Doctor5benchmark/DocToR-5
DocToR 5 documents Tracing of Robustness Dataset Summary We introduce the DOCTOR 5 benchmark to systematically test the visual and logical robustness of multimodal models. The dataset features approximately 13k+ document images and over 65000 visual question answering pairs. It covers 12 diverse domains including scientific papers financial reports and business presentations. This resource provides a standardized testbed for evaluating models against generation… See the full description on the dataset page: https://huggingface.co/datasets/Doctor5benchmark/DocToR-5.
0104
1{2 "layout_dets": [3 {4 "category_type": "text_block",5 "poly": [6 185.72378540039062,7 203.7188720703125,8 358.4829406738281,9 203.7188720703125,10 358.4829406738281,11 237.8532257080078,12 185.72378540039062,13 237.853225708007814 ],15 "ignore": false,16 "order": 1,17 "anno_id": 0,18 "text": "Solution: A.",19 "line_with_spans": [20 {21 "category_type": "text_span",22 "poly": [23 185.5280885326252,24 205.7168531195756,25 361.1639226426973,26 205.7168531195756,27 361.1639226426973,28 238.50658740936683,29 185.5280885326252,30 238.5065874093668331 ],32 "text": "Solution: A."33 }34 ],35 "attribute": {36 "text_language": "text_simplified_chinese",37 "text_background": "white",38 "text_rotate": "normal"39 }40 },41 {42 "category_type": "text_block",43 "poly": [44 186.780517578125,45 248.50054931640625,46 861.2249145507812,47 248.50054931640625,48 861.2249145507812,49 287.84765625,50 186.780517578125,51 287.8476562552 ],53 "ignore": false,54 "order": 2,55 "anno_id": 8,56 "text": "As shown in the figure, $ \\Delta A B C $ is similar to $ \\Delta B D C $ .",57 "line_with_spans": [58 {59 "category_type": "text_span",60 "poly": [61 181.69150861091833,62 249.89294545219707,63 502.47790207971667,64 249.89294545219707,65 502.47790207971667,66 288.3935422492209,67 181.69150861091833,68 288.393542249220969 ],70 "text": "As shown in the figure,"71 },72 {73 "category_type": "equation_inline",74 "poly": [75 504,76 246.66666666666666,77 593.3333333333333,78 246.66666666666666,79 593.3333333333333,80 282.66666666666663,81 504,82 282.6666666666666383 ],84 "latex": "$ \\Delta A B C $"85 },86 {87 "category_type": "text_span",88 "poly": [89 594.6666666666664,90 249.85954519527274,91 759.181760921484,92 249.85954519527274,93 759.181760921484,94 282.0663552885169,95 594.6666666666664,96 282.066355288516997 ],98 "text": "is similar to"99 },100 {101 "category_type": "equation_inline",102 "poly": [103 757.3811631383877,104 241.98190765441484,105 853.3383143351202,106 241.98190765441484,107 853.3383143351202,108 283.70240817473336,109 757.3811631383877,110 283.70240817473336111 ],112 "latex": "$ \\Delta B D C $"113 },114 {115 "category_type": "text_span",116 "poly": [117 847.6715705119118,118 267.618194308807,119 865.9047814989823,120 267.618194308807,121 865.9047814989823,122 279.7736683001874,123 847.6715705119118,124 279.7736683001874125 ],126 "text": "."127 }128 ],129 "attribute": {130 "text_language": "text_english",131 "text_background": "white",132 "text_rotate": "normal"133 }134 },135 {136 "category_type": "equation_isolated",137 "poly": [138 186.47843291794024,139 292.9091796875001,140 737.1363525390624,141 292.9091796875001,142 737.1363525390624,143 381.26576136278095,144 