OpenGVLab/GUI-Odyssey
Dataset Card for GUI Odyssey News⭐️ A new and improved version of the GUIOdyssey dataset has been released! 🎉🎉 👉 Please use the latest version and refer to the updated README for the most up-to-date information. We highly recommend using the new version for all training and evaluation! Repository: https://github.com/OpenGVLab/GUI-Odyssey Latest Version of Dataset: hflqf88888/GUIOdyssey Paper: https://arxiv.org/pdf/2406.08451 Introduction… See the full description on the dataset page: https://huggingface.co/datasets/OpenGVLab/GUI-Odyssey.
264.1k
1{2 "episode_id": "1203811710231821",3 "device_info": {4 "product": "sdk_gphone64_x86_64",5 "release_version": "14",6 "sdk_version": "34",7 "h": 3120,8 "w": 1440,9 "device_name": "Pixel 7 Pro"10 },11 "task_info": {12 "category": "General_Tool",13 "app": [14 "Microsoft Copilot",15 "Firefox"16 ],17 "meta_task": "Ask the mathematical theorem {} in AI-related app and search in the brower to double check.",18 "task": "Ask the mathematical theorem Binomial theorem in AI-related app and search in the brower to double check.",19 "instruction": "Utilize Microsoft Copilot to inquire about the Binomial theorem, then use Firefox to verify the information."20 },21 "step_length": 13,22 "steps": [23 {24 "step": 0,25 "screenshot": "1203811710231821_0.png",26 "action": "CLICK",27 "info": [28 [29 390,30 38331 ],32 [33 390,34 38335 ]36 ],37 "ps": "[(390, 383)]"38 },39 {40 "step": 1,41 "screenshot": "1203811710231821_1.png",42 "action": "CLICK",43 "info": [44 [45 339,46 92547 ],48 [49 339,50 92551 ]52 ],53 "ps": "[(339, 925)]"54 },55 {56 "step": 2,57 "screenshot": "1203811710231821_2.png",58 "action": "TEXT",59 "info": "tell me about Binomial theorem",60 "ps": ""61 },62 {63 "step": 3,64 "screenshot": "1203811710231821_3.png",65 "action": "CLICK",66 "info": [67 [68 893,69 57670 ],71 [72 893,73 57674 ]75 ],76 "ps": "[(893, 576)]"77 },78 {79 "step": 4,80 "screenshot": "1203811710231821_4.png",81 "action": "CLICK",82 "info": "KEY_HOME",83 "ps": ""84 },85 {86 "step": 5,87 "screenshot": "1203811710231821_5.png",88 "action": "CLICK",89 "info": [90 [91 125,92 23193 ],94 [95 125,96 23197 ]98 ],99 "ps": "[(125, 231)]"100 },101 {102 "step": 6,103 "screenshot": "1203811710231821_6.png",104 "action": "CLICK",105 "info": [106 [107 438,108 66109 ],110 [111 438,112 66113 ]114 ],115 "ps": "[(438, 66)]"116 },117 {118 "step": 7,119 "screenshot": "1203811710231821_7.png",120 "action": "TEXT",121 "info": "Binomial theorem",122 "ps": ""123 },124 {125 "step": 8,126 "screenshot": "1203811710231821_8.png",127 "action": "CLICK",128 "info": [129 [130 931,131 904132 ],133 [134 931,135 904136 ]137 ],138 "ps": "[(931, 904)]"139 },140 {141 "step": 9,142 "screenshot": "1203811710231821_9.png",143 "action": "SCROLL",144 "info": [145 [146 492,147 837148 ],149 [150 497,151 250152 ]153 ],154 "ps": "[(492, 837), (492, 834), (492, 833), (489, 827), (484, 826), (484, 819), (481, 812), (477, 808), (477, 799), (469, 791), (469, 788), (466, 778), (466, 774), (461, 764), (461, 757), (461, 750), (461, 742), (461, 732), (461, 718), (461, 704), (461, 692), (461, 678), (461, 664), (461, 648), (461, 636), (461, 620), (461, 606), (461, 594), (461, 580), (461, 563), (461, 549), (461, 541), (461, 528), (461, 516), (461, 499), (461, 486), (461, 471), (461, 454), (461, 442), (461, 435), (469, 421), (469, 412), (469, 400), (469, 387), (469, 373), (469, 366), (474, 358), (474, 351), (477, 344), (481, 337), (481, 330), (481, 324), (484, 319), (484, 313), (484, 308), (484, 301), (489, 298), (489, 291), (489, 288), (492, 284), (492, 281), (492, 277), (492, 274), (492, 274), (492, 271), (492, 270), (492, 266), (492, 264), (492, 263), (492, 260), (492, 259), (492, 257), (497, 257), (497, 256), (497, 253), (497, 252), (497, 250)]"155 },156 {157 "step": 10,158 "screenshot": "1203811710231821_10.png",159 "action": "SCROLL",160 "info": [161 [162 560,163 872164 ],165 [166 484,167 277168 ]169 ],170 "ps": "[(560, 872), (560, 868), (560, 865), (560, 858), (558, 852), (550, 845), (545, 834), (543, 827), (537, 819), (529, 808), (529, 791), (514, 777), (506, 752), (504, 738), (499, 724), (497, 711), (489, 692), (481, 678), (477, 661), (474, 650), (469, 637), (461, 615), (461, 604), (454, 583), (451, 558), (446, 548), (446, 527), (443, 514), (443, 502), (443, 492), (443, 479), (443, 468), (443, 460), (443, 453), (443, 447), (443, 442), (443, 435), (443, 430), (446, 418), (446, 414), (446, 407), (446, 400), (446, 393), (446, 390), (446, 383), (446, 375), (451, 370), (451, 363), (451, 358), (454, 352), (454, 347), (454, 340), (454, 337), (461, 331), (461, 327), (461, 323), (461, 319), (461, 317), (466, 310), (469, 308), (469, 305), (469, 303), (469, 301), (469, 298), (474, 296), (474, 294), (477, 291), (477, 288), (477, 285), (481, 284), (481, 282), (484, 281), (484, 278), (484, 277)]"171 },172 {173 "step": 11,174 "screenshot": "1203811710231821_11.png",175 "action": "CLICK",176 "info": [177 [178 268,179 467180 ],181 [182 268,183 467184 ]185 ],186 "ps": "[(268, 467)]"187 },188 {189 "step": 12,190 "screenshot": "1203811710231821_12.png",191 "action": "COMPLETE",192 "info": "",193 "ps": ""194 }195 ]196}