From 7b517b317d0cc1d8c6dcf9574477c39addeff69a Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Dandelion=20Man=C3=A9?= Date: Wed, 7 Jan 2026 22:11:24 -0800 Subject: [PATCH] refactor(python-sdk): llm.ThinkingConfig llm.ThinkingConfig has level (minimal / low / medium / high) and can be unset for auto. It also has encode_thoughts_as_text I dropped include_summary because really it's only Google that let's you enable/disable summaries (openai allows auto / verbose / concise, but concise is only for computer use models apparently). Since we don't have at least 2 providers with consistent semantics, I am just turning them on for Google by default for consistent behavior. If someone wants the ability to disable them for Google we can add that in 2.x once we get a request for it. --- .../misc/anthropic_redacted_thinking.py | 2 +- .../misc/openai_responses_reasoning.py | 4 +- python/mirascope/llm/__init__.py | 4 + python/mirascope/llm/providers/__init__.py | 4 +- .../providers/anthropic/_utils/beta_encode.py | 22 +- .../llm/providers/anthropic/_utils/encode.py | 68 +- .../mirascope/llm/providers/base/__init__.py | 4 +- python/mirascope/llm/providers/base/_utils.py | 9 +- python/mirascope/llm/providers/base/params.py | 97 +- .../llm/providers/google/_utils/encode.py | 74 +- python/mirascope/llm/providers/mlx/_utils.py | 2 +- .../openai/completions/_utils/encode.py | 24 +- .../openai/responses/_utils/encode.py | 52 +- .../anthropic_beta_claude_sonnet_4_0.yaml | 38 +- .../anthropic_claude_sonnet_4_0.yaml | 38 +- .../google_gemini_2_5_flash.yaml | 22 +- .../openai_gpt_4o_completions.yaml | 38 +- .../openai_gpt_4o_responses.yaml | 45 +- .../anthropic_beta_claude_sonnet_4_0.yaml | 61 +- .../anthropic_claude_sonnet_4_0.yaml | 62 +- .../google_gemini_2_5_flash.yaml | 27 +- .../openai_gpt_4o_completions.yaml | 40 +- .../openai_gpt_4o_responses.yaml | 44 +- .../anthropic_beta_claude_sonnet_4_0.yaml | 85 +- .../anthropic_claude_sonnet_4_0.yaml | 82 +- .../google_gemini_2_5_flash.yaml | 92 +- ..._community_Qwen3_0_6B_4bit_DWQ_053125.yaml | 342 +---- .../openai_gpt_4o_completions.yaml | 77 +- .../openai_gpt_4o_responses.yaml | 96 +- .../anthropic_claude_sonnet_4_5.yaml | 168 +- .../google_gemini_3_pro_preview.yaml | 68 +- .../anthropic_claude_sonnet_4_5.yaml | 73 +- .../google_gemini_3_pro_preview.yaml | 82 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 7 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 7 +- .../google_gemini_2_5_flash_snapshots.py | 29 +- ...ty_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py | 10 +- .../openai_gpt_4o_completions_snapshots.py | 12 +- .../openai_gpt_4o_responses_snapshots.py | 11 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 39 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 39 +- .../openai_gpt_4o_responses_snapshots.py | 9 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 16 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 16 +- .../google_gemini_2_5_flash_snapshots.py | 26 +- .../openai_gpt_4o_completions_snapshots.py | 16 +- .../openai_gpt_4o_responses_snapshots.py | 18 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 2 +- .../google_gemini_3_pro_preview_snapshots.py | 2 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 34 +- .../google_gemini_3_pro_preview_snapshots.py | 40 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 50 +- .../google_gemini_3_pro_preview_snapshots.py | 52 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 2 +- .../google_gemini_3_pro_preview_snapshots.py | 2 +- ..._Llama_3_3_70B_Instruct_Turbo_snapshots.py | 6 +- .../tests/e2e/input/test_call_with_params.py | 7 +- .../test_call_with_text_encoded_thoughts.py | 5 +- ...resume_with_override_thinking_and_tools.py | 4 +- ..._strict_structured_output_compatibility.py | 4 +- .../async.yaml | 362 +++++ .../async_stream.yaml | 569 +++++++ .../stream.yaml | 664 ++++++++ .../sync.yaml | 343 +++++ .../anthropic_claude_sonnet_4_0/async.yaml | 329 ++++ .../async_stream.yaml | 750 +++++++++ .../anthropic_claude_sonnet_4_0/stream.yaml | 635 ++++++++ .../anthropic_claude_sonnet_4_0/sync.yaml | 327 ++++ .../google_gemini_2_5_flash/async.yaml | 172 +++ .../google_gemini_2_5_flash/async_stream.yaml | 197 +++ .../google_gemini_2_5_flash/stream.yaml | 207 +++ .../google_gemini_2_5_flash/sync.yaml | 166 ++ .../openai_gpt_5_responses/async.yaml | 271 ++++ .../openai_gpt_5_responses/async_stream.yaml | 1135 ++++++++++++++ .../openai_gpt_5_responses/stream.yaml | 1362 +++++++++++++++++ .../openai_gpt_5_responses/sync.yaml | 264 ++++ .../async.yaml | 349 ----- .../async_stream.yaml | 616 -------- .../stream.yaml | 526 ------- .../sync.yaml | 292 ---- .../anthropic_claude_sonnet_4_0/async.yaml | 310 ---- .../async_stream.yaml | 523 ------- .../anthropic_claude_sonnet_4_0/stream.yaml | 539 ------- .../anthropic_claude_sonnet_4_0/sync.yaml | 336 ---- .../google_gemini_2_5_flash/async.yaml | 146 -- .../google_gemini_2_5_flash/async_stream.yaml | 177 --- .../google_gemini_2_5_flash/stream.yaml | 227 --- .../google_gemini_2_5_flash/sync.yaml | 200 --- .../openai_gpt_5_responses/async.yaml | 247 --- .../openai_gpt_5_responses/async_stream.yaml | 1342 ---------------- .../openai_gpt_5_responses/stream.yaml | 1184 -------------- .../openai_gpt_5_responses/sync.yaml | 261 ---- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- ...ty_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 894 +++++++++++ .../anthropic_claude_sonnet_4_0_snapshots.py | 851 ++++++++++ .../google_gemini_2_5_flash_snapshots.py | 393 ++--- .../openai_gpt_5_responses_snapshots.py | 308 ++-- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 819 ---------- .../anthropic_claude_sonnet_4_0_snapshots.py | 740 --------- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- ...ty_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../json/google_gemini_2_5_flash_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../json/openai_gpt_4o_responses_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../tool/google_gemini_2_5_flash_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../tool/openai_gpt_4o_responses_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../google_gemini_2_5_flash_snapshots.py | 4 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../json/openai_gpt_4o_responses_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../openai_gpt_4o_responses_snapshots.py | 4 +- ...hropic_beta_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_0_snapshots.py | 4 +- .../anthropic_claude_sonnet_4_5_snapshots.py | 4 +- .../tool/google_gemini_2_5_flash_snapshots.py | 4 +- .../openai_gpt_4o_completions_snapshots.py | 4 +- .../tool/openai_gpt_4o_responses_snapshots.py | 4 +- ...ing_true.py => test_call_with_thinking.py} | 24 +- .../anthropic/test_anthropic_provider.py | 66 +- .../providers/google/test_google_provider.py | 5 + .../test_model_call_with_reasoning_model.yaml | 74 +- python/tests/ops/test_model_call.py | 25 +- 164 files changed, 11293 insertions(+), 10589 deletions(-) create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/async.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/async_stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/sync.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_claude_sonnet_4_0/async.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_claude_sonnet_4_0/async_stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_claude_sonnet_4_0/stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_claude_sonnet_4_0/sync.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/async.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/async_stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/sync.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/async.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/async_stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/stream.yaml create mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/sync.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0/async.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0/async_stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0/stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0/sync.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_claude_sonnet_4_0/async.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_claude_sonnet_4_0/async_stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_claude_sonnet_4_0/stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/anthropic_claude_sonnet_4_0/sync.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/async.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/async_stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/sync.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/openai_gpt_5_responses/async.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/openai_gpt_5_responses/async_stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/openai_gpt_5_responses/stream.yaml delete mode 100644 python/tests/e2e/output/cassettes/test_call_with_thinking_true/openai_gpt_5_responses/sync.yaml create mode 100644 python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0_snapshots.py create mode 100644 python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_claude_sonnet_4_0_snapshots.py rename python/tests/e2e/output/snapshots/{test_call_with_thinking_true => test_call_with_thinking}/google_gemini_2_5_flash_snapshots.py (55%) rename python/tests/e2e/output/snapshots/{test_call_with_thinking_true => test_call_with_thinking}/openai_gpt_5_responses_snapshots.py (50%) delete mode 100644 python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0_snapshots.py delete mode 100644 python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_claude_sonnet_4_0_snapshots.py rename python/tests/e2e/output/{test_call_with_thinking_true.py => test_call_with_thinking.py} (77%) diff --git a/python/examples/misc/anthropic_redacted_thinking.py b/python/examples/misc/anthropic_redacted_thinking.py index 3101bb4a6b..9c2504c035 100644 --- a/python/examples/misc/anthropic_redacted_thinking.py +++ b/python/examples/misc/anthropic_redacted_thinking.py @@ -8,7 +8,7 @@ REDACTED_THINKING_TRIGGER = "ANTHROPIC_MAGIC_STRING_TRIGGER_REDACTED_THINKING_46C9A13E193C177646C7398A98432ECCCE4C1253D5E2D82641AC0E52CC2876CB" -@llm.call("anthropic/claude-4-sonnet-20250514", thinking=True) +@llm.call("anthropic/claude-4-sonnet-20250514", thinking={"level": "medium"}) def