sample_idx int64 3 255 | task_score int64 1 1 | turns listlengths 15 15 | images dict | __source_file__ stringclasses 3 values |
|---|---|---|---|---|
4 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": "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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
14 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": "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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
16 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": "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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
18 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": "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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
25 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAABBZklEQVR4nO29yZMtx5Xm93P3iLhDTi9fvhlvAAiAJAA(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
27 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA/OUlEQVR4nO29yZMkSXbm91NVM/MltoyIjNwqM6uqa+m(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
31 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA6z0lEQVR4nO29yZMkyZXm99PFzJfYMjJyr6pErUBVYet(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
39 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA9vklEQVR4nO29ybMlx5Xm93P3iLjDm/PljMwEQAAkQBB(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
66 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAABANElEQVR4nO29yZMkSXbm99PFzJfYMiJyrcrMqurK6u6(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
71 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA84klEQVR4nO29y5Mkx53n93H3iMhHvbv6je4GQAAkQJD(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
End of preview. Expand
in Data Studio
README.md exists but content is empty.
- Downloads last month
- 21