From 0cec47684a894bd09cceecef5b1ea93d4e2b1b64 Mon Sep 17 00:00:00 2001 From: Christian Munley Date: Fri, 29 May 2026 15:51:50 -0700 Subject: [PATCH] init Signed-off-by: Christian Munley --- environments/circle_click/README.md | 25 +++ environments/circle_click/__init__.py | 0 environments/circle_click/config.yaml | 23 +++ environments/circle_click/data/.gitignore | 5 + environments/circle_click/data/example.jsonl | 5 + .../circle_click/data/example_metrics.json | 42 +++++ .../circle_click/data/example_rollouts.jsonl | 5 + environments/circle_click/prepare.py | 156 ++++++++++++++++++ environments/circle_count/README.md | 39 +++++ environments/circle_count/__init__.py | 0 environments/circle_count/config.yaml | 23 +++ environments/circle_count/data/.gitignore | 5 + environments/circle_count/data/example.jsonl | 5 + .../circle_count/data/example_metrics.json | 42 +++++ .../circle_count/data/example_rollouts.jsonl | 5 + environments/circle_count/prepare.py | 141 ++++++++++++++++ 16 files changed, 521 insertions(+) create mode 100644 environments/circle_click/README.md create mode 100644 environments/circle_click/__init__.py create mode 100644 environments/circle_click/config.yaml create mode 100644 environments/circle_click/data/.gitignore create mode 100644 environments/circle_click/data/example.jsonl create mode 100644 environments/circle_click/data/example_metrics.json create mode 100644 environments/circle_click/data/example_rollouts.jsonl create mode 100644 environments/circle_click/prepare.py create mode 100644 environments/circle_count/README.md create mode 100644 environments/circle_count/__init__.py create mode 100644 environments/circle_count/config.yaml create mode 100644 environments/circle_count/data/.gitignore create mode 100644 environments/circle_count/data/example.jsonl create mode 100644 environments/circle_count/data/example_metrics.json create mode 100644 environments/circle_count/data/example_rollouts.jsonl create mode 100644 environments/circle_count/prepare.py diff --git a/environments/circle_click/README.md b/environments/circle_click/README.md new file mode 100644 index 000000000..edab1b7a2 --- /dev/null +++ b/environments/circle_click/README.md @@ -0,0 +1,25 @@ +# Circle Click + +Environment for training VLMs to click images accurately. Uses images with colored circles on a white background and verifies that the model clicks the correct one. Image size, circle size, number of circles is configurable. Binary success reward. + +# Running +Set `env.yaml`: +``` +policy_base_url: http://localhost:8000/v1 +policy_api_key: EMPTY +policy_model_name: Qwen/Qwen3-VL-8B-Instruct +``` + +```bash +vllm serve Qwen/Qwen3-VL-8B-Instruct -tp 8 --enable-auto-tool-choice --tool-call-parser hermes & +ng_run "+config_paths=[environments/circle_click/config.yaml,responses_api_models/vllm_model/configs/vllm_model.yaml]" & +ng_collect_rollouts +agent_name=circle_click_simple_agent +input_jsonl_fpath=environments/circle_click/data/example.jsonl +output_jsonl_fpath=environments/circle_click/data/example_rollouts.jsonl +limit=1 +``` + +# Generating Data +All data is synthetically generated using `generate_data.py`. + +The generate data script can be modified to arbitrarily control the task complexity and curriculum, including number and size of circles, size of images, or other modifications. +```bash +python3 environments/circle_click/prepare.py --n 1000 --out environments/circle_click/data/train.jsonl +``` \ No newline at end of file diff --git a/environments/circle_click/__init__.py b/environments/circle_click/__init__.py new file mode 100644 index 000000000..e69de29bb diff --git a/environments/circle_click/config.yaml b/environments/circle_click/config.yaml new file mode 100644 index 000000000..6d47eddd6 --- /dev/null +++ b/environments/circle_click/config.yaml @@ -0,0 +1,23 @@ +circle_click: + resources_servers: + circle_click: + entrypoint: app.py + domain: other + description: Click on circles in images + value: Improve visual grounding and spatial reasoning + verified: false +circle_click_simple_agent: + responses_api_agents: + simple_agent: + entrypoint: app.py + max_steps: 1 + resources_server: + type: resources_servers + name: circle_click + model_server: + type: responses_api_models + name: policy_model + datasets: + - name: example + type: example + jsonl_fpath: environments/circle_click/data/example.jsonl diff --git a/environments/circle_click/data/.gitignore b/environments/circle_click/data/.gitignore new file mode 100644 index 000000000..4424b6fde --- /dev/null +++ b/environments/circle_click/data/.gitignore @@ -0,0 +1,5 @@ +*train.jsonl +*validation.jsonl +*train_prepare.jsonl +*validation_prepare.jsonl +*example_prepare.jsonl diff --git a/environments/circle_click/data/example.jsonl b/environments/circle_click/data/example.jsonl new file mode 100644 index 000000000..3e04fa8db --- /dev/null +++ b/environments/circle_click/data/example.jsonl @@ -0,0 +1,5 @@ +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates."}, {"role": "user", "content": [{"type": "input_image", "image_url": 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", "detail": "auto"}, {"type": "input_text", "text": "This is a 1000x1000 pixel image. It shows a red circle, a green circle, a purple circle, and a yellow circle. Click on the yellow circle."}]}], "tools": [{"type": "function", "name": "click", "description": "Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists.", "parameters": {"type": "object", "properties": {"x": {"type": "integer", "description": "X pixel coordinate (single integer, not a list)"}, "y": {"type": "integer", "description": "Y pixel coordinate (single integer, not a list)"}}, "required": ["x", "y"], "additionalProperties": false}, "strict": true}]}, "circles": [{"x": 429, "y": 607, "radius": 109, "color": "red"}, {"x": 261, "y": 407, "radius": 109, "color": "green"}, {"x": 752, "y": 375, "radius": 109, "color": "purple"}, {"x": 664, "y": 841, "radius": 109, "color": "yellow"}], "target_color": "yellow"} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates."}, {"role": "user", "content": [{"type": "input_image", "image_url": 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", "detail": "auto"}, {"type": "input_text", "text": "This is a 1000x1000 pixel image. It shows a blue circle, a green circle, a red circle, a purple circle, and a yellow circle. Click on the yellow circle."}]}], "tools": [{"type": "function", "name": "click", "description": "Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists.", "parameters": {"type": "object", "properties": {"x": {"type": "integer", "description": "X pixel coordinate (single integer, not a list)"}, "y": {"type": "integer", "description": "Y pixel coordinate (single integer, not a list)"}}, "required": ["x", "y"], "additionalProperties": false}, "strict": true}]}, "circles": [{"x": 754, "y": 475, "radius": 77, "color": "blue"}, {"x": 894, "y": 301, "radius": 77, "color": "green"}, {"x": 183, "y": 586, "radius": 77, "color": "red"}, {"x": 530, "y": 709, "radius": 77, "color": "yellow"}, {"x": 867, "y": 872, "radius": 77, "color": "purple"}], "target_color": "yellow"} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates."}, {"role": "user", "content": [{"type": "input_image", "image_url": "data:image/png;base64,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", "detail": "auto"}, {"type": "input_text", "text": "This is a 1000x1000 pixel image. It shows a blue circle, a green circle, and a pink circle. Click on the pink circle."