Question: Both images have a height of 520 pixels and a width of 860 pixels, and form a spot-the-difference pair. Using the first image as reference, return the bounding boxes on the first image for each object that differs between the two images. Bounding boxes must be placed only on the first image: all bounding box coordinates must lie within the first image, and no bounding boxes should be output for the second image. The total number of differing objects is 13; exactly 13 bounding boxes must be returned. Each bounding box must be in the format [x1, y1, x2, y2], where (x1, y1) is the top-left corner and (x2, y2) is the bottom-right corner.

Answer: 208

Answer: 86

Answer: 242

Answer: 117

Answer: 318

Answer: 57

Answer: 355

Answer: 101

Answer: 472

Answer: 84

Answer: 498

Answer: 106

Answer: 530

Answer: 111

Answer: 559

Answer: 139

Answer: 679

Answer: 75

Answer: 703

Answer: 98

Answer: 622

Answer: 218

Answer: 707

Answer: 249

Answer: 339

Answer: 190

Answer: 377

Answer: 207

Answer: 346

Answer: 424

Answer: 414

Answer: 450

Answer: 138

Answer: 479

Answer: 173

Answer: 509

Answer: 572

Answer: 279

Answer: 611

Answer: 330

Answer: 622

Answer: 418

Answer: 650

Answer: 444

Answer: 406

Answer: 262

Answer: 434

Answer: 308

Answer: 370

Answer: 335

Answer: 415

Answer: 362


Question: Both images have a height of 520 pixels and a width of 860 pixels, and form a spot-the-difference pair. Using the first image as reference, return the bounding boxes on the first image for each object that differs between the two images. Bounding boxes must be placed only on the first image: all bounding box coordinates must lie within the first image, and no bounding boxes should be output for the second image. The total number of differing objects is 8; exactly 8 bounding boxes must be returned. Each bounding box must be in the format [x1, y1, x2, y2], where (x1, y1) is the top-left corner and (x2, y2) is the bottom-right corner.

Answer: 109

Answer: 218

Answer: 170

Answer: 297

Answer: 452

Answer: 281

Answer: 505

Answer: 346

Answer: 670

Answer: 374

Answer: 739

Answer: 443

Answer: 517

Answer: 123

Answer: 557

Answer: 187

Answer: 349

Answer: 111

Answer: 406

Answer: 157

Answer: 632

Answer: 124

Answer: 699

Answer: 182

Answer: 614

Answer: 213

Answer: 654

Answer: 245

Answer: 36

Answer: 317

Answer: 85

Answer: 374


Question: Both images have a height of 520 pixels and a width of 860 pixels, and form a spot-the-difference pair. Using the first image as reference, return the bounding boxes on the first image for each object that differs between the two images. Bounding boxes must be placed only on the first image: all bounding box coordinates must lie within the first image, and no bounding boxes should be output for the second image. The total number of differing objects is 10; exactly 10 bounding boxes must be returned. Each bounding box must be in the format [x1, y1, x2, y2], where (x1, y1) is the top-left corner and (x2, y2) is the bottom-right corner.

Answer: 505

Answer: 66

Answer: 559

Answer: 145

Answer: 686

Answer: 138

Answer: 731

Answer: 181

Answer: 703

Answer: 253

Answer: 732

Answer: 306

Answer: 483

Answer: 174

Answer: 520

Answer: 218

Answer: 257

Answer: 313

Answer: 311

Answer: 351

Answer: 280

Answer: 439

Answer: 374

Answer: 506

Answer: 5

Answer: 420

Answer: 84

Answer: 502

Answer: 225

Answer: 169

Answer: 256

Answer: 203

Answer: 253

Answer: 91

Answer: 291

Answer: 128

Answer: 122

Answer: 6

Answer: 151

Answer: 35


Question: Both images have a height of 520 pixels and a width of 860 pixels, and form a spot-the-difference pair. Using the first image as reference, return the bounding boxes on the first image for each object that differs between the two images. Bounding boxes must be placed only on the first image: all bounding box coordinates must lie within the first image, and no bounding boxes should be output for the second image. The total number of differing objects is 8; exactly 8 bounding boxes must be returned. Each bounding box must be in the format [x1, y1, x2, y2], where (x1, y1) is the top-left corner and (x2, y2) is the bottom-right corner.

Answer: 332

Answer: 7

Answer: 401

Answer: 61

Answer: 524

Answer: 8

Answer: 581

Answer: 60

Answer: 2

Answer: 9

Answer: 41

Answer: 325

Answer: 96

Answer: 216

Answer: 145

Answer: 258

Answer: 213

Answer: 249

Answer: 276

Answer: 292

Answer: 383

Answer: 171

Answer: 418

Answer: 213

Answer: 482

Answer: 298

Answer: 507

Answer: 327

Answer: 509

Answer: 367

Answer: 608

Answer: 420