[{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Two turkeys in front of the turkey, two turkeys behind the turkey, tell me how many total turkeys?","icl_a":"There are three turkeys in total. In this riddle, when it mentions \"two turkeys in front of the turkey” it's referring to the arrangement of turkeys in relation to a last turkey and when it mentions \"two turkeys behind the turkey” it's referring to the arrangement of turkeys in relation to the first turkey. So, with the arrangement of a total of three turkeys it can satisfy both the conditions.","inputs":"Can you figure out the next letter in this sequence: A, E, I, _ ? It follows the \"every other letter of the alphabet\" pattern.","targets":"The next letter in the sequence is O. This sequence follows the pattern of every other letter of the alphabet, starting from A (the first letter), E (the fifth letter), and I (the ninth letter). Continuing this pattern, the next letter would be the thirteenth letter, which is O.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Two turkeys in front of the turkey, two turkeys behind the turkey, tell me how many total turkeys?","icl_a":"There are three turkeys in total. In this riddle, when it mentions \"two turkeys in front of the turkey” it's referring to the arrangement of turkeys in relation to a last turkey and when it mentions \"two turkeys behind the turkey” it's referring to the arrangement of turkeys in relation to the first turkey. So, with the arrangement of a total of three turkeys it can satisfy both the conditions.","inputs":"If a snail climbs up a 15-foot wall but slides back down 4 feet every night, how many days will it take for the snail to reach the top and stay there?","targets":"It will take the snail 13 days to reach the top and stay there. This is because, after climbing 11 feet (such that only 4 feet remain to reach the top), the snail will be able to climb up the remaining distance in a single day, and it will stay at the top without sliding back down during the night. So, the 13th day would be the day when the snail reaches the top and stays there.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Two turkeys in front of the turkey, two turkeys behind the turkey, tell me how many total turkeys?","icl_a":"There are three turkeys in total. In this riddle, when it mentions \"two turkeys in front of the turkey” it's referring to the arrangement of turkeys in relation to a last turkey and when it mentions \"two turkeys behind the turkey” it's referring to the arrangement of turkeys in relation to the first turkey. So, with the arrangement of a total of three turkeys it can satisfy both the conditions.","inputs":"There are three houses in a row, each with a different color. The red house is on the left, and the green house is in the middle. Where is the blue house?","targets":"The blue house is on the right. Given that the red house is on the left and the green house is in the middle, the only position left for the blue house is the one on the right.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Two turkeys in front of the turkey, two turkeys behind the turkey, tell me how many total turkeys?","icl_a":"There are three turkeys in total. In this riddle, when it mentions \"two turkeys in front of the turkey” it's referring to the arrangement of turkeys in relation to a last turkey and when it mentions \"two turkeys behind the turkey” it's referring to the arrangement of turkeys in relation to the first turkey. So, with the arrangement of a total of three turkeys it can satisfy both the conditions.","inputs":"A man pushes his car to a hotel and loses his fortune. What happened? (This is a classic lateral thinking puzzle)","targets":"The man arrived at a gambling casino, which is also referred to as a \"hotel\" in some contexts, and decided to play a game of chance. He wagered and lost all of his wealth, hence \"losing his fortune.\" The phrase \"pushes his car\" is used to mislead and suggest that the man is experiencing some sort of financial or transportation difficulty, but in reality, he simply arrived at the casino by car. So, in summary, the man lost all of his money while gambling at a casino, referred to as a \"hotel\" in this riddle.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Two turkeys in front of the turkey, two turkeys behind the turkey, tell me how many total turkeys?","icl_a":"There are three turkeys in total. In this riddle, when it mentions \"two turkeys in front of the turkey” it's referring to the arrangement of turkeys in relation to a last turkey and when it mentions \"two turkeys behind the turkey” it's referring to the arrangement of turkeys in relation to the first turkey. So, with the arrangement of a total of three turkeys it can satisfy both the conditions.","inputs":"A man is looking at a photograph of someone. His friend asks who it is. The man replies, \"Brothers and sisters, I have none. But that man’s father is my father’s son.