}]}], "tools": [{"type": "function", "name": "click", "description": "Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists.", "parameters": {"type": "object", "properties": {"x": {"type": "integer", "description": "X pixel coordinate (single integer, not a list)"}, "y": {"type": "integer", "description": "Y pixel coordinate (single integer, not a list)"}}, "required": ["x", "y"], "additionalProperties": false}, "strict": true}]}, "circles": [{"x": 905, "y": 762, "radius": 67, "color": "blue"}, {"x": 392, "y": 334, "radius": 67, "color": "green"}, {"x": 697, "y": 294, "radius": 67, "color": "pink"}], "target_color": "pink"} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates."}, {"role": "user", "content": [{"type": "input_image", "image_url": 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EAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAEAA4Q4AAAGEOwAABBDuAAAQQLgDAECA/wLKEqQi9vjc0AAAAABJRU5ErkJggg==", "detail": "auto"}, {"type": "input_text", "text": "This is a 1000x1000 pixel image. It shows a green circle, a pink circle, a purple circle, a yellow circle, and a red circle. Click on the red circle."}]}], "tools": [{"type": "function", "name": "click", "description": "Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists.", "parameters": {"type": "object", "properties": {"x": {"type": "integer", "description": "X pixel coordinate (single integer, not a list)"}, "y": {"type": "integer", "description": "Y pixel coordinate (single integer, not a list)"}}, "required": ["x", "y"], "additionalProperties": false}, "strict": true}]}, "circles": [{"x": 113, "y": 580, "radius": 90, "color": "green"}, {"x": 365, "y": 664, "radius": 90, "color": "pink"}, {"x": 339, "y": 296, "radius": 90, "color": "purple"}, {"x": 834, "y": 581, "radius": 90, "color": "yellow"}, {"x": 653, "y": 662, "radius": 90, "color": "red"}], "target_color": "red"} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates."}, {"role": "user", "content": [{"type": "input_image", "image_url": 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", "detail": "auto"}, {"type": "input_text", "text": "This is a 1000x1000 pixel image. It shows a blue circle, a yellow circle, a cyan circle, and a orange circle. Click on the orange circle."}]}], "tools": [{"type": "function", "name": "click", "description": "Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists.", "parameters": {"type": "object", "properties": {"x": {"type": "integer", "description": "X pixel coordinate (single integer, not a list)"}, "y": {"type": "integer", "description": "Y pixel coordinate (single integer, not a list)"}}, "required": ["x", "y"], "additionalProperties": false}, "strict": true}]}, "circles": [{"x": 192, "y": 168, "radius": 90, "color": "blue"}, {"x": 120, "y": 511, "radius": 90, "color": "orange"}, {"x": 662, "y": 396, "radius": 90, "color": "yellow"}, {"x": 883, "y": 160, "radius": 90, "color": "cyan"}], "target_color": "orange"} diff --git a/environments/circle_click/data/example_metrics.json b/environments/circle_click/data/example_metrics.json new file mode 100644 index 000000000..19672d958 --- /dev/null +++ b/environments/circle_click/data/example_metrics.json @@ -0,0 +1,42 @@ +{ + "name": "example", + "type": "example", + "jsonl_fpath": "resources_servers/circle_click/data/example.jsonl", + "num_repeats": 1, + "gitlab_identifier": null, + "huggingface_identifier": null, + "license": null, + "Number of examples": 5, + "Number of tools": { + "Total # non-null values": 5, + "Average": 1.0, + "Min": 1.0, + "Max": 1.0, + "Standard deviation": 0.0 + }, + "Json-dumped number of words (proxy for token count)": { + "Total # non-null values": 5, + "Average": 111.6, + "Min": 111.0, + "Max": 114.0, + "Standard deviation": 1.34 + }, + "Number of turns": { + "Total # non-null values": 5, + "Average": 1.0, + "Min": 1.0, + "Max": 1.0, + "Standard deviation": 0.0 + }, + "Temperature": { + "Total # non-null values": 0, + "Average": 0.0, + "Min": 0.0, + "Max": 0.0, + "Standard deviation": 0.0 + }, + "target_color": { + "unique_count": 5, + "total_count": 5 + } +} \ No newline at end of file diff --git a/environments/circle_click/data/example_rollouts.jsonl b/environments/circle_click/data/example_rollouts.jsonl new file mode 100644 index 000000000..85a03a769 --- /dev/null +++ b/environments/circle_click/data/example_rollouts.jsonl @@ -0,0 +1,5 @@ +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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is a 1000x1000 pixel image. It shows a blue circle, a yellow circle, a cyan circle, and a orange circle. Click on the orange circle.","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_43f90e3b5b32451fb59d536f1cb9b2d8","created_at":1772875669.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-2B-Instruct","object":"response","output":[{"arguments":"{\"x\": 123, \"y\": 511}","call_id":"chatcmpl-tool-86cdcf91d9b35f2e","name":"click","type":"function_call","id":"chatcmpl-tool-86cdcf91d9b35f2e","status":"completed"},{"call_id":"chatcmpl-tool-86cdcf91d9b35f2e","output":"{\"x\":123,\"y\":511}","type":"function_call_output","id":null,"status":null}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2576,"input_tokens_details":{"cached_tokens":0},"output_tokens":58,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2634},"user":null},"reward":1.0,"clicked_x":123,"clicked_y":511,"hit":true,"_ng_task_index":4,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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"},{"text":"This is a 1000x1000 pixel image. It shows a blue circle, a green circle, a red circle, a purple circle, and a yellow circle. Click on the yellow circle.","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_e27bb4c536c34e55a52c7a411d560979","created_at":1772875669.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-2B-Instruct","object":"response","output":[{"arguments":"{\"x\": 520, \"y\": 704}","call_id":"chatcmpl-tool-92a0160d1649beea","name":"click","type":"function_call","id":"chatcmpl-tool-92a0160d1649beea","status":"completed"},{"call_id":"chatcmpl-tool-92a0160d1649beea","output":"{\"x\":520,\"y\":704}","type":"function_call_output","id":null,"status":null}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2584,"input_tokens_details":{"cached_tokens":0},"output_tokens":58,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2642},"user":null},"reward":1.0,"clicked_x":520,"clicked_y":704,"hit":true,"_ng_task_index":1,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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"},{"text":"This is a 1000x1000 pixel image. It shows a green circle, a pink circle, a purple circle, a yellow circle, and a red circle. Click on the red circle.","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_8efa9b12d0284eed9dba1c92cfb87840","created_at":1772875669.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-2B-Instruct","object":"response","output":[{"arguments":"{\"x\": [637, 669], \"y\": \"456\"}","call_id":"chatcmpl-tool-8a558f566a695f88","name":"click","type":"function_call","id":"chatcmpl-tool-8a558f566a695f88","status":"completed"},{"call_id":"chatcmpl-tool-8a558f566a695f88","output":"{\"x\":[637,669],\"y\":\"456\"}","type":"function_call_output","id":null,"status":null}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2584,"input_tokens_details":{"cached_tokens":0},"output_tokens":68,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2652},"user":null},"reward":0.0,"clicked_x":null,"clicked_y":null,"hit":false,"_ng_task_index":3,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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is a 1000x1000 pixel image. It shows a red circle, a green circle, a purple circle, and a yellow circle. Click on the yellow circle.","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_8b15a7efd89f483683849ceebd95d771","created_at":1772875669.