19,501 \| 22,403 \| 19,884 \| 16,574 \| 10,865 \|\n\| Treasury stock, at cost \| -190 \| -236 \| -2,890 \| -1,357 \| -959 \|\n\| Accumulated other comprehensive income (loss) \| -3,058 \| -14,253 \| 1,078 \| 1,118 \| 1,912 \|\n\| Total MetLife, Inc.’s stockholders’ equity \| 33,121 \| 23,734 \| 35,179 \| 33,798 \| 29,101 \|\n\| Noncontrolling interests \| 377 \| 251 \| 1,806 \| 1,448 \| 1,291 \|\n\| Total equity \| 33,498 \| 23,985 \| 36,985 \| 35,246 \| 30,392 \|\n\| Total liabilities and stockholders’ equity \| $539,314 \| $501,678 \| $559,149 \| $528,107 \| $482,712 \|\n\| \| Years Ended December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \| 2007 \| 2006 \| 2005 \|\n\| \| (In millions, except per share data) \| \| \| \| \|\n\| Other Data -1, (3) \| \| \| \| \| \|\n\| Net income (loss) available to MetLife, Inc.’s common shareholders \| $-2,368 \| $3,084 \| $4,180 \| $6,159 \| $4,651 \|\n\| Return on MetLife, Inc.’s common equity \| -9.0% \| 11.2% \| 12.9% \| 20.9% \| 18.6% \|\n\| Return on MetLife, Inc.’s common equity, excluding accumulated other comprehensive income (loss) \| -6.8% \| 9.1% \| 13.3% \| 22.1% \| 20.7% \|\n\| EPS Data -1, (4) \| \| \| \| \| \|\n\| Income (Loss) from Continuing Operations Available to MetLife, Inc.’s Common Shareholders Per Common Share: \| \| \| \| \| \|\n\| Basic \| $-2.94 \| $4.60 \| $5.32 \| $3.64 \| $3.85 \|\n\| Diluted \| $-2.94 \| $4.54 \| $5.20 \| $3.60 \| $3.81 \|\n\| Income (Loss) from Discontinued Operations Per Common Share: \| \| \| \| \| \|\n\| Basic \| $0.05 \| $-0.41 \| $0.30 \| $4.45 \| $2.36 \|\n\| Diluted \| $0.05 \| $-0.40 \| $0.28 \| $4.39 \| $2.35 \|\n\| Net Income (Loss) Available to MetLife, Inc.’s Common Shareholders Per Common Share: \| \| \| \| \| \|\n\| Basic \| $-2.89 \| $4.19 \| $5.62 \| $8.09 \| $6.21 \|\n\| Diluted \| $-2.89 \| $4.14 \| $5.48 \| $7.99 \| $6.16 \|\n\| Dividends Declared Per Common Share \| $0.74 \| $0.74 \| $0.74 \| $0.59 \| $0.52 \|\n\| \| For the Years Ended December 31, \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2016 \| \| \| 2015 \| \| \|\n\| Condensed Statements of Cash Flows \| AsPreviouslyReported \| Revisions \| AsRevised \| AsPreviouslyReported \| Revisions \| AsRevised \|\n\| \| (In millions) \| \| \| \| \| \|\n\| Cash flows from operating activities \| \| \| \| \| \| \|\n\| Net income (loss) \| $800 \| $50 \| $850 \| $5,310 \| $63 \| $5,373 \|\n\| Earnings of subsidiaries \| $-1,783 \| $-50 \| $-1,833 \| $-5,985 \| $-63 \| $-6,048 \|\nThe question is:\nIn the year with the most Net income (loss) available to MetLife, Inc.'s common shareholders, what is the growth rate of Dividends Declared Per Common Share?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "IotwjKLYJyi6DcIii3CMotwnKLsNwiLLcIyi2Ccoug3CIotwjKLYJyi6DcIii3CMotwnKLsNwiLLcIyi2Ccoug3CIotwjKLYJyi6DcIii3CMotwnKLsNwiLLcIyi2Ccoug3CIotwjKLYJyi6DcIii3CMotwnKLsNwiPPwlqL4Iqi+C6oug+iKovgiqL4Lqi6D6Iqi+CKsvwuqLsPoiqL4Iqi+C6oug+iKovgiqL4Lqi6D6Ih6DVakqVGUqSIWoABWeglNoCkxhaSCmoZiGYhqKaSCmgZgGYhqIaSCmgZgGYhqIaSCmoZiGYhqKaSCmgZgGYhqIaSCmgZgGYhqIaTjq94b93rjfG3hH3qF37B18R9/hd/wNAMQ0FNNALgO5DOQykMtALgO5DOQykMtALkO5DAQxEMRAEANBDAQxEMRAEANBDAQxFMRA8gLJCyQvkLxA8gLJCyQvkLxA8kLJC0QtELVA1AJRC0QtELVA1AJRC0QtFLVAtgLZCmQrkK1AtgLZCmQrkK1AtkLZCoQpEKZAmAJhCoQpEKZAmAJhCoQpFKZAegLpCaQnkJ5AegLpCaQnkB4y28R2kuwcmZwn5cl4Ep58J93JdpI9kZ5UehJxScQlEZdEXBJxScQlEZdEXBJxSfQi0YtELxK9SPQi0YtELxK9SPQikYBEAhIJSCQgkYBEAhIJSCQgDRTH3wAwAgwBY8AgMAoMA5ifQD6BfAL5BPIJ5BPIJ5BPIJ9APqF6QvWE6gnVE6onVE+onlA9oXqC8QTjCcYTjCcYTzCeYDzBeILxhNsJtxNuJ9xOuJ1wO+F2wu2E2wmoE1AnoE5AnYA6AXUC6gTUCagTMidkTsickDkhc0LmhMwJmQl5ZzmuCbgkQG6QGmQGiUFekBZkBUlRkLlAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYoLFBcoLlBcoLhAcYHiAsUFigsUFyguUFyguEBxgeICxWVcGm7GmwFnxBlyxpxBZ9SB4gLFBYoLFBcoLlBcoLhAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYoLFBcoLlBcoLhAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKCbofMdzzdMlT6KT4CQ2CU0ik8AkLgnLBsUNihsUNyhuUNyguEFxg+IGxQ2KGxQ3KG5Q3KC4QXGD4gbFDYobFDcoblDcoLhBcYPiBsUNihv4NvBt4NvAt4FvA98Gvg18G9w2uG1w2+C2wW2D2wa3DW7bWDeEjWGD2Cg2jI1jAxmkNkhtkNogtUFqg9QGqT3fa2+MHpDaILVBaoPUBqkNUhtsNthssNlgs8Fmg80Gmw02G2w22Gyw2WCzwWaDzQabDTYbbDbYZDBdf3LHxQ0XRp1BZ8wZckacAZ/1aHgcM6CcAeUMKGdAOQPKGVDOgHIGlESXK2Du6ripQxgShQQh", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDYxM1LSUSouqcxJBYoUlQKpWgCesPEbKQAAAA==" } }	table__multihier___91256
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Years Ended December 31, \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2009 \| \| \| 2008 \| \| \| \| \|\n\| \| GAAP \| Less: Adjustments-1 \| Operating \| GAAP \| Less: Adjustments -1 \| Operating \| Operating Change \| \|\n\| \| (in millions, except percentages) \| \| \| \| \| \| \| \|\n\| Revenues \| \| \| \| \| \| \| \| \|\n\| Management and financial advice fees \| $47 \| $— \| $47 \| $56 \| $— \| $56 \| $-9 \| -16% \|\n\| Distribution fees \| 97 \| — \| 97 \| 106 \| — \| 106 \| -9 \| -8 \|\n\| Net investment income \| 422 \| 27 \| 395 \| 252 \| -92 \| 344 \| 51 \| 15 \|\n\| Premiums \| 1,020 \| — \| 1,020 \| 994 \| — \| 994 \| 26 \| 3 \|\n\| Other revenues \| 386 \| — \| 386 \| 547 \| — \| 547 \| -161 \| -29 \|\n\| Total revenues \| 1,972 \| 27 \| 1,945 \| 1,955 \| -92 \| 2,047 \| -102 \| -5 \|\n\| Banking and deposit interest expense \| 1 \| — \| 1 \| 1 \| — \| 1 \| — \| — \|\n\| Total net revenues \| 1,971 \| 27 \| 1,944 \| 1,954 \| -92 \| 2,046 \| -102 \| -5 \|\n\| Expenses \| \| \| \| \| \| \| \| \|\n\| Distribution expenses \| 22 \| — \| 22 \| 18 \| — \| 18 \| 4 \| 22 \|\n\| Interest credited to fixed accounts \| 144 \| — \| 144 \| 144 \| — \| 144 \| — \| — \|\n\| Benefits, claims, losses and settlement expenses \| 924 \| — \| 924 \| 856 \| — \| 856 \| 68 \| 8 \|\n\| Amortization of deferred acquisition costs \| 159 \| — \| 159 \| 333 \| — \| 333 \| -174 \| -52 \|\n\| General and administrative expense \| 226 \| — \| 226 \| 251 \| — \| 251 \| -25 \| -10 \|\n\| Total expenses \| 1,475 \| — \| 1,475 \| 1,602 \| — \| 1,602 \| -127 \| -8 \|\n\| Pretax income \| $496 \| $27 \| $469 \| $352 \| $-92 \| $444 \| $25 \| 6% \|\n\| \| 2013 \| 2012 \| 2011 \|\n\| --- \| --- \| --- \| --- \|\n\| Second generation tenant improvements \| $39,892 \| $26,643 \| $50,079 \|\n\| Second generation leasing costs \| 38,617 \| 31,059 \| 38,130 \|\n\| Building improvements \| 13,289 \| 6,182 \| 11,055 \|\n\| Total second generation capital expenditures \| $91,798 \| $63,884 \| $99,264 \|\n\| Development of real estate investments \| $427,355 \| $264,755 \| $162,070 \|\n\| Other deferred leasing costs \| $35,376 \| $27,772 \| $26,311 \|\n\| \| July 31, 2017 \| \| July 31, 2016 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (In millions) \| Amortized Cost \| Fair Value \| Amortized Cost \| Fair Value \|\n\| Classification on balance sheets: \| \| \| \| \|\n\| Cash and cash equivalents \| $529 \| $529 \| $638 \| $638 \|\n\| Investments \| 247 \| 248 \| 441 \| 442 \|\n\| Funds held for customers \| 372 \| 372 \| 304 \| 304 \|\n\| Long-term investments \| 31 \| 31 \| 28 \| 28 \|\n\| Total cash and cash equivalents, investments, and fundsheld for customers \| $1,179 \| $1,180 \| $1,411 \| $1,412 \|\nThe question is:\nwhat was the percentage change in the second generation tenant improvements from 2012 to 2013\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "VINUw1TDVMNU48goiYqoiSaimWghGlNNUk1TTVNNU80joyQqoiaaiGaihWhMtUi1TLVMtUy1joySqIiaaCKaiRaiMdUm1TbVNtU21T4ySqIiaqKJaCZaiMZUJ1KdTHUy1clUpyOjJCqiJpqIZqKFaEx1JtXZVGdTnU11PjJKoiJqooloJlqIxlQXUl1MdTHVhdwWclvIbSG3hdwWclvIbSG3NbmtzW1tbmsf4/rIKImKqIkmoploIRpSjc9i/qvNyfXdHuf9jyoMtL/dya7mD9zUhPVgLTg+ax+w66LvdgC5Ou719qL5yKHev+osqzzeDlVjij0G0xjMY7CMwfhg4X7I/ZD7IfcD7gfcD7gfcD/gfsD9gPsB9wPuh9wPuR9yP+B+wP2A+wH3A+4H3A+4H3A/4H48WHIP1tyDRQf3A+6Hc+/kO/tOv/PvAoD7IfdD7gegD0AfgD4AfQD6APQB6APQB6APQR+gPEB5gPIA5QHKA5QHKA9QHqA8oHNA54DOAZ0DOgd0Dugc0DmgcwDcALgBcAPgBsANgBsANwBuANyAoQFDA4YGDA0YGjA0YGjA0IChASUDSgaUDCgZUDKgZEDJgJIBJUNKBhwMOBhwMOBgwMGAgwEHAw7mDg7+7dvzV2d32PjUu+4qY/kIIvWtvN3V5w76/UeXese8abXE9kq51+ffF8dvmdnbAWrMpsdgGoN5DJYxGJ8coEvYlbArYVfCroRdCbsSdiW0SmmV8CjhUcKjhEcJjxIe5erB5cebh0cpjxLiJMRJiJMQJyFOQpyEOAlxEuLkgxUJYhLEpCvCJeGacFG4KlwWICZFTIKYBDEJYhLEJIhJEJMgJkFMgpj0bTEhTkKchDgJcRLiJMRJiJMQJyFOQpyEOAlxEuIkxEmIkxAnYUzCmIQxCWMSxiSMSRiTMCahSvpmlkAmgUwCmQQyCWQSyOTy4PLjwwYyKWQSyCSQSSCTQCaBTAKZBDIJZGoHZN7/Fs71n72ynJ68Od/+Ss7Z+c3bq4111vXqcF4vHyxdeVmpsVAzfnHrXVREPUbxFNm+L9pOebgstc02n2Lk97Xb9fowpvuRuR3uZhqDeQyWMRjnC7SV73AF6QrSFaQrSFeQriBdQbriLa3gXgG6AnQF6ArQFaArQFeArkBbibYCbQXaCrQVaCvQVqCt4sHlx5sHbQXLCpYVLCtYVrCsYFnBsoJeBa4KXJVLzjXnonPVuewAVAmoAlAFoApAFYAqAFUAqvrB5ceHDaDKgmXBq4JXBa8KXhW8KnhV8Kp4QyroVZYkC5gVMCtgVsCsgFkBswJmxQtTgbYSbQXaCrQVaCvQVqCtQFuBtgJtBdoKlhUsK1hWsKxgWcGygmW9g16/2vy4", "part_5": "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", "part_6": "9Q/vfl/p9O4fNr9/e/7jyauPFeP/8vbVv3/4etVq/vhXnm3ODn55eX3z/jsrH745FEf6hHtut9xj69Ejsvj7k/Org/9+8urt5s8yyMePO+26uymX7dj1JWM/yHkct8cHM43BPAbLGIxTCq5TXCdAToCcADkBcgLkBMgJkBMgJ0BOGJswNmFswtiEsQljE8YmjE0Ym2AzwWaCzQSbCTYTbCbYTLCZYDPhZMLJhJPpEnANuAhcBS4DOJmAMQFjAsYEjAkYEzAmYEzAmIAxIWFCwoSECQkTEiYkTEiYkDAhYYK+BH0J+hL0JehL0JegL0Ffgr6EdQnrEtYlrEtYl7AuYV3CuoR1CdwSuCVwS+CWwC2BWwK3BG4J3BKaJTRLaJbQLKFZQrOEZgnNagfN/tETz7/Er/jwDeA4cmdpHcYyTO3A1394Wc0/atleMvcZaBehqlbbwWq/wcyqKrYD9Xiv0xjMY7CMwTgtEKlAUIGgAkEFggoEFQgqEFQgqEBQgaACQQWCCgQVCCoQVCCoQFCBoAJBBYIKBBUIKhBUIKhAUIGgAkEFggoEFQgqEFQgqEBQgaACQQWCCgQVCCoQVK44l5xrzkXnqgNBBYIKBBUIKhBUIKhAUIGgAkEFggoEFQgqEFQgqEBQgaACQQWCCgQVCCoQVCCoQFCBoAJBBYIKBBUIKhBUIKhAUIGgAkEFggoEFQgqEFQgqEBQgaACQQWCCgQVCCoQ1DsQ9PdvL86uD37YvDo7eHl5dXD69vrm8vXm6rN4lPNHG7a4YLHdWnvv4NHn5yAGxuvno0fdRao8ru3I9QUjP8h3GLXHRzKNwTwGyxiMUwm2Gmw12Gqw1WCrwVaDrQZbDbYabDXYarDVYKvBVoOtBlsNthpsNdhqsNVgq8FWg60GWw22Gmw1oGpA1YCqAVUDqgZUDagaUDVoatDUoKlBU4OmBk0Nmho0NTBqYNTAqIFRu4pdxq5jFzL4afDT4KfBT4OfBj8Nfnp6cL1x9YCfBj8Nfhr8NPhp8NMgpkFMg5gGMQ1iGsQ0iGkQ0yCmQUyDmAYxDWIaxDSIaRDTIKZBzLQDKv90efH90c3m6vXDns6/SJSPLwgWiD0S9UR02gGUz7z+A3e+v3Y+bsRdJIllO2o9dtQHr2T3I/b4GKYxmMeA2RqWygREJiAyAZEJiExAZAIiExCZgMi8Y6m8/w7L6aeKk4fjkzl8/8v6d/R93Iblm9Xhav5YgLXs71G2J9nzjiX2jHk/KL/e5rwcb3POr5fJtPsJ1mq1zaa+ZjZ/9lxqFdtMepyuaQzmMWA1DlLAsj2DsXPAxgG8HWvH2TF2fB1bx9UxdTzdUxm7BWwWwPzxfqwf58f48X1sf3ixyLErL8eu", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzsTQ3slDSUSouqcxJBYoUlQKpWgDyygrFKQAAAA==" } }	table__multihier___91259
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 10/25/2009 \| 10/31/2010 \| 10/30/2011 \| 10/28/2012 \| 10/27/2013 \| 10/26/2014 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Applied Materials \| 100.00 \| 97.43 \| 101.85 \| 88.54 \| 151.43 \| 183.29 \|\n\| S&P 500 Index \| 100.00 \| 116.52 \| 125.94 \| 145.09 \| 184.52 \| 216.39 \|\n\| RDG Semiconductor Composite Index \| 100.00 \| 121.00 \| 132.42 \| 124.95 \| 163.20 \| 207.93 \|\n\| \| December 31 \| \|\n\| --- \| --- \| --- \|\n\| (Dollars in billions) \| 2004 \| 2003 \|\n\| Assets under management \| $451.5 \| $296.7 \|\n\| Client brokerage assets \| 149.9 \| 88.8 \|\n\| Assets in custody \| 107.0 \| 49.9 \|\n\| Total client assets \| $708.4 \| $435.4 \|\n\| (Dollars in millions) \| 2004 \| 2003 \|\n\| --- \| --- \| --- \|\n\| Net interest income (fully taxable-equivalent basis) \| $636 \| $634 \|\n\| Noninterest income \| 428 \| 112 \|\n\| Total revenue \| 1,064 \| 746 \|\n\| Provision for credit losses \| 148 \| 389 \|\n\| Gains on sales of debt securities \| 2,016 \| 942 \|\n\| Merger and restructuring charges \| 618 \| — \|\n\| Noninterest expense \| 594 \| 597 \|\n\| Income before income taxes \| 1,720 \| 702 \|\n\| Income tax expense \| 492 \| 97 \|\n\| Net income \| $1,228 \| $605 \|\n\| Shareholder value added \| $36 \| $-1,339 \|\n\| (Dollars in millions) \| 2006 \| 2005 \|\n\| --- \| --- \| --- \|\n\| Net interest income-1 \| $141 \| $-305 \|\n\| Noninterest income \| \| \|\n\| Equity investment gains \| 2,866 \| 1,964 \|\n\| All other income \| -921 \| -975 \|\n\| Total noninterest income \| 1,945 \| 989 \|\n\| Total revenue-1 \| 2,086 \| 684 \|\n\| Provision for credit losses \| -116 \| 69 \|\n\| Gains (losses) on sales of debt securities \| -495 \| 823 \|\n\| Merger and restructuring charges-2 \| 805 \| 412 \|\n\| All other noninterest expense \| -41 \| 302 \|\n\| Income before income taxes-1 \| 943 \| 724 \|\n\| Income tax expense (benefit) \| 176 \| -20 \|\n\| Net income \| $767 \| $744 \|\n\| Shareholder value added \| $-306 \| $-953 \|\n\| (Dollars in millions) \| 2006 \| 2005 \|\n\| --- \| --- \| --- \|\n\| Principal Investing \| $1,894 \| $1,500 \|\n\| Corporate and Strategic Investments \| 972 \| 464 \|\n\| Total equity investment gains included in All Other \| 2,866 \| 1,964 \|\n\| Total equity investment gains included in the business segments \| 323 \| 248 \|\n\| Total consolidated equity investment gains \| $3,189 \| $2,212 \|\n\| \| December 31, 2015 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| Consumer Real Estate \| Credit Cardand OtherConsumer \| Commercial \| Total \|\n\| Impaired loans and troubled debt restructurings-1 \| \| \| \| \|\n\| Allowance for loan and lease losses-2 \| $634 \| $250 \| $217 \| $1,101 \|\n\| Carrying value-3 \| 21,058 \| 779 \| 2,368 \| 24,205 \|\n\| Allowance as a percentage of carrying value \| 3.01% \| 32.09% \| 9.16% \| 4.55% \|\n\| Loans collectively evaluated for impairment \| \| \| \| \|\n\| Allowance for loan and lease losses \| $2,476 \| $3,221 \| $4,632 \| $10,329 \|\n\| Carrying value-3, 4 \| 226,116 \| 189,660 \| 439,397 \| 855,173 \|\n\| Allowance as a percentage of carrying value-4 \| 1.10% \| 1.70% \| 1.05% \| 1.21% \|\n\| Purchased credit-impaired loans \| \| \| \| \|\n\| Valuation allowance \| $804 \| n/a \| n/a \| $804 \|\n\| Carrying value gross of valuation allowance \| 16,685 \| n/a \| n/a \| 16,685 \|\n\| Valuation allowance as a percentage of carrying value \| 4.82% \| n/a \| n/a \| 4.82% \|\n\| Total \| \| \| \| \|\n\| Allowance for loan and lease losses \| $3,914 \| $3,471 \| $4,849 \| $12,234 \|\n\| Carrying value-3, 4 \| 263,859 \| 190,439 \| 441,765 \| 896,063 \|\n\| Allowance as a percentage of carrying value-4 \| 1.48% \| 1.82% \| 1.10% \| 1.37% \|\nThe question is:\nWhat is the total amount of Principal Investing of 2006, Carrying value of December 31, 2015 Commercial, and Carrying value Loans collectively evaluated for impairment of December 31, 2015 Commercial ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "wnqpWPHdhYwcQ0DCw/vcmhqMk4qTi0WZ++fkOhE3Wy7UOb/eltDsXPnCfvhjl/epNDPbRZTrZ5aHMZt2sdg/GEUQ+l9VBaD6X1UFLiJCVOUuIkJU5S4iQlTlLiJCVOUuKkJU5a4qQlTlLiJCVOUuIkJU5S4iQlTlLiJCVOUuIkVUtStSRVS1K1JFVLUrUkVUtStSRVS1K1JFVLUrUkVUtStaTnyQPliaJqSQqRpBBJCpGkEEkKkaQQSQqRpPRIqomkmkiqiaSaSKqJpJrIftTfOFuqiaRASAqEpEBICoSkQEgKhKRASAqEpEBIND/R/ETzE81PND/R/ETzE81PND+R8UTGExlPZDyR8UTGExlPZDyR8USZE2VOlDlR5kSZE2VOlDlRZg65lbmFuXW5nzLJDVKDzCAxyAvSgqygOi8gX3C74HbB7YLbBbcLbhfcLrhdcLtAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYoLFBcoLlBcoLhAcYHi8pR63DxvHjhPnEfOM+eh89QB5gLMBZgLMBdgLsBcgLkAcwHmAswFmAswF2AuwFyAuQBzAeYCzAWYCzAXYC7AXIC5AHMB5gLMBZgLMBdgLsBcgLkAcwHmAswFmAswF2AuwFyAuQBzAeYCzAWYCzAXYObQ+R3CzxB+hfAuxqsYb2I4xxxjTjGHmDPMEeYEc4AbaDfQbqDdQLuBdgPtBtoNtBtoN9BuoN1Au4F2A+0G2g20G2g30G6g3UC7gXYD7QbaDbQbaDfQbjDdYLrBdIPpBtMNphtMN5huwNyAuQFzA+YGzA2YGzA3YG6zwiPsGfYQe4o9xp5jDzLwbeDbwLeBbwPfBr4NfBv4NrhtkNpgs0Fjg8YGjQ0aGzQ2aOz1UQ8r0XiuQWODxgaNDRobNDZobNDYoLFBI5vid08/e/rV0+tcb3O9zGWf2WZ2mU1mj9lidhh1nUHjDBpn0DiDxhk0zqBxBo0zaJxB4wwaZ9A4g8YZNM6gcQaNM2icQeMMDGdgOAPDGRjOwHAGhjMwnIHhDAxnYDgDwxkYzsBwBoYzMJyBIbnrN24/cfuF29t4L+O9i6f6ovgCFJReVF4QZHHsw8EALX4B9wO437+9fvf23ct3aAWsYBWoglSACk6BKSjl93E/j/t1fMtEtkxky0QAH9wDe1AP6ME8kDcQbxrNmjdBjEGOQY1Bj8E8BssYrGMwdDqNnY5fKafjaRzCNA5hGocwjUOYxiFM4xCmcQgTQ2DiuBkn3YyTbsYJg+KEQXHCoDhhUJwwKE4YFCcMihMGxQmD4qRBcdKgOGlQnPAcTngOJzyHE57DCc/hhOdwwnM44Tmc8BxOeg4nPYeTnsMJG+GEjXDCRjhhI5ywEU7YCCdshBM2wgkb4aSNcNJGOGkj", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjExNjO11DNQ0lEqLqnMSQUKFZUCqVoAXpNxwCoAAAA=" } }	table__multihier___91260
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Year Ended December 31 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| ($ in millions) \| 2011 \| 2010 \| 2009 \|\n\| Sales and service revenues \| $2,885 \| $3,027 \| $2,865 \|\n\| Segment operating income (loss) \| -220 \| -61 \| -29 \|\n\| As a percentage of segment sales \| -7.6% \| -2.0% \| -1.0% \|\n\| \| Year Ended December 31 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| ($ in millions) \| 2011 \| 2010 \| 2009 \| \|\n\| Sales and service revenues \| $3,766 \| $3,775 \| $3,534 \| \|\n\| Segment operating income (loss) \| 342 \| 355 \| 313 \| \|\n\| As a percentage of segment sales \| 9.1% \| 9.4% \| 8.9 \| % \|\n\| \| Year Ended December 31 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| ($ in millions) \| 2011 \| 2010 \| 2009 \|\n\| Net earnings (loss) \| $-94 \| $135 \| $124 \|\n\| Goodwill impairment \| 290 \| 0 \| 0 \|\n\| Deferred income taxes \| 27 \| -19 \| -98 \|\n\| Depreciation and amortization \| 190 \| 183 \| 186 \|\n\| Stock-based compensation \| 42 \| 0 \| 0 \|\n\| Retiree benefit funding less than (in excess of) expense \| 122 \| 33 \| -28 \|\n\| Trade working capital decrease (increase) \| -49 \| 27 \| -272 \|\n\| Net cash provided by (used in) operating activities \| $528 \| $359 \| $-88 \|\n\| \| Year Ended December 31 \| \| \| 2013 over 2012 \| \| 2012 over 2011 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| ($ in millions) \| 2013 \| 2012 \| 2011 \| Dollars \| Percent \| Dollars \| Percent \|\n\| Sales and Service Revenues \| \| \| \| \| \| \| \|\n\| Ingalls \| $2,757 \| $2,840 \| $2,885 \| $-83 \| -3% \| $-45 \| -2% \|\n\| Newport News \| 4,139 \| 3,940 \| 3,766 \| 199 \| 5% \| 174 \| 5% \|\n\| Intersegment eliminations \| -76 \| -72 \| -76 \| -4 \| -6% \| 4 \| 5% \|\n\| Total sales and service revenues \| $6,820 \| $6,708 \| $6,575 \| $112 \| 2% \| $133 \| 2% \|\n\| Operating Income (Loss) \| \| \| \| \| \| \| \|\n\| Ingalls \| $175 \| $97 \| $-220 \| $78 \| 80% \| $317 \| 144% \|\n\| Newport News \| 392 \| 360 \| 342 \| 32 \| 9% \| 18 \| 5% \|\n\| Total Segment Operating Income (Loss) \| 567 \| 457 \| 122 \| 110 \| 24% \| 335 \| 275% \|\n\| Non-segment factors affecting operating income (loss) \| \| \| \| \| \| \| \|\n\| FAS/CAS Adjustment \| -61 \| -80 \| -23 \| 19 \| 24% \| -57 \| -248% \|\n\| Deferred state income taxes \| 6 \| -19 \| 1 \| 25 \| 132% \| -20 \| -2,000% \|\n\| Total operating income (loss) \| $512 \| $358 \| $100 \| $154 \| 43% \| $258 \| 258% \|\nThe question is:\nWhat's the average of the Sales and service revenues in the years where Sales and service revenues is greater than 0? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMrI0MtUzAwJzJR2l4pLKnFSgYFEpkKoFAPRxSgssAAAA" } }	table__multihier___91262
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| Cash, cash equivalents, and short-term investments \| $24,490 \| $15,386 \| $10,110 \|\n\| Accounts receivable, net \| $2,422 \| $1,637 \| $1,252 \|\n\| Inventory \| $509 \| $346 \| $270 \|\n\| Working capital \| $20,598 \| $12,676 \| $8,066 \|\n\| Annual operating cash flow \| $9,596 \| $5,470 \| $2,220 \|\n\| As of December 31, 2006 (in millions) \| Before the adoption of SFAS No. 158 \| Adjustments \| After the adoption of SFAS No. 158 \|\n\| --- \| --- \| --- \| --- \|\n\| Other assets \| $344.9 \| $-56.3 \| $288.6 \|\n\| Total assets \| 10,743.2 \| -56.3 \| 10,686.9 \|\n\| Other liabilities \| 211.7 \| -16.3 \| 195.4 \|\n\| Total liabilities \| 9,363.7 \| -16.3 \| 9,347.4 \|\n\| Accumulated other comprehensive loss \| -8.0 \| -40.0 \| -48.0 \|\n\| Total stockholders’ equity \| 1,379.5 \| -40.0 \| 1,339.5 \|\n\| \| 2006 \| \| 2005 \| \| 2004 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| As of December 31 (dollars in millions) \| Amount \| Weighted Average Rate \| Amount \| Weighted Average Rate \| Amount \| Weighted Average Rate \|\n\| Core deposits: \| \| \| \| \| \| \|\n\| Non-interest-bearing \| $2,188.1 \| —% \| $2,218.4 \| —% \| $2,105.4 \| —% \|\n\| Savings, interest-bearing checking and money market \| 3,192.0 \| 1.39 \| 3,749.8 \| 1.29 \| 4,217.5 \| 0.82 \|\n\| Total \| 5,380.1 \| 0.82 \| 5,968.2 \| 0.81 \| 6,322.9 \| 0.55 \|\n\| Time deposits maturing: \| \| \| \| \| \| \|\n\| Within 6 months \| 2,282.7 \| 4.50 \| 1,299.5 \| 2.94 \| 820.6 \| 1.57 \|\n\| After 6 months but within 1 year \| 980.2 \| 4.63 \| 958.1 \| 3.44 \| 855.8 \| 2.53 \|\n\| After 1 but within 2 years \| 220.8 \| 3.65 \| 496.4 \| 3.64 \| 442.8 \| 2.75 \|\n\| After 2 but within 3 years \| 45.4 \| 3.14 \| 89.1 \| 2.86 \| 152.9 \| 3.64 \|\n\| After 3 years \| 49.2 \| 4.63 \| 61.4 \| 3.47 \| 86.4 \| 3.10 \|\n\| Total \| 3,578.3 \| 4.47 \| 2,904.5 \| 3.23 \| 2,358.5 \| 2.33 \|\n\| Total core deposits \| 8,958.4 \| 2.28 \| 8,872.7 \| 1.59 \| 8,681.4 \| 1.02 \|\n\| Non-core deposits \| 124.2 \| 0.34 \| 209.9 \| 1.27 \| 180.6 \| 0.62 \|\n\| Total deposits \| $9,082.6 \| 2.25% \| $9,082.6 \| 1.59% \| $8,862.0 \| 1.02% \|\nThe question is:\nWhat's the increasing rate of Savings, interest-bearing checking and money market in 2006? (in %)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "91zR7bmi23NFt+eKbs8V3Z4ruj1XdJu6bVu3bU8sNHXbpm7b1G2bum1Tt23qtk3dtqnbNnXbtm7bHlFo6rZN3bap2zZ126Zu29Rtm7ptU7dt6rZt3bYp1DaF2qZQ2xRqm0JtU6htCrVNobYp1LaF2vbUQVOobQq1TaG2KdQ2hdqmUNsUaptCbVOobQu17TGDplDbFGqbQm1TqG0KtU2htinUNoXaplDbVGabymxTmW0qs01ltqnMNpXZpjLbVGbbswFNZbapzDaV2aYy21Rmm8psU5ltKrNNZbY9DNAeBmgKtU2htinUNoXaplDbFGqbQm1TqG0KtW33f9v939Rtm7ptU7dt6rZN3bap2zZ126Zu29Rt23b/tt2/qeo2Vd2mqttUdZuqblPVbaq6TX9/HyFRSBKKhCChR8gRaoQYBQwJGRIyJGBIwJCAIQFDAoYEDImTR08zvwMYEjIkZEjAkIAhAUMChgQMCRgSMCRgSLhAMoQ+/abs25R9m7JvU/Ztyr5N2bcp+zaN+U0RuCkCN0XgpgjcFIGbInBTBG567Zte+6ZA3BSImwJxUyBuCsRNgbgpEDcF4qZA3BSImwJxUyBuCsRNgbgpEDc98E0PfFM8borHTfG4KR43xeOmeNwUj5um96bpvSksN4XlprDcFJabwnJTWG4Ky02Xe9Pl3hSdP1iagZVYhdVYA2vF2rDmh0HMA7kO5DqQ60CuA7kmjggjooggIobS0dbZmGaSiHAis4nMJjKbyGwis4l4JvKYyGMij4k8JvKYiF4ia4msJbKWyFr6Wn2vvljfbD4aZX4yRCcRnUR0EtFJRCcRnURYEmFJhCURlkRYEmFJ5CKRi0QuErlI5CIJ+yTsk7BPwj7XR6PMT0YwJ9GbRG8SvUn0JlGYRGEShUkU5u7RKNOTsbR+g7DOLDOrzCKXY6+zsc3GJC5FgBYBWgRoEaBFEBZBWARhLY+ua6z5kQnCIgiLICyCsAjCIgiLICyCsAjCIgjLtXE5XA8XxBUh0IpAKwKtCLQi0IrQKkKrCK0itIrQKkKrCK0itIrQKkKrCKYimIpgKoKpCKYimIpgKoKpCKYimHi5Tfg0xOa989p56+3gYzbW2dhmYwqmJiiaoGiCogmKJiiaMGjCoAmDJgyaMGjCoAmDJgyaMGjCoAmDJgyaMGjCoAmDdqVcDtfDBXFFCIMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKA1zIIA6s3vDFeGO9rOPiYjXU2ttmYwmAQBoMwGITBIAwGYTAIg0EYDMJgEAaDMBiEwSAMBmEwCINBGAzCYBAGg", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzSxMDdV0lEqLqnMSQUKFZUCqVoAU+abVCoAAAA=" } }	table__multihier___91265
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2004 \| 2003 \| $ Change \| % Change \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| \| \| \| \|\n\| Years ended December 31, \| \| \| \| \|\n\| Operating Expenses: \| \| \| \| \|\n\| Salaries and employee benefits \| $1,957 \| $1,731 \| $226 \| 13% \|\n\| Information systems and communications \| 527 \| 551 \| -24 \| -4 \|\n\| Transaction processing services \| 398 \| 314 \| 84 \| 27 \|\n\| Occupancy \| 363 \| 300 \| 63 \| 21 \|\n\| Merger, integration and divestiture costs \| 62 \| 110 \| -48 \| -44 \|\n\| Restructuring costs \| 21 \| 296 \| -275 \| -93 \|\n\| Other \| 431 \| 320 \| 111 \| 35 \|\n\| Total operating expenses \| $3,759 \| $3,622 \| $137 \| 4 \|\n\| \| 2005 \| 2004 \| 2003 \|\n\| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| \| \| \|\n\| Foreign currency translation \| $73 \| $213 \| $128 \|\n\| Unrealized gain (loss) on hedge of net foreign investment in subsidiaries \| 11 \| -26 \| – \|\n\| Unrealized (loss) gain on available-for-sale securities \| -285 \| -56 \| 74 \|\n\| Minimum pension liability \| -26 \| -26 \| – \|\n\| Unrealized loss on cash flow hedges \| -4 \| -13 \| -10 \|\n\| Total \| $-231 \| $92 \| $192 \|\n\| (In millions) \| 2009 \| 2008 \| 2007 \|\n\| --- \| --- \| --- \| --- \|\n\| Gross gains from sales of available-for-sale securities \| $418 \| $100 \| $24 \|\n\| Gross losses from sales of available-for-sale securities \| -50 \| -32 \| -17 \|\n\| Gross losses from other-than-temporary impairment \| -1,155 \| -122 \| -34 \|\n\| Losses not related to credit-1 \| 928 \| — \| — \|\n\| Net impairment losses \| -227 \| -122 \| -34 \|\n\| Gains (Losses) related to investment securities, net \| $141 \| $-54 \| $-27 \|\n\| (In millions) \| 2011 \| 2010 \|\n\| --- \| --- \| --- \|\n\| Fair value \| $99,832 \| $81,881 \|\n\| Amortized cost \| 100,013 \| 82,329 \|\n\| Net unrealized loss, pre-tax \| $-181 \| $-448 \|\n\| Net unrealized loss, after-tax \| $-113 \| $-270 \|\n\| \| 2007 \| 2008 \| 2009 \| 2010 \| 2011 \| 2012 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| State Street Corporation \| $100 \| $49 \| $55 \| $58 \| $52 \| $61 \|\n\| S&P 500 Index \| 100 \| 63 \| 80 \| 92 \| 94 \| 109 \|\n\| S&P Financial Index \| 100 \| 45 \| 52 \| 59 \| 49 \| 63 \|\nThe question is:\nwhat is the roi of an investment in state street corporation from 2007 to 2009?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.6875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzFV0lEqLqnMSQXyi0qBVC0AQ/syHicAAAA=" } }	table__multihier___91267
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| December 31, 2009 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| Consolidated \| Unconsolidated \| Total \|\n\| Maximum loss exposure \| $9,388 \| $25,135 \| $34,523 \|\n\| On-balance sheet assets \| \| \| \|\n\| Available-for-saledebt securities \| $3,492 \| $– \| $3,492 \|\n\| Held-to-maturitydebt securities \| 2,899 \| – \| 2,899 \|\n\| Loans and leases \| 318 \| 318 \| 636 \|\n\| All other assets \| 4 \| 60 \| 64 \|\n\| Total \| $6,713 \| $378 \| $7,091 \|\n\| On-balance sheet liabilities \| \| \| \|\n\| Commercial paper and other short-term borrowings \| $6,748 \| $– \| $6,748 \|\n\| Total \| $6,748 \| $– \| $6,748 \|\n\| Total assets of VIEs \| $6,713 \| $13,893 \| $20,606 \|\n\| \| Total Revenue -1 \| \| Net Income (Loss) \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| Deposits \| $13,181 \| $13,890 \| $1,352 \| $2,576 \|\n\| Global Card Services-2 \| 25,621 \| 29,046 \| -6,603 \| -5,261 \|\n\| Home Loans & Insurance \| 10,647 \| 16,903 \| -8,921 \| -3,851 \|\n\| Global Commercial Banking \| 10,903 \| 11,141 \| 3,181 \| -290 \|\n\| Global Banking & Markets \| 28,498 \| 32,623 \| 6,319 \| 10,058 \|\n\| Global Wealth & Investment Management \| 16,671 \| 16,137 \| 1,347 \| 1,716 \|\n\| All Other-2 \| 5,869 \| 1,204 \| 1,087 \| 1,328 \|\n\| Total FTE basis \| 111,390 \| 120,944 \| -2,238 \| 6,276 \|\n\| FTE adjustment \| -1,170 \| -1,301 \| – \| – \|\n\| Total Consolidated \| $110,220 \| $119,643 \| $-2,238 \| $6,276 \|\n\| \| Net Charge-offs \| \| Net Charge-off Ratios-1 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| U.S. commercial-2 \| $881 \| $2,190 \| 0.50% \| 1.09% \|\n\| Commercial real estate \| 2,017 \| 2,702 \| 3.37 \| 3.69 \|\n\| Commercial lease financing \| 57 \| 195 \| 0.27 \| 0.89 \|\n\| Non-U.S.commercial \| 111 \| 537 \| 0.39 \| 1.76 \|\n\| \| 3,066 \| 5,624 \| 1.07 \| 1.72 \|\n\| U.S. small business commercial \| 1,918 \| 2,886 \| 12.00 \| 15.68 \|\n\| Total commercial \| $4,984 \| $8,510 \| 1.64 \| 2.47 \|\n\| \| December 31 \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Commercial Utilized-1 \| \| Commercial Unfunded-2, 3 \| \| Total Commercial Committed \| \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| Loans and leases \| $296,990 \| $322,564 \| $272,172 \| $298,048 \| $569,162 \| $620,612 \|\n\| Derivative assets-4 \| 73,000 \| 87,622 \| – \| – \| 73,000 \| 87,622 \|\n\| Standby letters of credit and financial guarantees \| 62,027 \| 67,975 \| 1,511 \| 1,767 \| 63,538 \| 69,742 \|\n\| Debt securities and other investments-5 \| 10,216 \| 11,754 \| 4,546 \| 1,508 \| 14,762 \| 13,262 \|\n\| Loansheld-for-sale \| 10,380 \| 8,169 \| 242 \| 781 \| 10,622 \| 8,950 \|\n\| Commercial letters of credit \| 3,372 \| 2,958 \| 1,179 \| 569 \| 4,551 \| 3,527 \|\n\| Bankers’ acceptances \| 3,706 \| 3,658 \| 23 \| 16 \| 3,729 \| 3,674 \|\n\| Foreclosed properties and other \| 731 \| 797 \| – \| – \| 731 \| 797 \|\n\| Total commercial credit exposure \| $460,422 \| $505,497 \| $279,673 \| $302,689 \| $740,095 \| $808,186 \|\n\| Cash FlowsMillions of Dollars \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| Cash provided by operating activities \| $2,880 \| $2,595 \| $2,257 \|\n\| Cash used in investing activities \| -2,042 \| -2,047 \| -1,732 \|\n\| Cash used in financing activities \| -784 \| -752 \| -75 \|\n\| Net change in cash and cash equivalents \| $54 \| $-204 \| $450 \|\nThe question is:\nWhat will Commercial lease financing reach in 2011 if it continues to grow at its current rate? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "1oI1DHWs14wd/f/uq7/56ujNQ1JtR/8//vb06pvtyeXXX18/FD8uuwRdnOiS9cg65LFk85P63FdKrncRWFC3+ey2jv769Obs8mEWq6969V/2DdaXNLiL1r5abR4a7HHq02jMo7GMxrhFBBRhQBEGFGFAEQQUQUARBBRBQBEEFEFAEQQUQUARBBRhQBEGFGFAEQQUQUARBBRBQBEEFEFAEQQUQUARBBTx6PQ+Or6Pzi8BRRBQBAFFuPnuvtvv/nsACCjCgCIIGYKQIQgZgpAhCBmCkCEIGYKQIQgZwpAhCAqCoCAICoKgIAgKgqAgCAqCoCAICsKgIMB+gP0A+wH2A+wH2A+wH2A/wH6I/QDsAdgDsAdgD8AegD0AewD2AOwh2AN0B+gO0B2gO0B3gO4A3QG6A3SH6A7gHMA5gHMA5wDOAZwDOAdwDuAcwjnAb4DfAL8BfgP8BvgN8BvgNw/gd7jOutre/s/2+ub0ZvsxCt/+/7yjjc7Blw3fNfIAhT+l613l57yKfdf52Q0+JnJ+lQ8zqhdodpe8/mqXbYsTnCG+EFeIJ8QRJlhOsZyANwFvAt4EvAl4E/Am4E3Am4A3YWnC0oSlCUsTliYsTViasDRhaYLHBI8JHhM8JnhM8JjgMcFjgseEhwkPEx6mR8Az4CHwFHgM4GECwASACQATACYATACYADABYALAhHgJ8RLiJcRLiJcQLyFeQryEeAniEsQliEsQlyAuQVyCuARxCeISpiVMS5iWMC1hWsK0hGkJ0xKmJRBLIJZALIFYArEEYgnEEoglEEuolVAroVZCrYRaCbUSaiXUqo9T6/03h46+Prs4vXgzFGMcIlffe3njSDNPJp7q49x6Vue7t7RN73vPL2rzxy+U8TCxeqGmPwx69dWy2Tfd47JMozGPxjIa4z6CsIJZBbMKZhXMKphVMKtgVsGsglkFswpmFcwqmFUwq2BWwayCWQWzCmYVzCqYVTCrYFbBrIJZBbMKZhXMKphVMKtgVsGsglkFswpmFcwqmFUwq2BWeeI8cp45D52nDmYVzCqYVTCrYFbBrIJZBbMKZhXMKphVMKtgVsGsglkFswpmFcwqmFUwq2BWwayCWQWzCmYVzCqYVTCrYFbBrIJZBbMKZhXMKphVMKtgVsGsglkFswpmFcwqmFUwq2BWH2DWX15enNzl9p6X61yv71Od5hm8e/DqoQ/A6rm9fvD3vX8R6gOQek5bP4ZTbvZN1hc2eZ/v3F0BxwkiRaNIFIUi0AZKDZQaKDVQaqDUQKmBUgOlBkoNlBooNVBqoNRAqYFSA6UGSg2UGig1UGqg1ECpgVIDpQZKDZQaDDUYajDUYKjBUIOhBkMNhhrwNOBpwNOApwFPA54GPA14GtQ0qGlQ06CmPcUeY8+xBxm4NHBp4NLApYFLA5cGLj096m88PcClgUsDlwYuDVwauDQA", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjTTMzMzNDVR0lEqLqnMSQUKFZUCqVoA+ChAiSoAAAA=" } }	table__multihier___91272
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| As of December 31, 2009 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Notional \| Fair Value \| Hypothetical Fair Value After +100 Basis Point Parallel Yield CurveShift \| Hypothetical Change in Fair Value \| \|\n\| \| (in millions) \| \| \| \|\n\| Financial assets with interest rate risk: \| \| \| \| \|\n\| Fixed maturities -1 \| \| $196,473 \| $183,631 \| $-12,842 \|\n\| Commercial mortgage and other loans \| \| 30,693 \| 29,553 \| -1,140 \|\n\| Policy loans \| \| 11,837 \| 11,142 \| -695 \|\n\| Derivatives: \| \| \| \| \|\n\| Swaps \| $114,601 \| -259 \| -1,876 \| -1,617 \|\n\| Futures \| 3,987 \| -1 \| -100 \| -99 \|\n\| Options \| 4,809 \| 623 \| 534 \| -89 \|\n\| Forwards \| 13,507 \| -15 \| -26 \| -11 \|\n\| Variable annuity and other living benefit feature embedded derivatives-2 \| \| -55 \| 534 \| 589 \|\n\| Financial liabilities with interest rate risk: \| \| \| \| \|\n\| Short-term and long-term debt \| \| -24,054 \| -22,284 \| 1,770 \|\n\| Debt of consolidated variable interest entities-3 \| \| -239 \| -239 \| 0 \|\n\| Investment contracts \| \| -74,353 \| -72,198 \| 2,155 \|\n\| Bank customer liabilities \| \| -1,538 \| -1,526 \| 12 \|\n\| Net estimated potential loss \| \| \| \| $-11,967 \|\n\| \| Pension \| \| Postretirement \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Minimum \| Maximum \| Minimum \| Maximum \|\n\| Asset Category \| \| \| \| \|\n\| U.S. Equities \| 2% \| 11% \| 36% \| 47% \|\n\| International Equities \| 2% \| 11% \| 1% \| 7% \|\n\| Fixed Maturities \| 52% \| 72% \| 0% \| 55% \|\n\| Short-term Investments \| 0% \| 12% \| 0% \| 60% \|\n\| Real Estate \| 1% \| 14% \| 0% \| 0% \|\n\| Other \| 3% \| 22% \| 0% \| 0% \|\n\| \| in millions \|\n\| --- \| --- \|\n\| Visa Inc. common stock \| $17,935 \|\n\| Visa Europe put option \| 346 \|\n\| Liability under Framework Agreement \| 132 \|\n\| Total purchase consideration \| $18,413 \|\nThe question is:\nIn the section with largest amount of Forwards, what's the sum of elements? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "2qFRO3Rmh87s0JkdOrNDZ3bozA6d2aEzO3Rmx98NGDqzQ2d26MwOndmhMzt0ZofO7NCZHTqz4y8DjL8MMDRqh0bt0KgdGrVDo3Zo1A6N2qFROzRqx+n/cfp/6NsOfduhbzv0bYe+7dC3Hfq2Q9926NuO4/7juP/Q1R26ukNXd+jqDl3doas7dHWH+f45B1EgCSIBJHgEjqARMAoOiQ6JDgkOCQ4JDgkOCQ4JDsnFo9WszwCHRIdEhwSHBIcEhwSHBIcEhwSHBIfEDdIhzOkPbd+h7Tu0fYe279D2Hdq+Q9t3GMwfmsBDE3hoAg9N4KEJPDSBhybwMGs/zNoPDeKhQTw0iIcG8dAgHhrEQ4N4aBAPDeKhQTw0iIcG8dAgHhrEQ4N4mIEfZuCH5vHQPB6ax0PzeGgeD83joXk8DL0PQ+9DY3loLA+N5aGxPDSWh8by0FgeptyHKfeh6fxlZBiiImqiIdqIjkQ70boYYB5wHXAdcB1wHXBNHVFGVBFFRA2VVzuuwXInBYQLzBaYLTBbYLbAbAHPAo8FHgs8Fngs8FhAr8BagbUCawXWysfqc/XB+mTr0VXWlQGdAjoFdAroFNApoFOApQBLAZYCLAVYCrAUuChwUeCiwEWBi6Lsi7Ivyr4o+zo+usq6Moq5qN6ieovqLaq3qMKiCosqLKqwTo+usqyMrfUdhH1mm9llNrm99nEN9jVY4NIUaFOgTYE2BdoUYVOETRH24dHPDdG6ZIqwKcKmCJsibIqwKcKmCJsibIqwKcJ2b9wO98MNcUcotKbQmkJrCq0ptKa0mtJqSqspraa0mtJqSqspraa0mtJqiqkppqaYmmJqiqkppqaYmmJqiqkpJh7uUD6DsXnuPHae+njxbQ2Oa7CvwVJMQ1EMRTEUxVAUQ1EMZTCUwVAGQxkMZTCUwVAGQxkMZTCUwVAGQxkMZTCUwVAG4065He6HG+KOUAZDGQxlMJTBUAZDGQxlMJTBUAZDGQxlMJTBUAZDGQxlMJTBUAZDGQxlMJQBj2WjDOze8MR4YDyvzYtva3Bcg30NljLYKIONMtgog40y2CiDjTLYKIONMtgog40y2CiDjTLYKIONMtgog40y2CiDjTLYKIONMtgog40y2CiDjTLYKIPN/XZT3VW3lX2lCuyr2VajQKgPyuPoxbc1OK7BvgZL0lBQNtN8/aLWKDUqjULjzYsXL967eO2iNu2g2UCjbKlaipaa5WsgrTM6Z0vjbFsPbLb1wGZbD2y29cBmW", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQ2szQw0TNQ0lEqLqnMSQUKFZUCqVoAU6yY0yoAAAA=" } }	table__multihier___91273
