prompt listlengths 1 1 | data_source large_stringclasses 1
value | extra_info dict | reward_model dict |
|---|---|---|---|
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,1)\", \"(2,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(3,2)\", \"(3,3)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(3,1)\", \"(4,1)\"], \"target\": 1, \"operator... | {
"ground_truth": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,3)\", \"(1,4)\", \"(2,4)\"], \"target\": 9, \"operator\": \"+\"}, {\"cells\": [\"(3,2)\", \"(3,3)\", \"(3,4)\", \"(4,4)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(4,3)\", \"(4,2)\", \"(4... | {
"ground_truth": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[4 1 3 2,1 2 4 3,2 3 1 4,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,3)\", \"(2,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(3,3)\"], \"target\": 8, \"operator\": \"*\"}, {\"cells\": [\"(2,4)\", \"(1,4)\"], \"target\": 1, \"operator\... | {
"ground_truth": "[[4 1 3 2,1 2 4 3,2 3 1 4,3 4 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(1,1)\", \"(2,1)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(1,3)\", \"(1,4)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,1)\", \"(4,1)\", \"(4,2)\"], \"target\... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,1)\", \"(4,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\", \"(1,1)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(2,2)\", \"(2,1)\"], \"target\": 1,... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[4 1 2 3,1 2 3 4,2 3 4 1,3 4 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,4)\", \"(2,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,4)\", \"(4,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,3)\", \"(1,4)\"], \"target\": 1, \"operator\": \"-\"}, ... | {
"ground_truth": "[[4 1 2 3,1 2 3 4,2 3 4 1,3 4 1 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,3)\", \"(1,3)\", \"(1,2)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(4,2)\", \"(4,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(3,2)\", \"(3,3)\", \"(3,4)\"], \"target\": 7, ... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(4,1)\", \"(3,1)\"], \"target\": 7, \"operator\": \"+\"}, {\"cells\": [\"(1,4)\", \"(2,4)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(2,2)\", \"(2,1)\"], \"target\": 2, \"operator\... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(2,2)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(4,4)\", \"(3,4)\", \"(2,4)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(2,1)\", \"(3,1)\"], \"target\": 6,... | {
"ground_truth": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,3)\", \"(2,4)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,3)\", \"(4,3)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(1,3)\", \"(1,4)\"], \"target\": 2, \"operator\": \"... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[4 2 1 3,1 3 2 4,2 4 3 1,3 1 4 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(4,1)\"], \"target\": 3, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(4,3)\", \"(3,3)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,4)\", \"(2,4)\"], \"target\": 1, \"operator... | {
"ground_truth": "[[4 2 1 3,1 3 2 4,2 4 3 1,3 1 4 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,4)\", \"(3,4)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\", \"(1,1)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(4,4)\"... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[3 2 4 1,1 3 2 4,2 4 1 3,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,1)\", \"(3,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,2)\", \"(4,2)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,4)\", \"(4,4)\"], \"target\": 1, \"operator... | {
"ground_truth": "[[3 2 4 1,1 3 2 4,2 4 1 3,4 1 3 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,1)\", \"(2,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,2)\", \"(2,2)\", \"(3,2)\", \"(4,2)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(1,4)\", \"(2,4)\", \"(3,4)\"... | {
"ground_truth": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 2 4 1,1 3 2 4,2 4 1 3,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(3,2)\", \"(2,2)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(4,1)\", \"(3,1)\", \"(2,1)\"], \"target\": 8, \"operator\": \"*\"}, {\"cells\": [\"(4,3)\", \"(3,3)\", \"(2,3)\"], \"t... | {
"ground_truth": "[[3 2 4 1,1 3 2 4,2 4 1 3,4 1 3 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 4 2 1,1 2 3 4,2 1 4 3,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,2)\", \"(2,2)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,3)\", \"(1,4)\", \"(2,4)\", \"(3,4)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(2,3)\", \"(3,3)\"], \"target... | {
"ground_truth": "[[3 4 2 1,1 2 3 4,2 1 4 3,4 3 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,3)\", \"(1,4)\", \"(2,4)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(4,4)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(2,2)\", \"(1,2)\"], \"target\": 1, ... | {