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-2B-Instruct","object":"response","output":[{"arguments":"{\"x\": [651, 820], \"y\": [754]}","call_id":"chatcmpl-tool-878f1403f044013a","name":"click","type":"function_call","id":"chatcmpl-tool-878f1403f044013a","status":"completed"},{"call_id":"chatcmpl-tool-878f1403f044013a","output":"{\"x\":[651,820],\"y\":[754]}","type":"function_call_output","id":null,"status":null}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2576,"input_tokens_details":{"cached_tokens":0},"output_tokens":70,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2646},"user":null},"reward":0.0,"clicked_x":null,"clicked_y":null,"hit":false,"_ng_task_index":0,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. Use the click tool to click on the center of the specified colored circle. You must pass a single integer for x and a single integer for y. Do NOT use lists, arrays, or bounding box coordinates.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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is a 1000x1000 pixel image. It shows a blue circle, a green circle, and a pink circle. Click on the pink circle.","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_089482749880402c863bd85141a51038","created_at":1772875669.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-2B-Instruct","object":"response","output":[{"arguments":"{\"x\": [693, 308], \"y\": [340]}","call_id":"chatcmpl-tool-af805e4296d1566e","name":"click","type":"function_call","id":"chatcmpl-tool-af805e4296d1566e","status":"completed"},{"call_id":"chatcmpl-tool-af805e4296d1566e","output":"{\"x\":[693,308],\"y\":[340]}","type":"function_call_output","id":null,"status":null}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[{"name":"click","parameters":{"type":"object","properties":{"x":{"type":"integer","description":"X pixel coordinate (single integer, not a list)"},"y":{"type":"integer","description":"Y pixel coordinate (single integer, not a list)"}},"required":["x","y"],"additionalProperties":false},"strict":true,"type":"function","description":"Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists."}],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2568,"input_tokens_details":{"cached_tokens":0},"output_tokens":70,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2638},"user":null},"reward":0.0,"clicked_x":null,"clicked_y":null,"hit":false,"_ng_task_index":2,"_ng_rollout_index":0} diff --git a/environments/circle_click/prepare.py b/environments/circle_click/prepare.py new file mode 100644 index 000000000..017b6c26d --- /dev/null +++ b/environments/circle_click/prepare.py @@ -0,0 +1,156 @@ +# SPDX-FileCopyrightText: Copyright (c) 2025 NVIDIA CORPORATION & AFFILIATES. All rights reserved. +# SPDX-License-Identifier: Apache-2.0 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +import argparse +import base64 +import io +import json +import random +from pathlib import Path + +from PIL import Image, ImageDraw + + +COLORS: dict[str, tuple[int, int, int]] = { + "red": (220, 50, 47), + "blue": (38, 139, 210), + "green": (133, 153, 0), + "yellow": (181, 137, 0), + "purple": (108, 113, 196), + "orange": (203, 75, 22), + "cyan": (42, 161, 152), + "pink": (211, 54, 130), +} + +SYSTEM_PROMPT = ( + "You are a visual assistant. The image has pixel coordinates starting at (0, 0) in the top-left corner. " + "Use the click tool to click on the center of the specified colored circle. " + "You must pass a single integer for x and a single integer for y. " + "Do NOT use lists, arrays, or bounding box coordinates." +) + +CLICK_TOOL = { + "type": "function", + "name": "click", + "description": "Click at pixel coordinates (x, y) in the image. Both x and y must be single integers, not lists.", + "parameters": { + "type": "object", + "properties": { + "x": {"type": "integer", "description": "X pixel coordinate (single integer, not a list)"}, + "y": {"type": "integer", "description": "Y pixel coordinate (single integer, not a list)"}, + }, + "required": ["x", "y"], + "additionalProperties": False, + }, + "strict": True, +} + + +def _place_circles(n: int, img_size: int, radius: int, rng: random.Random) -> list[dict]: + margin = radius + 10 + circles = [] + for _ in range(n): + for _ in range(500): + x = rng.randint(margin, img_size - margin) + y = rng.randint(margin, img_size - margin) + if all(((x - c["x"]) ** 2 + (y - c["y"]) ** 2) ** 0.5 > 2 * radius + 15 for c in circles): + circles.append({"x": x, "y": y}) + break + return circles + + +def _generate_image(circles: list[dict], img_size: int, radius: int) -> str: + img = Image.new("RGB", (img_size, img_size), (255, 255, 255)) + draw = ImageDraw.Draw(img) + for c in circles: + r, g, b = COLORS[c["color"]] + draw.ellipse([c["x"] - radius, c["y"] - radius, c["x"] + radius, c["y"] + radius], fill=(r, g, b)) + buf = io.BytesIO() + img.save(buf, format="PNG") + return f"data:image/png;base64,{base64.b64encode(buf.getvalue()).decode()}" + + +def make_example( + seed: int, + img_size_range: tuple[int, int] = (1000, 1000), + circle_radius_range: tuple[int, int] = (60, 150), +) -> dict: + rng = random.Random(seed) + img_size = rng.randint(*img_size_range) + radius = rng.randint(*circle_radius_range) + num_circles = rng.randint(3, 5) + color_names = rng.sample(list(COLORS.keys()), num_circles) + target_color = rng.choice(color_names) + + positions = _place_circles(num_circles, img_size, radius, rng) + circles = [{"x": p["x"], "y": p["y"], "radius": radius, "color": color_names[i]} for i, p in enumerate(positions)] + + image_url = _generate_image(circles, img_size, radius) + + others = [c["color"] for c in circles if c["color"] != target_color] + others_str = ", ".join(f"a {col} circle" for col in others) + user_text = ( + f"This is a {img_size}x{img_size} pixel image. " + f"It shows {others_str}, and a {target_color} circle. " + f"Click on the {target_color} circle." + ) + + return { + "responses_create_params": { + "input": [ + {"role": "system", "content": SYSTEM_PROMPT}, + { + "role": "user", + "content": [ + {"type": "input_image", "image_url": image_url, "detail": "auto"}, + {"type": "input_text", "text": user_text}, + ], + }, + ], + "tools": [CLICK_TOOL], + }, + "circles": circles, + "target_color": target_color, + } + + +def main() -> None: + parser = argparse.ArgumentParser(description="Generate circle click dataset.") + parser.add_argument("--n", type=int, default=5) + parser.add_argument("--out", type=str, default=str(Path(__file__).parent / "data" / "example.jsonl")) + parser.add_argument("--seed-offset", type=int, default=0) + parser.add_argument("--img-size-min", type=int, default=1000) + parser.add_argument("--img-size-max", type=int, default=1000) + parser.add_argument("--radius-min", type=int, default=60) + parser.add_argument("--radius-max", type=int, default=150) + args = parser.parse_args() + + img_size_range = (args.img_size_min, args.img_size_max) + circle_radius_range = (args.radius_min, args.radius_max) + + output_path = Path(args.out) + output_path.parent.mkdir(parents=True, exist_ok=True) + + with output_path.open("w") as f: + for i in range(args.n): + example = make_example( + args.seed_offset + i, img_size_range=img_size_range, circle_radius_range=circle_radius_range + ) + f.write(json.dumps(example) + "\n") + + print(f"Generated {args.n} examples: {output_path}") + + +if __name__ == "__main__": + main() diff --git a/environments/circle_count/README.md b/environments/circle_count/README.md new file mode 100644 index 000000000..72714d6b4 --- /dev/null +++ b/environments/circle_count/README.md @@ -0,0 +1,39 @@ + + +# Circle Count + +Environment for training VLMs to count in images. Uses images with colored circles on a white background and verifies that the model reports the correct count for the target color. Image size, circle size, number of circles, and color distribution are configurable. Binary success reward. + +Expects `\boxed{}` output format. No tools. + +# Running +Set `env.yaml`: +``` +policy_base_url: http://localhost:8000/v1 +policy_api_key: EMPTY +policy_model_name: Qwen/Qwen3-VL-8B-Instruct +``` + +```bash +vllm serve Qwen/Qwen3-VL-8B-Instruct -tp 8 --enable-auto-tool-choice --tool-call-parser hermes & +ng_run "+config_paths=[environments/circle_count/config.yaml,responses_api_models/vllm_model/configs/vllm_model.yaml]" & +ng_collect_rollouts +agent_name=circle_count_simple_agent +input_jsonl_fpath=environments/circle_count/data/example.jsonl +output_jsonl_fpath=environments/circle_count/data/example_rollouts.jsonl +limit=1 +``` + +# Generating Data +All data is synthetically generated using `generate_data.py`. + +The script controls task complexity including number of circles, their size, image size, and color distribution. + +```bash +python3 environments/circle_count/prepare.py --n 5 --out environments/circle_count/data/example.jsonl +python3 environments/circle_count/prepare.py --n 1000 --out environments/circle_count/data/train.jsonl +``` + +Key parameters: +- `--num-circles-min` / `--num-circles-max`: total circles per image (default 5–20) +- `--radius-min` / `--radius-max`: circle radius in pixels (default 30–60) +- `--img-size-min` / `--img-size-max`: image dimensions (default 1000×1000) diff --git a/environments/circle_count/__init__.py b/environments/circle_count/__init__.py new file mode 100644 index 000000000..e69de29bb diff --git a/environments/circle_count/config.yaml b/environments/circle_count/config.yaml new file mode 100644 index 000000000..9ff57b71b --- /dev/null +++ b/environments/circle_count/config.yaml @@ -0,0 +1,23 @@ +circle_count: + resources_servers: + circle_count: + entrypoint: app.py + domain: other + description: Count circles of a given color in images + value: Improve visual counting and color recognition + verified: false +circle_count_simple_agent: + responses_api_agents: + simple_agent: + entrypoint: app.py + max_steps: 1 + resources_server: + type: resources_servers + name: circle_count + model_server: + type: responses_api_models + name: policy_model + datasets: + - name: example + type: example + jsonl_fpath: environments/circle_count/data/example.jsonl diff --git a/environments/circle_count/data/.gitignore b/environments/circle_count/data/.gitignore new file mode 100644 index 000000000..4424b6fde --- /dev/null +++ b/environments/circle_count/data/.gitignore @@ -0,0 +1,5 @@ +*train.jsonl +*validation.jsonl +*train_prepare.jsonl +*validation_prepare.jsonl +*example_prepare.jsonl diff --git a/environments/circle_count/data/example.jsonl b/environments/circle_count/data/example.jsonl new file mode 100644 index 000000000..92b228cba --- /dev/null +++ b/environments/circle_count/data/example.jsonl @@ -0,0 +1,5 @@ +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}."}, {"role": "user", "content": [{"type": "input_image", "image_url": 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", "detail": "auto"}, {"type": "input_text", "text": "How many pink circles are in the image?"}]}]}, "circles": [{"x": 508, "y": 387, "radius": 54, "color": "pink"}, {"x": 689, "y": 719, "radius": 54, "color": "pink"}, {"x": 273, "y": 629, "radius": 54, "color": "pink"}, {"x": 552, "y": 517, "radius": 54, "color": "pink"}, {"x": 127, "y": 888, "radius": 54, "color": "pink"}, {"x": 625, "y": 78, "radius": 54, "color": "purple"}, {"x": 924, "y": 472, "radius": 54, "color": "purple"}, {"x": 791, "y": 908, "radius": 54, "color": "pink"}, {"x": 867, "y": 748, "radius": 54, "color": "purple"}, {"x": 690, "y": 569, "radius": 54, "color": "purple"}, {"x": 313, "y": 811, "radius": 54, "color": "pink"}, {"x": 128, "y": 259, "radius": 54, "color": "purple"}, {"x": 645, "y": 291, "radius": 54, "color": "pink"}, {"x": 391, "y": 584, "radius": 54, "color": "purple"}, {"x": 404, "y": 898, "radius": 54, "color": "purple"}, {"x": 157, "y": 674, "radius": 54, "color": "pink"}, {"x": 311, "y": 361, "radius": 54, "color": "pink"}, {"x": 905, "y": 255, "radius": 54, "color": "purple"}], "target_color": "pink", "agent_ref": {"type": "responses_api_agents", "name": "circle_count_simple_agent"}} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}."}, {"role": "user", "content": [{"type": "input_image", "image_url": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+gAAAPoCAIAAADCwUOzAAAfQUlEQVR4nO3dzY2cR5ZA0eSAvmgxkCMyorftgCAjBDkw2zZCjgi9kDU5i2zU5LBYxays7yduxDlrSowXEFgXT5HJL9fr9QIAAIztv84+AAAA8GPCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAEDA17MPcJqf/vjrkV/2968/730SAAD4oS/X6/XsMxzkwVJ/n44HAOAUk4f7JrH+FhEPAMBhpg33XZP9nnwHAOAAs4X7Yb3+moIHAGA/84T7icl+T74DALCHGcJ9kGS/J98BANhW/nvcB6z2y6inAgCgK7xxT8Sx1TsAAJuobtwT1X7pnBMAgMElw71Vw63TAgAwpthTmXQEezYDAMDTShv3dLVf+ucHAOBEmXCfo3rnmAIAgOM1wn2m3p1pFgAADhMI9/lKd76JAADY2+jhPmvjzjoXAAA7GTrc567buacDAGBbQ4c7AABwM264r7CQXmFGAAA2MWi4r1O060wKAMBnjBjuq7XsavMCAPCEEcMdAAD4xnDhvub6ec2pAQB43FjhvnK/rjw7AAA/NFa4AwAA3zVQuFs5uwEAAN4yULgDAABvGSXcLZtv3AMAAN81SrgDAADvEO4AABAwRLh7H3LPbQAA8NoQ4Q4AALzv/HC3YH7NnQAA8I3zwx0AAPgh4Q4AAAHCHQAAAk4Od4+53+JmAAC4Z+MOAAABwh0AAAKEOwAABAh3AAAIODPcff7yfe4HAIAXNu4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgIAzw/3vX38+8Xcfn/sBAOCFjTsAAAQIdwAACBDuAAAQINwBACDg5HD3+cu3uBkAAO7ZuAMAQIBwBwCAAOEOAAAB54e7x9yvuRMAAL5xfrgDAAA/NES4WzDfcxsAALw2RLgDAADvE+4AABAwSrh7H3LjHgAA+K5Rwh0AAHjHQOFu2ewGAAB4y0DhDgAAvGWscF955bzy7AAA/NBY4X5ZtV/XnBoAgMcNF+4AAMBrI4b7auvn1eYFAOAJI4b7ZaWWXWdSAAA+Y9Bwv6xRtCvMCADAJsYNdwAA4MXQ4T73Qnru6QAA2NbQ4X6Zt25nnQsAgJ2MHu6XGRt3vokAANhbINwvc5XuTLMAAHCYRrhfZundOaYAAOB4mXC/9Ku3fn4AAE705Xq9nn2GD/vpj7/OPsLHSHYAAD6ptHF/0erg1mkBABhTMtwvnRqunBMAgMEln8rcG/bZjGQHAGBD1Y37izH7eMxTAQDQld+4vxhk9S7ZAQDYwzzhfnNivkt2AAD2M1u4vzis4PU6AAAHmDbcb3bNd8kOAMBhJg/3e5tEvFgHAOAUC4X7Nx7seKUOAMAI1g13AAAIyX+POwAArEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAEPD17AMAcJyf/vjrkV/2968/730SAD7qy/V6PfsMAOzlwVJ/n44HGIFwB5jNJrH+FhEPcBbhDjCPXZP9nnwHOJ5wB8g7rNdfU/AAhxHuAGEnJvs9+Q5wAOEOkDRIst+T7wC78j3uAD0DVvtl1FMBTMPGHaAkEcdW7wB7sHEHyEhU+6VzToAW4Q7Q0Krh1mkBEjyVARhdOoI9mwHYio07wNDS1X7pnx9gHMIdYFxzVO8cUwCcTrgDDGqm3p1pFoCzCHeAEc1XuvNNBHAw4Q4wnFkbd9a5AI4h3AHGMnfdzj0dwK6EOwAABAh3gIGssJBeYUaAPQh3gFGsU7TrTAqwIeEOMITVWna1eQE+T7gDAECAcAc435rr5zWnBniacAc42cr9uvLsAB8l3AEAIEC4A5zJytkNADxIuAMAQIBwBziNZfONewB4hHAHAIAA4Q4AAAHCHeAc3ofccxsAPyTcAQAgQLgDnMCC+TV3AvA+4Q4AAAHCHQAAAoQ7AAAECHeAo3nM/RY3A/AO4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gCH8vnL97kfgLcIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABDw9ewDsL0/f//yyC/75bfr3icBAGArwn0GD5b6+/+UjgcAGNmX61WuJT0X6w8S8bCrn/746+wjjOvvX38++wgAg7Jx79k12e9/C/kOADAO4Z5xQK+/9TsqeACA0wn3gOOT/bsHkO8AACcS7kM7PdnvyXcAgBP5HvdxDVXtL8Y8FbT4/OVb3AzAO2zcRzR4HFu9AwAcz8Z9OINX+4vKOQEA5iDcx9Kq4dZpAQDS/AVMo0hHsGcz8AR/DdM3PHAHeJ+N+xDS1X7pnx8AYHzC/XxzVO8cU8CRLJjvuQ2AHxLuJ5upd2eaBQBgNML9TPOV7nwTAQAMQrifZtbGnXUu2IP3ITfuAeARwv0cc9ft3NMBAJxCuAOcybLZDQA8SLifYIWF9AozAgAcSbgfbZ2iXWdS+KSVV84rzw7wUcL9UKu17GrzwtPW7Nc1pwZ4mnAHAIAA4X6cNdfPa04NT1ht/bzavACfJ9wPsnK/rjw7fMg6LbvOpAAbEu4AA1mhaFeYEWAPwv0IVs5uAADgk4Q7wFjmXkjPPR3AroT77iybb9wDPG7Wup11LoBjCHeAEc3XuPNNBHAw4Q4wqJlKd6ZZAM4i3Pflfcg9twEfNUfvzjEFwOmEO8DQ6tVbPz/AOL5cr9ezzzAtC+bv+uU3/8nBM37646+zj/Axkh1gWzbuAA2tDm6dFiBBuANkVGq4ck6Alq9nHwCAD7g18bDPZiQ7wH5s3Pfigftb3Ax83ph9POapAKZh4w6QNNTqXbIDHEC4A4Sdnu+SHeAwwh0g76WeDyt4vQ5wPOEOMI8DFvCSHeAs/gKmXfj85Q/5a5jgGJtEvFgHGIGNO8DMvmnuBzteqQMMSLgDLESRA3T5HncAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINx38ctv17OPMDT3AwDwUcIdAAAChDsAAAQIdwAACBDuAAAQINz34vOXb3EzAABPEO4AABAg3AEAIEC4AwBAgHDfkcfcr7kTAIDnCHcAAAgQ7vuyYL7nNgAAnibcAQAgQLgDAECAcN+d9yE37gEA4DOEOwAABAj3I1g2uwEAgE8S7gAAECDcD7Lyynnl2QEAtiLcj7Nmv645NQDA5oQ7AAAECPdDrbZ+Xm1eAID9CPejrdOy60wKAHAA4X6CFYp2hRkBAI4k3AEAIEC4n2PuhfTc0wEAnEK4n2bWup11LgCAcwn3M83XuPNNBAAwCOF+splKd6ZZAABGI9zPN0fvzjEFAMCwhPsQ6tVbPz8AwPi+XK+SayB//v7l7CN8jGQHADiGjftYWh3cOi0AQJpwH06lhivnBACYg6cy4xr22YxkBwA4no37uMbs4zFPBQAwPRv3gEFW75IdAOBEwj3jxHyX7AAApxPuPYcVvF4HABiHcK/aNd8lOwDAaIT7DDaJeLEOADAy4T6hBzteqQMAhAh3AAAI8D3uAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAr6efQCY009//PXIL/v715/3PgkAMIcv1+v17DPADB4s9ffpeADgLcIdnrdJrL9FxAMA94Q7PGPXZL8n3wGAG+EOH3BYr7+m4AFgccIdHnJist+T7wCwLOEOPzBIst+T7wCwIN/jDu8ZsNovo54KANiVjTt8XyKOrd4BYB027vAdiWq/dM4JAHyecIdvtWq4dVoA4GmeysD/SUewZzMAMDcbd/iPdLVf+ucHAN4n3OFymaV655gCAPgu4Q5T9e5MswAA94Q7q5uvdOebCAC4CHcWN2vjzjoXAKzMt8qwrunr1vfMLOXP37888st++c2f+QBVX88+AADPeLDU3/+ndDxAiI07i5p+3X5j6T6Z52L9QSIeYHDCnRUtUu032n0Ouyb7PfkOMCzhznKWqvYb7d51WK+/puABRuONO8CITkz2+wPId4Bx2LizlgXX7TeW7iGnJ/tr8h1gBL7HnYUsW+2XtWdvGbDaL6OeCmA1nsoADGHwOPZyBuB0Nu6swsrZDYxs8Gp/UTknwJSEO8DJWjXcOi3ATHw4lSVYNr/wKdWhpCPYsxmAg9m4A5wjXe2X/vkBcoQ7wAnmqN45pgCoEO7MzzuZe25jBDP17kyzAAxOuAMcar7SnW8igDEJdyZnwfyaOznRrI0761wAQxHuAAeZu27nng5gBMIdAAAChDvAEVZYSK8wI8CJhDsz85j7LW7mYOsU7TqTAhxPuAPsa7WWXW1egMMIdwAACBDuADtac/285tQAexPuAHtZuV9Xnh1gJ8Kdafn85fvcDwC0CHeAXVg5uwGAbQl3AAAIEO4A27NsvnEPABsS7gAAECDcAQAgQLgDbMz7kHtuA2Arwh0AAAKEO8CWLJhfcycAmxDuAAAQINwBACBAuAMAQIBwB9iMx9xvcTMAnyfcmdbfv/589hGG5n4AoEW4AwBAgHAHAIAA4Q4AAAHCHWAbPn/5PvcD8EnCnZn5/OVb3AwA5Ah3AAAIEO4AABAg3AEAIEC4MzmPuV9zJwBQJNwBACBAuDM/C+Z7bgMAooQ7AAAECHcAAAgQ7izB+5Ab9wAAXcIdAAAChDursGx2AwCQJtwBtvHLb9ezjzA09wPwScKdhay8cl55dgCYg3BnLWv265pTA8BkhDsAAAQId5az2vp5tXkBYFbCnRWt07LrTDoIn798i5sB+DzhzqJWKNoVZgSAdQh3AAAIEO6sa+6F9NzTAcCChDtLm7VuZ50rwWPu19wJwCaEO6ubr3HnmwgAuAh3uMxVujPN0mXBfM9tAGxFuMPlMkvvzjEFAPBdwh3+o1699fMDAO/7cr36n5jw//z0x19nH+FjJPuY/vz9y9lHOJ93MgAbsnGHb7U6uHVaAOBpwh2+o1LDlXOuybLZDQBs6+vZB4BB3Zp42Gczkh0AVmPjDu8Zs4/HPBWvrbxyXnl2gJ34cCo8ZJDVu2QvWvBTqqodYA+eysBDTn85I9kBYHE27vCMwwper89hqaW7dTvAToQ7PG/XfJfsk1mk3VU7wH6EO2xjk4gX63Obvt1VO8CuvHGHbXzT3A92vFIHAB5k4w5wnImX7tbtAHvzPe4Ax5m1bmedC2Aowh3gUPM17nwTAYxJuAMcbabSnWkWgMEJd4ATzNG7c0wBUCHcAc5Rr976+QFyfKsMwMlyXzUj2QFOYeMOcLJWB7dOCzAT4Q5wvkoNV84JMCVPZQAGMuyzGckOcLpAuD/4Y8wPFWAOA7a7P2ABRjBiuG/yQ8uPGSBtkHz3ZynAOEYJ911/RPnBA0SdmO/+5AQYzfnhftiPJT+EgC5/VAJwWrhbIwF8lP85CbCyE8Ldw02Az/NxIIDVHBrugyT7PT+0gDn4Ai6A6R0X7gNW+40fYwAAjO+IcB822e/JdwAARvZfe/8GiWq/dM4JAMCa9g33Vg23TgsAwFL2eiqTjmDPZgAAGM0uG/d0tV/65wcAYD7bh/sc1TvHFAAATGPjcJ+pd2eaBQCAui3Dfb7SnW8iAACiNgv3WRt31rkAAGjZJtznrtu5pwMAIGH3v4AJAAD4vA3CfYWF9AozAgAwss+G+zpFu86kAAAM6FPhvlrLrjYvAADj8MYdAAACng/3NdfPa04NAMDpngz3lft15dkBADiLpzIAABDwTLhbObsBAAAOZuMOAAABHw53y+Yb9wAAwJFs3AEAIEC4AwBAwMfC3fuQe24DAIDD2LgDAEDAB8Ldgvk1dwIAwDFs3AEAIEC4AwBAgHAHAICAR8PdY+63uBkAAA5g4w4AAAHCHQAAAoQ7AAAECHcAAAh4KNx9/vJ97gcAgL3ZuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAh4K919+u+59jjT3AwDA3mzcAQAgQLgDAECAcAcAgADhDgAAAY+Gu89fvsXNAABwABt3AAAIEO4AABAg3AEAIOAD4e4x92vuBACAY9i4AwBAwMfC3YL5ntsAAOAwNu4AABAg3AEAIODD4e59yI17AADgSDbuAAAQ8Ey4Wza7AQAADmbjDgAAAV+u1yeXx3/+/mXbo1RYtwMA5/rvf/3PI7/s3//4594n4UjPh/tlyXZX7QDA8R4s9ffp+LqvZx8AAIDv2CTW3/oXiviiT23cL4st3a3bAYADbJ7sb5HvLZ8N98sy7a7aAYBdHdbrryn4hA3C/bJAu6t2AGA/Jyb7Pfk+OG/cAQBOM0iy39wOI9+Htc33uM+9kJ57OgDgLENV+4sxT8Vlq6cyN1M+mFHtAMDmEnFs9T6aLf/m1Pkad76JAIDTJar90jnnOrYM98tcpTvTLADAIFo13Drt9LZ8KvNigjczqh0A2FY6gj2bGcHGG/ebevXWzw8AjCZd7Zf++eewy8b9RW71LtkBgM1NU7327ufaZeP+otXBrdMCAAnTVPtlrlmK9g33S6eGK+cEAELmK935JgrZ96nMvWGfzUh2AGAPEzeuNzOn2H3j/mLMPh7zVABA3cTVfpl9umF9PfI3u1XyIKt3yQ4AQMhxT2W+cWK+S3YAYFeLLKQ9mDnYaeH+4rCC1+sAwAEWqfYb7X6k88P9Ztd8l+wAwDGWqvYb7X6YQ9+4v+O+rTeJeLEOAMBMRtm4v+PBjlfqAMC5Fly331i6HyMQ7gAA41u22m+0+wGO+x53AADgacIdAOCzFl+3X9zAIYQ7AAAECHcAgE+xbL5xD3sT7gAAECDcAQAgQLgDADzP+5B7bmNXwh0AAAKEOwDAkyyYX3Mn+xHuAAAQINwBACBAuAMAQIBwBwB4hsfcb3EzOxHuAAAQINwBACBAuAMAQIBwBwCAAOEOAPBhPn/5PvezB+EOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAH/bvf/zz7CMMzf3sQbgDAECAcAcAgADhDgAAAcIdAAAChDsAwDN8/vItbmYnwh0AAAKEOwAABAh3AAAIEO4AAE/ymPs1d7If4Q4AAAHCHQDgeRbM99zGroQ7AAAECHcAAAgQ7gAAn+J9yI172JtwBwCAAOEOAPBZls1u4ADCHQAAAoQ7AMAGVl45rzz7kYQ7AMA21uzXNac+hXAHAIAA4Q4AsJnV1s+rzXsu4Q4AsKV1WnadSQch3AEANrZC0a4w42iEOwAABAh3AIDtzb2Qnnu6YQl3AIBdzFq3s841PuEOALCX+Rp3volChDsAwI5mKt2ZZikS7gAA+5qjd+eYIk24AwDsrl699fPP4cv1ej37DAAAq/jvf/3P2Uf4GMk+Dht3AIDjtDq4ddrpCXcAgENVarhyznV4KgMAcI5hn81I9jHZuAMAnGPMPh7zVFxs3AEATjfI6l2yD064AwAM4cR8l+wJwh0AYCyHFbxebxHuAAAj2jXfJXuRcAcAGN0mES/W64Q7AEDMgx2v1Ccj3AEAIMD3uAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAH/Cytj6gPl/0s/AAAAAElFTkSuQmCC", "detail": "auto"}, {"type": "input_text", "text": "How many yellow circles are in the image?"}]}]}, "circles": [{"x": 501, "y": 680, "radius": 48, "color": "yellow"}, {"x": 838, "y": 843, "radius": 48, "color": "cyan"}, {"x": 60, "y": 770, "radius": 48, "color": "yellow"}, {"x": 514, "y": 330, "radius": 48, "color": "blue"}, {"x": 292, "y": 663, "radius": 48, "color": "blue"}, {"x": 162, "y": 383, "radius": 48, "color": "yellow"}, {"x": 89, "y": 80, "radius": 48, "color": "blue"}], "target_color": "yellow", "agent_ref": {"type": "responses_api_agents", "name": "circle_count_simple_agent"}} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}."}, {"role": "user", "content": [{"type": "input_image", "image_url": "data:image/png;base64,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", "detail": "auto"}, {"type": "input_text", "text": "How many cyan circles are in the image?"}]}]}, "circles": [{"x": 204, "y": 483, "radius": 32, "color": "orange"}, {"x": 695, "y": 444, "radius": 32, "color": "orange"}, {"x": 864, "y": 782, "radius": 32, "color": "cyan"}, {"x": 922, "y": 563, "radius": 32, "color": "green"}, {"x": 422, "y": 599, "radius": 32, "color": "cyan"}, {"x": 497, "y": 556, "radius": 32, "color": "green"}, {"x": 316, "y": 78, "radius": 32, "color": "cyan"}], "target_color": "cyan", "agent_ref": {"type": "responses_api_agents", "name": "circle_count_simple_agent"}} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}."}, {"role": "user", "content": [{"type": "input_image", "image_url": "data:image/png;base64,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", "detail": "auto"}, {"type": "input_text", "text": "How many orange circles are in the image?"}]}]}, "circles": [{"x": 611, "y": 914, "radius": 48, "color": "pink"}, {"x": 620, "y": 545, "radius": 48, "color": "purple"}, {"x": 464, "y": 712, "radius": 48, "color": "pink"}, {"x": 939, "y": 212, "radius": 48, "color": "orange"}, {"x": 295, "y": 708, "radius": 48, "color": "orange"}, {"x": 213, "y": 593, "radius": 48, "color": "purple"}, {"x": 73, "y": 745, "radius": 48, "color": "pink"}, {"x": 853, "y": 123, "radius": 48, "color": "pink"}, {"x": 221, "y": 834, "radius": 48, "color": "purple"}], "target_color": "orange", "agent_ref": {"type": "responses_api_agents", "name": "circle_count_simple_agent"}} +{"responses_create_params": {"input": [{"role": "system", "content": "You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}."