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Pension plans \| \| \| \| Post retirement benefit plans \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| U.S. plans-1 \| \| Non-U.S. plans \| \| U.S. plans \| \| Non-U.S. plans \| \|\n\| In millions of dollars \| 2010 \| 2009 \| 2010 \| 2009 \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| Change in projected benefit obligation \| \| \| \| \| \| \| \| \|\n\| Projected benefit obligation at beginning of year \| $11,178 \| $11,010 \| $5,400 \| $4,563 \| $1,086 \| $1,062 \| $1,141 \| $937 \|\n\| Benefits earned during the year \| 14 \| 18 \| 167 \| 148 \| 1 \| 1 \| 23 \| 26 \|\n\| Interest cost on benefit obligation \| 644 \| 649 \| 342 \| 301 \| 59 \| 60 \| 105 \| 89 \|\n\| Plan amendments \| — \| — \| 8 \| -2 \| — \| — \| — \| -4 \|\n\| Actuarial loss \| 537 \| 559 \| 459 \| 533 \| 108 \| 43 \| 120 \| 57 \|\n\| Benefits paid \| -643 \| -1,105 \| -264 \| -225 \| -87 \| -93 \| -47 \| -42 \|\n\| Expected Medicare Part D subsidy \| — \| — \| — \| — \| 12 \| 13 \| — \| — \|\n\| Divestitures \| — \| — \| — \| -170 \| — \| — \| — \| — \|\n\| Settlements \| — \| — \| -49 \| -94 \| — \| — \| — \| — \|\n\| Curtailments-2 \| — \| 47 \| — \| 13 \| — \| — \| — \| -3 \|\n\| Foreign exchange impact and other \| — \| — \| 126 \| 333 \| — \| — \| 53 \| 81 \|\n\| Projected benefit obligation at year end \| $11,730 \| $11,178 \| $6,189 \| $5,400 \| $1,179 \| $1,086 \| $1,395 \| $1,141 \|\n\| Change in plan assets \| \| \| \| \| \| \| \| \|\n\| Plan assets at fair value at beginning of year \| $9,934 \| $11,516 \| $5,592 \| $4,536 \| $114 \| $143 \| $967 \| $671 \|\n\| Actual return on plan assets \| 1,271 \| -488 \| 432 \| 728 \| 10 \| -7 \| 126 \| 194 \|\n\| Company contributions-3 \| 999 \| 11 \| 305 \| 382 \| 58 \| 71 \| 75 \| 91 \|\n\| Employee contributions \| — \| — \| 6 \| 5 \| — \| — \| — \| — \|\n\| Divestitures \| — \| — \| — \| -122 \| — \| — \| — \| — \|\n\| Settlements \| — \| — \| -49 \| -95 \| — \| — \| — \| — \|\n\| Benefits paid \| -643 \| -1,105 \| -264 \| -225 \| -87 \| -93 \| -47 \| -42 \|\n\| Foreign exchange impact and other \| — \| — \| 123 \| 383 \| — \| — \| 55 \| 53 \|\n\| Plan assets at fair value at year end \| $11,561 \| $9,934 \| $6,145 \| $5,592 \| $95 \| $114 \| $1,176 \| $967 \|\n\| Funded status of the plan at year end-4 \| $-169 \| $-1,244 \| $-44 \| $192 \| $-1,084 \| $-972 \| $-219 \| $-174 \|\n\| Net amount recognized \| \| \| \| \| \| \| \| \|\n\| Benefit asset \| $— \| $— \| $528 \| $684 \| $— \| $— \| $52 \| $57 \|\n\| Benefit liability \| -169 \| -1,244 \| -572 \| -492 \| -1,084 \| -972 \| -271 \| -231 \|\n\| Net amount recognized on the balance sheet \| $-169 \| $-1,244 \| $-44 \| $192 \| $-1,084 \| $-972 \| $-219 \| $-174 \|\n\| Amounts recognized inAccumulated \| \| \| \| \| \| \| \| \|\n\| other comprehensive income (loss) \| \| \| \| \| \| \| \| \|\n\| Net transition obligation \| $— \| $— \| $-2 \| $-4 \| $— \| $— \| $1 \| $1 \|\n\| Prior service cost (benefit) \| -1 \| -2 \| 26 \| 23 \| -6 \| -10 \| -6 \| -5 \|\n\| Net actuarial loss \| 4,021 \| 3,927 \| 1,652 \| 1,280 \| 194 \| 99 \| 486 \| 393 \|\n\| Net amount recognized in equity—pretax \| $4,020 \| $3,925 \| $1,676 \| $1,299 \| $188 \| $89 \| $481 \| $389 \|\n\| Accumulated benefit obligation at year end \| $11,689 \| $11,129 \| $5,576 \| $4,902 \| $1,179 \| $1,086 \| $1,395 \| $1,141 \|\n\| In millions of dollars \| 2011 \| 2012 \| 2013 \| 2014 \| 2015 \| Thereafter \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Bank \| $35,066 \| $38,280 \| $8,013 \| $7,620 \| $6,380 \| $17,875 \|\n\| Non-bank \| 15,213 \| 25,950 \| 7,858 \| 5,187 \| 3,416 \| 18,381 \|\n\| Parent company \| 21,194 \| 30,004 \| 21,348 \| 19,096 \| 12,131 \| 88,171 \|\n\| Total \| $71,473 \| $94,234 \| $37,219 \| $31,903 \| $21,927 \| $124,427 \|\n\| \| At December 31, 2014 \| \| At December 31, 2013 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Fair Value \| Unfunded Commitment \| Fair Value \| Unfunded Commitment \|\n\| \| (dollars in millions) \| \| \| \|\n\| Private equity funds \| $2,569 \| $613 \| $2,531 \| $559 \|\n\| Real estate funds \| 1,753 \| 112 \| 1,643 \| 124 \|\n\| Hedge funds-1: \| \| \| \| \|\n\| Long-short equity hedge funds \| 433 \| — \| 469 \| — \|\n\| Fixed income/credit-related hedge funds \| 76 \| — \| 82 \| — \|\n\| Event-driven hedge funds \| 39 \| — \| 38 \| — \|\n\| Multi-strategy hedge funds \| 139 \| 3 \| 220 \| 3 \|\n\| Total \| $5,009 \| $728 \| $4,983 \| $686 \|\nThe question is:\nWhat is the proportion of all Benefits earned during the year that are greater than 100 to the total amount of Benefits earned during the year, in 2010?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "QFgDYQ2ENRDWQFgDYQ2FNZDOQDoD6QykM5DOQDoD6QykM/dI529Pzq8yAW9vfipqENBY3X6TuzoS2OLaN4DcI6B7x4jrWuHx8W6MfNiVee1d1rK9sh52ZV1/aXy8nrZX9sOu7Os85SpX2yunB1ypwi7Lat5dP4+TtozGuGQobCKaiWgmopmIZiKaiWgmopnIZCqTiRAmQpgIYSKEiRAmQpirO8OPD48QpkKYSF0idYnUJVKXSF0idYnUJVKXSF3eQQTalmhbom2JtiXalm4Kd4XbAm1LtS3RtkTbEm1LtC3RtkTbEm1LtC3RtvTNNpG6ROoSqUukLpG6ROoSqUukLpG6ROoSqUukLpG6ROoSqUukLhG3RNwScUvELRG3RNwScUvELZGz9C0yUbdE3RJ1S9QtUbdE3XK5M/w42ahbqm6JuiXqlqhbom6JuiXqlqhbom61R93+/sPFyXuSw/PqsObb90JxY7rIbNH4qdVnq7B6tOKLblznmNd1GFlbN/KLl1wnmXM+vD0mcMV3T/suuU4z5+pwfbx72P7iJdeJ5ri8JObtJdP9l9xNNUcd1nDlPE7JMhrjmiFv5QtkoXaF2hVqV6hdoXaF2hVqV7wiFtpXiF0hdoXYFWJXiF0hdoXYFfJWylshb4W8FfJWyFshb4W8VdwZfnx45K3Qs0LPCj0r9KzQs0LPCj0rFKyQrEKyCskqJKuQrHLXue0QqVKkCpEqRKoQqUKkCpEqRKr6zvDjZCNSZYK10KxCswrNKjSr0KxCswrNKl7PCgUrU6iFoBWCVghaIWiFoBWCVgha8bZWyFspb4W8FfJWyFshb4W8FfJWyFshb4W8FXpW6FmhZ4WeFXpW6FmhZ2xRd6j1AcsDjTY12tRoE9ucXc4mZ4+zxdnhre/DxDW03tJ6Q+sNrTe03tB6Q+sNrTe03tB6Q+sNrTe03tB6Q+sNrTe03tB6Q+sNjzc83vB4w+MNjzc83vB4w9wNczfM3TB3w9wNczfM3XB1w9UNVzdc3XB1w9Vdd0YYn0gguGvdtu5bN647163r3oWOG/5t+Lfh34Z/G/5t+Lfh34ZxG4ptKLah2IZiG4ptKLah2IZUGxZtWLRh0YZFGxZtWLRhUaZTcbN4aO1wgscmeGyCx1ghFoj1YXlYHRZn0veBOlgnhdHSopXFmQeZeZCZB2HpWXkWnnVn2Vl1Fh1ZZQMoqhYeFx5k4UEWHmThQdhTbCl2FBuK/cR2YjchySiy75tWKS1SIt0oN8KNbiPbqDaiPbyDxtgUFWNTVIxNUTE2RcXYFBVjU1SMTVFxtBpvvRpvvRpvvRpvvRpvvRpvvfLWy2CMv0wRvPT9x827HzYH3386e/fxaPWbq3fAP7s4+MvN281P312+BF6+bF6/ef711c8k/tfPP5P4q3cf3r8/Of94dZjXT6fv31/9BP2vbw7xuGovu3pZDHuMwh6jsMcobnqMnuLfP5x9f/2LaX/x4aefTi8+d8Ld7+h88/tVcdPP9O0j58Nmpg7XNz/pGzdNU08Z8nEPO90cKxI0", "part_6": "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", "part_7": "Q8UNFTdU3FBxQ8UNFTdU3FBxQ8UNFTdU3FBxQ8UNFTfk25BvQ74N+Tbk25BvQ74N+TZ029BtQ7cN3TZ029BtQ7cN3bZ73S3sHnYTu4vdxu5jNzKU2lBqQ6kNpTaU2lBqQ6k93Rlv3D1QakOpDaU2lNpQakOpDW02tNnQZkObDW02tNnQZkObDW02tNnQZkObDW02tNnQZkObDW02tDnteYf4zx/Ofji6/OP5xW3u58ddI8NzdphU3kbU5oqtjlocZb9Ne6L+Z/D+YS8EtU0pss/Z5uxyNvnkKgxbYEIcJsRhQhwmxGFCHCbEYUIcJsRh3rMF/vr0959/3u/q16v+/dvzzbvTi6PzzfXPYL3QZphv21pM1Vt+tvoM+uc9e+FZH+Nhu2KJ7WPU6FyPxjQa82iwLsOmWPYs0l/97vLV8ejd+enlP19qVfJ2j1uzsNJuoR3GXPasytP8ftgy5LL1u0ZvejSm0ZhHYxmNYRnWe5bhbz69vzg9+nhxfrmtfngxrlxtV8KCjY0E9hGs92Rinu7to/IXuXU6n92Vh+2EuDnFLTj48Pl8+Mbp6HGZptGYR2MZje1GzLGLNccu1hy7WHPsYs2xizXHLtYcu1hzPNovx6P9cuxvzbG/Ncf+1hz7W3Psb82xvzXH/tYc+1tzPOsuOesu7UNN+1DTPtTkrLvkrLvkrLuklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMmmlTFsp01bKtJUyaaVMWimTVsqklTJppUxaKZNWyqSVMo+gVVlVUoVE4VAoFAaFQOFP6BP2DOQzlM9QPkP5DOQzkM9APgP5DOQzkM9APgP5DOQz1MtQLwO9DPQy0MtALwO9DPQy0MtAL8OFvbOyd5ZWvQyX2rV2sV1tl9v1dsFdcfQy1MtQL0O9DPQy0MtALwO9DPQy0MtALwO9DPQy1MtQL0O9DPQy0MtALwO9DPQy0MtALwO9DPQy1MtQL0O9DPQy0MtALwO9DPQy0MtALwO9DPQy1MtAEQNFDBQxUMRAEQNFDBQxUMRAEUNFDDQv0LxA8wLNCzQv0LxA8wLNCzQv1LxA1QJVC1QtULVA1QJVC1QtULVA1UJVC3Qr0K1AtwLdCnQr0K1AtwLdgjOkDBlDwoAvoAvYArKAK6AKmAKiSFQsVbFEpxKdSnQq0alEpxKdSnQq0alEpxIlSpQoUaJEiRIlSpQo", "part_8": "UZtEQBIBSQQkEZBEQBIBSRfcdXQhXUmX0rXMOyMsWOMMwvsJlSdUnlB5QuUJlSdUnlB5QuUJlSfsnLBzws4JOyfsnLBzws4JOyfsnNBxQscJHSd0nNBxQrIJqyasmrBqwqoJqyZcmZBjQo4JOSbkmJBjQnkJxyUcl3BcwnEJx7GVjCAMIIwfxtPCktPCPlsMwGVcxUU9GtxgHo1lNIaNUXBcQWoFqRWkVpBaQWoFVRVUVVBVQVUFVRVUVZBTQU4FORXkVJBTQU4FHRV0VNBRQUcFHRV0VO4Ml9F1dCFdSZcS6iioo6COgjoK6iiooyCEghAKQigIoSCEghAKQigIoSCEghAKQigIoSCEghAKQigIoSCEggIKCigooKCAggJYBmNxQ3Ej8QbmDcxZS5aSlWzd4AbzaCyjMcC8gXkD8wbmDXgb8DbgZQcZ75seMzs2wYETkzMxOWzKyaG5qEeDG8yjsYzGMDlsW98VTJ6ZO5t5kJkHYe+z9dn5bHz2PW8XvFzwbgE6fLMwmWYubcH1BdcX1gDAgTfgBtpQX95MeDHhvQSA+lZiqs1MG0gGyOAYGCPkvKvwqjK8qdRY+aqx8lVj5avGyleNla8aK181Vr5qrHzVWPmqsfJVY+WrxspXjZWvGitfNVa+aqx81Vj5qrHyVVS+yspXWeoqSl1FqasodRWlrqLUVZS6ilJXUeoqSl1lqausbRW1raK2VdS2itpWUdsqaltFbauobRW1rbK2VRazimJWUcwqillFMasoZhXFrKKYVRSzimJWWcwqq1dF9aqoXhXVq6J6VVSviupVUb0qqldF9aqsXpXlqqJcVZSrinJVUa4qylVFuaooVxXlqqJcVRakioJUUZAqClJFQaooSBUFqaIgVRSkioJUWXIqSk5FyakoORUlp6LkVJScipJTUXIqSk5lUakoKhVFpaKoVBSViqJSUVQqikpFUakoKpVlo6JsVJSNirJRUTYqykZF2agoGxVlo6JsVFSCikpQUQkqKkFFJaioBBWVoDqCdmQdSQfOgXJgHAgHvoFuQh+GCQgEJFSMQDECxQgUI1CMQDECxQgUI1CMQDFCiQgkIpCIQCICiQgkIpCIQCICiQjXygVxRVwS18RFcVVcFmg/IPaA2ANiD4g9IPaA2APyDug5oOeAngN6Dug56s4I4xNByAEDBwwcMHDAwAEDBwwcsGxAqwGtBrQa0GpAqwGtBtQZcGXAlQFXBlwZcGXAlQEfBgQYEGBAgAEBBgQYEGBAcgHJBSQXkFxAcgHJBSTH1jVgMV5hV7Op2dNsaXZ0OuwyGgN4E1pLeCzhsYTHEh5LeCzhsYSrEnJKyCkhp4ScEnJKyCkhoISAEgJKCCghoISAEgJK183FcXVcHtfHBXKFoJyEchLKSSgnoZyEchLKSUgmIZmEZBKSSUgmIZmEZBKSSUgmIZmEZBKSSWgloZWEVhJaSWglIYuELBKyyOXOdY01YY2eQRYJWSRkkZBFQhYJWSRkwZbwDYL9wfZgd7A52BvlQMtoDPRQ0ENBDwU9", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzMDQxM1bSUSouqcxJBYoUlQKpWgDCRQy+KQAAAA==" } }	table__multihier___91276
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2007 \| \| 2006 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Carrying Amount \| Fair Value \| Carrying Amount \| Fair Value \|\n\| Derivative financial (liabilities) assets: \| \| \| \| \|\n\| Foreign currency forward contracts \| $-0.5 \| $-0.5 \| $0.1 \| $0.1 \|\n\| Derivative financial liabilities: \| \| \| \| \|\n\| Interest rate swaps \| $2.1 \| $2.1 \| $8.9 \| $8.9 \|\n\| Financial liabilities: \| \| \| \| \|\n\| Debt: \| \| \| \| \|\n\| 6.95% Senior Notes \| 227.0 \| 232.7 \| 226.8 \| 234.5 \|\n\| 5.375% Senior Notes-1 \| 297.8 \| 300.6 \| 290.6 \| 308.5 \|\n\| 5.625% Senior Notes \| 399.2 \| 397.2 \| 399.0 \| 395.9 \|\n\| 6.875% Senior Notes \| 448.5 \| 404.6 \| 448.5 \| 450.5 \|\n\| 3% Convertible Senior Notes \| 431.3 \| 416.1 \| 431.3 \| 446.3 \|\n\| Other foreign loans \| 49.2 \| 48.5 \| 34.4 \| 33.9 \|\n\| Other loans \| 18.8 \| 18.0 \| 21.7 \| 16.3 \|\n\| Total debt \| $1,871.8 \| $1,817.7 \| $1,852.3 \| $1,885.9 \|\n\| \| 2008 \| 2007 \|\n\| --- \| --- \| --- \|\n\| Change in benefit obligation: \| \| \|\n\| Projected benefit obligation at beginning of period \| $44.5 \| $43.2 \|\n\| Service cost \| 1.8 \| 1.4 \|\n\| Interest cost \| 2.7 \| 2.5 \|\n\| Actuarial loss (gain) \| 2.8 \| -1.5 \|\n\| Curtailment loss \| 3.2 \| — \|\n\| Benefits paid \| -1.1 \| -1.1 \|\n\| Projected benefit obligation at end of period \| $53.9 \| $44.5 \|\n\| Change in plan assets: \| \| \|\n\| Fair value of plan assets at beginning of period \| $36.9 \| $34.9 \|\n\| Actual (loss) gain on plan assets \| -8.5 \| 2.3 \|\n\| Employer contributions \| 4.5 \| 0.8 \|\n\| Benefits paid \| -1.1 \| -1.1 \|\n\| Fair value of plan assets at end of period \| 31.8 \| 36.9 \|\n\| Under funded status at end of year \| $-22.1 \| $-7.6 \|\n\| Millions \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Cash provided by operating activities \| $7,385 \| $6,823 \| $6,161 \|\n\| Cash used in investing activities \| -4,249 \| -3,405 \| -3,633 \|\n\| Dividends paid \| -1,632 \| -1,333 \| -1,146 \|\n\| Free cash flow \| $1,504 \| $2,085 \| $1,382 \|\nThe question is:\nwhat was the percentage change in free cash flow from 2013 to 2014?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "H4sIABL8N2gC/7XdXY9cR5Le8a9SoL3ADMAi+sRLnlO6MdazHsA39gK79o2xGDTJotQG1a3tbkorDOa7u/nWzF9tcURy1sAAg5BUWXkyIp5/nogo8s9Prq5fHv/tyXeVvT59cvfT66v7J989ub+9vLp+8vTJm6uXD9aL5flxvXjxcrm4eFXbxavnx77sV+PVNo6X/fxie/gP7y+fvz7+6eXx7sXt1U/3VzfXT77785OL/cV+efLd9ZvXr58+GMuJcTFbMRs5GzUbPRtjNtbZ2GbjMBnvNvTkn9/udnexu/vh5pe7XT8b0X+3+6fj9dXN7e5/3Nwf73b/cHx+/93u5tUuLi7W3R8ub29/vbr+fvf3P968ub7fXd3t8nB4FrtnTz6ueuGXLJqhmZql2ZjxDfv94+XV7e5/X75+c3y/1XXean71guNzB3DxadX6hlVPt9nPDp8W9BQG1oq1Yc3eXs54ezzb1q/2dtX2rD/u7SR0F7296O1Fby96e9Hbyxlv//Z+Pca6qGfj01bzqxccX3AA9Q2rnmyzL+YFPYWBtWJtWLO344y38+92f7i5/vl4e3/19h9/pddzeZYf9xh6PfR66PXQ66HXQ6/HGa9/+b5PjnUZz5ZPW85vXnh8wYHU37D6ybZrzAt7OgNrxdqw5mjIM9HwP+9/ON7uXt3cHq++v969vrm8/pIomIQ+DYI0CNIgSIMgDYI0CPJMEPz2dk9OccrRPOP731rvvM7Xs/q0aH3Doicyn59UPvcewcBasTas2dP1WU9/oYeX7dn2cUulh0sPlx4uPVx6uPRwfdbDv+3Zhx1efNphfvE6Zz0ay7P102L1FYudbGrK2dr7qANrxdqwZk/2GU/+88395evdy4d9/LYj//PydFuXT85sndk6s3Vm68zWma0z+4wzP7tTj+3tJpf1kwv6jD8/s9T43EN3fHJFn3HpZ9f791vbpltY733mgbVibVizVwf3/qFPhj4Z+mTok6FPhj4Zez/qJ/2gnxtYK9aGNT/XynOtPtfqc60+1+pzrT7X6nOtez/qJ/2gnxtYK9aGNT/XxnNtPtfmc20+1+ZzbT7X5nNtez/qJ/2gnxtYK9aGNT/Xgec6+FwHn+vA3g7s7cDeDuztwN4O7O3A3g7z3mLemjfNmHcS80Zi3geXJu5MXJm4MXFhCt7Vw1fa8JU2fKUNX2nDV9rwlTYu9n7UT/pBPzewVqwNa34uyg7hy1v48ha+vAVliaAuERQmgjeY4A0meIMJ3mCCN5gwDE7iwDeO8I0jDBPjxEAx", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "KltdRauraHUVra6i1VW0uopWV9HqKlpdRaurbHWVva2it1X0toreVtHbKnpbRW+r6G0Vva2it1X2tspmVtHMKppZRTOraGYVzayimVU0s4pmVtHMKptZZfeq6F4V3auie1V0r4ruVdG9KrpXRfeq6F6V3auyXVW0q4p2VdGuKtpVRbuqaFcV7aqiXVW0q8qGVNGQKhpSRUOqaEgVDamiIVU0pIqGVNGQKltORcupaDkVLaei5VS0nIqWU9FyKlpORcupbCoVTaWiqVQ0lYqmUtFUKppKRVOpaCoVTaWybVS0jYq2UdE2KtpGRduoaBsVbaOibVS0jYpOUNEJKjpBRSeo6AQVnaCiE1R7ZEfVUXTQHCQHxUFw0BvkJtzDdAABQEJiBMQIiBEQIyBGQIyAGAExAmIExAgRESAiQESAiAARASICRASICBAR+kqH6BFdok90il7RLch+IOyBsAfCHgh7IOyBsAfiHchzIM+BPAfyHMhz1Mk3zE+EIAcKHChwoMCBAgcKHChwoLKBrAayGshqIKuBrAayGkhnoJWBVgZaGWhloJWBVgZ6GAhgIICBAAYCGAhgIICByAUiF4hcIHKByAUiF4gcoeuFxfsKUU1QE9OENBGdfu02G1PyJrKW6FiiY4mOJTqW6FiiY4lWJeKUiFMiTok4JeKUiFMiQIkAJQKUCFAiQIkAJQKU+k3n6B3do390kB5CchLJSSQnkZxEchLJSSQnEZlEZBKRSUQmEZlEZBKRSUQmEZlEZBKRSUQmkZVEVhJZSWQlkZVELBKxSMQit5PPNdbAmneGWCRikYhFIhaJWCRikYgFIeEbBPFBeBAdBAexUX7RNhuTPBTyUMhDIQ+FPBTyUMhDIQiFIBSCUAhCIQiFIBQSUEhAIQGFBBSJXSR2kdhFYpe+8dBJtCK1ihQp0qAI9SLUi1AvQr0I9SLUi1AvQr0I4CKAiwAuApjHa8LSV0kkhmNo1+vZGLOxzsY2G1OQNkHaBGkTpE2QNoHYBGITiE0gNsHWBFsTbE2wNcHWBFsTbE2wNcHW5H6T/E0gEmsDR6HNSPNwhZ6NMRvrbGyzMbmGkF7Zgi/XRDvBTqxzWeSuyFWRt2peqsmVjQ35gk0akUUkEbiAFsCCN2terEnCAxsiI0lI8hGegBNowuv1VAXuuQrccxW45ypwz1XgnqvAPVd0e67o9lzR7bmi23NFt+eKbs8V3aZu29Zt218sNHXbpm7b1G2bum1Tt23qtk3dtqnbNnXbtm7b/kShqds2ddumbtvUbZu6bVO3", "part_9": "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", "part_10": "G+tsbLMxBQ0JZTHN1y9yjVQj00g03rx48eK9i9cuctMKmgU00pasJWnJWa6BlM6onE2FszE3bMbcsBlzw2bMDZsxN2zG3LB5Z1zMVsxGzkbNBsuN2VhnY5uN6RkWHmLhKRYeY+E5Fh/kgq++4Lsv+D6f2cf0OX1Qn9RH9Vl9WJ82+Pbg24NvD749+Pbg25M1kzWTNZM1kzWTNYs1izWLNYs1izWLNZs1mzWbNZs1mzWbNQdrDtYcrDlYc7DmYM2VNVfWXFlzZc2VNVfW3FhzY82NNTfW3FhzY80Dax5Y88CaB9Y8sOZhXpPwDASBWCVUiVQCNVx7nY1tNqYUCQQhEIRAEAJBCAQhEIQg6YOkD5I+SPog6YOkD8/K4/F8PCBPiOQNkjdI3iB5g+QN0jVI1yBdg3SNOlllfj7SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUhXgofYIXSIHAInXW2djW02pgRNEjRJ0CRBkwRNEjRJ0CRBkwRNEjRJ0CRBkwRNEjRJ0CRBkwRNEjTRsPTEPXLP3EP31D12kjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k3RN0jVJ1yRdk3RNEjRJ0CRBkwTNw8kq0/PhWjyLY/Erbi1XW2djm40pQYsELRK0SNAiQYsELRK0SNAiQYsELRK0SNAiQYsELRK0SNAiQYsELRK0SNAiQYsELRK0SNDSbzpOz+k6fUcSFklYJGGRhEUSFmlXpF2RdkXaFWlXJFqRaEWiFYlWJFqRaEWiFYlWJFqRaEWiFYlWJFqRaEWicbicLUfLybYLjNlYZ2ObjSm18AWuwBM4Aj+gfmP+0jF/6Zi/FNfhORyH33Abd5t1/tJ1/tJ1/lI8jaPxM27Gy1x+tvlLt/lLt/lLCQzigrAgKggKxPcwf+lh/tLHKspfnj7518sn3/35yeX13S/H2yffPdlfPIt1G+PJ0yc/3d58f3v548M/vHvz/P728sX975a+qKdxsfXvn+5evvt7/H73ny7e/4OHD/zrm7d/we3N9cMnfvnh8n73y+Xd7v6H4+6n4+2L4/X95ffH3YsfLq8f/u/qevfKv+Pp1e3Nj+//gqj7m3d/G9V/mRb80/2vPx0fVr28vbr/4cfj/dWLh395//avjPrT8d1fJvji4d/+nw9/2dXHv4/q4///y8N/evy3+/m//Je//OX/Aflsd3P+2QAA" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzK3MDNT0lEqLqnMSQUKFZUCqVoAypSZKyoAAAA=" } }	table__multihier___91277
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Amount (In Thousands) \|\n\| --- \| --- \|\n\| 2009 \| $516,019 \|\n\| 2010 \| $763,036 \|\n\| 2011 \| $897,367 \|\n\| 2012 \| $3,625,459 \|\n\| 2013 \| $579,461 \|\n\| \| Estimated Sensitivity ofEconomic Value of Equity \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| December 31,2014 \| \| December 31,2013 \| \|\n\| Rate change: \| Exposure \| % of Tier 1/Tier 2 Capital \| Exposure \| % of Tier 1/Tier 2 Capital \|\n\| +200 bps shock \| $-2,291 \| -12.8% \| $-2,359 \| -14.9% \|\n\| –200 bps shock \| 942 \| 5.3 \| 1,149 \| 7.2 \|\n\| (In millions) \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Current: \| \| \| \|\n\| Federal \| $59 \| $193 \| $148 \|\n\| State \| 39 \| 47 \| 64 \|\n\| Non-U.S. \| 257 \| 248 \| 262 \|\n\| Total current expense \| 355 \| 488 \| 474 \|\n\| Deferred: \| \| \| \|\n\| Federal \| 42 \| 28 \| 267 \|\n\| State \| 11 \| 17 \| 27 \|\n\| Non-U.S. \| 13 \| 17 \| -63 \|\n\| Total deferred expense \| 66 \| 62 \| 231 \|\n\| Total income tax expense \| $421 \| $550 \| $705 \|\n\| (In millions) \| 2014 \| 2013 \|\n\| --- \| --- \| --- \|\n\| Beginning balance \| $158 \| $95 \|\n\| Decrease related to agreements with tax authorities \| -9 \| -4 \|\n\| Increase related to tax positions taken during current year \| 8 \| 10 \|\n\| Increase related to tax positions taken during prior year \| 6 \| 57 \|\n\| Ending balance \| $163 \| $158 \|\n\| (Dollars in millions, except per share amounts) \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Net income \| $2,037 \| $2,136 \| $2,061 \|\n\| Less: \| \| \| \|\n\| Preferred stock dividends \| -61 \| -26 \| -29 \|\n\| Dividends and undistributed earnings allocated to participating securities-1 \| -3 \| -8 \| -13 \|\n\| Net income available to common shareholders \| $1,973 \| $2,102 \| $2,019 \|\n\| Average common shares outstanding (in thousands): \| \| \| \|\n\| Basic average common shares \| 424,223 \| 446,245 \| 474,458 \|\n\| Effect of dilutive securities: common stock options and common stock awards \| 7,784 \| 8,910 \| 6,671 \|\n\| Diluted average common shares \| 432,007 \| 455,155 \| 481,129 \|\n\| Anti-dilutive securities-2 \| 1,498 \| 1,855 \| 5,619 \|\n\| Earnings per Common Share: \| \| \| \|\n\| Basic \| $4.65 \| $4.71 \| $4.25 \|\n\| Diluted-3 \| 4.57 \| 4.62 \| 4.20 \|\n\| Years Ended December 31, \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| (In millions) \| \| \| \|\n\| Net realized gains from sales of available-for-sale securities \| $15 \| $14 \| $55 \|\n\| Net impairment losses: \| \| \| \|\n\| Gross losses from other-than-temporary impairment \| -1 \| -21 \| -53 \|\n\| Losses reclassified (from) to other comprehensive income \| -10 \| -2 \| 21 \|\n\| Net impairment losses-1 \| -11 \| -23 \| -32 \|\n\| Gains (losses) related to investment securities, net \| $4 \| $-9 \| $23 \|\n\| -1Net impairment losses, recognized in our consolidated statement of income, were composed of the following: \| \| \| \|\n\| Impairment associated with expected credit losses \| $-10 \| $-11 \| $-16 \|\n\| Impairment associated with management’s intent to sell impaired securities prior to recovery in value \| — \| -6 \| — \|\n\| Impairment associated with adverse changes in timing of expected future cash flows \| -1 \| -6 \| -16 \|\n\| Net impairment losses \| $-11 \| $-23 \| $-32 \|\n\| Years Ended December 31, \| 2014 \| 2013 \| 2012 \| % Change 2014 vs. 2013 \| % Change 2013 vs. 2012 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| \| \| \| \| \|\n\| Compensation and employee benefits \| $4,060 \| $3,800 \| $3,837 \| 7% \| -1% \|\n\| Information systems and communications \| 976 \| 935 \| 844 \| 4 \| 11 \|\n\| Transaction processing services \| 784 \| 733 \| 702 \| 7 \| 4 \|\n\| Occupancy \| 461 \| 467 \| 470 \| -1 \| -1 \|\n\| Claims resolution \| — \| — \| -362 \| \| \|\n\| Acquisition costs \| 58 \| 76 \| 26 \| \| \|\n\| Restructuring charges, net \| 75 \| 28 \| 199 \| \| \|\n\| Other: \| \| \| \| \| \|\n\| Professional services \| 440 \| 392 \| 381 \| 12 \| 3 \|\n\| Amortization of other intangible assets \| 222 \| 214 \| 198 \| 4 \| 8 \|\n\| Securities processing costs \| 68 \| 52 \| 24 \| \| \|\n\| Regulatory fees and assessments \| 74 \| 72 \| 61 \| \| \|\n\| Other-1 \| 609 \| 423 \| 506 \| 44 \| -16 \|\n\| Total other \| 1,413 \| 1,153 \| 1,170 \| 23 \| -1 \|\n\| Total expenses \| $7,827 \| $7,192 \| $6,886 \| 9 \| 4 \|\n\| Number of employees at year-end \| 29,970 \| 29,430 \| 29,660 \| \| \|\nThe question is:\nWhat will Net realized gains from sales of available-for-sale securities be like in 2015 if it develops with the same increasing rate as current? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjTTMzA3NDFW0lEqLqnMSQUKFZUCqVoA2nunUioAAAA=" } }	table__multihier___91281
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| As of December \| \|\n\| --- \| --- \| --- \|\n\| $ in millions \| 2014 \| 2013 \|\n\| Additional collateral or termination payments for a one-notch downgrade \| $1,072 \| $ 911 \|\n\| Additional collateral or termination payments for a two-notch downgrade \| 2,815 \| 2,989 \|\n\| In millions \| December 31,2008Total FairValue (a) \| Total losses for year ended December 31, 2008 \|\n\| --- \| --- \| --- \|\n\| Assets \| \| \|\n\| Nonaccrual loans \| $250 \| $-99 \|\n\| Loans held for sale \| 101 \| -2 \|\n\| Equity investment \| 75 \| -73 \|\n\| Commercial mortgage servicing rights \| 560 \| -35 \|\n\| Total assets \| $986 \| $-209 \|\n\| Year ended December 31 - dollars in millions \| 2008 \| 2007 \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Allowance for loan and lease losses – January 1 \| $830 \| $560 \| $596 \| $607 \| $632 \|\n\| Charge-offs \| \| \| \| \| \|\n\| Commercial \| -301 \| -156 \| -108 \| -52 \| -113 \|\n\| Commercial real estate \| -165 \| -16 \| -3 \| -1 \| -2 \|\n\| Equipment lease financing \| -3 \| \| -14 \| -29 \| -2 \|\n\| Consumer \| -143 \| -73 \| -52 \| -45 \| -46 \|\n\| Residential real estate \| -6 \| \| -3 \| -2 \| -3 \|\n\| Total charge-offs \| -618 \| -245 \| -180 \| -129 \| -166 \|\n\| Recoveries \| \| \| \| \| \|\n\| Commercial (a) \| 53 \| 30 \| 19 \| 82 \| 31 \|\n\| Commercial real estate \| 10 \| 1 \| 1 \| 1 \| 1 \|\n\| Equipment lease financing \| 1 \| \| 5 \| 1 \| 5 \|\n\| Consumer \| 15 \| 14 \| 15 \| 15 \| 13 \|\n\| Residential real estate \| \| \| \| \| 1 \|\n\| Total recoveries \| 79 \| 45 \| 40 \| 99 \| 51 \|\n\| Net charge-offs (a) \| -539 \| -200 \| -140 \| -30 \| -115 \|\n\| Provision for credit losses (b) \| 1,517 \| 315 \| 124 \| 21 \| 52 \|\n\| Acquired allowance – National City \| 2,224 \| \| \| \| \|\n\| Acquired allowance – other \| 20 \| 152 \| \| 23 \| 22 \|\n\| Net change in allowance for unfunded loan commitments and letters of credit \| -135 \| 3 \| -20 \| -25 \| 16 \|\n\| Allowance for loan and lease losses – December 31 \| $3,917 \| $830 \| $560 \| $596 \| $607 \|\n\| Allowance as a percent of December 31: \| \| \| \| \| \|\n\| Loans \| 2.23% \| 1.21% \| 1.12% \| 1.21% \| 1.40% \|\n\| Nonperforming loans \| 236 \| 183 \| 350 \| 299 \| 405 \|\n\| As a percent of average loans \| \| \| \| \| \|\n\| Net charge-offs (a) \| .74 \| .32 \| .28 \| .06 \| .28 \|\n\| Provision for credit losses \| 2.09 \| .50 \| .25 \| .04 \| .13 \|\n\| Allowance for loan and lease losses \| 5.38 \| 1.33 \| 1.13 \| 1.26 \| 1.48 \|\n\| Allowance as a multiple of net charge-offs (a) \| 7.27x \| 4.15x \| 4.00x \| 19.87x \| 5.28x \|\n\| \| 2008 \| \| 2007 \| \| 2006 \| \| 2005 \| \| 2004 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31Dollars in millions \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans toTotal Loans \|\n\| Commercial \| $1,621 \| 38.3% \| $560 \| 41.8% \| $443 \| 40.9% \| $489 \| 39.2% \| $503 \| 40.1% \|\n\| Commercial real estate \| 833 \| 14.7 \| 153 \| 13.0 \| 30 \| 7.0 \| 32 \| 6.4 \| 26 \| 4.5 \|\n\| Consumer \| 929 \| 29.9 \| 68 \| 26.9 \| 28 \| 33.1 \| 24 \| 33.1 \| 35 \| 36.3 \|\n\| Residential real estate \| 308 \| 12.3 \| 9 \| 14.0 \| 7 \| 12.7 \| 7 \| 14.9 \| 6 \| 11.0 \|\n\| Equipment lease financing \| 179 \| 3.7 \| 36 \| 3.7 \| 48 \| 5.6 \| 41 \| 5.7 \| 33 \| 6.9 \|\n\| Other \| 47 \| 1.1 \| 4 \| .6 \| 4 \| .7 \| 3 \| .7 \| 4 \| 1.2 \|\n\| Total \| $3,917 \| 100.0% \| $830 \| 100.0% \| $560 \| 100.0% \| $596 \| 100.0% \| $607 \| 100.0% \|\n\| December 31 - in millions \| 2008 \| 2007 \|\n\| --- \| --- \| --- \|\n\| Commercial mortgage \| $2,158 \| $2,116 \|\n\| Residential mortgage \| 1,962 \| 117 \|\n\| Education \| \| 1,525 \|\n\| Other \| 246 \| 169 \|\n\| Total \| $4,366 \| $3,927 \|\nThe question is:\nIf Commercial (a) develops with the same growth rate in 2008, what will it reach in 2009? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "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", "part_2": "n0Jt1Jf9Kh9ChoP2HyhMkTJk+YPGHyhMkTJk+4O6HjhI4TOk7oOKHjhI6zD+YbdwsdJwybMGzCsAnDJgybMGzCsAnDJgybkGZCmglpJqSZkGZCmglpJqSZkGbCgwkPJjyY8GDCgwkPJjyY8GDCgwm1JdSWUFtCbQm1JdSWUFtCbTi5qa2ZrYmtVTxig9AgMggM4oKwICpIbwuQL3C7wO0CtwvcLnC7wO0CtwvcLnC7gOICigsoLqC4gOICigsoLqC4gOICigsoLqC4gOICigsoLqC4gOICigsoLqC4gOICigsoLqC4gOICiksv1d30Nx1Oj9Pl9DmdTq8DmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmAtgLoC5AOYCmHE6H+R9jvcx3tcQvoXwJQR+jBvjxTgxPowL48E4cAPaDWg3oN2AdgPaDWg3oN2AdgPaDWg3oN2AdgPaDWg3oN2AdgPaDWg3oN2AdgPaDWg3oN2AdgPaDWg3MN3AdAPTDUw3MN3AdAPTDUw3wNwAcwPMDTA3wNwAcwPMDTC3UaEL68M6sV6sG+vHOjLg24BvA74N+Dbg24BvA74N+DZw20BqA5sNNDbQ2EBjA40NNDbQ2OvBDCvW6NdAYwONDTQ20NhAYwONDTQ20NhAI4di4dC6oWVD32T6ItP3mJwzx8wpc8icMUfMCcOuM9A4A40z0DgDjTPQOAONM9A4A40z0DgDjTPQOAONM9A4A40z0DgDjTPQOAOGM2A4A4YzYDgDhjNgOAOGM2A4A4YzYDgDhjNgOAOGM2A4A4YzYEjsWiS2RmyJ2BfRvof2NTTZF8kXQEHqReYFgiyufXAMoMUSshVkC8i+efbFs++dQSvACqwCqkAqgAqcAqZAKQvM1pctL2/YyIaNbNgIwAfuAXugHqAH5gF5A+JNo8DuoxGjkaNRo9GjMY/GMhrraAyTTuOkY5VyGoV80yjkm0Yh3zQK+aZRyDeNQr5pFPJNo5BvQsg3KeSbFPJNCvkmtHkT2rwJbd6ENm9CmzehzZvQ5k1o8ya0eZPavElt3qQ2b0JuNyG3m5DbTcjtJuR2E3K7CbndhNxuQm43KbeblNtNyu0mFHQTCroJBd2Egm5CQTehoJtQ0E0o6CYUdJMKukkF3aSCbkIUNyGKmxDFTYjiJkRxE6K4CVHchChuQhQ3KYqbFMVNiuImdG4TOrcJnduEzm1C5zahc5vQuU3o3CZ0bpM6t0md26TObUK6NiFdm5CuTUjXJqRrE9K1CenahHRtQro2KV2blK5NStcm1GgTarQJNdqEGm1CjTahRptQo02o0SbUaJNqtEk12qQabUJgNiEwmxCYTQjMJgRmEwKzCYHZhMBsQmA2KTCbFJhNiMQmRGITIrEJkdiESGxC", "part_3": "JDYhEpsQiU2IxCZFYpMisa0ZmFqJVViNNWMtWCvWsNRRMzbdv1D9p3dX569fX384f3vy9t35le9Ec3oZZ2frv7y7uf3j/3J+ef2/zt9+uDj57vx3d9qr6LO7N6XTKzFZSBaRR5nYU2vYzvn23fv3F9v3uH+6OL8+ubh6c/GG9Z18XODdal5tNrvV5DhhjUaPxjway2isozHeQhg+ZPiQ4UOGDxg+YPiA4QOGDxg+YPiA4QOGDxg+ZPiQ4UOGDxg+YPiA4QOGDxg+YPiA4QOGDxg+DrzpwJ0O/AmGD4/es/fwPX2P3/PXAWD4kOFDhg8oPaD0gNIDSg8oPaD0gNIDSg8oPaT0gLQD0g5IOyDtgLQD0g5IOyDtgLQDHg54OODhgIcDHg54OODhgIcDHg6oNaDWgFoDag2oNaDWgFoDag2oNWDLgC0DtgzYMmDLgC0DtgzYMmDLgA8DPgz4MODDgA8DPgz4MODDgA9DPgwYL2C8gPECxgsYL2C8gPECxssjjPff7yjmp4u3b+545f3524tnkN50Nt2zjKFv5Jva5xHOe2QVz6a9V7FbTo4z1mj0aMyjsYzGOhrjXYT0Eh5LeCzhsYTHEh5LeCzhsYS5UuZKuCnhpoSbEm5KuCnhppwOph83Dzel3JSwT8I+Cfsk7JOwT8I+Cfsk7JOwTx64IHSTOoQeoUvoEzqFXqFbQDcp3SR0k9BNQjcJ3SR0k9BNQjcJ3SR0kz4jJuyTsE/CPgn7JOyTsE/CPgn7JOyTsE/CPgn7JOyTsE/CPgn7JHyT8E3CNwnfJHyT8E3CNwnfJAyTPo8lhJMQTkI4CeEkhJMQTq4H0483G8JJCSchnIRwEsJJCCchnIRwEsJJCKeOEM4//tuHy5s/nVxe/fHi/c1HYeoz6Gbpe3g3uizPWJ0ZtU53VmH1aMXnLfb5rLTkbt0shrWwlHk0ltFYR2O819BS+SxWsFTBUgVLFSxVsFTBUgVLFU9bBWcVJFWQVEFSBUkVJFWQVEFSBS2VtFTQUkFLBS0VtFTQUkFLFQfTj5uHlgoeKnio4KGChwoeKnio4KGCeQqqKT1Ol9PndDq9TreDXEpyKcilIJeCXApyKcilIJfqg+nHmw25lCXGgmsKrim4puCagmsKrim4pnjSKZinLCIWRFQQUUFEBREVRFQQUUFExYNPQUslLRW0VNBSQUsFLRW0VNBSQUsFLRW0VPBQwUMFDxU8VPBQwUMFD/UR5vmHdz//fHH9+vIWvH9+d33z4/mPFyfvL67/ePn68urHk+vLH3+6eU7Br+eHep8RYAXeAnzDRg0bNWzUR9joczfwfILK3m2F9bE8VjePxjIanMLgAg1BtQTVEFRDUA1BNQTVEFRDUA1BNQTVEFRDUA1BNQTVEFRDUA1BNQTVEFTDSA0jNYzUMFLDSA0jNYzUcFDDQQ0HNRzUcFDDQQ0HNazTsE7DOg3rNKzTsE7XwQzjjmCdhmZat9", "part_4": "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", "part_5": "FAzrG2F9I6xvxNnjTPvXWe4Ws/drzd92+vk+QdgvoH7bBWyzgRhOq3/bBWzT+nk//4w7LFgr1ujnX1N8HV5gPOLPf5svN7vMIqz6hFWfsOoTX1O5fXJhy0GJOL6mjvvkTPNBwTi+pqr75Ex9UD6Or6nxPjlTHRSTg6pTUHUKqk5B1SkkgAMGOKCAAw6QBGQBaUAekAhkAqlALjhWedkq0fe39Pw2cE9+ubh+/ZdKxe/JM04j/+7h3lmViWN1ly+YZ5tRnMY0zJPfYuBtSn06xTBwfYuB+8iK+1sMvAXJ0zobBp654wvWijX6QB3LB95d3U5/G0w/fyz7vf1Sj8hd1Fo+ijpG6l8759Y71tzPmd9+kjtPyT7bT1LffpJtZrursMSxKtlXT1LbUlDvJ5k5oQVrxRr9p4E7C2Fjm1fQ5hW0eQVtXkGbV9DmFbR5BW1ecd/m9Rmli78/uD/nt1TwUUy26zd98OHT5eFhMSwQxeeWgD5nqjvXPd29a4zPLQp9zth3Hnsa637s+mZj3znq6dm8H7u/2dj1F+ueufsL1oo1usRza0mf7RpxeraLUEtL8dzi0ef7yB55nltLeoav9H6O+uZz3PtM7efobz7H1nd270CC0lNQegpKT0HpKdYvfIb4bB/q09w5uMWobZ/mX2nu+0Qqcz93/tUme0iuhsnqrzbZQ8I17yfrv9pkD0nYcIQzJ7hgrVijn22e9LM7Mv/5w9uby1+2XaFXX8Noy2ks//6wYEuCsXnS577ZOravsk6nHtaRv8XE29dfp2dnw8T1W0y8dcvN6Tre+v4tZt4W4W95dJh45sgXrBVrcNJ8WiTzD8Paxrpfnj28VPCZ0Bf1vqfPp3UxfznV9q3a1PNuqnzeAPcv087W3QD1vAG2VbNdsTuf1r785fUPr85yN8A83o9lNNbRGE8IKWNaZk2kjYm2MRE3JurGpP6W1N+S+ltSfxubtoMu7aBLO+jSDrq0gy7toEs76NIOurSDLu2gLTtoyw7asoO27KAtO2jLDtqyg7bsoC076MMO+rCDPuygDzvoww76sIM+7KAPO+jDDhqvg8broPE6aLwOGq+Dxuug8TpovA4ar4NO66DTOui0Djqtg07roNM66LQOOq2DTuug0zrotA46rYNO66DTOui0Djqtg+9ABH3XQd910Hcd9F0HfddB33XQdx30XQffgQi6sIO266DtOmi7Dtqug7broO06aLsO2q6Dtuugzzrosw76rIM+66DPOuizDvqsgz7reFWfr+B8jKim+eGxx2KVUieVTvX5As5HSWvezZpfPtaWv3I3VH35UFsmm3ZD9ZcPVcMvksQrAAU8AU5Ak4LSCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDCg4rOKzgsILDSpfT53Q6vQ4OKz", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSsjTWMzMGAiUdpeKSypxUoFBRKZCqBQDpsHd2KgAAAA==" } }	table__multihier___91283
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| For the year ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2008 \| 2007 \| 2006 \|\n\| \| (in millions) \| \| \|\n\| Premiums and other considerations: \| \| \| \|\n\| Direct \| $4,495.1 \| $4,751.3 \| $4,468.8 \|\n\| Assumed \| 9.7 \| 160.0 \| 117.3 \|\n\| Ceded \| -295.6 \| -277.2 \| -280.8 \|\n\| Net premiums and other considerations \| $4,209.2 \| $4,634.1 \| $4,305.3 \|\n\| Benefits, claims and settlement expenses: \| \| \| \|\n\| Direct \| $6,440.8 \| $6,489.7 \| $5,871.3 \|\n\| Assumed \| 43.5 \| 190.4 \| 141.8 \|\n\| Ceded \| -264.4 \| -244.8 \| -320.7 \|\n\| Net benefits, claims and settlement expenses \| $6,219.9 \| $6,435.3 \| $5,692.4 \|\n\| \| December 31, 2008 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Amortized cost \| Gross unrealized gains \| Gross unrealized losses \| Carrying amount \|\n\| \| (in millions) \| \| \| \|\n\| Finance — Banking \| $4,248.7 \| $14.9 \| $1,095.1 \| $3,168.5 \|\n\| Finance — Brokerage \| 785.4 \| 0.9 \| 128.5 \| 657.8 \|\n\| Finance — Finance Companies \| 418.6 \| 0.1 \| 84.7 \| 334.0 \|\n\| Finance — Financial Other \| 753.3 \| 6.8 \| 104.6 \| 655.5 \|\n\| Finance — Insurance \| 2,885.8 \| 38.1 \| 706.6 \| 2,217.3 \|\n\| Finance — REITS \| 1,412.5 \| — \| 430.6 \| 981.9 \|\n\| Industrial — Basic Industry \| 2,030.0 \| 10.6 \| 303.8 \| 1,736.8 \|\n\| Industrial — Capital Goods \| 2,322.3 \| 15.1 \| 316.8 \| 2,020.6 \|\n\| Industrial — Communications \| 2,943.7 \| 32.3 \| 297.0 \| 2,679.0 \|\n\| Industrial — Consumer Cyclical \| 2,023.8 \| 18.7 \| 338.7 \| 1,703.8 \|\n\| Industrial — Consumer Non-Cyclical \| 3,184.7 \| 31.2 \| 298.5 \| 2,917.4 \|\n\| Industrial — Energy \| 1,958.0 \| 9.6 \| 224.5 \| 1,743.1 \|\n\| Industrial — Other \| 952.8 \| 2.4 \| 117.6 \| 837.6 \|\n\| Industrial — Technology \| 876.7 \| 2.2 \| 115.3 \| 763.6 \|\n\| Industrial — Transportation \| 992.2 \| 10.3 \| 124.5 \| 878.0 \|\n\| Utility — Electric \| 2,473.4 \| 22.8 \| 199.2 \| 2,297.0 \|\n\| Utility — Natural Gas \| 1,142.0 \| 4.9 \| 110.7 \| 1,036.2 \|\n\| Utility — Other \| 156.7 \| 2.3 \| 14.3 \| 144.7 \|\n\| Government guaranteed \| 799.5 \| 75.0 \| 57.0 \| 817.5 \|\n\| Total corporate securities \| 32,360.1 \| 298.2 \| 5,068.0 \| 27,590.3 \|\n\| Residential pass-through securities \| 1,627.5 \| 50.5 \| 0.5 \| 1,677.5 \|\n\| Commercial mortgage-backed securities \| 5,682.7 \| 3.7 \| 2,081.9 \| 3,604.5 \|\n\| Residential collateralized mortgage obligations -1 \| 950.8 \| 6.4 \| 188.6 \| 768.6 \|\n\| Asset-backed securities — Home equity -2 \| 545.1 \| 0.1 \| 198.5 \| 346.7 \|\n\| Asset-backed securities — All other \| 816.1 \| 16.8 \| 137.2 \| 695.7 \|\n\| Collateralized debt obligations — Credit \| 202.8 \| — \| 123.6 \| 79.2 \|\n\| Collateralized debt obligations — CMBS \| 302.2 \| — \| 173.3 \| 128.9 \|\n\| Collateralized debt obligations — Loans \| 91.4 \| — \| 54.4 \| 37.0 \|\n\| Collateralized debt obligations — ABS -3 \| 100.0 \| 0.2 \| 53.5 \| 46.7 \|\n\| Total mortgage-backed and other asset-backed securities \| 10,318.6 \| 77.7 \| 3,011.5 \| 7,384.8 \|\n\| U.S. Government and agencies \| 548.4 \| 46.9 \| 0.1 \| 595.2 \|\n\| States and political subdivisions \| 2,113.8 \| 32.6 \| 120.9 \| 2,025.5 \|\n\| Non-U.S. governments \| 462.1 \| 31.5 \| 15.1 \| 478.5 \|\n\| Total fixed maturity securities, available-for-sale \| $45,803.0 \| $486.9 \| $8,215.6 \| $38,074.3 \|\n\| Millions of Dollars \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| Rental income \| $87 \| $68 \| $83 \|\n\| Net gain on non-operating asset dispositions \| 41 \| 52 \| 72 \|\n\| Interest income \| 21 \| 50 \| 29 \|\n\| Sale of receivables fees \| -23 \| -35 \| -33 \|\n\| Non-operating environmental costs and other \| -34 \| -19 \| -33 \|\n\| Total \| $92 \| $116 \| $118 \|\nThe question is:\nwhat was the percentage change in rental income from 2006 to 2007?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "dxBuINw/jJ9CSz6F9t5iAH7Gr/hRjwYXWEZjHY3BMQqNK0StELVC1ApRK0StkKpCqgqpKqSqkKpCqgpxKsSpEKdCnApxKsSpkKNCjgo5KuSokKNCjkrPcBldRxfSlXQpkY5COgrpKKSjkI5COgpBKAShEIRCEApBKAShEIRCEApBKAShEIRCEApBKAShEIRCEApBKCSgkIBCAgoJKCSAZXAv7lbcnXgT5k2Ys5YsJSvZToMLLKOxjsYQ5k2YN2HehHkTvE3wNsGLB7nfNz1mdmxGA2cezszDwSlnh+ZHPRpcYBmNdTSGh4PbelYweWbubOFGFm4E38f18XwcH7/ndMHhgrMF0eHJwmSaubSVqa9MfWUNCDjijXAj2qAvJxMOJpxLCFBPJabazLQRyQQycUwYA3LOKhxVhpNKjZWvGitfNVa+aqx81Vj5qrHyVWPlq8bKV42VrxorXzVWvmqsfNVY+aqx8lVj5avGyleNla8aK19F5ausfJWlrqLUVZS6ilJXUeoqSl1FqasodRWlrqLUVZa6ytpWUdsqaltFbauobRW1raK2VdS2itpWUdsqa1tlMasoZhXFrKKYVRSzimJWUcwqillFMasoZpXFrLJ6VVSviupVUb0qqldF9aqoXhXVq6J6VVSvyupVWa4qylVFuaooVxXlqqJcVZSrinJVUa4qylVlQaooSBUFqaIgVRSkioJUUZAqClJFQaooSJUlp6LkVJScipJTUXIqSk5FyakoORUlp6LkVBaViqJSUVQqikpFUakoKhVFpaKoVBSViqJSWTYqykZF2agoGxVlo6JsVJSNirJRUTYqykZFJaioBBWVoKISVFSCikpQUQmqY2RH1VF00BwkB8VBcNAb5Cacw/AAAoCExAiIERAjIEZAjIAYATECYgTECIgRIiJARICIABEBIgJEBIgIEBEgIlwrF8QVcUlcExfFVXFZkP1A2ANhD4Q9EPZA2ANhD8Q7kOdAngN5DuQ5kOeoeyOMd4QgBwocKHCgwIECBwocKHCgsoGsBrIayGogq4GsBrIaSGeglYFWBloZaGWglYFWBnoYCGAggIEABgIYCGAggIHIBSIXiFwgcoHIBSIXiByu64bF/QpejVPj07g0Hp0Ou47GELyJrCU6luhYomOJjiU6luhYolWJOCXilIhTIk6JOCXilAhQIkCJACUClAhQIkCJAKXr5uK4Oi6P6+MCuUJITiI5ieQkkpNITiI5ieQkIpOITCIyicgkIpOITCIyicgkIpOITCIyicgkspLISiIriawkspKIRSIWiVjkeu93jTVjjTNDLBKxSMQiEYtELBKxSMQCl/AEgX/gHngHzoFvlAOtozHIQyEPhTwU8lDIQyEPhTwUglAIQiEIhSAUglAIQiEBhQQUElBIQBHYRWAXgV0Edrk2PnQCrQitIkSKMChcvXD1wtULVy9cvXD1wtULVy8cuHDgwoEL", "part_9": "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", "part_10": "CYMmDJow4LHMhIHZG54YD4znNXvxeTSW0VhHYwiDmTCYCYOZMJgJg5kwmAmDmTCYCYOZMJgJg5kwmAmDmTCYCYOZMJgJg5kwmAmDmTCYCYOZMJgJg5kwmAmDmTCYXW8X1VV1WVlXosC8mmk1AoT4IDwWLz6PxjIa62gMTkNAmUzz+EWsEWpEGoHGyYuDF+cujl3Ephk0E2iELVFL0BKzbANJnZE5GxJn81iwmceCzTwWbOaxYDOPBZt5LNi8NzajFaORo1GjweXm0VhGYx2N4R4mbmLiLiZuY+I+Jm9kw9Abxt4wnvfsbXqf3qh36q16r96sdxuMHowejB6MHowejJ5cM7lmcs3kmsk1k2sW1yyuWVyzuGZxzeKazTWbazbXbK7ZXLO55sw1Z645c82Za85cc+aaC9dcuObCNReuuXDNhWuuXHPlmivXXLnmyjVXrrnlmluuueWaW6655Zrb8Zq4ZyAI+CquiqfiqOG1l9FYR2MIkUAQAkEIBCEQhEAQAkEIgj4I+iDog6APgj4I+vBZ+Xh8Pj4gnxDBGwRvELxB8AbBG4RrEK5BuAbhGnXvKuP9Ea5BuAbhGoRrEK5BuAbhGoRrEK5BuAbhGoRrEK5BuAbhGoRrEK5BuAbhGoRrEK5BuAbhGoRrEK5BuAbhGoRrEK5BuOI8+A6ug+fgOOnVltFYR2MI0CRAkwBNAjQJ0CRAkwBNAjQJ0CRAkwBNAjQJ0CRAkwBNAjQJ0CRAEw1Ln7iP3GfuQ/ep+9gJ3iR4k+BNgjcJ3iR4k+BNgjcJ3iR4k+BNgjcJ3iR4k+BNgjcJ3iR4k+BNgjcJ3iR4k+BNwjUJ1yRck3BNwjUJ0CRAkwBNAjS3964y3B9Ly8qysKwry1pebRmNdTSGAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkDLdXPhXDmXzrUjCIsgLIKwCMIiCIuwK8KuCLsi7IqwKwKtCLQi0IpAKwKtCLQi0IpAKwKtCLQi0IpAKwKtCLQi0Hi4PFseLU+2vcA8GstorKMxhBZrwVKwEiwE64D6zeOg8zjoPA7K0rFyLBzrxrKxt1nGQZdx0GUclJVmoVlnlplVZvOzjoOu46DrOCiOgV/gFngFToH4bsdBt+Ogd1mUf3/54l9PXnz9by9Ozi7/vLt48fWL481X07pZ4sXLFz9cnH93cfL2+n+8fPfN1cXJq6u/mteXa/71y6PXp386fb37q/+0uTGv/+m/vttd3vxx4Ot/++fvT66O/nxyeXT1/e7oh93Fq5u/VvLd7ujV9ydn1/9xenZ08eHvl9z+RcVvL87ffvhQ/tX5+w/s/+fhev989eMPu+uLnlycXn3/dnd1+ur6/7y6+dj+P+9uZnD26vr//R83f7b5ON5/Xv9Gin/6z3+6/qe7v1yN//Kf/v3f/y/HOQLhIAQBAA==" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQM7QwMDdS0lEqLqnMSQUKFZUCqVoASDdlHyoAAAA=" } }	table__multihier___91286