"ground_truth": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[4 3 2 1,1 2 3 4,2 1 4 3,3 4 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,4)\", \"(4,4)\", \"(4,3)\", \"(3,3)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(1,1)\", \"(1,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,1)\", \"(4,2)\", \"(3,2)\"], \"t... | {
"ground_truth": "[[4 3 2 1,1 2 3 4,2 1 4 3,3 4 1 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,3)\", \"(3,3)\", \"(3,4)\"], \"target\": 8, \"operator\": \"*\"}, {\"cells\": [\"(1,2)\", \"(1,3)\", \"(1,4)\"], \"target\": 9, \"operator\": \"+\"}, {\"cells\": [\"(4,4)\", \"(4,3)\", \"(4,2)\"], \"ta... | {
"ground_truth": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,2)\", \"(2,1)\", \"(3,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(3,3)\", \"(2,3)\", \"(2,4)\", \"(3,4)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(3,2)\", \"(4,2)\"], \"t... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(3,2)\", \"(3,1)\", \"(2,1)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(1,2)\", \"(1,1)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(1,4)\", \"(2,4)\"], \"target\": 1,... | {
"ground_truth": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[4 2 3 1,1 3 2 4,2 1 4 3,3 4 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,3)\", \"(4,4)\", \"(3,4)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(4,2)\", \"(3,2)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(4,1)\", \"(3,1)\"], \"target\": 1, \"ope... | {
"ground_truth": "[[4 2 3 1,1 3 2 4,2 1 4 3,3 4 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[4 2 1 3,1 3 2 4,2 4 3 1,3 1 4 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(4,3)\"], \"target\": 3, \"operator\": \"-\"}, {\"cells\": [\"(3,2)\", \"(2,2)\", \"(2,1)\", \"(3,1)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(1,2)\", \"(1,3)\"], \"target\": 1,... | {
"ground_truth": "[[4 2 1 3,1 3 2 4,2 4 3 1,3 1 4 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,1)\", \"(1,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,3)\", \"(2,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(3,2)\"], \"target\": 1, \"operator\": \"\\u00f... | {
"ground_truth": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 2 3 4,2 1 4 3,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,1)\", \"(3,1)\", \"(2,1)\", \"(2,2)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(3,3)\", \"(2,3)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,2)\", \"(4,2)\", \"(4,3)\"... | {
"ground_truth": "[[1 2 3 4,2 1 4 3,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,4)\", \"(4,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,4)\", \"(1,3)\", \"(2,3)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(2,2)\", \"(1,2)\", \"(1,1)\"], \"target\": 24,... | {
"ground_truth": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 3 4 1,1 2 3 4,3 4 1 2,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,4)\", \"(4,4)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,4)\", \"(1,3)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,1)\", \"(1,1)\"], \"target\": 2, \"operator\": \"... | {
"ground_truth": "[[2 3 4 1,1 2 3 4,3 4 1 2,4 1 2 3]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[4 1 2 3,1 2 3 4,2 3 4 1,3 4 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,1)\", \"(3,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,1)\", \"(4,2)\", \"(4,3)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(3,4)\", \"(3,3)\"], \"target\": 3, \"operator\... | {
"ground_truth": "[[4 1 2 3,1 2 3 4,2 3 4 1,3 4 1 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(2,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(3,2)\", \"(3,1)\", \"(4,1)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(3,3)\", \"(4,3)\"], \"target\": 2,... | {
"ground_truth": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(2,1)\", \"(3,1)\", \"(4,1)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(2,4)\", \"(3,4)\", \"(... | {
"ground_truth": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 1 4 2,1 2 3 4,2 4 1 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,1)\", \"(3,2)\", \"(3,3)\"], \"target\": 7, \"operator\": \"+\"}, {\"cells\": [\"(1,4)\", \"(1,3)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(4,4)\", \"(3,4)\"], \"target\": 3, \"operator\... | {
"ground_truth": "[[3 1 4 2,1 2 3 4,2 4 1 3,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 4 3 2,2 1 4 3,3 2 1 4,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(2,4)\", \"(2,3)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(4,1)\", \"(4,2)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,4)\", \"(4,4)\", \"(4,3)\"], \"target... | {
"ground_truth": "[[1 4 3 2,2 1 4 3,3 2 1 4,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,4)\", \"(3,4)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(3,2)\", \"(3,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(2,2)\", \"(1,2)\", \"(1,3)\"], \"target\": 7, ... | {