\" Who was in the photograph?","targets":"The person in the photograph is the man's son. The response \"Brothers and sisters, I have none\" indicates that the man has no siblings. The statement \"that man’s father is my father’s son\" implies that the man in the photograph is the son of the man's father's son, which is the man's son.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Two turkeys in front of the turkey, two turkeys behind the turkey, tell me how many total turkeys?","icl_a":"There are three turkeys in total. In this riddle, when it mentions \"two turkeys in front of the turkey” it's referring to the arrangement of turkeys in relation to a last turkey and when it mentions \"two turkeys behind the turkey” it's referring to the arrangement of turkeys in relation to the first turkey. So, with the arrangement of a total of three turkeys it can satisfy both the conditions.","inputs":"A farmer has 15 sheep, and all but 8 die. How many sheep are left?","targets":"There are eight sheep left. The phrase \"all but eight\" in this riddle means that every sheep except for eight of them died. Therefore, eight sheep are still alive.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Tom's mother has 3 sons. The names of the two sons are Dick and Hardy, what's the name of the third son?","icl_a":"Name of the third son is Tom. The question mentions that Tom's mother has 3 sons and the names of the two sons are Dick and Hardy.","inputs":"Can you figure out the next letter in this sequence: O, T, T, F, F, S, S, ? The pattern here is that the letters represent the number of times you can fold a piece of paper.","targets":"The next letter in the sequence is E. This sequence represents the number of times you can fold a piece of paper, with each letter representing a power of 2. O represents once (2^0), T represents two folds (2^1), F represents four folds (2^2), and S represents eight folds (2^3). Therefore, the next letter in the sequence is E, which represents 16 folds (2^4).","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Tom's mother has 3 sons. The names of the two sons are Dick and Hardy, what's the name of the third son?","icl_a":"Name of the third son is Tom. The question mentions that Tom's mother has 3 sons and the names of the two sons are Dick and Hardy.","inputs":"Here's a classic one: I speak without a mouth and hear without ears. I have no body, but I come alive with the wind. What am I?","targets":"The answer to the riddle is \"an echo.\" An echo speaks without a mouth when it repeats the sounds it \"hears\" without ears. It doesn't have a body but can come alive with the wind, as the sound waves can carry and propagate further, making the echo more distinct.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Tom's mother has 3 sons. The names of the two sons are Dick and Hardy, what's the name of the third son?","icl_a":"Name of the third son is Tom. The question mentions that Tom's mother has 3 sons and the names of the two sons are Dick and Hardy.","inputs":"What is the next number in this sequence: 10, 9, 60, 90, 70, 66? The pattern is that each number is the product of the two numbers before it, minus the second last number.","targets":"The next number in the sequence is 132. To find this, we can apply the given pattern to the last three numbers:\n\n* 90 (the second last number) multiplied by 70 (the last number) equals 6300.\n* Then, subtract the second last number (90) from the result (6300) to get 6210.\n\nTherefore, the next number in the sequence is 6210.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"can you solve the following riddle? Tom's mother has 3 sons. The names of the two sons are Dick and Hardy, what's the name of the third son?","icl_a":"Name of the third son is Tom. The question mentions that Tom's mother has 3 sons and the names of the two sons are Dick and Hardy.","inputs":"What can travel all around the world without leaving its corner?","targets":"The answer to the riddle is a stamp. A stamp can travel all around the world through mail without leaving its corner.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"How would you solve a puzzle that requires you to find the next letter in the sequence: A, E, I, _ ?","targets":"The pattern in this sequence is that the letters are every third letter in the English alphabet, starting from A. So, the next letter in the sequence would be the letter that is three places after I. If we continue this pattern, the next letter is:\n\nO.\n\nTherefore, the next letter in the sequence is O.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"If you have a 3x3 grid with nine different colors, and you need to swap two colors to make a pattern, what strategy would you use?","targets":"To address the problem of swapping two colors in a 3x3 grid with nine different colors to make a pattern, you could follow this strategy:\n\n1. Identify the two colors you want to swap. Let's call them Color A and Color B.