}, {"role": "user", "content": [{"type": "input_image", "image_url": "data:image/png;base64,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", "detail": "auto"}, {"type": "input_text", "text": "How many yellow circles are in the image?"}]}]}, "circles": [{"x": 895, "y": 157, "radius": 39, "color": "cyan"}, {"x": 317, "y": 268, "radius": 39, "color": "cyan"}, {"x": 75, "y": 897, "radius": 39, "color": "red"}, {"x": 705, "y": 875, "radius": 39, "color": "blue"}, {"x": 315, "y": 868, "radius": 39, "color": "cyan"}, {"x": 217, "y": 366, "radius": 39, "color": "yellow"}, {"x": 345, "y": 691, "radius": 39, "color": "blue"}, {"x": 937, "y": 798, "radius": 39, "color": "blue"}], "target_color": "yellow", "agent_ref": {"type": "responses_api_agents", "name": "circle_count_simple_agent"}} diff --git a/environments/circle_count/data/example_metrics.json b/environments/circle_count/data/example_metrics.json new file mode 100644 index 000000000..32ee4ee2b --- /dev/null +++ b/environments/circle_count/data/example_metrics.json @@ -0,0 +1,42 @@ +{ + "name": "example", + "type": "example", + "jsonl_fpath": "resources_servers/circle_count/data/example.jsonl", + "num_repeats": 1, + "gitlab_identifier": null, + "huggingface_identifier": null, + "license": null, + "Number of examples": 5, + "Number of tools": { + "Total # non-null values": 0, + "Average": 0.0, + "Min": 0.0, + "Max": 0.0, + "Standard deviation": 0.0 + }, + "Json-dumped number of words (proxy for token count)": { + "Total # non-null values": 5, + "Average": 50.0, + "Min": 50.0, + "Max": 50.0, + "Standard deviation": 0.0 + }, + "Number of turns": { + "Total # non-null values": 5, + "Average": 1.0, + "Min": 1.0, + "Max": 1.0, + "Standard deviation": 0.0 + }, + "Temperature": { + "Total # non-null values": 0, + "Average": 0.0, + "Min": 0.0, + "Max": 0.0, + "Standard deviation": 0.0 + }, + "target_color": { + "unique_count": 4, + "total_count": 5 + } +} \ No newline at end of file diff --git a/environments/circle_count/data/example_rollouts.jsonl b/environments/circle_count/data/example_rollouts.jsonl new file mode 100644 index 000000000..5b842ec31 --- /dev/null +++ b/environments/circle_count/data/example_rollouts.jsonl @@ -0,0 +1,5 @@ +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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"},{"text":"How many cyan circles are in the image?","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_06e643467d624181b0e4639ce2f2dc69","created_at":1774082731.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-8B-Instruct","object":"response","output":[{"id":"msg_6f9c744241d94fbea5bb1e1d06d0c00c","content":[{"annotations":[],"text":"To determine the number of cyan circles in the image, let's carefully examine each circle:\n\n- There is a cyan circle at the top.\n- There is a cyan circle on the left side.\n- There is a cyan circle near the center-left.\n- There is a cyan circle at the bottom right.\n\nThe other circles are orange and green.\n\nCounting only the cyan ones, we have 4.\n\n\\boxed{4}","type":"output_text","logprobs":null}],"role":"assistant","status":"completed","type":"message"}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2044,"input_tokens_details":{"cached_tokens":0},"output_tokens":174,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2218},"user":null},"reward":0.0,"predicted_count":4,"expected_count":3,"correct":false,"_ng_task_index":2,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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"},{"text":"How many orange circles are in the image?","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_4c35bc051aad40d1882cee57b3679921","created_at":1774082731.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-8B-Instruct","object":"response","output":[{"id":"msg_a67a1792c6c643e4b767013841ead207","content":[{"annotations":[],"text":"To determine the number of orange circles in the image, I will carefully examine the image and count each circle that is orange in color.\n\n- In the lower-left portion of the image, there is one orange circle.\n- In the upper-right portion of the image, there is another orange circle.\n\nNo other circles in the image are orange.\n\nTherefore, the total number of orange circles is 2.\n\n\\boxed{2}","type":"output_text","logprobs":null}],"role":"assistant","status":"completed","type":"message"}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2044,"input_tokens_details":{"cached_tokens":0},"output_tokens":172,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2216},"user":null},"reward":1.0,"predicted_count":2,"expected_count":2,"correct":true,"_ng_task_index":3,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+gAAAPoCAIAAADCwUOzAAAfQUlEQVR4nO3dzY2cR5ZA0eSAvmgxkCMyorftgCAjBDkw2zZCjgi9kDU5i2zU5LBYxays7yduxDlrSowXEFgXT5HJL9fr9QIAAIztv84+AAAA8GPCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAEDA17MPcJqf/vjrkV/2968/730SAAD4oS/X6/XsMxzkwVJ/n44HAOAUk4f7JrH+FhEPAMBhpg33XZP9nnwHAOAAs4X7Yb3+moIHAGA/84T7icl+T74DALCHGcJ9kGS/J98BANhW/nvcB6z2y6inAgCgK7xxT8Sx1TsAAJuobtwT1X7pnBMAgMElw71Vw63TAgAwpthTmXQEezYDAMDTShv3dLVf+ucHAOBEmXCfo3rnmAIAgOM1wn2m3p1pFgAADhMI9/lKd76JAADY2+jhPmvjzjoXAAA7GTrc567buacDAGBbQ4c7AABwM264r7CQXmFGAAA2MWi4r1O060wKAMBnjBjuq7XsavMCAPCEEcMdAAD4xnDhvub6ec2pAQB43FjhvnK/rjw7AAA/NFa4AwAA3zVQuFs5uwEAAN4yULgDAABvGSXcLZtv3AMAAN81SrgDAADvEO4AABAwRLh7H3LPbQAA8NoQ4Q4AALzv/HC3YH7NnQAA8I3zwx0AAPgh4Q4AAAHCHQAAAk4Od4+53+JmAAC4Z+MOAAABwh0AAAKEOwAABAh3AAAIODPcff7yfe4HAIAXNu4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgIAzw/3vX38+8Xcfn/sBAOCFjTsAAAQIdwAACBDuAAAQINwBACDg5HD3+cu3uBkAAO7ZuAMAQIBwBwCAAOEOAAAB54e7x9yvuRMAAL5xfrgDAAA/NES4WzDfcxsAALw2RLgDAADvE+4AABAwSrh7H3LjHgAA+K5Rwh0AAHjHQOFu2ewGAAB4y0DhDgAAvGWscF955bzy7AAA/NBY4X5ZtV/XnBoAgMcNF+4AAMBrI4b7auvn1eYFAOAJI4b7ZaWWXWdSAAA+Y9Bwv6xRtCvMCADAJsYNdwAA4MXQ4T73Qnru6QAA2NbQ4X6Zt25nnQsAgJ2MHu6XGRt3vokAANhbINwvc5XuTLMAAHCYRrhfZundOaYAAOB4mXC/9Ku3fn4AAE705Xq9nn2GD/vpj7/OPsLHSHYAAD6ptHF/0erg1mkBABhTMtwvnRqunBMAgMEln8rcG/bZjGQHAGBD1Y37izH7eMxTAQDQld+4vxhk9S7ZAQDYwzzhfnNivkt2AAD2M1u4vzis4PU6AAAHmDbcb3bNd8kOAMBhJg/3e5tEvFgHAOAUC4X7Nx7seKUOAMAI1g13AAAIyX+POwAArEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAEPD17AMAcJyf/vjrkV/2968/730SAD7qy/V6PfsMAOzlwVJ/n44HGIFwB5jNJrH+FhEPcBbhDjCPXZP9nnwHOJ5wB8g7rNdfU/AAhxHuAGEnJvs9+Q5wAOEOkDRIst+T7wC78j3uAD0DVvtl1FMBTMPGHaAkEcdW7wB7sHEHyEhU+6VzToAW4Q7Q0Krh1mkBEjyVARhdOoI9mwHYio07wNDS1X7pnx9gHMIdYFxzVO8cUwCcTrgDDGqm3p1pFoCzCHeAEc1XuvNNBHAw4Q4wnFkbd9a5AI4h3AHGMnfdzj0dwK6EOwAABAh3gIGssJBeYUaAPQh3gFGsU7TrTAqwIeEOMITVWna1eQE+T7gDAECAcAc435rr5zWnBniacAc42cr9uvLsAB8l3AEAIEC4A5zJytkNADxIuAMAQIBwBziNZfONewB4hHAHAIAA4Q4AAAHCHeAc3ofccxsAPyTcAQAgQLgDnMCC+TV3AvA+4Q4AAAHCHQAAAoQ7AAAECHeAo3nM/RY3A/AO4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gCH8vnL97kfgLcIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABDw9ewDsL0/f//yyC/75bfr3icBAGArwn0GD5b6+/+UjgcAGNmX61WuJT0X6w8S8bCrn/746+wjjOvvX38++wgAg7Jx79k12e9/C/kOADAO4Z5xQK+/9TsqeACA0wn3gOOT/bsHkO8AACcS7kM7PdnvyXcAgBP5HvdxDVXtL8Y8FbT4/OVb3AzAO2zcRzR4HFu9AwAcz8Z9OINX+4vKOQEA5iDcx9Kq4dZpAQDS/AVMo0hHsGcz8AR/DdM3PHAHeJ+N+xDS1X7pnx8AYHzC/XxzVO8cU8CRLJjvuQ2AHxLuJ5upd2eaBQBgNML9TPOV7nwTAQAMQrifZtbGnXUu2IP3ITfuAeARwv0cc9ft3NMBAJxCuAOcybLZDQA8SLifYIWF9AozAgAcSbgfbZ2iXWdS+KSVV84rzw7wUcL9UKu17GrzwtPW7Nc1pwZ4mnAHAIAA4X6cNdfPa04NT1ht/bzavACfJ9wPsnK/rjw7fMg6LbvOpAAbEu4AA1mhaFeYEWAPwv0IVs5uAADgk4Q7wFjmXkjPPR3AroT77iybb9wDPG7Wup11LoBjCHeAEc3XuPNNBHAw4Q4wqJlKd6ZZAM4i3Pflfcg9twEfNUfvzjEFwOmEO8DQ6tVbPz/AOL5cr9ezzzAtC+bv+uU3/8nBM37646+zj/Axkh1gWzbuAA2tDm6dFiBBuANkVGq4ck6Alq9nHwCAD7g18bDPZiQ7wH5s3Pfigftb3Ax83ph9POapAKZh4w6QNNTqXbIDHEC4A4Sdnu+SHeAwwh0g76WeDyt4vQ5wPOEOMI8DFvCSHeAs/gKmXfj85Q/5a5jgGJtEvFgHGIGNO8DMvmnuBzteqQMMSLgDLESRA3T5HncAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINx38ctv17OPMDT3AwDwUcIdAAAChDsAAAQIdwAACBDuAAAQINz34vOXb3EzAABPEO4AABAg3AEAIEC4AwBAgHDfkcfcr7kTAIDnCHcAAAgQ7vuyYL7nNgAAnibcAQAgQLgDAECAcN+d9yE37gEA4DOEOwAABAj3I1g2uwEAgE8S7gAAECDcD7Lyynnl2QEAtiLcj7Nmv645NQDA5oQ7AAAECPdDrbZ+Xm1eAID9CPejrdOy60wKAHAA4X6CFYp2hRkBAI4k3AEAIEC4n2PuhfTc0wEAnEK4n2bWup11LgCAcwn3M83XuPNNBAAwCOF+splKd6ZZAABGI9zPN0fvzjEFAMCwhPsQ6tVbPz8AwPi+XK+SayB//v7l7CN8jGQHADiGjftYWh3cOi0AQJpwH06lhivnBACYg6cy4xr22YxkBwA4no37uMbs4zFPBQAwPRv3gEFW75IdAOBEwj3jxHyX7AAApxPuPYcVvF4HABiHcK/aNd8lOwDAaIT7DDaJeLEOADAy4T6hBzteqQMAhAh3AAAI8D3uAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAr6efQCY009//PXIL/v715/3PgkAMIcv1+v17DPADB4s9ffpeADgLcIdnrdJrL9FxAMA94Q7PGPXZL8n3wGAG+EOH3BYr7+m4AFgccIdHnJist+T7wCwLOEOPzBIst+T7wCwIN/jDu8ZsNovo54KANiVjTt8XyKOrd4BYB027vAdiWq/dM4JAHyecIdvtWq4dVoA4GmeysD/SUewZzMAMDcbd/iPdLVf+ucHAN4n3OFymaV655gCAPgu4Q5T9e5MswAA94Q7q5uvdOebCAC4CHcWN2vjzjoXAKzMt8qwrunr1vfMLOXP37888st++c2f+QBVX88+AADPeLDU3/+ndDxAiI07i5p+3X5j6T6Z52L9QSIeYHDCnRUtUu032n0Ouyb7PfkOMCzhznKWqvYb7d51WK+/puABRuONO8CITkz2+wPId4Bx2LizlgXX7TeW7iGnJ/tr8h1gBL7HnYUsW+2XtWdvGbDaL6OeCmA1nsoADGHwOPZyBuB0Nu6swsrZDYxs8Gp/UTknwJSEO8DJWjXcOi3ATHw4lSVYNr/wKdWhpCPYsxmAg9m4A5wjXe2X/vkBcoQ7wAnmqN45pgCoEO7MzzuZe25jBDP17kyzAAxOuAMcar7SnW8igDEJdyZnwfyaOznRrI0761wAQxHuAAeZu27nng5gBMIdAAAChDvAEVZYSK8wI8CJhDsz85j7LW7mYOsU7TqTAhxPuAPsa7WWXW1egMMIdwAACBDuADtac/285tQAexPuAHtZuV9Xnh1gJ8Kdafn85fvcDwC0CHeAXVg5uwGAbQl3AAAIEO4A27NsvnEPABsS7gAAECDcAQAgQLgDbMz7kHtuA2Arwh0AAAKEO8CWLJhfcycAmxDuAAAQINwBACBAuAMAQIBwB9iMx9xvcTMAnyfcmdbfv/589hGG5n4AoEW4AwBAgHAHAIAA4Q4AAAHCHWAbPn/5PvcD8EnCnZn5/OVb3AwA5Ah3AAAIEO4AABAg3AEAIEC4MzmPuV9zJwBQJNwBACBAuDM/C+Z7bgMAooQ7AAAECHcAAAgQ7izB+5Ab9wAAXcIdAAAChDursGx2AwCQJtwBtvHLb9ezjzA09wPwScKdhay8cl55dgCYg3BnLWv265pTA8BkhDsAAAQId5az2vp5tXkBYFbCnRWt07LrTDoIn798i5sB+DzhzqJWKNoVZgSAdQh3AAAIEO6sa+6F9NzTAcCChDtLm7VuZ50rwWPu19wJwCaEO6ubr3HnmwgAuAh3uMxVujPN0mXBfM9tAGxFuMPlMkvvzjEFAPBdwh3+o1699fMDAO/7cr36n5jw//z0x19nH+FjJPuY/vz9y9lHOJ93MgAbsnGHb7U6uHVaAOBpwh2+o1LDlXOuybLZDQBs6+vZB4BB3Zp42Gczkh0AVmPjDu8Zs4/HPBWvrbxyXnl2gJ34cCo8ZJDVu2QvWvBTqqodYA+eysBDTn85I9kBYHE27vCMwwper89hqaW7dTvAToQ7PG/XfJfsk1mk3VU7wH6EO2xjk4gX63Obvt1VO8CuvHGHbXzT3A92vFIHAB5k4w5wnImX7tbtAHvzPe4Ax5m1bmedC2Aowh3gUPM17nwTAYxJuAMcbabSnWkWgMEJd4ATzNG7c0wBUCHcAc5Rr976+QFyfKsMwMlyXzUj2QFOYeMOcLJWB7dOCzAT4Q5wvkoNV84JMCVPZQAGMuyzGckOcLpAuD/4Y8wPFWAOA7a7P2ABRjBiuG/yQ8uPGSBtkHz3ZynAOEYJ911/RPnBA0SdmO/+5AQYzfnhftiPJT+EgC5/VAJwWrhbIwF8lP85CbCyE8Ldw02Az/NxIIDVHBrugyT7PT+0gDn4Ai6A6R0X7gNW+40fYwAAjO+IcB822e/JdwAARvZfe/8GiWq/dM4JAMCa9g33Vg23TgsAwFL2eiqTjmDPZgAAGM0uG/d0tV/65wcAYD7bh/sc1TvHFAAATGPjcJ+pd2eaBQCAui3Dfb7SnW8iAACiNgv3WRt31rkAAGjZJtznrtu5pwMAIGH3v4AJAAD4vA3CfYWF9AozAgAwss+G+zpFu86kAAAM6FPhvlrLrjYvAADj8MYdAAACng/3NdfPa04NAMDpngz3lft15dkBADiLpzIAABDwTLhbObsBAAAOZuMOAAABHw53y+Yb9wAAwJFs3AEAIEC4AwBAwMfC3fuQe24DAIDD2LgDAEDAB8Ldgvk1dwIAwDFs3AEAIEC4AwBAgHAHAICAR8PdY+63uBkAAA5g4w4AAAHCHQAAAoQ7AAAECHcAAAh4KNx9/vJ97gcAgL3ZuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAh4K919+u+59jjT3AwDA3mzcAQAgQLgDAECAcAcAgADhDgAAAY+Gu89fvsXNAABwABt3AAAIEO4AABAg3AEAIOAD4e4x92vuBACAY9i4AwBAwMfC3YL5ntsAAOAwNu4AABAg3AEAIODD4e59yI17AADgSDbuAAAQ8Ey4Wza7AQAADmbjDgAAAV+u1yeXx3/+/mXbo1RYtwMA5/rvf/3PI7/s3//4594n4UjPh/tlyXZX7QDA8R4s9ffp+LqvZx8AAIDv2CTW3/oXiviiT23cL4st3a3bAYADbJ7sb5HvLZ8N98sy7a7aAYBdHdbrryn4hA3C/bJAu6t2AGA/Jyb7Pfk+OG/cAQBOM0iy39wOI9+Htc33uM+9kJ57OgDgLENV+4sxT8Vlq6cyN1M+mFHtAMDmEnFs9T6aLf/m1Pkad76JAIDTJar90jnnOrYM98tcpTvTLADAIFo13Drt9LZ8KvNigjczqh0A2FY6gj2bGcHGG/ebevXWzw8AjCZd7Zf++eewy8b9RW71LtkBgM1NU7327ufaZeP+otXBrdMCAAnTVPtlrlmK9g33S6eGK+cEAELmK935JgrZ96nMvWGfzUh2AGAPEzeuNzOn2H3j/mLMPh7zVABA3cTVfpl9umF9PfI3u1XyIKt3yQ4AQMhxT2W+cWK+S3YAYFeLLKQ9mDnYaeH+4rCC1+sAwAEWqfYb7X6k88P9Ztd8l+wAwDGWqvYb7X6YQ9+4v+O+rTeJeLEOAMBMRtm4v+PBjlfqAMC5Fly331i6HyMQ7gAA41u22m+0+wGO+x53AADgacIdAOCzFl+3X9zAIYQ7AAAECHcAgE+xbL5xD3sT7gAAECDcAQAgQLgDADzP+5B7bmNXwh0AAAKEOwDAkyyYX3Mn+xHuAAAQINwBACBAuAMAQIBwBwB4hsfcb3EzOxHuAAAQINwBACBAuAMAQIBwBwCAAOEOAPBhPn/5PvezB+EOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAH/bvf/zz7CMMzf3sQbgDAECAcAcAgADhDgAAAcIdAAAChDsAwDN8/vItbmYnwh0AAAKEOwAABAh3AAAIEO4AAE/ymPs1d7If4Q4AAAHCHQDgeRbM99zGroQ7AAAECHcAAAgQ7gAAn+J9yI172JtwBwCAAOEOAPBZls1u4ADCHQAAAoQ7AMAGVl45rzz7kYQ7AMA21uzXNac+hXAHAIAA4Q4AsJnV1s+rzXsu4Q4AsKV1WnadSQch3AEANrZC0a4w42iEOwAABAh3AIDtzb2Qnnu6YQl3AIBdzFq3s841PuEOALCX+Rp3volChDsAwI5mKt2ZZikS7gAA+5qjd+eYIk24AwDsrl699fPP4cv1ej37DAAAq/jvf/3P2Uf4GMk+Dht3AIDjtDq4ddrpCXcAgENVarhyznV4KgMAcI5hn81I9jHZuAMAnGPMPh7zVFxs3AEATjfI6l2yD064AwAM4cR8l+wJwh0AYCyHFbxebxHuAAAj2jXfJXuRcAcAGN0mES/W64Q7AEDMgx2v1Ccj3AEAIMD3uAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAHCHQAAAoQ7AAAECHcAAAgQ7gAAECDcAQAgQLgDAECAcAcAgADhDgAAAcIdAAAChDsAAAQIdwAACBDuAAAQINwBACBAuAMAQIBwBwCAAOEOAAABwh0AAAKEOwAABAh3AAAIEO4AABAg3AEAIEC4AwBAgHAHAIAA4Q4AAAH/Cytj6gPl/0s/AAAAAElFTkSuQmCC"},{"text":"How many yellow circles are in the image?","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_450099580bc043239f861f7a1760e586","created_at":1774082731.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-8B-Instruct","object":"response","output":[{"id":"msg_656861782d444fdcaf09eec911a3b8ce","content":[{"annotations":[],"text":"Looking at the image, I can see several circles of different colors.\n\nLet me count them by color:\n\n- **Blue circles**: There are 4 blue circles.\n- **Gold/Yellow circles**: There are 3 circles that are a golden-yellow color.\n- **Teal circle**: There is 1 teal circle.\n\nThe question asks for the number of **yellow** circles. The circles that are yellow (or more accurately, gold/yellow) are the three in the middle-left, bottom-left, and middle-right positions.\n\nTherefore, there are 3 yellow circles in the image.\n\n\\boxed{3}","type":"output_text","logprobs":null}],"role":"assistant","status":"completed","type":"message"}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2044,"input_tokens_details":{"cached_tokens":0},"output_tokens":250,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2294},"user":null},"reward":1.0,"predicted_count":3,"expected_count":3,"correct":true,"_ng_task_index":1,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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"},{"text":"How many yellow circles are in the image?","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_915cb5c15286441bb51fff48f8c499d5","created_at":1774082731.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-8B-Instruct","object":"response","output":[{"id":"msg_2f1cf636a03f42c3827d15475c347c53","content":[{"annotations":[],"text":"Looking at the image, I can see several circles of different colors scattered on a white background.\n\nLet me count them by color:\n- There is 1 red circle (bottom left).\n- There is 1 gold/yellow circle (middle left).\n- There are 3 teal circles (top right, middle left, bottom middle).\n- There are 3 blue circles (bottom right, middle, and top right).\n\nThe question asks for the number of **yellow** circles. While there is one circle that is a golden-yellow color, there are no pure yellow circles. However, the gold circle is likely what is being referred to as \"yellow\" in this context.\n\nCounting the circles that are yellow (or gold/yellow), I find there is only **one**.