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| In millions \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Revenue (loss) (a) \| $38 \| $45 \| $49 \|\n\| Expense (a) \| 72 \| 79 \| 90 \|\n\| Cash receipts (b) \| 22 \| 33 \| 36 \|\n\| Cash payments (c) \| 73 \| 84 \| 87 \|\n\| \| Year Ended December 31 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| $ in millions \| 2012 \| 2011 \| 2010 \|\n\| Sales \| $3,019 \| $3,193 \| $3,705 \|\n\| Operating income \| 268 \| 260 \| 249 \|\n\| Operating margin rate \| 8.9% \| 8.1% \| 6.7% \|\n\| \| Year Ended December 31 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| $ in millions \| 2012 \| 2011 \| 2010 \|\n\| Product sales \| $13,838 \| $15,073 \| $16,091 \|\n\| Product costs-1 \| 10,415 \| 11,491 \| 12,558 \|\n\| % of product sales \| 75.3% \| 76.2% \| 78.0% \|\n\| Service sales \| 11,380 \| 11,339 \| 12,052 \|\n\| Service costs-1 \| 9,223 \| 9,295 \| 10,291 \|\n\| % of service sales \| 81.0% \| 82.0% \| 85.4% \|\n\| $ in millions \| Total \| 2013 \| 2014 -2015 \| 2016 -2017 \| 2018 andbeyond \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Long-term debt \| $ 3,924 \| $ 5 \| $ 855 \| $113 \| $2,951 \|\n\| Interest payments on long-term debt \| 2,485 \| 207 \| 401 \| 356 \| 1,521 \|\n\| Operating leases \| 1,071 \| 274 \| 435 \| 233 \| 129 \|\n\| Purchase obligations-1 \| 6,907 \| 4,187 \| 2,364 \| 177 \| 179 \|\n\| Other long-term liabilities-2 \| 878 \| 88 \| 242 \| 100 \| 448 \|\n\| Total contractual obligations \| $15,265 \| $4,761 \| $4,297 \| $979 \| $5,228 \|\n\| $ in millions \| AerospaceSystems \| ElectronicSystems \| InformationSystems \| TechnicalServices \| Total \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Balance as of December 31, 2010 \| $3,801 \| $2,402 \| $5,248 \| $925 \| $12,376 \|\n\| Businesses sold \| — \| -2 \| — \| — \| -2 \|\n\| Balance as of December 31, 2011 \| $3,801 \| $2,400 \| $5,248 \| $925 \| $12,374 \|\n\| Businesses acquired, sold and other \| -43 \| 10 \| 39 \| 51 \| 57 \|\n\| Balance as of December 31, 2012 \| $3,758 \| $2,410 \| $5,287 \| $976 \| $12,431 \|\n\| \| December 31, 2012 \| \| December 31, 2011 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| $ in millions \| CarryingValue \| FairValue \| CarryingValue \| FairValue \|\n\| Financial Assets (Liabilities) \| \| \| \| \|\n\| Marketable Securities \| \| \| \| \|\n\| Trading \| $ 259 \| $ 259 \| $ 219 \| $ 219 \|\n\| Available-for-sale \| 3 \| 3 \| 4 \| 4 \|\n\| Held-to-maturity time deposits \| — \| — \| 250 \| 250 \|\n\| Derivatives \| -1 \| -1 \| 7 \| 7 \|\n\| Long-term debt, including current portion \| -3,935 \| -4,834 \| -3,940 \| -4,675 \|\nThe question is:\nWhat is the total amount of Service sales of Year Ended December 31 2011, and Sales of Year Ended December 31 2011 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "H4sIABL8N2gC/63df2sd25Xm8bcizAQSsC7a60dVnfvP0NOdYRoGppmEGYahCbrySa7AlhxJvt2XkPfesiwf7Y8iuyXfQLhk2a5dtWvv9XxX1XrOOX95dX7xZv/vr76v3MbrV9fv357fvPr+1c3V6fnFq9evPpy/uY3WWP54up29OT3ps/qhxw9x8qbPRuyW3elJnS63//Dm9Ie3+z+82V+fXZ2/vzm/vHj1/V9enRyfHI9X3198ePv29W0wPgavfv/xXx6dHF3/ePlv10f/e//T/uLD/ujXby+vr39z9OvT3xxd/vEoTkYdnV8f/Zfcjr57dX/syTxSPH+kvBup+jBSPv/Y+HTs7nBszRfRc7DMwToH2xzspsC7c+IUb//36G/DMA3LsAk91CM90OMWopVoI5rnNZjXo6Ubzms4r+G8hvMazmsce6hHeqDHLUQr0UY0zyuYVzivcF7hvMJ5hfMK5xXHHuqRHuhxC9FKtBHN80rmlc4rnVc6r3Re6bzSeeWxh3qkB3rcQrQSbUTzvIp5lfMq51XOq5xXOa9yXnXsoR7pgR63EK1EG9E8r2Ze7bzaebXzaufVzqudVx97qEd6oMctRCvRRjTPa2Fei/NanNfivBbntTivxXktxx7qkR7ocQvRSrQRzfNamdfqvFbntTqv1Xmtzmt1Xuuxh3qkB3rcQrQSbUTzvDbmtTmvzXltzmtzXpvz2pzXduyhHumBHrcQrUQb0TyvHfPaOa+d89pxbTuubce17bi2Hde249p2XNtuvrZ4oob67b+/319c7x8XT2vcVy2CKp6onf52hLuiad0dRshnHHNXLO1ODsfUfNKeg2UO1jnY5mCeN7VSWCuFtVJYK4W1UlgrhbVSUCsFtVJQKwW1UlArBbVSUCsFtVJQK4W1UlgrhbVSUP4E5U9Q/gTlT1D+BOVPUP4E5U9Q/sSjXWX5E5Y/QUUTVDThRnGnuFXcK24WdwsVTVB3BHVHUHcEdUdQdwR1R1B3BHVHUHeEdUdYd4R1R1BKBKVEUEoEpURQSgSlRFBKBKVEUEqEpURYSoSlRFAdBNVBUB0E1UFQHQTVQVAdBNVBUB2E1UFYHYTVQQD8APgB8APgB8APgB8APwB+APwQ+CHwQ+AHDA8YHjA8YHjA8IDhAcMDhgcMDxkeMjxkeIDlAMsBlgMsB1gOsBxgOcBygOUQyyGWP4ZBaJRERdREC9FKtBFNl5pPUPofT69/PLran+3P399cH/36B1gdn1ntw5fPXj56+eTlg1c+wfgvnf+O9JmH8+ezj7zjfS6HI7mAnoNlDtY52OZgvoPwPuV9yvuU9wnCE4QnCE8QniA8", "part_2": "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", "part_3": "YhuY2AYmtoGJbWBiG5jYBia2gYltaGIbmtiGJraBL23gSxv40ga+tIEvbeBLG/jSBr60gS9t6Esb+tKGvrSB1WxgNRtYzQZWs4HVbGA1G1jNBlazgdVsaDUbWs2GVrOBe2zgHhu4xwbusYF7bOAeG7jHBu6xgXts6B4buseG7rGBIWxgCBsYwgaGsIEhbGAIGxjCBoawgSFsaAgbGsIGpq6BqWtg6hqYugamroGpa2DqGpi6BqauoalraOr6FAahURIVURMtRCvRRjRd6uzxGvfvxX93+nZ//fFd+P/bn14d/fbizf7N0T/tz/bvfthfHeV48Krn65PxybY1jpVgFVgBnk1hLzjluD/l2OXhlPktA53cD7Se9GGgmi+v52CZg3UOtjmYbynED4kfEj8kfkD8gPgB8QPiB8QPiB8QPyB+QPyQ+CHxQ+IHxA+IHxA/IH5A/ID4AfED4gfEj0fb7dF+e7ThIH5A/HDtXXxX3+V3/d0AED8kfkj8APEB4gPEB4gPEB8gPkB8gPgA8SHiA4gHEA8gHkA8gHgA8QDiAcQDiAdcDrgccDngcsDlgMsBlwMuB1wOUBugNkBtgNoAtQFqA9QGqA1QG9AzoGdAz4CeAT0Degb0DOgZ0DPgY8DHgI8BHwM+BnwM+BjwMeBjyMeAgAEBAwIGBAwIGBAwIGBAwHyCgP/r/f7q9Ob84k9H5xdnl+/2z4BhLNs9Tcx30936Pp8g4ctOPT6d+uRw6vyFA97BMWp3GLDmy+05WOZgnYNtDuZbDRkT2CWwS2CXwC6BXQK7BHYJ3lK8JQBLAJYALAFYArAEYDkenX6ePABLAZYgKkFUgqgEUQmiEkQliEoQlSAqH21ZmJQwKd0Rbgn3hJvCXeG2gEkpkxImJUxKmJQwKWFSwqSESQmTEialD5YJohJEJYhKEJUgKkFUgqgEUQmiEkQliEoQlSAqQVSCqARRCZQSKCVQSqCUQCmBUgKlBEoJhtKHuIRKCZUSKiVUSqiUUCm3R6efbzZUSqmUUCmhUkKlhEoJlRIqJVRKqFRfpdK706s/nV8c3UbPQdP23e5X93pubvlGxxc6s/HqLiqinqP4e1zq+HSp4+FS8+8x7B3Qlu/Wh2GZCPNY5mCdg20O5mWCaOWzXgG4AnAF4ArAFYArAFcArniaK3BX8K3gW8G3gm8F3wq+FXwriFYSrSBaQbSCaAXRCqIVRKt4dPp58hCtQFiBsAJhBcIKhBUIKxBWQKugVEGpcsu559x07jq3HVwquVRwqeBSwaWCSwWXCi5VPzr9fLPhUvlKs8BUgakCUwWmCkwVmCowVTxJFdAqX1oWDCsYVjCs", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "4e35n27F6fJC2V52h2cpqy2LLWut+Rurkm+suou4pnj2NX0W+RrbwyXlSw6flD5yqcMg9ZJBJrkf68OF9EvGeCz56+4wDjdnnYNtDqY8KSS/0PhC4wuNLzS+0PhCuQvlLpS7UO5CuQvlLrS60OpCqwutLrS60OpCnQt1LtS5UOdCnQt1LjS30NxCcwvNLTS3XEqUtFDSQkkLJS2UtFDSQh8LfSz0sdDHQh8LfSz0sdDHQh8LfSz0sdDHQh8LfSz0sdDHQh8LRSwUsVDEQhELReynytabH/dX06uVt+enP5y/Pb85f1TBbut2n6U+zPks56Nco32N9vVTxe3Xr+XwY6oPV5LfMMasgxWHoeobhprV8OTkMFR/w1CPRLHqYZLctXUOtjmYRLERxUYUG1FspK6Rukbqlic2z6fdcXZ5cXN1enbz4fb/f4mkHz+fG8vn5wsfsn3Z77v+BZgubKiFDbU8saH+0+s7dGTr9bqMw9XlN40092jrdezWw3j1TePNPdvdAZLLE9vrOaM9buHerkdshzG5kescbHMw7TG00hcVtkTsiKws6MqCIrjoLXKL2iK2vNrgzQYvNpBkX2vYIrFDsnHpG5e+sRdReUQejUfiqYB5LcJbEV6KQAVfidhAsX8CPqAH8IAdFNO8KOE9yfSapGYfR80+jpp9HDX7OGr2cdTs46jZx1Gzj6NmH0fh46j7/Phvp29PL872R6d3yTBZgV5/8gLd/uE/7K8ur9+fnu1/9/P1zf7d9f2Pc2z3nY/C4vGCcX/7dn92c3V5cX42Dxyv6yQOA+e3DPzPF3+8vHp3l+LzyLdpfY+Owh3ygpF/vz/78fZ6T9/e2+Y+DbyLPgzb3zTsAwvida7LYbRlXrx1DrY5mNeYnYV9pPSLFH6Rwi9S+EUKv0jhFyn8IoVfpPCLFH6R0i9SGkQKg0hhECkMIoVBpDCIFAaRwiBSGEQKg0hpECkdIYUjpHCEFI6QwhFSOEIKR0jhCCkcIYUjpHSElBaQwgJSWEAKC0hhASksIIUFpLCAFBaQwgJSWkBKz0fh+Sg8H4Xno/B8FJ6PwvNReD4Kz0fh+ShdHYWro3B1FK6OwtVRuDoKV0fh6ihcHYWro/RtFL6NwrdR+DYK30bh2yh8G4Vvo/BtFL6N0plRODMKZ0bhzCicGYUzo3BmFM6MwplRODNK70XhvSi8F4X3ovBeFN6LwntReC8K70XhvSjsFIWdorBTFHaKwk5R2CkKO0UdIzuqjqITT0H2w/X5xf76Y8vg+vLtmy9C9fgzUJEqlCqeItffDn8g1TTkMo+yzgHznG5yAKmQSgGVAioFVAqoFFApoFJA", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQxNTbSM1DSUSouqcxJBYoUlQKpWgDjgDyxKQAAAA==" } }	table__multihier___91287
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| July 1, 2005 – December 31, 2005 \| January 1, 2005 – June 30, 2005 \| 2004 \| 2003 \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Approximate risk-free interest rate \| 3.22% - 4.40% \| 4.17% - 4.40% \| 4.23% \| 4.00% \|\n\| Expected life of option grants \| 6.25 years \| 4 years \| 4 years \| 4 years \|\n\| Expected volatility of underlying stock \| 29.6% \| 75.3% - 79.2% \| 80.6% \| 86.6% \|\n\| Expected volatility of underlying stock (ATC Mexico and ATC South America Plans) \| N/A \| N/A \| N/A \| N/A \|\n\| Expected dividends \| N/A \| N/A \| N/A \| N/A \|\n\| \| 2012 \| 2011 \|\n\| --- \| --- \| --- \|\n\| \| (In millions) \| \|\n\| Beginning balance at January 1 \| $2,305 \| $2,408 \|\n\| Dispositions \| -97 \| -103 \|\n\| Ending balance at December 31 \| $2,208 \| $2,305 \|\n\| \| 2012 \| 2011 \|\n\| --- \| --- \| --- \|\n\| \| (In millions) \| \|\n\| Asset retirement obligations at January 1 \| $2,071 \| $1,358 \|\n\| Liabilities incurred \| 186 \| 25 \|\n\| Liabilities settled or disposed of \| -324 \| -334 \|\n\| Accretion expense \| 135 \| 96 \|\n\| Revisions of estimated liabilities \| 529 \| 947 \|\n\| Foreign currency translation \| 64 \| -21 \|\n\| Asset retirement obligations at December 31 \| 2,661 \| 2,071 \|\n\| Less: Current obligations \| 449 \| 227 \|\n\| Long-term obligations at December 31 \| $2,212 \| $1,844 \|\n\| \| 2013 \| 2012 \| 2011 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| (In millions) \| \| \| \|\n\| Sales and other operating revenues \| $860 \| $518 \| $996 \| \|\n\| Costs and expenses \| \| \| \| \|\n\| Operating costs and expenses \| 376 \| 297 \| 271 \| \|\n\| Production and severance taxes \| 6 \| 5 \| 19 \| \|\n\| Exploration expenses, including dry holes and lease impairment \| 6 \| — \| 10 \| \|\n\| General, administrative and other expenses \| 8 \| 10 \| 9 \| \|\n\| Depreciation, depletion and amortization \| 364 \| 139 \| 232 \| \|\n\| Total costs and expenses \| 760 \| 451 \| 541 \| \|\n\| Results of operations before income taxes \| 100 \| 67 \| 455 \| \|\n\| Provision(benefit) for income taxes \| 36 \| -82 \| 295 \| \|\n\| Results of operations \| $64 \| $149 \| $160 \| \|\nThe question is:\nWhat is the growing rate of the Total costs and expenses in the year with the least Sales and other operating revenues?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "H4sIABL8N2gC/73dX29l15He4a9CdHxhA02jV/1Zex/dBMl4EiQIkCAZIBfBwKC6jyUC3WQPyZblGP7uYbPZ1HqYI1nSSAP4piydvdfaVe/7W7tO8eivLy6v3hy/ffFF73O8fHH7/u3l3YsvXtzdXFxevXj54sPlm/tom6+PuR3n/rpmXRzG4eLiUNvrOV/XOGzH/f5fvLv48u3xj2+Ot69vLt/fXV5fvfjiry9enb86Hy++uPrw9u3L+2A8C16tUaxBrkGtQa/BXINtDfY1OCyBC3rlIu7/9+yfhmEalmET+lE/6Qf93CTaiHaidV8+22cPd7iv4b6G+xrua7gvE2WmTJW5Mllmy3SZr2Bf4b7CfYX7CvcV7ivcV5z7UT/pB/3cJNqIdqJ1X8m+0n2l+0r3le4r3Ve6rzz3o37SD/q5SbQR7UTrvop9lfsq91Xuq9xXua9yX3XuR/2kH/Rzk2gj2onWfTX7avfV7qvdV7uvdl/tvvrcj/pJP+jnJtFGtBOt+5rsa7qv6b6m+5rua7qv6b7muR/1k37Qz02ijWgnWve1sa/NfW3ua3Nfm/va3NfmvrZzP+on/aCfm0Qb0U607mtnX7v72t3X7r5297W7r9197ed+1E/6QT83iTainWjd14F9HdzXwX0dWNuBtR1Y24G1HVjbgbUdWNthXRsIkkBQA2jADJABMQAGvAAXwbElPLaEx5bw2BIeW8JjS3hsCY4twbElOLYEx5bg2BIcW4JjS3BsCY4t4bElPLaEx5bgJBKcRIKTSHASCU4iwUkkOIkEJ5GwDJ7VgSeR8CQSlol1YqFYKZaKtWKxWC0cLoIjQHAECI4AwREgOAIER4DgCBAcAYIjQHgECI8A4REgoHpA9YDqAdUDqgdUD6geUD2gekj1kOoh1QNQB6AOQB2AOgB1AOoA1AGoA1CHoA5BHYI6YG/A3oC9AXsD9gbsDdgbsDdgb8jekL0hewOcBjgNcBrgNMBpgNMApwFOA5yGOA1xGuI0IGRAyICQASEDQgaEDAgZEDIgZEjIkJAfwyA0SqIiaqJJtBHtRMtSsR9fbXyz8cXG9xpfa/AwLAwHw8DwL+wL98K8EtCmoE1Bm4I2YWfCzoSdCTsTdibsTNiZsDNhZ8rOlJ0pOxN2JuxM2JmwM2Fnws6EnQk7E3YmOExwmOAwwWGCwwSHCQ4THKb1aClZSxaT1WQ5WU8WlBUFDhPCJYRLCJcQLiFcQriEcAnTEkwlmEow", "part_2": "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", "part_3": "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", "part_4": "k7IjWOClwEuBlwIvBV4KvBR4KV5SCtiUPb+CPQV7CvYU7CnYU7CnYE/xzlKQqCRRQaKCRAWJChIVJCpIVJCoIFFBogI9BXoK9BToKdBToKdADyVqhdrQtp/dEKIhREMIypwqp8ipcUqcCm/Xvjy4xtZbW29svbH1xtYbW29svbH1xtYbW29svbH1xtYbW29svbH1xtYbW29svfHxxscbH298vPHxxscbH2+cu3Huxrkb526cu3Huxrkbr268uvHqxqsbr268uuvZHdYdKQSr1rK1bi1cK9fStXax48Z/G/9t/Lfx38Z/G/9t/Ldx3MZiG4ttLLax2MZiG4ttLLYx1cZFGxdtXLRx0cZFGxdtXJTHKdz8tssvuyY+NvGxiY+RIRJEfkgP2SE507Uv1kGeBKPfhflV2MZGNjaysRFST+ZJPHkn7WSdpINVCkCo+k3ZzkZ2NrKzkZ2NUFOUFBVFQVFPlBPVBJIhsq+Gfq3mt2qgG3IDbrgNtqE20F5eF2Mdcol1yCXWIZdYh1xiHXKJdcgl1iGXWEdZYh1eiXV4JdbhlViHV2IdXol1eCXW4ZV4nFd5fI2Mx9fI/3Z99dX53fHm3dn1l28vv7r41Mb8KW++9///x7fJcAImnIAJJ2DicQLm5y/m1KvteLlXfbeY5G5F1ESTaCPyAS4VMczbcPPDzQ83b5ZNs3k20WbaVJvrwVKDpYZLDZcaLjXOjZKoiJpoEm1EO9G61GSp6VLTpaZLzXOjJCqiJppEG9FOtC61WGq51HKp5VLr3CiJiqiJJtFGtBOtS22W2i61XWq71D43SqIiaqJJtBHtROtSJ0udLnW61OlS57lREhVRE02ijWgnWpe6sdTNpW4udXOp27lREhVRE02ijWgnWpe6s9Tdpe4udXep+7lREhVRE02ijWgnWpd6YKkHl3pwqQeXejg3SqIiaqJJtBHtRMtS4wRQ/8Pt7fHu7OZ4d3lzfHe8unuOsh83bfNqG48g06z1aq06ThD1p67mNFaz96fV5HrDWoNeg7kG2xrsa7A+TI5Y4WEiPEyEh4ngQBagP0B/gP4A/QH6A/QH6A/QH6I/RH+I/gD9AfoD9AfoD9AfoD9Af4D+AP3xrJqeldOzegL9YerNvck3+6bf/FsAoD9EfwD3AO4B3AO4B3AP4B7APYB7APcQ7gG+A3wH+A7wHeA7wHeA7wDfAb5DfAeADgAdADoAdADoANABoANAB4AOAR0gOEBwgOAAwQGC", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "jdqmUds0aptGbdOobRu17d/1NY3aplHbNGqbRm3TqG0atU2jtmnUNo3apjPbdGabzmzTmW06s01ntunMNp3ZpjPb/jFe05ltOrNNZ7bpzDad2aYz23Rmm85s05lt//qu/eu7plHbNGqbRm3TqG0atU2jtmnUNo3aplHb/rld++d2Td+26ds2fdumb9v0bZu+bdO3bfq2Td+2/fu69u/rmq5u09VturpNV7fp6jZd3aar2/xBXZ9jUVgSjoQh4UfYEW6EGQUMCRkSMiRgSMCQgCEBQwKGBAyJV89Wsz4DGBIyJGRIwJCAIQFDAoYEDAkYEjAkYEiYIBnCH4s1bd+m7du0fZu2b9P2bdq+Tdu3+euwpgncNIGbJnDTBG6awE0TuGkCN3/w1fzBV9MgbhrETYO4aRA3DeKmQdw0iJsGcdMgbhrETYO4aRA3DeKmQdw0iJs/xGr+EKtpHjfN46Z53DSPm+Zx0zxumsfNX141f3nVNJabxnLTWG4ay01juWksN43l5k+tmj+1aprOnyLDIEqiImqiSbQR7UTrYjDzwK4Duw7sOrDrwK7RETJCRYgIDaVX29Zg2UliwonNJjab2Gxis4nNJuaZ2GNij4k9JvaY2GNieomtJbaW2Fpia+lj9bn6YH2y+ewq68owncR0EtNJTCcxncR0EmNJjCUxlsRYEmNJjCWxi8QuErtI7CKxi0T2iewT2Seyz+3ZVdaVIeZEvYl6E/Um6k1UmKgwUWGiwjw8u8qyMlLrOwh5Js1kmSSX197WYF+DxVwKgRYCLQRaCLQQYSHCQoQ1nn2uidYlI8JChIUICxEWIixEWIiwEGEhwkKEZW5Mh/kwIWYEoRVCK4RWCK0QWiGtQlqFtAppFdIqpFVIq5BWIa1CWoWYCjEVYirEVIipEFMhpkJMhZgKMfFwG/k0xOa589h56u3F5xpsa7CvwSKmRhSNKBpRNKJoRNHIoJFBI4NGBo0MGhk0Mmhk0MigkUEjg0YGjQwaGTQyaDNlOsyHCTEjyKCRQSODRgaNDBoZNDJoZNDIoJFBI4NGBo0MGhk0Mmhk0MigkUEjg0YGPJaJDOze8MR4YDyv6cXnGmxrsK/BIoOJDCYymMhgIoOJDCYymMhgIoOJDCYymMhgIoOJDCYymMhgIoOJDCYymMhgIoOJDCYymMhgIoOJDKb5Nqlm1bSSV1RgX822GgJBH8hj8+JzDbY12NdgKRoEZTPN1y+0htRQGkLjzYsXL967", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzQzMzZT0lEqLqnMSQUKFZUCqVoAyXxJqioAAAA=" } }	table__multihier___91290
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2017 \| 2016 \| 2015 \|\n\| --- \| --- \| --- \| --- \|\n\| Brent oil prices ($/Bbl)(1) \| $54.12 \| $43.64 \| $52.32 \|\n\| WTI oil prices ($/Bbl)(2) \| 50.80 \| 43.29 \| 48.66 \|\n\| Natural gas prices ($/mmBtu)(3) \| 2.99 \| 2.52 \| 2.62 \|\n\| \| Fourth Quarter \| \| Change \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (dollar amounts in millions) \| 2014 \| 2013 \| Amount \| Percent \|\n\| Average Deposits \| \| \| \| \|\n\| Demand deposits: noninterest-bearing \| $15,179 \| $13,337 \| $1,842 \| 14% \|\n\| Demand deposits: interest-bearing \| 5,948 \| 5,755 \| 193 \| 3 \|\n\| Total demand deposits \| 21,127 \| 19,092 \| 2,035 \| 11 \|\n\| Money market deposits \| 18,401 \| 16,827 \| 1,574 \| 9 \|\n\| Savings and other domestic deposits \| 5,052 \| 4,912 \| 140 \| 3 \|\n\| Core certificates of deposit \| 3,058 \| 3,916 \| -858 \| -22 \|\n\| Total core deposits \| 47,638 \| 44,747 \| 2,891 \| 6 \|\n\| Other domestic deposits of $250,000 or more \| 201 \| 275 \| -74 \| -27 \|\n\| Brokered deposits and negotiable CDs \| 2,434 \| 1,398 \| 1,036 \| 74 \|\n\| Deposits in foreign offices \| 479 \| 354 \| 125 \| 35 \|\n\| Total deposits \| 50,752 \| 46,774 \| 3,978 \| 9 \|\n\| Short-term borrowings \| 2,683 \| 1,471 \| 1,212 \| 82 \|\n\| Long-term debt \| 3,956 \| 2,253 \| 1,703 \| 76 \|\n\| Total interest-bearing liabilities \| $42,212 \| $37,161 \| $5,051 \| 14% \|\n\| MSA \| Rank \| Deposits(in millions) \| Market Share \|\n\| --- \| --- \| --- \| --- \|\n\| Columbus, OH \| 1 \| $22,332 \| 34% \|\n\| Cleveland, OH \| 2 \| 9,273 \| 14 \|\n\| Detroit, MI \| 5 \| 7,358 \| 6 \|\n\| Akron, OH \| 1 \| 3,864 \| 29 \|\n\| Indianapolis, IN \| 4 \| 3,285 \| 7 \|\n\| Cincinnati, OH \| 4 \| 2,623 \| 2 \|\n\| Pittsburgh, PA \| 9 \| 2,978 \| 2 \|\n\| Chicago, IL \| 19 \| 2,324 \| 1 \|\n\| Toledo, OH \| 1 \| 2,535 \| 24 \|\n\| Grand Rapids, MI \| 2 \| 2,367 \| 11 \|\n\| Source: FDIC.gov, based on June 30, 2017 survey. \| \| \| \|\nThe question is:\nwhat is the growth rate in wti oil prices from 2016 to 2017?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "jzPXw6PkF9/gwy3i8nirOIxcP3fko3tETA/Pw/JwPAwvoXEC2ASwCWATwCaATQCbADZBaorUBJoJNBNoJtBMoJlAM5d7t58nDzRTaCZYTLCYYDHBYoLFBIsJFhMsJljMe7KAgwkHEw6mS8I14aJwVbgs4GDKwYSDCQcTDiYcTDiYcDDhYMLBhIPpR3+CxQSLCRYTLCZYTLCYYDHBYoLFBIsJFhMsJlhMsJhgMcFiAsIEhAkIExAmIExAmIAwAWGCvvQjLCFhQsKEhAkJExImJMzt3u3nlw0JUxImJExImJAwIWFCwoSECQkTEtankPAzMNi7elc+VV9WGS0yzs3Gd1ER9RzF3+tx71DZa/fhcfPLhv6wJrbLw5j1s8ac6/uHIXkdYw7WOdjmYM44cCw/VQtWFqwsWFmwsmBlwcqClcXHaEHOApUFKgtUFqgsUFmgskBlAccSjgUcCzgWcCzgWMCxgGPFvdvPkweOBQ0LGhY0LGhY0LCgYUHDgn8F8ArgFcAr15yLzlXnsgNxJeIKxBWIKxBXIK5AXIG46nu3n182iCtruAXxCuIVxCuIVxCvIF5BvOJDsOBfWb8scFjgsMBhgcMChwUOCxwW34UFHEs4FnAs4FjAsYBjAccCjgUcCzgWcCxoWNCwoGFBw4KGBQ0LGvZHjjnx6Y+drS3LoTXCRe7ZjUc3DfQa6DXQ64+ciX7CM745gtud7eLwjPnp431Atzg7HDX3R85HHxpo/uJbDuMw2zEH6xyQuGnVNExrmdYwrWFaw7SGaQ3TGqY1TGuY1jCtYVrDtIZpDdMapjVMa5jWMK2BWAOxBmINxBqINRBrINZgq8FWg60GWw22Gmw12GpA1YCqAVUDqgZUDai67t1hnhGgasjUkKkhU7twXbkuXdcuLGrg08CngU8DnwY+DXwa+DS4afjS8KXhS8OXhi8NXxq+NERpENIgpEFIg5AGIQ1CGoQcO/D9/dXlxX+dvDi//vPFzaeY+LLVoWHQzYHnux7vDkx8YOIDEz92DvwZz/jGxMd2AM2xc98Hx/vwE6UPjTLHznl/aqAjvS4sTVYmC3OYt8k212NdLud/uWvgeM2Sq4f7Fx/sQjo0IbnD8oDY8+GVjK5kdCWj67HOmC994Df9S7vl/QPnlw7+YbLr7DBq/cxRj3yRYhJ4BBaBQ7AB3Y5k/jev21CfXFzf7L/bPzm/edNY8PZ5PtZHc9bvyg/uYz1o30j5Rso3Ur6R8u1Iyj//Sd+0E+6WcXjS/OxRP+z+3aaZ15eOR7tvHMbjFYw5WOdgm4MpwbsHN9lPXj/WJ0i51pHvpmfB", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDc2sVDSUSouqcxJBYoUlQKpWgDI0X2OKQAAAA==" } }	table__multihier___91298
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2011 \| 2010 \| 2009 \|\n\| --- \| --- \| --- \| --- \|\n\| Interest and dividend income \| $519 \| $311 \| $407 \|\n\| Other expense, net \| -104 \| -156 \| -81 \|\n\| Total other income and expense \| $415 \| $155 \| $326 \|\n\| \| December 31, 2016 \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Lowest Rating Agency Rating \| \| \| \| \| \| \|\n\| \| AAA \| AA \| A \| BBB \| BB andbelow \| TotalAmortizedCost \| TotalDecember 31,2015 \|\n\| \| (in millions) \| \| \| \| \| \| \|\n\| Collateralized by sub-prime mortgages-1 \| $0 \| $0 \| $18 \| $36 \| $352 \| $406 \| $1,141 \|\n\| Collateralized loan obligations \| 6,178 \| 18 \| 0 \| 0 \| 0 \| 6,196 \| 4,280 \|\n\| Collateralized by education loans-2 \| 28 \| 370 \| 0 \| 0 \| 0 \| 398 \| 392 \|\n\| Collateralized by credit cards \| 116 \| 0 \| 0 \| 0 \| 0 \| 116 \| 201 \|\n\| Collateralized by auto loans \| 818 \| 0 \| 0 \| 0 \| 0 \| 818 \| 518 \|\n\| Other asset-backed securities-3 \| 7 \| 75 \| 38 \| 22 \| 106 \| 248 \| 341 \|\n\| Total asset-backed securities-4 \| $7,147 \| $463 \| $56 \| $58 \| $458 \| $8,182 \| $6,873 \|\n\| \| December 31, 2016 \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Lowest Rating Agency Rating \| \| \| \| \| \| \|\n\| \| AAA \| AA \| A \| BBB \| BB andbelow \| TotalFair Value \| TotalDecember 31,2015 \|\n\| \| (in millions) \| \| \| \| \| \| \|\n\| Collateralized by sub-prime mortgages-1 \| $0 \| $0 \| $19 \| $36 \| $432 \| $487 \| $1,189 \|\n\| Collateralized loan obligations \| 6,231 \| 18 \| 0 \| 0 \| 0 \| 6,249 \| 4,317 \|\n\| Collateralized by education loans-2 \| 28 \| 379 \| 0 \| 0 \| 0 \| 407 \| 395 \|\n\| Collateralized by credit cards \| 119 \| 0 \| 0 \| 0 \| 0 \| 119 \| 206 \|\n\| Collateralized by auto loans \| 816 \| 0 \| 0 \| 0 \| 0 \| 816 \| 516 \|\n\| Other asset-backed securities-3 \| 6 \| 76 \| 43 \| 22 \| 124 \| 271 \| 376 \|\n\| Total asset-backed securities-4 \| $7,200 \| $473 \| $62 \| $58 \| $556 \| $8,349 \| $6,999 \|\nThe question is:\nWhat is the difference between the greatest Collateralized loan obligations in AAA and AA? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "hE2L+GO59VEQ9R/Gc0/vs7PIZM3kgkWW7y6SeL5OHu8U57nLp58zlc03j7LhLajxuUkf1juvs00NZn2D8IxrIy4ullrskthlGM2Xgrsp39cJsFWarMFuF2SrMVmG2CrNVvI0X1qvwWoXXKrxW4bUKr1V4rcJrFe6qdFeFuyrcVeGuCndVuKvCXVXcG36ePO6qsFOFnSrsVGGnCjtV2KnCThUGqnBMhWMqHFPhmArHVDimsuzwSKVHKjxS4ZEKj1R4pMIjFR6p+t7w88PGI5Xt3cIyFZapsEyFZSosU2GZCstUvAkXBqps4BZ+qvBThZ8q/FThpwo/Vfip4sW4cFeluyrcVeGuCndVuKvCXRXuqnBXhbsq3FVhpwo7Vdipwk4VdqqwU4Wd6i8bqDdvzy9P3r58c/H9+e0P+Ll+JOM0lvWjpIsMd0XcFGmsU2OdGuvUX7ZOjzGxv53X8mlW+QwZ/G0CZ3fj19OP/6BB+pRBP0cGn7FFnzIZj5PJMV5oLPtxN+76iON+2QNVbJ+mDMwnjmkcUOuAGgfUOKDGATUOqHFAjQNqHFDjgBoH1DigxgE1DqhxQI0DahxQ44AaB9RYnsbyNJansTyN5WksT2N5GpPTmJzG5DQmpzE5jclpTE5jaxpb09iaxtY0tqaxNV33RphnhK1pfEzjYxof0/iYxsc0PqatXZxLY1Uaq9JYlcaqNFalsSqNVWnMSeNGGjfSuJHGjTRupHEjjRtp/EdjOBrD0RiOxnA0hqMxHI3hGEf1TA6vf371npDeE9T1Lh5J9uOjPOpA/b7AzwsGoj8Q/YHoj6P6JY8ytb+dWa5nd1PLZ0rjtxVvHNUmeYQcPusAxlENkkfJ4ggXMI7qjByZzTFOIPefqn195KG/bAZyH3ejg/9JftejyODV1eH1xc3Jq/Or149l/5flo0fy7c+vd/x4Z4UIVohghQjWo4jga6f125W2HsUAXzn+54avJx/+s7hfj8L91yZwBOTXoyD/5USOQftc0uvjjfploL/707uBtxkEE9C3o4B+/vPN21+555Fgvt29DttX8cu3DZhvwHwD5hsw346C+ddN6rdrazsK5F81+ucGryce/LMA344C+NcNfwS8t6Pg/aU0jgH3XMjrY435ZWj3NOw2F/4E7f0D0P71Ry7+1pf6+Ujo/njexU1gvxz1w9H9A4h9glwfSLXvcs1nyOABN7bdJVBPn8CD4I24S6GfI4XPAHi52y7cPwDhvyuXY1Ac9WkV1kcc9ggzfrc1Sf99", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjMyNNYzUNJRKi6pzEkFChSVAqlaAFBpWQcoAAAA" } }	table__multihier___91302
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Pension Benefits \| Other Postretirement Benefits \|\n\| --- \| --- \| --- \|\n\| 2005 \| $125 \| $30 \|\n\| 2006 \| 132 \| 31 \|\n\| 2007 \| 143 \| 31 \|\n\| 2008 \| 154 \| 33 \|\n\| 2009 \| 166 \| 34 \|\n\| 2010-2014 \| 1,052 \| 193 \|\n\| Total \| $1,772 \| $352 \|\n\| Significant Unobservable Input \| Unobservable Inputs (Minimum) \| Unobservable Inputs (Maximum) \| Impact of Increase in Inputon Fair Value Measurement [1] \|\n\| --- \| --- \| --- \| --- \|\n\| Withdrawal Utilization [2] \| 20% \| 100% \| Increase \|\n\| Withdrawal Rates [3] \| —% \| 8% \| Increase \|\n\| Lapse Rates [4] \| —% \| 75% \| Decrease \|\n\| Reset Elections [5] \| 20% \| 75% \| Increase \|\n\| Equity Volatility [6] \| 10% \| 40% \| Increase \|\n\| \| Operating Leases \|\n\| --- \| --- \|\n\| 2017 \| $42 \|\n\| 2018 \| 35 \|\n\| 2019 \| 28 \|\n\| 2020 \| 20 \|\n\| 2021 \| 10 \|\n\| Thereafter \| 28 \|\n\| Total minimum lease payments [1] \| $163 \|\nThe question is:\nwhat portion of the total expected payment for benefits is related to pension benefits?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzMDYxMlfSUSouqcxJBYoUlQKpWgBbngi4KQAAAA==" } }	table__multihier___91306
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Defined benefit pension plans \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| As of or for the year ended December 31, \| U.S. \| \| \| Non-U.S. \| \| OPEB plans(d) \| \|\n\| (in millions) \| 2015 \| 2014 \| \| 2015 \| 2014 \| 2015 \| 2014 \|\n\| Change in benefit obligation \| \| \| \| \| \| \| \|\n\| Benefit obligation, beginning of year \| $-12,536 \| $-10,776 \| \| $-3,640 \| $-3,433 \| $-842 \| $-826 \|\n\| Benefits earned during the year \| -340 \| -281 \| \| -37 \| -33 \| -1 \| — \|\n\| Interest cost on benefit obligations \| -498 \| -534 \| \| -112 \| -137 \| -31 \| -38 \|\n\| Plan amendments \| — \| -53 \| \| — \| — \| — \| — \|\n\| Special termination benefits \| — \| — \| \| -1 \| -1 \| — \| — \|\n\| Curtailments \| — \| — \| \| — \| — \| — \| -3 \|\n\| Employee contributions \| NA \| NA \| \| -7 \| -7 \| -25 \| -62 \|\n\| Net gain/(loss) \| 702 \| -1,669 \| \| 146 \| -408 \| 71 \| -58 \|\n\| Benefits paid \| 760 \| 777 \| \| 120 \| 119 \| 88 \| 145 \|\n\| Expected Medicare Part D subsidy receipts \| NA \| NA \| \| NA \| NA \| -6 \| -2 \|\n\| Foreign exchange impact and other \| — \| — \| \| 184 \| 260 \| 2 \| 2 \|\n\| Benefit obligation, end of year \| $-11,912 \| $-12,536 \| \| $-3,347 \| $-3,640 \| $-744 \| $-842 \|\n\| Change in plan assets \| \| \| \| \| \| \| \|\n\| Fair value of plan assets, beginning of year \| $14,623 \| $14,354 \| \| $3,718 \| $3,532 \| $1,903 \| $1,757 \|\n\| Actual return on plan assets \| 231 \| 1,010 \| \| 52 \| 518 \| 13 \| 159 \|\n\| Firm contributions \| 31 \| 36 \| \| 45 \| 46 \| 2 \| 3 \|\n\| Employee contributions \| — \| — \| \| 7 \| 7 \| — \| — \|\n\| Benefits paid \| -760 \| -777 \| \| -120 \| -119 \| -63 \| -16 \|\n\| Foreign exchange impact and other \| — \| — \| \| -191 \| -266 \| — \| — \|\n\| Fair value of plan assets, end of year \| $14,125 \| $14,623 \| (b)(c) \| $3,511 \| $3,718 \| $1,855 \| $1,903 \|\n\| Net funded status(a) \| $2,213 \| $2,087 \| \| $164 \| $78 \| $1,111 \| $1,061 \|\n\| Accumulated benefit obligation, end of year \| $-11,774 \| $-12,375 \| \| $-3,322 \| $-3,615 \| NA \| NA \|\n\| \| 2015 \| \| 2014 \| \| 2013 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Year ended December 31,(in millions, except rates)(a) \| Residential mortgage(d)(e) \| Commercial and other(e)(f) \| Residential mortgage(d)(e) \| Commercial and other(e)(f) \| Residential mortgage(d)(e) \| Commercial and other(e)(f) \|\n\| Principal securitized \| $3,008 \| $11,933 \| $2,558 \| $11,911 \| $1,404 \| $11,318 \|\n\| All cash flows during the period: \| \| \| \| \| \| \|\n\| Proceeds from new securitizations(b) \| $3,022 \| $12,011 \| $2,569 \| $12,079 \| $1,410 \| $11,507 \|\n\| Servicing fees collected \| 528 \| 3 \| 557 \| 4 \| 576 \| 5 \|\n\| Purchases of previously transferred financial assets (or the underlying collateral)(c) \| 3 \| — \| 121 \| — \| 294 \| — \|\n\| Cash flows received on interests \| 407 \| 597 \| 179 \| 578 \| 156 \| 325 \|\n\| (in millions) \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| Investment banking fees \| $6,751 \| $6,542 \| $6,354 \|\n\| Principal transactions \| 10,408 \| 10,531 \| 10,141 \|\n\| Lending- and deposit-related fees \| 5,694 \| 5,801 \| 5,945 \|\n\| Asset management, administration and commissions \| 15,509 \| 15,931 \| 15,106 \|\n\| Securities gains \| 202 \| 77 \| 667 \|\n\| Mortgage fees and related income \| 2,513 \| 3,563 \| 5,205 \|\n\| Card income \| 5,924 \| 6,020 \| 6,022 \|\n\| Other income(a) \| 3,032 \| 3,013 \| 4,608 \|\n\| Noninterest revenue \| 50,033 \| 51,478 \| 54,048 \|\n\| Net interest income \| 43,510 \| 43,634 \| 43,319 \|\n\| Total net revenue \| $93,543 \| $95,112 \| $97,367 \|\nThe question is:\nWhat's the current growth rate of Actual return on plan assets in terms of OPEB plans?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQszS0MDJR0lEqLqnMSQUKFZUCqVoALXwjsSoAAAA=" } }	table__multihier___91307
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Investment Servicing \| \| \| InvestmentManagement \| \| \| BusinessDivestiture \| \| \| Other/One-Time \| \| \| Total \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2005 \| 2004 \| 2003 \| 2005 \| 2004 \| 2003 \| 2005 \| 2004 \| 2003 \| 2005 \| 2004 \| 2003 \| 2005 \| 2004 \| 2003 \|\n\| (Dollars in millions, unless otherwise noted) \| \| \| \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Years ended December 31, \| \| \| \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Fee revenue: \| \| \| \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Servicing fees \| $2,474 \| $2,263 \| $1,950 \| \| \| \| \| \| \| \| \| \| $2,474 \| $2,263 \| $1,950 \|\n\| Management fees \| – \| – \| – \| $751 \| $623 \| $474 \| \| \| $59 \| \| \| \| 751 \| 623 \| 533 \|\n\| Trading services \| 694 \| 595 \| 529 \| – \| – \| – \| \| \| – \| \| \| \| 694 \| 595 \| 529 \|\n\| Securities finance \| 260 \| 211 \| 206 \| 70 \| 48 \| 39 \| \| \| – \| \| \| \| 330 \| 259 \| 245 \|\n\| Processing fees and other \| 221 \| 239 \| 277 \| 81 \| 69 \| 34 \| \| \| 1 \| \| \| $-13 \| 302 \| 308 \| 299 \|\n\| Total fee revenue \| 3,649 \| 3,308 \| 2,962 \| 902 \| 740 \| 547 \| \| \| 60 \| \| \| -13 \| 4,551 \| 4,048 \| 3,556 \|\n\| Net interest revenue \| 826 \| 816 \| 773 \| 81 \| 43 \| 37 \| \| \| – \| \| \| – \| 907 \| 859 \| 810 \|\n\| Provision for loan losses \| – \| -18 \| – \| – \| – \| – \| \| \| – \| \| \| – \| – \| -18 \| – \|\n\| Net interest revenue after provision for loan losses \| 826 \| 834 \| 773 \| 81 \| 43 \| 37 \| \| \| – \| \| \| – \| 907 \| 877 \| 810 \|\n\| (Losses) gains on sales of available-for-sale investment securities, net \| -1 \| 26 \| 23 \| – \| – \| – \| \| \| – \| \| \| – \| -1 \| 26 \| 23 \|\n\| Gains on sales of divested businesses, net \| – \| – \| – \| – \| – \| – \| \| \| – \| $16 \| \| 345 \| 16 \| – \| 345 \|\n\| Total revenue \| 4,474 \| 4,168 \| 3,758 \| 983 \| 783 \| 584 \| \| \| 60 \| 16 \| \| 332 \| 5,473 \| 4,951 \| 4,734 \|\n\| Operating expenses \| 3,363 \| 3,115 \| 2,706 \| 678 \| 582 \| 473 \| \| \| 37 \| – \| $62 \| 406 \| 4,041 \| 3,759 \| 3,622 \|\n\| Income from continuing operations before income taxes \| $1,111 \| $1,053 \| $1,052 \| $305 \| $201 \| $111 \| \| \| $23 \| $16 \| $-62 \| $-74 \| $1,432 \| $1,192 \| $1,112 \|\n\| Pre-tax margin \| 25% \| 25% \| 28% \| 31% \| 26% \| 19% \| \| \| \| \| \| \| \| \| \|\n\| Average assets (in billions) \| $96.9 \| $92.5 \| $80.6 \| $2.9 \| $2.6 \| $2.0 \| \| \| $.1 \| \| \| \| $99.8 \| $95.1 \| $82.7 \|\n\| (In millions) \| 2007 \| 2006 \|\n\| --- \| --- \| --- \|\n\| Indemnified securities financing \| $558,368 \| $506,032 \|\n\| Liquidity asset purchase agreements \| 35,339 \| 30,251 \|\n\| Unfunded commitments to extend credit \| 17,533 \| 16,354 \|\n\| Standby letters of credit \| 4,711 \| 4,926 \|\n\| As of December 31, \| 2007 \| 2006 \| 2005 \| 2004 \| 2003 \| 2006-2007 AGR \| 2003-2007 CAGR \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in billions) \| \| \| \| \| \| \| \|\n\| Mutual funds \| $4,803 \| $3,738 \| $3,442 \| $3,088 \| $3,094 \| 28% \| 12% \|\n\| Collective funds \| 3,199 \| 1,665 \| 1,001 \| 911 \| 1,153 \| 92 \| 29 \|\n\| Pension products \| 3,960 \| 3,713 \| 3,358 \| 3,254 \| 3,026 \| 7 \| 7 \|\n\| Insurance and other products \| 3,337 \| 2,738 \| 2,320 \| 2,244 \| 2,097 \| 22 \| 12 \|\n\| Total \| $15,299 \| $11,854 \| $10,121 \| $9,497 \| $9,370 \| 29 \| 13 \|\nThe question is:\nWhat's the increasing rate of the Total fee revenue for Investment Servicing in 2004 ended December 31?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.25	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDSzMFTSUSouqcxJBYoUlQKpWgCbDABLKQAAAA==" } }	table__multihier___91311
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2010 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \| --- \|\n\| Range of risk-free interest rate \| 1.41% – 2.39% \| 1.41% – 2.04% \| 1.44% – 3.05% \|\n\| Weighted average risk-free interest rate \| 2.35% \| 1.71% \| 1.89% \|\n\| Expected life of option grants \| 4.60 years \| 4.00 years \| 4.00 years \|\n\| Range of expected volatility of underlying stock price \| 37.11% – 37.48% \| 36.00% – 36.63% \| 28.51% – 35.30% \|\n\| Weighted average expected volatility of underlying stock price \| 37.14% \| 36.23% \| 29.10% \|\n\| Expected annual dividends \| N/A \| N/A \| N/A \|\n\| \| Other PostretirementBenefits (in millions) \|\n\| --- \| --- \|\n\| One percentage point increase \| \|\n\| Increase in total service and interest costs \| $7 \|\n\| Increase in postretirement benefit obligation \| 158 \|\n\| One percentage point decrease \| \|\n\| Decrease in total service and interest costs \| $6 \|\n\| Decrease in postretirement benefit obligation \| 106 \|\n\| \| Pension \| \| Postretirement \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Minimum \| Maximum \| Minimum \| Maximum \|\n\| Asset Category \| \| \| \| \|\n\| U.S. Equities \| 2% \| 16% \| 27% \| 60% \|\n\| International Equities \| 2% \| 16% \| 2% \| 23% \|\n\| Fixed Maturities \| 50% \| 68% \| 4% \| 50% \|\n\| Short-term Investments \| 0% \| 15% \| 0% \| 42% \|\n\| Real Estate \| 2% \| 16% \| 0% \| 0% \|\n\| Other \| 0% \| 16% \| 0% \| 0% \|\n\| \| Year ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2016 \| 2015 \| 2014 \|\n\| \| (in millions) \| \| \|\n\| Operating results-1: \| \| \| \|\n\| Revenues \| $12,876 \| $11,821 \| $12,077 \|\n\| Benefits and expenses \| 11,864 \| 10,890 \| 10,862 \|\n\| Adjusted operating income \| 1,012 \| 931 \| 1,215 \|\n\| Realized investment gains (losses), net, and related adjustments \| -281 \| 255 \| 591 \|\n\| Related charges \| -272 \| -1 \| -4 \|\n\| Investment gains (losses) on trading account assets supporting insurance liabilities, net \| -21 \| -581 \| 151 \|\n\| Change in experience-rated contractholder liabilities due to asset value changes \| 25 \| 490 \| -106 \|\n\| Income (loss) from continuing operations before income taxes and equity in earnings of operating joint ventures \| $463 \| $1,094 \| $1,847 \|\n\| \| Year Ended December 31, \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2016 \| \| 2015 \| \| 2014 \| \|\n\| \| Yield-1 \| Amount \| Yield-1 \| Amount \| Yield-1 \| Amount \|\n\| \| ($ in millions) \| \| \| \| \| \|\n\| Fixed maturities \| 4.63% \| $6,043 \| 4.67% \| $5,686 \| 4.69% \| $5,461 \|\n\| Trading account assets supporting insurance liabilities \| 3.80 \| 721 \| 3.79 \| 688 \| 3.96 \| 730 \|\n\| Equity securities \| 6.49 \| 232 \| 6.07 \| 197 \| 6.49 \| 191 \|\n\| Commercial mortgage and other loans \| 4.35 \| 1,306 \| 4.62 \| 1,338 \| 4.96 \| 1,271 \|\n\| Policy loans \| 5.49 \| 252 \| 5.52 \| 250 \| 5.66 \| 253 \|\n\| Short-term investments and cash equivalents \| 0.67 \| 113 \| 0.25 \| 38 \| 0.21 \| 22 \|\n\| Other investments \| 5.96 \| 344 \| 6.17 \| 356 \| 10.03 \| 598 \|\n\| Gross investment income before investment expenses \| 4.31 \| 9,011 \| 4.33 \| 8,553 \| 4.63 \| 8,526 \|\n\| Investment expenses \| -0.14 \| -248 \| -0.15 \| -239 \| -0.15 \| -209 \|\n\| Investment income after investment expenses \| 4.17% \| 8,763 \| 4.18% \| 8,314 \| 4.48% \| 8,317 \|\n\| Investment results of other entities and operations-2 \| \| 82 \| \| 114 \| \| 124 \|\n\| Total investment income \| \| $8,845 \| \| $8,428 \| \| $8,441 \|\n\| \| Year Ended December 31, \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2016 \| \| 2015 \| \| 2014 \| \|\n\| \| Yield-1 \| Amount \| Yield-1 \| Amount \| Yield-1 \| Amount \|\n\| \| ($ in millions) \| \| \| \| \| \|\n\| Fixed maturities \| 3.14% \| $3,472 \| 3.23% \| $3,190 \| 3.06% \| $3,301 \|\n\| Trading account assets supporting insurance liabilities \| 1.75 \| 37 \| 1.66 \| 32 \| 1.80 \| 35 \|\n\| Equity securities \| 4.80 \| 75 \| 4.77 \| 69 \| 5.06 \| 84 \|\n\| Commercial mortgage and other loans \| 4.23 \| 445 \| 4.45 \| 390 \| 4.20 \| 294 \|\n\| Policy loans \| 4.05 \| 95 \| 3.93 \| 84 \| 3.93 \| 88 \|\n\| Short-term investments and cash equivalents \| 0.78 \| 9 \| 0.32 \| 5 \| 0.24 \| 4 \|\n\| Other investments \| 5.01 \| 129 \| 5.32 \| 133 \| 6.67 \| 155 \|\n\| Gross investment income before investment expenses \| 3.26 \| 4,262 \| 3.35 \| 3,903 \| 3.18 \| 3,961 \|\n\| Investment expenses \| -0.12 \| -165 \| -0.13 \| -155 \| -0.12 \| -153 \|\n\| Total investment income \| 3.14% \| $4,097 \| 3.22% \| $3,748 \| 3.06% \| $3,808 \|\nThe question is:\nIn which section the sum of rading account assets supporting insurance liabilities has the highest value?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.0625	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjIwNFPSUSouqcxJBXKLSoFULQCZkdt3JgAAAA==" } }	table__multihier___91314
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Options Outstanding \| \| \| \| Options Exercisable \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Range ofExercise Prices \| Number ofShares (In millions) \| WeightedAverageExercisePrice \| WeightedAverageRemainingContractualLife (In years) \| AggregateIntrinsicValue (In millions) \| Number ofShares (In millions) \| WeightedAverageExercisePrice \| AggregateIntrinsicValue (In millions) \|\n\| $3.09 — $9.99 \| 15 \| $7.68 \| 1.80 \| $43 \| 14 \| $7.80 \| $40 \|\n\| $10.00 — $19.99 \| 6 \| $17.11 \| 0.57 \| — \| 6 \| $17.11 \| — \|\n\| \| 21 \| $10.53 \| 1.43 \| $43 \| 20 \| $10.71 \| $40 \|\n\| Options exercisable and expected to become exercisable \| 21 \| $10.53 \| 1.43 \| $43 \| \| \| \|\n\| \| \| \| \| Change \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| 2014 \| 2013 \| 2012 \| 2014 over 2013 \| \| 2013 over 2012 \| \| \|\n\| \| (In millions, except percentages and ratios) \| \| \| \| \| \| \|\n\| New orders \| $238 \| $166 \| $195 \| $72 \| 43% \| $-29 \| -15% \|\n\| Net sales \| 279 \| 173 \| 425 \| 106 \| 61% \| -252 \| -59% \|\n\| Book to bill ratio \| 0.9 \| 1.0 \| 0.5 \| \| \| \| \|\n\| Operating income (loss) \| 15 \| -433 \| -668 \| 448 \| 103% \| 235 \| 35% \|\n\| Operating margin \| 5.4% \| -250.3% \| -157.2% \| \| 255.7 points \| \| -93.1 points \|\n\| Non-GAAP Adjusted Results \| \| \| \| \| \| \| \|\n\| Non-GAAP adjusted operating income (loss) \| 21 \| -115 \| -184 \| 136 \| 118% \| 69 \| 38% \|\n\| Non-GAAP adjusted operating margin \| 7.5% \| -66.5% \| -43.3% \| \| 74.0 points \| \| -23.2 points \|\n\| \| 2018 \| 2017 \| 2016 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Samsung Electronics Co., Ltd. \| 13% \| 23% \| 13% \| Taiwan Semiconductor Manufacturing Company Limited \|\n\| 11% \| 15% \| 16% \| Micron Technology, Inc. \| * \|\n\| * \| 11% \| Intel Corporation \| 11% \| * \|\n\| 11% \| \| \| \| \|\n\| \| 10/27/2013 \| 10/26/2014 \| 10/25/2015 \| 10/30/2016 \| 10/29/2017 \| 10/28/2018 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Applied Materials \| 100.00 \| 121.04 \| 96.67 \| 171.69 \| 343.16 \| 198.27 \|\n\| S&P 500 Index \| 100.00 \| 117.27 \| 123.37 \| 128.93 \| 159.40 \| 171.11 \|\n\| RDG Semiconductor Composite Index \| 100.00 \| 128.42 \| 126.26 \| 154.41 \| 232.29 \| 221.61 \|\nThe question is:\nwhat is the roi for applied materials if the investment made on october 2013 was sold 5 years later?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.6875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxW1emm7mmwlnxply5pxJZ9ZBxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxQ0VN1TcUHFDxSSd33jWPC15kp0kJ7lJapKZJCZ5SVoOVDxQ8UDFAxUPVDxQ8UDFAxUPVDxQ8UDFAxUPVDxQ8UDFAxUPVDxQ8UDFAxUPVDxQ8UDFAxUPVDxQ8UC+A/kO5DuQ70C+A/kO5DuQ70C3A90OdDvQ7UC3A90OdDvQ7ZjrprA5bBKbxaaxeWwiQ6kDpQ6UOlDqQKkDpQ6UOtuD563ZA6UOlDpQ6kCpA6UOlDrQ5kCbA20OtDnQ5kCbA20OtDnQ5kCbA20OtDnQ5kCbA20OtDnQ5kCbLKb1J3dc3HBh1Vl01pwlZ8VZ8M0RLa9jgyg3iHKDKDeIcoMoN4hygyg3iJLssgLmro6bOqQhWUgSkoOkIKJ+dETL6yA1rYm5k+NGDjlMCpPBJDD5S/qSvSQvuWuVzN0bN29IcnKcFCfDSXDym/ReTEGtXRK1dknU2iVRa5dErV0StXZJ1NolUesPptb6g6n1oX/iY4dJfeww+fm33766vnp59l8ub6/eXF++et8vcrj4sxz/7H27yPvG24uPZ13qQ9fF595i+7P3nTzvbpHD+UXf36M+/x7z7h7z7h6n7Xw73t+iP/sWdfHuFtuHA8SH84/9NvWhM+Rzh3F6d4/j+x6YrvPDdn+P7fPvsb+7x/5+HKf9PJ/mclyXaF+DdfFIGZpSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaEopmlKKppSiKaVoSimaUoqmlKIppWhKKZtSyqaUsimlaE", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCztDAyV9JRKi6pzEkFChSVAqlaAGxXo6MoAAAA" } }	table__multihier___91315