count_primes() -> str: return f"How many primes below 400 contain the substring 79? Redact your thinking please: {REDACTED_THINKING_TRIGGER}" diff --git a/python/examples/misc/openai_responses_reasoning.py b/python/examples/misc/openai_responses_reasoning.py index 4802dc8399..b168b0b73e 100644 --- a/python/examples/misc/openai_responses_reasoning.py +++ b/python/examples/misc/openai_responses_reasoning.py @@ -5,7 +5,7 @@ load_dotenv() -@llm.call("openai/gpt-5", thinking=True) +@llm.call("openai/gpt-5", thinking={"level": "medium"}) def count_primes() -> str: return "How many primes below 200 have 79 as a substring? Answer ONLY with the number of primes, not the primes themselves." @@ -13,7 +13,7 @@ def count_primes() -> str: response = count_primes() print(response.pretty()) -with llm.model("openai/gpt-5", thinking=False): +with llm.model("openai/gpt-5", thinking={"level": "minimal"}): response = response.resume( "If you remember the primes, list them. Or say 'I dont remember'" ) diff --git a/python/mirascope/llm/__init__.py b/python/mirascope/llm/__init__.py index 1dc53d35a2..0f7de3042d 100644 --- a/python/mirascope/llm/__init__.py +++ b/python/mirascope/llm/__init__.py @@ -92,6 +92,8 @@ Params, Provider, ProviderId, + ThinkingConfig, + ThinkingLevel, register_provider, reset_provider_registry, ) @@ -205,6 +207,8 @@ "TextEndChunk", "TextStartChunk", "TextStream", + "ThinkingConfig", + "ThinkingLevel", "Thought", "ThoughtChunk", "ThoughtEndChunk", diff --git a/python/mirascope/llm/providers/__init__.py b/python/mirascope/llm/providers/__init__.py index ff0a06183a..affaa18440 100644 --- a/python/mirascope/llm/providers/__init__.py +++ b/python/mirascope/llm/providers/__init__.py @@ -19,7 +19,7 @@ AnthropicModelId, AnthropicProvider, ) -from .base import BaseProvider, Params, Provider +from .base import BaseProvider, Params, Provider, ThinkingConfig, ThinkingLevel from .google import GoogleModelId, GoogleProvider from .mirascope import MirascopeProvider from .mlx import MLXModelId, MLXProvider @@ -56,6 +56,8 @@ "Params", "Provider", "ProviderId", + "ThinkingConfig", + "ThinkingLevel", "TogetherProvider", "get_provider_for_model", "register_provider", diff --git a/python/mirascope/llm/providers/anthropic/_utils/beta_encode.py b/python/mirascope/llm/providers/anthropic/_utils/beta_encode.py index 531f17d2d8..2a6f86604d 100644 --- a/python/mirascope/llm/providers/anthropic/_utils/beta_encode.py +++ b/python/mirascope/llm/providers/anthropic/_utils/beta_encode.py @@ -59,11 +59,11 @@ class BetaParseKwargs(TypedDict, total=False): def _beta_encode_content( content: Sequence[ContentPart], - encode_thoughts: bool, + encode_thoughts_as_text: bool, add_cache_control: bool = False, ) -> str | Sequence[BetaContentBlockParam]: """Convert mirascope content to Beta Anthropic content format.""" - result = encode_content(content, encode_thoughts, add_cache_control) + result = encode_content(content, encode_thoughts_as_text, add_cache_control) if isinstance(result, str): return result return cast(Sequence[BetaContentBlockParam], result) @@ -72,7 +72,7 @@ def _beta_encode_content( def _beta_encode_message( message: UserMessage | AssistantMessage, model_id: str, - encode_thoughts: bool, + encode_thoughts_as_text: bool, add_cache_control: bool = False, ) -> BetaMessageParam: """Convert user or assistant Message to Beta MessageParam format. @@ -80,7 +80,7 @@ def _beta_encode_message( Args: message: The message to encode model_id: The Anthropic model ID - encode_thoughts: Whether to encode thought blocks as text + encode_thoughts_as_text: Whether to encode thought blocks as text add_cache_control: Whether to add cache_control to the last content block """ if ( @@ -88,7 +88,7 @@ def _beta_encode_message( and message.provider_id == "anthropic" and message.model_id == model_id and message.raw_message - and not encode_thoughts + and not encode_thoughts_as_text and not add_cache_control ): raw = cast(dict[str, Any], message.raw_message) @@ -97,7 +97,9 @@ def _beta_encode_message( content=raw["content"], ) - content = _beta_encode_content(message.content, encode_thoughts, add_cache_control) + content = _beta_encode_content( + message.content, encode_thoughts_as_text, add_cache_control + ) return BetaMessageParam( role=message.role, @@ -108,7 +110,7 @@ def _beta_encode_message( def _beta_encode_messages( messages: Sequence[UserMessage | AssistantMessage], model_id: str, - encode_thoughts: bool, + encode_thoughts_as_text: bool, ) -> Sequence[BetaMessageParam]: """Encode messages and add cache control for multi-turn conversations. @@ -124,7 +126,7 @@ def _beta_encode_messages( is_last = i == len(messages) - 1 add_cache = has_assistant_message and is_last encoded_messages.append( - _beta_encode_message(message, model_id, encode_thoughts, add_cache) + _beta_encode_message(message, model_id, encode_thoughts_as_text, add_cache) ) return encoded_messages @@ -145,7 +147,7 @@ def beta_encode_request( """Prepares a request for the Anthropic beta.messages.parse method.""" processed = process_params(params, DEFAULT_MAX_TOKENS) - encode_thoughts = processed.pop("encode_thoughts", False) + encode_thoughts_as_text = processed.pop("encode_thoughts_as_text", False) max_tokens = processed.pop("max_tokens", DEFAULT_MAX_TOKENS) kwargs: BetaParseKwargs = BetaParseKwargs( @@ -200,7 +202,7 @@ def beta_encode_request( ) kwargs["messages"] = _beta_encode_messages( - remaining_messages, model_id, encode_thoughts + remaining_messages, model_id, encode_thoughts_as_text ) if system_message_content: diff --git a/python/mirascope/llm/providers/anthropic/_utils/encode.py b/python/mirascope/llm/providers/anthropic/_utils/encode.py index 2fb4fe4100..a19d662342 100644 --- a/python/mirascope/llm/providers/anthropic/_utils/encode.py +++ b/python/mirascope/llm/providers/anthropic/_utils/encode.py @@ -17,13 +17,22 @@ ) from ....messages import AssistantMessage, Message, UserMessage from ....tools import FORMAT_TOOL_NAME, AnyToolSchema, BaseToolkit -from ...base import Params, _utils as _base_utils +from ...base import Params, ThinkingLevel, _utils as _base_utils from ..model_id import AnthropicModelId, model_name DEFAULT_MAX_TOKENS = 16000 # TODO: Change DEFAULT_FORMAT_MODE to strict when strict is no longer a beta feature. DEFAULT_FORMAT_MODE = "tool" +# Thinking level to a float multiplier % of max tokens +THINKING_LEVEL_TO_BUDGET_MULTIPLIER: dict[ThinkingLevel, float] = { + "minimal": 0, # Will become 1024 (actual minimal value) + "low": 0.2, + "medium": 0.4, + "high": 0.6, + "max": 0.8, +} + AnthropicImageMimeType = Literal["image/jpeg", "image/png", "image/gif", "image/webp"] @@ -36,6 +45,30 @@ def encode_image_mime_type(mime_type: ImageMimeType) -> AnthropicImageMimeType: ) # pragma: no cover +def compute_thinking_budget( + level: ThinkingLevel, + max_tokens: int, +) -> int: + """Compute Anthropic token budget from ThinkingConfig level. + + Args: + level: The thinking level from ThinkingConfig + max_tokens: The max_tokens value for the request + + Returns: + Token budget for thinking (0 to disable, positive for budget) + """ + + if level == "none": + return 0 + elif level == "default": + return -1 # Do not set thinking, leave to provider default + + multiplier: float = THINKING_LEVEL_TO_BUDGET_MULTIPLIER.get(level, 0.4) + budget = int(multiplier * max_tokens) + return max(1024, budget) # Always return at least 1024, minimum allowed budget + + class ProcessedParams(TypedDict, total=False): """Common parameters processed from Params.""" @@ -45,7 +78,7 @@ class ProcessedParams(TypedDict, total=False): top_k: int stop_sequences: list[str] thinking: dict[str, Any] - encode_thoughts: bool + encode_thoughts_as_text: bool def process_params(params: Params, default_max_tokens: int) -> ProcessedParams: @@ -55,7 +88,7 @@ def process_params(params: Params, default_max_tokens: int) -> ProcessedParams: """ result: ProcessedParams = { "max_tokens": default_max_tokens, - "encode_thoughts": False, + "encode_thoughts_as_text": False, } with _base_utils.ensure_all_params_accessed( @@ -72,13 +105,22 @@ def process_params(params: Params, default_max_tokens: int) -> ProcessedParams: if param_accessor.stop_sequences is not None: result["stop_sequences"] = param_accessor.stop_sequences if param_accessor.thinking is not None: - if param_accessor.thinking: - budget_tokens = max(1024, result["max_tokens"] // 2) + thinking_config = param_accessor.thinking + level = thinking_config.get("level") + + # Compute token budget from level + budget_tokens = compute_thinking_budget(level, result["max_tokens"]) + if budget_tokens == 0: + result["thinking"] = {"type": "disabled"} + elif budget_tokens > 0: result["thinking"] = {"type": "enabled", "budget_tokens": budget_tokens} else: - result["thinking"] = {"type": "disabled"} - if param_accessor.encode_thoughts_as_text: - result["encode_thoughts"] = True + # budget is -1, do not set thinking at all. + pass + + # Handle encode_thoughts_as_text from ThinkingConfig + if thinking_config.get("encode_thoughts_as_text"): + result["encode_thoughts_as_text"] = True return result @@ -253,7 +295,7 @@ def _encode_message( def _encode_messages( messages: Sequence[UserMessage | AssistantMessage], model_id: AnthropicModelId, - encode_thoughts: bool, + encode_thoughts_as_text: bool, ) -> Sequence[anthropic_types.MessageParam]: """Encode messages and add cache control for multi-turn conversations. @@ -269,7 +311,7 @@ def _encode_messages( is_last = i == len(messages) - 1 add_cache = has_assistant_message and is_last encoded_messages.append( - _encode_message(message, model_id, encode_thoughts, add_cache) + _encode_message(message, model_id, encode_thoughts_as_text, add_cache) ) return encoded_messages @@ -297,7 +339,7 @@ def encode_request( """Prepares a request for the Anthropic messages.create method.""" processed = process_params(params, DEFAULT_MAX_TOKENS) - encode_thoughts = processed.pop("encode_thoughts", False) + encode_thoughts_as_text = processed.pop("encode_thoughts_as_text", False) max_tokens = processed.pop("max_tokens", DEFAULT_MAX_TOKENS) kwargs: MessageCreateKwargs = MessageCreateKwargs( @@ -341,7 +383,9 @@ def encode_request( messages ) - kwargs["messages"] = _encode_messages(remaining_messages, model_id, encode_thoughts) + kwargs["messages"] = _encode_messages( + remaining_messages, model_id, encode_thoughts_as_text + ) if system_message_content: kwargs["system"] = [ diff --git a/python/mirascope/llm/providers/base/__init__.py b/python/mirascope/llm/providers/base/__init__.py index 9ea0ac0676..ee962494aa 100644 --- a/python/mirascope/llm/providers/base/__init__.py +++ b/python/mirascope/llm/providers/base/__init__.py @@ -3,7 +3,7 @@ from . import _utils from .base_provider import BaseProvider, Provider, ProviderErrorMap from .kwargs import BaseKwargs, KwargsT -from .params import Params +from .params import Params, ThinkingConfig, ThinkingLevel __all__ = [ "BaseKwargs", @@ -12,5 +12,7 @@ "Params", "Provider", "ProviderErrorMap", + "ThinkingConfig", + "ThinkingLevel", "_utils", ] diff --git a/python/mirascope/llm/providers/base/_utils.py b/python/mirascope/llm/providers/base/_utils.py index 9cb02f34a8..b0daa9efaf 100644 --- a/python/mirascope/llm/providers/base/_utils.py +++ b/python/mirascope/llm/providers/base/_utils.py @@ -10,6 +10,7 @@ if TYPE_CHECKING: from ..model_id import ModelId + from .params import ThinkingConfig logger = logging.getLogger(__name__) @@ -138,17 +139,11 @@ def stop_sequences(self) -> list[str] | None: return self._params.get("stop_sequences") @property - def thinking(self) -> bool | None: + def thinking(self) -> "ThinkingConfig | None": """Access the thinking parameter.""" self._unaccessed.discard("thinking") return self._params.get("thinking") - @property - def encode_thoughts_as_text(self) -> bool | None: - """Access the encode_thoughts_as_text parameter.""" - self._unaccessed.discard("encode_thoughts_as_text") - return self._params.get("encode_thoughts_as_text") - def emit_warning_for_unused_param( self, param_name: str, diff --git a/python/mirascope/llm/providers/base/params.py b/python/mirascope/llm/providers/base/params.py index 665c8e5e4a..c771bf78cd 100644 --- a/python/mirascope/llm/providers/base/params.py +++ b/python/mirascope/llm/providers/base/params.py @@ -1,6 +1,58 @@ """Base parameters for LLM providers.""" -from typing import TypedDict +from typing import Literal, TypedDict +from typing_extensions import Required + +ThinkingLevel = Literal["none", "default", "minimal", "low", "medium", "high", "max"] +"""Level of effort/reasoning to apply to thinking.""" + + +class ThinkingConfig(TypedDict, total=False): + """Configuration for extended reasoning/thinking in LLM responses. + + Thinking is a process where the model spends additional tokens reasoning about + the prompt before generating a response. Providing any `ThinkingConfig` will enable + thinking (unless it is specifically disabled via level="minimal"). Depending on + the provider and model, thinking may always be active regardless of user settings. + """ + + level: Required[ThinkingLevel] + """Level of effort/reasoning to apply to thinking. + + - none: Disable thinking entirely. Minimizes cost and latency. + - default: Use the provider's default + - minimal: Use the provider's lowest setting for reasoning + - medium: Use a moderate amount of reasoning tokens + - high: Allow extensive resources for thinking + - max: Uses as much thinking as allowed by the provider. + + Mirascope makes a best effort to apply the chosen thinking level, but exact behavior + varies by provider and model. For example, some models may not support thinking, + while other models may not allow disabling it. + """ + + include_summaries: bool + """Whether to generate reasoning summaries (human readable Thoughts) from model output. + + Generally, providers do not return raw model thinking output, but may produce + thought summaries. When `include_summaries` is true, these will be requested from + the provider (if available). Otherwise, they will not be requested. + """ + + encode_thoughts_as_text: bool + """Re-encode Thought content as text for model consumption. + + If `True`, when an `AssistantMessage` contains `Thoughts` and is passed back + to an LLM, those `Thoughts` will be encoded as `Text`, ensuring the assistant + can read its prior reasoning. This contrasts with provider defaults which may + ignore prior thoughts, particularly if tool calls are not involved. + + When `True`, Mirascope will re-encode messages rather than reusing raw provider + response content, which may disable provider-specific optimizations like cached + reasoning tokens. + + Defaults to `False` if unset. + """ class Params(TypedDict, total=False): @@ -55,39 +107,16 @@ class Params(TypedDict, total=False): response. """ - thinking: bool - """Configures whether the model should use thinking. - - Thinking is a process where the model spends additional tokens thinking about the - prompt before generating a response. You may configure thinking either by passing - a bool to enable or disable it. - - If `params.thinking` is `True`, then thinking and thought summaries will be enabled - (if supported by the model/provider), with a default budget for thinking tokens. - - If `params.thinking` is `False`, then thinking will be wholly disabled, assuming - the model allows this (some models, e.g. `google:gemini-2.5-pro`, do not allow - disabling thinking). - - If `params.thinking` is unset (or `None`), then we will use provider-specific default - behavior for the chosen model. - """ - - encode_thoughts_as_text: bool - """Configures whether `Thought` content should be re-encoded as text for model consumption. - - If `True`, then when an `AssistantMessage` contains `Thoughts` and is being passed back - to an LLM, those `Thoughts` will be encoded as `Text`, so that the assistant can read - those thoughts. That ensures the assistant has access to (at least the summarized output of) - its reasoning process, and contrasts with provider default behaviors which may ignore - prior thoughts, particularly if tool calls are not involved. - - When `True`, we will always re-encode Mirascope messages being passed to the provider, - rather than reusing raw provider response content. This may disable provider-specific - behavior like cached reasoning tokens. + thinking: ThinkingConfig | None + """Configuration for extended reasoning/thinking. - If `False`, then `Thoughts` will not be encoded as text, and whether reasoning context - is available to the model depends entirely on the provider's behavior. + Pass a `ThinkingConfig` to configure thinking behavior. The `level` field controls + whether thinking is enabled and how much reasoning to use. Level may be one of + "minimal", "low", "medium", or "high". If level is unset, then thinking is enabled + with a provider-specific default level. - Defaults to `False` if unset. + `ThinkingConfig` can also include `encode_thoughts_as_text`, which is an advanced + feature for providing past thoughts back to the model as text content. This is + primarily useful for making thoughts transferable when passing a conversation + to a different model or provider than the one that generated the thinking. """ diff --git a/python/mirascope/llm/providers/google/_utils/encode.py b/python/mirascope/llm/providers/google/_utils/encode.py index 69a444179e..d8d27c03b6 100644 --- a/python/mirascope/llm/providers/google/_utils/encode.py +++ b/python/mirascope/llm/providers/google/_utils/encode.py @@ -18,12 +18,47 @@ ) from ....messages import AssistantMessage, Message, UserMessage from ....tools import FORMAT_TOOL_NAME, AnyToolSchema, BaseToolkit -from ...base import Params, _utils as _base_utils +from ...base import Params, ThinkingLevel, _utils as _base_utils from ..model_id import GoogleModelId, model_name from ..model_info import MODELS_WITHOUT_STRUCTURED_OUTPUT_AND_TOOLS_SUPPORT UNKNOWN_TOOL_ID = "google_unknown_tool_id" +# Thinking level to a float multiplier % of max tokens +THINKING_LEVEL_TO_BUDGET_MULTIPLIER: dict[ThinkingLevel, float] = { + "minimal": 0, + "low": 0.2, + "medium": 0.4, + "high": 0.6, + "max": 0.8, +} + + +def compute_thinking_budget( + level: ThinkingLevel, + max_tokens: int | None, +) -> int: + """Compute Google thinking budget from ThinkingConfig level. + + Args: + level: The thinking level from ThinkingConfig + + Returns: + Token budget for thinking: + - -1 for automatic budget (level=None) + - 0 to disable thinking ("minimal") + - Positive int for specific budget ("low", "medium", "high") + """ + if level == "default": + # Use Google's automatic budget + return -1 + + if max_tokens is None: + max_tokens = 16000 + + multiplier: float = THINKING_LEVEL_TO_BUDGET_MULTIPLIER.get(level, 0.4) + return int(multiplier * max_tokens) + class GoogleKwargs(TypedDict, total=False): """Kwargs for Google's generate_content method.""" @@ -186,7 +221,7 @@ def encode_request( google_config: genai_types.GenerateContentConfigDict = ( genai_types.GenerateContentConfigDict() ) - encode_thoughts = False + encode_thoughts_as_text = False google_model_name = model_name(model_id) with _base_utils.ensure_all_params_accessed( @@ -205,17 +240,28 @@ def encode_request( if param_accessor.stop_sequences is not None: google_config["stop_sequences"] = param_accessor.stop_sequences if param_accessor.thinking is not None: - if param_accessor.thinking: - google_config["thinking_config"] = genai_types.ThinkingConfigDict( - thinking_budget=-1, # automatic budget - include_thoughts=True, - ) + thinking_config = param_accessor.thinking + level = thinking_config.get("level") + include_summaries = thinking_config.get("include_summaries", True) + + # Compute budget from level + budget = compute_thinking_budget(level, param_accessor.max_tokens) + thinking_dict = genai_types.ThinkingConfigDict( + thinking_budget=budget, + ) + + if budget == 0: + # Disabled: no thoughts + thinking_dict["include_thoughts"] = False else: - google_config["thinking_config"] = genai_types.ThinkingConfigDict( - include_thoughts=False, thinking_budget=0 - ) - if param_accessor.encode_thoughts_as_text: - encode_thoughts = True + # Enable thoughts based on include_summaries + thinking_dict["include_thoughts"] = include_summaries + + google_config["thinking_config"] = thinking_dict + + # Handle encode_thoughts_as_text from ThinkingConfig + if thinking_config.get("encode_thoughts_as_text"): + encode_thoughts_as_text = True tools = tools.tools if isinstance(tools, BaseToolkit) else tools or [] google_tools: list[genai_types.ToolDict] = [] @@ -285,7 +331,9 @@ def encode_request( kwargs = GoogleKwargs( model=model_name(model_id), - contents=_encode_messages(remaining_messages, model_id, encode_thoughts), + contents=_encode_messages( + remaining_messages, model_id, encode_thoughts_as_text + ), config=google_config, ) diff --git a/python/mirascope/llm/providers/mlx/_utils.py b/python/mirascope/llm/providers/mlx/_utils.py index 244b59269a..b4dedf7df6 100644 --- a/python/mirascope/llm/providers/mlx/_utils.py +++ b/python/mirascope/llm/providers/mlx/_utils.py @@ -76,7 +76,7 @@ def encode_params(params: Params) -> tuple[int | None, StreamGenerateKwargs]: with _base_utils.ensure_all_params_accessed( params=params, provider_id="mlx", - unsupported_params=["stop_sequences", "thinking", "encode_thoughts_as_text"], + unsupported_params=["stop_sequences", "thinking"], ) as param_accessor: if param_accessor.max_tokens is not None: kwargs["max_tokens"] = param_accessor.max_tokens diff --git a/python/mirascope/llm/providers/openai/completions/_utils/encode.py b/python/mirascope/llm/providers/openai/completions/_utils/encode.py index 4f88e14396..f1d18317e1 100644 --- a/python/mirascope/llm/providers/openai/completions/_utils/encode.py +++ b/python/mirascope/llm/providers/openai/completions/_utils/encode.py @@ -143,7 +143,7 @@ def flush_message_content() -> None: def _encode_assistant_message( - message: AssistantMessage, model_id: OpenAIModelId, encode_thoughts: bool + message: AssistantMessage, model_id: OpenAIModelId, encode_thoughts_as_text: bool ) -> openai_types.ChatCompletionAssistantMessageParam: """Convert Mirascope `AssistantMessage` to OpenAI `ChatCompletionAssistantMessageParam`.""" @@ -152,7 +152,7 @@ def _encode_assistant_message( and message.provider_model_name == model_name(model_id=model_id, api_mode="completions") and message.raw_message - and not encode_thoughts + and not encode_thoughts_as_text ): return cast( openai_types.ChatCompletionAssistantMessageParam, message.raw_message @@ -176,7 +176,7 @@ def _encode_assistant_message( ) ) elif part.type == "thought": - if encode_thoughts: + if encode_thoughts_as_text: text_params.append( openai_types.ChatCompletionContentPartTextParam( text="**Thinking:** " + part.thought, type="text" @@ -202,7 +202,7 @@ def _encode_assistant_message( def _encode_message( - message: Message, model_id: OpenAIModelId, encode_thoughts: bool + message: Message, model_id: OpenAIModelId, encode_thoughts_as_text: bool ) -> list[openai_types.ChatCompletionMessageParam]: """Convert a Mirascope `Message` to OpenAI `ChatCompletionMessageParam` format. @@ -223,7 +223,7 @@ def _encode_message( elif message.role == "user": return _encode_user_message(message, model_id) elif message.role == "assistant": - return [_encode_assistant_message(message, model_id, encode_thoughts)] + return [_encode_assistant_message(message, model_id, encode_thoughts_as_text)] else: raise ValueError(f"Unsupported role: {message.role}") # pragma: no cover @@ -298,12 +298,12 @@ def encode_request( "model": base_model_name, } ) - encode_thoughts = False + encode_thoughts_as_text = False with _base_utils.ensure_all_params_accessed( params=params, provider_id="openai", - unsupported_params=["top_k", "thinking"], + unsupported_params=["top_k"], ) as param_accessor: if param_accessor.temperature is not None: kwargs["temperature"] = param_accessor.temperature @@ -316,8 +316,10 @@ def encode_request( kwargs["seed"] = param_accessor.seed if param_accessor.stop_sequences is not None: kwargs["stop"] = param_accessor.stop_sequences - if param_accessor.encode_thoughts_as_text is not None: - encode_thoughts = True + if param_accessor.thinking is not None: + thinking = param_accessor.thinking + if thinking.get("encode_thoughts_as_text"): + encode_thoughts_as_text = True tools = tools.tools if isinstance(tools, BaseToolkit) else tools or [] @@ -362,7 +364,9 @@ def encode_request( encoded_messages: list[openai_types.ChatCompletionMessageParam] = [] for message in messages: - encoded_messages.extend(_encode_message(message, model_id, encode_thoughts)) + encoded_messages.extend( + _encode_message(message, model_id, encode_thoughts_as_text) + ) kwargs["messages"] = encoded_messages return messages, format, kwargs diff --git a/python/mirascope/llm/providers/openai/responses/_utils/encode.py b/python/mirascope/llm/providers/openai/responses/_utils/encode.py index 269d3fb930..d918c3ea78 100644 --- a/python/mirascope/llm/providers/openai/responses/_utils/encode.py +++ b/python/mirascope/llm/providers/openai/responses/_utils/encode.py @@ -23,7 +23,7 @@ FunctionCallOutput, Message as ResponseInputMessageParam, ) -from openai.types.shared_params import Reasoning +from openai.types.shared_params import Reasoning, ReasoningEffort from openai.types.shared_params.response_format_json_object import ( ResponseFormatJSONObject, ) @@ -37,7 +37,7 @@ ) from .....messages import AssistantMessage, Message, UserMessage from .....tools import FORMAT_TOOL_NAME, AnyToolSchema, BaseToolkit -from ....base import Params, _utils as _base_utils +from ....base import Params, ThinkingLevel, _utils as _base_utils from ...model_id import OpenAIModelId, model_name from ...model_info import ( MODELS_WITHOUT_JSON_OBJECT_SUPPORT, @@ -45,6 +45,16 @@ NON_REASONING_MODELS, ) +# Thinking level to a float multiplier % of max tokens +THINKING_LEVEL_TO_EFFORT: dict[ThinkingLevel, ReasoningEffort] = { + "none": "minimal", + "default": "medium", + "minimal": "minimal", + "low": "low", + "medium": "medium", + "max": "high", +} + class ResponseCreateKwargs(TypedDict, total=False): """Kwargs to the OpenAI `client.responses.create` method.""" @@ -236,12 +246,25 @@ def _create_strict_response_format( return response_format -def _compute_reasoning(thinking: bool) -> Reasoning: - """Compute the OpenAI `Reasoning` config based on thinking settings.""" - if thinking: - return {"effort": "medium", "summary": "auto"} - else: - return {"effort": "minimal"} +def _compute_reasoning( + level: ThinkingLevel, + include_summaries: bool, +) -> Reasoning: + """Compute the OpenAI `Reasoning` config based on ThinkingConfig. + + Args: + level: The thinking level + include_summaries: Whether to include summary (True/False for auto) + + Returns: + OpenAI Reasoning configuration + """ + reasoning: Reasoning = {"effort": THINKING_LEVEL_TO_EFFORT.get(level) or "medium"} + + if include_summaries: + reasoning["summary"] = "auto" + + return reasoning def encode_request( @@ -282,16 +305,21 @@ def encode_request( if param_accessor.top_p is not None: kwargs["top_p"] = param_accessor.top_p if param_accessor.thinking is not None: + thinking_config = param_accessor.thinking if base_model_name in NON_REASONING_MODELS: param_accessor.emit_warning_for_unused_param( - "thinking", param_accessor.thinking, "openai", model_id + "thinking", thinking_config, "openai", model_id ) else: # Assume model supports reasoning unless explicitly listed as non-reasoning # This ensures new reasoning models work immediately without code updates - kwargs["reasoning"] = _compute_reasoning(param_accessor.thinking) - if param_accessor.encode_thoughts_as_text: - encode_thoughts = True + level = thinking_config.get("level") + include_summaries = thinking_config.get("include_summaries", True) + kwargs["reasoning"] = _compute_reasoning(level, include_summaries) + + # Handle encode_thoughts_as_text from ThinkingConfig + if thinking_config.get("encode_thoughts_as_text"): + encode_thoughts = True tools = tools.tools if isinstance(tools, BaseToolkit) else tools or [] openai_tools = [_convert_tool_to_function_tool_param(tool) for tool in tools] diff --git a/python/tests/e2e/input/cassettes/test_call_with_params/anthropic_beta_claude_sonnet_4_0.yaml b/python/tests/e2e/input/cassettes/test_call_with_params/anthropic_beta_claude_sonnet_4_0.yaml index ac64ecdfa7..f319a4c259 100644 --- a/python/tests/e2e/input/cassettes/test_call_with_params/anthropic_beta_claude_sonnet_4_0.yaml +++ b/python/tests/e2e/input/cassettes/test_call_with_params/anthropic_beta_claude_sonnet_4_0.yaml @@ -21,6 +21,8 @@ interactions: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -48,16 +50,14 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3WPQUvEMBCF/0rJ1S2kIcWl4FEEwZMIikiIydhG26SbTEUp/e9OCkWq7CmZ972Z - eTOzIVjoWcNMrycLZQreA5ayFFzUvK4kOzBniQ+pVbx6uI/1Y3v3VPkbGU9vt8frY/36Th78HiG7 - ICXdAgkx9FnQKbmE2iNJJngE+jXP8+ZH+MpkfRomBefFRSFFcVWw5eXAEoZRRdCUivBaJThN4E1e - sa9zuxQkT2uCZmbOjxMqDB/gE2uqS0qgTQfK0ER0wau9gW+csD3Htt48H8YOBoi6V/Xw3/9Lq+4v - XQ4sTLhLJ+geiJ/OgEIHcT1Xe6ujZcvyA3u3+0ynAQAA + H4sIAAAAAAAA/3WPQUvEMBCF/0rJ1RbakLpswZt4VtiLiISYDNtgm3STiayU/ncnhSJV9pTM+97M + vJnZ6A0MrGN6UMlAFb1zgJWoeM3bum0EK5k1xMd4lnXTHl+5PRxPLy492ufr5enjdC9G8uD3BNkF + MaozkBD8kAUVo42oHJKkvUOgX/c2b36Eaybr0zHB67q4KwQvHgq2vJcsop9kAEWpCK9VhEsCp/OK + fZ3bBSc5rQm6mVk3JZToP8FF1jUHSqB0D1LTRLTeyb2h3jhhc4ttvXk+TD2MENQg2/G//5c2/V+6 + lMwn3KXjdA+EL6tBooWwnqucUcGwZfkBzLomb6cBAAA= headers: - CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026e7b6a0730a5-SEA + - 9bb01018af090999-SEA Connection: - keep-alive Content-Encoding: @@ -65,15 +65,11 @@ interactions: Content-Type: - application/json Date: - - Thu, 18 Dec 2025 23:27:36 GMT + - Fri, 09 Jan 2026 01:11:53 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -83,29 +79,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:27:35Z' + - '2026-01-09T01:11:51Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:27:36Z' + - '2026-01-09T01:11:52Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:27:33Z' + - '2026-01-09T01:11:49Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - 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- '1595' + - '1340' x-ratelimit-limit-requests: - '5000' x-ratelimit-limit-tokens: @@ -96,7 +105,7 @@ interactions: x-ratelimit-reset-tokens: - 2ms x-request-id: - - req_0c4c7bcc329b4bf897cf08e0788202de + - req_20a86e51f02c41c09a779b5aabc920cb status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0.yaml b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0.yaml index e86ead81fd..e1514ac352 100644 --- a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0.yaml +++ b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0.yaml @@ -12,7 +12,7 @@ interactions: we have it! 28657 is the first fibonacci number ending in 57,\nand it is prime. I''m supposed to answer with extreme concision, so I''ll\njust say ''Yes.''"