level
int32 | language
string | text_only
bool | image
image | id
string | text
string | label
string |
|---|---|---|---|---|---|---|
0
|
eng
| false
|
lvl-0_2015_1
|
1. Find the missing piece for the house.
|
B
|
|
0
|
eng
| false
|
lvl-0_2015_10
|
10. Place each of the numbers 1, 2, 3, 4, and 5 in a different square so that the operation castle is correct. Which number should go in the square with the question mark?
|
E
|
|
0
|
eng
| true
|
lvl-0_2015_11
|
11.
Josep has 4 toys: a car, a doll, a ball, and a boat. He wants to place them side by side on a shelf. In how many ways can he arrange the 4 toys if he wants both the boat and the doll to be next to the car?
|
B
|
|
0
|
eng
| false
|
lvl-0_2015_12
|
12. Which piece has been lost?
|
D
|
|
0
|
eng
| true
|
lvl-0_2015_13
|
13. For 3 days, the cat Joy has been catching mice. Each day, he caught 2 more mice than the day before. On the third day, he caught twice as many mice as he had caught on the first day. In total, how many mice did Joy catch over the three days?
|
C
|
|
0
|
eng
| false
|
lvl-0_2015_14
|
14.
Joan has built a cube using 27 small black and white cubes, as shown in the figure. Two small cubes of the same color never share a face. How many small white cubes has Joan used?
|
C
|
|
0
|
eng
| false
|
lvl-0_2015_16
|
16.
Pere rides a bicycle through a park like the one shown in the figure. He starts at the starting line and follows the direction indicated by the arrow. At the first intersection, he turns right, and at the second intersection, he turns left; afterward, he turns right again and then left again; and so on, alternating in this order. Which of the signs will he never pass?
|
D
|
|
0
|
eng
| false
|
lvl-0_2015_17
|
17.
The numbers 3, 5, 7, 8, and 9 must be written in the squares of the figure in such a way that the sum of the numbers in each row is equal to the sum of the numbers in each column. Which number must be written in the central square?
|
D
|
|
0
|
eng
| false
|
lvl-0_2015_18
|
18.
Anna is playing darts, aiming at the target on the figure, which shows the score for each zone. She has thrown 10 darts, most of which have landed in one of the three scoring zones, and she has achieved a total of 82 points. How many darts did not stick?
|
B
|
|
0
|
eng
| false
|
lvl-0_2015_3
|
3.
If we rotate the image on the right, which of the following images could it match?
|
E
|
|
0
|
eng
| true
|
lvl-0_2015_4
|
The date of next May 5th, written as 5/5/2015, is the first from today that contains three fives. What will be the next date that also contains three fives?
|
E
|
|
0
|
eng
| true
|
lvl-0_2015_5
|
5.
Marc has 9 candies and Tomàs has 17. How many candies does Tomàs need to give to Marc so that they both have the same amount?
|
C
|
|
0
|
eng
| false
|
lvl-0_2015_8
|
8.
On the right, you have the diagram of a tower made up of a prism and a pyramid (both with a square base) and a lightning rod at the top. Which of the following drawings most accurately shows how the tower would appear to a fly located at the highest point of the lightning rod?
|
B
|
|
0
|
eng
| true
|
lvl-0_2015_9
|
9.
Ricard and Tomàs are building an igloo. Every hour, Ricard makes 8 snow blocks, and Tomàs makes two blocks fewer. How many blocks can they make together in 3 hours?
|
C
|
|
0
|
eng
| false
|
lvl-0_2016_10
|
10. On one side of the scale, there are 6 apples, and on the other side, there are 2 melons. If we add one melon to the side with the apples, the scales balance. How many apples does one melon weigh?
|
E
|
|
0
|
eng
| false
|
lvl-0_2016_11
|
11. In the figure, there are two dice like the ones we use to play Parcheesi.
How many points are there, in total, on the faces we cannot see?
|
D
|
|
0
|
eng
| true
|
lvl-0_2016_15
|
15. Time passes differently on planet Iris compared to Earth. One hour on Earth is equivalent to three days on planet Iris. The months on planet Iris have 5 weeks, and each week has 6 days. How many Earth hours are equivalent to 2 months of the calendar on planet Iris?