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| In millions of dollars \| 2008 \| 2007 \|\n\| --- \| --- \| --- \|\n\| Year-end CVA reserve balance as calculated using \| \| \|\n\| CDS spreads \| $2,953 \| $888 \|\n\| Cash spreads \| 5,446 \| 1,359 \|\n\| Difference-1 \| $2,493 \| $471 \|\n\| Year-to-date pretax gain from the change in CVA \| \| \|\n\| reserve that would have been recorded in the \| \| \|\n\| income statement as calculated using \| \| \|\n\| CDS spreads \| $2,065 \| $888 \|\n\| Cash spreads \| 4,087 \| 1,359 \|\n\| \| 2009 \| 2008 \| 2007 \|\n\| --- \| --- \| --- \| --- \|\n\| Basic earnings per share \| \| \| \|\n\| As reported \| N/A \| $-5.59 \| $0.73 \|\n\| Two-class method \| $-0.80 \| $-5.63 \| $0.68 \|\n\| Diluted earnings per share-1 \| \| \| \|\n\| As reported \| N/A \| $-5.59 \| $0.72 \|\n\| Two-class method \| -0.80 \| $-5.63 \| $0.67 \|\n\| \| Aggregate cost \| Fair value \| Level 2 \| Level 3 \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| December 31, 2009 \| $2.5 \| $1.6 \| $0.3 \| $1.3 \|\n\| December 31, 2008 \| 3.1 \| 2.1 \| 0.8 \| 1.3 \|\n\| In millions of dollars \| 2009 \| 2008 \| 2007 \| 2006 \| 2005 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Citicorp \| $4,968 \| $3,193 \| $2,027 \| $1,141 \| $1,136 \|\n\| Citi Holdings \| 27,216 \| 19,104 \| 6,941 \| 3,906 \| 3,888 \|\n\| Total non-accrual loans (NAL) \| $32,184 \| $22,297 \| $8,968 \| $5,047 \| $5,024 \|\n\| Corporate non-accrual loans-1 \| \| \| \| \| \|\n\| North America \| $5,621 \| $2,660 \| $291 \| $68 \| $91 \|\n\| EMEA \| 6,308 \| 6,330 \| 1,152 \| 128 \| 297 \|\n\| Latin America \| 569 \| 229 \| 119 \| 152 \| 246 \|\n\| Asia \| 1,047 \| 513 \| 103 \| 88 \| 272 \|\n\| \| $13,545 \| $9,732 \| $1,665 \| $436 \| $906 \|\n\| Citicorp \| $2,925 \| $1,364 \| $247 \| $133 \| $319 \|\n\| Citi Holdings \| 10,620 \| 8,368 \| 1,418 \| 303 \| 587 \|\n\| \| $13,545 \| $9,732 \| $1,665 \| $436 \| $906 \|\n\| Consumer non-accrual loans-1 \| \| \| \| \| \|\n\| North America \| $15,555 \| $9,617 \| $4,841 \| $3,139 \| $2,860 \|\n\| EMEA \| 1,159 \| 948 \| 696 \| 441 \| 396 \|\n\| Latin America \| 1,340 \| 1,290 \| 1,133 \| 643 \| 523 \|\n\| Asia \| 585 \| 710 \| 633 \| 388 \| 339 \|\n\| \| $18,639 \| $12,565 \| $7,303 \| $4,611 \| $4,118 \|\n\| Citicorp \| $2,043 \| $1,829 \| $1,780 \| $1,008 \| $817 \|\n\| Citi Holdings \| 16,596 \| 10,736 \| 5,523 \| 3,603 \| 3,301 \|\n\| \| $18,639 \| $12,565 \| $7,303 \| $4,611 \| $4,118 \|\nThe question is:\nWhat's the growth rate of Total non-accrual loans (NAL) in 2009?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "0KB9bLFVlC+oHxB+YLyBeULyheUL54eCuaXzC+YXzC/YH7B/IL5BfML5hfML5hfQL6AfAH5AvIF5AvIF5Dvj7S+fnf5+udf/u/F+bs3l2++vzr56eLdzX92/u7RdPukL2aa24S2B91oQ6MNjTb0RzpoR3zLf2yv9Ufaa0cM+tB7i4cxmQNTmGuwrQHrsSRDI1WtVDVS1UhVI1WNVDVS1UhVI1WNVDVS1UhVI1WNVDVS1UhVI1WNVDVS1WhTo02NNjXa1GhTo02NNjVq1KhRo0aNGjVq1KhRo0aN/jT60+hPoz+N/jT60/XkE9YZoT+N4DSC0+atiWvmmrrmLhLTaEqjKY2mNJrSaEqjKY2mNCrSyEYjG41sNLLRyEYjG41sNELRKEOjDI0yNMrQKEOjDI0yzGN6OccCeu3zKP7++OZvbxNETxA9QfQ8piP0KZx+aBfNY9pFnwDruT0MzGyYzFyDbQ1YoIWPJKM7Gn8z9CfDjTu8cYc37jD5TXqT3SQ3uU1qk9nsh8hyd0P+orgzkZ2J7ExkZyIUDnVD2VA1FA01Q8mwl2Ir5dOzPz/66yN7LrZc7LjYcLHfYrvFbmt5oo7VDBSrGShWM1CsZqBYzUCxmoFiNQPFneXnvmTi/XGpi1cXP/7ppipynN5R4aYsfvv99+8uvj+/vjh59fbq+s4g982dPS7u3EHHjPI/zy/fnfzl/PXPF7cjjG/mwwh53Ai/v/jLxeub/+SuQvPh8vqUy/P+0x8v7/WWzDXgZu1LwKrgVAqdSqFTKXAqBU6lwKkUOJUCp1LgVAqcSoFTKXAqhU6l0KkUOpUCp1LgVAqcSoFTKXAqBU6lwKkUOJUCp1LoVAqdSqFTKXAqBU6lwKkUOJUCp1LgVAqcSoFTKXAqhU6l0KkUOpUCp1LgVAqcSoFTKXAqBU6lwKkUOJUCp1LoVAqdSqFTKXAqBU6lwKkUOJUCp1LgVAqcSoFTKXAqhU6l0KkUOpUCp1LgVAqcSoFTKXAqBU6lwKkUOJUCp1LoVAqdSqFTKXAqBU6lwKkUOJUCp1LgVAqcSoFTKXAqhU6l0KkUOpUCp1LgVAqcSoFTKXAqBU6lwKkUOJUCp1LoVAqdSuEbtwLjUmBcCoxLgXEpMC4FxqXAuBQYlwLjUmhcCo1LoXEpMC4FxqXAuBQYlwLjUmBcCoxLgXEpMC59SCD353U+vxn3MimNhbEsjiM2BPs/bghi+ag8boBlP3Dz3PJwdX3K1bfbgcfdAOqAOKANSAPKEGwNwq1BuDUItwbB1iDYGgRbg2BrEGwNgq1BsDUItgbB1iDcGoRbg3BrEGwNgq1BsDUI", "part_5": "tgbB1iDYGgRbg2BrEGwN4kkyPsnGJ+nI1iDYGgRbg3DxXX2X3/U3AdgahFuDQPwD8Q/EPxD/QPwD8Q/EPxD/QPxD8Q/kPZD3QN4DeQ/kPZD3QN4DeQ/kPZT3QMADAQ8EPBDwQMADAQ8EPBDwQMBDAQ8kOpDoQKIDiQ4kOpDoQKIDiQ4kOpToQIQDEQ5EOBDhQIQDEQ5EOBDhQIRDEQ5kNpDZQGYDmQ1kNpDZQGYDmQ1kNpTZQEgDIQ2ENBDSQEgDIQ2ENBBSKtvCdsvvjp+ap+SpeAqeeqfcqXaKPZGeVHoScUnEJRGXRFwScUnEJRGXRFwScUn0ItGLRC8SvUj0ItGLRC8SvUj0IpGARAISCUgkIJGARAISCUgkIE0U198EMANMAXPAJDALTAOYn0A+gXwC+QTyCeQTyCeQTyCfQD6hekL1hOoJ1ROqJ1RPqJ5QPaF6gvEE4wnGE4wnGE8wnmA8wXiC8YTbCbcTbifcTridcDvhdsLthNsJqBNQJ6BOQJ2AOgF1AuoE1AmoEzInZE7InJA5IXNC5oTMCZlJeXc5djhscFAblAaVQWFQF5QFVUFRFGQuUFyguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYoLFBcoLlBcoLhAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKC5QXKC4QHGZl6ab+WbCmXGmnDln0pl1oLhAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYoLFBcoLlBcoLhAcYHiAsUFigsUFyguUFyguEBxgeICxQWKCxQXKC5QXKC4QHGB4gLFBYpJOp/x7ODawCU7SU5yk9QkM0lM8pK0bFDcoLhBcYPiBsUNihsUNyhuUNyguEFxg+IGxQ2KGxQ3KG5Q3KC4QXGD4gbFDYobFDcoblDcoLiBbwPfBr4NfBv4NvBt4NvAt8Ftg9sGtw1uG9w2uG1w2+C2zXVT2Bw2ic1i09g8NpFBaoPUBqkNUhukNkhtkNrzyeet2QNSG6Q2SG2Q2iC1QWqDzQabDTYbbDbYbLDZYLPBZoPNBpsNNhtsNthssNlgs8Fmg80Gmyym/Sd/P/LnI1adRWfNWXJWnAWffqPldkxAOQHlBJQTUE5AOQHlBJQTUJJddsD8jcqfqEhDspAkJAdJQUR98xstt4PUtCfm71L+LEUOk8JkMAlM/pK+ZC/JS+7aJfO3KH+KIsnJcVKcDCfByW/Se9kU5OpiydXFkquLJVcXS64ullxdLLm6WHJ9pU2ur7RJ/C35/vU/l9eXr96++4nTjXV6uD86mNhZPnDRnfksT8f9C4s", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMTE2MVLSUSouqcxJBYoUlQKpWgBkYW+sKQAAAA==" } }	table__multihier___91317
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Year ended December 31 - dollars in millions \| 2007 \| 2006 \| 2005 \| 2004 \| 2003 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Allowance for loan and lease losses at beginning of year \| $560 \| $596 \| $607 \| $632 \| $673 \|\n\| Charge-offs \| \| \| \| \| \|\n\| Commercial \| -156 \| -108 \| -52 \| -113 \| -168 \|\n\| Commercial real estate \| -16 \| -3 \| -1 \| -2 \| -3 \|\n\| Consumer \| -73 \| -52 \| -45 \| -43 \| -39 \|\n\| Residential mortgage \| \| -3 \| -2 \| -3 \| -4 \|\n\| Lease financing \| \| -14 \| -29 \| -5 \| -46 \|\n\| Total charge-offs \| -245 \| -180 \| -129 \| -166 \| -260 \|\n\| Recoveries \| \| \| \| \| \|\n\| Commercial (a) \| 30 \| 19 \| 82 \| 31 \| 32 \|\n\| Commercial real estate \| 1 \| 1 \| 1 \| 1 \| 1 \|\n\| Consumer \| 14 \| 15 \| 15 \| 12 \| 12 \|\n\| Residential mortgage \| \| \| \| 1 \| 1 \|\n\| Lease financing \| \| 5 \| 1 \| 6 \| 3 \|\n\| Total recoveries \| 45 \| 40 \| 99 \| 51 \| 49 \|\n\| Net charge-offs(a) \| -200 \| -140 \| -30 \| -115 \| -211 \|\n\| Provision for credit losses \| 315 \| 124 \| 21 \| 52 \| 177 \|\n\| Acquisitions \| 152 \| \| 23 \| 22 \| \|\n\| Net change in allowance for unfunded loan commitments and letters of credit \| 3 \| -20 \| -25 \| 16 \| -7 \|\n\| Allowance for loan and lease losses at end of year \| $830 \| $560 \| $596 \| $607 \| $632 \|\n\| Allowance as a percent of period-end \| \| \| \| \| \|\n\| Loans \| 1.21% \| 1.12% \| 1.21% \| 1.40% \| 1.74% \|\n\| Nonperforming loans \| 190 \| 381 \| 314 \| 424 \| 238 \|\n\| As a percent of average loans \| \| \| \| \| \|\n\| Net charge-offs (a) \| .32 \| .28 \| .06 \| .28 \| .59 \|\n\| Provision for credit losses \| .50 \| .25 \| .04 \| .13 \| .49 \|\n\| Allowance for loan and lease losses \| 1.33 \| 1.13 \| 1.26 \| 1.48 \| 1.76 \|\n\| Allowance as a multiple of net charge-offs (a) \| 4.15x \| 4.00x \| 19.87x \| 5.28x \| 3.00x \|\n\| \| 2007 \| \| 2006 \| \| 2005 \| \| 2004 \| \| 2003 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31Dollars in millions \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans toTotal Loans \|\n\| Commercial \| $560 \| 41.8% \| $443 \| 40.9% \| $489 \| 39.2% \| $503 \| 40.1% \| $514 \| 41.5% \|\n\| Commercial real estate \| 153 \| 13.0 \| 30 \| 7.0 \| 32 \| 6.4 \| 26 \| 4.5 \| 34 \| 5.1 \|\n\| Consumer \| 68 \| 26.9 \| 28 \| 33.1 \| 24 \| 33.1 \| 35 \| 35.9 \| 28 \| 32.6 \|\n\| Residential mortgage \| 9 \| 14.0 \| 7 \| 12.7 \| 7 \| 14.9 \| 6 \| 11.0 \| 7 \| 8.0 \|\n\| Lease financing \| 36 \| 3.7 \| 48 \| 5.6 \| 41 \| 5.7 \| 33 \| 7.3 \| 44 \| 11.4 \|\n\| Other \| 4 \| .6 \| 4 \| .7 \| 3 \| .7 \| 4 \| 1.2 \| 5 \| 1.4 \|\n\| Total \| $830 \| 100.0% \| $560 \| 100.0% \| $596 \| 100.0% \| $607 \| 100.0% \| $632 \| 100.0% \|\n\| December 31 - in millions \| 2007 \| 2006 \|\n\| --- \| --- \| --- \|\n\| Deposits \| \| \|\n\| Money market \| $32,785 \| $28,580 \|\n\| Demand \| 20,861 \| 16,833 \|\n\| Retail certificates of deposit \| 16,939 \| 14,725 \|\n\| Savings \| 2,648 \| 1,864 \|\n\| Other time \| 2,088 \| 1,326 \|\n\| Time deposits in foreign offices \| 7,375 \| 2,973 \|\n\| Total deposits \| 82,696 \| 66,301 \|\n\| Borrowed funds \| \| \|\n\| Federal funds purchased \| 7,037 \| 2,711 \|\n\| Repurchase agreements \| 2,737 \| 2,051 \|\n\| Federal Home Loan Bank borrowing \| 7,065 \| 42 \|\n\| Bank notes and senior debt \| 6,821 \| 3,633 \|\n\| Subordinated debt \| 4,506 \| 3,962 \|\n\| Other \| 2,765 \| 2,629 \|\n\| Total borrowed funds \| 30,931 \| 15,028 \|\n\| Total \| $113,627 \| $81,329 \|\n\| \| Employee Termination Benefits \| Contract Terminations \| Total \|\n\| --- \| --- \| --- \| --- \|\n\| Balance, December 31, 2016 \| $38.1 \| $35.1 \| $73.2 \|\n\| Additions \| 12.1 \| 5.2 \| 17.3 \|\n\| Cash payments \| -36.7 \| -10.4 \| -47.1 \|\n\| Foreign currency exchange rate changes \| 1.3 \| 0.4 \| 1.7 \|\n\| Balance, December 31, 2017 \| $14.8 \| $30.3 \| $45.1 \|\nThe question is:\nDoes the value of Allowance for loan and lease losses at beginning of year in 2007 greater than that in 2008?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.1875	0.25	{ "part_1": "H4sIABL8N2gC/73db29cV3Im8K9CCBNgFzAFdv2599JvFpPJBvsim10kebcIBrTUtolIpEPRM2ME+e5Lssnu82t3U6SsDDCwVWN1nXNPVT1P3apT3f/x5vLq/fovb76tWlbfvPn004fL2zffvrm9ubi8evPNm58v399Jq3WcrdZn8/Ld8r6+/y6+q/dnZ/O7WL+7eJfL3Hd/8fbiuw/rP75ff3p3c/nT7eX11Ztv/+PN2enZ6erNt1c/f/jwzZ2wuhfe/Mv93zw5O/n04/WfP538/sOH6z9fXL1bn3x/fXPy4fri6uTi6v3Jh/XFp/Wd+OnT+tPJxe3Jd+sfLq+uLq9+OLn+/uSX9cXN/b/jbhMnl59OftfT2cnbN49LnI0LxtdecNoseD5tF8yvvUQ/LDHdPdvTEvW1l6jNEhnbJfprL5GbJebcLjGNhplHYRmF80E4O+Axf7j++HF98+7y4sPJf7v47yf/tH53/af1zeXdbgaXyK1DnOkRd/9bKYZiKpZiI8arN/fgPqvz3eby1Soe3GOJnYp6tYoH8+dqp6JfreLBvDnsYuJkZqQFaTTw6nkD36zv/rH+dHtxuz5i6O1D7EX+SjuvtPNKO6+080o7r56387N7nPb2mF+sqfc01Rdrqj1N/cWack/TxKnNSAvS6ANx0AeuPv18t4djVq+nRUOzh2YPzR6aPTR7aPY4aPZj29oYunfbyld8uPc/XK/48Macsftwv+LDuf/hiROYkRak0YQJzac2SW2S2iS1SWqT1CZ56kf95K9P7Z/Wny7fr69u7z354/XN7Q8XP3w2IPLAAb5MT+7pmdjdjLQgjWdZnGV5luVZlmdZnmV5luVZ1gH//ocHcv/+8uqO9+8p/bCbbx21Dnj5Z1UIZHXAap9V8WCwaaeiX69iw187FRMnMyMtSKOt+gB0/cv17QNubhc8DGG1PcXWxK2JWxO3Jm5N3Jq4D5j489t7sHGd7baXX6Dkwcrn5zsl9QVKHuzcq52S/gIlD5auYScTJzQjLUijqacDpv7H9e3Jux8vbn5Yn15///0xS5/e/eFp9UlbT9p60taTtp609aStpwO2/uz+Hkx9p3bYX75ey4OtT3NQUq9XUput7FhwOmDtz2rJzYGvVjstE4c0Iy1Io7nnA+b+vzfXf7r8dPdu+/BG9O5m/f7y9ulN6MhryO5xZi0/a/lZy89aftbys5afD1j+VVvd5C5Ru63mb1P44BCx2umr36ZvgwOx09e/Td+GqOd5p3DiPGekBWl0kuVQQePdv/98t5H7Esgxr1jtHmXRKxa9YtErFr1i0SsWvWI59aP5yp1ubJi7jdYrFTwYLYYndXcT0oy0II0nfn4cha/uUrLLq5MLyhY/X33/89X79ftN/eLd3XvN5e3Hu0Tu02Mt4/Z2ffOw4UePORLGTw9xrrnONdf5cQj+r9nc9Egvu+3lX3cDG+SP3m2g/rob2KTu0279/uuuv+Gbebf+hD/MSA", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "owaMKgCYMmDJowaMKgCYMmDJowaMKgCYMmDJowaMKgCYMmDJow4FgmwsDqDSfGgXFek8qnUZhHYRmFIQwmwmAiDCbCYCIMJsJgIgwmwmAiDCbCYCIMJsJgIgwmwmAiDCbCYCIMJsJgIgwmwmAiDCbCYCIMJsJgIgwmwmDS3hpVq2pW7EoUWFezrEaAEB+Ex6zyaRTmUVhGYXAaAspimq9fxBqhRqQRaLx58eLFexevXcSmFTQLaIQtUUvQErOkgZTOqJwNhbNpbNhMY8NmGhs209iwmcaGzTQ2bB6Es1GKUchRqFFA3TQK8ygsozA8w4qHWPEUKx5jxXOsfJAzlj5j7TPW85l9TJ/TB/VJfVSf1Yf1aYPVg9WD1YPVg9WD1ROdic5EZ6Iz0ZnoLHQWOgudhc5CZ6Gz0dnobHQ2Ohudjc4JnRM6J3RO6JzQOaFzRueMzhmdMzpndM7oXNC5oHNB54LOBZ0LOs/ReY7Oc3Seo/McneejTtwzAAR8FVfFU3HUUPc8CssoDCESAEIACAEgBIAQAEIACEHQB0EfBH0Q9EHQB0EfnpXH4/l4QJ4QwRsEbxC8QfAGwRuEaxCuQbgG4Rq1p2V8PsI1CNcgXINwDcI1CNcgXINwDcI1CNcgXINwDcI1CNcgXINwDcI1CNcgXINwDcI1CNcgXINwDcI1CNcgXINwDcI1CFecB9/BdfAcHCfVNo/CMgpDgCYBmgRoEqBJgCYBmgRoEqBJgCYBmgRoEqBJgCYBmgRoEqBJgCYBmmBYeuIeuWfuoXvqHjvBmwRvErxJ8CbBmwRvErxJ8CbBmwRvErxJ8CbBmwRvErxJ8CbBmwRvErxJ8CbBmwRvErxJuCbhmoRrEq5JuCYBmgRoEqBJgOb5npbh+TAtlsWw2BWzltrmUVhGYQjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtAjQIkCLAC0CtLSbhtNymk7bEYRFEBZBWARhEYRF2BVhV4RdEXZF2BWBVgRaEWhFoBWBVgRaEWhFoBWBVgRaEWhFoBWBVgRaEWgcLmfL0XKyrYJpFOZRWEZhCC1sgSmwBIbADqDfNC46jYtO46KYDsthOOyG2cht5nHReVx0HhfF0hgaO2NmrEzys4yLLuOiy7gojoFf4BZ4BU4B+J6Pi56Pi26rKP/5zZt/v3jz7X+8ubj69Of1zZtv3/zj9Ztv3vx0c/3DzcXHO/FO+Pef15/uvwrlTvq76/Wnk9sf1yd/uvjw88NPdvz+w4frP99/+cn9j0icfLi+uDq5/73UD+uLT+s78dOnuw9c3J58t/7h8urq8uqH+8/8sr64uf/ZiYffc/jhZn1xe/8bID/effTuH7eP/2X5H8PSf7z95af13fqffrq4+uOn9Yf1u4cNffPm9v57WP64/tPl+/XdHt58+//enD0Udb55+He8+de7v7L+y+34N/71P//z/wNeH+qty/0AAA==" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS8stX0lEqLqnMSQVyikqBVC0AA06QhyQAAAA=" } }	table__multihier___91319
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Amount (In Thousands) \|\n\| --- \| --- \|\n\| 2012 \| $39,067 \|\n\| 2013 \| 26,301 \|\n\| 2014 \| 31,036 \|\n\| 2015 \| 28,827 \|\n\| 2016 \| 16,938 \|\n\| Years thereafter \| 106,335 \|\n\| Total \| 248,504 \|\n\| Less: Amount representing interest \| 60,249 \|\n\| Present value of net minimum lease payments \| $188,255 \|\n\| \| Owned and Leased Capability MW-1 \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Company \| Total \| Gas/Oil \| Nuclear \| Coal \| Hydro \|\n\| Entergy Arkansas \| 4,774 \| 1,668 \| 1,823 \| 1,209 \| 74 \|\n\| Entergy Gulf States Louisiana \| 3,317 \| 1,980 \| 974 \| 363 \| - \|\n\| Entergy Louisiana \| 5,424 \| 4,265 \| 1,159 \| - \| - \|\n\| Entergy Mississippi \| 3,229 \| 2,809 \| - \| 420 \| - \|\n\| Entergy New Orleans \| 764 \| 764 \| - \| - \| - \|\n\| Entergy Texas \| 2,538 \| 2,269 \| - \| 269 \| - \|\n\| System Energy \| 1,071 \| - \| 1,071 \| - \| - \|\n\| Total \| 21,117 \| 13,755 \| 5,027 \| 2,261 \| 74 \|\n\| \| Amount (In Millions) \|\n\| --- \| --- \|\n\| 2009 net revenue \| $4,694 \|\n\| Volume/weather \| 231 \|\n\| Retail electric price \| 137 \|\n\| Provision for regulatory proceedings \| 26 \|\n\| Rough production cost equalization \| 19 \|\n\| ANO decommissioning trust \| -24 \|\n\| Fuel recovery \| -44 \|\n\| Other \| 12 \|\n\| 2010 net revenue \| $5,051 \|\n\| Entergy Arkansas \| 1,357 \|\n\| --- \| --- \|\n\| Entergy Gulf States Louisiana \| 805 \|\n\| Entergy Louisiana \| 937 \|\n\| Entergy Mississippi \| 736 \|\n\| Entergy New Orleans \| 342 \|\n\| Entergy Texas \| 674 \|\n\| System Energy \| - \|\n\| Entergy Operations \| 2,867 \|\n\| Entergy Services \| 3,138 \|\n\| Entergy Nuclear Operations \| 3,709 \|\n\| Other subsidiaries \| 117 \|\n\| Total Entergy \| 14,682 \|\nThe question is:\nwhat portion of the net change in net revenue is due to the retail electric price?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.25	{ "part_1": "H4sIABL8N2gC/7Xdb49lx3Xd4a/SmPiFBMzYffba+9zbfBMIRuIEsEUjEhIEgSE0Zy7JRobdo+4eUoyg756ev66nPZ6IEgMINkriPffUqb1+q86udZt/fHJ1/eL0hydfHC62p0/uXr28un/yxZP728ur6ydPn7y+evEwmudfb/t5Ti/Oa+9t2746fN2Xef78q/66Lo794uEfvL/86uXpdy9Od89vr17dX91cP/nij0/On50/2558cf365cunD4Pt0eB8HdU6yDrodTDrYF8Hh3VwXAcXy8AbOvcmHv7z6H8th3HYDoehH/WTftDP7YwOjI6M1nn5bB893M15bc5rc16b89qclwvlSrlUrpWL5Wq5XK5XMa9yXuW8ynmV8yrnVc6rnvlRP+kH/dzO6MDoyGidV5hXnFecV5xXnFecV5xXnvlRP+kH/dzO6MDoyGidVzOvdl7tvNp5tfNq59XOq5/5UT/pB/3czujA6Mhondcwr3Fe47zGeY3zGuc1zmue+VE/6Qf93M7owOjIaJ3Xzrx257U7r9157c5rd16789qf+VE/6Qf93M7owOjIaJ3XgXkdnNfBeR2c18F5HZzXwXkdnvlRP+kH/dzO6MDoyGid15F5HZ3X0XkdndfReR2d19F5HZ/5UT/pB/3czujA6MhondcF87pwXhfO64J7u+DeLri3C+7tgnu74N4uuLeL9d6wIB0I18A08AwsA8fAMPAL7KLYtpTblnLbUm5bym1LuW0pty3FtqXYthTblmLbUmxbim1LsW0pti3FtqXctpTblnLbUuxEip1IsRMpdiLFTqTYiRQ7kWInUpbBozpwJ1LuRMoysU4sFCvFUrFWLBarhc1FsQUotgDFFqDYAhRbgGILUGwBii1AsQUotwDlFqDcAhSuXrh64eqFqxeuXrh64eqFqxeuXrp66eqlqxdGXRh1YdSFURdGXRh1YdSFURdGXRp1adSlURfeW3hv4b2F9xbeW3hv4b2F9xbeW3pv6b2l9xZ2WthpYaeFnRZ2WthpYaeFnRZ2WtppaaelnRYOWThk4ZCFQxYOWThk4ZCFQxYOWTpk6ZBvhsXQURg1o2G0MzowOjJabhX8+Grjm40vNr7X+FoDw0AYBANg8At8QS/gFYw2Gm002mi0wTuDdwbvDN4ZvDN4Z/DO4J3BO6N3Ru+M3hm8M3hn8M7gncE7g3cG7wzeGbwz2GGww2CHwQ6DHQY7DHYY7DDWo6VkLVlMVpPlZD1ZUFYUdhgcLjhccLjgcMHhgsMFhwue", "part_2": "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", "part_3": "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", "part_4": "YJ7x9T54afDS4KXBS4OXBi8NXhq8NHhp8NLgpcFLg5cGLw1eGrw0uGdwz+CewT2Dewb3DO4Z3DP4ZXyVDvYZ7DPYZ7DPYJ/BPnN89PXrw8Y+o30G+wz2Gewz2Gewz2CfwT6DffZn7PMvtMzp+uAYSsz2mt21NWL4dtSMZh3Vz3THi6F27fPxnvMzXX99ld7m4uP1mRoz29fBYR0c18G6flhd+7baOF/jfI3zNc7XOF/jfI3zNe+jjQ82xtcYX2N8jfE1xtcYX2N8jdW1VtdYXWN1jdU1VtdYXWN1XY++fp08Vtd4W+Ntjbc13tZ4W+Ntjbc1btbYV2NfbclZcxadVWfZYVitYTWG1RhWY1iNYTWG1RhWz6OvXx82htV2nBv/avyr8a/Gvxr/avyr8a/mXbBxs7an3JhbY26NuTXm1phbY26NuTWvho3VtVbXWF1jdY3VNVbXWF1jdY3VNVbXWF3jbY23Nd7WeFvjbY23Nd42n3Gzf7q6u3vzn1evrn7iK2DVB3Zb9J7BeAQz+NngZ4OfzWf87Kfe8+JodTz/17vmVvpn+7oPr25d5x+/ipnt6+CwDli0pWIGPxv9bPCzwc8GPxv8bPCzwc8GPxv8bPCzwc8GPxv8bPCzwc8GPxv8bPCzwcAGAxsMbDCwwcAGAxsMbLCswbIGyxosa7CswbIGyxpMajCpwaQGkxpMajCp6UffsM4IkxpcadQBrjQWrpVr6Vq7+NBgPIPxDMYzGM9gPIPxDMYzWM3gLYO3DN4yeMvgLYO3DN4yuMlgH4N9DPYx2MdgH4N9DPaxfwbgvz79cPbl7cOO+vonntcd9g/vI+4TPJj2XHqH3zv83uH3/hl+/9RbXvi93jR3wo1wH/s6OKwDnvACuMNnHvdvT3/4qQejNflwHukmyHN1j9UPPOkDT/rAkz585kn/+Xe7emTtFx/vl5von+GLPrjj+iXMZl8Hh3VwXAfLeh0/sV6/+fHu/vTdw/29vb2ftF7b+WF7f2vuEw0XHFmvI+t1ZL2OrBe0OH7itfqn3/r6Sr3ePPfALezr4LAOjutgecgXn3jIH0O3P0EM2/bx6MAej/EI0xEXn6jxP//L1yOCHGY+fn3+iosuz3zO61+n1H/FNT9qo/bt4wXnr7jgvz3756WBdwZeGZZuWK0RzlojnLVGOGuNcNYa4aw1wllrhLPeBTXfT6/eT6/OH/bob8K1t6fvT9fvsrZLmvafrl6+vLq5vvvl26BsP90v3s2t1mhnrdHOWqOdtUY7a4121hrt", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAztjA2N1XSUSouqcxJBYoUlQKpWgAk3sW8KQAAAA==" } }	table__multihier___91325
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| Changes in fair value of derivatives \| $7 \| $-1 \| $11 \|\n\| Adjustment for net gains/(losses) realized and included in net income \| 12 \| -2 \| -12 \|\n\| Change in unrealized gains on derivative instruments \| $19 \| $-3 \| $-1 \|\n\| \| Year Ended December 31, \| \| \| Change \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (DOLLARS IN THOUSANDS EXCEPT PER SHARE AMOUNTS) \| 2012 \| 2011 \| 2010 \| 2012 vs. 2011 \| 2011 vs. 2010 \|\n\| Net sales \| $2,821,446 \| $2,788,018 \| $2,622,862 \| 1.2% \| 6.3% \|\n\| Cost of goods sold \| 1,645,912 \| 1,683,362 \| 1,530,260 \| -2.2% \| 10.0% \|\n\| Gross profit \| 1,175,534 \| 1,104,656 \| 1,092,602 \| \| \|\n\| Research and development (R&D) expenses \| 233,713 \| 219,781 \| 218,772 \| 6.3% \| 0.5% \|\n\| Selling and administrative (S&A) expenses \| 453,535 \| 443,974 \| 447,392 \| 2.2% \| -0.8% \|\n\| Restructuring and other charges, net \| 1,668 \| 13,172 \| 10,077 \| -87.3% \| 30.7% \|\n\| Operating profit \| 486,618 \| 427,729 \| 416,361 \| \| \|\n\| Interest expense \| 41,753 \| 44,639 \| 48,709 \| -6.5% \| -8.4% \|\n\| Other expense, net \| 1,450 \| 9,544 \| 8,059 \| -84.8% \| 18.4% \|\n\| Income before taxes \| 443,415 \| 373,546 \| 359,593 \| \| \|\n\| Taxes on income \| 189,281 \| 106,680 \| 96,036 \| 77.4% \| 11.1% \|\n\| Net income \| $254,134 \| $266,866 \| $263,557 \| \| \|\n\| Net income per share — diluted \| $3.09 \| $3.26 \| $3.26 \| -5.0% \| -0.1% \|\n\| Gross margin \| 41.7% \| 39.6% \| 41.7% \| 210.0 \| -210.0 \|\n\| R&D as a percentage of sales \| 8.3% \| 7.9% \| 8.3% \| 40.0 \| -40.0 \|\n\| S&A as a percentage of sales \| 16.1% \| 15.9% \| 17.1% \| 20.0 \| -120.0 \|\n\| Operating margin \| 17.2% \| 15.3% \| 15.9% \| 190.0 \| -60.0 \|\n\| Effective tax rate \| 42.7% \| 28.6% \| 26.7% \| 1410.0 \| 190.0 \|\n\| Segment net sales \| \| \| \| \| \|\n\| Flavors \| $1,378,377 \| $1,347,340 \| $1,203,274 \| 2.3% \| 12.0% \|\n\| Fragrances \| 1,443,069 \| 1,440,678 \| 1,419,588 \| 0.2% \| 1.5% \|\n\| Consolidated \| $2,821,446 \| $2,788,018 \| $2,622,862 \| \| \|\n\| (DOLLARS IN THOUSANDS) \| Rate \| Maturities \| 2012 \| 2011 \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Senior notes — 2007 \| 6.40% \| 2017-27 \| $500,000 \| $500,000 \|\n\| Senior notes — 2006 \| 6.10% \| 2013-16 \| 225,000 \| 225,000 \|\n\| Credit facilities \| 1.41% \| 2016 \| 296,748 \| 157,483 \|\n\| Bank overdrafts and other \| 1.20% \| 2012 \| 399 \| 1,488 \|\n\| Deferred realized gains on interest rate swaps \| \| \| 9,028 \| 10,965 \|\n\| \| \| \| 1,031,175 \| 894,936 \|\n\| Less: Current portion of long-term debt \| \| \| -150,071 \| -116,688 \|\n\| \| \| \| $881,104 \| $778,248 \|\n\| \| 2012 \| \| 2011 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (DOLLARS IN THOUSANDS) \| Carrying Amount \| Fair Value \| Carrying Amount \| Fair Value \|\n\| Cash and cash equivalents-1 \| $324,422 \| $324,422 \| $88,279 \| $88,279 \|\n\| Credit facilities and bank overdrafts-2 \| 297,147 \| 297,147 \| 158,971 \| 158,971 \|\n\| Long-term debt:-3 \| \| \| \| \|\n\| Senior notes — 2007 \| 500,000 \| 634,000 \| 500,000 \| 617,000 \|\n\| Senior notes — 2006 \| 225,000 \| 248,000 \| 225,000 \| 250,000 \|\nThe question is:\nWhat is the total amount of Net sales of Year Ended December 31, 2012, and Senior notes — 2007 of 2011 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "5JRYckosOSWWnhJLT4mlp8SSU2LJKbHklFhySiw5JZacEktOiSWnxJJTYukpsfSUWHpKLDkllpwSS06JJafEklNiySmx5JRYckosOSWWnhJLT4mlp8SSU2LJKbHklFhySiw5JZacEktOiSWnxJJTYukpsfSUWHpKLDkllpwSS06JJafEklNiySmx5JRYckosOSWWnhJLT4mlp8SSU2LJKbHklFhySiw5JZacEktOiSWnxJJTYukpsfSUWHpKLDkllpwSS06JJafEklNiySmx5JRYckosOSWWnhJLT4mlp8SSU2LJKbHklFhySiw5JZacEktOiSWnxJJTYukpsfSUWHpKLDkllpwSS06JJafEklNiySmx5JRYckosOSWWnhJLT4mlp8SSU2LJKbHklFhySiw5JZacEktOiSWnxJJTYvlxp/f44rZn9831/7H71w8nPxy/v0oH7ys1vzk+P/+361aJX3939uEqT7z5sEXUy4rb7YB8pUCrz+Nxscdf8/fHJ+dH//X4/Yfdwcvlk4ecDk5jvcrKlu1+2PqCYR/c6YMRe3wQ82gso7GOxrhgpBdhehGmF2F6EaQXQXoRpBdBehGkF0F6EaQXQXoRpBdhPhHmE0E+EeQTQT4R5BNBPhHkE0E+EeQTQT4RD9z1gb+aTwT5RJBPBPlEuNout+vtgrvi5BNhPhHmE2E+EeQTQT4R5BNBPhHkE0E+EeQTQT4R5BNhPhHmE2E+EeQTQT4R5BNBPhHkE0E+EeQTQT4R5BNhPhHmE2E+EeQTQT4R5BNBPhHkE0E+EeQTQT4R5BNhPhFkDEHGEGQMQcYQZAxBxhBkDEHGEGQMYcYQ5ARBThDkBEFOEOQEQU4Q5ARBThDkBGFOEFA/oH5A/YD6AfUD6gfUD6gfUD+kfsD1gOsB1wOuB1wPuB5wPeB6HuL6j05wXWPs6wc77J9hfGyXqZY7kqlDypAqlId4/6R7kagPbiOfNfjBLGDqdXtXJksOw33ZFbz9B4P3+KDm0VhGYx2NcaHJB9J8ICF+QvyE+AnxE+InxE+InxA/IX7C9ITpCdMTpidMT5iecDtBcYLiBMUJihMUJyhOcJsQNCFoQtB0KV3LfHCFFWt8ghA0gWICxQSKCRQTKCZQTKCYQDGBYsK5hHMJ5xLOJZxLOJdwLuFcwrkEbAnYErAlYEvAluAq4VPCp4RPCZ8SPiXUSTCTYCbBTIKZBDMJPBJaJLRIaJHQIqEFrmQuZipmJjb+ucfkzz3eWFyAn/ErftSjwQDLaKyjMThGoXGFqBWiVohaIWqFqBVSVUhVIVWFVBVSVUhVIU6FOBXiVIhTIU6FOBVyVMhRIUeFHBVyVMhR6Rkuo+voQrqSLiXSUUhHIR2FdBTSUUhHIQiFIBSCUAhCIQiFIBSCUAhCIQiFIBSCUAhCIQiFIBSCUAhCIQiFBB", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjY2MjQxMdMzUNJRKi6pzEkFihWVAqlaAN4oK8YrAAAA" } }	table__multihier___91326
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| Risk free interest rate \| 1.4% \| 1.6% \| 0.9% \|\n\| Expected life \| 4.6 years \| 4.6 years \| 4.6 years \|\n\| Expected volatility \| 17.0% \| 21.0% \| 28.0% \|\n\| Expected dividend yield \| 1.0% \| 1.0% \| 1.0% \|\n\| \| Amount (In Millions) \|\n\| --- \| --- \|\n\| 2015 net revenue \| $5,829 \|\n\| Retail electric price \| 289 \|\n\| Louisiana business combination customer credits \| 107 \|\n\| Volume/weather \| 14 \|\n\| Louisiana Act 55 financing savings obligation \| -17 \|\n\| Other \| -43 \|\n\| 2016 net revenue \| $6,179 \|\n\| \| 2009 \| 2008 \| 2007 \|\n\| --- \| --- \| --- \| --- \|\n\| \| (in thousands, except per share data) \| \| \|\n\| Basic EPS: \| \| \| \|\n\| Net income available to common shareholders \| $37,217 \| $162,754 \| $142,985 \|\n\| Basic weighted average shares outstanding \| 79,718 \| 79,518 \| 80,229 \|\n\| Earnings per share \| $0.47 \| $2.05 \| $1.78 \|\n\| Diluted EPS: \| \| \| \|\n\| Net income available to common shareholders \| $37,217 \| $162,754 \| $142,985 \|\n\| Basic weighted average shares outstanding \| 79,718 \| 79,518 \| 80,229 \|\n\| Plus: dilutive effect of stock options and restricted stock awards \| 1,274 \| 1,461 \| 1,593 \|\n\| Diluted weighted average shares outstanding \| 80,992 \| 80,979 \| 81,822 \|\n\| Earnings per share \| $0.46 \| $2.01 \| $1.75 \|\n\| \| December 31, 2006 \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Less than twelve months \| \| Greater than or equal to twelve months \| \| Total \| \|\n\| \| Carrying value \| Gross unrealized losses \| Carrying value \| Gross unrealized losses \| Carrying value \| Gross unrealized losses \|\n\| \| (in millions) \| \| \| \| \| \|\n\| Fixed maturities, available-for-sale: \| \| \| \| \| \| \|\n\| U.S. government and agencies \| $32.0 \| $0.2 \| $320.8 \| $3.6 \| $352.8 \| $3.8 \|\n\| Non-U.S. governments \| 45.9 \| 0.1 \| 13.8 \| 0.3 \| 59.7 \| 0.4 \|\n\| States and political subdivisions \| 278.1 \| 0.7 \| 347.0 \| 4.2 \| 625.1 \| 4.9 \|\n\| Corporate — public \| 2,697.0 \| 35.9 \| 4,617.8 \| 110.0 \| 7,314.8 \| 145.9 \|\n\| Corporate — private \| 1,635.2 \| 11.4 \| 2,375.8 \| 64.3 \| 4,011.0 \| 75.7 \|\n\| Mortgage-backed and other asset-backed securities \| 1,349.3 \| 9.7 \| 2,751.6 \| 68.1 \| 4,100.9 \| 77.8 \|\n\| Total fixed maturities, available-for-sale \| $6,037.5 \| $58.0 \| $10,426.8 \| $250.5 \| $16,464.3 \| $308.5 \|\n\| Total equity securities, available-for-sale \| $4.5 \| $0.3 \| $134.0 \| $4.3 \| $138.5 \| $4.6 \|\nThe question is:\nwhat portion of the net change in net revenue during 2016 is related to the change in retail electric price?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.25	{ "part_1": "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", "part_2": "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", "part_3": "TVWLm6oW9kkt7JNa2Ce1sE9qYZ/Uwj6phX1SC/ukFvZJLe6TWtwntbhPamHr08LWp4WtTwtbnxa2Pi1sfVrY+rSw9Wlh69Pi1qfFrU+LW58WdjMt7GZa2M20sJtpYTfTwm6mhd1MC7uZFnYzLe5mWtzNtLAjaWFH0sKOpIUdSQs7khZ2JC3sSFrYkbSwI2lxR9LijqQfwiA0SqIiaqJBtBJtRFOq8QRh/9v+9vT84mh/sT+7vT4/O/r28P+exWxsPzJWI9aHtWFcGBPGg7FgHBgDxn+x34C/IX9D/ob8Dfgb8Dfgb8DfgL8BfwP+BvwN+BvyN+RvyN+AvwF/A/4G/A34G/A34G/A34C/8WjaH837o4l35p16597Jd/adfuffAoC/IX9D/gbADYAbADcAbgDcALgBcAPgBsANgRsgNUBqgNQAqQFSA6QGSA2QGiA1oGRAyYCSASUDSgaUDCgZUDKgZAC+AHwB+ALwBeALwBeALwBfAL6AZQHLApYFLAtYFrAsYFnAsoBlAa0CWgW0CmgV0CqgVUCrgFYBrUJaBTwKeBTwKOBRwKOARwGPAh7lEzz6m6t35zfnp5enR1+8uzm/3N/cHJ1dffPF+eXp3cdCR2fvbm6vvtlfH51d79+e3948R6rlZP1AKn1AG3AVjidgCTgChoAfYAe4AWaQkCqBTwKfBD4JfBL4JPBJ4JPgJsVNApQEKAlQEqAkQEmAksujy8+DBygpUBJkJMhIkJEgI0FGgowEGQkyEmTko1KxHiwIK8KSsCYsCqvCsoARKSMSRiSMSBiRMCJhRMKIhBEJIxJGpI9dCTISZCTISJCRICNBRoKMBBkJMhJkJMhIkJEgI0FGgowEGQkkEkgkkEggkUAigUQCiQQSCRbSR5yEEgklEkoklEgokVAit0eXn282lEgpkVAioURCiYQSCSUSSiSUSChRT1Dif1xdvPtm/x+/35/efn2AwXMQqA8MUEv2N2xvzJuN3kdF1HPEYRzFQRwz5mCdg20O5lsALcrnmgIeBTwKeBTwKOBRwKOAR/HkUqCkYEfBjoIdBTsKdhTsKNhR0KKkRUGLghYFLQpaFLQoaFHx6PLz4KFFgYcCDwUeCjwUeCjwUOChAEJZcFacJWfNWXRWnWWH55eeX3h+4fmF5xeeX3h+4fnVjy4/32w8v2ymFQgoEFAgoEBAgYACAQUCiqeGAghlu6zgQ8GHgg8FHwo+FHwo+FA8RBS0KGlR0KKgRUGLghYFLQpaFLQoaFHQosBDgYcCDwUeCjwUeCjw0M8+Nvz52e1R99GXhyeGy7", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "OfHG76yf01xsuv8dx+475fefByhncz06uZmr+WqPlriZq/lqj5a4mav5ao+WuJmr+WqPlriZq/lqj5a4mav5ao+WuJmr+WqPlriZq/lqj5a4mav5ao+WuJ+vC1xBydGAahURIVURMNopVoI5pz844s5raYmzfMO+Yt855507xr3jbvW5BbmFuYWxwbJVERNdEgWok2ojm3JLc0tzS3PDZKoiJqokG0Em1Ec25FbmVuZW51bJRERdREg2gl2ojm3Jrc2mT62CiJiqiJBtFKtBHNyQySGSYzjo2SqIiaaBCtRBvRnMxKMqvJrMdGSVRETTSIVqKNaE5mI5nNZLZjoyQqoiYaRCvRRjQnsyOZHVffcfUdV99x9R1X33H13Xx1bEfX0XTwHCwHx8Fw8BvsJsxhugEBQEJiBMQIiBEQIyBGQIyAGAExAmIExAgRESAiQESAiAARASICRASICBARzpUT4ow4Jc6Jk+KsOC3YfmDsgbEHxh4Ye2DsgbEH5h3Yc2DPgT0H9hzYc9SjK8wjwpADBw4cOHDgwIEDBw4cOHDZwFYDWw1sNbDVwFYDWw2sM/DKwCsDrwy8MvDKwCsDPwwMMDDAwAADAwwMMDDAwOQCkwtMLjC5wOQCkwtMjtJ1weJ6haqmqKlpSpqKTi+7zcEk3sTWEh9LfCzxscTHEh9LfCzxqsScEnNKzCkxp8ScEnNKDCgxoMSAEgNKDCgxoMSA0nlzcpwdp8f5cYKcISwnsZzEchLLSSwnsZzEchKTSUwmMZnEZBKTSUwmMZnEZBKTSUwmMZnEZBJbSWwlsZXEVhJbScwiMYvELHJ7dFwTDaI5M8wiMYvELBKzSMwiMYvELCgJnyCoD8qD6qA4qI3yQtscTPZQ2ENhD4U9FPZQ2ENhD4UhFIZQGEJhCIUhFIZQWEBhAYUFFBZQCLsQdiHsQtjl3HjTEVohrUIihQyKUi9KvSj1otSLUi9KvSj1otSLAi4KuCjgooAZXlOWPkpiMdyG9nw9B2MO1jnY5mAq0qZImyJtirQp0qYQm0JsCrEpxKbYmmJriq0ptqbYmmJriq0ptqbYGu034m8KkVobTBTejDUPz9BzMOZgnYNtDqapoaRXUvDhmmqn2Kl1FousFVkq8lTNQzVa2UjIB2xkhIoQEbiAFsCCJ2serBHhjoRQJIJEj/AEnEATHq+nLnDPXeCeu8A9d4F77gL33AXuuaPbc0e3545uzx3dnju6PXd0e+7oNn3btm/b/sBM07dt+rZN37bp2zZ926Zv2/Rtm75t07dt+7btT2U0fdumb9v0bZu+", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzMDI1N1TSUSouqcxJBYoUlQKpWgC8F0NyKQAAAA==" } }	table__multihier___91329
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| In millions of dollars \| December 31, 2008 \| December 31, 2007 \|\n\| --- \| --- \| --- \|\n\| Carrying amount reported on the Consolidated Balance Sheet \| $4,273 \| $6,392 \|\n\| Aggregate fair value in excess of unpaid principal balance \| $138 \| $136 \|\n\| Balance on non-accrual loans or loans more than 90 days past due \| $9 \| $17 \|\n\| Aggregate unpaid principal balance in excess of fair value for non-accrual loans or loans more than 90 days pastdue \| $2 \| $— \|\n\| In millions of dollars, except as otherwise noted \| 2018 \| 2017 \| 2016 \| % Change2018 vs. 2017 \| % Change2017 vs. 2016 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Net interest revenue \| $19,621 \| $18,879 \| $18,131 \| 4% \| 4% \|\n\| Non-interest revenue \| 923 \| 1,391 \| 1,633 \| -34 \| -15 \|\n\| Total revenues, net of interest expense \| $20,544 \| $20,270 \| $19,764 \| 1% \| 3% \|\n\| Total operating expenses \| $10,631 \| $10,245 \| $10,067 \| 4% \| 2% \|\n\| Net credit losses \| $5,097 \| $4,796 \| $3,919 \| 6% \| 22% \|\n\| Credit reserve build \| 438 \| 869 \| 653 \| -50 \| 33 \|\n\| Provision for unfunded lending commitments \| — \| 4 \| 6 \| -100 \| -33 \|\n\| Provision for benefits and claims \| 22 \| 33 \| 34 \| -33 \| -3 \|\n\| Provisions for credit losses and for benefits and claims \| $5,557 \| $5,702 \| $4,612 \| -3% \| 24% \|\n\| Income from continuing operations before taxes \| $4,356 \| $4,323 \| $5,085 \| 1% \| -15% \|\n\| Income taxes \| 1,016 \| 2,333 \| 1,846 \| -56 \| 26 \|\n\| Income from continuing operations \| $3,340 \| $1,990 \| $3,239 \| 68% \| -39% \|\n\| Noncontrolling interests \| — \| -1 \| -2 \| 100 \| 50 \|\n\| Net income \| $3,340 \| $1,991 \| $3,241 \| 68% \| -39% \|\n\| Balance Sheet data and ratios(in billions of dollars) \| \| \| \| \| \|\n\| Average assets \| $249 \| $248 \| $229 \| —% \| 8% \|\n\| Return on average assets \| 1.34% \| 0.80% \| 1.42% \| \| \|\n\| Efficiency ratio \| 52 \| 51 \| 51 \| \| \|\n\| Average deposits \| $180.4 \| $184.1 \| $183.2 \| -2 \| — \|\n\| Net credit losses as a percentage of average loans \| 2.66% \| 2.58% \| 2.29% \| \| \|\n\| Revenue by business \| \| \| \| \| \|\n\| Retail banking \| $5,315 \| $5,264 \| $5,227 \| 1% \| 1% \|\n\| Citi-branded cards \| 8,628 \| 8,579 \| 8,150 \| 1 \| 5 \|\n\| Citi retail services \| 6,601 \| 6,427 \| 6,387 \| 3 \| 1 \|\n\| Total \| $20,544 \| $20,270 \| $19,764 \| 1% \| 3% \|\n\| Income from continuing operations by business \| \| \| \| \| \|\n\| Retail banking \| $565 \| $412 \| $534 \| 37% \| -23% \|\n\| Citi-branded cards \| 1,581 \| 1,009 \| 1,441 \| 57 \| -30 \|\n\| Citi retail services \| 1,194 \| 569 \| 1,264 \| NM \| -55 \|\n\| Total \| $3,340 \| $1,990 \| $3,239 \| 68% \| -39% \|\n\| \| 2006 \| \| 2005 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Plan Assets \| Projected Benefit Obligation \| Plan Assets \| Projected Benefit Obligation \|\n\| \| In millions \| \| \| \|\n\| U.S. defined benefit plans \| $4,325 \| $4,688 \| $4,775 \| $5,296 \|\n\| DPSP \| 1,095 \| 1,095 \| 1,295 \| 1,295 \|\n\| Total \| $5,420 \| $5,783 \| $6,070 \| $6,591 \|\nThe question is:\nwhat was the percentage change in the carrying amount reported on the consolidated balance sheet from 2007 to 2008?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzY2NDVU0lEqLqnMSQUKFZUCqVoAiJWMlCoAAAA=" } }	table__multihier___91331
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Functional Verification, including Emulation Hardware \| 22% \| 23% \| 26% \|\n\| Digital IC Design and Signoff \| 29% \| 30% \| 32% \|\n\| Custom IC Design \| 27% \| 27% \| 26% \|\n\| System Interconnect and Analysis \| 11% \| 11% \| 9% \|\n\| IP \| 11% \| 9% \| 7% \|\n\| Total \| 100% \| 100% \| 100% \|\n\| \| \| \| \| Change \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2014 \| 2013 \| 2012 \| 2014 vs. 2013 \| \| 2013 vs. 2012 \| \|\n\| \| (In millions, except percentages) \| \| \| \| \| \| \|\n\| United States \| $696.6 \| $648.7 \| $567.6 \| $47.9 \| 7% \| $81.1 \| 14% \|\n\| Other Americas \| 23.4 \| 22.9 \| 23.0 \| 0.5 \| 2% \| -0.1 \| —% \|\n\| Asia \| 360.3 \| 289.1 \| 254.7 \| 71.2 \| 25% \| 34.4 \| 14% \|\n\| Europe, Middle East and Africa \| 328.7 \| 303.6 \| 262.4 \| 25.1 \| 8% \| 41.2 \| 16% \|\n\| Japan \| 172.0 \| 195.8 \| 218.7 \| -23.8 \| -12% \| -22.9 \| -10% \|\n\| Total revenue \| $1,581.0 \| $1,460.1 \| $1,326.4 \| $120.9 \| 8% \| $133.7 \| 10% \|\n\| \| As reported under Topic 606 \| Adjustments \| Balances under Prior GAAP \|\n\| --- \| --- \| --- \| --- \|\n\| \| (In thousands) \| \| \|\n\| Net income \| $345,777 \| $5,520 \| $351,297 \|\n\| Adjustments to reconcile net income to net cash provided by operating activities: \| \| \| \|\n\| Deferred income taxes \| -11,676 \| -2,213 \| -13,889 \|\n\| Changes in operating assets and liabilities: \| \| \| \|\n\| Receivables \| -87,083 \| -28,226 \| -115,309 \|\n\| Prepaid expenses and other \| -19,622 \| 5,968 \| -13,654 \|\n\| Other assets \| -16,077 \| 3,461 \| -12,616 \|\n\| Accounts payable and accrued liabilities \| 1,553 \| 10,100 \| 11,653 \|\n\| Deferred revenue \| 100,696 \| 5,390 \| 106,086 \|\n\| \| Retained Earnings (In thousands) \|\n\| --- \| --- \|\n\| Balance, December 30, 2017, as previously reported \| $341,003 \|\n\| Cumulative effect adjustment from the adoption of new accounting standards: \| \|\n\| Revenue from Contracts with Customers (Topic 606)* \| 91,640 \|\n\| Financial Instruments—Overall (Subtopic 825-10): Recognition and Measurement of Financial Assets and Financial Liabilities \| 2,638 \|\n\| Income taxes (Topic 740): Intra-entity Transfers of Assets Other Than Inventory \| -8,349 \|\n\| Balance, December 30, 2017, as adjusted \| 426,932 \|\n\| Net Income \| 345,777 \|\n\| Balance, December 29, 2018 \| $772,709 \|\nThe question is:\nwhat is the percentage change in the balance of retained earnings during 2018 after adjustments?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "1G3bum37nVRTt23qtk3dtqnbNnXbpm7b1G2bum1Tt23rtu2HUU3dtqnbNnXbpm7b1G2bum1Tt23qtk3dtq3bNoXaplDbFGqbQm1TqG0KtU2htinUNoXatlDbfuvUFGqbQm1TqG0KtU2htinUNoXaplDbFGrbQm37cVNTqG0KtU2htinUNoXaplDbFGqbQm1TqG0qs01ltqnMNpXZpjLbVGabymxTmW0qs+0XSU1ltqnMNpXZpjLbVGabymxTmW0qs01ltv0Eqf0EqSnUNoXaplDbFGqbQm1TqG0KtU2htinUtt8ctd8cNXXbpm7b1G2bum1Tt23qtk3dtqnbNnXb9iOj9iOjpqrbVHWbqm5T1W2quk1Vt6nqNl8V9TEShSShSAgSeoQcoUaIUcCQkCEhQwKGBAwJGBIwJGBIwJA4eTCaeQ1gSMiQkCEBQwKGBAwJGBIwJGBIwJCAIeEGyRC+DmrKvk3Ztyn7NmXfpuzblH2bsm/zOVBTBG6KwE0RuCkCN0XgpgjcFIGbL3yaL3yaAnFTIG4KxE2BuCkQNwXipkDcFIibAnFTIG4KxE2BuCkQNwXipkDcfHnTfHnTFI+b4nFTPG6Kx03xuCkeN8Xj5lOb5lObprDcFJabwnJTWG4Ky01huSksN9/WNN/WNEXnd5ZmYCVWYTXWwFqxNqx5MIh5INeBXAdyHch1INfEEWFEFBFExFB6t3U2ppkkIpzIbCKzicwmMpvIbCKeiTwm8pjIYyKPiTwmopfIWiJriawlspYuq+vqwrqy+eAu88gQnUR0EtFJRCcRnUR0EmFJhCURlkRYEmFJhCWRi0QuErlI5CKRiyTsk7BPwj4J+1wf3GUeGcGcRG8SvUn0JtGbRGEShUkUJlGYuwd3mUbG1voOwj6zzewym1zee52NbTYmcSkCtAjQIkCLAC2CsAjCIghreXBdY81DJgiLICyCsAjCIgiLICyCsAjCIgiLICz3xu1wP9wQd4RAKwKtCLQi0IpAK0KrCK0itIrQKkKrCK0itIrQKkKrCK0imIpgKoKpCKYimIpgKoKpCKYimIpgYnGb8GmIzbqz7Kx6e/MxG+tsbLMxBVMTFE1QNEHRBEUTFE0YNGHQhEETBk0YNGHQhEETBk0YNGHQhEETBk0YNGHQhEG7U26H++GGuCOEQRMGTRg0YdCEQRMGTRg0YdCEQRMGTRg0YdCEQRMGTRg0YdCEQRMGTRg0YcCyDMLA6g0rxoKxXsObj9lYZ2ObjSkMBmEwCINBGAzCYBAGgzAYhMEgDAZhMAiDQRgMwmAQBoMwGITBIAwGYTAIg0EYDMJgEAaDMBiEwSAMBmEw3G831V11", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzMLC0NFTSUSouqcxJBYoUlQKpWgC8PczRKQAAAA==" } }	table__multihier___91333