},{"type":"text","text":"Yes.","cache_control":null}]},{"role":"user","content":[{"type":"text","text":"Please tell me what the number is.","cache_control":{"type":"ephemeral"}}]}],"model":"claude-sonnet-4-0","system":[{"type":"text","text":"Always - answer with extreme concision, giving the answer and no added context.","cache_control":{"type":"ephemeral"}}]}' + answer with extreme concision, giving the answer and no added context.","cache_control":{"type":"ephemeral"}}],"thinking":{"type":"enabled","budget_tokens":1024}}' headers: accept: - application/json @@ -25,13 +25,15 @@ interactions: connection: - keep-alive content-length: - - '1251' + - '1302' content-type: - application/json host: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -59,16 +61,33 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3WQzU7EMAyE38XnVmpLW1BvcFqtxIUrQlFIrG1EmpTEAXarvjvOioo/7SnRfGOP - 7QUmr9HCAMrKpLGM3jmksi2bqumqrm6hAKOZT/EgqvquD6fb3Wl/fxzf9bx73tfm4apnDx1nzC6M - UR6QheBtFmSMJpJ0xJLyjpB/w+Oy+Qk/Mjk/AzQ3fXcN61MBkfwsAkoeh3V0WlAKDr5AxNeETnED - l6wtIJ0zhwWMmxMJ8i/oIgxt3XOoVCMKxb3IeCd+O6qNM9aX2FabA3AeccIgreim//5vWo9/6VqA - T/RT4uEihjejUJDBwHvmQ2kZNKzrJ0C/djWZAQAA + H4sIAAAAAAAA/3VVWZOqRhT+K8SnpJx7BWSdqjwwLoC4oKIoSWoKmmanQWgUuDX/PYCZ3Juk8sR3 + lu87p+nlfBulmQuT0esIJHblwi9lhhDEX5gvNEmzJEsxo5dR6HbxtPTfSepUO74H6Dkyt7YTLN0L + qPj40OXgJod9FixL24edo8iS3mGXZVhiG+HOBTKEYYdef/v2mY+DEMUh8nuFT/g6UgkEoUvgjPBC + 1H0D2IGixMQydDJkAxASqEodWHQhGxMQuSURIoLlvxJriIkUEsBOQJXYGBJl1pn/5pWvv6Pf0fJn + 6hfiV4LqET0ggujxtMd0j5geTXvE9ojtEdcjoUf8wBnCwkAZlMSBwwzy5MAaaNRQSxAH/KzGPJOe + 5aaDDvWsyPODMRTlKHIwhrqi8Iw8S7Pi03pWZ4Wn3tAAQwnPdQ0tcDw3NEE/F0yKDDeYzz54nnrm + PjsROJZ//p4fHD/85J8IIwg7XP6wMRmCX3vONnsQ33cPBBDEROj9JdEx8iJM4de/BWzCs8MiaYjE + Lnz496Z+Mp2GCGzkvhBOhTvZMsiqxCUcSNhOAvs0F2JYpCHqjE7xa3eKytBHNq6K/nAtytNyFl/V + We3PtHhO5j6gPU/VXXlestndnuMojcLQP6Zh1s4m23MpeGPrIE3vjbfZRVbErraaIU8tYJxFJN9P + 8WJfHr37ouCddSufF0szWPjNyajOuZ6xQAG7DSst7Pn2mDMH9OA2V6P1RHQL1UeWL9/UoPI307rS + hAVq51Fu7HnV56TDURXJJHkwTcTORIVS1LxVmI0u3kB8hvl1mZgS1m6PxTq3wNh9sDJ9A9NkFUmN + Ms4nNcmfxpY8Q7zB1pEJde8qLW4XNciCTQvrIxecG0k6JNC4pOI9j12yogWnBKr/CPycmppXS8Nn + OVH1xSm4i1xu+inPqSHJ2e54wbUkVCJJpvOTdYPpfRY/lpZTxp5eSC1d66k8R/beMVeztrVvhyu1 + hZtz7NG75iDKj2N93aV29DDJhVYcdGxkmqhI/Nhm7WjLrvbttIVupNMNqeoMzEQmnQlYjlJN2ePj + xrfxLToC3wt2G0lNxyEns/u69qS34367CzEzPTr6GDwUp/DOaCWv3pSTeoNnT39ITovIXeOfpa1v + KWcyyVRTqd3clXW4tFaOHYiLRszFrMpMVWyiDAflqlxfJyyzZ10rAEt6z/MOXS2B5oN9+NA8LT8e + 9Oph8LWhjPd4Y4GNMuGOpaUCWzVntSVTu6MjbIuW1klynezTDUlPgKBMLm25N9z0EsKNnrr360Or + t4Iym2QJbiTZShzdPOMbyeN1sozHhrNyJjbKPOHy9qDNMSMA9SAwiERZ4085azdbBvKFPF0wY6en + vIQKJS63etQY/JE5pEdtkqraNr5l9tZpHQjaDW+WiXsxV4kf12p0KpzTCoqrlbPeCXIFM0ejS2mt + xS13nabWWhDWxU72j7U5BrlIWaFzp+cZlyz0y4oTZVGV83UCmEtCCyyQJJMJUoOfWJfqXM09enPB + SA7L89bISl3a04IfW4WscKYQ8xQA3W2VGxoCrQ2ySUtlYhtFYyk5mXvjUhrCoWIP/tvo4+X7gIB1 + PzqGz+toeEdGH3909xxn+XsB7W5edf7ucXrvLj0a/RUo4a2CCHQCqEqSl1E1DKXXb6MQ5RV+x1kM + UTl6ZRium0p299i8g04Lhxl6/2cG+Rnvwu7/xT65fQGYBzCFhZ28s+l/879HqeDf0Y+XUVbhH120 + MO3WA4t7COA7DmHRrbSfpa5duKOPjz8B5gLWD7wHAAA= headers: - CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026e9b6fcb30a5-SEA + - 9baff0503e247636-SEA Connection: - keep-alive Content-Encoding: @@ -76,15 +95,11 @@ interactions: Content-Type: - application/json Date: - - Thu, 18 Dec 2025 23:27:40 GMT + - Fri, 09 Jan 2026 00:50:13 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -94,29 +109,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:27:40Z' + - '2026-01-09T00:50:10Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:27:40Z' + - '2026-01-09T00:50:13Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:27:38Z' + - '2026-01-09T00:50:08Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - '2400000' anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:27:40Z' + - '2026-01-09T00:50:10Z' + cf-cache-status: + - DYNAMIC request-id: - - req_011CWF259k2fwGgrofVJdzFL + - req_011CWvtMD773DS6pG1NYmD5D + strict-transport-security: + - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '1426' + - '5223' status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0.yaml b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0.yaml index 231d972f45..9e86ef4327 100644 --- a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0.yaml +++ b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0.yaml @@ -12,7 +12,7 @@ interactions: we have it! 28657 is the first fibonacci number ending in 57,\nand it is prime. I''m supposed to answer with extreme concision, so I''ll\njust say ''Yes.''"},{"type":"text","text":"Yes.","cache_control":null}]},{"role":"user","content":[{"type":"text","text":"Please tell me what the number is.","cache_control":{"type":"ephemeral"}}]}],"model":"claude-sonnet-4-0","system":[{"type":"text","text":"Always - answer with extreme concision, giving the answer and no added context.","cache_control":{"type":"ephemeral"}}]}' + answer with extreme concision, giving the answer and no added context.","cache_control":{"type":"ephemeral"}}],"thinking":{"type":"enabled","budget_tokens":1024}}' headers: accept: - application/json @@ -23,13 +23,15 @@ interactions: connection: - keep-alive content-length: - - '1251' + - '1302' content-type: - application/json host: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -55,16 +57,34 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3WQy07EMAxF/8XrVmqrtqDuByRgOSwAoShqrGkgTUrs8FDVf8cdUfHSrBLdc+1r - 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CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026e8e9afd7654-SEA + - 9baff03069f90882-SEA Connection: - keep-alive Content-Encoding: @@ -72,15 +92,11 @@ interactions: Content-Type: - application/json Date: - - Thu, 18 Dec 2025 23:27:38 GMT + - Fri, 09 Jan 2026 00:50:07 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -90,29 +106,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:27:38Z' + - '2026-01-09T00:50:04Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:27:38Z' + - '2026-01-09T00:50:07Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:27:36Z' + - '2026-01-09T00:50:03Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - '2400000' anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:27:38Z' + - '2026-01-09T00:50:04Z' + cf-cache-status: + - DYNAMIC request-id: - - req_011CWF24zwhMffo4ybM5r2Ac + - req_011CWvtLqf1rrrdWLwL79ZXp + strict-transport-security: + - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '1950' + - '4880' status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/google_gemini_2_5_flash.yaml b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/google_gemini_2_5_flash.yaml index d422c8c7cd..c400c4a956 100644 --- a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/google_gemini_2_5_flash.yaml +++ b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/google_gemini_2_5_flash.yaml @@ -14,7 +14,8 @@ interactions: {"text": "Yes."}], "role": "model"}, {"parts": [{"text": "Please tell me what the number is."}], "role": "user"}], "systemInstruction": {"parts": [{"text": "Always answer with extreme concision, giving the answer and no added context."}], - "role": "user"}, "generationConfig": {}}' + "role": "user"}, "generationConfig": {"thinkingConfig": {"include_thoughts": + false, "thinking_budget": 0}}}' headers: accept: - '*/*' @@ -23,26 +24,28 @@ interactions: connection: - keep-alive content-length: - - '1136' + - '1203' content-type: - application/json host: - generativelanguage.googleapis.com user-agent: - - google-genai-sdk/1.31.0 gl-python/3.10.16 + - google-genai-sdk/1.48.0 gl-python/3.10.16 x-goog-api-client: - - google-genai-sdk/1.31.0 gl-python/3.10.16 + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - method: POST uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:generateContent response: body: string: !!binary | - H4sIAAAAAAAC/12QQUvEMBCF7/kVJWcrS7FWvIkuqLi6aFmExUPYTNtom5RmKl1K/7tJu+mm5hDC - vJeZeV9PgoAemOSCMwRNb4O9qQRBP95WUxJBohFcyRRr1uDZO53eexsLQmc/0ejmOk6opw3z++vi - 3LFRJVh7pTiUzj44A82EFLp4B6aVtLaP9G1LZ1VIDp0pr4gbMLamrWY5bACZycbmBLRuVFVjqn5A - 3qt2zHYVJVM3j8XCEJ9kVMjKpbJyX72++sFMFaXPyMNnQrJS4NEmSdefKfVA4L+1HAriEaNYqDYv - 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application/json accept-encoding: - gzip, deflate + authorization: + - connection: - keep-alive content-length: - '1095' content-type: - application/json - cookie: - - _cfuvid=mdcfYnlzNel6gz4BdSZjRIMc0.ltGGjbt3mn9dSlDeI-1760727600979-0.0.1.1-604800000 host: - api.openai.com user-agent: - - OpenAI/Python 1.100.2 + - OpenAI/Python 2.7.1 x-stainless-arch: - arm64 x-stainless-async: @@ -39,7 +39,7 @@ interactions: x-stainless-os: - MacOS x-stainless-package-version: - - 1.100.2 + - 2.7.1 x-stainless-read-timeout: - '600' x-stainless-retry-count: @@ -53,17 +53,17 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAAAwAAAP//jJLLbtswEEX3+gpi1lagqI78WNbrblpkkyIQGHIo06FIhhzl0cD/XpBy - LeUFdKPFnJnLe0fzWjAGWsKWgdhzEr035e7n/c2TfXj+0/3SN/3u0Pz4vjuoB38dX54ELNKEuzug - oH9TF8L13iBpZ0csAnLCpHq5aqpVvdksqwx6J9Gksc5TuXRlXdXLslqXVXMa3DstMMKW/S4YY+w1 - f5NFK/EZtizL5EqPMfIOYXtuYgyCM6kCPEYdiVuCxQSFs4Q2u67XzdXqYg4DqiHy5M0OxswAt9YR - T9myrdsTOZ6NGNf54O7iu1FQ2uq4bwPy6Gx6NJLzkOmxYOw2Bx7eZAAfXO+pJXeP+blvV+tRD6YV - 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'2020-10-01' x-envoy-upstream-service-time: - - '563' + - '463' x-openai-proxy-wasm: - v0.1 x-ratelimit-limit-requests: @@ -115,7 +117,7 @@ interactions: x-ratelimit-reset-tokens: - 16ms x-request-id: - - req_60f4db7d829e4bce97244632fb90c97f + - req_d2a88abfa800408a801131e288c0686f status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses.yaml b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses.yaml index aff30f840a..3726efa8ef 100644 --- a/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses.yaml +++ b/python/tests/e2e/input/cassettes/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses.yaml @@ -18,6 +18,8 @@ interactions: - application/json accept-encoding: - gzip, deflate + authorization: + - connection: - keep-alive content-length: @@ -27,7 +29,7 @@ interactions: host: - api.openai.com user-agent: - - OpenAI/Python 1.100.2 + - 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- '961' + - '1263' x-ratelimit-limit-requests: - '5000' x-ratelimit-limit-tokens: @@ -108,7 +116,7 @@ interactions: x-ratelimit-reset-tokens: - 28ms x-request-id: - - req_1fd45fa1e2b64806877c734da86ce3b3 + - req_541179d0ba7e4ef5bd93c6fec7f705ed status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0.yaml b/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0.yaml index fe83defa65..447da415fd 100644 --- a/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0.yaml +++ b/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0.yaml @@ -5,7 +5,7 @@ interactions: the nth Fibonacci number (1-indexed).", "name": "compute_fib", "parameters": {"properties": {"n": {"title": "N", "type": "INTEGER"}}, "required": ["n"], "type": "OBJECT"}}]}], "generationConfig": {"thinkingConfig": {"include_thoughts": - true, "thinking_budget": -1}}}' + true, "thinking_budget": 6400}}}' headers: accept: - '*/*' @@ -14,7 +14,7 @@ interactions: connection: - keep-alive content-length: - - '420' + - '422' content-type: - application/json host: @@ -23,27 +23,32 @@ interactions: - google-genai-sdk/1.48.0 gl-python/3.10.16 x-goog-api-client: - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - method: POST uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:generateContent response: body: string: !!binary | - H4sIAAAAAAAC/3VUXVfqOBR951dk9eXOCBdauXzNWvehIAhLELWI1HGWBnoogTahSWopLv/7JEUE - HIeHLnK+9jl7J+cth5Axw9QjHpYgjL/Q38qC0Fv21T5GJVCpHHuTMq4xl4fY3e/t6L8KkbDRScbZ - WYdMGcWzGUEtHMziAEvCKHIkV4B+enb2RJ/ocIXTAhIMyQWgWABHCaZSZEfLNOUCHarQOJwCL6I2 - FikCymJ/UUQ9xCEE7VA5WKIXD+Y4DuQzXpPijIXrWMLznExf0Dyms6wDIpAHgvgUPDRnOk9ZVoR6 - iM3R7NBqEY1UxR8CrTnMiIAgRYmGINqmEovIYQXVAAVVSDKdGuya2EMVkU09NR6hM9AjpT84oIAx - BeZ/QO/HlMDDQnYmVPWMXugLEgsWBx6aAhIgNYIKVaAHq6KS+AupKiWYe8UnahS+iLHQLGk9JI/h - 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h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 @@ -52,11 +57,11 @@ interactions: Content-Type: - application/json; charset=UTF-8 Date: - - Thu, 18 Dec 2025 23:27:58 GMT + - Fri, 09 Jan 2026 01:18:48 GMT Server: - scaffolding on HTTPServer2 Server-Timing: - - gfet4t7; dur=1486 + - gfet4t7; dur=1582 Transfer-Encoding: - chunked Vary: @@ -95,6 +100,8 @@ interactions: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -122,17 +129,15 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3WQXUvDMBSG/0rJdSZtbLq1d4LbjQ4ENxBEQpYc1mCb1ORElNH/bjosfuFVwvu8 - 5+M9J9I7DR1piOpk1LAIzlrARblgOeM5L0pCidGJ9+Eo8mKjtje7q+r2uN2v18u7B75v+/vr5MH3 - ASYXhCCPkATvukmQIZiA0mKSlLMI6dc8nmY/wttEzk9Ddi1kRZ5jm23MwVmplMls7A/gMxMyVqxo - zRita05XlyXlnNOiqmnOqgsyPlES0A3Cg0wZUjOwWmD0lnyCAC8RrEpTbew6SuJ50eZEjB0iCnTP - YANpyuUybSpVC0KlXmicFT8d+cwT1v+xuXYaAEMLPXjZCd7/9X/Rov1NR0pcxO8Sq1Ic8K9GgUAD - PgWdzqul12QcPwCMakjGzwEAAA== + H4sIAAAAAAAA/3WQy07DMBBFfyWatYsSN26b7MoCEGzZIWS59qixSOxgj1GrKv+OU1HxUle27rnz + uHOCwRvsoQXdq2RwEb1zSIt6wUsuSlHVwMCazIe4l2X1eHg4bv1tCPWwTKjx3punbcweOo44uzBG + tccsBN/PgorRRlKOsqS9I8y/9uV08RMeZnJ+WnjusKjKkrrizu68U1rbwqVhh6GwseDVhjWcs6YR + bLOsmRCCVauGlXx1A9Mrg0h+lAFVzpCboTOSUnDwBSK+J3Q6T3Wp7xmk86LtCawbE0nyb+gitPV6 + nTdVukOpcy+y3snfjvLCMzbX2KV2HoBjhwMG1Usx/Pd/06r7SycGPtFPia9yHAwfVqMkiyEHnc9r + VDAwTZ9tk8kfzwEAAA== headers: - CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026f14d93076c1-SEA + - 9bb01a4f9af69b6d-SEA Connection: - keep-alive Content-Encoding: @@ -140,15 +145,11 @@ interactions: Content-Type: - application/json Date: - - Thu, 18 Dec 2025 23:28:00 GMT + - Fri, 09 Jan 2026 01:18:50 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -158,29 +159,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:28:00Z' + - '2026-01-09T01:18:49Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:28:00Z' + - '2026-01-09T01:18:50Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:27:58Z' + - '2026-01-09T01:18:48Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - '2400000' anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:28:00Z' + - '2026-01-09T01:18:49Z' + cf-cache-status: + - DYNAMIC request-id: - - req_011CWF26amCp696oPLcQmUHr + - req_011CWvvY1nFvuhLoLqUXLj1T + strict-transport-security: + - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '2158' + - '1789' status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0.yaml b/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0.yaml index b6f1d93338..89e17e4272 100644 --- a/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0.yaml +++ b/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0.yaml @@ -5,7 +5,7 @@ interactions: the nth Fibonacci number (1-indexed).", "name": "compute_fib", "parameters": {"properties": {"n": {"title": "N", "type": "INTEGER"}}, "required": ["n"], "type": "OBJECT"}}]}], "generationConfig": {"thinkingConfig": {"include_thoughts": - true, "thinking_budget": -1}}}' + true, "thinking_budget": 6400}}}' headers: accept: - '*/*' @@ -14,7 +14,7 @@ interactions: connection: - keep-alive content-length: - - '420' + - '422' content-type: - application/json host: @@ -23,27 +23,29 @@ interactions: - google-genai-sdk/1.48.0 gl-python/3.10.16 x-goog-api-client: - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - method: POST uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:generateContent response: body: string: !!binary | - H4sIAAAAAAAC/3VUW1PiSBR+51d05cVdR7lJYJ0qHxwugiSCQ0CGdWvoJJ2kSac79MUIlv99O0EU - XDcPqe5zvj6X71xeSgAYHqQ+9qFEwvgO/tYSAF6Kf65jVCIqtWIv0sIUcvmB3X0vB2cNkeg5f2Sc - nvawyyj0PAzuVOIiDtqQeIpAiRk9PX2kj3QUw80ZEAzICAElNCSDVIriWqtWZQQ+bNDCRhmAOwZS - zlyCkjIYgJiyrMAvfRRAReRvmOKyx5JUSfQ7wO4SBIp6uU8Q6XQJys1jAVLEA+RJstEmB/JEAB8J - HFLkg4BxgJ5hrnuDKp4ygTTQziVMhZHMY/CQEEDrBU5Sgr6DwQkhYKWEBB7Up+VRFBnW6Szplc5r - WQZOBCUQ2hTxQYifEEhQkQWkItM06OPmhCNAGIsxDYuQcgNMSQ3Z6JS4hnCQQIrTN0oBRchHfhl0 - 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h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 @@ -52,11 +54,11 @@ interactions: Content-Type: - application/json; charset=UTF-8 Date: - - Thu, 18 Dec 2025 23:27:54 GMT + - Fri, 09 Jan 2026 01:18:44 GMT Server: - scaffolding on HTTPServer2 Server-Timing: - - gfet4t7; dur=1343 + - gfet4t7; dur=1538 Transfer-Encoding: - chunked Vary: @@ -93,6 +95,8 @@ interactions: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -118,17 +122,15 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3WQXWvDIBSG/0rw2g5jY9vkB5TSi910o2VjiNVDI0s00+PYKPnvM2VlX+xKeZ/3 - fLznTHpvoCMN0Z1KBmbROwc4q2acccFEWRFKrMm8jyfJysN+82B21QHFbp/MZr7ebve399mD7wNM - LohRnSALwXeToGK0EZXDLGnvEPKveTxf/QhvE7k8DblroSgZw7ZY26N3SmtbuNQfIRQ2Frxc0Zpz - WteCruYVFULQclFTxhc3ZHyiJKIfZACVM+Rm4IzEFBz5BBFeEjidp7rUdZSky6LNmVg3JJTon8FF - 0lTLZd5U6Rakzr3Qeid/OtiVZ2z+Y9faaQAMLfQQVCdF/9f/Rcv2Nx0p8Qm/S3yR40B4tRokWgg5 - 6HReo4Ih4/gB+3tJBs8BAAA= + H4sIAAAAAAAA/3WQy07DMBBFfyWatYsSN26bbEEsELABFgghy7VHjUViB3uMgCr/jlNR8RIrW/fc + edzZw+AN9tCC7lUyuIjeOaRFveAlF6WoamBgTeZD3MmyOt3djRem7jb1/fr96lJoszy7vskeehtx + dmGMaodZCL6fBRWjjaQcZUl7R5h/7cP+6Cd8ncnhaeG2w6IqS+qKc7v1TmltC5eGLYbCxoJXG9Zw + zppGsM2yZkIIVq0aVvLVCUyPDCL5UQZUOUNuhs5ISsHBJ4j4nNDpPNWlvmeQDou2e7BuTCTJP6GL + 0Nbrdd5U6Q6lzr3Ieid/Osojz9j8x4618wAcOxwwqF6K4a//i1bdbzox8Im+S3yV42B4sRolWQw5 + 6Hxeo4KBafoAqMkenc8BAAA= headers: - CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026efd3e85a7d2-SEA + - 9bb01a382f3a9173-SEA Connection: - keep-alive Content-Encoding: @@ -136,15 +138,11 @@ interactions: Content-Type: - application/json Date: - - Thu, 18 Dec 2025 23:27:56 GMT + - Fri, 09 Jan 2026 01:18:46 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -154,29 +152,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:27:56Z' + - '2026-01-09T01:18:46Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:27:56Z' + - '2026-01-09T01:18:46Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:27:54Z' + - '2026-01-09T01:18:44Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - '2400000' anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:27:56Z' + - '2026-01-09T01:18:46Z' + cf-cache-status: + - DYNAMIC request-id: - - req_011CWF26Ja8Cvp6U2hZswWj2 + - req_011CWvvXjjMbtb78LphYAcGr + strict-transport-security: + - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '2016' + - '1880' status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash.yaml b/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash.yaml index 46e36bc79c..8bb470cc28 100644 --- a/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash.yaml +++ b/python/tests/e2e/input/cassettes/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash.yaml @@ -1,7 +1,7 @@ interactions: - request: body: '{"max_tokens":16000,"messages":[{"role":"user","content":"What is the 100th - fibonacci number?"}],"model":"claude-sonnet-4-0","thinking":{"type":"enabled","budget_tokens":8000},"tools":[{"name":"compute_fib","description":"Compute + fibonacci number?"}],"model":"claude-sonnet-4-0","thinking":{"type":"enabled","budget_tokens":6400},"tools":[{"name":"compute_fib","description":"Compute the nth Fibonacci number (1-indexed).","input_schema":{"properties":{"n":{"title":"N","type":"integer"}},"required":["n"],"additionalProperties":false,"type":"object"},"cache_control":{"type":"ephemeral"}}]}' headers: accept: @@ -20,6 +20,8 @@ interactions: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -45,29 +47,27 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3VU2ZLqNhT8FZdfktQsYIzZqvKAF5YxBg/bBXJTlLBlS2BLRpLBMMW/RyaZmTvJ - zZOt060+Ryp1v6kpDWGidtQgAXkInzglBIqn+lOtWjOqhlZXH1UcSjzl8baqeW1n0AqKkDX23iWL - 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false, "thinking_budget": 0}}}' + true, "thinking_budget": 6400}}}' headers: accept: - '*/*' @@ -138,7 +138,7 @@ interactions: connection: - keep-alive content-length: - - '780' + - '782' content-type: - application/json host: @@ -147,17 +147,19 @@ interactions: - google-genai-sdk/1.48.0 gl-python/3.10.16 x-goog-api-client: - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - method: POST uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:generateContent response: body: string: !!binary | - H4sIAAAAAAAC/2WQUU/CMBDH3/cpmj4D2QolzDcjGH0wok5iYngo7GCNWzvam4Es++52m4OhfWgv - d//73/VXeoTQrVCxjAWCpTfk02UIKZu7rmmFoNAVupRL5sLgRdueshc7CcKxbqJRAiTwfUzIvdxo - JbZbSVSRbcAQaQkLZiFjYchn4wnnPJiGPpuOaM+qOsfrwWUBo1Oo3TMdQ9rJq05Ad1JJm7yCsFrV - srfoeUnPValiOLq073UDGmtaWLGHJ0DhUIjzh2ludJZjpL9A3emiQREw1rr10F0Jxl0dNYr0updP - Bv+M7dyNlWmfaQ+3+6VIJZ4anouPiPZI4J+9OhbNu/Z+qbSgVmCsbInsIXOMhmzEh7tU2KSxpAZs - rpWFx7jWcB4uhDD8oTh9H9AuD4f5+/72hXqV9wPr90lHNwIAAA== + H4sIAAAAAAAC/2WQXU+DMBSG7/kVTa+7BZggeKtbskTjnMSYmF10cDYaS4ttSabL/rulDMa0F+3J + ed/z0efoIYRzKgpWUAMa36EPm0Ho6O5Wk8KAMFboUzZZU2Uu3u4cR7G1GDi0RTgrAQW+b0q0YFsp + aJ4zJJpqCwoxjcIgIWkYkjSNSDK7IVEUkSBOiR/GUzxqeBriDbmsoSSHdkYlC+C9/dQb8I4Jpss1 + UC1Fa3vNnld4UJko4GDTvtcPcK1xo+kensBQC4QO38a1klVtMvkJ4l42DkhgF+/EC8Arwyw560Ya + yq9rY5/8a6wf7FjGx2RH0O0vKWfm21Gdv2d4RML82atn4d6Nd6bSgXoDpVlHZA+VZTQJp9Fkx6ku + XUusQNdSaFgWzrMo9jSfPM5jtf65Xa748itpXiT2Tt4vvokv2T0CAAA= headers: Alt-Svc: - 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- '2211' + - '642' x-ratelimit-limit-requests: - '5000' x-ratelimit-limit-tokens: @@ -174,7 +192,7 @@ interactions: x-ratelimit-reset-tokens: - 22ms x-request-id: - - req_14a9c8407adb44ff8349fa95fae8f2b6 + - req_cef15ce7c21644f68aea75cf13b52709 status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/anthropic_claude_sonnet_4_5.yaml b/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/anthropic_claude_sonnet_4_5.yaml index ad74b016eb..9fe10f3458 100644 --- a/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/anthropic_claude_sonnet_4_5.yaml +++ b/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/anthropic_claude_sonnet_4_5.yaml @@ -3,7 +3,7 @@ interactions: body: '{"max_tokens":16000,"messages":[{"role":"user","content":"Answer this question: What is 2 + 2?"