"ground_truth": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,4)\", \"(4,4)\", \"(4,3)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(2,2)\", \"(2,1)\", \"(3,1)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(1,2)\", \"(1,3)\"], \"ta... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(3,2)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,3)\", \"(3,4)\", \"(2,4)\"], \"target\": 8, \"operator\": \"*\"}, {\"cells\": [\"(4,4)\", \"(4,3)\"], \"target\": 3, \"ope... | {
"ground_truth": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,2)\", \"(3,3)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(4,4)\", \"(3,4)\"], \"target\": 3, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,2)\", \"(1,1)\", \"(2,1)\", \"(2,2)\"], \"t... | {
"ground_truth": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,1)\", \"(4,1)\", \"(4,2)\"], \"target\": 9, \"operator\": \"+\"}, {\"cells\": [\"(3,2)\", \"(3,3)\", \"(4,3)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(2,1)\", \"(2,2)\", \"(2,3)\"], \"ta... | {
"ground_truth": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(1,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,2)\", \"(1,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(2,4)\", \"(2,3)\"], \"target\": 1, \"operator\": \"-\"}, ... | {
"ground_truth": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,4)\", \"(2,4)\", \"(2,3)\", \"(3,3)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(4,3)\", \"(4,4)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(3,2)\", \"(3,1)\"], \"target\": 1,... | {
"ground_truth": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 3 4 1,1 2 3 4,3 4 1 2,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,3)\", \"(1,2)\", \"(1,1)\", \"(2,1)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(3,1)\", \"(3,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(3,3)\", \"(4,3)\", \"(4,4)\"], \"t... | {
"ground_truth": "[[2 3 4 1,1 2 3 4,3 4 1 2,4 1 2 3]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,3)\", \"(4,2)\", \"(4,1)\", \"(3,1)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(1,2)\", \"(1,1)\", \"(2,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(3,2)\", \"(2,2)\"], \"t... | {
"ground_truth": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,2)\", \"(2,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(4,4)\", \"(3,4)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,3)\", \"(4,2)\", \"(3,2)\"], \"target\": 9, \"ope... | {
"ground_truth": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,1)\", \"(3,1)\", \"(2,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(4,4)\"], \"target\": 7, \"operator\": \"+\"}, {\"cells\": [\"(3,4)\", \"(2,4)\", \"(1,4)\", \"(1,... | {
"ground_truth": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\"], \"target\": 9, \"operator\": \"+\"}, {\"cells\": [\"(2,1)\", \"(1,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,4)\", \"(3,4)\"], \"target\": 2, \"ope... | {
"ground_truth": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 4 3 1,1 2 4 3,3 1 2 4,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,1)\", \"(2,2)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,2)\", \"(3,1)\", \"(4,1)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(1,2)\", \"(1,3)\"], \"target... | {
"ground_truth": "[[2 4 3 1,1 2 4 3,3 1 2 4,4 3 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(1,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(4,2)\", \"(4,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(2,4)\", \"(3,4)\"], \"target\": 2, \"operator\": \"... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 4 3 1,1 2 4 3,3 1 2 4,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,3)\", \"(1,2)\", \"(2,2)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(2,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,3)\", \"(3,3)\", \"(4,3)\", \"(4,2)\"... | {
"ground_truth": "[[2 4 3 1,1 2 4 3,3 1 2 4,4 3 1 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,3)\", \"(2,4)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,2)\", \"(1,1)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,1)\", \"(3,1)\"], \"target\": 2, \"operator... | {
"ground_truth": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,2)\", \"(2,1)\", \"(3,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(1,1)\", \"(1,2)\", \"(1,3)\"], \"target\": 7, \"operator\": \"+\"}, {\"cells\": [\"(4,1)\", \"(4,2)\"], \"target\": 1, ... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(3,2)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,3)\", \"(1,2)\", \"(2,2)\", \"(2,3)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(2,1)\", \"(1,1)\"], \"target... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(2,2)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,4)\", \"(2,3)\", \"(1,3)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(3,2)\", \"(3,3)\", \"(4,3)\", \"(4,2)\"... | {
"ground_truth": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,1)\", \"(1,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(3,3)\", \"(3,2)\", \"(3,1)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(3,4)\", \"(2,4)\"], \"target\": 2, \"operator\... | {