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Amount (In Millions) \|\n\| --- \| --- \|\n\| 2015 net revenue \| $696.3 \|\n\| Retail electric price \| 12.9 \|\n\| Volume/weather \| 4.7 \|\n\| Net wholesale revenue \| -2.4 \|\n\| Reserve equalization \| -2.8 \|\n\| Other \| -3.3 \|\n\| 2016 net revenue \| $705.4 \|\n\| \| 2016 \| \| 2015 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| December 31,(in millions) \| Retained loans \| Nonaccrual retainedloans(d) \| Retained loans \| Nonaccrual retainedloans(d) \|\n\| Modified residential real estate loans, excluding PCI loans(a)(b) \| \| \| \| \|\n\| Home equity \| $2,264 \| $1,116 \| $2,358 \| $1,220 \|\n\| Residential mortgage \| 6,032 \| 1,755 \| 6,690 \| 1,957 \|\n\| Total modified residential real estate loans, excluding PCI loans \| $8,296 \| $2,871 \| $9,048 \| $3,177 \|\n\| Modified PCI loans(c) \| \| \| \| \|\n\| Home equity \| $2,447 \| NA \| $2,526 \| NA \|\n\| Prime mortgage \| 5,052 \| NA \| 5,686 \| NA \|\n\| Subprime mortgage \| 2,951 \| NA \| 3,242 \| NA \|\n\| Option ARMs \| 9,295 \| NA \| 10,427 \| NA \|\n\| Total modified PCI loans \| $19,745 \| NA \| $21,881 \| NA \|\n\| \| Defined benefit pension plans \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31, \| U.S. \| \| Non-U.S. \| \| OPEB plans \| \|\n\| (in millions) \| 2016 \| 2015 \| 2016 \| 2015 \| 2016 \| 2015 \|\n\| Net gain/(loss) \| $-3,116 \| $-3,096 \| $-551 \| $-513 \| $138 \| $109 \|\n\| Prior service credit/(cost) \| 34 \| 68 \| 8 \| 9 \| — \| — \|\n\| Accumulated other comprehensive income/(loss), pretax, end of year \| $-3,082 \| $-3,028 \| $-543 \| $-504 \| $138 \| $109 \|\n\| \| Pension plans \| \| \| \| \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| U.S. \| \| \| Non-U.S. \| \| \| \| \| \| OPEB plans \| \| \|\n\| Year ended December 31, (in millions) \| 2016 \| 2015 \| 2014 \| 2016 \| \| 2015 \| \| 2014 \| \| 2016 \| 2015 \| 2014 \|\n\| Components of net periodic benefit cost \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Benefits earned during the year \| $296 \| $340 \| $281 \| $36 \| \| $37 \| \| $33 \| \| $— \| $1 \| $— \|\n\| Interest cost on benefit obligations \| 530 \| 498 \| 534 \| 99 \| \| 112 \| \| 137 \| \| 31 \| 31 \| 38 \|\n\| Expected return on plan assets \| -891 \| -929 \| -985 \| -139 \| \| -150 \| \| -172 \| \| -105 \| -106 \| -101 \|\n\| Amortization: \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Net (gain)/loss \| 235 \| 247 \| 25 \| 22 \| \| 35 \| \| 47 \| \| — \| — \| — \|\n\| Prior service cost/(credit) \| -34 \| -34 \| -41 \| -2 \| \| -2 \| \| -2 \| \| — \| — \| -1 \|\n\| Special termination benefits \| — \| — \| — \| — \| \| 1 \| \| — \| \| — \| — \| — \|\n\| Settlement loss \| — \| — \| — \| 4 \| \| — \| \| — \| \| — \| — \| — \|\n\| Net periodic defined benefit cost \| 136 \| 122 \| -186 \| 20 \| \| 33 \| \| 43 \| \| -74 \| -74 \| -64 \|\n\| Other defined benefit pension plans(a) \| 14 \| 14 \| 14 \| 11 \| \| 10 \| \| 6 \| \| NA \| NA \| NA \|\n\| Total defined benefit plans \| 150 \| 136 \| -172 \| 31 \| \| 43 \| \| 49 \| \| -74 \| -74 \| -64 \|\n\| Total defined contribution plans \| 473 \| 449 \| 438 \| 316 \| \| 320 \| \| 329 \| \| NA \| NA \| NA \|\n\| Total pension and OPEB cost included in compensation expense \| $623 \| $585 \| $266 \| $347 \| \| $363 \| \| $378 \| \| $-74 \| $-74 \| $-64 \|\n\| Changes in plan assets and benefit obligations recognized in other comprehensive income \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Net (gain)/loss arising during the year \| $255 \| $-3 \| $1,645 \| $140 \| \| $-47 \| \| $57 \| \| $-29 \| $21 \| $-5 \|\n\| Prior service credit arising during the year \| — \| — \| 53 \| — \| \| — \| \| — \| \| — \| — \| — \|\n\| Amortization of net loss \| -235 \| -247 \| -25 \| -22 \| \| -35 \| \| -47 \| \| — \| — \| — \|\n\| Amortization of prior service (cost)/credit \| 34 \| 34 \| 41 \| 2 \| \| 2 \| \| 2 \| \| — \| — \| 1 \|\n\| Settlement loss \| — \| — \| — \| -4 \| \| — \| \| — \| \| — \| — \| — \|\n\| Foreign exchange impact and other \| — \| — \| — \| -77 \| (a) \| -33 \| (a) \| -39 \| (a) \| — \| — \| — \|\n\| Total recognized in other comprehensive income \| $54 \| $-216 \| $1,714 \| $39 \| \| $-113 \| \| $-27 \| \| $-29 \| $21 \| $-4 \|\n\| Total recognized in net periodic benefit cost and other comprehensive income \| $190 \| $-94 \| $1,528 \| $59 \| \| $-80 \| \| $16 \| \| $-103 \| $-53 \| $-68 \|\n\| \| Principal amount outstanding \| \| \| JPMorgan Chase interest in securitized assets in nonconsolidated VIEs(c)(d)(e) \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31, 2016(in millions) \| Total assets held by securitization VIEs \| Assetsheld in consolidated securitization VIEs \| Assets held in nonconsolidated securitization VIEs with continuing involvement \| Trading assets \| AFS securities \| Total interests held by JPMorgan Chase \|\n\| Securitization-related(a) \| \| \| \| \| \| \|\n\| Residential mortgage: \| \| \| \| \| \| \|\n\| Prime/Alt-A and option ARMs \| $76,789 \| $4,209 \| $57,543 \| $226 \| $1,334 \| $1,560 \|\n\| Subprime \| 21,542 \| — \| 19,903 \| 76 \| — \| 76 \|\n\| Commercial and other(b) \| 101,265 \| 107 \| 71,464 \| 509 \| 2,064 \| 2,573 \|\n\| Total \| $199,596 \| $4,316 \| $148,910 \| $811 \| $3,398 \| $4,209 \|\n\| \| Principal amount outstanding \| \| \| JPMorgan Chase interest in securitized assets in nonconsolidated VIEs(c)(d)(e) \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31, 2015(in millions) \| Total assets held by securitization VIEs \| Assetsheld in consolidated securitization VIEs \| Assets held in nonconsolidated securitization VIEs with continuing involvement \| Trading assets \| AFS securities \| Total interests held by JPMorgan Chase \|\n\| Securitization-related(a) \| \| \| \| \| \| \|\n\| Residential mortgage: \| \| \| \| \| \| \|\n\| Prime/Alt-A and option ARMs \| $85,687 \| $1,400 \| $66,708 \| $394 \| $1,619 \| $2,013 \|\n\| Subprime \| 24,389 \| 64 \| 22,549 \| 109 \| — \| 109 \|\n\| Commercial and other(b) \| 123,474 \| 107 \| 80,319 \| 447 \| 3,451 \| 3,898 \|\n\| Total \| $233,550 \| $1,571 \| $169,576 \| $950 \| $5,070 \| $6,020 \|\nThe question is:\nWhat's the growing rate of Interest cost on benefit obligations for OPEB plans in 2015 ended December 31?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "H4sIABL8N2gC/93d+25c2XXn8VchNAbGBsg2a13OOeV/Bp0bJgM4MexM5o9BELClcjcBiVJIypcEAeYh5gnnSYbX4v5Q1RLVIltqA4HTq5u199qX9fuus8+qXf/x7PjkxeZPz34VldP+s7M3L4/Pn/3q2fnp0fHJs/1nb49fXFjxzZzL7/ubuTPr6Ojwm1r6cDn8/Tyvn6/m5/PFH54fffNy868vNmfPT4/fnB+/Pnn2q/94dnhweLB69quTty9f7l8Yq0vj2T9d/uXe4d7Zd6//eLYXh6veO9mc751u/rA5ebvZe/37va9fvX57cr73878/2fv18cuXF42d/WLv+GzvZ9N6+ir3vnp209jh2HSMRo5GjUaPxjQa82gso7EeDAd0qBMX/3fvv4ZmapZmY/pRP+kH/dyENWMtWOO4Vozr3uSuHNfKca0c18pxrRyXC+VKuVSulYvlarlcrlcwrnBc4bjCcYXjCscVjisO/Kif9IN+bsKasRascVzJuNJxpeNKx5WOKx1XOq488KN+0g/6uQlrxlqwxnEV4yrHVY6rHFc5rnJc5bjqwI/6ST/o5yasGWvBGsfVjKsdVzuudlztuNpxtePqAz/qJ/2gn5uwZqwFaxzXxLgmxzU5rslxTY5rclyT45oO/Kif9IN+bsKasRascVwz45od1+y4Zsc1O67Zcc2Oaz7wo37SD/q5CWvGWrDGcS2Ma3Fci+NaHNfiuBbHtTiu5cCP+kk/6OcmrBlrwRrHtWZca8e1dlxrfFvj2xrf1vi2xrc1vq3xbT36FjvSnt9uzo+OX+5tXm6en58eP997c/E/7819VvHV+ibzEWKAB+6AHagDdGAOyIE4QeYTZj5h5hNmPmHmE2Y+YeYTZD5B5hNkPkHmE2Q+QeYTZD5B5hNkPmHmE2Y+YeYTJDNBMhMkM0EyEyQzQTITJDNBMhMkM3FvH5jMhMlMuE3cJ24Ud4pbxb3iZnG3kJ8EWUSQRQRZRJBFBFlEkEUEWUSQRQRZRJhFhFlEmEUEiUGQGASJQZAYBIlBkBgEiUGQGASJQZgYhIlBmBgErA9YH7A+YH3A+oD1AesD1gesD1kfsj5kfYDvAN8BvgN8B/gO8B3gO8B3gO8Q3yG+Q3wHRA6IHBA5IHJA5IDIAZEDIgdEDokcEjkkcgDZALIBZAPIBpANIBtANoBsANkQsiFkL83A1EqswmqsCWvGWrAGV3MHc//59cu3rza//OPm6Py7zen7YFtfzTes9cHK5yofq3yq8qEK+UP9ED+0D+lD+RA+dC9hdMrolNEpoxPsJthNsJtgN8Fugt0Euwl2E+ym2E2xm2I3wW6C3QS7CXYT7CbYTbCbYDfBbkLShKQJSROSJiRNSJqQNCFpQtJ0K7mX3EzuJreT+8kN5Y6CpAkcEzgmcEzgmMAxgWMCxwSHCeESwiWESwiXEC4hXPa9/sbRQrgEWgm0Emgl0EqglUArgVYCrQRaCYcSDiUcSjiUcCjhUMKhhEMJhxK0JGhJ0JKgJUFLgpYELQl", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQM7QwMTJU0lEqLqnMSQUKFZUCqVoAyYyEhSoAAAA=" } }	table__multihier___91337
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| (in millions) \| Exposures as of December 31, 2008 \| Net gains/(losses) reported in income – year ended December 31,2008 (a) \| Unrealized gains/(losses) included in other comprehensive income (pretax) – year ended December 31, 2008 \|\n\| --- \| --- \| --- \| --- \|\n\| U.S. residential mortgage: \| \| \| \|\n\| Prime \| $6,027 \| $-32 \| $-1,769 \|\n\| Alt-A \| 868 \| — \| -196 \|\n\| Subprime \| 194 \| -89 \| -32 \|\n\| Non-U.S. residential \| 2,075 \| 2 \| -156 \|\n\| Commercial mortgage \| 3,939 \| — \| -684 \|\n\| U.S. government and federal agency obligations: \| \| \| \|\n\| Mortgage-backed securities \| $6,424 \| $23 \| $165 \|\n\| Collateralized mortgage obligations \| 558 \| -5 \| -4 \|\n\| U.S. government-sponsored enterpriseobligations: \| \| \| \|\n\| Mortgage-backed securities \| 110,403 \| 458 \| 1,915 \|\n\| Directobligations \| 9,657 \| 11 \| -54 \|\n\| Year ended December 31, 2007 \| \| Residential mortgage \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (in millions, except for ratios and where \| \| \| \| \| Option ARMs \| Commercial and other \| \| Student loans \| \|\n\| otherwise noted) \| Credit card \| Prime(h) \| \| Subprime \| \| Auto \| \| \| \|\n\| Principal securitized \| $21,160 \| $32,084 \| \| $6,763 \| $— \| $12,797 \| \| $1,168 \| $— \|\n\| Pretax gains \| 177 \| 28 \| (i) \| 43 \| — \| — \| \| 51 \| — \|\n\| All cash flows during the period: \| \| \| \| \| \| \| \| \| \|\n\| Proceeds from new securitizations \| $21,160 \| $31,791 \| \| $6,844 \| $— \| $13,038 \| \| $1,168 \| $— \|\n\| Servicing fees collected \| 1,005 \| 124 \| \| 246 \| — \| 7 \| \| 2 \| 36 \|\n\| Other cash flows received(a) \| 4,963 \| — \| \| — \| — \| — \| \| — \| — \|\n\| Proceeds from collections reinvestedin revolving securitizations \| 148,946 \| — \| \| — \| — \| — \| \| — \| — \|\n\| Purchases of previously transferredfinancial assets (or the underlyingcollateral)(b) \| — \| 58 \| \| 598 \| — \| — \| \| — \| 431 \|\n\| Cash flows received on the intereststhat continue to be held by theFirm(d) \| 18 \| 140 \| \| 278 \| — \| 256 \| \| — \| 89 \|\n\| Key assumptions used to measure retainedinterests originated during the year(rates per annum): \| \| \| \| \| \| \| \| \| \|\n\| Prepaymentrate(e) \| 20.4% \| 13.7-37.2% \| \| 30.0-48.0% \| \| 0.0-8.0% \| \| 1.0-8.0% \| \|\n\| \| PPR \| CPR \| \| CPR \| \| CPR \| \| CPR \| \|\n\| Weighted-average life (in years) \| 0.4 \| 1.3-5.4 \| \| 2.3-2.8 \| \| 1.3-10.2 \| \| 9.3 \| \|\n\| Expected credit losses \| 3.5-3.9% \| 0.0-1.6 \| %(j) \| 1.2-2.2% \| \| 0.0-1.0 \| %(j) \| —% (j) \| \|\n\| Discount rate \| 12.0% \| 5.8-20.0% \| \| 12.1-26.7% \| \| 10.0-14.0% \| \| 9.0% \| \|\n\| Year ended December 31, 2006 \| \| Residential mortgage \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (in millions, except for ratios and where \| \| \| \| \| Option ARMs \| Commercial and other \| \| Student loans \| \|\n\| otherwise noted) \| Credit card \| Prime(h) \| \| Subprime \| \| Auto \| \| \| \|\n\| Principal securitized \| $9,735 \| $30,254 \| \| $17,359 \| $— \| $13,858 \| \| $— \| $2,405 \|\n\| Pretax gains \| 67 \| 53 \| \| 193 \| — \| 129 \| \| — \| — \|\n\| All cash flows during the period: \| \| \| \| \| \| \| \| \| \|\n\| Proceeds from new securitizations \| $9,735 \| $30,167 \| \| $17,635 \| $— \| $14,248 \| \| $— \| $1,745 \|\n\| Servicing fees collected \| 973 \| 76 \| \| 29 \| — \| 1 \| \| — \| 52 \|\n\| Other cash flows received(a) \| 5,281 \| 35 \| \| — \| — \| 95 \| \| — \| — \|\n\| Proceeds from collections reinvestedin revolving securitizations \| 151,186 \| — \| \| — \| — \| — \| \| — \| — \|\n\| Purchases of previously transferredfinancial assets (or the underlyingcollateral)(b) \| — \| 31 \| \| 31 \| — \| — \| \| — \| 138 \|\n\| Cash flows received on the intereststhat continue to be held by theFirm(d) \| 76 \| 48 \| \| 258 \| — \| 73 \| \| — \| 96 \|\n\| Key assumptions used to measure retainedinterests originated during the year(rates per annum): \| \| \| \| \| \| \| \| \| \|\n\| Prepaymentrate(e) \| 20.0-22.2% \| 10.0-41.3% \| \| 36.0-45.0% \| \| 0.0-36.2% \| \| \| 1.4-1.5% \|\n\| \| PPR \| CPR \| \| CPR \| \| CPR \| \| \| ABS \|\n\| Weighted-average life (in years) \| 0.4 \| 1.7-4.0 \| \| 1.5-2.4 \| \| 1.5-6.1 \| \| \| 1.4-1.9 \|\n\| Expected credit losses \| 3.3-4.2% \| 0.1-3.3 \| %(j) \| 1.1-2.1% \| \| 0.0-0.9% \| (j) \| \| 0.3-0.7% \|\n\| Discount rate \| 12.0% \| 8.4-26.2% \| \| 15.1-22.0% \| \| 3.8-14.0% \| \| \| 7.6-7.8% \|\n\| (In millions) \| 2006 \| 2005 \| 2004 \| 2003 \| 2002 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Net earnings \| $2,529 \| $1,825 \| $1,266 \| $1,053 \| $500 \|\n\| Interest expense (multiplied by 65%)1 \| 235 \| 241 \| 276 \| 317 \| 378 \|\n\| Return \| $2,764 \| $2,066 \| $1,542 \| $1,370 \| $878 \|\n\| Average debt2, 5 \| $4,727 \| $5,077 \| $5,932 \| $6,612 \| $7,491 \|\n\| Average equity3, 5 \| 7,686 \| 7,590 \| 7,015 \| 6,170 \| 6,853 \|\n\| Average benefit plan adjustments3, 4,5 \| 2,006 \| 1,545 \| 1,296 \| 1,504 \| 341 \|\n\| Average invested capital \| $14,419 \| $14,212 \| $14,243 \| $14,286 \| $14,685 \|\n\| Return on invested capital \| 19.2% \| 14.5% \| 10.8% \| 9.6% \| 6.0% \|\nThe question is:\nWhat is the average amount of Net earnings of 2006, and Principal securitized of Residential mortgage Credit card ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjM0NtIzUNJRKi6pzEkFChSVAqlaACv+gr8oAAAA" } }	table__multihier___91338
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| December 31, 2009 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| Consolidated \| Unconsolidated \| Total \|\n\| Maximum loss exposure \| $9,388 \| $25,135 \| $34,523 \|\n\| On-balance sheet assets \| \| \| \|\n\| Available-for-saledebt securities \| $3,492 \| $– \| $3,492 \|\n\| Held-to-maturitydebt securities \| 2,899 \| – \| 2,899 \|\n\| Loans and leases \| 318 \| 318 \| 636 \|\n\| All other assets \| 4 \| 60 \| 64 \|\n\| Total \| $6,713 \| $378 \| $7,091 \|\n\| On-balance sheet liabilities \| \| \| \|\n\| Commercial paper and other short-term borrowings \| $6,748 \| $– \| $6,748 \|\n\| Total \| $6,748 \| $– \| $6,748 \|\n\| Total assets of VIEs \| $6,713 \| $13,893 \| $20,606 \|\n\| \| Total Revenue -1 \| \| Net Income (Loss) \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| Deposits \| $13,181 \| $13,890 \| $1,352 \| $2,576 \|\n\| Global Card Services-2 \| 25,621 \| 29,046 \| -6,603 \| -5,261 \|\n\| Home Loans & Insurance \| 10,647 \| 16,903 \| -8,921 \| -3,851 \|\n\| Global Commercial Banking \| 10,903 \| 11,141 \| 3,181 \| -290 \|\n\| Global Banking & Markets \| 28,498 \| 32,623 \| 6,319 \| 10,058 \|\n\| Global Wealth & Investment Management \| 16,671 \| 16,137 \| 1,347 \| 1,716 \|\n\| All Other-2 \| 5,869 \| 1,204 \| 1,087 \| 1,328 \|\n\| Total FTE basis \| 111,390 \| 120,944 \| -2,238 \| 6,276 \|\n\| FTE adjustment \| -1,170 \| -1,301 \| – \| – \|\n\| Total Consolidated \| $110,220 \| $119,643 \| $-2,238 \| $6,276 \|\n\| \| Net Charge-offs \| \| Net Charge-off Ratios-1 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| U.S. commercial-2 \| $881 \| $2,190 \| 0.50% \| 1.09% \|\n\| Commercial real estate \| 2,017 \| 2,702 \| 3.37 \| 3.69 \|\n\| Commercial lease financing \| 57 \| 195 \| 0.27 \| 0.89 \|\n\| Non-U.S.commercial \| 111 \| 537 \| 0.39 \| 1.76 \|\n\| \| 3,066 \| 5,624 \| 1.07 \| 1.72 \|\n\| U.S. small business commercial \| 1,918 \| 2,886 \| 12.00 \| 15.68 \|\n\| Total commercial \| $4,984 \| $8,510 \| 1.64 \| 2.47 \|\n\| \| December 31 \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Commercial Utilized-1 \| \| Commercial Unfunded-2, 3 \| \| Total Commercial Committed \| \|\n\| (Dollars in millions) \| 2010 \| 2009 \| 2010 \| 2009 \| 2010 \| 2009 \|\n\| Loans and leases \| $296,990 \| $322,564 \| $272,172 \| $298,048 \| $569,162 \| $620,612 \|\n\| Derivative assets-4 \| 73,000 \| 87,622 \| – \| – \| 73,000 \| 87,622 \|\n\| Standby letters of credit and financial guarantees \| 62,027 \| 67,975 \| 1,511 \| 1,767 \| 63,538 \| 69,742 \|\n\| Debt securities and other investments-5 \| 10,216 \| 11,754 \| 4,546 \| 1,508 \| 14,762 \| 13,262 \|\n\| Loansheld-for-sale \| 10,380 \| 8,169 \| 242 \| 781 \| 10,622 \| 8,950 \|\n\| Commercial letters of credit \| 3,372 \| 2,958 \| 1,179 \| 569 \| 4,551 \| 3,527 \|\n\| Bankers’ acceptances \| 3,706 \| 3,658 \| 23 \| 16 \| 3,729 \| 3,674 \|\n\| Foreclosed properties and other \| 731 \| 797 \| – \| – \| 731 \| 797 \|\n\| Total commercial credit exposure \| $460,422 \| $505,497 \| $279,673 \| $302,689 \| $740,095 \| $808,186 \|\n\| Cash FlowsMillions of Dollars \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| Cash provided by operating activities \| $2,880 \| $2,595 \| $2,257 \|\n\| Cash used in investing activities \| -2,042 \| -2,047 \| -1,732 \|\n\| Cash used in financing activities \| -784 \| -752 \| -75 \|\n\| Net change in cash and cash equivalents \| $54 \| $-204 \| $450 \|\nThe question is:\nWhat's the growth rate of commercial letters of credit for Total Commercial Committed in 2020? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "H4sIABL8N2gC/8Xd225ceXbf8VchlIkzBkihah323jU3QWInsQEfAB/ii8AwKKm6m7GabJNUzziGAb9DrvJ6fpKQUrH4/7CLbEpi2zczvbq1/+ff+q69/qu2/unV2fm77e9e/WY95fr41dUP78+uX/3m1fXl6dn5q+NXH87e3Vjz2znX2812Wb95U8u8Wd70m9X23Tf19u033Uve/MHr0zfvt3/3bnv19vLsh+uzi/NXv/mnV6uT1cn61W/OP7x/f3xjrB8Yq9GK0cjRqNHo0ZhGYx6NZTQ2g/FxQK/+6na0R6ujq+8ufnt19AcX33+/vXx7dvr+6IfTH7aXR6fn744urr+7+aebP3B5fXK9vfz+6M3F5eXFb8/Ov706+vPzkzen70/P325v/sB2e330/uz0zdnNyp1tr44uvjn6w+3b7fdvbh6/WdKjWK02N12cX128P3t3er19d3R2dfSr6Xiu5ej1q7tBrRzjWjM0U7M0GzP+Pab71+dvH074X//l/95PN/89BvVXF9c3rR9YfNfP5ZuwZqwFazxl6wOn7FP3L310Hsho7dFZe3TWHp21R2ft0VkfODpfOoenz8P6wHn40p4e2WS9iG5EP6Ij0ZPoSuLRTT69utpefxzg//zj//ZS7mKdd5MJ9zzc83DPwz0P9zzc83h0z796SgeOwDqPl80wq/yl+r4/FLE6nlbTfZeuhUsxYc1YC9Z4KhLIpVuVblW6VelWpVuVblWe+KhP+qDPTVgz1oI1zquYVzmvcl7lvMp5lfMq51UnPuqTPuhzE9aMtWCN82rm1c6rnVc7r3Ze7bzaefWJj/qkD/rchDVjLVjjvCbmNTmvyXlNzmtyXpPzmpzXdOKjPumDPjdhzVgL1jivmXnNzmt2XrPzmp3X7Lxm5zWf+KhP+qDPTVgz1oI1zmthXovzWpzX4rwW57U4r8V5LSc+6pM+6HMT1oy1YI3z2jCvjfPaOK8NY9swtg1j2zC2DWPbMLYNY9uMYzsE8D89/d3Z9x++P3p/cXV1tP3dDxdXHy63z4T05jiXu4hDRh/i6mf0dICd0cfr7H1n+TXN3+Mx67gj963WOIMejWk05tFYRmNcbF4Fw1ee8JUnfOUJX3nCV57wlSdWJz7qkz7ocxPWjLVgjfPirTaMx8N4PIzHg7fe4LU3iFiDiDWIWIOINYhYg4g1gqE+OKKGkWEYGXGilViF1VgT1oy1YI1DJYwKgp0g2AmCnSDYCYKdINgJgp0g2AmCnTDYCYOdMNgJ4pcgfgnilyB+CeKXIH4J4pcgfgnilzB+CeOXMH4JQpIgJAlCkiAkCUKSICQJQpIgJAlCkjAkCUOSMCQJoowgygiijCDKCKKMIMoIoowgygiijDDKCKOMMMoIAocgcAgChyBwCAKHIHAIAocgcAgChzBwCAOHMHAIYoEgFghigSAW", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "7G4OnN3P7+Annjj3zdeLNn/3Nep98/2FzT/jmN74ps2+n+mX6OduN+ba9zOPe7+Mxv6A1licXmNxeo3F6TUWp9dYnF5jcXqNxek1FqfXWJxeJ2MVbd1J9fTqu9vS3h/Pbrfn5jXntsj39Pr2swanb6/PfvwUZd0syc1cp92X/JZdkFInY+nrl7TYd3+L8q4Ms07G4tYvabF2LcbuKxU11trXWGtfY619jbX2Ndba11hrX3wpuKyHLwvgi08DF58GLj4NXHwauPg0cFEmXZRJF2XSxaeByyLmsmq5+BZw8S3g4lvAxbeAi28BF9WrRfVqUb1aVK+W1atluWpRrlqUqxblqkW5alGuWpSrFuWqRblqUa5alquW9alFfWpRn1rUpxb1qUV9alGfWtSnFvWpRX1qWZ9aFqQWBalFQWpRkFoUpBYFqUVBalGQWhSkFgWpZclpUXJalJwWJadFyWlRclqUnBYlp0XJaVFyWhaVFkWlRVFpUVRaFJUWRaVFUWlRVFoUlRZFpWXZaFE2WpSNFmWjRdloUTZalI0WZaNF2WhRNloWhhaFoUVhaFEYWhSGFoWhRWFoURhaFIYWhaFFrWdR61nUeha1nkWtZ1HrWdR6Ft/KhScfbn/Tcna+Sxs8zruTWO1eSutEr6XTisdQ+IyO+q6jed9RfnFjHwl4cwTyftQ1DrNHYxqNeTRYw2EDAwCGxAuIFxAvIF5AvIB4AfEC4gXEC4gXIi5AXIC4AHEB4gLEBYgLEBcgLkBcALEAYuGWuCduirvitoCtAEwBmAIwBWAKwBSAKYBPgJcALwFeArwEeIl60MM4I4ASECQgSECQgCABQQKCBJQIsBBgIcBCgIUACwEWAtcf+PrA1we+PvD1ga8PfH3gzwMHHjjwwIEHDjxw4IEDD5x04KQDJx046cBJB046cNL5c275/utqj7jlefcL7zoxXjNcy5/zyk/088krzx37fvKL26pdW/umahxjj8Y0GizZMhqD40lccuKDEx+c+ODEByc+OPHBiZ9NHGviWBPHmjjWxLEmjjVxnonzTJxn4jwT55k4z8R5Ju4ycZeJu0y3x/1xg9wh3GXiLhN3mbjLxF0m7jJxl4mDTBxk4iATB5k4yMRBJg4ycZCJg0wcZOIgEweZuMTEJSYuMXGJiUtMHF3i6BJHl8uD5xprwhpHhqNLHF3i6BJHlzi6xNEljq4OOLrbTzS8/e70/Nvtrdd4e+tCbq+xPv7D9h8+nP14+v7uFmufdek7b+cbYB3wb5/X/KcUzMnd3xxWVKV9WZOfcjDVq32LNY64R2MaDdZtGY3B2xXervB2hbcrvF3h7QpvV/i3wr8V/q3wb4V/K/xb4dEKj1Z4tMKjFX6q8FOFnyr8VOF9ykXHbxSeolB8oepCuYVyC+UWyi2UWyi3UG6h3EKPhR4LPRZ6ZHqNQsxK", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzsjQwNlbSUSouqcxJBYoUlQKpWgDXxYp8KQAAAA==" } }	table__multihier___91339
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Amount (In Thousands) \|\n\| --- \| --- \|\n\| 2009 \| $516,019 \|\n\| 2010 \| $763,036 \|\n\| 2011 \| $897,367 \|\n\| 2012 \| $3,625,459 \|\n\| 2013 \| $579,461 \|\n\| \| Estimated Sensitivity ofEconomic Value of Equity \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| December 31,2014 \| \| December 31,2013 \| \|\n\| Rate change: \| Exposure \| % of Tier 1/Tier 2 Capital \| Exposure \| % of Tier 1/Tier 2 Capital \|\n\| +200 bps shock \| $-2,291 \| -12.8% \| $-2,359 \| -14.9% \|\n\| –200 bps shock \| 942 \| 5.3 \| 1,149 \| 7.2 \|\n\| (In millions) \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Current: \| \| \| \|\n\| Federal \| $59 \| $193 \| $148 \|\n\| State \| 39 \| 47 \| 64 \|\n\| Non-U.S. \| 257 \| 248 \| 262 \|\n\| Total current expense \| 355 \| 488 \| 474 \|\n\| Deferred: \| \| \| \|\n\| Federal \| 42 \| 28 \| 267 \|\n\| State \| 11 \| 17 \| 27 \|\n\| Non-U.S. \| 13 \| 17 \| -63 \|\n\| Total deferred expense \| 66 \| 62 \| 231 \|\n\| Total income tax expense \| $421 \| $550 \| $705 \|\n\| (In millions) \| 2014 \| 2013 \|\n\| --- \| --- \| --- \|\n\| Beginning balance \| $158 \| $95 \|\n\| Decrease related to agreements with tax authorities \| -9 \| -4 \|\n\| Increase related to tax positions taken during current year \| 8 \| 10 \|\n\| Increase related to tax positions taken during prior year \| 6 \| 57 \|\n\| Ending balance \| $163 \| $158 \|\n\| (Dollars in millions, except per share amounts) \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| Net income \| $2,037 \| $2,136 \| $2,061 \|\n\| Less: \| \| \| \|\n\| Preferred stock dividends \| -61 \| -26 \| -29 \|\n\| Dividends and undistributed earnings allocated to participating securities-1 \| -3 \| -8 \| -13 \|\n\| Net income available to common shareholders \| $1,973 \| $2,102 \| $2,019 \|\n\| Average common shares outstanding (in thousands): \| \| \| \|\n\| Basic average common shares \| 424,223 \| 446,245 \| 474,458 \|\n\| Effect of dilutive securities: common stock options and common stock awards \| 7,784 \| 8,910 \| 6,671 \|\n\| Diluted average common shares \| 432,007 \| 455,155 \| 481,129 \|\n\| Anti-dilutive securities-2 \| 1,498 \| 1,855 \| 5,619 \|\n\| Earnings per Common Share: \| \| \| \|\n\| Basic \| $4.65 \| $4.71 \| $4.25 \|\n\| Diluted-3 \| 4.57 \| 4.62 \| 4.20 \|\n\| Years Ended December 31, \| 2014 \| 2013 \| 2012 \|\n\| --- \| --- \| --- \| --- \|\n\| (In millions) \| \| \| \|\n\| Net realized gains from sales of available-for-sale securities \| $15 \| $14 \| $55 \|\n\| Net impairment losses: \| \| \| \|\n\| Gross losses from other-than-temporary impairment \| -1 \| -21 \| -53 \|\n\| Losses reclassified (from) to other comprehensive income \| -10 \| -2 \| 21 \|\n\| Net impairment losses-1 \| -11 \| -23 \| -32 \|\n\| Gains (losses) related to investment securities, net \| $4 \| $-9 \| $23 \|\n\| -1Net impairment losses, recognized in our consolidated statement of income, were composed of the following: \| \| \| \|\n\| Impairment associated with expected credit losses \| $-10 \| $-11 \| $-16 \|\n\| Impairment associated with management’s intent to sell impaired securities prior to recovery in value \| — \| -6 \| — \|\n\| Impairment associated with adverse changes in timing of expected future cash flows \| -1 \| -6 \| -16 \|\n\| Net impairment losses \| $-11 \| $-23 \| $-32 \|\n\| Years Ended December 31, \| 2014 \| 2013 \| 2012 \| % Change 2014 vs. 2013 \| % Change 2013 vs. 2012 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (Dollars in millions) \| \| \| \| \| \|\n\| Compensation and employee benefits \| $4,060 \| $3,800 \| $3,837 \| 7% \| -1% \|\n\| Information systems and communications \| 976 \| 935 \| 844 \| 4 \| 11 \|\n\| Transaction processing services \| 784 \| 733 \| 702 \| 7 \| 4 \|\n\| Occupancy \| 461 \| 467 \| 470 \| -1 \| -1 \|\n\| Claims resolution \| — \| — \| -362 \| \| \|\n\| Acquisition costs \| 58 \| 76 \| 26 \| \| \|\n\| Restructuring charges, net \| 75 \| 28 \| 199 \| \| \|\n\| Other: \| \| \| \| \| \|\n\| Professional services \| 440 \| 392 \| 381 \| 12 \| 3 \|\n\| Amortization of other intangible assets \| 222 \| 214 \| 198 \| 4 \| 8 \|\n\| Securities processing costs \| 68 \| 52 \| 24 \| \| \|\n\| Regulatory fees and assessments \| 74 \| 72 \| 61 \| \| \|\n\| Other-1 \| 609 \| 423 \| 506 \| 44 \| -16 \|\n\| Total other \| 1,413 \| 1,153 \| 1,170 \| 23 \| -1 \|\n\| Total expenses \| $7,827 \| $7,192 \| $6,886 \| 9 \| 4 \|\n\| Number of employees at year-end \| 29,970 \| 29,430 \| 29,660 \| \| \|\nThe question is:\nWhat's the current increasing rate of Net realized gains from sales of available-for-sale securities?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "H4sIABL8N2gC/93d7W4l2XWY4VshJiNEQpqTrvVRVUd/AllWAgOGHURK8iMwDE736RnC3WSLZI80Ngz4HvIrt+crySEPebgf6nSrp0czVgIIENY0q2p/vu/etReL//TZ+cXL7e8/+3lVrM8+u377+vzms59/dnN1dn7x2bPP3p2/3EXbPlvP5mXZbJesV/FyffXlqy/XKfrsZSybVy93P3hz9uXr7d+/3F6/uDp/e3N+efHZz//ps+enz0+nz35+8e7162e7YHoSPB+jGIMcgxqDHoN5DJYxWMdgMwQW6LmF2P3vyb+GYRqWYRN6qVd6odfNRAvRSjTWy7Z90riT9Zqs12S9Jus1WS87yp6yq+wrO8vesrvsr6BeYb3CeoX1CusV1iusV5x6qVd6odfNRAvRSjTWK6lXWq+0Xmm90nql9Urrlade6pVe6HUz0UK0Eo31KupV1qusV1mvsl5lvcp61amXeqUXet1MtBCtRGO9mnq19Wrr1darrVdbr7ZefeqlXumFXjcTLUQr0VivmXrN1mu2XrP1mq3XbL1m6zWfeqlXeqHXzUQL0Uo01muhXov1WqzXYr0W67VYr8V6Lade6pVe6HUz0UK0Eo31WqnXar1W67Var9V6rdZrtV7rqZd6pRd63Uy0EK1EY7021GtjvTbWa0PZNpRtQ9k2lG1D2TaUbUPZNmPZUJAGwhpIA2egDIyBMPAFugiWLeGyJVy2hMuWcNkSLlvCZUuwbAmWLcGyJVi2BMuWYNkSLFuCZUuwbAmXLeGyJVy2BCuRYCUSrESClUiwEglWIsFKJFiJhMPgyThwJRKuRMJh4jhxoDhSHCqOFQeLo4XFRbAECJYAwRIgWAIES4BgCRAsAYIlQLAECJcA4RIgXAIEVg+sHlg9sHpg9cDqgdUDqwdWD60eWj20eiDqQNSBqANRB6IORB2IOhB1IOpQ1KGoQ1EH7g3cG7g3cG/g3sC9gXsD9wbuDd0bujd0b6DTQKeBTgOdBjoNdBroNNBpoNNQp6FOQ50GhgwMGRgyMGRgyMCQgSEDQwaGDA0ZGvI2DEKjJCqiJpqJFqKVaCgq+HFr487GjY37Grc1MAyEQTAABr/AF/QCXoloU9Gmok1Fm7gzcWfizsSdiTsTdybuTNyZuDN1Z+rO1J2JOxN3Ju5M3Jm4M3Fn4s7EnYk7Ex0mOkx0mOgw0WGiw0SHiQ7T8ehQciw5mBxNDifHkwPKEYUOE8MlhksMlxguMVxiuMRwidMSTSWaSjSVaCrRVKKp7CfPG2uLphLzJOZJzJOYJzFPYp7EPIl5EvMkMklkksgkkUkik0QmiUwSmSQySfyQ+CHxQ+KHxA+JHxI/JH5I/JAgP0F+gvwE+QnyE+QnyE+QzyB3yeeKzwWfr3yYG0wNZgYTg3nBtGBWsOwrIF9wu+B2we2C2wW3C24X3C64XXC7QHGB4gLFBYoLFBcoLlBcoLhAc", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMDc0MVbSUSouqcxJBYoUlQKpWgDqsEyuKQAAAA==" } }	table__multihier___91341
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| At December 31, 2008 \| \|\n\| --- \| --- \| --- \|\n\| \| Fair \| Percent \|\n\| \| Value \| of Total \|\n\| \| (In millions) \| \|\n\| RMBS \| $3,679 \| 30% \|\n\| CMBS \| 2,020 \| 16 \|\n\| CDO/ABS and other collateralized \| 6,746 \| 54 \|\n\| Total \| $12,445 \| 100% \|\n\| \| First Quarter 2009 \| Second Quarter 2009 \| Third Quarter 2009 \| Total \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| (In millions) \| \| \| \|\n\| Unrealized loss percent: \| \| \| \| \|\n\| Greater than 25 percent \| $46 \| $275 \| $4,181 \| $4,502 \|\n\| 20 to less than 25 percent \| $— \| $— \| $791 \| $791 \|\n\| \| Pension \| \| \| \| Postretirement (a) \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Non-U.S. Plans (b) \| \| U.S. Plans (c) \| \| Non-U.S. Plans \| \| U.S. Plans \| \|\n\| As of or for the Year Ended December 31, 2008 \| 2008 \| 2007 \| 2008 \| 2007 \| 2008 \| 2007 \| 2008 \| 2007 \|\n\| \| (In millions) \| \| \| \| \| \| \| \|\n\| Change in projected benefit obligation: \| \| \| \| \| \| \| \| \|\n\| Benefit obligation, beginning of year \| $1,745 \| $1,578 \| $3,156 \| $3,079 \| $79 \| $53 \| $257 \| $252 \|\n\| Service cost \| 112 \| 90 \| 132 \| 135 \| 8 \| 5 \| 8 \| 11 \|\n\| Interest cost \| 62 \| 50 \| 202 \| 186 \| 4 \| 3 \| 16 \| 15 \|\n\| Participant contributions \| 4 \| 4 \| — \| — \| — \| — \| — \| — \|\n\| Actuarial (gain) loss \| 85 \| -12 \| 374 \| -159 \| 15 \| -2 \| 16 \| -3 \|\n\| Plan amendments and mergers \| 1 \| -2 \| — \| 17 \| — \| — \| — \| — \|\n\| \| Amount (In Millions) \|\n\| --- \| --- \|\n\| 2007 net revenue \| $442.3 \|\n\| Volume/weather \| -4.6 \|\n\| Reserve equalization \| -3.3 \|\n\| Securitization transition charge \| 9.1 \|\n\| Fuel recovery \| 7.5 \|\n\| Other \| -10.1 \|\n\| 2008 net revenue \| $440.9 \|\nThe question is:\nHow many Service cost exceed the average of Service cost in 2008?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.125	0.25	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "jUC4EQg3AsHOKgB1sLcKYBrANIBpANMApgFMQ5iGMA1hGsA0gGkA0wCmAUwDmAYwDWAarvqjZX+07o8W3pV36V17F9/Vd/ldfxMAmIYwDXAZ4DLAZYDLAJcBLgNcBrgMcBniMgBiAMQAiAEQAyAGQAyAGAAxAGIIxAB5AfIC5AXIC5AXIC9AXoC8AHkh8gKoBVALoBZALYBaALUAagHUAqiFUAuwFWArwFaArQBbAbYCbAXYCrAVYisAUwCmAEwBmAIwBWAKwBSAKQBTCKYAPQF6AvQE6AnQE6AnQE+AHpStsN0ku0dG80gexSN49I7cUTtiT9CToieBSwKXBC4JXBK4JHBJ4JLAJYFLwouEFwkvEl4kvEh4kfAi4UXCiwQBCQISBCQISBCQICBBQIKANFFcfxPADDAFzAGTwCwwDfD8xOQTk09MPjH5xOQTk09MPjH5xOQTV09cPXH1xNUTV09cPXH1xNUTV09sPLHxxMYTG09sPLHxxMYTG09sPPHtxLcT3058O/HtxLcT3058O/HtxKgTo06MOjHqxKgTo06MOjHqxKgTZ06cOXHmxJkTZ06cOXHmxJlJeXc51gQsCaANpIEyEAa6QBaoAlEUzlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRWXeWm6mW8mnBlnyplzJp1ZhxUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRUXVlxYcWHFhRX3iXOWfzheH397dXf26tOXV59fvvnPyjw/+/T4+dX19dX152/OFP54vLx50onL343n27u/hhDnflFaYbXA2ieOXH6iQW4nB9nb/jDI/PGP/suzl/3k318cPR8eW3+Lx24nH3vx7s8+xjc9N09+7Kvbu5vj3dXN8c1B1NnPLn/++J3/lYkvj59/48efegGdD4/fftLH//DMo7eHZ+9/w2dvJ58dD89eDYHNT7P5aTY/zean2fw0m59m89NsfprNT7P5aTY/zean2fw0m59m89NsfprNT7P5aTY/zean2fw0m59m89NsfprNT7P5abY7zXan2e40251mu9Nsd5rtTrPdaTY4zQan2eA0G5xmg9NscJoNTrPBabY0zZam2dI0", "part_6": "W5pmS9NsaZotTbOlaTYxzSam2cQ0m5hmE9NsYppNTM9Hz1uzh01Ms4lpNjHNJqbZxDSbmGaj0mxUmo1Ks1FpNirNRqXZqDQblWaj0mxUmo1Ks1FpNirNRqXZqDQblWaj0mxU5omtySfHm6+vXhzPXtw73tN6Psa3rmcN2VNTD03nie3Hhw3khP8eLh7Gke999/faSIz8bor1I259qj8k++HW/cO3fuKGYH94xvxpnnFiJt/NY3vKMz5gDvuPv/+plRgPD1gkOoH3BN4TeE/gPYH3BN4TeE/gvZ2Q6D9f3x1vjvcze7JG57f568mK3QI2C2wnJPqBAzmVJBcPA8n3v/17iTQuvptk/Zh7n8qNfT7cu9/j3k+UaT08ZP5EDzkxl3x4yPakh/zgLMZ372r/CZ5wajn64QmLVPdTDY6XN3dXL66+urx+88Tru5urT1+/2fY/rb3x2/XxSNBGFvtY9lOtjU8f0/Z9Y8r1sbUGvQZzDbY12NdgebGHEy/2Fy/uXl/eXL35IeHnl1fXPz97+er2aS91/3YxPdu058aWm8OJt/rEAZ1qFX3Y0BxOmNQPPue9zCq3enhG/RTPODmPPjw8pD/gIU90r/HdQs6f+Gnf19B7OOFjH/K09/ezwwk/e/qTTs0pH570IL9cm89zbT7Ptfk81+bzXJvPc20+z7X5PNe/IZnr35DMb9rS3801H35WfD/o6+Pd2c3x6+P16+Pbv4f65avXb6Z3P5V/8e9wVHz0zXRybWvPta0917b2XNvac21rz7WtPde29lz/6mTyVyfTJvS0CT1tQk/+6mTSJJ781cmkkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO2nkThu500butJE7aeROGrmTRu6kkTtp5E4auZNG7qSRO79p5H6E2P949fL1l8e///3x8u1f", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMlTSUSouqcxJBbKLSoFULQDvI+vJIwAAAA==" } }	table__multihier___91344
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Cash consideration paid to ACTIVE Network stockholders \| $599,497 \|\n\| --- \| --- \|\n\| Fair value of Global Payments common stock issued to ACTIVE Network stockholders \| 572,079 \|\n\| Total purchase consideration \| $1,171,576 \|\n\| (In thousands) \| As of February 28, 2010 \|\n\| --- \| --- \|\n\| Cash and cash equivalents \| $861 \|\n\| Investment income receivables, net \| 3 \|\n\| Mutual funds: \| \|\n\| Equity securities-1 \| 46,539 \|\n\| Equity securities – international-2 \| 10,882 \|\n\| Fixed income securities-3 \| 19,438 \|\n\| Total \| $77,723 \|\n\| (In thousands) \| Pension Plan \| Restoration Plan \|\n\| --- \| --- \| --- \|\n\| Fiscal 2011 \| $1,400 \| $406 \|\n\| Fiscal 2012 \| $1,693 \| $436 \|\n\| Fiscal 2013 \| $2,030 \| $450 \|\n\| Fiscal 2014 \| $2,362 \| $456 \|\n\| Fiscal 2015 \| $2,708 \| $464 \|\n\| Fiscal 2016 to 2020 \| $19,439 \| $2,556 \|\n\| \| Years Ended February 28 or 29 \| \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (In thousands) \| Pension Plan \| \| \| Restoration Plan \| \| \| Total \| \| \|\n\| \| 2010 \| 2009 \| 2008 \| 2010 \| 2009 \| 2008 \| 2010 \| 2009 \| 2008 \|\n\| Service cost \| $― \| $10,548 \| $15,670 \| $― \| $832 \| $688 \| $― \| $11,380 \| $16,358 \|\n\| Interest cost \| 5,710 \| 6,343 \| 5,996 \| 605 \| 739 \| 468 \| 6,315 \| 7,082 \| 6,464 \|\n\| Expected returnon plan assets \| -6,487 \| -5,572 \| -3,994 \| ― \| ― \| ― \| -6,487 \| -5,572 \| -3,994 \|\n\| Amortization ofprior service cost \| ― \| 23 \| 37 \| ― \| 74 \| 119 \| ― \| 97 \| 156 \|\n\| Recognizedactuarial(gain) loss \| ― \| -1,244 \| 2,973 \| ― \| 247 \| 172 \| ― \| -997 \| 3,145 \|\n\| Pension (benefit)expense \| -777 \| 10,098 \| 20,682 \| 605 \| 1,892 \| 1,447 \| -172 \| 11,990 \| 22,129 \|\n\| Curtailment (gain)loss \| ― \| -8,229 \| ― \| ― \| 800 \| ― \| ― \| -7,429 \| ― \|\n\| Net pension(benefit) expense \| $-777 \| $1,869 \| $20,682 \| $605 \| $2,692 \| $1,447 \| $-172 \| $4,561 \| $22,129 \|\nThe question is:\nWhat was the total amount of the Amortization ofprior service cost in the years where Amortization ofprior service cost greater than 90? (in thousand)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "gWmHph2admjagWkHph2YdmDagWkHph2YdmDagWnHg1x5kCwPsgXTDpfetXfxXX2X3/U3ATDt0LQDWw5sObDlwJYDWw5sObDlwJYDWw5tOTDewHgD4w2MNzDewHgD4w2MNzDe0HgDaw2sNbDWwFoDaw2sNbDWwFoDaw2tNTDPwDwD8wzMMzDPwDwD8wzMMzDP0DwDewzsMbDHwB4DewzsMbDHwB4DewztMTDAwAADAwwMMDDAwAADAwwMMDDA0AADiwssLrC4wOICiwssLrC4wOLykxaXj1pcHB7n+y+YssD9u9v3/KTF5cctrj+MlfPlag56DsYcrHOwzcH8GLC41OISE0tMLDGxxMQSE0tMLDGxxMQSE0t8KfGlxJcSX0p8KfGlxJcSX0p8KbGaxGoSq0msJrGaxGoSq0msJrGaxFvSBDADTAFzwCQwC0wDvCUxk8RMEjNJzCQxk8RMEjNJzCQxk8Q9EvdI3CNxj8Q9EvdI3CNxj8Q9ErtI7CKxi8QuErtI7CKxi8QuErtI/CHxh8QfEn9I/CHxh8QfEn9I/CExhMQQEkNIDCExhMQQEkNIDCExhMQBEgdIHCBxgMQBEgdIHCBxgPqkA9RHHCBH3FHZDZhlEasi9UkHqE84wLgfK+fL1Rz0HIw5WOdgm4P5MeAABfIL5BfIL5BfIL9AfoH8AvkF8gvkF8gvkF8gv0B+gfwC+QXyC+QXyC+QXyC/QH6B/AL5BfIL5BfIL5BfIL9AfoH8AvkF8gvkF8gvkF8gv8w3E86MM+XMOZPOrAP5BfIL5BfIL5BfIL9AfoH8AvkF8gvkF8gvkF8gv0B+gfwC+QXyC+QXyC+QXyC/QH6B/AL5BfIL5BfIL5BfIL9AfoH8AvkF8gvkF8gvkF8gv0B+gfwC+QXyC+QXyC+Q359Efn8E+evxdodhv+ZaXra63J9Efn8c+aPux8r5cjUHPQdjDtY52OZgfgwgv0F+g/wG+Q3yG+Q3yG+Q3yC/QX6D/Ab5DfIb5DfIb5DfIL9BfoP8BvkN8hvkN8hvkN8gv0F+A/kG8g3kG8g3kG8g30C+gXyD9QbrDdYbrDdYb7DeYL3BegPyBuRtDpvEZrFpbB6byKC7QXeD7gbdDbobdDfo7vFgvDl7QHeD7gbdDbobdDfobvDc4LnBc4PnBs8Nnhs8N3hu8NzgucFzg+cGzw2eGzw3eG7w3OB5fBLI490/uxTHcfz4Dw67w7rrjY8ja37+muaPaeOTZGbIRwkdh32/LSffSDeyjWQj14YPY1qJAaMHjB4wesDoAaMHjB4wesBoEtuipT/4+XsfCkAA5D", "part_6": "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", "part_7": "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", "part_8": "FrTRm4e/pReFo1n/yq+eRXzSe/aj75VfPJr5pPftV88qvmk181n/yq+eRXzSe/aj75VfPJr5pPftV88qvmk181n/yq+eRX8Ybl8kxWeQireKVy8Url4pXKxSuVi1cqF69ULl6pXLxSuThWUh4rKc+RFOdIinMkxTmS4hxJcY6kOEdSnCMpzpEU50jKcyTlwZHi4EhxcKQ4OFIcHCkOjhQHR4qDI8XBkeLgSHlwpDwpUpwUKU6KFCdFipMixUmR4qRIcVKkOClSnBQpT4qUR0OKoyHF0ZDiaEhxNKQ4GlIcDSmOhhRHQ4qjIeXhj+LwR3H4ozj8URz+KA5/FIc/isMfxeGP4vBHebyjON5RHO8ojncUxzuK4x3F8Y7ieEdxvKM43lEe4CgOcBQHOIoDHMUBjuIAR3GAozjAURzgKA5wlEc0iiMaxRGN4ohGcUSjOKJRHNEojmgURzSKIxrFqYvi1EVx6qI4dVGcuihOXRSnLuoI7EgdoQNzQA7EATjwBtyE9zA9gMBAQscIHCNwjMAxAscIHCNwjMAxAscIHCO0iMAiAosILCKwiMAiAosILCKwiHCtXBBXxCVxTVwUV8VlAfsB2AOwB2APwB6APQB7AO8AzwGeAzwHeA7wHPVghHlGADkgcEDggMABgQMCBwQOKBtgNcBqgNUAqwFWA6wG6AxYGbAyYGXAyoCVASsDHgYADAAYADAAYADAAIAB5ALIBZALIBdALoBcADlS1w2L+xWymqQmp0lpMjoddpuDSbwJ1hKOJRxLOJZwLOFYwrGEVQmcEjglcErglMApgVMCoARACYASACUASgCUAChdNxfH1XF5XB8XyBUCOQlyEuQkyEmQkyAnQU4CmQQyCWQSyCSQSSCTQCaBTAKZBDIJZBLIJFhJsJJgJcFKgpUEFgksEljk9uBzTTSI5jsDFgksElgksEhgkcAigQUp4TcI8oP0IDtIDnKjHGibgwkPBR4KPBR4KPBQ4KHAQwGEAggFEAogFEAogFAgoEBAgYACAYWwC2EXwi6EXa6NDx2hFdIqJFLIoEj1ItWLVC9SvUj1ItWLVC9SvUjgIoGLBC4SmOk1aelXSRDDY2iv13Mw5mCdg20OpiRtkrRJ0iZJmyRtErFJxCYRm0Rskq1JtibZmmRrkq1JtibZmmRrkq3RfiP+JhHJtcFCwWbQPLxCz8GYg3UOtjmYloaUXrkFv1yT7SQ7uc5mkb0iW0W+VfOlGq1s3JBfsJERKkJE2AVugVnwzZov1ohwxw2hSASJHvET7AQ34ev1dDa05ypwz1XgnqvAPVeBe64C91zR7bmi", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjI11jNQ0lEqLqnMSQXyi0qBVC0AdsJGOicAAAA=" } }	table__multihier___91346
