Datasets:
Download vbvr_bench_visual_shift/inputs/G-29/00002/input.json from xvreason/XVReason-VisualShift: direct link, hf CLI and curl.
- Browser
- Download file 43.3 kB
-
https://huggingface.co/datasets/xvreason/XVReason-VisualShift/resolve/main/vbvr_bench_visual_shift/inputs/G-29/00002/input.json
- Command line
-
hf download hf://datasets/xvreason/XVReason-VisualShift/vbvr_bench_visual_shift/inputs/G-29/00002/input.json
-
curl -L -o input.json https://huggingface.co/datasets/xvreason/XVReason-VisualShift/resolve/main/vbvr_bench_visual_shift/inputs/G-29/00002/input.json
43.3 kB
| {"family":"G-29","sample":"00002","width":1024,"height":1024,"fps":10.0,"frames":30,"source_sha256":"d6b8c9d0467f992ed7d2f8c758af6070071a352a63040bf293e665091c634929","source_prompt":"The scene shows a bar chart titled 'Monthly Product Sales Statistics 2024' with Month on the x-axis and Sales on the y-axis. Find the month with the lowest sales and draw a red rectangular border around the corresponding bar to highlight it.","objects":[{"center":[667.5,503.0],"bbox":[620,238,96,531],"polygon":[[622,238],[620,767],[713,768],[715,240]],"rgb":[251,140,0],"area":50340.0,"shape":"square"},{"center":[461.5,614.0],"bbox":[414,460,96,309],"polygon":[[416,460],[414,767],[508,768],[509,460]],"rgb":[132,207,233],"area":29248.5,"shape":"square"},{"center":[255.5,731.0],"bbox":[208,694,96,75],"polygon":[[208,694],[208,768],[303,768],[303,694]],"rgb":[67,132,175],"area":7030.0,"shape":"square"}],"coordinate_space":"normalized1024","checks":{"native_chart_type_preserved":"bar","native_frame_count":30,"source_geometry_normalized_to_1024":true,"typography_has_original_counterspaces":true},"adaptations":["Retail physical data exhibit adapts to the native chart type: calibrated product towers, a segmented share platform or paired-score product pegs. Original axes, labels and values retained."],"annotation":[[],[],[],[],[],[],[],[],[],[],[],[],[],[],[],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]],[[[196,690],[196,773],[203,773],[204,779],[307,779],[308,773],[315,773],[315,690],[308,690],[307,682],[204,682],[204,689]]]],"labels":[{"text":"Monthly","bbox":[111,42,165,45],"confidence":96.342545},{"text":"Product","bbox":[294,42,161,36],"confidence":96.342033},{"text":"Sales","bbox":[471,41,117,37],"confidence":96.643074},{"text":"Statistics","bbox":[605,41,188,37],"confidence":96.67981},{"text":"2024","bbox":[809,41,105,37],"confidence":96.662132},{"text":"A","bbox":[162,172,21,21],"confidence":96.085648},{"text":"Sales","bbox":[183,134,78,24],"confidence":96.623322},{"text":"(units)","bbox":[273,134,86,29],"confidence":96.001404},{"text":"25879","bbox":[623,206,87,23],"confidence":96.930389},{"text":"25879","bbox":[63,233,108,26],"confidence":96.724503},{"text":"|","bbox":[153,229,22,42],"confidence":96.294685},{"text":"22865","bbox":[63,329,108,26],"confidence":95.492645},{"text":"|","bbox":[153,325,22,42],"confidence":96.677132},{"text":"19852","bbox":[65,425,106,26],"confidence":96.523834},{"text":"|","bbox":[155,421,18,42],"confidence":93.939148},{"text":"18911","bbox":[419,428,81,23],"confidence":96.731453},{"text":"16838","bbox":[65,521,106,26],"confidence":96.900398},{"text":"|","bbox":[155,517,18,42],"confidence":94.820145},{"text":"13825","bbox":[65,617,106,26],"confidence":96.128128},{"text":"|","bbox":[155,613,18,42],"confidence":94.878281},{"text":"10811","bbox":[65,713,106,26],"confidence":95.55072},{"text":"|","bbox":[156,709,18,41],"confidence":95.55072},{"text":"|","bbox":[616,233,237,550],"confidence":63.800423},{"text":"Jan","bbox":[255,804,50,24],"confidence":96.710594},{"text":"Mar","bbox":[669,804,54,24],"confidence":96.208321},{"text":"Aignth","bbox":[464,804,91,44],"confidence":0.0}],"chart_type":"bar","rendered_prompt":"A retail analytics exhibit uses physical product-display towers, calibrated share sectors or paired-score pegs appropriate to the source chart type. Retain the exact printed chart data and axes. Keep 3 task objects and their recovered positions, identities and dominant colors. Reference-conditioned objects: orange at right / middle, footprint 96 by 531 in the 1024-unit reference layout; cyan at center / middle, footprint 96 by 309 in the 1024-unit reference layout; blue at left / lower, footprint 96 by 75 in the 1024-unit reference layout. The scene shows a bar chart titled 'Monthly Product Sales Statistics 2024' with Month on the x-axis and Sales on the y-axis. Find the month with the lowest sales and draw a red rectangular border around the corresponding bar to highlight it. Use a fixed near-overhead view, physically supported objects, legible task marks and coherent working equipment outside the task 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"} 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