186.47843291794024,145 381.26576136278095146 ],147 "ignore": false,148 "order": 3,149 "anno_id": 5,150 "latex": "$$\n\\frac{AB}{BC}=\\frac{BC}{DC}\\Rightarrow \\frac{12}{5} =\\frac{5}{DC} \n$$",151 "line_with_spans": [152 {153 "category_type": "equation_isolated",154 "poly": [155 181.33333333333312,156 290.66666666666674,157 738.6666666666665,158 290.66666666666674,159 738.6666666666665,160 381.53484915841,161 181.33333333333312,162 381.53484915841163 ],164 "latex": "$$\n\\frac{AB}{BC}=\\frac{BC}{DC}\\Rightarrow \\frac{12}{5} =\\frac{5}{DC} \n$$"165 }166 ],167 "attribute": {168 "formula_type": "print",169 "equation_language": "equation_en"170 }171 },172 {173 "category_type": "equation_isolated",174 "poly": [175 189.29643881018737,176 388.92201682312555,177 467.6361072786372,178 388.92201682312555,179 467.6361072786372,180 472.1637868323815,181 189.29643881018737,182 472.1637868323815183 ],184 "ignore": false,185 "order": 4,186 "anno_id": 21,187 "latex": "$$DC=25/12=2\\tfrac{1}{12} \\cdot$$",188 "line_with_spans": [189 {190 "category_type": "equation_isolated",191 "poly": [192 179.6830261616103,193 386.9596246014677,194 468.050003624141,195 386.9596246014677,196 468.050003624141,197 475.7646799446001,198 179.6830261616103,199 475.7646799446001200 ],201 "latex": "$$DC=25/12=2\\tfrac{1}{12} \\cdot$$"202 }203 ],204 "attribute": {205 "formula_type": "print",206 "equation_language": "equation_en"207 }208 },209 {210 "category_type": "figure",211 "poly": [212 922.1237182617188,213 275.1280429121377,214 1329.4217818255586,215 275.1280429121377,216 1329.4217818255586,217 485.6781921386719,218 922.1237182617188,219 485.6781921386719220 ],221 "ignore": false,222 "order": 5,223 "anno_id": 2224 },225 {226 "category_type": "text_block",227 "poly": [228 181.98730807515588,229 520.9777943504969,230 1286.8262308926935,231 520.9777943504969,232 1286.8262308926935,233 651.5590014279635,234 181.98730807515588,235 651.5590014279635236 ],237 "ignore": false,238 "order": 6,239 "anno_id": 18,240 "text": "Example 7. In the following diagram (not necessarily to scale), $ \\angle A B E=\\angle A D C $ AE=12 , BC=5 , BE=8 ,and CD=10 . AB+DE is equal to A. 146/3 B. 1120/3 C. 130/2 D. 200 E. none of these",241 "merge_list": [242 {243 "category_type": "text_block",244 "poly": [245 184.88760375976562,246 522.4097290039062,247 1279.798095703125,248 522.4097290039062,249 1279.798095703125,250 606.0305786132812,251 184.88760375976562,252 606.0305786132812253 ],254 "ignore": false,255 "order": 7,256 "anno_id": 3,257 "text": "Example 7. In the following diagram (not necessarily to scale), $ \\angle A B E=\\angle A D C $ AE=6 , BC=2 , BE=3 ,and CD=5 . AB+DE is equal to",258 "line_with_spans": [259 {260 "category_type": "text_span",261 "poly": [262 183.8504141695278,263 525.5465263904786,264 1040.9807068952623,265 525.5465263904786,266 1040.9807068952623,267 561.333333333333,268 183.8504141695278,269 561.333333333333270 ],271 "text": "Example 7. In the following diagram (not necessarily to scale),"272 },273 {274 "category_type": "equation_inline",275 "poly": [276 1040,277 524,278 1261.3333333333333,279 524,280 1261.3333333333333,281 558.6666666666666,282 1040,283 558.6666666666666284 ],285 "latex": "$ \\angle A B E=\\angle A D C $"286 },287 {288 "category_type": "equation_ignore",289 "poly": [290 