\n2. Locate Color A and Color B in the grid.\n3. Take note of the current positions of Color A and Color B.\n4. Remove Color A from its current position and place it in the position of Color B.\n5. Remove Color B from its original position and place it in the position where Color A was initially.\n\nBy following these steps, you will have successfully swapped the positions of Color A and Color B, creating a new pattern in the 3x3 grid.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"How would you approach a puzzle that asks you to find the missing number in this series: 2, 3, 5, 7, _ ?","targets":"To approach this puzzle, let's first identify the pattern in the given series. The series consists of prime numbers, which are numbers that have only two distinct positive divisors: 1 and the number itself. Specifically, this series starts from the prime number 2 and continues with the subsequent prime numbers. Therefore, the missing number in the series would be the next prime number after 7, which is 11.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"What steps would you take to solve a maze, starting from the entrance and reaching the exit?","targets":"There are several strategies you can use to solve a maze, but here's a simple and effective method known as the \"Right Hand Rule\" or \"Wall Follower\" algorithm:\n\n1. As you enter the maze, place your right hand on the wall to your right.\n2. Keep your hand in contact with the wall as you move forward.\n3. When the wall turns, follow the turn, keeping your hand in contact with the wall.\n4. Continue to follow the wall until you reach the exit.\n\nThis method works because it effectively \"follows\" the perimeter of the maze, and will eventually lead you to the exit, assuming the exit is also on the perimeter. However, this method may not be effective if the maze has isolated sections or loops. In such cases, other strategies like using breadcrumbs or tracing back your steps might be necessary.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"If you have a jigsaw puzzle with 500 pieces and you want to finish it in one hour, how many pieces would you need to assemble per minute?","targets":"To solve this problem, we first need to determine how many minutes are in an hour. There are 60 minutes in an hour. Next, we need to figure out how many puzzle pieces need to be assembled in each of those 60 minutes to meet the one-hour goal.\n\nTo do this, we simply divide the total number of puzzle pieces by the number of minutes:\n\n500 puzzle pieces / 60 minutes = 8.33 puzzle pieces per minute\n\nHowever, it's not possible to assemble a fraction of a puzzle piece, so in reality, you would need to aim for assembling 9 puzzle pieces per minute (which would result in completing the 500-piece puzzle in just over 55 minutes).","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"How would you solve a puzzle that requires you to find the next shape in the sequence: circle, square, triangle, _ ?","targets":"The pattern in this sequence appears to be related to the number of sides on each shape, increasing by one for each step in the sequence. A circle has an infinite number of sides, but we can consider it as having one continuous side. A square has four sides, and a triangle has three. Therefore, the next shape in the sequence would be one with two sides. The shape with two sides is a line segment. However, if we are looking for a closed shape, the next shape in the sequence would be a semicircle, which has two sides and is a half-circle.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"If you have a word puzzle that asks you to unscramble the letters to form a word, and the letters are \"L, R, O, T,\" what would you do?","targets":"You would rearrange the letters \"L,\" \"R,\" \"O,\" and \"T\" to form the word \"ROTL,\" which is \"TROL\" spelled backward. It's important to note that the prompt doesn't specify that the unscrambled word should be a real English word, so any arrangement of the given letters would be a valid solution.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"What strategy would you use to solve a puzzle that requires you to find the common factor between the numbers 12, 18, and 20?","targets":"To solve a puzzle that requires finding the common factor between the numbers 12, 18, and 20, I would follow these steps:\n\n1. First, I would list all the factors of each number. The factors of 12 are 1, 2, 3, 4, 6, and 12; of 18 are 1, 2, 3, 6, 9, and 18; and of 20 are 1, 2, 4, 5, 10, and 20.\n\n2. Next, I would compare the lists of factors to find the numbers that appear in all three lists, as those would be the common factors.\n\n3. Upon examination, I would find that the common factors between 12, 18, and 20 are 1, 2, and 6.