|
C
|
|
0
|
eng
| false
|
lvl-0_2016_16
|
16. From a rectangle measuring 15 × 9 cm, we cut out a square with a perimeter of 8 cm from each vertex. What is the perimeter of the resulting figure?
|
A
|
|
0
|
eng
| false
|
lvl-0_2016_17
|
17. The Kangaroo can jump from one circle to another that is connected horizontally or vertically (it can move to the right, to the left, up, or down). It cannot pass through the same circle twice. How many different paths does it have to go from S to F?
|
E
|
|
0
|
eng
| true
|
lvl-0_2016_19
|
19. The combination to open a safe is a number with four different digits. How many combinations are there if only 1, 3, 5, and 7 can be used?
|
C
|
|
0
|
eng
| true
|
lvl-0_2016_2
|
2. Some pirates climb up a rope, one after the other, to attack a ship. The captain is in the middle of all of them, the eighth whether counting from the beginning or from the end. How many pirates are on the rope?
|
D
|
|
0
|
eng
| false
|
lvl-0_2016_20
|
20. In a flask, there is a certain amount of water. First, we place a cube and a sphere; then two cubes and a sphere; and finally, one cube and two spheres. In each case, the water level rises as shown in the figure. What was the initial water level?
|
C
|
|
0
|
eng
| false
|
lvl-0_2016_3
|
3. In this multiplication, the number AA represents a two-digit number with identical digits. What is the number AA?
|
E
|
|
0
|
eng
| true
|
lvl-0_2016_6
|
6. Alicia has placed 6 triangular tiles in a line. Then, between every two triangular tiles, she has placed a square tile. Finally, between each square tile and each triangular tile, she has placed a round tile. How many round tiles has she placed in total?
|
D
|
|
0
|
eng
| true
|
lvl-0_2016_8
|
8. In a bag, there are 10 red balls, 8 blue balls, and 11 black balls. What is the minimum number of balls we need to take out, without looking, to be sure that we have taken out at least one black ball?
|
C
|
|
0
|
eng
| false
|
lvl-0_2016_9
|
9. On the right, you have a secret code.
Choose what number this is:
|
D
|
|
0
|
eng
| false
|
lvl-0_2017_1
|
1. How many bricks are needed to complete the igloo?
|
C
|
|
0
|
eng
| true
|
lvl-0_2017_10
|
10. Berta and Guillem are standing in line to enter the theater. Berta knows there are 7 people in front of her. Guillem knows there are 11 people in total in the line. If Berta is directly in front of Guillem, how many people are behind Guillem?
|
A
|
|
0
|
eng
| false
|
lvl-0_2017_11
|
11. In the figure on the right, we see a necklace with six pearls. Which image from the ones you see below corresponds to the same necklace?
|
A
|
|
0
|
eng
| false
|
lvl-0_2017_12
|
12. A stain of ink has covered part of this table with sums. If the sums in the table must be correct, what number should go in the cell that contains a question mark?
|
B
|
|
0
|
eng
| false
|
lvl-0_2017_14
|
14. What number is hidden behind the panda?
|
B
|
|
0
|
eng
| true
|
lvl-0_2017_15
|
15. The Kangaroo makes 10 jumps in one minute and rests for the next 3 minutes, then makes another 10 jumps in one minute and rests for another 3 minutes, and so on. How many minutes will have passed when the Kangaroo has made 50 jumps?
|
D
|
|
0
|
eng
| false
|
lvl-0_2017_16
|
16. With which of the rubber stamps from the response options can the figure on the right be stamped?
|
E
|
|
0
|
eng
| false
|
lvl-0_2017_19
|
19. Joan has to arrive at the hockey field where he trains at five o'clock in the afternoon. The bus passes by the stop every 10 minutes starting at six in the morning. To catch the bus on time, Joan leaves his house 5 minutes before the bus arrives at the stop. The bus ride takes 15 minutes. After that, he has to walk for 5 minutes to reach the hockey field. What is the latest time Joan must leave his house to arrive at the field on time?