190.0353873020829,291 564.717758471223,292 522.9102275079583,293 564.717758471223,294 522.9102275079583,295 603.4109022900254,296 190.0353873020829,297 603.4109022900254298 ],299 "text": "AE=6 , BC=2 , BE=3"300 },301 {302 "category_type": "text_span",303 "poly": [304 523.9999999999999,305 566.4141638178166,306 601.3333333333331,307 566.4141638178166,308 601.3333333333331,309 602.4141638178166,310 523.9999999999999,311 602.4141638178166312 ],313 "text": ",and"314 },315 {316 "category_type": "equation_ignore",317 "poly": [318 605.045788006789,319 571.2413426990831,320 850.4335308309371,321 571.2413426990831,322 850.4335308309371,323 600.6513955510404,324 605.045788006789,325 600.6513955510404326 ],327 "text": "CD=5 . AB+DE"328 },329 {330 "category_type": "text_span",331 "poly": [332 854.5811447012619,333 570.6666666666666,334 994.5811447012619,335 570.6666666666666,336 994.5811447012619,337 606.6666666666665,338 854.5811447012619,339 606.6666666666665340 ],341 "text": "is equal to"342 }343 ],344 "attribute": {345 "text_language": "text_english",346 "text_background": "white",347 "text_rotate": "normal"348 }349 },350 {351 "category_type": "text_block",352 "poly": [353 185.39817810058594,354 610.9226684570312,355 1018.5492553710938,356 610.9226684570312,357 1018.5492553710938,358 649.9102172851562,359 185.39817810058594,360 649.9102172851562361 ],362 "ignore": false,363 "order": 8,364 "anno_id": 12,365 "text": "A. 46/3 B. 112/3 C. 13/2 D. 20 E. none of these",366 "line_with_spans": [367 {368 "category_type": "text_span",369 "poly": [370 185.33333333333317,371 614.6666666666667,372 221.09915958719154,373 614.6666666666667,374 221.09915958719154,375 644.0000000000001,376 185.33333333333317,377 644.0000000000001378 ],379 "text": "A."380 },381 {382 "category_type": "equation_ignore",383 "poly": [384 222.78405471826196,385 613.5511615248993,386 292.03910111381896,387 613.5511615248993,388 292.03910111381896,389 643.9261818738278,390 222.78405471826196,391 643.9261818738278392 ],393 "text": "46/3"394 },395 {396 "category_type": "text_span",397 "poly": [398 334.6666666666666,399 614.6666666666667,400 371.7532002907917,401 614.6666666666667,402 371.7532002907917,403 644.0000000000001,404 334.6666666666666,405 644.0000000000001406 ],407 "text": "B."408 },409 {410 "category_type": "equation_ignore",411 "poly": [412 375.26665686988304,413 615.373662745835,414 453.6342093701185,415 615.373662745835,416 453.6342093701185,417 646.3561835017421,418 375.26665686988304,419 646.3561835017421420 ],421 "text": "112/3"422 },423 {424 "category_type": "text_span",425 "poly": [426 497.33333333333326,427 614.6666666666667,428 530.7872067452092,429 614.6666666666667,430 530.7872067452092,431 644,432 497.33333333333326,433 644434 ],435 "text": "C."436 },437 {438 "category_type": "equation_ignore",439 "poly": [440 538.6141865793186,441 617.6261655946847,442 601.7942289050899,443 617.6261655946847,444 601.7942289050899,445 644.9636839087204,446 538.6141865793186,447 644.9636839087204448 ],449 "text": "13/2"450 },451 {452 "category_type": "text_span",453 "poly": [454 636,455 613.3333333333333,456 717.3333333333333,457 613.3333333333333,458 717.3333333333333,459 646.6666666666666,460 636,461 646.6666666666666462 ],463 "text": "D. 20"464 },465 {466 "category_type": "text_span",467 "poly": [468 