\n\nTherefore, the strategy to solve this puzzle is to list all the factors of each number and then compare the lists to find the common factors.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"How many months have 28 days?","icl_a":"All 12 months have 28 days, but except February all other months have more than 28 days. February has more than 28 days during leap year.","inputs":"How would you approach a puzzle that asks you to find the next letter in the sequence: A, C, E, G, _ ?","targets":"This appears to be a sequence puzzle, where we need to identify the pattern or rule that generates the sequence and then use that rule to find the next letter.\n\nIn this case, the sequence consists of consecutive letters from the English alphabet, but with a skip of 1 between each letter. Specifically, the sequence starts with the first letter (A), then jumps two steps to the third letter (C), then jumps four steps to the fifth letter (E), and so on.\n\nTo find the next letter, we can apply the same rule and jump six steps from the last letter (G) to get the ninth letter of the alphabet, which is I.\n\nTherefore, the next letter in the sequence is I.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"If you are driving the bus, and bus initially has 10 passengers. At first bus stop 4 passenger gets off the bus and 3 get on to the bus. At second bus stop, 3 passenger get off the bus and 5 get on the bus. Now bus reached to it's final stop. Answer the following questions, Who is driving the bus and how many total passenger will get off from the bus at final stop?","icl_a":"Initially, there are 10 passengers on the bus. At the first stop, 4 passengers get off, so there are (10 - 4 = 6) passengers on the bus. Additionally, 3 passengers get on, bringing the total to 6+3=9 passengers. At the second stop, 3 passengers get off, leaving (9 − 3 = 6) passengers on the bus. Furthermore, 5 passengers get on, making the total 6+5=11 passengers. So, to answer your question, The driver is merlinite (assuming I'm driving the bus) and 11 passengers will get off the bus at the final stop.","inputs":"If you are the captain of a ferry, and the ferry initially has 50 passengers. At the first dock, 10 passengers get off the ferry and 5 new ones board. At the second dock, 5 passengers get off and 15 new ones board. Now the ferry has reached its final dock. Answer the following questions, who is the captain of the ferry and how many total passengers will get off the ferry at the final dock?","targets":"Initially, there are 50 passengers on the ferry. At the first dock, 10 passengers disembark, leaving (50 - 10 = 40) passengers on the ferry. Additionally, 5 passengers board the ferry, bringing the total to 40 + 5 = 45 passengers. At the second dock, 5 passengers get off, leaving (45 - 5 = 40) passengers on the ferry. Furthermore, 15 passengers board, making the total 40 + 15 = 55 passengers. So, to answer your question, I am the captain of the ferry and 55 passengers will get off the ferry at the final dock.\n\nNote: I made a mistake in my response. I apologize for the confusion. The correct answer is that 55 passengers will be on the ferry at the final dock, and when it reaches the final dock, all of them will disembark. Therefore, the final answer is that 55 passengers will get off the ferry at the final dock.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"If you are driving the bus, and bus initially has 10 passengers. At first bus stop 4 passenger gets off the bus and 3 get on to the bus. At second bus stop, 3 passenger get off the bus and 5 get on the bus. Now bus reached to it's final stop. Answer the following questions, Who is driving the bus and how many total passenger will get off from the bus at final stop?","icl_a":"Initially, there are 10 passengers on the bus. At the first stop, 4 passengers get off, so there are (10 - 4 = 6) passengers on the bus. Additionally, 3 passengers get on, bringing the total to 6+3=9 passengers. At the second stop, 3 passengers get off, leaving (9 − 3 = 6) passengers on the bus. Furthermore, 5 passengers get on, making the total 6+5=11 passengers. So, to answer your question, The driver is merlinite (assuming I'm driving the bus) and 11 passengers will get off the bus at the final stop.","inputs":"If you are the driver of a school bus, and the bus initially has 30 students. At the first stop, 5 students get off the bus and 2 new ones board. At the second stop, 3 students get off and 4 new ones board. Now the bus has reached its final stop. Answer the following questions, who is the driver of the school bus and how many total students will get off the school bus at the final stop?","targets":"Initially, there are 30 students on the school bus. At the first stop, 5 students get off, so there are (30 - 5 = 25) students on the bus. Additionally, 2 new students board, bringing the total to 25 + 2 = 27 students. At the second stop, 3 students get off, leaving (27 - 3 = 24) students on the bus. Furthermore, 4 new students board, making the total 24 + 4 = 28 students. So, to answer your question, I am the driver of the school bus and 28 students will get off the school bus at the final stop.