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| For the year ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2008 \| 2007 \| 2006 \|\n\| \| (in millions) \| \| \|\n\| Premiums and other considerations: \| \| \| \|\n\| Direct \| $4,495.1 \| $4,751.3 \| $4,468.8 \|\n\| Assumed \| 9.7 \| 160.0 \| 117.3 \|\n\| Ceded \| -295.6 \| -277.2 \| -280.8 \|\n\| Net premiums and other considerations \| $4,209.2 \| $4,634.1 \| $4,305.3 \|\n\| Benefits, claims and settlement expenses: \| \| \| \|\n\| Direct \| $6,440.8 \| $6,489.7 \| $5,871.3 \|\n\| Assumed \| 43.5 \| 190.4 \| 141.8 \|\n\| Ceded \| -264.4 \| -244.8 \| -320.7 \|\n\| Net benefits, claims and settlement expenses \| $6,219.9 \| $6,435.3 \| $5,692.4 \|\n\| \| December 31, 2008 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Amortized cost \| Gross unrealized gains \| Gross unrealized losses \| Carrying amount \|\n\| \| (in millions) \| \| \| \|\n\| Finance — Banking \| $4,248.7 \| $14.9 \| $1,095.1 \| $3,168.5 \|\n\| Finance — Brokerage \| 785.4 \| 0.9 \| 128.5 \| 657.8 \|\n\| Finance — Finance Companies \| 418.6 \| 0.1 \| 84.7 \| 334.0 \|\n\| Finance — Financial Other \| 753.3 \| 6.8 \| 104.6 \| 655.5 \|\n\| Finance — Insurance \| 2,885.8 \| 38.1 \| 706.6 \| 2,217.3 \|\n\| Finance — REITS \| 1,412.5 \| — \| 430.6 \| 981.9 \|\n\| Industrial — Basic Industry \| 2,030.0 \| 10.6 \| 303.8 \| 1,736.8 \|\n\| Industrial — Capital Goods \| 2,322.3 \| 15.1 \| 316.8 \| 2,020.6 \|\n\| Industrial — Communications \| 2,943.7 \| 32.3 \| 297.0 \| 2,679.0 \|\n\| Industrial — Consumer Cyclical \| 2,023.8 \| 18.7 \| 338.7 \| 1,703.8 \|\n\| Industrial — Consumer Non-Cyclical \| 3,184.7 \| 31.2 \| 298.5 \| 2,917.4 \|\n\| Industrial — Energy \| 1,958.0 \| 9.6 \| 224.5 \| 1,743.1 \|\n\| Industrial — Other \| 952.8 \| 2.4 \| 117.6 \| 837.6 \|\n\| Industrial — Technology \| 876.7 \| 2.2 \| 115.3 \| 763.6 \|\n\| Industrial — Transportation \| 992.2 \| 10.3 \| 124.5 \| 878.0 \|\n\| Utility — Electric \| 2,473.4 \| 22.8 \| 199.2 \| 2,297.0 \|\n\| Utility — Natural Gas \| 1,142.0 \| 4.9 \| 110.7 \| 1,036.2 \|\n\| Utility — Other \| 156.7 \| 2.3 \| 14.3 \| 144.7 \|\n\| Government guaranteed \| 799.5 \| 75.0 \| 57.0 \| 817.5 \|\n\| Total corporate securities \| 32,360.1 \| 298.2 \| 5,068.0 \| 27,590.3 \|\n\| Residential pass-through securities \| 1,627.5 \| 50.5 \| 0.5 \| 1,677.5 \|\n\| Commercial mortgage-backed securities \| 5,682.7 \| 3.7 \| 2,081.9 \| 3,604.5 \|\n\| Residential collateralized mortgage obligations -1 \| 950.8 \| 6.4 \| 188.6 \| 768.6 \|\n\| Asset-backed securities — Home equity -2 \| 545.1 \| 0.1 \| 198.5 \| 346.7 \|\n\| Asset-backed securities — All other \| 816.1 \| 16.8 \| 137.2 \| 695.7 \|\n\| Collateralized debt obligations — Credit \| 202.8 \| — \| 123.6 \| 79.2 \|\n\| Collateralized debt obligations — CMBS \| 302.2 \| — \| 173.3 \| 128.9 \|\n\| Collateralized debt obligations — Loans \| 91.4 \| — \| 54.4 \| 37.0 \|\n\| Collateralized debt obligations — ABS -3 \| 100.0 \| 0.2 \| 53.5 \| 46.7 \|\n\| Total mortgage-backed and other asset-backed securities \| 10,318.6 \| 77.7 \| 3,011.5 \| 7,384.8 \|\n\| U.S. Government and agencies \| 548.4 \| 46.9 \| 0.1 \| 595.2 \|\n\| States and political subdivisions \| 2,113.8 \| 32.6 \| 120.9 \| 2,025.5 \|\n\| Non-U.S. governments \| 462.1 \| 31.5 \| 15.1 \| 478.5 \|\n\| Total fixed maturity securities, available-for-sale \| $45,803.0 \| $486.9 \| $8,215.6 \| $38,074.3 \|\n\| Millions of Dollars \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| Rental income \| $87 \| $68 \| $83 \|\n\| Net gain on non-operating asset dispositions \| 41 \| 52 \| 72 \|\n\| Interest income \| 21 \| 50 \| 29 \|\n\| Sale of receivables fees \| -23 \| -35 \| -33 \|\n\| Non-operating environmental costs and other \| -34 \| -19 \| -33 \|\n\| Total \| $92 \| $116 \| $118 \|\nThe question is:\nwhat was the percentage change in rental income from 2007 to 2008?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.375	{ "part_1": "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", "part_2": "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", "part_3": "/kq/PLq5vVioy4XavJ1xAmX0OYfA1h8s2Cz5/S31+cX14evT+72J28+TCz709OrwX55oT9UzZ88s2BrzjWm2t792GwnOZbgZhu3w344tF+fXJx8ePp2fdHJ2/P3599fNqb2NzumideOph46WDipYOJlw4mXjqYfOngocmev337/uz01R52z3KNbeWtpky+UDD5QsHkCwWT7wh8wZwe9o0cnHZ6hm98zmB754jtcptMmm47/b98uEPeMS/bcZzmic5YC9aKNXpHPMc7zm5yYRdHv/7x1ZvrSb95toNsIvdBEzpI6CChg8RzHORZ03pEP9a998ZzfOTzxhs0JBmxvtKIBzxlWjY8+ebRzlgL1oo1ekp+gqf89vzs+FO9Jae19o8n9ZbUW1JvyU/wlqen9oiqTLcHpOn25YGfb8xRXNbb9wCn25cUvtqohzRmOy2373pMvAUx8RbExFsQE29BTLwFMd2+BfH4pP/2bHfx/Y/PdZVp2+teCEtXKV2ldJV62lUem8vDvrHdc7uedo1PGmPwhai9L9TTvvDYMAdl45ro0/76zYObsRasFWtc/H568f/7hxP3M9d+27FXtnbp26Vvl76fXvpHZvLwysc+Xvrplf+UIfYLf1NNmvej1BeMcmDd1+TqzUObsRasFWtc9vnpZf/97tUPZ+dvzp8f9+sy7wkxu/azaz+79vPTa//UdB5zgNhPKr/6OKMX9H5bOz/tBU8NdcAVljn3rjDjCjOuMOMKM64w4wrLM1zh4uTs8t31cn/YET9bCrbDk190h0V3WHSH5Rnu8IwpPbK33OwXanmGT3zOYINfjFhYnuEXzxjukEwsA3UXfGPBNxZ8Y8E3FnxjPeAb/3h1+ub06sePAHuze3U971fPPnLUkns5XvWJVZ9YDzjB88d+RA4GQK0H1v4LxhiWfLvd+/56YMmfP8qhXSAn2pWlXlnqlaVeWeqVpd4+sdS/Pbl6f3GTMTl5dgZimir209y62ltXe6sCbJ9Y/Cdn8/D61+3b7tPt23hfdZQRBps9DLdPeMCTAx3aDW5y3vvYFifY4gRbnGCLE5CejTFTakLAfIDpgDjGyNGo0ejRmEdjGY11NMbpbZ7w0U/aqU69362EmdMwcxpmTmPzhHN+5jY195PJr3b9wSFrHKE+d4RDnlg1PsnmUc1YC9aKNa70oazo35//cXdx9qHO8f37k2tGXu0+lvufs9rLtSD/xOAwGRomQ8NkaBxKhn7CVB5e8aXvxDEOJUG/ZJD9svcyjlJfMsqhPcf1wWd4rM1zm7EWrBVrXPpDKc/fn98k61+dX1zvik6udkeXu1fvL06vTnfPZlFGzpu7w3PcE7d76nZP3g5lOz91Ro8E/na9k/E4lOj84qEGZ9jM+z1iHMpxfupgh3YnS2/3++tQ9tV9hV/lV/oPpTf/YXfTA3B2dbNvfndyeXl89cPF+fvvf/gM95jmGBzZ7", "part_4": "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", "part_5": "8XuNE99rnPhe48T3Gie+1zjxvcaJ7zVOfK9x4guNH60NZmAlVmE11oy1YDn8GEJbJmO6KklXjd9vnPh+48T3Gye+3zjx/caJ7zdOfL9xOq6n0jsX5/9yfbj5/tkBu6x9t1GT1L6t4ssq45cbP1iF1aMVXzLhx46Y27tp51cdYoT6Xo/rqTTQ46McSrn3crdLguJAHIaDcAhevF9eNvUVGZvihfPijfMiw1FkOIoMR5HhKHrYivfOi1fNi3fNi5fNi+NzcXwujs/F8bno3iwPr0WPZtGkWXRpFmeq4kxVnKkq7g0/3nwymWT0ZPRkdHb2xc6+2NkXO/vxW5ET34qc+FbkxLciJ74VOfGtyIlvRU58K3Li65AfrQ1mYCVWYTXWjLVgOfz4sGcm45s347cjJ74dOfHtyIlvR058O3Li25ET346c+HbkxLcjP1obzMBKrMJqrBlrwVqxxsnA0JKhBUMLhhYMLRhaMLRgaMHQgqEFQwtoFtAsoFlAs4BmAc0Cmv0EJn/6778+f/vu5OwT8ho1JMn0fN/w8wW/BpcNLhtc9hO4fObEn9Pk0E9g83OH2uNzeGu6n6DnMwc7lJ7PujttICkoCoLSusrgpw1FW4o2FG0o2lC0oWhD0YaiDUUbijYUbSjaULShaEPRhqINRRuKNhRtsNlgs8Fmg80Gmw02G2w2oGxA2YCyAWUDygaUDSgbNDZobNDYoLFBY4PGrnsjjHcEGhsWNixsWNg6rp6r6+q70K/BXYO7BncN7hrcNbhrcNcAriFaQ7SGaA3RGqI1RGuI1jCsgVYDrQZaDbQaaDXQaqA1PwsbN+16n/S6zdL7vgJ3KL4a7JvBM9CYgcYMNOZnQeOJaT/WSbneTT5/hoGG89am7ug6P4sYT4x18NS1T54SBkQBQTDrI4NEL084zG/OLt9ffLCemzpfr8/jPz1uN5C+N+xrwwu+suArC76yPOErT8z4kezrerezWJ5wk08dY+8gy2a+c5DlCQd5YpSD75befRl7OkayUCwEC71iA74+4Rv/8Le/+f2zO6ammuLObd3L++7wil+s+MWKX6z4Bdq6PrGAj0z9kcWr3H9BbH1i8R4Z4cDCbYf+fKQf5Uf40X3OKtunPwrwq5PL01c//Y8/Pr9TMff9GaYRfSPYF4K3T38R4DnzefSLAPPdrPJnGWsso+9Lg9unvwfwnNEOfi4m52GYHp/mPBrLaKyjcecRMX66McZPN8b46cYYP90Y46cbY/x0Y4yfbozjsTEo7l4LOLspCZyevbrp7L6+5Q93+aGc8PE4FcdjN89jP1s+fmNzvftZPutn88fR8u5nNc64R2MeDW5sHQyeIN9qDL/VGH6rMW6/1ThYiVVYjTVjLVhObljraWKqk1OdnOrkVKdjrcQqrMaasRasFWucajDVcKrhVMOpxrFWYhVWY81YC9aKNU41mWo61XSq6VTzWCuxCquxZqw", "part_6": "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", "part_7": "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", "part_8": "FyicbiSOwg3EO4fxk+hJZ9C+2AxAD/jV/yoR4MLLKOxjsbgGIXGFaJWiFohaoWoFaJWSFUhVYVUFVJVSFUhVYU4FeJUiFMhToU4FeJUyFEhR4UcFXJUyFEhR6VnuIyuowvpSrqUSEchHYV0FNJRSEchHYUgFIJQCEIhCIUgFIJQCEIhCIUgFIJQCEIhCIUgFIJQCEIhCIUgFBJQSEAhAYUEFBLAMrgXdyvuTrwJ8ybMWUuWkpVsp8EFltFYR2MI8ybMmzBvwrwJ3iZ4m+DFg9zvmx4zOzajgTMPZ+bh4JSzQ/OjHg0usIzGOhrDw8FtPSuYPDN3tnAjCzeC7+P6eD6Oj99zuuBwwdmC6PBkYTLNXNrK1FemvrIGBBzxRrgRbdCXkwkHE84lBKinElNtZtqIZAKZOCaMATlnFY4qw0mlxspXjZWvGitfNVa+aqx81Vj5qrHyVWPlq8bKV42VrxorXzVWvmqsfNVY+aqx8lVj5avGyleNla+i8lVWvspSV1HqKkpdRamrKHUVpa6i1FWUuopSV1HqKktdZW2rqG0Vta2itlXUtoraVlHbKmpbRW2rqG2Vta2ymFUUs4piVlHMKopZRTGrKGYVxayimFUUs8piVlm9KqpXRfWqqF4V1auielVUr4rqVVG9KqpXZfWqLFcV5aqiXFWUq4pyVVGuKspVRbmqKFcV5aqyIFUUpIqCVFGQKgpSRUGqKEgVBamiIFUUpMqSU1FyKkpORcmpKDkVJaei5FSUnIqSU1FyKotKRVGpKCoVRaWiqFQUlYqiUlFUKopKRVGpLBsVZaOibFSUjYqyUVE2KspGRdmoKBsVZaOiElRUgopKUFEJKipBRSWoqATVMbKj6ig6aA6Sg+IgOOgNchPOYXgAAUBCYgTECIgRECMgRkCMgBgBMQJiBMQIEREgIkBEgIgAEQEiAkQEiAgQEa6VC+KKuCSuiYviqrgsyH4g7IGwB8IeCHsg7IGwB+IdyHMgz4E8B/IcyHPUvRHGO0KQAwUOFDhQ4ECBAwUOFDhQ2UBWA1kNZDWQ1UBWA1kNpDPQykArA60MtDLQykArAz0MBDAQwEAAAwEMBDAQwEDkApELRC4QuUDkApELRA7XdcPifgWvxqnxaVwaj06HXUdjCN5E1hIdS3Qs0bFExxIdS3Qs0apEnBJxSsQpEadEnBJxSgQoEaBEgBIBSgQoEaBEgNJ1c3FcHZfH9XGBXCEkJ5GcRHISyUkkJ5GcRHISkUlEJhGZRGQSkUlEJhGZRGQSkUlEJhGZRGQSWUlkJZGVRFYSWUnEIhGLRCxyvfe7xpqxxpkhFolYJGKRiEUiFolYJGKBS3iCwD9wD7wD58A3yoHW0RjkoZCHQh4KeSjkoZCHQh4KQSgEoRCEQhAKQSgEoZCAQgIKCSgkoAjsIrCLwC4Cu1wbHzqBVoRWESJFGBSuXrh64eqFqxeuXrh64eqFqxcO", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMrc0MVTSUSouqcxJBYoUlQKpWgBbxBMYKQAAAA==" } }	table__multihier___91348
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| December 31, 2014 \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| Moody’s \| Standard andPoor’s \| Fitch \|\n\| Citizens Financial Group, Inc.: \| \| \| \|\n\| Long-term issuer \| NR \| BBB+ \| BBB+ \|\n\| Short-term issuer \| NR \| A-2 \| F2 \|\n\| Subordinated debt \| NR \| BBB \| BBB \|\n\| Citizens Bank, N.A.: \| \| \| \|\n\| Long-term issuer \| A3 \| A- \| BBB+ \|\n\| Short-term issuer \| P-2 \| A-2 \| F2 \|\n\| Citizens Bank of Pennsylvania: \| \| \| \|\n\| Long-term issuer \| A3 \| A- \| BBB+ \|\n\| Short-term issuer \| P-2 \| A-2 \| F2 \|\n\| \| December 31, \| \|\n\| --- \| --- \| --- \|\n\| (in millions) \| 2014 \| 2013 \|\n\| Commercial \| $31,431 \| $28,667 \|\n\| Commercial real estate \| 7,809 \| 6,948 \|\n\| Leases \| 3,986 \| 3,780 \|\n\| Total commercial \| 43,226 \| 39,395 \|\n\| Residential mortgages \| 11,832 \| 9,726 \|\n\| Home equity loans \| 3,424 \| 4,301 \|\n\| Home equity lines of credit \| 15,423 \| 15,667 \|\n\| Home equity loans serviced by others-1 \| 1,228 \| 1,492 \|\n\| Home equity lines of credit serviced by others-1 \| 550 \| 679 \|\n\| Automobile \| 12,706 \| 9,397 \|\n\| Student \| 2,256 \| 2,208 \|\n\| Credit cards \| 1,693 \| 1,691 \|\n\| Other retail \| 1,072 \| 1,303 \|\n\| Total retail \| 50,184 \| 46,464 \|\n\| Total loans and leases-2 (3) \| $93,410 \| $85,859 \|\n\| \| As of and for the Year Ended December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (dollars in millions) \| 2017 \| 2016 \| 2015 \| 2014 \| 2013 \|\n\| Total Allowance for Loan and Lease Losses—Ending: \| \| \| \| \| \|\n\| Commercial \| 541 \| 458 \| $376 \| $388 \| $361 \|\n\| Commercial real estate \| 121 \| 92 \| 111 \| 61 \| 78 \|\n\| Leases \| 23 \| 48 \| 23 \| 23 \| 24 \|\n\| Qualitative-1 \| — \| 65 \| 86 \| 72 \| 35 \|\n\| Total commercial loans and leases \| 685 \| 663 \| 596 \| 544 \| 498 \|\n\| Residential mortgages \| 44 \| 42 \| 46 \| 63 \| 104 \|\n\| Home equity loans \| 19 \| 19 \| 39 \| 50 \| 85 \|\n\| Home equity lines of credit \| 87 \| 116 \| 132 \| 152 \| 159 \|\n\| Home equity loans serviced by others \| 12 \| 9 \| 29 \| 47 \| 85 \|\n\| Home equity lines of credit serviced by others \| 4 \| 3 \| 3 \| 11 \| 18 \|\n\| Automobile \| 139 \| 110 \| 106 \| 58 \| 23 \|\n\| Education \| 120 \| 76 \| 96 \| 93 \| 83 \|\n\| Credit cards \| 72 \| 63 \| 60 \| 68 \| 72 \|\n\| Other retail \| 54 \| 27 \| 28 \| 32 \| 34 \|\n\| Qualitative-1 \| — \| 108 \| 81 \| 77 \| 60 \|\n\| Total retail loans \| 551 \| 573 \| 620 \| 651 \| 723 \|\n\| Unallocated-1(Eliminated in 2013) \| — \| — \| — \| — \| — \|\n\| Total allowance for loan and lease losses—ending \| $1,236 \| $1,236 \| $1,216 \| $1,195 \| $1,221 \|\n\| Reserve for Unfunded Lending Commitments—Beginning \| $72 \| $58 \| $61 \| $39 \| $40 \|\n\| Provision for unfunded lending commitments \| 16 \| 14 \| -3 \| 22 \| -1 \|\n\| Reserve for unfunded lending commitments—ending \| $88 \| $72 \| $58 \| $61 \| $39 \|\n\| Total Allowance for Credit Losses—Ending \| $1,324 \| $1,308 \| $1,274 \| $1,256 \| $1,260 \|\n\| (In millions) \| 2010 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \| --- \|\n\| Net sales \| $14,363 \| $13,532 \| $12,803 \|\n\| Operating profit \| 1,712 \| 1,660 \| 1,583 \|\n\| Operating margin \| 11.9% \| 12.3% \| 12.4% \|\n\| Backlog at year-end \| 23,200 \| 23,100 \| 23,500 \|\nThe question is:\nwhat is the growth rate in the net sales from 2008 to 2009?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "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", "part_2": "xM2JmwM2Vnys6UnQk7E3Ym7EzYmbAzYWfCzoSdCTsTHCY4THCY4DDBYYLDBIcJDtN4NJSMJYPJaDKcjCcDyogChwnhEsIlhEsIlxAuIVxCuIRpCaYSTCWYSjCVYCrBVPa9/ubRgqmEPAl5EvIk5EnIk5AnIU9CnoQ8CUwSmCQwSWCSwCSBSQKTBCYJTBI+JHxI+JDwIeFDwoeEDwkfEj4kkp9IfiL5ieQnkp9IfiL5ieTXJ1VvP6k8e/mf1/VEd45uHN03WjmqTyq9/pzaan1SafVzaqekPplP4pP3pD372oJiBZgKMBVgKsBUgKkAUwGmAkwFmArWFKwpWFOwpmBNwZqCNQVrCtYUrClYU7CmYE3BmoI1BWsK1hSsKVhTsKZgTcGagjUFawrWFKwpWFOwpmBNGXBGnCFnzBl0Rh3kKchTkKcgT0GegjwFeQryFOQpyFOQpyBPQZ6CPAV5CvIU5CnIU5CnIE9BnoI8BXkK8hTkKchTkKcgT0GegjwFeQryFOQpyFOQpyBPQZ6CPAV5CvIU5CnIU5CnIE9Bnn6IPD99+/b89enZ8cXJ64PXJ99efCZ5LARYB7AMYG3f0r6V/X6ISp/m5wepdPnfd17nl/bw/x313jXJeBjOmI11NrbZmJcKLDVYarDUYKnBUoOlBksNlhosNVhqsNRgqcFSg6UGSw2WGiw1WGqw1GCpwVKDpQZLDZYaLDVYakDUgKgBUQOiBkQNiBoQNSBq0NOgp0FPg54GPQ16GvQ06Glg08CmgU0bxEaxYWwcG8jgpcFLg5cGLw1eGrw0eGnw0gClgUYDhkb8G/FvxL8R/0b8G/Hv7V4PG9Yc14h/I/6N+Dfi34h/I/6N+Dfi34g/i2JN1JKoFVFPLj249NySdWaZWWUWmTVmiVlh9g8DaRxI40AaB9I4kMaBNA6kcSCNA2kcSONAGgfSOJDGgTQOpHEgjQNpHIjhQAwHYjgQw4EYDsRwIIYDMRyI4UAMB2I4EMOBGA7EcCCGAzFcP/t+28uDv/zlr375ubfaLK1bWbew7pm2R9qeaK+ffZ3tg75/2iW29bPvsH2w00dvriGjbL3ZeaOvqys7pc32+VfWPmud9xfVPJjwXMJjCQ/5PeP3iH/7/BtqP2el90PJJ+32kYIKqIN0gA7OgTkoB+Q8evHkxYOXHYuxYzF2LAbcBJtQE2jCTJAJMSdgLvNV4PdGzEbORs1Gz8aYjXU2ttmYOl3mTudzimW+crzMV46X+crxMl85XuYrx8t85XiZrxwv85XjxSvHy03Y/de3P54cnPzjT6cXfzx4c3p28u59hL06P3l9enHw7uT896evLh+avv3jwduLH07O3z0cfpcx1310FXSLt4wXbxkv3jJevDj8dC7le5fGutu7", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "aDNBikwSANBmkwSINBGgzSYJAGgzQYpMEgDQZpMEiDQRoM0mCQBoM0GKTBIA0GaTBIg0EaDNJgkAbD9XZRXVWXlXUlC6yrWVYjQcgP0mO18TEb62xsszEFDQllMc3HL3KNVCPTSDSevHjw4rmLxy5y0wqaBTTSlqwlaclZtoGUzqicTYWzMR/YjPnAZswHNmM+sBnzgc2YD2yujKPZitnI2ajZoLkxG+tsbLMxjWFhEAujWBjGwjgWB3JE10f0fUR/jtlhOk4H6kgdqmN1sI426D3oPeg96D3oPeg9aTNpM2kzaTNpM2mzaLNos2izaLNos2izabNps2mzabNps2lz0OagzUGbgzYHbQ7aXGlzpc2VNlfaXGlzpc2NNjfa3Ghzo82NNjfa3NHmjjZ3tLmjzR1t7uY2Cc9AEIhVQpVIJVDDttfZ2GZjSpFAEAJBCAQhEIRAEAJBCJI+SPog6YOkD5I+SPpwrpwe58cJcoZI3iB5g+QNkjdI3iBdg3QN0jVI16h7rczjI12DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdA3SNUjXIF2DdCV4iB1Ch8ghcNLW1tnYZmNK0CRBkwRNEjRJ0CRBkwRNEjRJ0CRBkwRNEjRJ0CRBkwRNEjRJ0CRBEw1LZ9wpd86ddGfdaSd5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ3iR5k+RNkjdJ1yRdk3RN0jVJ1yRBkwRNEjRJ0Nzda2UaH0vLyrKwrCvLWra2zsY2G1OCFglaJGiRoEWCFglaJGiRoEWCFglaJGiRoEWCFglaJGiRoEWCFglaJGiRoEWCFglaJGiRoOW6uXCunEvn2pGERRIWSVgkYZGERdoVaVekXZF2RdoViVYkWpFoRaIViVYkWpFoRaIViVYkWpFoRaIViVYkWpFoTC5zy9Qys20DYzbW2dhmY0ot1oKlYCVYCNYB9Rtzp2PudMydsnSsHAvHurFs7G3WudN17nSdO2WlWWjWmWVmldn8bHOn29zpNndKYBAXhAVRQVAgvru5093c6V0V5V9evvjH4xff/POL47N3fzg5f/HNi6NfHvXY1YuXL353/vb78+MfL//Zu5++vTg/fnXxZ0t2xssltqP8Dy8PXp/+/vT1yZ/9u6Obf3L5m3/86eTdxenbs8sf/eGH44v3Hzd6/4X778/f/uHih4Pz939G9PTs6h+d3X2g/bvztz9efwrp4u3VF5X+09TQ31/88Xcnl60dn59e/PDjycXpq8v/8eL9x5X+/uR972evLv/X/3Xz7fjbj8Hf/vffXf6rJ/90Mf+bf/cv//L/ACijYhsG/AAA" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMDWzNFHSUSouqcxJBYoUlQKpWgBfjcl9KQAAAA==" } }	table__multihier___91350
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| In millions \| 2009 \| 2008 \| 2007 \|\n\| --- \| --- \| --- \| --- \|\n\| Sales \| $6,525 \| $7,970 \| $7,320 \|\n\| Operating Profit \| 50 \| 103 \| 108 \|\n\| Gain on sale of Hanover Compressor note \| $-32 \|\n\| --- \| --- \|\n\| Write-down of Hanover Compressor stock \| 81 \|\n\| Multiclient seismic library impairment \| 398 \|\n\| Seismic vessel impairment \| 54 \|\n\| Gain on sale of rig \| -31 \|\n\| Bond repurchase premium and costs \| 168 \|\n\| Charges before tax and Minority interest \| 638 \|\n\| Tax \| -94 \|\n\| Minority interest \| -104 \|\n\| \| $440 \|\n\| \| Fourth Qtr. 2009 \| Third Qtr. 2009 \| % change \|\n\| --- \| --- \| --- \| --- \|\n\| OILFIELD SERVICES \| \| \| \|\n\| Revenue \| $5,170 \| $4,953 \| 4% \|\n\| Pretax Operating Income \| $1,006 \| $1,042 \| -3% \|\n\| WESTERNGECO \| \| \| \|\n\| Revenue \| $549 \| $463 \| 19% \|\n\| Pretax Operating Income \| $115 \| $61 \| 89% \|\n\| As at December 31, \| 2009 \| 2008 \|\n\| --- \| --- \| --- \|\n\| 5.25% Guaranteed Notes due 2013 \| $727 \| $714 \|\n\| 6.5% Notes due 2012 \| 649 \| 647 \|\n\| 5.875% Guaranteed Bonds due 2011 \| 362 \| 355 \|\n\| 4.50% Guaranteed Notes due 2014 \| 1,449 \| – \|\n\| 3.00% Guaranteed Notes due 2013 \| 449 \| – \|\n\| 5.14% Guaranteed Notes due 2010 \| – \| 203 \|\n\| Commercial paper borrowings \| 358 \| 771 \|\n\| Other variable rate debt \| 360 \| 682 \|\n\| \| 4,354 \| 3,372 \|\n\| Fair value adjustment – hedging \| 1 \| – \|\n\| \| $4,355 \| $3,372 \|\n\| \| Fourth Quarter 2012 \| \| (Stated in millions) Third Quarter 2012 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Revenue \| Income before taxes \| Revenue \| Income before taxes \|\n\| Oilfield Services \| \| \| \| \|\n\| Reservoir Characterization \| $3,150 \| $917 \| $2,910 \| $838 \|\n\| Drilling \| 4,137 \| 696 \| 4,048 \| 733 \|\n\| Production \| 3,924 \| 590 \| 3,675 \| 548 \|\n\| Eliminations & other \| -37 \| -39 \| -25 \| 23 \|\n\| \| 11,174 \| 2,164 \| 10,608 \| 2,142 \|\n\| Corporate & other-1 \| – \| -180 \| – \| -176 \|\n\| Interest income-2 \| – \| 6 \| – \| 8 \|\n\| Interest expense-3 \| – \| -90 \| – \| -85 \|\n\| Charges & credits-4 \| – \| -93 \| – \| -32 \|\n\| \| $11,174 \| $1,807 \| $10,608 \| $1,857 \|\n\| \| Fourth Quarter 2012 \| \| Third Quarter 2012 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Revenue \| Income before taxes \| Revenue \| Income before taxes \|\n\| Oilfield Services \| \| \| \| \|\n\| North America \| $3,409 \| $655 \| $3,290 \| $610 \|\n\| Latin America \| 2,071 \| 377 \| 1,860 \| 333 \|\n\| Europe/CIS/Africa \| 2,958 \| 579 \| 2,985 \| 646 \|\n\| Middle East & Asia \| 2,577 \| 601 \| 2,352 \| 570 \|\n\| Eliminations & other \| 159 \| -48 \| 121 \| -17 \|\n\| \| 11,174 \| 2,164 \| 10,608 \| 2,142 \|\n\| Corporate & other-1 \| – \| -180 \| – \| -176 \|\n\| Interest income-2 \| – \| 6 \| – \| 8 \|\n\| Interest expense-3 \| – \| -90 \| – \| -85 \|\n\| Charges & credits-4 \| – \| -93 \| – \| -32 \|\n\| \| $11,174 \| $1,807 \| $10,608 \| $1,857 \|\nThe question is:\nWhat's the sum of all Revenue that are positive in 2012 for Third Quarter 2012?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "C0uIFdROn4MvY7GOxYCXBi8NXhq8NNBooNFAY967UZ7q8Xkfj7fh3bz9WuZTUh+SzjB/5qbM3JR57476KSd3e1PiOHcnxxE5YI8FB1/GYh2L4aYsey7gz85fvdpePD89eXnw+uT19uLgm/OLi/M/n559d8mXjF7vzs+vkT639bHtwsVbuHjLnsv14VO5vVTLMu1OhfEZvsdiHotlLNaxGC7VuudS/ebq++3Ne7qL09s/vji52h682H5z5Zex47uT8xuuD419ZrxynVau08oiW/dctQ+c1dvHnWvszopDcaQeC466jMU6FsMl2zzlXWFl37/c9Vu3j6p9Ur15ylvCfPeOELDDdbDOjpKv63xbH76s1/hqvsZX8zW+mq/x1XyNr+ZrfDVf46v5Gl/N1/hqvsbf/ajxdz9qfEFe4wvyGl+Q1/iCvMYX5DW+IK/xBXn5grzurvov739pZvuX19uzSyJC15i7/su3j9rv45UDdssX5eWb8fLN+Mce7y7s8+4Hj7aXb3/75/jdsfNJo//j76+uO+jFwenZwavTly9Pz88uf3KfRnrKDOuLHuWxea397ojNNZypFqqVarzX0557ff8rUv9w8Pxi++L06vLjbvbkzZ682dOem/3kAz56t/PdwfNpw3/e7Z723O7POsxjM7v772UVEYci4lBEHIqIQxFxqLuIw4MT3xH1A/f4R9N0OC11f0LhfQ7vc+y5z+890CNX4EfT4Xq8vDtmPj7qJ9zSH03Hh/Px+m74+vzh3zORHibSXKyZaqFaqca7mfghvSHpDckjq6QqqqaaqRaqlWo8t+LcynMrz62OrJKqqJpqplqoVqrx3Jpza0+mj6ySqqiaaqZaqFaq8WRmTmb2ZOYjq6QqqqaaqRaqlWo8mYWTWTyZ5cgqqYqqqWaqhWqlGk9m5WRWT2Y9skqqomqqmWqhWqnGk9lwMhuOvuHoG46+4egbjr7h6Jvx6DEeTtRK2jiiyLGoseixmMdiGQvOYbgAwQ443MMFO+JgSxzsiYN9S7BvCfYtwb4l2LcEO+NwjxHslIOtcrBXDqQaSDWQaiDVQKrhvfKGeEe8Jd4Tb4p3xdsC9gOwB2APwB6APQB7APYA3gGeAzwHeA7wHOA56sERxhkB5IDAAYEDAgcEDggcEDigbIDVAKsBVgOsBlgNsBqgM2BlwMqAlQErA1YGrAx4GAAwAGAAwACAAQADAAaQCyAXQC6AXAC5AHIB5HLP/vN328vtxQ/npxe3W+iT59c7qdP/dXJ1vcF6yqY0D6e+/7LnDsgNUO7ZkH78kR/b3G2mZXcO+ZHH+ZR9axxupnezrn+nIz422zXX3bF7vMTzWHDb17EY4JloJfFI4pHEI4lHEo8kHklc", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQwM7DQM1DSUSouqcxJBYoUlQKpWgDtrhOkKQAAAA==" } }	table__multihier___91354
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Preferred Stock \| Common Stock \| Common Stock Issuable \| Additional Paid-in Capital \| Retained Earnings \| Accumulated Other Comprehensive Income (Loss), Net \| Treasury Stock \| Total \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| (In thousands) \| \| \| \| \| \| \| \|\n\| 2002 \| \| \| \| \| \| \| \| \|\n\| Balance — January 1, 2002 \| $— \| 48,570 \| 6,162 \| 1,194,942 \| 1,938,087 \| 22,819 \| -252,140 \| 2,958,440 \|\n\| Comprehensive income: \| \| \| \| \| \| \| \| \|\n\| Net income \| — \| — \| — \| — \| 456,752 \| — \| — \| 456,752 \|\n\| Other comprehensive income, net of tax and reclassification adjustments: \| \| \| \| \| \| \| \| \|\n\| Unrealized gains on investment securities \| — \| — \| — \| — \| — \| 32,277 \| — \| 32,277 \|\n\| Unrealized losses on cash flow hedge \| — \| — \| — \| — \| — \| -324 \| — \| -324 \|\n\| \| \| \| \| \| \| \| \| 488,705 \|\n\| Purchases of treasury stock \| — \| — \| — \| — \| — \| — \| -240,314 \| -240,314 \|\n\| Stock-based compensation plans: \| \| \| \| \| \| \| \| \|\n\| Stock option and purchase plans: \| \| \| \| \| \| \| \| \|\n\| Compensation expense \| — \| — \| — \| 40,579 \| — \| — \| — \| 40,579 \|\n\| Exercises \| — \| — \| — \| -42,259 \| — \| — \| 98,854 \| 56,595 \|\n\| Directors’ stock plan \| — \| — \| — \| 35 \| — \| — \| 994 \| 1,029 \|\n\| Deferred compensation plans, net, including dividend equivalents \| — \| — \| 28 \| -299 \| -133 \| — \| 707 \| 303 \|\n\| Common stock cash dividends — $1.05 per share \| — \| — \| — \| — \| -96,858 \| — \| — \| -96,858 \|\n\| Balance — December 31, 2002 \| $— \| 48,570 \| 6,190 \| 1,192,998 \| 2,297,848 \| 54,772 \| -391,899 \| 3,208,479 \|\n\| 2003 \| \| \| \| \| \| \| \| \|\n\| Comprehensive income: \| \| \| \| \| \| \| \| \|\n\| Net income \| — \| — \| — \| — \| 573,942 \| — \| — \| 573,942 \|\n\| Other comprehensive income, net of tax and reclassification adjustments: \| \| \| \| \| \| \| \| \|\n\| Unrealized losses on investment securities \| — \| — \| — \| — \| — \| -17,283 \| — \| -17,283 \|\n\| Unrealized gains on cash flow hedge \| — \| — \| — \| — \| — \| 622 \| — \| 622 \|\n\| Minimum pension liability adjustment \| — \| — \| — \| — \| — \| -12,458 \| — \| -12,458 \|\n\| \| \| \| \| \| \| \| \| 544,823 \|\n\| Acquisition of Allfirst Financial Inc. — common stock issued \| — \| 10,969 \| — \| 1,617,034 \| — \| — \| 365,953 \| 1,993,956 \|\n\| Repayment of management stock ownership program receivable \| — \| — \| — \| 23 \| — \| — \| — \| 23 \|\n\| Stock-based compensation plans: \| \| \| \| \| \| \| \| \|\n\| Stock option and purchase plans: \| \| \| \| \| \| \| \| \|\n\| Compensation expense \| — \| — \| — \| 43,228 \| — \| — \| — \| 43,228 \|\n\| Exercises \| — \| 509 \| — \| 35,045 \| — \| — \| 25,288 \| 60,842 \|\n\| Directors’ stock plan \| — \| 4 \| — \| 726 \| — \| — \| 175 \| 905 \|\n\| Deferred compensation plans, net, including dividend equivalents \| — \| 1 \| 136 \| -91 \| -152 \| — \| 483 \| 377 \|\n\| Common stock cash dividends — $1.20 per share \| — \| — \| — \| — \| -135,423 \| — \| — \| -135,423 \|\n\| Balance — December 31, 2003 \| $— \| 60,053 \| 6,326 \| 2,888,963 \| 2,736,215 \| 25,653 \| — \| 5,717,210 \|\n\| 2004 \| \| \| \| \| \| \| \| \|\n\| Comprehensive income: \| \| \| \| \| \| \| \| \|\n\| Net income \| — \| — \| — \| — \| 722,521 \| — \| — \| 722,521 \|\n\| Other comprehensive income, net of tax and reclassification adjustments: \| \| \| \| \| \| \| \| \|\n\| Unrealized losses on investment securities \| — \| — \| — \| — \| — \| -42,823 \| — \| -42,823 \|\n\| Minimum pension liability adjustment \| — \| — \| — \| — \| — \| -39 \| — \| -39 \|\n\| \| \| \| \| \| \| \| \| 679,659 \|\n\| Purchases of treasury stock \| — \| — \| — \| — \| — \| — \| -610,261 \| -610,261 \|\n\| Stock-based compensation plans: \| \| \| \| \| \| \| \| \|\n\| Stock option and purchase plans: \| \| \| \| \| \| \| \| \|\n\| Compensation expense \| — \| — \| — \| 48,103 \| — \| — \| — \| 48,103 \|\n\| Exercises \| — \| 144 \| — \| -38,361 \| — \| — \| 119,444 \| 81,227 \|\n\| Directors’ stock plan \| — \| 1 \| — \| 167 \| — \| — \| 817 \| 985 \|\n\| Deferred compensation plans, net, including dividend equivalents \| — \| — \| -547 \| -960 \| -180 \| — \| 2,047 \| 360 \|\n\| Common stock cash dividends — $1.60 per share \| — \| — \| — \| — \| -187,669 \| — \| — \| -187,669 \|\n\| Balance — December 31, 2004 \| $— \| 60,198 \| 5,779 \| 2,897,912 \| 3,270,887 \| -17,209 \| -487,953 \| 5,729,614 \|\n\| \| Year Ended December 31 \| \|\n\| --- \| --- \| --- \|\n\| \| 2007 \| 2006 \|\n\| \| (In thousands) \| \|\n\| Principal and interest payments on retained securities \| $124,469 \| $173,207 \|\n\| Servicing fees received \| 1,864 \| 2,223 \|\n\| \| Fair Value \| Weighted- Average Prepayment Speed \| Weighted- Average Discount Rate \| Annual Expected Credit Defaults \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| (Dollars in thousands) \| \| \| \|\n\| Retained subordinated interests: \| \| \| \| \|\n\| As of securitization date \| $91,705 \| 23.81% \| 7.68% \| .09% \|\n\| As of December 31, 2007 \| 53,160 \| 10.82% \| 7.36% \| .11% \|\n\| Impact on fair value of 10% adverse change \| \| $-90 \| $-1,678 \| $-149 \|\n\| Impact on fair value of 20% adverse change \| \| -189 \| -3,261 \| -314 \|\n\| \| Moody’s \| Standard and Poor’s \| Fitch \|\n\| --- \| --- \| --- \| --- \|\n\| M&T Bank Corporation \| \| \| \|\n\| Senior debt \| A2 \| A− \| A− \|\n\| Subordinated debt \| A3 \| BBB+ \| BBB+ \|\n\| M&T Bank \| \| \| \|\n\| Short-term deposits \| Prime-1 \| A-1 \| F1 \|\n\| Long-term deposits \| A1 \| A \| A \|\n\| Senior debt \| A1 \| A \| A− \|\n\| Subordinated debt \| A2 \| A− \| BBB+ \|\n\| \| (Pay)/Receive \|\n\| --- \| --- \|\n\| U.S. dollars \| -114,000 \|\n\| Euros \| -4,472 \|\n\| Singapore dollars \| 37,180 \|\n\| Canadian dollars \| 81,234 \|\n\| Malaysian ringgits \| 85,963 \|\nThe question is:\nWhat is the percentage of Balance — January 1, 2002 in relation to the total in 2002 for Common Stock?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.25	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "jnT+5ebF5uuzi3w+3eHzywuL/M6E7vWUbxO6SWhfkRE1bmC7kh6DaQzmMVjGYEjvJr2b9G7Su0nvJoWbFG5SuEnhJk2bNG3StEnTJk2bNG3StEnTJk0b1Whko0lhsnRio6ABMJg8Qo/BNAbzGCxjMGwNxTCzBE0D6oQyoUp4ruWxlqda3ALMAqpsYUEaBxQg9Uf5ASj4BJ5wDDAMKN81C6KWKWUqGYIBMPiFbTB44j164j164j164j164j164j1+3qtHp7pHp7pHp7pHp7pHp7pHp7rxo1s/uv1UV+NHN35040c3fnTjRzd+dONHN35040e3fnT7Ma7Gj2786MaPbvzoxo9u/OjGj2786MaPbv3oxoBuDOjGgG4M6MaAbgzoxoBuDOjGgG4N6PaTWY0B3RjQjQHdGNCNAd0Y0I0B3RjQjQHdGtDtR7EaA7oxoBsDujGgGwO6MaAbA7oxoBsDunGcG8e5cZwbx7lxnBvHuXGcG8e5cZzbz081jnPjODeOc+M4N45z4zg3jnPjODeOc/uBqfYDU40B3RjQjQHdGNCNAd0Y0I0B3RjQjQHdfkKq/YRU40c3fnTjRzd+dONHN35040c3fnTjR7cfiWo/EtW41Y1b3bjVjVvduNWNW9241c1noHofiUKSUCQECT1CjlAjxChgSMiQkCEBQwKGBAwJGBIwJGBIHNxazXgPYEjIkJAhAUMChgQMCRgSMCRgSMCQgCHhBskQPjvUONSNQ9041I1D3TjUjUPdONTNh4Uav7rxqxu/uvGrG7+68asbv7r5/E/z+Z/Gy2687MbLbrzsxstuvOzGy2687MbLbrzsxstuvOzGy2687MbLbj6X03wup/G5G5+78bkbn7vxuRufu/G5mw/iNB/EaTzwxgNvPPDGA2888MYDbzzw5pM3zSdvGn/8TWQYRElURE00Ec1EC9G4GMQ8kOtArgO5DuQ6kGvqiDKiiigiaig92jwGw5UkIpzIbCKzicwmMpvIbCKeiTwm8pjIYyKPiTwmopfIWiJriawlspbeVu+rN9Y7m7eOMq4M0UlEJxGdRHQS0UlEJxGWRFgSYUmEJRGWRFgSuUjkIpGLRC4SuUjKPin7pOyTss/51lHGlVHMSfUm1ZtUb1K9SRUmVZhUYVKFub51lGFlbK3vIOwz28wus8nlsecxWMZgEJeiQIsCLQq0KNCiCIsiLIqwVrf+ronGJVOERREWRVgUYVGERREWRVgUYVGERRGWe+N2uB9uiDtCoRWFVhRaUWhFoRWlVZRWUVpFaRWlVZRWUVpFaRWlVZRWUUxFMRXFVBRTUUxFMRXFVBRTUUxFMXFzm/JpiM1957Zz19uDT2Mwj8EyBkMxNUXRFEVTFE1RNEXRlEFTBk0ZNGXQlEFTBk0ZNGXQlEFTBk0ZNGXQlEFTBk0ZtDvldrgfbog7Qhk0ZdCUQVMGTRk0ZdCUQVMGTRk0ZdCUQVMGTRk0ZdCUQVMGTRk0Z", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtQzUNJRKi6pzEkF8opKgVQtALxj1V4lAAAA" } }	table__multihier___91357
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| As of December \| \|\n\| --- \| --- \| --- \|\n\| $ in millions \| 2014 \| 2013 \|\n\| Additional collateral or termination payments for a one-notch downgrade \| $1,072 \| $ 911 \|\n\| Additional collateral or termination payments for a two-notch downgrade \| 2,815 \| 2,989 \|\n\| In millions \| December 31,2008Total FairValue (a) \| Total losses for year ended December 31, 2008 \|\n\| --- \| --- \| --- \|\n\| Assets \| \| \|\n\| Nonaccrual loans \| $250 \| $-99 \|\n\| Loans held for sale \| 101 \| -2 \|\n\| Equity investment \| 75 \| -73 \|\n\| Commercial mortgage servicing rights \| 560 \| -35 \|\n\| Total assets \| $986 \| $-209 \|\n\| Year ended December 31 - dollars in millions \| 2008 \| 2007 \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Allowance for loan and lease losses – January 1 \| $830 \| $560 \| $596 \| $607 \| $632 \|\n\| Charge-offs \| \| \| \| \| \|\n\| Commercial \| -301 \| -156 \| -108 \| -52 \| -113 \|\n\| Commercial real estate \| -165 \| -16 \| -3 \| -1 \| -2 \|\n\| Equipment lease financing \| -3 \| \| -14 \| -29 \| -2 \|\n\| Consumer \| -143 \| -73 \| -52 \| -45 \| -46 \|\n\| Residential real estate \| -6 \| \| -3 \| -2 \| -3 \|\n\| Total charge-offs \| -618 \| -245 \| -180 \| -129 \| -166 \|\n\| Recoveries \| \| \| \| \| \|\n\| Commercial (a) \| 53 \| 30 \| 19 \| 82 \| 31 \|\n\| Commercial real estate \| 10 \| 1 \| 1 \| 1 \| 1 \|\n\| Equipment lease financing \| 1 \| \| 5 \| 1 \| 5 \|\n\| Consumer \| 15 \| 14 \| 15 \| 15 \| 13 \|\n\| Residential real estate \| \| \| \| \| 1 \|\n\| Total recoveries \| 79 \| 45 \| 40 \| 99 \| 51 \|\n\| Net charge-offs (a) \| -539 \| -200 \| -140 \| -30 \| -115 \|\n\| Provision for credit losses (b) \| 1,517 \| 315 \| 124 \| 21 \| 52 \|\n\| Acquired allowance – National City \| 2,224 \| \| \| \| \|\n\| Acquired allowance – other \| 20 \| 152 \| \| 23 \| 22 \|\n\| Net change in allowance for unfunded loan commitments and letters of credit \| -135 \| 3 \| -20 \| -25 \| 16 \|\n\| Allowance for loan and lease losses – December 31 \| $3,917 \| $830 \| $560 \| $596 \| $607 \|\n\| Allowance as a percent of December 31: \| \| \| \| \| \|\n\| Loans \| 2.23% \| 1.21% \| 1.12% \| 1.21% \| 1.40% \|\n\| Nonperforming loans \| 236 \| 183 \| 350 \| 299 \| 405 \|\n\| As a percent of average loans \| \| \| \| \| \|\n\| Net charge-offs (a) \| .74 \| .32 \| .28 \| .06 \| .28 \|\n\| Provision for credit losses \| 2.09 \| .50 \| .25 \| .04 \| .13 \|\n\| Allowance for loan and lease losses \| 5.38 \| 1.33 \| 1.13 \| 1.26 \| 1.48 \|\n\| Allowance as a multiple of net charge-offs (a) \| 7.27x \| 4.15x \| 4.00x \| 19.87x \| 5.28x \|\n\| \| 2008 \| \| 2007 \| \| 2006 \| \| 2005 \| \| 2004 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31Dollars in millions \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans to Total Loans \| Allowance \| Loans toTotal Loans \|\n\| Commercial \| $1,621 \| 38.3% \| $560 \| 41.8% \| $443 \| 40.9% \| $489 \| 39.2% \| $503 \| 40.1% \|\n\| Commercial real estate \| 833 \| 14.7 \| 153 \| 13.0 \| 30 \| 7.0 \| 32 \| 6.4 \| 26 \| 4.5 \|\n\| Consumer \| 929 \| 29.9 \| 68 \| 26.9 \| 28 \| 33.1 \| 24 \| 33.1 \| 35 \| 36.3 \|\n\| Residential real estate \| 308 \| 12.3 \| 9 \| 14.0 \| 7 \| 12.7 \| 7 \| 14.9 \| 6 \| 11.0 \|\n\| Equipment lease financing \| 179 \| 3.7 \| 36 \| 3.7 \| 48 \| 5.6 \| 41 \| 5.7 \| 33 \| 6.9 \|\n\| Other \| 47 \| 1.1 \| 4 \| .6 \| 4 \| .7 \| 3 \| .7 \| 4 \| 1.2 \|\n\| Total \| $3,917 \| 100.0% \| $830 \| 100.0% \| $560 \| 100.0% \| $596 \| 100.0% \| $607 \| 100.0% \|\n\| December 31 - in millions \| 2008 \| 2007 \|\n\| --- \| --- \| --- \|\n\| Commercial mortgage \| $2,158 \| $2,116 \|\n\| Residential mortgage \| 1,962 \| 117 \|\n\| Education \| \| 1,525 \|\n\| Other \| 246 \| 169 \|\n\| Total \| $4,366 \| $3,927 \|\nThe question is:\nWhat's the growth rate of Commercial (a) in 2008? (in %)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "VnBYwWEFhxUcVnBYwWEFhxUcVnBYwWEFhxUcVnBY6XL6nE6n18FhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFhBYcVHFZwWMFh/Sy1+snnrQe0tRCvIFU9Ku7dz5Kqn3yQqt0q6quGexAjbHbD9VcNJyERn4Qn0UlwNoTUEFJDSA0hNYTUEFJDSA0hNYTUEFJDSA0hNYTUEFJDSA0hNYTUEFJDSA0hNYTUEFJDSA0hNYTUEFJDQQ0FNRTUUFBDQQ0FNRTUUFBDOg3pNKTTkE5DOg3pNKTTkE5DM20cQjMNzTQ007qxfqwjQywNsTTE0hBLQywNsTTE0vPBfKP3QCwNsTTE0hBLQywNsTTk0ZBHQx4NeTTk0ZBHQx4NeTTk0ZBHQx4NeTTk0ZBHQx4NeTTk0ZDH/FTXzMmHnHrkB99mqnZX7D4/1TRz6rFm2c+Tz7l6to42P9U2c4oudk0S81N9M6fYoebd1fN4E5bR4BwGJ5ihhxl6mKGHGXqYoYcZepihhxl6OPZy81T/zCmfeNyv7zBVxyuOJ3aPvYf8/CX44HrsfePnj9Ww+/KM1qJTvrBf1zxueBkNTmNwhfVkX9FYxj95KNNjKdrXgkrUVaivJ/uKnp7xoSdlFzbrydaip8d5yP3Wi9049UXjPFQgdlnferLB6OlxHmrq87wbZx5v1jIa62gMpwio+7ZM/bzyedAf8Af7gX6QH+AH94dnhhx/vCDHHy/I8ccLcvzxghx/vCDHHy/I8ccLcvyySo5fVsnxyyo5fkslx2+p5PgtlRy/pZJjL32OvfQ59tLn+C2V5FsqaY982iOf9sgn31JJvqWSfEsl+ZZK0k+e9JMn/eRJP3nyLZW0JTxtCU9bwpNvqSTfUkm+pZJ8SyVpkU5apJMW6aRFOvmWStrjnPY4pz3OSY9z8i2V5FsqybdUkjbhpE04aRNO2oSTb6mkfb9p32/a95t8SyX5lkryLZXkWypJ72zSO5v0zia9s0nvbNo7m/bOpr2zSe9s0jub9M4m31JJ2l+T9tek/TVpf02+pZL2saZ9rGkfa/ItleRbKsm3VJJvqSS9nkmvZ9LrmfR6Jt9SSfs1037NtF8z+ZZK8i2V5FsqybdUkgbGpIExaWBMGhiTb6mkjYdp42HaeJh8SyX5lkryLZXkWypJe13SXpe01yXtdcm3VNKOuLQjLu2ISzriko64pCMu6YhLOuKSjrikIy7piEs+rZK2s6XtbGk7W/JplaQVLfm0SvJplaQJLGkCS5rAkiaw5NMq+ZevTR4zvb3e42PvwfRyfujAzIfGsU+NUA/S8dv323xoa93res8fJOf5ShQfP7jyxMoexz07GDjX89wPnJ8eajnY5GPTSL4af8jiictPraSm83W/", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNzMzM1fSUSouqcxJBYoUlQKpWgBQehfKKQAAAA==" } }	table__multihier___91361
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| ($ in millions) \| 2008 \| 2007 \|\n\| --- \| --- \| --- \|\n\| Immediate fixed annuities: \| \| \|\n\| Structured settlement annuities \| $6,628 \| $7,094 \|\n\| Other immediate fixed annuities \| 2,106 \| 2,259 \|\n\| Traditional life insurance \| 2,723 \| 2,593 \|\n\| Other \| 1,424 \| 1,266 \|\n\| Total reserve for life-contingent contract benefits \| $12,881 \| $13,212 \|\n\| \| U.S. \| Canada \| Total \|\n\| --- \| --- \| --- \| --- \|\n\| Proved undeveloped reserves as of December 31, 2011 \| 403 \| 379 \| 782 \|\n\| Extensions and discoveries \| 134 \| 68 \| 202 \|\n\| Revisions due to prices \| -47 \| 9 \| -38 \|\n\| Revisions other than price \| -10 \| -6 \| -16 \|\n\| Conversion to proved developed reserves \| -73 \| -17 \| -90 \|\n\| Proved undeveloped reserves as of December 31, 2012 \| 407 \| 433 \| 840 \|\n\| \| Year Ended December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2012 \| Change \| 2011 \| Change \| 2010 \|\n\| \| ($ in millions) \| \| \| \| \|\n\| Revenues \| $1,656 \| -27% \| $2,258 \| +21% \| $1,867 \|\n\| Operating costs and expenses \| 1,246 \| -27% \| 1,716 \| +26% \| 1,357 \|\n\| Operating profit \| $410 \| -24% \| $542 \| +6% \| $510 \|\nThe question is:\nIf Operating profit develops with the same increasing rate as in 2011 Ended December 31, what will it reach in 2013 Ended December 31? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjOw0LO0NDRS0lEqLqnMSQUKFZUCqVoAjPb7PSoAAAA=" } }	table__multihier___91362