800,469 616,470 1012,471 616,472 1012,473 644,474 800,475 644476 ],477 "text": "E. none of these"478 }479 ],480 "attribute": {481 "text_language": "text_english",482 "text_background": "white",483 "text_rotate": "normal"484 }485 }486 ],487 "attribute": {488 "text_language": "text_english",489 "text_background": "white",490 "text_rotate": "normal"491 },492 "html": "<p>Example 7. In the following diagram (not necessarily to scale), $ \\angle A B E=\\angle A D C $ AE=12 , BC=5 , BE=8 ,and CD=10 . AB+DE is equal to\nA. 146/3 B. 1120/3 C. 130/2 D. 200 E. none of these</p>"493 },494 {495 "category_type": "figure",496 "poly": [497 1052.812990409275,498 616.9378636614342,499 1364.4977730179705,500 616.9378636614342,501 1364.4977730179705,502 1016.8774771880043,503 1052.812990409275,504 1016.8774771880043505 ],506 "ignore": false,507 "order": 9,508 "anno_id": 16509 },510 {511 "category_type": "title",512 "poly": [513 185.90477784888856,514 692.9040472363134,515 356.8286908923668,516 692.9040472363134,517 356.8286908923668,518 723.0670907145743,519 185.90477784888856,520 723.0670907145743521 ],522 "ignore": false,523 "order": 10,524 "anno_id": 6,525 "text": "Solution: A.",526 "line_with_spans": [527 {528 "category_type": "text_span",529 "poly": [530 186.43809490456755,531 692.3238090235182,532 358.24762038172946,533 692.3238090235182,534 358.24762038172946,535 722.5714294052477,536 186.43809490456755,537 722.5714294052477538 ],539 "text": "Solution: A."540 }541 ],542 "attribute": {543 "text_language": "text_english",544 "text_background": "multi_colored",545 "text_rotate": "normal"546 }547 },548 {549 "category_type": "text_block",550 "poly": [551 185.9047778488885,552 728.652839506845,553 1000.3069517619319,554 728.652839506845,555 1000.3069517619319,556 805.7361728401781,557 185.9047778488885,558 805.7361728401781559 ],560 "ignore": false,561 "order": 11,562 "anno_id": 13,563 "text": "We separate two triangles and label each segments as shown in the figure.",564 "line_with_spans": [565 {566 "category_type": "text_span",567 "poly": [568 188,569 729.3333333333333,570 996,571 729.3333333333333,572 996,573 764,574 188,575 764576 ],577 "text": "We separate two triangles and label each segments as shown"578 },579 {580 "category_type": "text_span",581 "poly": [582 198.6666666666666,583 769.3333333333334,584 371.59837220541965,585 769.3333333333334,586 371.59837220541965,587 803.3975583081296,588 198.6666666666666,589 803.3975583081296590 ],591 "text": "in the figure."592 }593 ],594 "attribute": {595 "text_language": "text_english",596 "text_background": "multi_colored",597 "text_rotate": "normal"598 }599 },600 {601 "category_type": "text_block",602 "poly": [603 183.6056213378906,604 845.8106079101565,605 595.894287109375,606 845.8106079101565,607 595.894287109375,608 881.9520263671875,609 183.6056213378906,610 881.9520263671875611 ],612 "ignore": false,613 "order": 12,614 "anno_id": 1,615 "text": "We know that $ \\Delta A B E=\\Delta A D C. $",616 "line_with_spans": [617 {618 "category_type": "text_span",619 "poly": [620 188.4475454582052,621 848.6868158792693,622 376.65710945780785,623 848.6868158792693,624 376.65710945780785,625 879.1439652402007,626 188.4475454582052,627 879.1439652402007628 ],629 "text": "We know that"630 },631 {632 "category_type": "equation_inline",633 "poly": [634 378.592147365762,635 848.0453594360922,636 594.7814150741384,637 848.0453594360922,638 594.7814150741384,639 879.2795029293704,640 378.592147365762,641 879.2795029293704642 ],643 "latex": "$ \\Delta A B E=\\Delta A D C. $"644 }645 ],646 "attribute": {647 "text_language": "text_english",648 "text_background": "multi_colored",649 "text_rotate": "normal"650 }651 },652 {653 "category_type": "text_block",654 "poly": [655 183.64072606594664,656 924.8708738047693,657 587.5688340674574,658 924.8708738047693,659 587.5688340674574,660 1006.1593042196582,661 183.64072606594664,662 1006.1593042196582663 ],664 "ignore": false,665 "order": 13,666 "anno_id": 19,667 "text": "$ \\mathrm{S o} \\ {\\frac{5} {3}}={\\frac{x+2} {6}} \\quad\\Rightarrow\\qquad x=8. $",668 "line_with_spans": [669 {670 "category_type": "equation_inline",671 "poly": [672 178.66666666666663,673 920.0000000000001,674 591.6283342230719,675 920.0000000000001,676 591.6283342230719,677 998.1858328884643,678 178.66666666666663,679 998.1858328884643680 ],681 "latex": "$ \\mathrm{S o} \\ {\\frac{5} {3}}={\\frac{x+2} {6}} \\quad\\Rightarrow\\qquad x=8. $"682 }683 ],684 "attribute": {685 "text_language": "text_english",686 "text_background": "multi_colored",687 "text_rotate": "normal"688 }689 },690 {691 "category_type": "text_block",692 "poly": [693 186.38948778226305,694 1055.1419644112548,695 615.6855781078733,696 1055.1419644112548,697 615.6855781078733,698 1134.2495080576555,699 186.38948778226305,700 1134.2495080576555701 ],702 "ignore": false,703 "order": 14,704 "anno_id": 20,705 "text": "$ \\mathrm{S o} ~ \\frac{5} {3}=\\frac{y} {x}=\\frac{y} {8} ~ \\Rightarrow~ ~ ~ ~ ~ ~ ~ y=\\frac{4 0} {3} \\,. $",706 "line_with_spans": [707 {708 "category_type": "equation_inline",709 "poly": [710 176.62516159571615,711 1058.228234053855,712 613.8139388068889,713 1058.228234053855,714 613.8139388068889,715 1135.6594888732725,716 176.62516159571615,717 1135.6594888732725718 ],719 "latex": "$ \\mathrm{S o} ~ \\frac{5} {3}=\\frac{y} {x}=\\frac{y} {8} ~ \\Rightarrow~ ~ ~ ~ ~ ~ ~ y=\\frac{4 0} {3} \\,. $"720 }721 ],722 "attribute": {723 "text_language": "text_english",724 "text_background": "multi_colored",725 "text_rotate": "normal"726 }727 },728 {729 "category_type": "equation_isolated",730 "poly": [731 181.4361788150723,732 1141.953190281089,733 651.8146517464414,734 1141.953190281089,735 651.8146517464414,736 1220.1987332266517,737 181.4361788150723,738 1220.1987332266517739 ],740 "ignore": false,741 "order": 15,742 "anno_id": 14,743 "latex": "$$\nA B+D E=8+\\, y=\\frac{4 0} {3} \\,-6=\\frac{4 6} {3} \\,.\n$$",744 "line_with_spans": [745 {746 "category_type": "equation_isolated",747 "poly": [748 181.33333333333331,749 1142.6666666666665,750 641.3333333333333,751 1142.6666666666665,752 641.3333333333333,753 1222.6666666666665,754 181.33333333333331,755 1222.6666666666665756 ],757 "latex": "$$\nA B+D E=8+\\, y=\\frac{4 0} {3} \\,-6=\\frac{4 6} {3} \\,.