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"A building has 10 floors. At the ground floor, 7 people enter the elevator. At the second floor, 3 people get off and 2 people enter. At the fourth floor, 5 people get off and 2 people enter. At the seventh floor, 1 person gets off and 3 people enter. Finally, at the tenth floor, everyone remaining in the elevator gets off. The question is, How many people were in the elevator when it started its journey, and how many total people exited the elevator by the end of its journey?","icl_a":"Starting on the ground floor, 7 people enter the elevator, so initially, there are 7 people in the elevator. On second floor 3 people get off, so (7 − 3 = 4) people remain. Additionally, 2 people enter, bringing the total to 4+2=6 people. On fourth floor, 5 people get off, so (6 − 5 = 1) person remains. Also, 2 people enter, making the total 1+2=3 people. On seventh floor, 1 person gets off, leaving (3 − 1 = 2) people. Furthermore, 3 people enter, resulting in 2+3=5 people. On tenth floor, all remaining passengers, which is 5 people, get off. So the answer is,there were 7 people when the journey started and a total of 14 (3 people at the second floor, 5 people at the fourth floor, 1 person at the seventh floor, and 5 people at the tenth floor) people exited by the end of the journey.","inputs":"A bookshelf has 12 shelves. On the first shelf, there are 6 books. On the third shelf, 4 books are added and 2 are removed. On the sixth shelf, 5 books are removed and 3 are added. On the ninth shelf, 2 books are removed and 1 is added. Finally, all the remaining books are taken off the shelf. The question is, How many books were on the shelf when it started, and how many books were removed by the end of the process?","targets":"Starting on the first shelf, there are 6 books, so initially, there are 6 books on the shelf. On the third shelf, 4 books are added and 2 are removed, resulting in (6 + 4 - 2 = 8) books. On the sixth shelf, 5 books are removed, leaving (8 - 5 = 3) books. Additionally, 3 books are added, bringing the total to 3 + 3 = 6 books. On the ninth shelf, 2 books are removed, resulting in (6 - 2 = 4) books. On the final step, all remaining books are taken off the shelf. Therefore, there were 6 books when the process started, and a total of (6 books on the third shelf + 3 books on the sixth shelf + 1 book on the ninth shelf) 10 books were removed by the end of the process.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"A building has 10 floors. At the ground floor, 7 people enter the elevator. At the second floor, 3 people get off and 2 people enter. At the fourth floor, 5 people get off and 2 people enter. At the seventh floor, 1 person gets off and 3 people enter. Finally, at the tenth floor, everyone remaining in the elevator gets off. The question is, How many people were in the elevator when it started its journey, and how many total people exited the elevator by the end of its journey?","icl_a":"Starting on the ground floor, 7 people enter the elevator, so initially, there are 7 people in the elevator. On second floor 3 people get off, so (7 − 3 = 4) people remain. Additionally, 2 people enter, bringing the total to 4+2=6 people. On fourth floor, 5 people get off, so (6 − 5 = 1) person remains. Also, 2 people enter, making the total 1+2=3 people. On seventh floor, 1 person gets off, leaving (3 − 1 = 2) people. Furthermore, 3 people enter, resulting in 2+3=5 people. On tenth floor, all remaining passengers, which is 5 people, get off. So the answer is,there were 7 people when the journey started and a total of 14 (3 people at the second floor, 5 people at the fourth floor, 1 person at the seventh floor, and 5 people at the tenth floor) people exited by the end of the journey.","inputs":"A bag contains 15 marbles. 7 red marbles are added, and 3 blue marbles are removed. 5 green marbles are added, and 2 yellow marbles are removed. 3 white marbles are added, and 1 black marble is removed. Finally, all the remaining marbles are taken out of the bag. The question is, How many marbles were in the bag when it started, and how many marbles were removed by the end of the process?","targets":"In the bag, there were initially 15 marbles. After adding 7 red marbles, removing 3 blue marbles, adding 5 green marbles, removing 2 yellow marbles, adding 3 white marbles, and removing 1 black marble, there is a total of:\n\n15 (initial marbles) + 7 (red marbles) - 3 (blue marbles) + 5 (green marbles) - 2 (yellow marbles) + 3 (white marbles) - 1 (black marble)\n\nThis simplifies to:\n\n15 + 7 - 3 + 5 - 2 + 3 - 1 = 26 marbles\n\nAt the end of the process, all remaining marbles are taken out of the bag. Since there were 26 marbles in the bag at the end of the process, that many marbles were removed.