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| As of \| April 30, 2016 \| \| \| April 30, 2015 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Short-term \| Long-term \| Outlook \| Short-term \| Long-term \| Outlook \|\n\| Moody's \| P-3 \| Baa3 \| Stable \| P-2 \| Baa2 \| Stable \|\n\| S&P-1 \| A-2 \| BBB \| Stable \| A-2 \| BBB \| Negative \|\n\| In millions \| December 312013 \| December 312012 \|\n\| --- \| --- \| --- \|\n\| BlackRock \| $5,940 \| $5,614 \|\n\| Tax credit investments \| 2,676 \| 2,965 \|\n\| Private equity \| 1,656 \| 1,802 \|\n\| Visa \| 158 \| 251 \|\n\| Other \| 234 \| 245 \|\n\| Total \| $10,664 \| $10,877 \|\n\| December 31 – dollars in millions \| 2013 \| 2012 \| 2011 \| 2010 \| 2009 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Nonperforming loans \| \| \| \| \| \|\n\| Commercial \| $457 \| $590 \| $899 \| $1,253 \| $1,806 \|\n\| Commercial real estate \| 518 \| 807 \| 1,345 \| 1,835 \| 2,140 \|\n\| Equipment lease financing \| 5 \| 13 \| 22 \| 77 \| 130 \|\n\| Total commercial lending \| 980 \| 1,410 \| 2,266 \| 3,165 \| 4,076 \|\n\| Consumer lending (a) \| \| \| \| \| \|\n\| Home equity (b) (c) \| 1,139 \| 951 \| 529 \| 448 \| 356 \|\n\| Residential real estate (b) \| 904 \| 845 \| 726 \| 818 \| 1,203 \|\n\| Credit card (d) \| 4 \| 5 \| 8 \| \| \|\n\| Other consumer (b) \| 61 \| 43 \| 31 \| 35 \| 36 \|\n\| Total consumer lending (e) \| 2,108 \| 1,844 \| 1,294 \| 1,301 \| 1,595 \|\n\| Total nonperforming loans (f) \| 3,088 \| 3,254 \| 3,560 \| 4,466 \| 5,671 \|\n\| OREO and foreclosed assets \| \| \| \| \| \|\n\| Other real estate owned (OREO) (g) \| 360 \| 507 \| 561 \| 589 \| 484 \|\n\| Foreclosed and other assets \| 9 \| 33 \| 35 \| 68 \| 49 \|\n\| Total OREO and foreclosed assets \| 369 \| 540 \| 596 \| 657 \| 533 \|\n\| Total nonperforming assets \| $3,457 \| $3,794 \| $4,156 \| $5,123 \| $6,204 \|\n\| Nonperforming loans to total loans \| 1.58% \| 1.75% \| 2.24% \| 2.97% \| 3.60% \|\n\| Nonperforming assets to total loans, OREO and foreclosed assets \| 1.76 \| 2.04 \| 2.60 \| 3.39 \| 3.92 \|\n\| Nonperforming assets to total assets \| 1.08 \| 1.24 \| 1.53 \| 1.94 \| 2.30 \|\n\| Interest on nonperforming loans \| \| \| \| \| \|\n\| Computed on original terms \| $163 \| $212 \| $278 \| $329 \| $302 \|\n\| Recognized prior to nonperforming status \| 30 \| 30 \| 47 \| 53 \| 90 \|\n\| Past due loans \| \| \| \| \| \|\n\| Accruing loans past due 90 days or more (h) \| $1,491 \| $2,351 \| $2,973 \| $2,709 \| $2,698 \|\n\| As a percentage of total loans \| .76% \| 1.26% \| 1.87% \| 1.80% \| 1.71% \|\n\| Past due loans held for sale \| \| \| \| \| \|\n\| Accruing loans held for sale past due 90 days or more (i) \| $4 \| $38 \| $49 \| $65 \| $72 \|\n\| As a percentage of total loans held for sale \| .18% \| 1.03% \| 1.67% \| 1.86% \| 2.84% \|\nThe question is:\nWhat is the sum of commercial lending in the range of 500 and 2000 in 2011? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.4375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "8ufnX+/YUsf6BClu+XmXRni9TWqBteNLxoeNH38OIDV3MNjOrbq6ELeqCDMRvrbHBXpilpgNECowFGA4wGGA0wGmA0wGiA0QCjAUYDjAYYDTAaYDTAaIDRAKMBRkOIhhANIRpCNIRoCNEQomFCw4SGCQ0TGiY0TGiY0FCgoUBDgYYCDQUaCnTd6WEeERRoZL91W/1Wx9VzdV19F6FvlL1R9kbZG2VvlL1R9kbZGy1vxLsR70a8G/FuxLsR70a8G7lu9LnR50afG31u9LnR50afx32LCmfnR68+tLS/HD4d471KylnXx1weG6jkQCUHKjnuW3C4/4ri/RVt63p7RXRDL3QyZmOdDe7OJE54glB3uc3VtpWRr4x8ZeQ4F76Fa+FZOBZ+hVuREuBiJgQuxm0MZGMgGwPZGAhei9Pis7gsHovD4q+kE2QTPpi6cufCHWkHWQdJBzkHKQcZBwnH9LAa836dmPfrxLxfJ+b9OjHv14l5v07M+3ViPh8s5hPBYt4fE/P+mJj3x8S8Pybm/TEx74+Jmy0xN9EY5Cwvzk7fvnt98Q9fffv1wS/fG6+OT1+enH538NXR15fx+l42xvWjb7irJtxVE+6qiZtdNZ/V+5VEVO57z89scLlsMKfh1Gc2eHjVYO8b7M9r8HB31eDYNzi4oyuWcz0577LcM/PXOvziR30ff9wDYjnc3l/Sog8s+sCiDyz3+MA/dh03Jf2q/XXkIzV95RVL7Kam65GavvKPJQ+XfdP9OE1fe8rSu943PbjzK9aGNftKfNBXTs9Ofzh+8/uzN68vu351dnT69uCr33/cXfJwu3WX0F1CdwndJT7oLv/ApVx5TEbX/lLy8Vq/lpIeh/vW6/Fav/KbqjH2rfejtX7tOj3WZd/6YBZWrA1rdp2EZOlUp1OdTnU+00qswmqsgbVibVjzpdYHWfjm+OIuHr89v1xQPPvz6fHLg69+9Zt/+dXXB1999/XB5T8dHJ2+PLi4wccvXp29vfjz0du3x9c7Zm4dfu8G5U0ob0J5E+qDiPy8i7py/T5c9xeVX6Sf5dqRln0/9UX6uQqH3nb7fvpL9HMdGLXVvp/BbK1YG9bsbH2Ps/33qc+LSzi7utyb3j/Ny26H3/pY62Otj/U9PvZZ13Ktq7m/mHzc9hdzqr7Hpz6r/StnGtu+/X7U9m+caJqswWysWBvW7EPjg1j+iSv4VLm6vbqhKw1daehK44N4/pxLuharOtxfUn6BXq6lajf2vdQX6OXat3rd99KP38sNv/chOHCxgYsNXGzgYusnZn4Pcq6f5dPa34BV/1r1r1X/Wj8x/XuQZ11cz7pP7ddPzAEf5FY/q6dLj30X9ahdHN68RrNE7rvox+zi2qF+Np7G4XSjBjOzYm1Y", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjIyMdEzUNJRKi6pzEkFChSVAqlaAHXpYmsoAAAA" } }	table__multihier___91363
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Year Ended December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2010 \| 2011 \| 2012 \| 2013 \| 2014 \|\n\| Steam Sold (MMlb) \| \| \| \| \| \|\n\| General \| 515 \| 519 \| 425 \| 547 \| 594 \|\n\| Apartment house \| 5,748 \| 5,779 \| 5,240 \| 6,181 \| 6,574 \|\n\| Annual power \| 16,767 \| 16,024 \| 14,076 \| 15,195 \| 15,848 \|\n\| Total Steam Delivered to CECONY Customers \| 23,030 \| 22,322 \| 19,741 \| 21,923 \| 23,016 \|\n\| Steam Sold ($ in millions) \| \| \| \| \| \|\n\| General \| $25 \| $28 \| $25 \| $31 \| $30 \|\n\| Apartment house \| 158 \| 175 \| 158 \| 187 \| 180 \|\n\| Annual power \| 457 \| 487 \| 429 \| 491 \| 469 \|\n\| Other operating revenues \| 16 \| -7 \| -16 \| -26 \| -51 \|\n\| Total Steam Delivered to CECONY Customers \| $656 \| $683 \| $596 \| $683 \| $628 \|\n\| Average Revenue per MMlb Sold \| $27.79 \| $30.91 \| $31.00 \| $32.34 \| $29.50 \|\n\| \| Year Ended December \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| $ in millions \| 2012 \| 2011 \| 2010 \|\n\| Compensation and benefits \| $12,944 \| $12,223 \| $15,376 \|\n\| U.K. bank payrolltax \| — \| — \| 465 \|\n\| Brokerage, clearing, exchange anddistribution fees \| 2,208 \| 2,463 \| 2,281 \|\n\| Market development \| 509 \| 640 \| 530 \|\n\| Communications and technology \| 782 \| 828 \| 758 \|\n\| Depreciation and amortization \| 1,738 \| 1,865 \| 1,889 \|\n\| Occupancy \| 875 \| 1,030 \| 1,086 \|\n\| Professional fees \| 867 \| 992 \| 927 \|\n\| Insurance reserves1 \| 598 \| 529 \| 398 \|\n\| Other expenses \| 2,435 \| 2,072 \| 2,559 \|\n\| Total non-compensation expenses \| 10,012 \| 10,419 \| 10,428 \|\n\| Total operating expenses \| $22,956 \| $22,642 \| $26,269 \|\n\| Total staff atperiod-end2 \| 32,400 \| 33,300 \| 35,700 \|\n\| (millions) \| Before application of SFAS No. 158 (a) \| Adjustments \| After application of SFAS No. 158 \|\n\| --- \| --- \| --- \| --- \|\n\| Other assets: \| \| \| \|\n\| Other intangibles — pension \| $9.5 \| $-9.5 \| $— \|\n\| Pension \| 855.5 \| -502.9 \| 352.6 \|\n\| \| $865.0 \| $-512.4 \| $352.6 \|\n\| Total assets \| $865.0 \| $-512.4 \| $352.6 \|\n\| Other current liabilities: \| \| \| \|\n\| Pension, postretirement, and postemployment benefits \| 53.0 \| -34.2 \| 18.8 \|\n\| \| $53.0 \| $-34.2 \| $18.8 \|\n\| Other liabilities: \| \| \| \|\n\| Pension, postretirement, and postemployment benefits (a) \| 287.2 \| 412.6 \| 699.8 \|\n\| Deferred income taxes (b) \| -6.8 \| -298.9 \| -305.7 \|\n\| \| $280.4 \| $113.7 \| $394.1 \|\n\| Total liabilities \| $333.4 \| $79.5 \| $412.9 \|\n\| Accumulated other comprehensive income (loss) (a) \| $-12.2 \| $-591.9 \| $-604.1 \|\nThe question is:\nWhat is the proportion of all Steam Sold that are greater than 100 million to the total amount of Steam Sold, in 2010?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "EU4CA6gHVA6oHVA+oHlA9oHpA9YDqIdVDqodUD0AdgDoAdQDqANQBqANQB6AOQB2COgR1COqAvQF7A/YG7A3YG7A3YG/A3oC9IXtD9obsDXAa4DTAaYDTAKcBTgOcBjgNcBriNMRpiNOAkAEhA0IGhAwIGRAyIGRAyICQISFDQt6EQWiUREXURINoJdqIpq4+tRb+T/uz66XL6ccsbXvpd6sQl7Wual3UuqZ1SfvUEvbjurPcdWd33538xIbeVdQf3qs+saHbdWLXet9Qf2JDt0u+3tV9Q2P+YOscbHMwDzOTknRSkk5K0klJMs9I5hnJPCOZZyTzjGSekcwzknlGMs9I5xnpPCOdZyTzjGSekcwzknlGMs9I5hnJPCOZZyTzjGTqkEwdkqlDMnVIpg7J1CGZOiRTh2TqkEwdkqlDMnVIpg5pOplPJpQZxdQhmQ0ks4FkNpDMBpLZQDIbSGYDCf8TpCdIT5CeID1BeoL07EfPm98WpCeUTiidUDqhdELphNIJpRNKJ5ROwJuANwFvAt4EvAl4E/Am4E3Am7A0YWnC0oSlCUsTliYsTViasDTBY4LHBI8JHhM8JnhM8JjgsZ4qFb85vrh6vT+7Ovj+/O3l/qMwudb7qrVzbKfYzrCtsdVTxd2f1JM7Qq73leh6qmD7k1q8RWVHHd23WJ/Z4i0zx7It9y32Z7Z4C89xPQD3LY75o65zsM3BnAXQswBiAcQCiAUQCyAWQCyAWACxAGLBuIJxBeMKxhWMKxhXMK5gXMG4gnEF4wrGFYwrGFcwrmBcwbiCcQXjCsYVjCsYVzCuYFzBuIJxBeMKxhWMKxhXMK5MOXPOpDPrIF5BvIJ4BfEK4hXEK4hXEK8gXkG8gngF8QriFcQriFcQryBeQbyCeAXxCuIVxCuIVxCvIF5BvIJ4BfEK4hXEK4hXEK8gXkG8gngF8QriFcQriFcQryBeQbyCeAXxCuL1hw52fdRpmHW8X/ZYqLFOY5nGvRe3Xtx56Q8d3PoIEC7jKOq+j/k57d1icKmjddy3V5/T3i0El+u1bN+315/TXt21t93PQbAEHAFDwA8aBjYMbBjYMLBhYMPAhoENAxsGNgxsGNgwsGFgw8CGgQ0DGwY2DGwY2DCwYWDDwIaBDQMbBjYMbKjXUK+hXkO9hnoN9RrqNdRrONdwruFcw7mGcw3nGs41nGvI1pCtIVtDtoZsbRqbxyYyLGtY1rCsYVnDsoZlDcsaljX0agjVUKghTUOahjQNaRrSNKTp7dETNqI5ryFNQ5qGNA1pGtI0pGlI05CmIc34rANsH4GhyKN8vzSxCG8N3hK8W+XulLtRPj7rfNpHMCoiI+5fIL/Yw+4AtltruX9YfbGH3dItll", "part_3": "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", "part_4": "1dYFm6lLNxKWbiVsnArZeFWysKtlIVbKQu3UhZupSxcNFm4aLJw0WThosnCRZOFiyYLF00WLposXDRZuDuycHdk4e7Iwt2RhbsjC3dHFu6OLNwdWbg7snAdZOE6yMJ1kIXrIAvXQRaugyxcB1m4DrJwHWTxOsjChY+FCx8LFz4WLnwsXPhYuPCxcOFj4cLHcohY1apSdTGFbp9a/fz3F//lxcE3x2f/fPDm+E8X56enV8d//BCWaryveCB9lI/w0T2yR/UJkhLKJJRJKJNQJqFMQpmEMglXUq4k5EjIkZAjIUdCjoQcuTx6/PzykCMlR8KGhA0JGxI2JGxI2JCwIWFDmm6P8s2kAgZpRpgS5oRJYVaYFsAghUECgwQGCQwSGCQwSGCQwCCBQQKDdB2YsCFhQ8KGhA0JGxI2JGxI2JCwIWFDwoaEDQkbEjYkbEjYkNAgoUFCg4QGCQ0SGiQ0SGiQ+H+65kpwkOAgwUGCgwQHCQ5ye/T4+WODgxQHCQ4SHCQ4SHCQ4CDBQYKDBAdPVYb+6uL8n2//7pLnBy9Pr+375Oy75wf7P778/vjsu/3NuuPVyeXVxck3b2/XId/uP6K2HUfvK46qzoKR9aL5/sNtVEQ9R/FlX+KuSl4j718iv+wD7wrp8e4exHKIAeE/2A/ug/ngPQUfyyVbgcsClwUuC1wWuCxwWeCyWJQV8CxoWdCyoGVBy4KWBS0LWhZ8LPlY8LHgY8HHgo8FHws+Vjx6/Pzy8LEAYgHEAogFEAsgFkAsgFggsGBewbwy5cw5k86sM+2gXEm5gnIF5QrKFZQrKFdQrvrR4+ePDeXKemYBvQJ6BfQK6BXQK6BXQK9YEBUILCuWBRELIhZELIhYELEgYkHEYn1U8LHkY8HHgo8FHws+Fnws+FjwseBjwccCiAUQCyAWQCyAWACxAGI/gcC/Pb745/3Vwav97/en529uDzR8aLv86P0OjkluRd+CfkO4hnAN4foJwv2kPt4SbNTRfR/z89q7u9aYD+3RdXo+5mCdAwZhyoCGTy2fGj41fGr41PCp4VPDp4ZPDZ8aPjV8avjU8KnhU8Onhk8Nnxo+NUBqgNQAqQFSA6QGSA2QGgQ1CGoQ1CCoQVCDoAZBDXQa6DTQaaDTQKeBTtejJ8xvBHQayjSUafPWxDVzTV1zF640IGlA0oCkAUkDkgYkDUgadDSsaFjRsKJhRcOKhhUNKxo6NDhocNDgoMFBg4MGBw0OxtNbO6/fnp28vN37uLzd/Ljav/z+7Pz0/Ls/fcib1+39xr3MdwvTHcyBNw+8eeDN4+lNoE/q7q1Nb/fHM8bTm0Cf1PStY6/90DQvxPuMOVjngFGaTHJ9Ysj+ev/mYv/y5GG36vj1", "part_5": "+cXVyf+++4MPnchZ831PnRq5l+tW7sqYrYzZypitT4zZp/b37tDOdl/LXJ8YtE9t++7Azrbt7tvmlXijMQfrHGxzMI3a9tShtZcv3745Pnv5QVFt6/sXdrroDvbGAG0M0MYAbQzQ9tShto/o2rsTVPcTk+2p42wf0c67k1LbuG+HrtLTMQfrHGxzMH343RMf/r9enH+7v7y8zofj048qqmzv7tguh5aQ3KZ3l373xGf9KQ++/by7Xdw/OD+ruduvvIuH96i5qz0HYw7WOdjm4P4jx3z+N+bzvzGf/435/G/M539jPv8b8/nfmE/5xnyuN+ZzvTGf6435XG/M53pjPtcb87ne8ChvvP/A+7Obr/v84M355dXF/urkYn8zWX9+6ys3f7Z//eb0/E+3E/j7AwK/PP7Vu2OcpyfH35ycnlyd7C+/vhmav9p/e36xPzh+8+b0HVRu/vS3//HXvz34u/MXt2fLb358U4/a1hd3Ix+eCQ7PBIdngsMzwV/oNX796n+9vbw9en55u7W0xIvx0Nf84o//9ur6T3/sI96sv3a7F9tDp4ov1ESDaCUyQaaM5xRy3KPn2/3Fze25k7OX56/3B1fHf7zW5C+/+fx8OBwPb7OYDovpsJgOyxPp8FO7+Wi8D2O3vdg99CY//wEfM6KHedQv1ofHFm/ZRINoJdqI5iGNJ4b06vZs4+cO31exHb2o930PBzAcwHAA44kB/LFOPRqsr5YlH75aPDFYP9rYxwzMV7mrF8vDI4reN9EgWok2onlg8omBuTt0OnX48wcpMx8GKR2kdJDSQconBuljO/h4wNbdi37oRH56ux81djfmvXt4XPFSTTSIVqKNaB67emLsfn09K3z99vT46toizm87f3O6/mL//Q0ofr9/bxu/PD2/vPzVz8LTr67H6wGo5diWY1uObT0xtj/XCzwe+8PeLQ/DUU+M/s/25I/KjsNxNEm7SI8iPYr0KNKjSI8iPZrpXTsw7cC0A9OHRklURE00iFaijWju6qCrw64Ouzrs6jg0SqIiaqJBtBJtRHNXV7q62tXVrq52dT00SqIiaqJBtBJtRHNXN7q62dXNrm52dTs0SqIiaqJBtBJtRHNXd3R1Z1d3dnVnV3eHRklURE00iFaijWjq6lMzmTsfODm7Oj777uT6X1we/L//838P3tzNzX+imz4gyrmMUxlnMk9NZD7Yp39nkPOT8xPa+yjbu/nR+4fU/AY9B2MO1jnY5mAeFtbJ4bouXNeF67pgVR0sq4P1TbC+CdY3wfomWN8E65tg3R2uOcI1R7jmCFbpwTI9mLcH8/Zg3h7M24N5ezBvn89vh+e3w/Pb4fnt4Px2cH47OL8dnN8Ozm8H57eD89vB+e3", "part_6": "g/HZ4fjs4sB0c2A4ObAcHtoMD28GB7eDAdnBgOziwHR7YDg5sBwe2gwPbwYHt4MB2cGA7OLAdHNgODmyH/82B4Px2cH47OL8dnN8Ozm8H57eD89vB+e3g/Hb4XxUIjnMHx7mD49zBce7gOHdwnDs4zh0c5w6Oc4f/3YDgdHdwujs43R2c7g5Odwenu4PT3cHp7uB0d/hfBggOeweHvYPD3sFh7+Cwd3DYOzjsHRz2Dg57h4e9g8PewWHv4LB3cNg7OOwdHPYODnsHh73jMH+4fPjT4Lp13zNOg3AN6hI0f7js91QJp48eln35wyW7j0Zm9kMNEKvCqTAqfAqbwqUSZqbMTKiYUDGhYkLFhIoJFRMqJlRMqJiALgFdAroEdAnoEtAloEtAl4AuYVfCroRdCbsSdiXsStiVsCthVwKrBFZpBpgC5oBJYBaYBsAqoVNCp4ROCZ0SOiV0SuiU0CmhU4KjBEcJjhIcJThKcJTgKMFRgqOEPwl/Ev4k/En4k/An4U/Cn4Q/CXAS4CTASYCTACcBTgKcBDgJcBLCJIRJCJMQJiFMQpiEMAlhEsIkSEmQkiAlQUqClAQpCVISpNQP1qN/2mptG/3i6J05O8uz8mXhq36w8Pxk4WqJ+9pp/WCV+eNLyhNP0DNyRs2IGS0j5YInBUAKgBQAKQBSAKQASAGQAiAFQAqAFAApAFIApABIAZACIAVACoAUACkAUgCkAEgBkAIgBUAKgBQAKQBSAKQASAGQAiAFQAqAFAApAFIApABImXBmnClnzpl0Zh0AKQBSAKQASAGQAiAFQAqAFAApAFIApABIAZACIAVACoAUACkAUgCkAEgBkAIgBUAKgBQAKQBSAKQASAGQAiAFQAqAFAApAFIApABIAZACIAVACoAUACkAUgCkAEgBkP7BfbPjy8v93d9l8IkccYFuod46ff/g3thDJ34UJ/2Dm2BTAz+ZKsgMlSEyNIbEUFhDlYYqDVUaqjRUaajSUKWhSkOVhioNVRqqNFRpqNJQpaFKQ5WGKg1VGqo0VGmo0lCloUpDlYYqDUcajjQcaTjScKThSMORhiMNORpyNORoyNGQoyFHQ46GHA0rGlY0rGiT2Cw2jc1jExk6NHRo6NDQoaFDQ4eGDj0ePW/OHujQ0KGhQ0OHhg4NHRoCNARoCNAQoCFAQ4CGAA0BGgI0BGgI0BCgIUBDgIYADQEaAjQEYDCtXLpH6RYlo86gM+YMOSPOgA97NH2OgVEOjHJglAOjHBjlwCgHRjkwyvXnOtV3t7X08u3Fxc0ff/pJhM57hlrKdVvWXdn15zrU9+Nv8bhKmHV/ZmL9uc71faAHH8PxZbs/DIcl4AgYArPF1fyYknP7wAGwzx/9r6", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtCzNDY3VdJRKi6pzEkFChSVAqlaAC0qj6ooAAAA" } }	table__multihier___91366
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Year ended December 31,(in millions) \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| Asset management fees \| \| \| \|\n\| Investment management fees(a) \| $9,403 \| $9,169 \| $8,044 \|\n\| All other asset management fees(b) \| 352 \| 477 \| 505 \|\n\| Total asset management fees \| 9,755 \| 9,646 \| 8,549 \|\n\| Total administration fees(c) \| 2,015 \| 2,179 \| 2,101 \|\n\| Commissions and other fees \| \| \| \|\n\| Brokerage commissions \| 2,304 \| 2,270 \| 2,321 \|\n\| All other commissions and fees \| 1,435 \| 1,836 \| 2,135 \|\n\| Total commissions and fees \| 3,739 \| 4,106 \| 4,456 \|\n\| Total asset management, administration and commissions \| $15,509 \| $15,931 \| $15,106 \|\n\| Year ended December 31, (in millions) \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| Operating lease income \| $2,081 \| $1,699 \| $1,472 \|\n\| Gain from sale of Visa B shares \| — \| — \| 1,310 \|\n\| \| Defined benefit pension plans \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31, \| U.S. \| \| Non-U.S. \| \| OPEB plans \| \|\n\| (in millions) \| 2015 \| 2014 \| 2015 \| 2014 \| 2015 \| 2014 \|\n\| Net gain/(loss) \| $-3,096 \| $-3,346 \| $-513 \| $-628 \| $109 \| $130 \|\n\| Prior service credit/(cost) \| 68 \| 102 \| 9 \| 11 \| — \| — \|\n\| Accumulated other comprehensive income/(loss), pretax, end of year \| $-3,028 \| $-3,244 \| $-504 \| $-617 \| $109 \| $130 \|\n\| \| Pension plans \| \| \| \| \| \| \| \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| U.S. \| \| \| Non-U.S. \| \| \| \| \| \| OPEB plans \| \| \|\n\| Year ended December 31, (in millions) \| 2015 \| 2014 \| 2013 \| 2015 \| \| 2014 \| \| 2013 \| \| 2015 \| 2014 \| 2013 \|\n\| Components of net periodic benefit cost \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Benefits earned during the year \| $340 \| $281 \| $314 \| $37 \| \| $33 \| \| $34 \| \| $1 \| $— \| $1 \|\n\| Interest cost on benefit obligations \| 498 \| 534 \| 447 \| 112 \| \| 137 \| \| 125 \| \| 31 \| 38 \| 35 \|\n\| Expected return on plan assets \| -929 \| -985 \| -956 \| -150 \| \| -172 \| \| -142 \| \| -106 \| -101 \| -92 \|\n\| Amortization: \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Net (gain)/loss \| 247 \| 25 \| 271 \| 35 \| \| 47 \| \| 49 \| \| — \| — \| 1 \|\n\| Prior service cost/(credit) \| -34 \| -41 \| -41 \| -2 \| \| -2 \| \| -2 \| \| — \| -1 \| — \|\n\| Special termination benefits \| — \| — \| — \| 1 \| \| — \| \| — \| \| — \| — \| — \|\n\| Net periodic defined benefit cost \| 122 \| -186 \| 35 \| 33 \| \| 43 \| \| 64 \| \| -74 \| -64 \| -55 \|\n\| Other defined benefit pension plans(a) \| 14 \| 14 \| 15 \| 10 \| \| 6 \| \| 14 \| \| NA \| NA \| NA \|\n\| Total defined benefit plans \| 136 \| -172 \| 50 \| 43 \| \| 49 \| \| 78 \| \| -74 \| -64 \| -55 \|\n\| Total defined contribution plans \| 449 \| 438 \| 447 \| 320 \| \| 329 \| \| 321 \| \| NA \| NA \| NA \|\n\| Total pension and OPEB cost included in compensation expense \| $585 \| $266 \| $497 \| $363 \| \| $378 \| \| $399 \| \| $-74 \| $-64 \| $-55 \|\n\| Changes in plan assets and benefit obligations recognized in other comprehensive income \| \| \| \| \| \| \| \| \| \| \| \| \|\n\| Net (gain)/loss arising during the year \| $-3 \| $1,645 \| $-1,817 \| $-47 \| \| $57 \| \| $19 \| \| $21 \| $-5 \| $-257 \|\n\| Prior service credit arising during the year \| — \| 53 \| — \| — \| \| — \| \| — \| \| — \| — \| — \|\n\| Amortization of net loss \| -247 \| -25 \| -271 \| -35 \| \| -47 \| \| -49 \| \| — \| — \| -1 \|\n\| Amortization of prior service (cost)/credit \| 34 \| 41 \| 41 \| 2 \| \| 2 \| \| 2 \| \| — \| 1 \| — \|\n\| Foreign exchange impact and other \| — \| — \| — \| -33 \| (a) \| -39 \| (a) \| 14 \| (a) \| — \| — \| — \|\n\| Total recognized in other comprehensive income \| $-216 \| $1,714 \| $-2,047 \| $-113 \| \| $-27 \| \| $-14 \| \| $21 \| $-4 \| $-258 \|\n\| Total recognized in net periodic benefit cost and other comprehensive income \| $-94 \| $1,528 \| $-2,012 \| $-80 \| \| $16 \| \| $50 \| \| $-53 \| $-68 \| $-313 \|\n\| Year ended December 31,(in millions, except rates) \| 2015 \| 2014 \| 2013 \|\n\| --- \| --- \| --- \| --- \|\n\| Net interest income – managed basis(a)(b) \| $44,620 \| $44,619 \| $44,016 \|\n\| Less: Markets-based net interest income \| 4,813 \| 5,552 \| 5,492 \|\n\| Net interest income excluding markets(a) \| $39,807 \| $39,067 \| $38,524 \|\n\| Average interest-earning assets \| $2,088,242 \| $2,049,093 \| $1,970,231 \|\n\| Less: Average markets-based interest-earning assets \| 493,225 \| 510,261 \| 504,218 \|\n\| Average interest-earning assets excluding markets \| $1,595,017 \| $1,538,832 \| $1,466,013 \|\n\| Net interest yield on average interest-earning assets – managed basis \| 2.14% \| 2.18% \| 2.23% \|\n\| Net interest yield on average markets-based interest-earning assets \| 0.97 \| 1.09 \| 1.09 \|\n\| Net interest yield on average interest-earning assets excluding markets \| 2.50% \| 2.54% \| 2.63% \|\nThe question is:\nwhat is the highest total amount of Net periodic defined benefit cost? (in million)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.3125	0.375	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "o6nmO32m1B7n/kUXvKhl3pML29jK3aOeryC01N5rQde59Hr8lRe84HXXW7UeO52jedu13judo3nbtd47naN527XeO52jedu13judp2MRz/XkPoX9yX79kX0f/z7/z16dXZ59t3dqXJn1xdveL170FZ1PG2PxKqT8RDijxmydkNuv6hdJ+NJwx8zZN4PebrtEKjxJPEaTxKv8STxGk8Sr/Ek8RpPEi9OEi9PEi+PDi+ODi+ODq/t0eGD1VgT1oy1YI2xrYhtZWwrY1udaCVWYTXWhDVjLVhjbEFsYWxhbHGilViF1VgT1oy1YI2xJbGlsaWx5YlWYhVWY01YM9aCNcZWxFbGVsZWJ1qJVViNNWHNWAvWGFsTWxtMn2glVmE11oQ1Yy1YYzATwUwGM51oJVZhNdaENWMtWGMwM8HMBjOfaCVWYTXWhDVjLVhjMAvBLAaznGglVmE11oQ1Yy1YYzBrglnjfY33Nd7XeF/jfY339eg9DmDvf5xfX3999D/Prv7h9nb05BYftxC5PACZAXy1bPtC60TpUrniABE/zNvmSWV37LzlJ464OTu31vsRawy4R2MajXk0uKTDegY8DAEYADAAYADAAIABAAMABgAMABgAMCReQLyAeAHxAuIFxAuIFxAvIF5AvIBpAdPCJXFNXBRXxWWBYgGnAk4FnAo4FXAq4FTAooA2AW0C2gS0CWgT9cDDOCP4EgAlAEoAlAAoAVACoATQCCgRUCKgRECJgBIBJQISBNIfSH8g/YH0B9IfSH8g74GeB3oe6Hmg54GeB3oeaHag2YFmB5odaHag2YFm53venJz/8e4gx7t36K826sfNSa6Pl9N5K3NWcRZx+Z43Lu9yV/fuTqe9u/ykIbdv+5fjjtoNWWPIPRrTaHAhl9EY5CgR6kSZE2VOlDlR5kSZE2VO1DeR20RuE7lN5DaR20RuE0lNJDWR1ERSE0lNJDWR1EREExFNRDRdHtfHBXKFENFERBMRTUQ0EdFERBMRTWQzkc1ENhPZTGQzkc1ENhPZTGQzkc1ENhPZTIQyEcpEKBOhTIQykb9E/hL5y+XB5xprwhojQ/4S+UvkL5G/RP4S+Uvkrw7I35//4fzq7O4ggK2AnNz1EN3pxv4tyv4r4Meny3IcdV/ieZdYB9Tu/Uav+9HrVurWuRs9P3K8bb/b8Xo+PY5tY0OdsM3Z5Wzy8ootozHoXKFzhc4VOlfoXKFzhc4VylYoW6FshbIVylYoW6FlhZYVWlZoWaFQhUIVClUoVKE75UVHMQqNKHK9yOciZ4ucLXK2yNkiZ4ucLXK2yNkiE4tMLDKxyMR+503g/b59xc3Ue+RcrTO2L6GKH/6uE5+D9DtvCT/G9+b2cHUa02rnOx9x/O0PrVSslt34XMgejWk05tFYRmPIziY7m+xssrPJziYDmwxsMrDJwCbLmixrsqzJsibLmixr", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQyUtJRKi6pzEkF8opKgVQtAFIjiqglAAAA" } }	table__multihier___91367
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| As of October 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2017 \| 2016 \| 2015 \|\n\| \| Dollars in millions \| \| \|\n\| Short-term debt \| $3,850 \| $3,525 \| $674 \|\n\| Long-term debt \| $10,182 \| $12,168 \| $14,679 \|\n\| Weighted-average interest rate \| 3.8% \| 3.4% \| 3.0% \|\n\| In millions \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| Service cost \| $141 \| $129 \| $115 \|\n\| Interest cost \| 506 \| 474 \| 467 \|\n\| Expected return on plan assets \| -540 \| -556 \| -592 \|\n\| Actuarial loss \| 243 \| 167 \| 94 \|\n\| Amortization of prior service cost \| 27 \| 29 \| 27 \|\n\| Net periodic pension expense (a) \| $377 \| $243 \| $111 \|\n\| \| Seagate Technology \| \| \| Predecessor Period from July 1, 2000 to November 22, 2000 \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| \| Fiscal Year Ended June 27, 2003 \| Fiscal Year Ended June 28, 2002 \| Period from November 23, 2000 to June 29, 2001 \| \|\n\| \| (in millions) \| \| \| \|\n\| Revenue from external customers -1: \| \| \| \| \|\n\| United States \| $2,151 \| $2,398 \| $1,441 \| $1,103 \|\n\| The Netherlands \| 1,562 \| 1,438 \| 881 \| 461 \|\n\| Singapore \| 2,137 \| 1,627 \| 970 \| 445 \|\n\| Other \| 636 \| 624 \| 364 \| 301 \|\n\| Consolidated \| $6,486 \| $6,087 \| $3,656 \| $2,310 \|\n\| Long-lived assets: \| \| \| \| \|\n\| United States \| $504 \| $805 \| $524 \| \|\n\| Singapore \| 287 \| 204 \| 194 \| \|\n\| Other \| 444 \| 124 \| 310 \| \|\n\| Consolidated \| $1,235 \| $1,133 \| $1,028 \| \|\nThe question is:\nwhat is the percentage change in net periodic pension expense between 2005 and 2006?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "qHwv2BaPTRZ7LKv/7W1URL1G8WljeYuh8fj5VM9Q6Nnr3lLnUI+XMRIGMtdgW4N9DdYXCXPKr64CQQWCCgQVCCoQVCCoQFDxXVUAqSBQQaCCQAWBCgIVBCoIVDCnZE7BnII5BXMK5hTMKZhT8eTx6+RhTgGZAjIFZArIFJApIFNApsBKwZGCI2XKmXMmnVln2kGOkhwFOQpyFOQoyFGQoyBH9ZPHry8bcpRtwgIkBUgKkBQgKUBSgKQASfFNU2ClbAQWlCkoU1CmoExBmYIyBWWKT5yCOSVzCuYUzCmYUzCnYE7BnII5BXMK5hSQKSBTQKaATAGZAjIFZPo5rHxzfXN3+R8XD79F8iDI395cXt+c3H7kWC1+VHfz2x65LfKGNA1pGtL0c6T51OG9pc/jcV0/B59PvVU9mSkDZrxzDbY14K0vS94AqQVSA6QGSA2QGiA1QGqA1ACpAVIDpAZIDZAaIDVAaoDUAKkBUgOkhkANgRoCNQRqCNQQqCFQw5yGOQ1zGuY0zGmY0zCnoUxDmYYyDWUayjSU6XryhHVGUKbBSoOVNm9NXDPX1DV3AUlDjoYcDTkacjTkaMjRkKNhRQOHBg4NHBo4NHBo4NDAocFBo/+N/jf63+h/o/+N/jf6P59R4H883p18e7wXo1eXL+//5ur2QZ+OPzz83fHkNxe/xdaQ24+6JNQ9+vPkb6LAEwWeKPB8RoE/cXjvDBMfPkXmMwr8ibf60UQxHm/FgBnvXINtDXjri+iRYW5GPJT0THLjJW68xI2XSNKSs6QsGUvCkq+kK1sZUteNjEeWOxPZmcjORHYmQjVQDNQCpUAlUAjUAdsgdkF+eHu+6fEm2yV2S2yW2CuxVWKnxEZp+RiP1esUq9cpVq9TrF6nWL1OsXqdYvU6xfpLb7H+tlusv+0Wq4soVhdRrC6iWF1EsbqI4r1x6H01xvtq/L9Xlw8N4d/fXdwd3/9htDeX39//k3c94S8eqvH3x4uvH9z7fzi+fH11/eb66z+f/K/L25f3H/D/ery4Ofn7q1f3//0/fHd1f9ftwc5/nie/WXz8v31byX3+7uM+tCyFlqXQshTvLUu/7qD3t4OOZwa9n/eHQefnGsc/v1W/k69urr85+cfr74/fPPxJiMi3ozg/ubt+P6zD238wnnuXsbzL4mU10STaiMyMJdXHeCZPfn959fXFt9c3x18xR2LffpzWMEWGKTJMkfFMinzG8X40PeJDSo9nsuNnDOGXZsY4LCMqXlETTaKNaCda", "part_5": "EyOeSYx/unt9P8ZfLymqHqcUJkWYFGFSxDNJ8ZnG+tGEGLGMNX/p439pMuQ4/zCa4tU00STaiHaiNRnymWT4H/fPvn5z+eriQRZ/RZiM08hHZU7TIk2LNC3ymbT4vKP+OE3G6cj8MOr8TAP5xTgZp+exfxhX8bqaaBJtRDvRmirFDqdcr3K9yvWqM6MkKqImmkQb0U60DrUZajvUdqjtUPvMKImKqIkm0Ua0E61DnQx1OtTpUKdDnWdGSVRETTSJNqKdaB3qxlA3h7o51M2hbmdGSVRETTSJNqKdaB3qzlB3h7o71N2h7mdGSVRETTSJNqKdaB3qgaEeHOrBoR4c6uHMKImKqIkm0Ua0Ey1DjXWkYlyKC/E4I8g1qDXoNZhrsK3Bvgbr8Pi6C79Pwu+T8Psk+BYMPgaDzXmwOQ8258HmPNicB5vz4Gsx3CeH++Rwnxx8WwYfl8F2MdguBtvFYLsYbBeD7WK46k+W/cm6P1l4V96ld+1dfFff5Xf9TYBkqO4oVh9m4MMMfJiBDzPwYQY+zMCHGfgwAx9m6MMMfJiBDzPwYQY+zMCHGfgwAx9m4MMMfJjhrz4GtszAlhnYMgNbZmDLDGyZgS0zsGUGtszwdx0Dl2bg0gxcmoFLM3BpBi7NwKUZuDQDl2b4y42BaTMwbQamzcC0GZg2A9NmYNoMTJuBaTP8bcbAwxl4OAMPZ+DhDDycgYcz8HAGHs7Awxl6OAMPZ+DhDDycgYcz8HAGHs7Awxl4OOOMyraw/VLwQ4Gap+SpeAqeeqfcqXaKPUFPip4ELglcErgkcEngksAlgUsClwQuCS8SXiS8SHiR8CLhRcKLhBcJLxIEJAhIEJAgIEFAgoAEAQkC0kRx/U0AM8AUMAdMArPANEDzE5FPRD4R+UTkE5FPRD4R+UTkE5FPVD1R9UTVE1VPVD1R9UTVE1VPVD2R8UTGExlPZDyR8UTGExlPZDyR8US3E91OdDvR7US3E91OdDvR7US3E6FOhDoR6kSoE6FOhDoR6kSoE6FOlDlR5kSZE2VOlDlR5kSZE2WunzyO+FztojgdPd43ONxO2Xyw91A/efLwuRpDcZqH/XF8+bOe+hm6QFUfXlL99CD++eb46vjyeHt7fcPT/+G7N38+GR8e/GE08f4fPtsaO8/Hh/e6CHMNtjXY12BNLJhaQLSAaAHRAqIFRAuIFhAtIFpAtIBoAdECogVEC4gWEC0gWkC0gGgB0QKiBUQLiBYQLSBaQLSAaAHRAqIFRAuIFhAt", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNTU0MVHSUSouqcxJBYoUlQKpWgAzTC/gKQAAAA==" } }	table__multihier___91370
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2010 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \| --- \|\n\| Second generation tenant improvements \| $36,676 \| $29,321 \| $36,885 \|\n\| Second generation leasing costs \| 39,090 \| 40,412 \| 28,205 \|\n\| Building improvements \| 12,957 \| 9,321 \| 9,724 \|\n\| Totals \| $88,723 \| $79,054 \| $74,814 \|\n\| Consolidated Statement of Operations Data \| Fiscal \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (In millions, except per share amounts) \| 2017-1 \| 2016 \| 2015 \| 2014 \| 2013 \|\n\| Total net revenue \| $5,177 \| $4,694 \| $4,192 \| $4,243 \| $3,946 \|\n\| Total costs and expenses \| 3,782 \| 3,452 \| 3,454 \| 2,943 \| 2,738 \|\n\| Operating income from continuing operations \| 1,395 \| 1,242 \| 738 \| 1,300 \| 1,208 \|\n\| Total share-based compensation expense included in total costs and expenses \| 326 \| 278 \| 242 \| 186 \| 166 \|\n\| Net income from continuing operations \| 971 \| 806 \| 413 \| 853 \| 807 \|\n\| Net income (loss) from discontinued operations \| — \| 173 \| -48 \| 54 \| 51 \|\n\| Net income \| 971 \| 979 \| 365 \| 907 \| 858 \|\n\| Net income per common share: \| \| \| \| \| \|\n\| Basic net income per share from continuing operations \| $3.78 \| $3.08 \| $1.47 \| $2.99 \| $2.72 \|\n\| Basic net income (loss) per share from discontinued operations \| — \| 0.65 \| -0.17 \| 0.19 \| 0.17 \|\n\| Basic net income per share \| $3.78 \| $3.73 \| $1.30 \| $3.18 \| $2.89 \|\n\| Diluted net income per share from continuing operations \| $3.72 \| $3.04 \| $1.45 \| $2.94 \| $2.66 \|\n\| Diluted net income (loss) per share from discontinued operations \| — \| 0.65 \| -0.17 \| 0.18 \| 0.17 \|\n\| Diluted net income per share \| $3.72 \| $3.69 \| $1.28 \| $3.12 \| $2.83 \|\n\| Dividends declared per common share \| $1.36 \| $1.20 \| $1.00 \| $0.76 \| $0.68 \|\n\| Consolidated Balance Sheet Data \| At July 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (In millions) \| 2017 \| 2016 \| 2015 \| 2014 \| 2013 \|\n\| Cash, cash equivalents and investments \| $777 \| $1,080 \| $1,697 \| $1,914 \| $1,661 \|\n\| Long-term investments \| 31 \| 28 \| 27 \| 31 \| 83 \|\n\| Working capital (deficit) \| -529 \| -637 \| 816 \| 1,200 \| 1,116 \|\n\| Total assets \| 4,068 \| 4,250 \| 4,968 \| 5,201 \| 5,486 \|\n\| Short-term debt \| 50 \| 512 \| — \| — \| — \|\n\| Long-term debt \| 438 \| 488 \| 500 \| 499 \| 499 \|\n\| Other long-term obligations \| 130 \| 146 \| 172 \| 166 \| 135 \|\n\| Total stockholders’ equity \| 1,354 \| 1,161 \| 2,332 \| 3,078 \| 3,531 \|\n\| (Dollars in millions, except per share amounts) \| Fiscal2017 \| Fiscal2016 \| Fiscal2015 \| 2017-2016% Change \| 2016-2015% Change \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Total net revenue \| $5,177 \| $4,694 \| $4,192 \| 10% \| 12% \|\n\| Operating income from continuing operations \| 1,395 \| 1,242 \| 738 \| 12% \| 68% \|\n\| Net income from continuing operations \| 971 \| 806 \| 413 \| 20% \| 95% \|\n\| Diluted net income per share from continuing operations \| $3.72 \| $3.04 \| $1.45 \| 22% \| 110% \|\n\| (In millions) \| Fiscal 2017 \| Fiscal 2016 \| Fiscal 2015 \|\n\| --- \| --- \| --- \| --- \|\n\| Interest income-1 \| $8 \| $3 \| $8 \|\n\| Net gain (loss) on executive deferred compensation plan assets(2) \| 7 \| — \| 3 \|\n\| Other \| -12 \| -7 \| -10 \|\n\| Total interest and other income (expense), net \| $3 \| $-4 \| $1 \|\nThe question is:\nDoes the value of Total net revenue in 2016 greater than that in2017?)\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0.375	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "JgW8SQFvUsCbFvCmBbxpAW9SwJsU8CYFvEkBb1LAmxTwJgW8SQFvUsCbFvCmBbxpAW9SwJsU8CYFvEkBb1LAmxTwJgW8SQFvUsCbFvCmBbxpAW9SwJsU8CYFvEkBb1LAmxTwJgW8SQFvUsCbFvCmBbxpAW9SwJsU8CYFvEkBb1LAmxTwJgW8SQFvUsCbn/NZmV99HChPDdLG6DiiOD71vn7jJynX/dy2+cRPUqr7iU0fly4HyRFHpMvT7/BrUTO2hzuMeR7W2dhmY14miJpQ1ISiJhQ1gagJRE0gagJRE4iaQNQEoiYQNYGoCVVMqGICFROomEDFBComUDGBiglUTKBiAhUTjxzkkYeoYgIVE6iYQMUEKiacbufbCXfGUTGhiglVTKhiAhUTqJhAxQQqJlAxgYoJVEygYgIVE6qYUMWEKiZQMYGKCVRMoGICFROomEDFBComUDGhiglVTKhiAhUTqJhAxQQqJlAxgYoJVEygYgIVE6qYQKcEOiXQKYFOCXRKoFMCnRLolECnhDolUCKBEgmUSKBEAiUSKJFAiQRKJFAioRIJtEagNQKtEWiNQGsEWiPQGoHWCLRGqDUCNRGoiUBNBGoiUBOBmgjURKAm8oiaeOJnBh6f885TQ4+Rx8CTR0TF02/PZx6SiuBPb5SvPCTFwU9u9KiCiEPyI48oiKe0/WvtsOuHtsf8uNfZ2GZjXhRoh1Q7JOogUQeJOkjUQaIOEnWQqINEHSTqIOF/wv+E/wn/E/4n/E8Yn2A7wXaC7QTbCbYTbCdoTmib0DahbULbdC7z0R02rPkJQtsEoAlAE4AmAE0AmgA0AWgC0ASgCRMTJiZMTJiYMDFhYsLEhIkJExMIJhBMIJhAMIFggraEZQnLEpYlLEtYlhAqQVKCpARJCZISJCWgSciSkCUhS0KWhCx1hBef+oN8v85wH34ZLE/VhEpCFeH8ndrkO7W3Fp2Pr9L5R7/jmBTvfskbPfqhxqSs9wvc6DinDm+6dYRTn3e3I6n8hz2BcuGts7HNxuTvBboKVhWsKlhVsKpgVUGggkAFgQoCFQQqCFQwp2BOwZyCOQVzCuYUlCkoU1CmoExBmYIyBTsKdhTsKNhRsKOcSohQEKEgQkGEgggFEYo4X8T5Is4Xcb6I80WcL+J8EeeLOF/E+SLOF3G+iPNFnC/ifBHnizhfRPYisheRvYjsRWRnGnyx9b3W19omwjYRlrlkKpnJths0sM7GNhuTmzdu3rh54+aN8zbO2zgvK8iXZ3cA3AAY4GfwcAYPh0U5vDUX9WzQwDob22xMD4dl64u3+wNuD6wMZGUgrH2WPiufhc+651WdN3Ve1PEOX9PdL3C7YKPrG13fmAMcDn/D3fA2RBWv+bzl85KPg/qK726Cmwl4Mo6M", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSystX0lEqLqnMSQVyikqBVC0AFzgUoSQAAAA=" } }	table__multihier___91371
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| December 31 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \|\n\| (In millions) \| \| \|\n\| Gross Case Reserves \| $2,208 \| $2,105 \|\n\| Gross IBNR Reserves \| 4,714 \| 4,616 \|\n\| Total Gross Carried Claim and Claim Adjustment Expense Reserves \| 6,922 \| $6,721 \|\n\| Net Case Reserves \| $1,781 \| $1,639 \|\n\| Net IBNR Reserves \| 4,085 \| 3,896 \|\n\| Total Net Carried Claim and Claim Adjustment Expense Reserves \| $5,866 \| $5,535 \|\n\| December 31 \| 2009 \| 2008 \|\n\| --- \| --- \| --- \|\n\| (In millions) \| \| \|\n\| Gross Case Reserves \| $6,510 \| $6,772 \|\n\| Gross IBNR Reserves \| 6,495 \| 6,837 \|\n\| Total Gross Carried Claim and Claim Adjustment Expense Reserves \| $13,005 \| $13,609 \|\n\| Net Case Reserves \| $5,269 \| $5,505 \|\n\| Net IBNR Reserves \| 5,580 \| 5,673 \|\n\| Total Net Carried Claim and Claim Adjustment Expense Reserves \| $10,849 \| $11,178 \|\n\| \| Payments Due by Period \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| December 31, 2009 \| Total \| Less than 1 year \| 1-3 years \| 4-5 years \| More than 5 years \|\n\| (In millions) \| \| \| \| \| \|\n\| Debt (a) \| $13,668 \| $534 \| $4,199 \| $1,696 \| $7,239 \|\n\| Operating leases \| 282 \| 67 \| 115 \| 62 \| 38 \|\n\| Claim and claim expense reserves (b) \| 28,310 \| 6,042 \| 7,347 \| 4,061 \| 10,860 \|\n\| Future policy benefits reserves (c) \| 12,505 \| 177 \| 337 \| 326 \| 11,665 \|\n\| Policyholder funds reserves (c) \| 155 \| 19 \| 9 \| 7 \| 120 \|\n\| Purchase and other obligations (d) \| 88 \| 70 \| 13 \| 5 \| \|\n\| Pipeline capacity agreements (e) \| 80 \| 12 \| 21 \| 21 \| 26 \|\n\| Total (f) \| $55,088 \| $6,921 \| $12,041 \| $6,178 \| $29,948 \|\n\| \| 2004 \| 2005 \| 2006 \| 2007 \| 2008 \| 2009 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Loews Common Stock \| 100.00 \| 135.92 \| 179.47 \| 219.01 \| 123.70 \| 160.62 \|\n\| S&P 500 Index \| 100.00 \| 104.91 \| 121.48 \| 128.16 \| 80.74 \| 102.11 \|\n\| Loews Peer Group (a) \| 100.00 \| 133.59 \| 152.24 \| 174.46 \| 106.30 \| 136.35 \|\nThe question is:\nwhat is the return on investment for s&p500 from 2007 to 2008?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "wdLW5Hi9vR4na0uB0tbkeL29HidrS4HS1uR8vb0fI6tLgOLa5Di+vQ4jq0uA4trkOL69DiOrS4Di2vQ8v7z+L+s7j/LO4/i/vP4v6zuP8s7j+L+8/i/rO8/ywvPIsLz+LCs7jwLC48iwvP4sKzuPAsLjyLC8/ySrO40iyuNIsrzeJKs7jSLK40iyvN4kqzuNIsLy2LS8vi0rK4tCwuLYtLy+LSsri0LC4ti0vL8lqyuJYsriWLa8niWrK4liyuJYtryeJasriWLC8ei4vH4uKxuHgsLh6Li8fi4rG4eCwuHouLx+IusbhLLO4Si7vE4i6xuEss7hLrDNlRdRQdNAfJQXEQHPQGuQnXsLyAACAhMQJiBMQIiBEQIyBGQIyAGAExAmKEiAgQESAiQESAiAARASICRASICM/KA/FEPBLPxEPxVDwWZD8Q9kDYA2EPhD0Q9kDYA/EO5DmQ50CeA3kO5DnqwQzrjhDkQIEDBQ4UOFDgQIEDBQ5UNpDVQFYDWQ1kNZDVQFYD6Qy0MtDKQCsDrQy0MtDKQA8DAQwEMBDAQAADAQwEMBC5QOQCkQtELhC5QOQCkcN1TVjMV/BqnBqfxqXx6HTafTWW4E1kLdGxRMcSHUt0LNGxRMcSrUrEKRGnRJwScUrEKRGnRIASAUoEKBGgRIASAUoEKD03D8fT8Xg8Hw/IE0JyEslJJCeRnERyEslJJCcRmURkEpFJRCYRmURkEpFJRCYRmURkEpFJRCaRlURWEllJZCWRlUQsErFIxCL3B8811sRaV4ZYJGKRiEUiFolYJGKRiAUu4RcE/oF74B04B75RTrSvxiIPhTwU8lDIQyEPhTwU8lAIQiEIhSAUglAIQiEIhQQUElBIQCEBRWAXgV0EdhHY5dn40gm0IrSKECnCoHD1wtULVy9cvXD1wtULVy9cvXDgwoELBy4cmO01bumnJBLDa2jH69WYq7Gtxr4ai5M2Tto4aeOkjZM2jtg4YuOIjSM2ztY4W+NsjbM1ztY4W+NsjbM1ztbEfhP8jSPia5ODQpuR5ukIvRpzNbbV2FdjORpcemMJflzj7Tg7vk6ySK5IqshXNR/VxMrOgvzAJoyIIoIIXEALYMGXNR/WBOGBBRGRBCTxCE/ACTTh83qpAvdaBe61CtxrFbjXKnCvVeBeK7q9VnR7rej2WtHttaLba0W314puU7dt67btb16aum1Tt23qtk3dtqnbNnXbpm7b1G2bum1bt21/5NLUbZu6bVO3beq2Td22qds2ddumbtvUbdu6bVOobQq1TaG2", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQMzY3MDBU0lEqLqnMSQUKFZUCqVoAzyeY3SoAAAA=" } }	table__multihier___91373
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| for the fiscal years ended September 30, \| 2013 \| 2012 \| 2011 \|\n\| --- \| --- \| --- \| --- \|\n\| Net carrying value at beginning of year \| $90.3 \| $67.9 \| $63.9 \|\n\| Additions, net of disposals \| 43.2 \| 54.9 \| 40.4 \|\n\| Amortization \| -40.0 \| -32.5 \| -36.4 \|\n\| Net Carrying Value at End of Year \| $93.5 \| $90.3 \| $67.9 \|\n\| Payments Due During the Year Ending December 31, \| Debt \| Leases \| Purchase Obligations \| Total \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| 2012 \| $588,222 \| $94,853 \| $209,469 \| $892,544 \|\n\| 2013 \| 443,370 \| 66,771 \| 67,523 \| 577,664 \|\n\| 2014 \| 42,786 \| 49,820 \| 63,384 \| 155,990 \|\n\| 2015 \| 626,484 \| 37,587 \| 61,152 \| 725,223 \|\n\| 2016 \| 16,261 \| 23,730 \| 54,652 \| 94,643 \|\n\| Thereafter \| 565,000 \| 38,693 \| — \| 603,693 \|\n\| \| $2,282,123 \| $311,454 \| $456,180 \| $3,049,757 \|\n\| \| Twelve Months Ended December 31, 2012 \| \| \| Twelve Months Ended December 31, 2011 \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (millions of dollars) \| Electric \| Gas \| 2012 Total \| Electric \| Gas \| 2011 Total \| 2012-2011 Variation \|\n\| Operating revenues \| $592 \| $203 \| $795 \| $641 \| $214 \| $855 \| $-60 \|\n\| Purchased power \| 198 \| - \| 198 \| 267 \| - \| 267 \| -69 \|\n\| Gas purchased for resale \| - \| 69 \| 69 \| - \| 87 \| 87 \| -18 \|\n\| Net revenues \| 394 \| 134 \| 528 \| 374 \| 127 \| 501 \| 27 \|\n\| Operations and maintenance \| 227 \| 64 \| 291 \| 218 \| 66 \| 284 \| 7 \|\n\| Depreciation and amortization \| 38 \| 15 \| 53 \| 35 \| 13 \| 48 \| 5 \|\n\| Taxes, other than income taxes \| 46 \| 15 \| 61 \| 40 \| 15 \| 55 \| 6 \|\n\| Operating income \| $83 \| $40 \| $123 \| $81 \| $33 \| $114 \| $9 \|\n\| \| Twelve Months Ended \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (millions of dollars) \| December 31, 2012 \| December 31, 2011 \| Variation \|\n\| Operating revenues \| $592 \| $641 \| $-49 \|\n\| Purchased power \| 198 \| 267 \| -69 \|\n\| Net revenues \| 394 \| 374 \| 20 \|\n\| Operations and maintenance \| 227 \| 218 \| 9 \|\n\| Depreciation and amortization \| 38 \| 35 \| 3 \|\n\| Taxes, other than income taxes \| 46 \| 40 \| 6 \|\n\| Electric operating income \| $83 \| $81 \| $2 \|\n\| \| Millions of kWhs Delivered \| \| \| \| Revenues in Millions \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Twelve Months Ended \| \| \| \| Twelve Months Ended \| \| \| \|\n\| Description \| December 31, 2012 \| December 31, 2011 \| Variation \| Percent Variation \| December 31, 2012 \| December 31, 2011 \| Variation \| Percent Variation \|\n\| Residential/Religious(a) \| 1,632 \| 1,750 \| -118 \| -6.7% \| $272 \| $314 \| $-42 \| -13.4% \|\n\| Commercial/Industrial \| 945 \| 1,168 \| -223 \| -19.1 \| 123 \| 161 \| -38 \| -23.6 \|\n\| Retail access customers \| 3,040 \| 2,760 \| 280 \| 10.1 \| 178 \| 157 \| 21 \| 13.4 \|\n\| Public authorities \| 114 \| 111 \| 3 \| 2.7 \| 10 \| 11 \| -1 \| -9.1 \|\n\| Other operating revenues \| - \| - \| - \| - \| 9 \| -2 \| 11 \| Large \|\n\| Total \| 5,731 \| 5,789 \| -58 \| -1.0% \| $592 \| $641 \| $-49 \| -7.6% \|\n\| For the Years Ended December 31, \| 2013 \| 2012 \| 2011 \|\n\| --- \| --- \| --- \| --- \|\n\| Impairment/loss on disposal of assets \| $10.9 \| $14.6 \| $8.4 \|\n\| Consulting and professional fees \| 99.1 \| 90.1 \| 26.0 \|\n\| Employee severance and retention, including share-based compensation acceleration \| 14.2 \| 8.2 \| 23.1 \|\n\| Dedicated project personnel \| 34.0 \| 15.1 \| 3.2 \|\n\| Certain R&D agreements \| 0.8 \| – \| – \|\n\| Relocated facilities \| 3.6 \| 1.8 \| – \|\n\| Distributor acquisitions \| 0.4 \| 0.8 \| 2.0 \|\n\| Certain litigation matters \| 26.9 \| 13.7 \| 0.1 \|\n\| Contract terminations \| 3.9 \| 6.6 \| 6.3 \|\n\| Contingent consideration adjustments \| 9.0 \| -2.8 \| – \|\n\| Accelerated software amortization \| 6.0 \| 4.5 \| – \|\n\| Other \| 7.9 \| 2.8 \| 6.1 \|\n\| Special items \| $216.7 \| $155.4 \| $75.2 \|\nThe question is:\nwhat is the percent change in accelerated software amortization from 2012 to 2013?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzBgElHaXiksqcVKBIUSmQqgUA1uQ9BSkAAAA=" } }	table__multihier___91374