|
A
|
|
0
|
eng
| false
|
lvl-0_2017_2
|
2. In the drawing, there are some stars with 5 points, some with 6 points, and some with 7 points. How many points do all the stars have in total?
|
B
|
|
0
|
eng
| false
|
lvl-0_2017_20
|
20. Each of the four keys only opens one of the locks, and the numbers on each key represent the letters of the lock it opens. What letters appear on the last lock?
|
D
|
|
0
|
eng
| false
|
lvl-0_2017_3
|
3. Into how many pieces will the rope be cut if we follow the cut indicated by the dotted line?
|
E
|
|
0
|
eng
| false
|
lvl-0_2017_4
|
4. Elena wants to decorate the butterfly with the six stickers you see at the top of the image on the right, using all six and no others. Which of the following butterflies can she create?
|
D
|
|
0
|
eng
| false
|
lvl-0_2017_5
|
5. On which plate are there half as many pears as carrots and twice as many apples as carrots?
|
D
|
|
0
|
eng
| false
|
lvl-0_2017_6
|
6. Four of the numbers 1, 3, 4, 5, and 7 must be placed in the boxes so that the equality is true. Which of the numbers will we not be able to use?
|
C
|
|
0
|
eng
| true
|
lvl-0_2017_7
|
7. In the Country of Polygons, three squares can be exchanged for one triangle. Two pentagons can also be exchanged for one square. How many pentagons need to be exchanged for two triangles?
|
D
|
|
0
|
eng
| false
|
lvl-0_2017_8
|
8. At some point, a little while ago, Pol and Bet were sitting on the Ferris wheel, in different carts, as shown in the drawing on the right. The wheel has turned in the direction indicated by the arrow, and now Bet is where Pol was previously. At this moment, where is Pol?
|
C
|
|
0
|
eng
| false
|
lvl-0_2017_9
|
9. How many triangles are there in this figure?
|
D
|
|
0
|
eng
| false
|
lvl-0_2018_10
|
10. The number of dwarfs that can fit under a mushroom is equal to the total number of spots on the mushroom's cap. In the figure, the mushrooms are shown from one side. On the other side of each cap, the same number of spots would be visible. If it starts raining and 32 dwarfs seek shelter, how many will not find shelter and get wet?
|
B
|
|
0
|
eng
| true
|
lvl-0_2018_12
|
12. We have four cards, each with one of the digits 2, 0, 1, and 8. How many different two-digit numbers can we make with them that are greater than 10 and less than 25?
|
A
|
|
0
|
eng
| true
|
lvl-0_2018_13
|
13. Alicia has 3 sheets of white paper, 2 black ones, and 2 gray ones. First, she cuts the sheets that are not black in half. Then, she cuts the sheets that are not white in half. How many pieces of paper will she have in the end?
|
D
|
|
0
|
eng
| false
|
lvl-0_2018_14
|
14. The rooms in the kangaroo's house are numbered. The kangaroo enters the house through the main door, passes through different rooms, and exits the house. The number of the room it enters is always greater than the number of the room it leaves. Through which door did the kangaroo exit?
|
D
|
|
0
|
eng
| false
|
lvl-0_2018_17
|
17. We have exchanged the colors of the disc in the figure on the right. Then we made it spin. How will we see it?
|
E
|
|
0
|
eng
| false
|
lvl-0_2018_2
|
2. Fàtima has made this tower. How many rings will she see if she looks at the tower from above?
|
C
|
|
0
|
eng
| false
|
lvl-0_2018_20
|
20. The large rectangle is made up of a series of squares of different sizes. The 3 small squares each have an area of 1 cm². What is the area of the large rectangle?
|
D
|
|
0
|
eng
| false
|
lvl-0_2018_3
|
3. If we place these two transparent squares one on top of the other, without rotating them, what shape will we see?
|
D
|
|
0
|
eng
| false
|
lvl-0_2018_4
|
4. Pere is making a border and has already drawn the pattern twice in a row. Through which of the points will the line pass if he repeats this pattern one more time?