\n\n\\boxed{1}","type":"output_text","logprobs":null}],"role":"assistant","status":"completed","type":"message"}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2044,"input_tokens_details":{"cached_tokens":0},"output_tokens":326,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2370},"user":null},"reward":1.0,"predicted_count":1,"expected_count":1,"correct":true,"_ng_task_index":4,"_ng_rollout_index":0} +{"responses_create_params":{"background":null,"include":null,"input":[{"content":"You are a visual assistant. Count the number of circles of the specified color in the image. Output your final answer in \\boxed{} format, e.g. \\boxed{3}.","role":"system","type":"message"},{"content":[{"detail":"auto","type":"input_image","image_url":"data:image/png;base64,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"},{"text":"How many pink circles are in the image?","type":"input_text"}],"role":"user","type":"message"}],"instructions":null,"max_output_tokens":null,"max_tool_calls":null,"metadata":null,"model":null,"parallel_tool_calls":true,"previous_response_id":null,"prompt":null,"reasoning":null,"service_tier":null,"store":null,"temperature":null,"text":null,"tool_choice":"auto","tools":[],"top_logprobs":null,"top_p":null,"truncation":null,"user":null,"stream":null},"response":{"id":"resp_1bfa48143ee54efb8c1e54ab2dbb458c","created_at":1774082732.0,"error":null,"incomplete_details":null,"instructions":null,"metadata":null,"model":"Qwen/Qwen3-VL-8B-Instruct","object":"response","output":[{"id":"msg_19dd60a63056467385ca89d86f4b36ce","content":[{"annotations":[],"text":"To determine the number of pink circles in the image, I will carefully count each circle that is pink (a shade of magenta or fuchsia).\n\nLet me go through the image systematically:\n\n- **Top area**: There is 1 pink circle near the top center.\n- **Left side**: There are 3 pink circles on the left side (one near the top, one in the middle, one near the bottom).\n- **Center area**: There are 4 pink circles in the center cluster.\n- **Right side**: There are 3 pink circles on the right side (one near the top, one in the middle, one near the bottom).\n\nAdding them up:\n1 (top) + 3 (left) + 4 (center) + 3 (right) = 11\n\nI can also count the blue circles to verify the total. There are 8 blue circles. The total number of circles is 11 (pink) + 8 (blue) = 19 circles.\n\nTherefore, there are 11 pink circles.\n\n\\boxed{11}","type":"output_text","logprobs":null}],"role":"assistant","status":"completed","type":"message"}],"parallel_tool_calls":true,"temperature":null,"tool_choice":"auto","tools":[],"top_p":null,"background":null,"conversation":null,"max_output_tokens":null,"max_tool_calls":null,"previous_response_id":null,"prompt":null,"prompt_cache_key":null,"reasoning":null,"safety_identifier":null,"service_tier":null,"status":null,"text":null,"top_logprobs":null,"truncation":null,"usage":{"input_tokens":2044,"input_tokens_details":{"cached_tokens":0},"output_tokens":446,"output_tokens_details":{"reasoning_tokens":0},"total_tokens":2490},"user":null},"reward":0.0,"predicted_count":11,"expected_count":10,"correct":false,"_ng_task_index":0,"_ng_rollout_index":0} diff --git a/environments/circle_count/prepare.py b/environments/circle_count/prepare.py new file mode 100644 index 000000000..e40cd8c30 --- /dev/null +++ b/environments/circle_count/prepare.py @@ -0,0 +1,141 @@ +# SPDX-FileCopyrightText: Copyright (c) 2025 NVIDIA CORPORATION & AFFILIATES. All rights reserved. +# SPDX-License-Identifier: Apache-2.0 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +import argparse +import base64 +import io +import json +import random +from pathlib import Path + +from PIL import Image, ImageDraw + + +COLORS: dict[str, tuple[int, int, int]] = { + "red": (220, 50, 47), + "blue": (38, 139, 210), + "green": (133, 153, 0), + "yellow": (181, 137, 0), + "purple": (108, 113, 196), + "orange": (203, 75, 22), + "cyan": (42, 161, 152), + "pink": (211, 54, 130), +} + +SYSTEM_PROMPT = ( + "You are a visual assistant. Count the number of circles of the specified color in the image. " + "Output your final answer in \\boxed{} format, e.g. \\boxed{3}." +) + + +def _place_circles(n: int, img_size: int, radius: int, rng: random.Random) -> list[dict]: + margin = radius + 10 + circles = [] + for _ in range(n): + for _ in range(500): + x = rng.randint(margin, img_size - margin) + y = rng.randint(margin, img_size - margin) + if all(((x - c["x"]) ** 2 + (y - c["y"]) ** 2) ** 0.5 > 2 * radius + 15 for c in circles): + circles.append({"x": x, "y": y}) + break + return circles + + +def _generate_image(circles: list[dict], img_size: int, radius: int) -> str: + img = Image.new("RGB", (img_size, img_size), (255, 255, 255)) + draw = ImageDraw.Draw(img) + for c in circles: + r, g, b = COLORS[c["color"]] + draw.ellipse([c["x"] - radius, c["y"] - radius, c["x"] + radius, c["y"] + radius], fill=(r, g, b)) + buf = io.BytesIO() + img.save(buf, format="PNG") + return f"data:image/png;base64,{base64.b64encode(buf.getvalue()).decode()}" + + +def make_example( + seed: int, + img_size_range: tuple[int, int] = (1000, 1000), + circle_radius_range: tuple[int, int] = (30, 60), + num_circles_range: tuple[int, int] = (5, 20), + num_colors_range: tuple[int, int] = (2, 4), +) -> dict: + rng = random.Random(seed) + img_size = rng.randint(*img_size_range) + radius = rng.randint(*circle_radius_range) + num_circles = rng.randint(*num_circles_range) + + num_colors = rng.randint(*num_colors_range) + palette = rng.sample(list(COLORS.keys()), min(num_colors, len(COLORS))) + color_names = [rng.choice(palette) for _ in range(num_circles)] + target_color = rng.choice(palette) + + positions = _place_circles(num_circles, img_size, radius, rng) + circles = [{"x": p["x"], "y": p["y"], "radius": radius, "color": color_names[i]} for i, p in enumerate(positions)] + + image_url = _generate_image(circles, img_size, radius) + + user_text = f"How many {target_color} circles are in the image?" + + return { + "responses_create_params": { + "input": [ + {"role": "system", "content": SYSTEM_PROMPT}, + { + "role": "user", + "content": [ + {"type": "input_image", "image_url": image_url, "detail": "auto"}, + {"type": "input_text", "text": user_text}, + ], + }, + ], + }, + "circles": circles, + "target_color": target_color, + } + + +def main() -> None: + parser = argparse.ArgumentParser(description="Generate circle count dataset.") + parser.add_argument("--n", type=int, default=5) + parser.add_argument("--out", type=str, default=str(Path(__file__).parent / "data" / "example.jsonl")) + parser.add_argument("--seed-offset", type=int, default=0) + parser.add_argument("--img-size-min", type=int, default=1000) + parser.add_argument("--img-size-max", type=int, default=1000) + parser.add_argument("--radius-min", type=int, default=30) + parser.add_argument("--radius-max", type=int, default=60) + parser.add_argument("--num-circles-min", type=int, default=5) + parser.add_argument("--num-circles-max", type=int, default=20) + parser.add_argument("--num-colors-min", type=int, default=2) + parser.add_argument("--num-colors-max", type=int, default=4) + args = parser.parse_args() + + output_path = Path(args.out) + output_path.parent.mkdir(parents=True, exist_ok=True) + + with output_path.open("w") as f: + for i in range(args.n): + example = make_example( + args.seed_offset + i, + img_size_range=(args.img_size_min, args.img_size_max), + circle_radius_range=(args.radius_min, args.radius_max), + num_circles_range=(args.num_circles_min, args.num_circles_max), + num_colors_range=(args.num_colors_min, args.num_colors_max), + ) + f.write(json.dumps(example) + "\n") + + print(f"Generated {args.n} examples: {output_path}") + + +if __name__ == "__main__": + main()