\n\nSo the answer is, there were 15 marbles when the bag started and a total of 26 marbles were removed by the end of the process.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"A building has 10 floors. At the ground floor, 7 people enter the elevator. At the second floor, 3 people get off and 2 people enter. At the fourth floor, 5 people get off and 2 people enter. At the seventh floor, 1 person gets off and 3 people enter. Finally, at the tenth floor, everyone remaining in the elevator gets off. The question is, How many people were in the elevator when it started its journey, and how many total people exited the elevator by the end of its journey?","icl_a":"Starting on the ground floor, 7 people enter the elevator, so initially, there are 7 people in the elevator. On second floor 3 people get off, so (7 − 3 = 4) people remain. Additionally, 2 people enter, bringing the total to 4+2=6 people. On fourth floor, 5 people get off, so (6 − 5 = 1) person remains. Also, 2 people enter, making the total 1+2=3 people. On seventh floor, 1 person gets off, leaving (3 − 1 = 2) people. Furthermore, 3 people enter, resulting in 2+3=5 people. On tenth floor, all remaining passengers, which is 5 people, get off. So the answer is,there were 7 people when the journey started and a total of 14 (3 people at the second floor, 5 people at the fourth floor, 1 person at the seventh floor, and 5 people at the tenth floor) people exited by the end of the journey.","inputs":"A jar has 20 candies. 8 candies are eaten, and 3 are added. 6 candies are eaten, and 2 are added. 4 candies are eaten, and 1 is added. Finally, all the remaining candies are eaten. The question is, How many candies were in the jar when it started, and how many candies were eaten by the end of the process?","targets":"Starting with the initial 20 candies in the jar, after 8 candies are eaten, (20 - 8 = 12) candies remain. Then, 3 candies are added, making the total 12 + 3 = 15 candies. Next, 6 candies are eaten, leaving (15 - 6 = 9) candies. After that, 2 candies are added, resulting in 9 + 2 = 11 candies. Afterward, 4 candies are eaten, and 1 candy is added, which means (11 - 4 + 1 = 8) candies remain. At the end of the process, all the remaining candies are eaten, so a total of (8 + 12 + 3 + 2 + 1 + 4) 28 candies were eaten during the entire process. Since the jar had 20 candies initially, this also means that 20 + 28 = 48 candies were in the jar throughout the entire process, considering the candies that were added.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"A building has 10 floors. At the ground floor, 7 people enter the elevator. At the second floor, 3 people get off and 2 people enter. At the fourth floor, 5 people get off and 2 people enter. At the seventh floor, 1 person gets off and 3 people enter. Finally, at the tenth floor, everyone remaining in the elevator gets off. The question is, How many people were in the elevator when it started its journey, and how many total people exited the elevator by the end of its journey?","icl_a":"Starting on the ground floor, 7 people enter the elevator, so initially, there are 7 people in the elevator. On second floor 3 people get off, so (7 − 3 = 4) people remain. Additionally, 2 people enter, bringing the total to 4+2=6 people. On fourth floor, 5 people get off, so (6 − 5 = 1) person remains. Also, 2 people enter, making the total 1+2=3 people. On seventh floor, 1 person gets off, leaving (3 − 1 = 2) people. Furthermore, 3 people enter, resulting in 2+3=5 people. On tenth floor, all remaining passengers, which is 5 people, get off. So the answer is,there were 7 people when the journey started and a total of 14 (3 people at the second floor, 5 people at the fourth floor, 1 person at the seventh floor, and 5 people at the tenth floor) people exited by the end of the journey.","inputs":"A stack of 12 cards is formed. The top card is removed, and a new card is added to the top. This continues until the last card is removed, and a new card is added to the top. The question is, How many cards were in the stack when it started, and how many cards were in the stack by the end of the process?","targets":"Starting with the initial stack of 12 cards, each time a card is removed from the top, a new card is added to the top. This means that the number of cards in the stack remains constant at 12 throughout the entire process. Therefore, the answer is, there were 12 cards when the stack started, and there were also 12 cards by the end of the process.","origin_branch_name":"","pull_request":"","qarating":2.