|
D
|
|
0
|
eng
| false
|
lvl-0_2018_8
|
8. A dog follows a little path to go fetch its bone. To get there, it has to turn right 3 times and left 2 times, but not necessarily in that order. Which path will it follow?
|
C
|
|
0
|
eng
| false
|
lvl-0_2018_9
|
9. Carles has three ropes of the same length. Then he ties identical knots in each of them: one knot in one rope, two knots in another, and three knots in the last one. Which figure correctly shows the lengths of the three ropes with the knots?
|
B
|
|
0
|
eng
| true
|
lvl-0_2019_1
|
1. Mother Kangaroo and her daughter Little Kangaroo weigh 60 kg together. On her own, the mother weighs 52 kg. How much does Little Kangaroo weigh?
|
B
|
|
0
|
eng
| false
|
lvl-0_2019_10
|
10. Patricia folds a sheet of paper in half and then cuts it, as shown in the figure. How many pieces of paper will there be in the end?
|
B
|
|
0
|
eng
| false
|
lvl-0_2019_13
|
13. Four strands (two dark and two light) have been intertwined to form a fabric that, when viewed from the front, looks like the figure on the right. How does the fabric look if we view it from the back?
|
B
|
|
0
|
eng
| false
|
lvl-0_2019_14
|
14. A figure has been cut into the three pieces you see on the right. Which of the following was the original figure?
|
D
|
|
0
|
eng
| false
|
lvl-0_2019_15
|
15. A room is tiled with rectangular mosaics, all identical.
The shorter side of these mosaics is 1 m. What is the length
of the longer side of the room?
|
E
|
|
0
|
eng
| false
|
lvl-0_2019_16
|
16. In Mayan numeration, there was a symbol that represented 5 and another that represented 1. For example, 8 and 16 were represented, respectively, as shown on the right. Which of the following figures represents 12?
|
C
|
|
0
|
eng
| false
|
lvl-0_2019_18
|
18. Each of the five geometric solids shown has been created by attaching four cubes of the same size. The solids need to be completely painted on the outside. Which of the solids requires the least amount of paint?
|
B
|
|
0
|
eng
| true
|
lvl-0_2019_19
|
19. In a zoo, there are 10 animals from the camelid family. They have camels (with two humps) and dromedaries (with one hump). In total, we count 14 humps. How many camels are there in the zoo?
|
D
|
|
0
|
eng
| false
|
lvl-0_2019_2
|
2. Which of the answer options shows a part of this necklace?
|
C
|
|
0
|
eng
| false
|
lvl-0_2019_21
|
21. Tim and Tom built a sandcastle and decorated it with a flag. They buried half of the flagpole in the sand. From the highest point of the flag to the ground, there are 80 cm, and from the lowest point of the pole to the ground, there are 20 cm. What is the height of the castle?
|
B
|
|
0
|
eng
| true
|
lvl-0_2019_22
|
22. On a farm, there are only sheep and cows. The number of sheep is 8 more than the number of cows. The number of cows is half the number of sheep. How many animals are there on the farm?
|
D
|
|
0
|
eng
| false
|
lvl-0_2019_23
|
23. The landscape uses 32 small gray squares to frame the 7 × 7 image you have on the right. How many gray squares are needed to frame a 10 × 10 image?
|
D
|
|
0
|
eng
| true
|
lvl-0_2019_5
|
5. There are 12 children waiting in line at the zoo entrance. Llum is the seventh in line from the front, and Quim is the second from the end. How many children are there between Llum and Quim?
|
B
|
|
0
|
eng
| false
|
lvl-0_2019_6
|
6. Paula creates shapes by connecting the stick game shown in the image on the right.
Which of the shapes in the answer options can she not make?
|
D
|
|
0
|
eng
| false
|
lvl-0_2019_7
|
7. A bee has gone out to collect pollen, and the flowers available to it are those inside the rectangle but outside the triangle. How many flowers does it have at its disposal?
|
C
|
|
0
|
eng
| false
|
lvl-0_2019_9
|
9. On the cover of the book, there are two holes. When the book is open, it looks as shown in the image. What shapes will Joan see through the holes when the book is closed?