"ground_truth": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 4 3 1,1 2 4 3,3 1 2 4,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(1,3)\", \"(2,3)\", \"(3,3)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(2,2)\", \"(3,2)\", \"(3,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(3,4)\", \"(4,4)\", \"(4... | {
"ground_truth": "[[2 4 3 1,1 2 4 3,3 1 2 4,4 3 1 2]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[4 1 3 2,1 2 4 3,2 3 1 4,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(3,2)\", \"(3,3)\", \"(4,3)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(2,2)\", \"(2,3)\", \"(1,3)\"], \"target\": 9, \"operator\": \"+\"}, {\"cells\": [\"(3,4)\", \"(4,4)\"], \"t... | {
"ground_truth": "[[4 1 3 2,1 2 4 3,2 3 1 4,3 4 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[1 4 3 2,2 1 4 3,3 2 1 4,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(2,4)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(4,4)\", \"(3,4)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(2,3)\", \"(2,2)\", \"(3,2)\"], \"t... | {
"ground_truth": "[[1 4 3 2,2 1 4 3,3 2 1 4,4 3 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 4 3 2,2 1 4 3,3 2 1 4,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,4)\", \"(4,4)\", \"(4,3)\", \"(4,2)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(2,4)\", \"(2,3)\", \"(2,2)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(1,4)\", \"(1,3)\"], \"... | {
"ground_truth": "[[1 4 3 2,2 1 4 3,3 2 1 4,4 3 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[3 4 2 1,1 2 3 4,2 1 4 3,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,4)\", \"(4,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(3,2)\", \"(3,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(1,2)\", \"(1,3)\"], \"target\": 2, \"operator\... | {
"ground_truth": "[[3 4 2 1,1 2 3 4,2 1 4 3,4 3 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[4 2 3 1,1 3 2 4,2 1 4 3,3 4 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(4,1)\", \"(3,1)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(3,2)\", \"(3,3)\"], \"target\": 3, \"operator\": \"-\"}, {\"cells\": [\"(2,1)\", \"(1,1)\", \"(1,2)\", \"(2,2)\"], \"t... | {
"ground_truth": "[[4 2 3 1,1 3 2 4,2 1 4 3,3 4 1 2]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,2)\", \"(3,1)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(4,2)\", \"(4,3)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(3,4)\", \"(4,4)\"], \"target\": 2, \"operator... | {
"ground_truth": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(4,1)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(3,2)\", \"(3,3)\", \"(4,3)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\", \"(1,1)\"], \"t... | {
"ground_truth": "[[1 3 2 4,2 1 4 3,3 4 1 2,4 2 3 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,1)\", \"(1,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(3,4)\", \"(4,4)\"], \"target\": 3, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\", \"(2,2)\"], \"target\... | {
"ground_truth": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,1)\", \"(3,2)\", \"(3,3)\", \"(3,4)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(1,2)\", \"(1,3)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(4... | {
"ground_truth": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,1)\", \"(4,2)\", \"(3,2)\"], \"target\": 12, \"operator\": \"*\"}, {\"cells\": [\"(1,1)\", \"(2,1)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(2,4)\", \"(3,4)\"], \"target\": 1, \"operator... | {
"ground_truth": "[[3 4 1 2,1 2 3 4,2 1 4 3,4 3 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,2)\", \"(3,2)\"], \"target\": 1, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,4)\", \"(2,3)\", \"(2,2)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(4,4)\", \"(4,3)\", \"(3,3)\"], \"target... | {
"ground_truth": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(1,3)\"], \"target\": 4, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,1)\", \"(1,2)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,1)\", \"(4,2)\"], \"target\": 3, \"operator\": \"... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,4)\", \"(2,4)\", \"(3,4)\", \"(4,4)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(4,1)\", \"(3,1)\", \"(2,1)\", \"(2,2)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(2,3)\", \"(... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,4)\", \"(3,3)\", \"(3,2)\", \"(2,2)\"], \"target\": 10, \"operator\": \"+\"}, {\"cells\": [\"(3,1)\", \"(2,1)\", \"(1,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(4,4)\", \"(4,3)\"], \"t... | {
"ground_truth": "[[3 1 2 4,1 2 4 3,2 4 3 1,4 3 1 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,1)\", \"(1,2)\", \"(1,3)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(3,3)\", \"(3,4)\", \"(2,4)\"], \"target\": 8, \"operator\": \"*\"}, {\"cells\": [\"(4,3)\", \"(4,4)\"], \"target\": 2, ... | {