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"A building has 10 floors. At the ground floor, 7 people enter the elevator. At the second floor, 3 people get off and 2 people enter. At the fourth floor, 5 people get off and 2 people enter. At the seventh floor, 1 person gets off and 3 people enter. Finally, at the tenth floor, everyone remaining in the elevator gets off. The question is, How many people were in the elevator when it started its journey, and how many total people exited the elevator by the end of its journey?","icl_a":"Starting on the ground floor, 7 people enter the elevator, so initially, there are 7 people in the elevator. On second floor 3 people get off, so (7 − 3 = 4) people remain. Additionally, 2 people enter, bringing the total to 4+2=6 people. On fourth floor, 5 people get off, so (6 − 5 = 1) person remains. Also, 2 people enter, making the total 1+2=3 people. On seventh floor, 1 person gets off, leaving (3 − 1 = 2) people. Furthermore, 3 people enter, resulting in 2+3=5 people. On tenth floor, all remaining passengers, which is 5 people, get off. So the answer is,there were 7 people when the journey started and a total of 14 (3 people at the second floor, 5 people at the fourth floor, 1 person at the seventh floor, and 5 people at the tenth floor) people exited by the end of the journey.","inputs":"A pile of 15 coins is formed. The top coin is removed, and a new coin is added to the top. This continues until the last coin is removed, and a new coin is added to the top. The question is, How many coins were in the pile when it started, and how many coins were in the pile by the end of the process?","targets":"Starting with the pile of 15 coins, each time a coin is removed from the top and a new coin is added, the number of coins in the pile changes. When the last coin is removed, a new coin is added, so at that point, there is 1 coin in the pile. For each coin that was added, there was a corresponding coin that was removed before it, so the total number of coins added and removed is equal to the initial number of coins. Therefore, since there were 15 coins when the process started, and 1 coin in the pile at the end of the process, it means that a total of (15 + 1) 16 coins were added and removed throughout the entire process.","origin_branch_name":"","pull_request":"","qarating":3.0},{"created_by":"vishnoianil","task_description":"Teach the skill to solve puzzles","path":"/tmp/new_data/sdg_pipeline_test/d8b30a82-e330-4fcc-95eb-937875ba5236/qna.yaml","icl_q":"A building has 10 floors. At the ground floor, 7 people enter the elevator. At the second floor, 3 people get off and 2 people enter. At the fourth floor, 5 people get off and 2 people enter. At the seventh floor, 1 person gets off and 3 people enter. Finally, at the tenth floor, everyone remaining in the elevator gets off. The question is, How many people were in the elevator when it started its journey, and how many total people exited the elevator by the end of its journey?","icl_a":"Starting on the ground floor, 7 people enter the elevator, so initially, there are 7 people in the elevator. On second floor 3 people get off, so (7 − 3 = 4) people remain. Additionally, 2 people enter, bringing the total to 4+2=6 people. On fourth floor, 5 people get off, so (6 − 5 = 1) person remains. Also, 2 people enter, making the total 1+2=3 people. On seventh floor, 1 person gets off, leaving (3 − 1 = 2) people. Furthermore, 3 people enter, resulting in 2+3=5 people. On tenth floor, all remaining passengers, which is 5 people, get off. So the answer is,there were 7 people when the journey started and a total of 14 (3 people at the second floor, 5 people at the fourth floor, 1 person at the seventh floor, and 5 people at the tenth floor) people exited by the end of the journey.","inputs":"A row of 12 lights is turned on. The first light is turned off, and then the next light is turned on. This continues until the last light is turned off, and then the process starts again with the first light. The question is, How many lights were on when the row of lights started, and how many lights were on by the end of the process?","targets":"At the start of the process, all 12 lights are turned on. After the first step where the first light is turned off and the next one is turned on, there is 1 light turned off and 1 light turned on, so a net of 0 lights' status changes. This pattern continues until the last light is turned off and the first one is turned on again. Since there are an equal number of on and off actions, and they alternate, the number of lights that are on at the end of the process is the same as the number of lights that were on at the beginning. Therefore, at the end of the process, there are still 12 lights that are on. So the answer is, there were 12 lights on when the row of lights started, and there were also 12 lights on by the end of the process.","origin_branch_name":"","pull_request":"","qarating":3.0}]