|
D
|
|
0
|
eng
| false
|
lvl-0_2020_1
|
1. A mushroom grows a little each day. Maria takes a photo of it every day, from Monday to Friday.
Which photo did she take on Tuesday?
|
E
|
|
0
|
eng
| false
|
lvl-0_2020_10
|
10. Caterina decorates the plate in the figure by coloring each region with three different colors: red, yellow, and blue. Neighboring regions must have different colors. If she paints the outer ring red, how many regions, in total, will be red?
|
C
|
|
0
|
eng
| true
|
lvl-0_2020_13
|
13. In a basket, there are some red apples and 8 pears. The pears can be either green or yellow. There are 6 yellow pears, and there are 3 more apples than pieces of green fruit. How many apples are in the basket?
|
B
|
|
0
|
eng
| false
|
lvl-0_2020_15
|
15. If Laia looks at the pyramid from the top, what image will she see?
|
D
|
|
0
|
eng
| false
|
lvl-0_2020_16
|
16. When Anna walks from Atown to Betown, she comes across the following signposts. One of them is incorrect. Which one?
|
E
|
|
0
|
eng
| false
|
lvl-0_2020_18
|
18. Six different numbers between 1 and 9 are written on the faces of a cube, one number on each face. The sum of the numbers on opposite faces always gives the same result. What number could be on the face opposite to 5?
|
C
|
|
0
|
eng
| false
|
lvl-0_2020_19
|
19. Toni is building a fence using posts that are 1 meter long.
The drawing shows a fence that is 4 meters wide. How many posts will Toni need to build a fence that is 10 meters wide?
|
E
|
|
0
|
eng
| false
|
lvl-0_2020_2
|
2. The kangaroo climbs 3 steps each time the rabbit goes down 2. On which step will they meet?
|
C
|
|
0
|
eng
| false
|
lvl-0_2020_20
|
20. Two identical trains, each with 31 carriages, are traveling in opposite directions. When carriage no. 19 of one train aligns with carriage no. 19 of the other, which carriage will align, at that same moment, with carriage no. 12?
|
D
|
|
0
|
eng
| false
|
lvl-0_2020_21
|
21. We have the numbers from 1 to 8 written on the board. The teacher covers them with triangles, squares, and a circle. If we add the four numbers covered by triangles, we get 10. If we add the three numbers covered by squares, we get 20. What is the number covered by the circle?
|
D
|
|
0
|
eng
| true
|
lvl-0_2020_22
|
22. At the Kangaroo summer camp, a total of 43 people attended, and they were grouped into teams of 5 or 6 members. How many teams were there at the Kangaroo camp?
|
B
|
|
0
|
eng
| false
|
lvl-0_2020_23
|
23. Which of the five keys can be cut into three identical pieces, each of which must consist of five small squares?
|
D
|
|
0
|
eng
| true
|
lvl-0_2020_24
|
24. Joan and Ada exchanged sweets. At first, Joan gave Ada as many sweets as Ada had. Then, Ada gave Joan as many sweets as Joan had after the first exchange. After these two exchanges, each of them had 4 sweets. How many sweets did Joan have at the beginning?
|
B
|
|
0
|
eng
| false
|
lvl-0_2020_3
|
3. Which tile completes the tiling?
|
C
|
|
0
|
eng
| false
|
lvl-0_2020_4
|
4. These five shapes have been made by joining cubes on one face. Which figure has the most cubes?
|
C
|
|
0
|
eng
| false
|
lvl-0_2020_5
|
5. A village with 12 houses has four straight roads and four circular roads. The map shows eleven houses. We know that each straight road has 3 houses and each circular road also has 3 houses. At what point is the twelfth house located?
|
C
|
|
0
|
eng
| false
|
lvl-0_2020_7
|
7. La Bruna builds this figure using a few white cubes and 14 gray cubes. How many of these gray cubes are not visible in the image?
|
D
|
|
0
|
eng
| false
|
lvl-0_2020_8
|
8. Which of the following figures has the largest shaded area?
|
B
|
|
0
|
eng
| false
|
lvl-0_2020_9
|
9. Maya the Bee can only walk on gray cells. In how many ways can you color only two cells white so that Maya can walk from A to B?