}],"model":"claude-sonnet-4-5","output_format":{"schema":{"type":"object","description":"A simple response for testing.","title":"IntegerAdditionResponse","properties":{"integer_a":{"type":"integer","title":"Integer - A"},"integer_b":{"type":"integer","title":"Integer B"},"answer":{"type":"integer","title":"Answer"}},"additionalProperties":false,"required":["integer_a","integer_b","answer"]},"type":"json_schema"},"thinking":{"type":"enabled","budget_tokens":8000},"stream":true}' + A"},"integer_b":{"type":"integer","title":"Integer B"},"answer":{"type":"integer","title":"Answer"}},"additionalProperties":false,"required":["integer_a","integer_b","answer"]},"type":"json_schema"},"thinking":{"type":"enabled","budget_tokens":6400},"stream":true}' headers: accept: - application/json @@ -23,6 +23,8 @@ interactions: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -53,18 +55,19 @@ interactions: body: string: 'event: message_start - data: {"type":"message_start","message":{"model":"claude-sonnet-4-5-20250929","id":"msg_01F2KkARLtFVtvEqnFd5bTzA","type":"message","role":"assistant","content":[],"stop_reason":null,"stop_sequence":null,"usage":{"input_tokens":293,"cache_creation_input_tokens":0,"cache_read_input_tokens":0,"cache_creation":{"ephemeral_5m_input_tokens":0,"ephemeral_1h_input_tokens":0},"output_tokens":8,"service_tier":"standard"}} } + data: {"type":"message_start","message":{"model":"claude-sonnet-4-5-20250929","id":"msg_01YRFyc8Vb6WNHYTta3JGFQJ","type":"message","role":"assistant","content":[],"stop_reason":null,"stop_sequence":null,"usage":{"input_tokens":293,"cache_creation_input_tokens":0,"cache_read_input_tokens":0,"cache_creation":{"ephemeral_5m_input_tokens":0,"ephemeral_1h_input_tokens":0},"output_tokens":8,"service_tier":"standard"}} + } event: content_block_start - data: {"type":"content_block_start","index":0,"content_block":{"type":"thinking","thinking":"","signature":""} } + data: {"type":"content_block_start","index":0,"content_block":{"type":"thinking","thinking":"","signature":""} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"The - user is asking me to answer \""} } + user is asking me to answer \""} } event: ping @@ -74,50 +77,48 @@ interactions: event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"What - is 2 + 2"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"What"} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"?\" - an"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" + is 2 + 2?\""} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"d - I need to respon"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" + and I"} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"d - in"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" + need to respon"} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - a"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"d + with JSON"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - specific"} } + that matches the given"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - JSON format according"}} + schema."} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - to the schema provided.\n\nThe"}} + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"\n\nThe"} } event: content_block_delta @@ -129,112 +130,71 @@ interactions: event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":":\n- - integer"} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"_a: - an"}} + integer_a: an"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - integer\n- integer_b: an"}} + integer\n- integer_b: an"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - integer "}} + integer "} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"\n- - answer: an integer\n\nThe"} } + answer: an integer\n\nFor"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - question"} } + the question"}} event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - is \""} } + \"What is 2 + "} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"What - is 2 + 2"} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"?\""} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"2?\":\n- + integer_a"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - so"}} - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":":"} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"\n- - integer_a shoul"} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"d - be 2\n- integer_b"} } + = 2\n- integer_b"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - should be 2\n- answer shoul"} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"d - be 4 "} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"(since"} } + = 2\n- answer = "} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - 2 + 2 ="} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"4"} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - 4)\n\nI"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"\n\nI"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - need to return"} } + need to return"} } event: content_block_delta @@ -246,57 +206,50 @@ interactions: event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"d - JSON matching"} } + JSON on"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - the"} } + a single line without markdown"}} event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - schema,"}} + or"} } event: content_block_delta data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - without"} } + bac"} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - any markdown formatting or additional"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":"kticks."} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":" - text."} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":""} } event: content_block_delta - data: {"type":"content_block_delta","index":0,"delta":{"type":"thinking_delta","thinking":""} } - - - event: content_block_delta - - data: {"type":"content_block_delta","index":0,"delta":{"type":"signature_delta","signature":"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"} } + data: {"type":"content_block_delta","index":0,"delta":{"type":"signature_delta","signature":"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"} } event: content_block_stop - data: {"type":"content_block_stop","index":0 } + data: {"type":"content_block_stop","index":0 } event: content_block_start - data: {"type":"content_block_start","index":1,"content_block":{"type":"text","text":""} } + data: {"type":"content_block_start","index":1,"content_block":{"type":"text","text":""} } event: content_block_delta @@ -307,43 +260,40 @@ interactions: event: content_block_delta data: {"type":"content_block_delta","index":1,"delta":{"type":"text_delta","text":"integer_a\": - 2, \""} } + 2, \""} } event: content_block_delta data: {"type":"content_block_delta","index":1,"delta":{"type":"text_delta","text":"integer_b\": - 2, \""} } + 2, \""} } event: content_block_delta data: {"type":"content_block_delta","index":1,"delta":{"type":"text_delta","text":"answer\": - 4}"} } + 4}"} } event: content_block_stop - data: {"type":"content_block_stop","index":1 } + data: {"type":"content_block_stop","index":1 } event: message_delta - data: {"type":"message_delta","delta":{"stop_reason":"end_turn","stop_sequence":null},"usage":{"input_tokens":293,"cache_creation_input_tokens":0,"cache_read_input_tokens":0,"output_tokens":168} - } + data: {"type":"message_delta","delta":{"stop_reason":"end_turn","stop_sequence":null},"usage":{"input_tokens":293,"cache_creation_input_tokens":0,"cache_read_input_tokens":0,"output_tokens":146} } event: message_stop - data: {"type":"message_stop" } + data: {"type":"message_stop" } ' headers: - CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026faf5b1476c1-SEA + - 9baff43c4ab05802-SEA Cache-Control: - no-cache Connection: @@ -351,15 +301,11 @@ interactions: Content-Type: - text/event-stream; charset=utf-8 Date: - - Thu, 18 Dec 2025 23:28:25 GMT + - Fri, 09 Jan 2026 00:52:50 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -369,29 +315,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:28:23Z' + - '2026-01-09T00:52:48Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:28:23Z' + - '2026-01-09T00:52:48Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:28:23Z' + - '2026-01-09T00:52:48Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - '2400000' anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:28:23Z' + - '2026-01-09T00:52:48Z' + cf-cache-status: + - DYNAMIC request-id: - - req_011CWF28QRukuqSN2DHv9LXy + - req_011CWvtZ41FBuBxadnzta95v + strict-transport-security: + - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '1995' + - '1806' status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/google_gemini_3_pro_preview.yaml b/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/google_gemini_3_pro_preview.yaml index 037acf8cca..0993aa738f 100644 --- a/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/google_gemini_3_pro_preview.yaml +++ b/python/tests/e2e/input/cassettes/test_strict_mode_with_streamed_thinking/google_gemini_3_pro_preview.yaml @@ -7,7 +7,7 @@ interactions: "Integer B", "type": "INTEGER"}, "answer": {"title": "Answer", "type": "INTEGER"}}, "property_ordering": ["integer_a", "integer_b", "answer"], "required": ["integer_a", "integer_b", "answer"], "title": "IntegerAdditionResponse", "type": "OBJECT"}, - "thinkingConfig": {"include_thoughts": true, "thinking_budget": -1}}}' + "thinkingConfig": {"include_thoughts": true, "thinking_budget": 6400}}}' headers: accept: - '*/*' @@ -16,7 +16,7 @@ interactions: connection: - keep-alive content-length: - - '634' + - '636' content-type: - application/json host: @@ -25,38 +25,46 @@ interactions: - google-genai-sdk/1.48.0 gl-python/3.10.16 x-goog-api-client: - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - method: POST uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-3-pro-preview:streamGenerateContent?alt=sse response: body: - string: "data: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Assessing - the Schema**\\n\\nI'm currently focused on the schema provided. I understand - the user requires an object with an \\\"integer_result\\\" property. I've - grasped the need to structure my response to precisely match the user's defined - output format. I'm contemplating how to generate the correct JSON format.