"ground_truth": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,3)\", \"(2,3)\", \"(3,3)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(4,4)\", \"(4,3)\", \"(4,2)\"], \"target\": 8, \"operator\": \"*\"}, {\"cells\": [\"(4,1)\", \"(3,1)\"], \"target\": 1, ... | {
"ground_truth": "[[4 3 1 2,1 2 3 4,2 1 4 3,3 4 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,1)\", \"(2,1)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,4)\", \"(2,4)\", \"(3,4)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(4,2)\", \"(4,3)\"], \"target\": 1, \"op... | {
"ground_truth": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,4)\", \"(3,4)\", \"(3,3)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(2,1)\", \"(1,1)\", \"(1,2)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(3,1)\", \"(4,1)\", \"(4,2)\", \"(4,... | {
"ground_truth": "[[1 3 4 2,2 1 3 4,3 4 2 1,4 2 1 3]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(4,4)\", \"(4,3)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(2,3)\", \"(2,4)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(3,2)\", \"(3,3)\", \"(3,4)\"], \"target\": 7, \"ope... | {
"ground_truth": "[[1 2 4 3,2 1 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,1)\", \"(3,1)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(3,4)\", \"(4,4)\", \"(4,3)\"], \"target\": 6, \"operator\": \"*\"}, {\"cells\": [\"(2,4)\", \"(2,3)\", \"(1,3)\"], \"target\": 12,... | {
"ground_truth": "[[2 3 1 4,1 2 4 3,3 4 2 1,4 1 3 2]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[3 1 4 2,1 2 3 4,2 4 1 3,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,3)\", \"(2,2)\", \"(3,2)\"], \"target\": 9, \"operator\": \"+\"}, {\"cells\": [\"(4,4)\", \"(3,4)\", \"(2,4)\"], \"target\": 8, \"operator\": \"+\"}, {\"cells\": [\"(3,3)\", \"(4,3)\", \"(4,2)\", \"(4,... | {
"ground_truth": "[[3 1 4 2,1 2 3 4,2 4 1 3,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[1 2 3 4,2 1 4 3,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(2,2)\"], \"target\": 2, \"operator\": \"\\u00f7\"}, {\"cells\": [\"(1,1)\", \"(2,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,4)\", \"(2,4)\"], \"target\": 1, \"operator\": \"... | {
"ground_truth": "[[1 2 3 4,2 1 4 3,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,3)\", \"(3,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(1,4)\", \"(1,3)\", \"(1,2)\", \"(1,1)\"], \"target\": 24, \"operator\": \"*\"}, {\"cells\": [\"(4,1)\", \"(4,2)\", \"(4,3)\"], \"t... | {
"ground_truth": "[[3 2 1 4,1 3 4 2,2 4 3 1,4 1 2 3]]"
} |
[
{
"content": "You are playing a Calcudoko puzzle on an N×N grid. The grid is divided into regions, each with a target number and an operator. Your task is to fill numbers 1 to N in each row and column, ensuring no number repeats in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the sum of nu... | calcudoko | {
"answer": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(2,2)\", \"(2,1)\", \"(3,1)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(3,3)\", \"(2,3)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(4,2)\", \"(4,3)\", \"(4,4)\"], \"target\": 6, ... | {
"ground_truth": "[[2 4 1 3,1 2 3 4,3 1 4 2,4 3 2 1]]"
} |
[
{
"content": "Here's a Calcudoko puzzle for you. You have an N×N grid with various regions. Each region has a specific operation and target number. Place numbers 1 to N in each row and column, ensuring no number appears twice in any row, column, or region. For example, (1,1)(2,1)(3,1):12+ means the numbers in t... | calcudoko | {
"answer": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(1,2)\", \"(1,1)\"], \"target\": 1, \"operator\": \"-\"}, {\"cells\": [\"(2,4)\", \"(3,4)\", \"(3,3)\"], \"target\": 7, \"operator\": \"+\"}, {\"cells\": [\"(3,2)\", \"(2,2)\", \"(2,1)\", \"(3,1)\"], \"ta... | {
"ground_truth": "[[2 1 4 3,1 2 3 4,3 4 1 2,4 3 2 1]]"
} |
[
{
"content": "Welcome to Calcudoko! You'll be solving a puzzle on an N×N grid. The grid contains several regions, each with its own mathematical operation and target number. Fill in numbers 1 to N in each row and column, making sure no number repeats in any row, column, or region. For instance, (1,1)(2,1)(3,1):... | calcudoko | {
"answer": "[[3 2 4 1,1 3 2 4,2 4 1 3,4 1 3 2]]",
"metadata": "{\"grid_size\": 4, \"regions\": [{\"cells\": [\"(3,3)\", \"(2,3)\", \"(2,2)\"], \"target\": 6, \"operator\": \"+\"}, {\"cells\": [\"(1,1)\", \"(2,1)\"], \"target\": 2, \"operator\": \"-\"}, {\"cells\": [\"(3,1)\", \"(4,1)\", \"(4,2)\"], \"target\": 7, ... | {
"ground_truth": "[[3 2 4 1,1 3 2 4,2 4 1 3,4 1 3 2]]"
} |
End of preview. Expand in Data Studio
SynLogic Dataset
This dataset contains multiple tasks for synthetic logic reasoning.
Available Tasks
- calcudoko
- futoshiki
- math_path
- number_wall
- operation
- space_reasoning
- sudoku
- sudoku_easy
- survo
Usage
from datasets import load_dataset
# Load a specific task
ds = load_dataset("SeanWang0027/synlogic", "calcudoko")
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