|
C
|
|
0
|
eng
| false
|
lvl-0_2021_1
|
1. When we correctly fit the five pieces of the puzzle shown in the figure, a rectangle is formed with an arithmetic operation. What is the result of this operation?
|
B
|
|
0
|
eng
| false
|
lvl-0_2021_11
|
11. Elisa is wearing a shirt with a number and stops in front of a mirror. What image will she see reflected?
|
E
|
|
0
|
eng
| false
|
lvl-0_2021_12
|
12. Maria has built the square on the right using four pieces that are painted on only one side. Which of the following pieces has she not used?
|
D
|
|
0
|
eng
| false
|
lvl-0_2021_13
|
13. Ona has cards of three different types: with an apple, with cherries, or with grapes. In each set of five cards, she wants to swap the positions of two cards, and only two, in order to arrange them so that, if there are two identical fruits, they are next to each other. With which of the following sets of cards is it impossible to do this?
|
D
|
|
0
|
eng
| true
|
lvl-0_2021_16
|
16. In a tennis tournament, the Almosta team, which has three players, competes against the Petricó team, which has two players. Each match is played between one member of one team and one member of the other team, and all possible different matches are played. How many matches will be played?
|
B
|
|
0
|
eng
| false
|
lvl-0_2021_17
|
17. The image on the right shows the initial position of a gear system consisting of two toothed wheels, each with one black tooth. Each wheel rotates around a fixed axis. The smaller wheel has eight teeth, and the larger one has sixteen. Where will the black teeth end up after the smaller wheel completes one full rotation in the direction indicated by the arrow?
|
C
|
|
0
|
eng
| false
|
lvl-0_2021_18
|
18. In this skyscraper, there are four fire safety staircases. The height of the staircases is indicated at the top of each one. What is the height of the staircase marked with the question mark?
|
D
|
|
0
|
eng
| true
|
lvl-0_2021_19
|
19. The kangaroo had two branches for lunch. Each branch had 10 leaves. The kangaroo ate some leaves from the first branch. Then, from the second branch, it ate as many leaves as it had left on the first branch. How many uneaten leaves were left in total on both branches?
|
D
|
|
0
|
eng
| false
|
lvl-0_2021_2
|
2. In the image on the right, you can see Aina's necklace. On the table, there are some necklaces laid out. Which one is Aina's?
|
B
|
|
0
|
eng
| false
|
lvl-0_2021_21
|
21. We have made an orthotope with eighteen cubes of three different colors: black, white, and gray. The images on the right show what the white part and the black part look like. Which of the following images corresponds to the gray part?
|
E
|
|
0
|
eng
| true
|
lvl-0_2021_24
|
24. Jordi has a box with balls. He also has balls outside the box. Each turn, he does the following:
he removes half of the balls from the box, puts two balls inside, and adds to the box as many balls as it currently contains. He has done this 35 times, and the box finally contains 148 balls. How many balls were there at the beginning?
|
A
|
M3Kang: A Multilingual Multimodal Mathematical Reasoning Dataset with Kangaroo Problems
Introduction
Despite state-of-the-art vision-language models (VLMs) have demonstrated strong reasoning capabilities, their performance in multilingual mathematical reasoning remains underexplored. To bridge this gap, we introduce M3Kang, the first massively multilingual, multimodal mathematical reasoning dataset for VLMs. It is derived from the Kangaroo Math Competition, the world’s largest mathematics contest, which annually engages over six million participants under the age of 18 across more than 90 countries. M3Kang includes 1,747 unique multiple-choice problems organized by grade-level difficulty, with translations into 108 culturally diverse languages. The dataset consists of two splits: standard, used in the paper for benchmarking and containing 108,677 problems, and high-quality, a smaller subset of problems with higher-quality translations, totaling 40,617 problems.
This dataset is published as part of our paper M3Kang: Evaluating Multilingual Multimodal Mathematical Reasoning in Vision-Language Models.