\n$$"758 }759 ],760 "attribute": {761 "formula_type": "print",762 "equation_language": "equation_en"763 }764 },765 {766 "category_type": "figure",767 "poly": [768 807.0400435493716,769 1041.4547718739946,770 1337.6861788150718,771 1041.4547718739946,772 1337.6861788150718,773 1430.2228878160236,774 807.0400435493716,775 1430.2228878160236776 ],777 "ignore": false,778 "order": 16,779 "anno_id": 11780 },781 {782 "category_type": "text_block",783 "poly": [784 176.8747656645278,785 1464.336480764035,786 1323.5199516386263,787 1464.336480764035,788 1323.5199516386263,789 1604.6807337661771,790 176.8747656645278,791 1604.6807337661771792 ],793 "ignore": false,794 "order": 17,795 "anno_id": 17,796 "text": "Example 8. A triangle with sides 9, 12 and 15 is similar to another triangle which has longest side 25.The area of the larger triangle is:\nA. 54 B. 96 C. 105 D.210 E. 150.",797 "merge_list": [798 {799 "category_type": "text_block",800 "poly": [801 183.18661499023438,802 1470.1307373046875,803 1277.179443359375,804 1470.1307373046875,805 1277.179443359375,806 1554.5318603515625,807 183.18661499023438,808 1554.5318603515625809 ],810 "ignore": false,811 "order": 18,812 "anno_id": 10,813 "text": "Example 8. A triangle with sides 9, 12 and 15 is similar to another triangle which has longest side 25.The area of the larger triangle is:",814 "line_with_spans": [815 {816 "category_type": "text_span",817 "poly": [818 185.524868785687,819 1475.247125109603,820 1277.475908129633,821 1475.247125109603,822 1277.475908129633,823 1510.6666666666665,824 185.524868785687,825 1510.6666666666665826 ],827 "text": "Example 8. A triangle with sides 9, 12 and 15 is similar to another triangle which has"828 },829 {830 "category_type": "text_span",831 "poly": [832 198.03315838091592,833 1518.0456439262998,834 823.1086395000643,835 1518.0456439262998,836 823.1086395000643,837 1555.9701583488386,838 198.03315838091592,839 1555.9701583488386840 ],841 "text": "longest side 25.The area of the larger triangle is:"842 }843 ],844 "attribute": {845 "text_language": "text_english",846 "text_background": "white",847 "text_rotate": "normal"848 }849 },850 {851 "category_type": "text_block",852 "poly": [853 184.51341247558608,854 1560.91748046875,855 1099.4018554687502,856 1560.91748046875,857 1099.4018554687502,858 1598.3411865234375,859 184.51341247558608,860 1598.3411865234375861 ],862 "ignore": false,863 "order": 19,864 "anno_id": 7,865 "text": "A. 54 B. 96 C. 105 D.210 E. 150.",866 "line_with_spans": [867 {868 "category_type": "text_span",869 "poly": [870 182.66666666666666,871 1562.6666666666665,872 258.66666666666663,873 1562.6666666666665,874 258.66666666666663,875 1593.3333333333333,876 182.66666666666666,877 1593.3333333333333878 ],879 "text": "A. 54"880 },881 {882 "category_type": "text_span",883 "poly": [884 396,885 1564,886 470.66666666666663,887 1564,888 470.66666666666663,889 1594.6666666666665,890 396,891 1594.6666666666665892 ],893 "text": "B. 96"894 },895 {896 "category_type": "text_span",897 "poly": [898 597.3333333333333,899 1564,900 685.3333333333333,901 1564,902 685.3333333333333,903 1593.3333333333333,904 597.3333333333333,905 1593.3333333333333906 ],907 "text": "C. 105"908 },909 {910 "category_type": "text_span",911 "poly": [912 797.3333333333333,913 1564,914 888,915 1564,916 888,917 1593.3333333333333,918 797.3333333333333,919 1593.3333333333333920 ],921 "text": "D.210"922 },923 {924 "category_type": "text_span",925 "poly": [926 996,927 1564,928 1089.3333333333333,929 1564,930 1089.3333333333333,931 1593.3333333333333,932 996,933 1593.3333333333333934 ],935 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