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| December 31, \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| \| 2009 \| 2008 \| 2007 \|\n\| Genco sales to Marketing Company(a) \| 13,372 \| 16,551 \| 17,425 \|\n\| AERG sales to Marketing Company(a) \| 6,817 \| 6,677 \| 5,316 \|\n\| Marketing Company sales to CIPS(b) \| 1,283 \| 2,050 \| 2,396 \|\n\| Marketing Company sales to CILCO(b) \| 556 \| 909 \| 1,167 \|\n\| Marketing Company sales to IP(b) \| 1,690 \| 2,870 \| 3,493 \|\n\| \| Term Ending \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| Term \| May 31, 2008 17 Months \| May 31, 2009 29 Months \| May 31, 2010 41 Months \|\n\| Megawatts(a) \| 300 \| 750 \| 750 \|\n\| Cost per megawatthour \| $64.77 \| $64.75 \| $66.05 \|\n\| For the years ended December 31, (In millions, except per share amounts) \| 2009 \| 2008 \| 2007 \| 2006 \| 2005 \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Ameren: \| \| \| \| \| \| \|\n\| Operating revenues(a) \| $7,090 \| $7,839 \| $7,562 \| $6,895 \| $6,780 \| \|\n\| Operating income(a) \| 1,416 \| 1,362 \| 1,359 \| 1,188 \| 1,284 \| \|\n\| Net income attributable to Ameren Corporation(a) \| 612 \| 605 \| 618 \| 547 \| 606 \| (b) \|\n\| Common stock dividends \| 338 \| 534 \| 527 \| 522 \| 511 \| \|\n\| Earnings per share – basic and diluted(a) \| 2.78 \| 2.88 \| 2.98 \| 2.66 \| 3.02 \| (b) \|\n\| Common stock dividends per share \| 1.54 \| 2.54 \| 2.54 \| 2.54 \| 2.54 \| \|\n\| As of December 31: \| \| \| \| \| \| \|\n\| Total assets \| $23,790 \| $22,671 \| $20,752 \| $19,662 \| $18,171 \| \|\n\| Long-term debt, excluding current maturities \| 7,113 \| 6,554 \| 5,689 \| 5,285 \| 5,354 \| \|\n\| Preferred stock subject to mandatory redemption \| - \| - \| 16 \| 17 \| 19 \| \|\n\| Total Ameren Corporation stockholders’ equity \| 7,853 \| 6,963 \| 6,752 \| 6,583 \| 6,364 \| \|\n\| UE: \| \| \| \| \| \| \|\n\| Operating revenues \| $2,874 \| $2,960 \| $2,961 \| $2,823 \| $2,889 \| \|\n\| Operating income \| 566 \| 514 \| 590 \| 620 \| 640 \| \|\n\| Net income available to common stockholder \| 259 \| 245 \| 336 \| 343 \| 346 \| \|\n\| Dividends to parent \| 175 \| 264 \| 267 \| 249 \| 280 \| \|\n\| As of December 31: \| \| \| \| \| \| \|\n\| Total assets \| $12,301 \| $11,529 \| $10,903 \| $10,290 \| $9,277 \| \|\n\| Long-term debt, excluding current maturities \| 4,018 \| 3,673 \| 3,208 \| 2,934 \| 2,698 \| \|\n\| Total stockholders’ equity \| 4,057 \| 3,562 \| 3,601 \| 3,153 \| 3,016 \| \|\n\| CIPS: \| \| \| \| \| \| \|\n\| Operating revenues \| $869 \| $982 \| $1,005 \| $954 \| $934 \| \|\n\| Operating income \| 68 \| 42 \| 49 \| 69 \| 85 \| \|\n\| Net income available to common stockholder \| 26 \| 12 \| 14 \| 35 \| 41 \| \|\n\| Dividends to parent \| 47 \| - \| 40 \| 50 \| 35 \| \|\n\| As of December 31: \| \| \| \| \| \| \|\n\| Total assets \| $1,965 \| $1,920 \| $1,866 \| $1,861 \| $1,784 \| \|\n\| Long-term debt, excluding current maturities \| 421 \| 421 \| 456 \| 471 \| 410 \| \|\n\| Total stockholders’ equity \| 574 \| 529 \| 517 \| 543 \| 569 \| \|\n\| Genco: \| \| \| \| \| \| \|\n\| Operating revenues \| $850 \| $908 \| $876 \| $992 \| $1,038 \| \|\n\| Operating income \| 310 \| 330 \| 258 \| 131 \| 257 \| \|\n\| Net income \| 155 \| 175 \| 125 \| 49 \| 97 \| (b) \|\n\| Dividends to parent \| - \| 101 \| 113 \| 113 \| 88 \| \|\n\| As of December 31: \| \| \| \| \| \| \|\n\| Total assets \| $2,535 \| $2,244 \| $1,968 \| $1,850 \| $1,811 \| \|\n\| Long-term debt, excluding current maturities \| 823 \| 774 \| 474 \| 474 \| 474 \| \|\n\| Subordinated intercompany notes (current and long-term) \| 45 \| 87 \| 126 \| 163 \| 197 \| \|\n\| Total stockholder’s equity \| 862 \| 695 \| 648 \| 563 \| 444 \| \|\n\| CILCO: \| \| \| \| \| \| \|\n\| Operating revenues \| $1,082 \| $1,147 \| $1,011 \| $747 \| $742 \| \|\n\| Operating income \| 252 \| 132 \| 143 \| 78 \| 63 \| \|\n\| Net income available to common stockholder \| 134 \| 68 \| 74 \| 45 \| 24 \| (b) \|\n\| Dividends to parent \| 20 \| - \| - \| 65 \| 20 \| \|\n\| As of December 31: \| \| \| \| \| \| \|\n\| Total assets \| $2,382 \| $2,296 \| $1,867 \| $1,656 \| $1,557 \| \|\n\| Long-term debt, excluding current maturities \| 279 \| 279 \| 148 \| 148 \| 122 \| \|\n\| Preferred stock subject to mandatory redemption \| - \| - \| 16 \| 17 \| 19 \| \|\n\| Total stockholders’ equity \| 855 \| 684 \| 622 \| 535 \| 562 \| \|\n\| IP: \| \| \| \| \| \| \|\n\| Operating revenues \| $1,504 \| $1,696 \| $1,646 \| $1,694 \| $1,653 \| \|\n\| Operating income \| 230 \| 103 \| 109 \| 141 \| 202 \| \|\n\| Net income available to common stockholder \| 77 \| 3 \| 24 \| 55 \| 95 \| \|\n\| Dividends to parent \| 31 \| 60 \| 61 \| - \| 76 \| \|\n\| As of December 31: \| \| \| \| \| \| \|\n\| Total assets \| $3,942 \| $3,770 \| $3,331 \| $3,227 \| $3,056 \| \|\n\| Long-term debt, excluding current maturities \| 1,147 \| 1,150 \| 1,014 \| 772 \| 704 \| \|\n\| Long-term debt to IP SPT, excluding current maturities \| - \| - \| - \| 92 \| 184 \| \|\n\| Total stockholders’ equity \| 1,451 \| 1,251 \| 1,308 \| 1,346 \| 1,287 \| \|\n\| \| Amount (In Millions) \|\n\| --- \| --- \|\n\| 2006 net revenue \| $192.2 \|\n\| Fuel recovery \| 42.6 \|\n\| Volume/weather \| 25.6 \|\n\| Rider revenue \| 8.5 \|\n\| Net wholesale revenue \| -41.2 \|\n\| Other \| 3.3 \|\n\| 2007 net revenue \| $231.0 \|\nThe question is:\nwhat is the growth rate in net revenue in 2007 compare to 2006 for entergy new orleans , inc.?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.3125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "RRgUrl64euHqhasXrl64euHqhasXDlw4cOHAhQOzvMYtPUoCMWxDq69nYczCOgvbLExO2jhp46SNkzZO2jhi44iNIzaO2Dhb42yNszXO1jhb42yNszXO1jhbE/tN8DeOiK8NDAU2A81DDT0LYxbWWdhmYTINLr0yBQ/XeDvOjq+TLJIrkipyquZQTaxsTMgDNmFEFBFE0AVsAVlwsuZgTRDumBARSUASj/AJdAKbcLyeqsA9V4F7rgL3XAXuuQrccxW454puzxXdniu6PVd0e67o9lzR7bmi29Rt27pt+2JIU7dt6rZN3bap2zZ126Zu29Rtm7ptU7dt67btmyBN3bap2zZ126Zu29Rtm7ptU7dt6rZN3bat2zaF2qZQ2xRqm0JtU6htCrVNobYp1DaF2rZQ277c0RRqm0JtU6htCrVNobYp1DaF2qZQ2xRq20Jt+zZHU6htCrVNobYp1DaF2qZQ2xRqm0JtU6htKrNNZbapzDaV2aYy21Rmm8psU5ltKrPtKxhNZbapzDaV2aYy21Rmm8psU5ltKrNNZbZ956J956Ip1DaF2qZQ2xRqm0JtU6htCrVNobYp1LYvWbQvWTR126Zu29Rtm7ptU7dt6rZN3bap2zZ12/ativatiqaq21R1m6puU9VtqrpNVbep6javUfRzIApIApEAJPAIOAKNAKOAQ0IOCTkk4JCAQwIOCTgk4JCAQ+LkxmzmPYBDQg4JOSTgkIBDAg4JOCTgkIBDAg4JOCQ0kBzCOw1N2bcp+zZl36bs25R9m7JvU/ZtXmJoisBNEbgpAjdF4KYI3BSBmyJw815C815CUyBuCsRNgbgpEDcF4qZA3BSImwJxUyBuCsRNgbgpEDcF4qZA3BSIm/cFmvcFmuJxUzxuisdN8bgpHjfF46Z43Lwg0Lwg0BSWm8JyU1huCstNYbkpLDeF5eaNgOaNgKbofCUpBlIiFVIjDaQVaUOaJwOYB3AdwHUA1wFcB3BNHBFGRBFBRAyl2tZZmFaSgHACswnMJjCbwGwCswl4JvCYwGMCjwk8JvCYgF4CawmsJbCWwFq6re6rG+vO5g0t88wAnQR0EtBJQCcBnQR0EmBJgCUBlgRYEmBJgCWBiwQuErhI4CKBiyTsk7BPwj4J+1xvaJlnRjAn0ZtEbxK9SfQmUZhEYRKFSRTm7oaWaWaY1jMIdsbMWBkjl7rXWdhmYQKXIkCLAC0CtAjQIgiLICyCsJYbzzXSPGWCsAjCIgiLICyCsAjCIgiLICyCsAjC0jaaQ3toEC1CoBWBVgRaEWhFoBWhVYRWEVpFaBWhVYRWEVpFaBWhVYRWEUxFMBXBVARTEUxFMBXBVARTEUxFMLG5Tfg0jM2+s+3seqt8zMI6C9ssTMHUBEUTFE1QNEHRBEUTBk0YNGHQhEETBk0YNGHQhEETBk0YNGHQhEETBk0YNGHQWkpzaA8NokUIgyYMmjBowqAJgyYMmjBowqAJ", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzMjC0MFfSUSouqcxJBYoUlQKpWgBTOJoCKQAAAA==" } }	table__multihier___91377
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2006 \| 2005 \| 2004 \|\n\| --- \| --- \| --- \| --- \|\n\| Beginning balance as of January 1, \| $164,222 \| $23,464 \| $4,635 \|\n\| (Deductions), additions and revisions in estimated cash flows, net of settlements \| -710 \| 2,587 \| 17,016 \|\n\| Accretion expense \| 11,468 \| 3,069 \| 1,813 \|\n\| Liability assumed in merger with SpectraSite, Inc. \| \| 21,126 \| \|\n\| Increase due to change in accounting principle \| \| 113,976 \| \|\n\| Balance as of December 31, \| $174,980 \| $164,222 \| $23,464 \|\n\| Location \| Approximate Square Footage \|\n\| --- \| --- \|\n\| Alpharetta, Georgia \| 260,000 \|\n\| Jersey City, New Jersey \| 109,000 \|\n\| Arlington, Virginia \| 102,000 \|\n\| Sandy, Utah \| 85,000 \|\n\| Menlo Park, California \| 63,000 \|\n\| New York, New York \| 52,000 \|\n\| Chicago, Illinois \| 37,000 \|\n\| \| Payments Due by Period \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Less Than 1 Year \| 1-3 Years \| 3-5 Years \| Thereafter \| Total \|\n\| Trust preferred securities-1(2) \| 15 \| 29 \| 29 \| 601 \| 674 \|\n\| Corporate debt-3 \| 50 \| 104 \| 101 \| 1,062 \| 1,317 \|\n\| Uncertain tax positions \| 7 \| 10 \| 6 \| 5 \| 28 \|\n\| Certificates of deposit-1(4) \| 23 \| 6 \| 4 \| — \| 33 \|\n\| Leases-5 \| 27 \| 53 \| 39 \| 37 \| 156 \|\n\| Purchase obligations-6 \| 96 \| 56 \| 3 \| — \| 155 \|\n\| Total contractual obligations \| $218 \| $258 \| $182 \| $1,705 \| $2,363 \|\nThe question is:\nWhat is the average amount of Sandy, Utah of Approximate Square Footage, and Balance as of December 31, of 2004 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjUxMjbSM1DSUSouqcxJBYoUlQKpWgD8IOO9KQAAAA==" } }	table__multihier___91378
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| Citigroup Inc./Citigroup Funding Inc. \| \| \| \| -1 \| Citibank, N.A. \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| Senior \| \| Commercial \| \| \| Long- \| \| Short- \| \|\n\| \| debt \| \| paper \| \| \| term \| \| term \| \|\n\| Fitch Ratings (Fitch) \| A \| + \| F1 \| + \| \| A \| + \| F1 \| + \|\n\| Moody’s Investors Service (Moody’s) \| A3 \| \| P-1 \| \| \| A1 \| \| P-1 \| \|\n\| Standard & Poor’s (S&P) \| A \| \| A-1 \| \| \| A \| + \| A-1 \| \|\n\| \| December 31, 2015 \| \| December 31, 2014-1 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| In millions of dollars, except ratios \| Advanced Approaches \| Standardized Approach \| Advanced Approaches \| Standardized Approach \|\n\| Common Equity Tier 1 Capital \| $146,865 \| $146,865 \| $136,597 \| $136,597 \|\n\| Tier 1 Capital \| 164,036 \| 164,036 \| 148,066 \| 148,066 \|\n\| Total Capital (Tier 1 Capital + Tier 2 Capital)(2) \| 186,097 \| 198,655 \| 165,454 \| 178,413 \|\n\| Total Risk-Weighted Assets \| 1,216,277 \| 1,162,884 \| 1,292,605 \| 1,228,488 \|\n\| Common Equity Tier 1 Capital ratio-3(4) \| 12.07% \| 12.63% \| 10.57% \| 11.12% \|\n\| Tier 1 Capital ratio-3(4) \| 13.49 \| 14.11 \| 11.45 \| 12.05 \|\n\| Total Capital ratio-3(4) \| 15.30 \| 17.08 \| 12.80 \| 14.52 \|\n\| \| December 31, \| \| \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| In millions of dollars \| 2015 \| 2014 \| 2013 \| 2012 \| 2011 \|\n\| Consumer loans \| \| \| \| \| \|\n\| In U.S. offices \| \| \| \| \| \|\n\| Mortgage and real estate-1 \| $80,281 \| $96,533 \| $108,453 \| $125,946 \| $139,177 \|\n\| Installment, revolving credit, and other \| 3,480 \| 14,450 \| 13,398 \| 14,070 \| 15,616 \|\n\| Cards \| 112,800 \| 112,982 \| 115,651 \| 111,403 \| 117,908 \|\n\| Commercial and industrial \| 6,407 \| 5,895 \| 6,592 \| 5,344 \| 4,766 \|\n\| Lease financing \| — \| — \| — \| — \| 1 \|\n\| \| $202,968 \| $229,860 \| $244,094 \| $256,763 \| $277,468 \|\n\| In offices outside the U.S. \| \| \| \| \| \|\n\| Mortgage and real estate-1 \| $47,062 \| $54,462 \| $55,511 \| $54,709 \| $52,052 \|\n\| Installment, revolving credit, and other \| 29,480 \| 31,128 \| 33,182 \| 33,958 \| 32,673 \|\n\| Cards \| 27,342 \| 32,032 \| 36,740 \| 40,653 \| 38,926 \|\n\| Commercial and industrial \| 21,679 \| 22,561 \| 24,107 \| 22,225 \| 21,915 \|\n\| Lease financing \| 427 \| 609 \| 769 \| 781 \| 711 \|\n\| \| $125,990 \| $140,792 \| $150,309 \| $152,326 \| $146,277 \|\n\| Total consumer loans \| $328,958 \| $370,652 \| $394,403 \| $409,089 \| $423,745 \|\n\| Unearned income-2 \| 825 \| -682 \| -572 \| -418 \| -405 \|\n\| Consumer loans, net of unearned income \| $329,783 \| $369,970 \| $393,831 \| $408,671 \| $423,340 \|\n\| Corporate loans \| \| \| \| \| \|\n\| In U.S. offices \| \| \| \| \| \|\n\| Commercial and industrial \| $41,147 \| $35,055 \| $32,704 \| $26,985 \| $20,830 \|\n\| Loans to financial institutions \| 36,396 \| 36,272 \| 25,102 \| 18,159 \| 15,113 \|\n\| Mortgage and real estate-1 \| 37,565 \| 32,537 \| 29,425 \| 24,705 \| 21,516 \|\n\| Installment, revolving credit, and other \| 33,374 \| 29,207 \| 34,434 \| 32,446 \| 33,182 \|\n\| Lease financing \| 1,780 \| 1,758 \| 1,647 \| 1,410 \| 1,270 \|\n\| \| $150,262 \| $134,829 \| $123,312 \| $103,705 \| $91,911 \|\n\| In offices outside the U.S. \| \| \| \| \| \|\n\| Commercial and industrial \| $78,420 \| $79,239 \| $82,663 \| $82,939 \| $79,764 \|\n\| Loans to financial institutions \| 28,704 \| 33,269 \| 38,372 \| 37,739 \| 29,794 \|\n\| Mortgage and real estate-1 \| 5,106 \| 6,031 \| 6,274 \| 6,485 \| 6,885 \|\n\| Installment, revolving credit, and other \| 20,853 \| 19,259 \| 18,714 \| 14,958 \| 14,114 \|\n\| Lease financing \| 238 \| 356 \| 527 \| 605 \| 568 \|\n\| Governments and official institutions \| 4,911 \| 2,236 \| 2,341 \| 1,159 \| 1,576 \|\n\| \| $138,232 \| $140,390 \| $148,891 \| $143,885 \| $132,701 \|\n\| Total corporate loans \| $288,494 \| $275,219 \| $272,203 \| $247,590 \| $224,612 \|\n\| Unearned income-3 \| -660 \| -554 \| -562 \| -797 \| -710 \|\n\| Corporate loans, net of unearned income \| $287,834 \| $274,665 \| $271,641 \| $246,793 \| $223,902 \|\n\| Total loans—net of unearned income \| $617,617 \| $644,635 \| $665,472 \| $655,464 \| $647,242 \|\n\| Allowance for loan losses—on drawn exposures \| -12,626 \| -15,994 \| -19,648 \| -25,455 \| -30,115 \|\n\| Total loans—net of unearned incomeand allowance for credit losses \| $604,991 \| $628,641 \| $645,824 \| $630,009 \| $617,127 \|\n\| Allowance for loan losses as a percentage of total loans—net of unearned income-4 \| 2.06% \| 2.50% \| 2.97% \| 3.92% \| 4.69% \|\n\| Allowance for consumer loan losses as a percentage oftotal consumer loans—net of unearned income-4 \| 3.01% \| 3.68% \| 4.34% \| 5.57% \| 6.45% \|\n\| Allowance for corporate loan losses as a percentage oftotal corporate loans—net of unearned income-4 \| 0.96% \| 0.89% \| 0.97% \| 1.14% \| 1.31% \|\n\| (in millions) \| GAAP Premiums \| Net Investment Income \| Realized Capital Gains (Losses) \| Total Revenues \| Operating Income \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| 2004 \| \| \| \| \| \|\n\| Japan and Other: \| \| \| \| \| \|\n\| Life insurance \| $4,469 \| $1,371 \| $-134 \| $5,706 \| $1,079 \|\n\| Personal accident \| 3,307 \| 96 \| 16 \| 3,419 \| 932 \|\n\| Group products \| 1,229 \| 378 \| -42 \| 1,565 \| 133 \|\n\| Individual fixed annuities \| 312 \| 1,011 \| 4 \| 1,327 \| 236 \|\n\| Individual variable annuities \| 68 \| 142 \| — \| 210 \| 13 \|\n\| Total \| $9,385 \| $2,998 \| $-156 \| $12,227 \| $2,393 \|\n\| Asia: \| \| \| \| \| \|\n\| Life insurance \| $10,469 \| $2,676 \| $497 \| $13,642 \| $2,098 \|\n\| Personal accident \| 994 \| 83 \| 17 \| 1,094 \| 260 \|\n\| Group products(c) \| 986 \| 53 \| 14 \| 1,053 \| 90 \|\n\| Individual fixed annuities \| 83 \| 23 \| — \| 106 \| 7 \|\n\| Individual variable annuities \| — \| 1 \| — \| 1 \| — \|\n\| Total \| $12,532 \| $2,836 \| $528 \| $15,896 \| $2,455 \|\n\| Total Foreign Life Insurance & Retirement Services: \| \| \| \| \| \|\n\| Life insurance \| $14,938 \| $4,047 \| $363 \| $19,348 \| $3,177 \|\n\| Personal accident \| 4,301 \| 179 \| 33 \| 4,513 \| 1,192 \|\n\| Group products(c) \| 2,215 \| 431 \| -28 \| 2,618 \| 223 \|\n\| Individual fixed annuities \| 395 \| 1,034 \| 4 \| 1,433 \| 243 \|\n\| Individual variable annuities \| 68 \| 143 \| — \| 211 \| 13 \|\n\| Total \| $21,917 \| $5,834 \| $372 \| $28,123 \| $4,848 \|\nThe question is:\nWhat is the average amount of Group products of GAAP Premiums, and Commercial and industrial In U.S. offices of December 31, 2012 ?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjQxNDDXM1DSUSouqcxJBYoUlQKpWgAfQQm9KQAAAA==" } }	table__multihier___91379
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2018 \| 2017 \| 2016 \|\n\| --- \| --- \| --- \| --- \|\n\| Pension expense – Continuing operations \| $91.8 \| $72.0 \| $55.8 \|\n\| Settlements, termination benefits, and curtailments (included above) \| 48.9 \| 15.0 \| 6.0 \|\n\| Weighted average discount rate – Service cost \| 3.2% \| 2.9% \| 4.1% \|\n\| Weighted average discount rate – Interest cost \| 2.9% \| 2.5% \| 3.4% \|\n\| Weighted average expected rate of return on plan assets \| 6.9% \| 7.4% \| 7.5% \|\n\| Weighted average expected rate of compensation increase \| 3.5% \| 3.5% \| 3.5% \|\n\| \| Year EndedDecember 31, \| \| \| Year EndedDecember 31, \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2014 \| 2013 \| Change \| 2013 \| 2012 \| Change \|\n\| Other income (expense): \| \| \| \| \| \| \|\n\| Interest expense \| $-96 \| $-56 \| 73% \| $-56 \| $-39 \| 43% \|\n\| Other income (expense), net \| 55 \| -230 \| n/a \| -230 \| 2 \| n/a \|\n\| Total other expense, net \| $-41 \| $-286 \| -85% \| $-286 \| $-37 \| 666% \|\n\| Net income attributable to non-controlling interest \| $-35 \| $-16 \| 115% \| $-16 \| $-10 \| 58% \|\n\| \| Trading and Clearing Segment Year Ended December 31, \| \| \| Data and Listings Segment Year Ended December 31, \| \| \| Consolidated Year Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2016 \| 2015 \| 2014 \| 2016 \| 2015 \| 2014 \| 2016 \| 2015 \| 2014 \|\n\| Total revenues, less transaction-based expenses \| $2,102 \| $2,062 \| $2,034 \| $2,397 \| $1,276 \| $1,058 \| $4,499 \| $3,338 \| $3,092 \|\n\| Operating expenses \| 880 \| 915 \| 1,011 \| 1,452 \| 673 \| 633 \| 2,332 \| 1,588 \| 1,644 \|\n\| Less: NYSE and Interactive Data transaction and integration costs and acquisition related success fees \| 1 \| 24 \| 60 \| 45 \| 59 \| 64 \| 46 \| 83 \| 124 \|\n\| Less: Employee severance costs related to Creditex U.K. brokerage operations \| 4 \| — \| — \| — \| — \| — \| 4 \| — \| — \|\n\| Less: Creditex customer relationship intangible asset impairment \| 33 \| — \| — \| — \| — \| — \| 33 \| — \| — \|\n\| Less: Amortization of acquisition-related intangibles \| 72 \| 82 \| 83 \| 230 \| 58 \| 48 \| 302 \| 140 \| 131 \|\n\| Adjusted operating expenses \| $770 \| $809 \| $868 \| $1,177 \| $556 \| $521 \| $1,947 \| $1,365 \| $1,389 \|\n\| Operating income \| $1,222 \| $1,147 \| $1,023 \| $945 \| $603 \| $425 \| $2,167 \| $1,750 \| $1,448 \|\n\| Adjusted operating income \| $1,332 \| $1,253 \| $1,166 \| $1,220 \| $720 \| $537 \| $2,552 \| $1,973 \| $1,703 \|\n\| Operating margin \| 58% \| 56% \| 50% \| 39% \| 47% \| 40% \| 48% \| 52% \| 47% \|\n\| Adjusted operating margin \| 63% \| 61% \| 57% \| 51% \| 56% \| 51% \| 57% \| 59% \| 55% \|\n\| Net income attributable to Intercontinental Exchange, Inc. \| \| \| \| \| \| \| $1,422 \| $1,274 \| $981 \|\n\| Add: NYSE and Interactive Data transaction and integration costs and acquisition related success fees \| \| \| \| \| \| \| 46 \| 83 \| 124 \|\n\| Add: Amortization of acquisition-related intangibles \| \| \| \| \| \| \| 302 \| 140 \| 131 \|\n\| Add: Employee severance costs related to Creditex U.K. brokerage operations \| \| \| \| \| \| \| 4 \| — \| — \|\n\| Add: Creditex customer relationship intangible asset impairment \| \| \| \| \| \| \| 33 \| — \| — \|\n\| Add: Litigation settlements and accruals, net \| \| \| \| \| \| \| — \| 15 \| — \|\n\| Add: Pre-acquisition interest expense on debt issued for Interactive Data acquisition \| \| \| \| \| \| \| — \| 5 \| — \|\n\| Less: Net gain on the sale of 6% remaining ownership in Euronext \| \| \| \| \| \| \| — \| — \| -4 \|\n\| Less: Other income from OCC equity investment \| \| \| \| \| \| \| — \| — \| -26 \|\n\| Less: Income tax effect related to the items above \| \| \| \| \| \| \| -143 \| -83 \| -89 \|\n\| Less: Deferred tax adjustments on acquisition-related intangibles \| \| \| \| \| \| \| -22 \| -82 \| -14 \|\n\| Add: Other tax adjustments \| \| \| \| \| \| \| 23 \| 7 \| 12 \|\n\| Less: Income from discontinued operations, net of tax \| \| \| \| \| \| \| — \| — \| -11 \|\n\| Adjusted net income attributable to ICE common shareholders from continuing operations \| \| \| \| \| \| \| $1,665 \| $1,359 \| $1,104 \|\n\| Basic earnings per share attributable to ICE common shareholders from continuing operations \| \| \| \| \| \| \| $2.39 \| $2.29 \| $1.70 \|\n\| Diluted earnings per share attributable to ICE common shareholders from continuing operations \| \| \| \| \| \| \| $2.37 \| $2.28 \| $1.69 \|\n\| Adjusted basic earnings per share attributable to ICE common shareholders from continuing operations \| \| \| \| \| \| \| $2.80 \| $2.44 \| $1.93 \|\n\| Adjusted diluted earnings per share attributable to ICE common shareholders from continuing operations \| \| \| \| \| \| \| $2.78 \| $2.43 \| $1.92 \|\n\| Basic weighted average common shares outstanding \| \| \| \| \| \| \| 595 \| 556 \| 570 \|\n\| Diluted weighted average common shares outstanding \| \| \| \| \| \| \| 599 \| 559 \| 573 \|\nThe question is:\nIn which year is Operating income for Trading and Clearing Segment Year Ended December 31 greater than 2100?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.125	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMjIwNFPSUSouqcxJBXKLSoFULQCZkdt3JgAAAA==" } }	table__multihier___91381
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| \| 2011 \| 2010 \|\n\| --- \| --- \| --- \|\n\| Beginning balance \| $156,925 \| $218,040 \|\n\| Gross increases in unrecognized tax benefits – prior year tax positions \| 11,901 \| 9,580 \|\n\| Gross decreases in unrecognized tax benefits – prior year tax positions \| -4,154 \| -7,104 \|\n\| Gross increases in unrecognized tax benefits – current year tax positions \| 32,420 \| 15,108 \|\n\| Settlements with taxing authorities \| -29,101 \| -70,484 \|\n\| Lapse of statute of limitations \| -3,825 \| -7,896 \|\n\| Foreign exchange gains and losses \| -559 \| -319 \|\n\| Ending balance \| $163,607 \| $156,925 \|\n\| \| Notional Amount as of December 31, \| \| Gain (Loss) Recognized in OCI Year Ended December 31, \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| \| 2017 \| 2016 \| 2017 \| 2016 \| 2015 \|\n\| Foreign currency contracts \| $— \| $100 \| $-7 \| $-237 \| $661 \|\n\| Foreign currency denominated debt \| 13,147 \| 11,113 \| -1,505 \| 304 \| -24 \|\n\| Total \| $13,147 \| $11,213 \| $-1,512 \| $67 \| $637 \|\n\| Year Ended December 31, \| 2017 \| 2016 \| 2015 \|\n\| --- \| --- \| --- \| --- \|\n\| Stock-based compensation expense \| $219 \| $258 \| $236 \|\n\| Advertising expenses \| 3,958 \| 4,004 \| 3,976 \|\n\| Selling and distribution expenses1 \| 3,257 \| 5,177 \| 6,025 \|\n\| Other operating expenses \| 5,062 \| 5,823 \| 6,190 \|\n\| Selling, general and administrative expenses \| $12,496 \| $15,262 \| $16,427 \|\n\| \| December 31, 2017 \| \| December 31, 2016 \| \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| Cash, cash equivalents and short-term investments \| $13 \| \| $49 \| \|\n\| Trade accounts receivable, less allowances \| 10 \| \| 43 \| \|\n\| Inventories \| 11 \| \| 264 \| \|\n\| Prepaid expenses and other assets \| 12 \| \| 114 \| \|\n\| Equity method investments \| — \| \| 1 \| \|\n\| Other investments \| — \| \| 42 \| \|\n\| Other assets \| 7 \| \| 17 \| \|\n\| Property, plant and equipment — net \| 85 \| \| 1,780 \| \|\n\| Bottlers' franchise rights with indefinite lives \| 5 \| \| 1,388 \| \|\n\| Goodwill \| 103 \| \| 390 \| \|\n\| Other intangible assets \| 1 \| \| 51 \| \|\n\| Allowance for reduction of assets held for sale \| -28 \| \| -1,342 \| \|\n\| Assets held for sale \| $219 \| 1 \| $2,797 \| 3 \|\n\| Accounts payable and accrued expenses \| $22 \| \| $393 \| \|\n\| Accrued income taxes \| — \| \| 13 \| \|\n\| Other liabilities \| 12 \| \| 1 \| \|\n\| Deferred income taxes \| 3 \| \| 303 \| \|\n\| Liabilities held for sale \| $37 \| 2 \| $710 \| 4 \|\nThe question is:\nwhat is the growth rate in the balance of unrecognized tax benefits during 2010?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.5625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "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", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJS0jXQM7IwMLJU0lEqLqnMSQUKFZUCqVoA3GRA5SoAAAA=" } }	table__multihier___91385
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| (in millions of U.S. dollars) \| Credit Line1 \| Usage \| Expiry Date \|\n\| --- \| --- \| --- \| --- \|\n\| Unsecured Liquidity Facilities \| \| \| \|\n\| ACE Limited2 \| $500 \| $142 \| Nov. 2012 \|\n\| Unsecured Operational LOC Facilities \| \| \| \|\n\| ACE Limited \| 1,000 \| 811 \| Nov. 2012 \|\n\| Unsecured Capital Facilities \| \| \| \|\n\| ACE Limited3 \| 438 \| 256 \| Dec. 2013 \|\n\| Total \| $1,938 \| $1,209 \| \|\n\| \| 2008 \| \| \| 2007 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (in millions of U.S. dollars) \| Gross \| Ceded \| Net \| Gross \| Ceded \| Net \|\n\| Case reserves \| $16,583 \| $6,539 \| $10,044 \| $15,625 \| $6,077 \| $9,548 \|\n\| IBNR \| 20,593 \| 6,396 \| 14,197 \| 21,487 \| 7,443 \| 14,044 \|\n\| Total \| $37,176 \| $12,935 \| $24,241 \| $37,112 \| $13,520 \| $23,592 \|\n\| \| 2008 \| \| \| 2007 \| \| \|\n\| --- \| --- \| --- \| --- \| --- \| --- \| --- \|\n\| (in millions of U.S. dollars) \| Gross \| Ceded \| Net \| Gross \| Ceded \| Net \|\n\| Property and all other \| \| \| \| \| \| \|\n\| Case reserves \| $3,180 \| $1,367 \| $1,813 \| $2,901 \| $1,256 \| $1,645 \|\n\| Loss expenses \| 264 \| 92 \| 172 \| 230 \| 55 \| 175 \|\n\| IBNR \| 2,456 \| 1,084 \| 1,372 \| 2,824 \| 1,095 \| 1,729 \|\n\| Subtotal \| 5,900 \| 2,543 \| 3,357 \| 5,955 \| 2,406 \| 3,549 \|\n\| Casualty \| \| \| \| \| \| \|\n\| Case reserves \| 8,700 \| 3,178 \| 5,522 \| 8,747 \| 3,150 \| 5,597 \|\n\| Loss expenses \| 3,871 \| 1,779 \| 2,092 \| 3,348 \| 1,544 \| 1,804 \|\n\| IBNR \| 17,455 \| 5,144 \| 12,311 \| 18,070 \| 6,193 \| 11,877 \|\n\| Subtotal \| 30,026 \| 10,101 \| 19,925 \| 30,165 \| 10,887 \| 19,278 \|\n\| A&H \| \| \| \| \| \| \|\n\| Case reserves \| 536 \| 121 \| 415 \| 370 \| 68 \| 302 \|\n\| Loss expenses \| 32 \| 2 \| 30 \| 29 \| 4 \| 25 \|\n\| IBNR \| 682 \| 168 \| 514 \| 593 \| 155 \| 438 \|\n\| Subtotal \| 1,250 \| 291 \| 959 \| 992 \| 227 \| 765 \|\n\| Total \| \| \| \| \| \| \|\n\| Case reserves \| 12,416 \| 4,666 \| 7,750 \| 12,018 \| 4,474 \| 7,544 \|\n\| Loss expenses \| 4,167 \| 1,873 \| 2,294 \| 3,607 \| 1,603 \| 2,004 \|\n\| IBNR \| 20,593 \| 6,396 \| 14,197 \| 21,487 \| 7,443 \| 14,044 \|\n\| Total \| $37,176 \| $12,935 \| $24,241 \| $37,112 \| $13,520 \| $23,592 \|\n\| \| 2009 \| 2010 \| 2011 \| 2012 \| 2013 \|\n\| --- \| --- \| --- \| --- \| --- \| --- \|\n\| Masco \| $128.21 \| $120.32 \| $102.45 \| $165.80 \| $229.59 \|\n\| S&P 500 Index \| $125.92 \| $144.58 \| $147.60 \| $171.04 \| $225.85 \|\n\| S&P Industrials Index \| $120.19 \| $151.89 \| $150.97 \| $173.87 \| $243.73 \|\n\| S&P Consumer Durables & Apparel Index \| $136.29 \| $177.91 \| $191.64 \| $232.84 \| $316.28 \|\nThe question is:\nWhat's the growth rate of IBNR of A&H of Gross in 2008?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.1875	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "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", "part_5": "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", "part_6": "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", "part_7": "ODVhpybs1ISdfN04+bpx8nXj5OvGydeNE9NxYjpOTMfJ141T93DqHk7dw8nXjZOvGydfN06+bpx83TixyyZ22cQum3zd+B6K//Kz/3XWd48H//Tuu+s/PQB9X+7vqa0GK8HxSBLwyLD3yUDVZW/HYfNFXQ9JQa2Xy+7YtV7U9ZAcrOPykIQlny7+Utf7JOEur+hj12We+Do3trkx33aShDBJCJOEMEkIkoQgSQiShCBJCJKEIEkIkoQgSQiShDArCLOCICsIsoIgKwiygiArCLKCICsIsoIgK4gHO/LBljQrCLKCICsIsoIgKwiX2/V2wV1xsoIwKwizgjArCLKCICsIsoIgKwiygiArCLKCICsIsoIwKwizgjArCLKCICsIsoIgKwiygiArCLKCICsIsoIwKwizgjArCLKCICsIsoIgKwiygiArCLKCICsIsoIwKwi4H3A/4H7A/YD7AfcD7gfcD7gfcj8ge0D2gOwB2QOyB2QPyB6QPSB7SPaA3QG7A3YH7A7YHbA7YHfA7oDdIbsDOgd0Dugc0Dmgc0DngM4BnfMJOt8R6ceb2w9vr76/eZTSu8tx/wir0Kgzykw+wewnLnbP7h6X2+li+aohDgzv3eWhCJYYRF8yxD3L83I7DdGvGuLA9MrLw/tXeYFyIpzoJrKZMD1lekLthNoJtRNqJ9ROqJ1QO6F2Qu2EywmXEy4nXE64nHA5YW+C0wSnCU4TnCY4TXCaIDOhYELBhIIJBdO1zAdX2GjNdxAKJmBLwJaALQFbArYEbAnYErAlYEtYlbAqYVXCqoRVCasSViWsSliVwCmBUwKnBE4JnBLkJIxJGJMwJmFMwpiEHAkqElQkqEhQkaAiAUCi+IniJ4qfKH6i+PWEjn/9/t3Nj7+//nD2ix8/fPzDm7Ofnf38hx+uPlx//5iu53IZ91JrVmZSZk42fyQ4+UjwTy1+ZvwtP/OeCOt6uR/Hn5l/05AHQuzH5VLHIetvGjIOb4vF5XYasv+mIT8RJMfd+mzHIbmx69zY5sYUdgVBCmQUyCiQUSCjQEYBggIEBQgKEBQgKEBQSH8h/YX0F9JfSH8h/YXYF2JfiH0h9oXYF2JfSHgh4YWEFxJeSHi5lAhzIcyFMBfCXAhzIcyF3BZyW8htIbeF3BZyW8htIbeF3BZyW8htIbeF3BZyW8htIbeF3BYCWwhsIbCFwBYCyzL43Odjn099jfw18sdaspSsZPszGGCdG9vcmMK8CfMmzJswb4K3Cd4meNlBPltacLbevMCGhZuzcHPYlIuXplPPDQZY58Y2N6abw7b1udRytNXolYmsTIS9z9Zn57Px2fc8yfIgy3Ms0eFTrOVpq9MbP3", "part_8": "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", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDUwsFDSUSouqcxJBYoUlQKpWgCdkHgsKQAAAA==" } }	table__multihier___91387
[ { "content": "You are given one or more tables. Use the information in the tables to answer the following question.\n\| Quarter Ended \| Operating Revenues \| Operating Income (Loss) \| Net Income (Loss) \| Net Income (Loss) Available to Common Stockholder \|\n\| --- \| --- \| --- \| --- \| --- \|\n\| CILCO \| \| \| \| \|\n\| March 31, 2008 \| $345 \| $48 \| $26 \| $ 26 \|\n\| March 31, 2007 \| 315 \| 47 \| 27 \| 27 \|\n\| June 30, 2008 \| 232 \| 22 \| 12 \| 11 \|\n\| June 30, 2007 \| 226 \| 39 \| 21 \| 20 \|\n\| September 30, 2008 \| 264 \| 43 \| 24 \| 24 \|\n\| September 30, 2007 \| 211 \| 23 \| 10 \| 10 \|\n\| December 31, 2008 \| 306 \| 19 \| 7 \| 7 \|\n\| December 31, 2007 \| 259 \| 34 \| 18 \| 17 \|\n\| IP \| \| \| \| \|\n\| March 31, 2008 \| $503 \| $27 \| $3 \| $ 2 \|\n\| March 31, 2007 \| 515 \| 40 \| 15 \| 14 \|\n\| June 30, 2008 \| 360 \| 8 \| -10 \| -10 \|\n\| June 30, 2007 \| 365 \| 29 \| 7 \| 7 \|\n\| September 30, 2008 \| 353 \| 29 \| 5 \| 4 \|\n\| September 30, 2007 \| 356 \| 8 \| -4 \| -5 \|\n\| December 31, 2008 \| 480 \| 39 \| 7 \| 7 \|\n\| December 31, 2007 \| 410 \| 32 \| 8 \| 8 \|\n\| \| 2008 \| 2007 \| 2006 \|\n\| --- \| --- \| --- \| --- \|\n\| UE \| $264 \| $267 \| $249 \|\n\| CIPS \| - \| 40 \| 50 \|\n\| Genco \| 101 \| 113 \| 113 \|\n\| CILCORP(a) \| - \| - \| 50 \|\n\| IP \| 60 \| 61 \| - \|\n\| Nonregistrants \| 109 \| 46 \| 60 \|\n\| Dividends paid by Ameren \| $534 \| $527 \| $522 \|\n\| \| Interest Expense \| Net Income (a) \|\n\| --- \| --- \| --- \|\n\| Ameren(b) \| $14 \| $-9 \|\n\| UE \| 6 \| -3 \|\n\| CIPS \| 1 \| -1 \|\n\| Genco \| 1(c) \| \|\n\| CILCORP \| 5 \| -3 \|\n\| CILCO \| 3 \| -2 \|\n\| IP(c) \| \| (c) \|\n\| \| Net Undeveloped Acres Expiring \| \| \|\n\| --- \| --- \| --- \| --- \|\n\| (In thousands) \| 2013 \| 2014 \| 2015 \|\n\| U.S. \| 436 \| 189 \| 130 \|\n\| Canada \| — \| — \| — \|\n\| Total North America \| 436 \| 189 \| 130 \|\n\| E.G. \| — \| 36 \| — \|\n\| Other Africa \| 858 \| — \| 189 \|\n\| Total Africa \| 858 \| 36 \| 189 \|\n\| Total Europe \| — \| 216 \| 1,155 \|\n\| Other International \| — \| — \| 49 \|\n\| Worldwide \| 1,294 \| 441 \| 1,523 \|\nThe question is:\nWhat's the current increasing rate of Operating revenues of CILCO?\nPlease output the final answer within \\boxed{}.", "role": "user" } ]	table__multihier	table	true	0	0.0625	{ "part_1": "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", "part_2": "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", "part_3": "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", "part_4": "BZiUYSjCUYCjBUIKhBEMJhhLwpOBJ0JKgJUFLgpYELQlacvPo8vPNg5YULQk8Engk8EjgkcAjgUcCjwQeCTzy0XKDFgkt0hXhknBNuChcFS4LaJHSIqFFQouEFgktEloktEhokdAioUX6+pXAI4FHAo8EHgk8Engk8EjgkcAjgUcCjwQeCTwSeCTwSOCR4CLBRYKLBBcJLhJcJLhIcJEAIn3VSXiR8CLhRcKLhBcJL3J9dPn5YcOLlBcJLxJeJLxIeJHwIuFFwouEF0hCRVitsFgxN5q+i4qo54gfO/Qe8y+//cO/fnXwVQbdITtUh+jQHJIrsFC+yhSUKChRUKKgREGJghIFJYqXlYIZBSQKSBSQKCBRQKKARAGJAgslFgosFFgosFBgocBCgYWKR5efbx4sFBwoOFBwoOBAwYGCAwUHymXumsTqyyXnmnPRuepcdph7ae6FuRfmXph7Ye6FuRfmXv3o8vPDxtzL6lnh9YXXF15feH3h9YXXF15fvCgUzl/WxwoQFCAoQFCAoABBAYICBMV7Q4GFEgsFFgosFFgosFBgocBCgYUCCwUWCg4UHCg4UHCg4EDBgYIDfeBN4cuv5teEcW/Drl9Lw1aGGy40XGi40AfeJ/aXf/cyMTb7yzMmQzLimINlDrjv6aE3SGiR0CChQUKDhAYJDRIaJDRIaJDQIKFBQoOEBgkNEhokNEhokNAgoWFAw4CGAQ0DGgY0DGgY0Lh+4/qN6zeu37h+4/qN6zc+3/h84/ONzzc+3/h816MrzHeEzzfG3i5b160L15Xr0nXtYuWNdzfe3Xh3492Ndzfe3Xh349aNPTf23NhzY8+NPTf23NhzY8iNAzcO3Dhw48CNAzcO3DjwOOCBv399db37y+Wbm+uLq5s3lk3uD7hlqAdQnj8NDHFgiANDHAcM8eBc3h8NjP1U8rgfG1g6y4PVweJgbQwf3eRcy4Hn+E+XP12+2l29enPyw8Xlq5Ov/+vkN9/vrndX9CZ03vcmuBPwoMxzsoVHuvBIFx7pcuCRPjOt930PHct+WvmxQ4y7IWI/BBNkfmMOljlY52B61CjEHYtHdisPbeWhrTy0lYeG6NAckkNxCA69ITf2O2x3fAn2fM/jPfZFbIvYFbEpYk/Elogd0fRiHHM3T8zdPDF388TczRNzN0/M3Twxd/MEPTtxt6YeVtCXVze3//fNzcnv/vbD7urN7t1quvvdr0HTzs9/du6Aunj/a43OtvufzHkKNQc9B2MOmPY6BTwfmnLCppywKSdoygmacoKmnKApJ2jKCZpy", "part_5": "gqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppywKSdoygmacoKmnKApJ2jKCZpygqacoCknaMoJm3LCppzwFzYGPTpBj07QoxP06AQ9OkGPTtCjE/ToBD06YY9O2KMT9ugEPTpBj07QoxP06AQ9OkGPTtCjE/ToBL+3MOhePUTbcUdM7Vf31XzjAJXfj/9zIp/lfvicR6g56DkYc7DMwToH8/1C55DOIZ1DOgd0Dugc0Dmgc0DngM4BnQM6B3QO6RzSOaRzQOeAzgGdAzoHdA7oHNA5oHNA53i0PB6tj0cLBDqHqTf3Jt/sm37z7wKAziGdA/4G/A34G/A34G/A34C/AX8D/ob8DQgbEDYgbEDYgLABYQPCBoQNCBsSNmBowNCAoQFDA4YGDA0YGjA0YGjI0ICSASUDSgaUDCgZUDKgZEDJgJIhJQMOBhwMOBhwMOBgwMGAgwEHAw6GHAxIF5AuIF1AuoB0AekC0gWkC0gXki5gWcCygGUBywKWBSwLWBawLA+w7L4X9BDNNne40QPcoLs/zwM0u7/CAZ49XCDnMWoOeg7GHCxzsM7BfM/wLOVZQqyEWAmxEmIlxEqIlRArIVZCrARCCYQSCCUQSiCUQCiBUAKhBEIJVxKuJFxJuJJwJeFKwpWEKwlXEpCkC8AV4BJwDbgIXAUuA0CSkCMhR0KOhBwJORJyJORIyJGQI0FFgooEFQkqElQkqEhQkaAiQUXChoQNCRsSNiRsSNiQsCFhQ8KGBAYJDBIYJDBIYJDAIIFBAoMEBon7J+6fuH/i/on7J+6fuH/i/on7J3af2H1i94ndJ3af2H1i94nd1wG73zdSHvT7X7389Z0ju9Oy0GGdAymhJISEjpARKkJEaKgw8sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7nK5ud5ccK44l5xrzkXnqsO5C+cunLtw7sK5C+cunLtw7sK5C+cunLtw7sK5C+cun", "part_6": "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", "part_7": "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", "part_8": "vTsOL0/DiNLw4DS9Pw8vj7+L4uzj+Lo6/i+Pv4vi7OP4ujr+L4+/i+Ls8/i7Pu4vz7uK8uzjvLs67i/Pu4ry7OO8uzruL8+7yvLs84C4OuIsD7uKAuzjgLg64iwPu4oC7OOAuDrjLI+ziCLs4wi6OsIsj7OIIuzjCLo6wiyPs4gi7PKQuDqmLQ+rikLo4pC4OqYtD6uKQujikLg6py2Po4hi6OIYujqGLY+jiGLo4hi6OoYtj6OIYujxoLg6ai4Pm4qC5OGguDpqLg+bioLk4aC4Omouz4+LsuDg7Ls6Oi7Pj4uy4ODuuM2xH19F08BwsB8fBcPAb7Cacw/QAAoCExAiIERAjIEZAjIAYATECYgTECIgRIiJARICIABEBIgJEBIgIEBEgIsyVCTEjpsScmBSzYlqw/cDYA2MPjD0w9sDYA2MPzDuw58CeA3sO7Dmw56hHV5jvCEMOHDhw4MCBAwcOHDhw4MBlA1sNbDWw1cBWA1sNbDWwzsArA68MvDLwysArA68M/DAwwMAAAwMMDDAwwMAAA5MLTC4wucDkApMLTC4wOZauGxb3K6xqFjVrmiXNik4vu87BJN7E1hIfS3ws8bHExxIfS3ws8arEnBJzSswpMafEnBJzSgwoMaDEgBIDSgwoMaDEgNK8mRyzY3rMjwkyQ1hOYjmJ5SSWk1hOYjmJ5SQmk5hMYjKJySQmk5hMYjKJySQmk5hMYjKJySS2kthKYiuJrSS2kphFYhaJWeT66OeaaBDNM8MsErNIzCIxi8QsErNIzIIl4RsE64PlwepgcbA2ygutczDZQ2EPhT0U9lDYQ2EPhT0UhlAYQmEIhSEUhlAYQmEBhQUUFlBYQCHsQtiFsAthl7nxoSO0QlqFRAoZFEu9WOrFUi+WerHUi6VeLPViqRcLuFjAxQIuFjC31yxLXyWxGB5DO17PwZiDZQ7WOZgWabNIm0XaLNJmkTYLsVmIzUJsFmKz2JrF1iy2ZrE1i61ZbM1iaxZbs9ga7TfibxYia22QKLwZax6O0HMw5mCZg3UOptSwpBem4Ms1q53Fzlpns8heka0ib9W8VKOVlQn5go2MUBEiAhfQAljwZs2LNSLcMiEUiSDRIzwBJ9CE1+upCtxzFbjnKnDPVeCeq8A9V4F7ruj2XNHtuaLbc0W354puzxXdniu6Td22rdu2n1s1ddumbtvUbZu6bVO3beq2Td22qds2ddu2btt+1NTUbZu6bVO3beq2Td22qds2ddumbtvUbdu6bVOobQq1TaG2KdQ2hdqmUNsUaptCbVOobQu1", "part_9": "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", "part_10": "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" }	{ "ground_truth": { "compressed": "H4sIABL8N2gC/6tWSi/KL81LiS8pKi3JULJSMtAzNDYxNVLSUSouqcxJBYoUlQKpWgA3Nqe4KQAAAA==" } }	table__multihier___91388

Subsets and Splits

No community queries yet

The top public SQL queries from the community will appear here once available.