Description
The M3Kang dataset is built from problems in the Kangaroo Math Competition, the largest annual international contest for primary and secondary students. Problems are organized by grade level and sometimes accompanied by figures (see “Sample Images” below for an example). We sourced data from the original PDFs of the 2007–2024 editions organized by the Catalan Math Society in Catalonia, Spain, and processed it through a pipeline described below. In addition to processing and formatting the problems into a proper data set structure compatible with Hugging Face, our processing pipeline automatically translates the problems to many other languages and performs quality checks on the translations, to obtain the final multilingual data set. The final dataset includes each problem in two formats: a text version of the question and an image containing the full problem (question, multi-choice answers, and optional figure, and the correct answer) with translations into more than 100 languages.
Sample Images
Example of problem found in the M3Kang dataset, with translations to English, Catalan, Spanish, and German:
Dataset Details
| Type of problems | Math, logic, reasoning |
| Number of English problems | 1747 |
| Multimodal? | Yes, text + image |
| Multilingual? | Yes, it contains tranlsations to 108 languages |
| Number of levels | 8 levels: from school grade 5 through grade 12 |
| Total # of problems | 108,677 |
Note that because our translation pipeline includes a quality assurance stage that discards low quality translations, the number of problems in non-English languages is in general smaller than 1747. See the following table for the exact number of problems in each language for both splits.
Data Format
A sample from our dataset consists in a string of “text”, containing the problem statement, an “image”, containing a snapshot of the problem (which includes the problem statement, the answer key and any accompanying figures), an “answer” field, containing the correct answer, a “language” field, containing the language of the problem, and a “level”, containing the level (school grade) of the problem. For example:
{
"id: "lvl-6_2007_10",
“level”: 6,
“language”: “eng”,
"text_only": false,
“text”: “In the figure on the right, you can
see a triangle ABC in which two segments have
been drawn from vertices A and B to points on
the opposite sides, thereby dividing the triangle
into nine non-overlapping regions. If we draw a
total of eight segments to the opposite sides,
four from A and four from B, into how many
non-overlapping regions will the triangle be
divided?”,
"label": "B",
“image”:
}
Dataset Collection Process
We sourced data from the original PDFs of the 2007–2024 editions organized by the Catalan Math Society (SCM) in Catalonia, Spain. We gained access to this dataset following formal approval from the SCM, who authorized our use of the data for research purposes via an official letter. The original data was available in the form of PDF files, each file containing a test of math multi-choice Kangaroo problems (e.g., a test with 24 problems, for a given year and a given school level). The input data also included the correct answer to each problem.
We developed a pipeline to process the set of input PDFs and automatically (with some human-in-the-loop support) generate the data set in a format compatible with Hugging Face. The pipeline used to generate the dataset includes only software that has meticulously approved by the legal team. This pipeline is also described in the paper M3Kang: Evaluating Multilingual Multimodal Mathematical Reasoning in Vision-Language Models.
Dataset license
This dataset is intended for research purposes only. See Data License Agreement - Research Use
Dataset Citation Instructions
Please cite our paper if you use this dataset in your research.
@inproceedings{
anonymous2025mkang,
title={M3Kang: Evaluating Multilingual Multimodal Mathematical Reasoning in Vision-Language Models},
author={Anonymous},
booktitle={Submitted to The Fourteenth International Conference on Learning Representations},
year={2025},
url={https://openreview.net/forum?id=txURffKsPo},
note={under review}
}
Acknowledgements
We gratefully acknowledge the Societat Catalana de Matemàtiques (SCM) for authorizing access to the Catalan Kangaroo problems for non-commercial use, which served as the foundation for this dataset.
Qualcomm AI Research
At Qualcomm AI Research, we are advancing AI to make its core capabilities – perception, reasoning, and action – ubiquitous across devices. Our mission is to make breakthroughs in fundamental AI research and scale them across industries. By bringing together some of the best minds in the field, we’re pushing the boundaries of what’s possible and shaping the future of AI.
Qualcomm AI Research continues to invest in and support deep-learning research in computer vision. The publication of this dataset for use by the AI research community is one of our many initiatives. Find out more about Qualcomm AI Research. For any questions or technical support, please contact us at research.datasets@qti.qualcomm.com
Qualcomm AI Research is an initiative of Qualcomm Technologies, Inc.
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