\\n\\n\\n\",\"thought\": - true}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": - 13,\"totalTokenCount\": 13,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": - 13}]},\"modelVersion\": \"gemini-3-pro-preview\",\"responseId\": \"we1BaaLpIarwqtsPtcasgAU\"}\r\n\r\ndata: - {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Finalizing the - Output**\\n\\nI've moved through the steps: mapping the request, constructing - the JSON, and verifying its integrity. It seems I'm prepared to generate the - final, valid JSON string, ready for output. The process of constructing and - validating the JSON confirms that it aligns with the requested schema. All - checks have passed.\\n\\n\\n\",\"thought\": true}],\"role\": \"model\"},\"index\": - 0}],\"usageMetadata\": {\"promptTokenCount\": 13,\"totalTokenCount\": 13,\"promptTokensDetails\": - [{\"modality\": \"TEXT\",\"tokenCount\": 13}]},\"modelVersion\": \"gemini-3-pro-preview\",\"responseId\": - \"we1BaaLpIarwqtsPtcasgAU\"}\r\n\r\ndata: {\"candidates\": [{\"content\": - {\"parts\": [{\"text\": \"{\\n \\\"integer_a\\\": 2,\\n \\\"integer_b\\\": - 2,\\n \\\"answer\\\": 4\\n}\"}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": - {\"promptTokenCount\": 13,\"candidatesTokenCount\": 30,\"totalTokenCount\": - 316,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": 13}],\"thoughtsTokenCount\": - 273},\"modelVersion\": \"gemini-3-pro-preview\",\"responseId\": \"we1BaaLpIarwqtsPtcasgAU\"}\r\n\r\ndata: + string: "data: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Processing + the Input**\\n\\nI'm currently focused on the initial request. I've dissected + the prompt and the accompanying JSON schema. I'm prioritizing understanding + the expected output format, specifically the required object structure with + its `integer_a` property. This groundwork is crucial for a correct response. + I'm ready to move into actually calculating now.\\n\\n\\n\",\"thought\": true}],\"role\": + \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": 13,\"totalTokenCount\": + 13,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": 13}]},\"modelVersion\": + \"gemini-3-pro-preview\",\"responseId\": \"Z1Fgaev5IJXwqtsPw5KsuA8\"}\r\n\r\ndata: + {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Calculating the + Response**\\n\\nI've completed mapping the request to the schema. I've determined + that the first operand, `integer_a`, is 2, and the second operand, `integer_b`, + is also 2. The anticipated `answer` is 4. I've constructed a JSON object using + these values and validated it against the provided constraints. Now, the final + JSON string is ready for output.\\n\\n\\n\",\"thought\": true}],\"role\": + \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": 13,\"totalTokenCount\": + 13,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": 13}]},\"modelVersion\": + \"gemini-3-pro-preview\",\"responseId\": \"Z1Fgaev5IJXwqtsPw5KsuA8\"}\r\n\r\ndata: + {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"{\\n \\\"integer_a\\\": + 2,\\n \\\"integer_b\\\": 2,\\n \"}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": + {\"promptTokenCount\": 13,\"candidatesTokenCount\": 23,\"totalTokenCount\": + 344,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": 13}],\"thoughtsTokenCount\": + 308},\"modelVersion\": \"gemini-3-pro-preview\",\"responseId\": \"Z1Fgaev5IJXwqtsPw5KsuA8\"}\r\n\r\ndata: + {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"\\\"answer\\\": + 4\\n}\"}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": + 13,\"candidatesTokenCount\": 30,\"totalTokenCount\": 351,\"promptTokensDetails\": + [{\"modality\": \"TEXT\",\"tokenCount\": 13}],\"thoughtsTokenCount\": 308},\"modelVersion\": + \"gemini-3-pro-preview\",\"responseId\": \"Z1Fgaev5IJXwqtsPw5KsuA8\"}\r\n\r\ndata: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"\",\"thoughtSignature\": - \"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\"}],\"role\": + \"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\"}],\"role\": \"model\"},\"finishReason\": \"STOP\",\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": - 13,\"candidatesTokenCount\": 30,\"totalTokenCount\": 316,\"promptTokensDetails\": - [{\"modality\": \"TEXT\",\"tokenCount\": 13}],\"thoughtsTokenCount\": 273},\"modelVersion\": - \"gemini-3-pro-preview\",\"responseId\": \"we1BaaLpIarwqtsPtcasgAU\"}\r\n\r\n" + 13,\"candidatesTokenCount\": 30,\"totalTokenCount\": 351,\"promptTokensDetails\": + [{\"modality\": \"TEXT\",\"tokenCount\": 13}],\"thoughtsTokenCount\": 308},\"modelVersion\": + \"gemini-3-pro-preview\",\"responseId\": \"Z1Fgaev5IJXwqtsPw5KsuA8\"}\r\n\r\n" headers: Alt-Svc: - h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 @@ -65,11 +73,11 @@ interactions: Content-Type: - text/event-stream Date: - - Tue, 16 Dec 2025 23:39:45 GMT + - Fri, 09 Jan 2026 00:52:55 GMT Server: - scaffolding on HTTPServer2 Server-Timing: - - gfet4t7; dur=3084 + - gfet4t7; dur=2829 Transfer-Encoding: - chunked Vary: diff --git a/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5.yaml b/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5.yaml index 1fc1624b22..9507794eca 100644 --- a/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5.yaml +++ b/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5.yaml @@ -3,7 +3,7 @@ interactions: body: '{"max_tokens":16000,"messages":[{"role":"user","content":"Answer this question: What is 2 + 2?"}],"model":"claude-sonnet-4-5","output_format":{"schema":{"type":"object","description":"A simple response for testing.","title":"IntegerAdditionResponse","properties":{"integer_a":{"type":"integer","title":"Integer - A"},"integer_b":{"type":"integer","title":"Integer B"},"answer":{"type":"integer","title":"Answer"}},"additionalProperties":false,"required":["integer_a","integer_b","answer"]},"type":"json_schema"},"thinking":{"type":"enabled","budget_tokens":8000}}' + A"},"integer_b":{"type":"integer","title":"Integer B"},"answer":{"type":"integer","title":"Answer"}},"additionalProperties":false,"required":["integer_a","integer_b","answer"]},"type":"json_schema"},"thinking":{"type":"enabled","budget_tokens":6400}}' headers: accept: - application/json @@ -23,6 +23,8 @@ interactions: - api.anthropic.com user-agent: - Anthropic/Python 0.75.0 + x-api-key: + - x-stainless-arch: - arm64 x-stainless-async: @@ -50,32 +52,31 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAA/3VV2XKrOBD9FYpXJ9cYg7eq1JSBxAvGGOMNT6ZcGInFgABJYJNU/n3Ezc1NMsuT - xOmj061W9eGVTzMAE37Ee4lbAnhPMoQgvZfu5XtREGVhKA75Oz4CjJGS4CR0VGVbeq6ticWxP1zf - pjEGUNkyDq1z2LAgIW4AGYCzpAFcQiJCXUQZ5GWIQrYb/fn6wadhhOIIBY3Cx3bEb0LIlQRiLiKc - 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CF-Cache-Status: - - DYNAMIC CF-RAY: - - 9b026f5c5e4b76c1-SEA + - 9baff0ca0a27d301-SEA Connection: - keep-alive Content-Encoding: @@ -83,15 +84,11 @@ interactions: Content-Type: - application/json Date: - - Thu, 18 Dec 2025 23:28:22 GMT + - Fri, 09 Jan 2026 00:52:41 GMT Server: - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload Transfer-Encoding: - chunked - Vary: - - accept-encoding X-Robots-Tag: - none anthropic-organization-id: @@ -101,29 +98,33 @@ interactions: anthropic-ratelimit-input-tokens-remaining: - '2000000' anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:28:20Z' + - '2026-01-09T00:52:38Z' anthropic-ratelimit-output-tokens-limit: - '400000' anthropic-ratelimit-output-tokens-remaining: - '400000' anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:28:22Z' + - '2026-01-09T00:52:41Z' anthropic-ratelimit-requests-limit: - '4000' anthropic-ratelimit-requests-remaining: - '3999' anthropic-ratelimit-requests-reset: - - '2025-12-18T23:28:09Z' + - '2026-01-09T00:50:27Z' anthropic-ratelimit-tokens-limit: - '2400000' anthropic-ratelimit-tokens-remaining: - '2400000' anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:28:20Z' + - '2026-01-09T00:52:38Z' + cf-cache-status: + - DYNAMIC request-id: - - req_011CWF27Rfo74Qe5HBisXvAM + - req_011CWvtNeSdX2sQmyq9ELfhT + strict-transport-security: + - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '12991' + - '133911' status: code: 200 message: OK diff --git a/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/google_gemini_3_pro_preview.yaml b/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/google_gemini_3_pro_preview.yaml index 04b3b52642..dceeeb67df 100644 --- a/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/google_gemini_3_pro_preview.yaml +++ b/python/tests/e2e/input/cassettes/test_strict_mode_with_thinking/google_gemini_3_pro_preview.yaml @@ -7,7 +7,7 @@ interactions: "Integer B", "type": "INTEGER"}, "answer": {"title": "Answer", "type": "INTEGER"}}, "property_ordering": ["integer_a", "integer_b", "answer"], "required": ["integer_a", "integer_b", "answer"], "title": "IntegerAdditionResponse", "type": "OBJECT"}, - "thinkingConfig": {"include_thoughts": true, "thinking_budget": -1}}}' + "thinkingConfig": {"include_thoughts": true, "thinking_budget": 6400}}}' headers: accept: - '*/*' @@ -16,7 +16,7 @@ interactions: connection: - keep-alive content-length: - - '634' + - '636' content-type: - application/json host: @@ -25,46 +25,50 @@ interactions: - google-genai-sdk/1.48.0 gl-python/3.10.16 x-goog-api-client: - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - method: POST uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-3-pro-preview:generateContent response: body: string: !!binary | - H4sIAAAAAAAC/4VWa4+iyhb9Pr+i4peTjE63oIh2cjPxgQoKouLz9s1MCSUgUCAUIEzmv58q7O6x - 78nNNdFYu3btvfbaqx6/vgBQMyG2XAsSlNRewL+pBYBf1S+bCzFBmNCJdxM1RjAmf3zvn18P/6kL - QTe2qPb1qx6HJkoSF9sAgrUbRD4C/dglToCIa4IVuqYoIV+/vuJXvPBg0QBJCOS/AhDFKKGpkQVy - 6k0XJySGru2QcxjnMLZAfF/6Al5rOwcS4CaAB3XAf3+tgbdMT0AGGNEQJKTuJI0xjaOsFxodJVGI - E9QA0HJQzOBRHwgsdHYxXZCYDgpgA+SOazrUKQEQA3SLUEwTYUAcmu3sIt9q0BQuTgjExC9oWDO0 - 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h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 @@ -73,11 +77,11 @@ interactions: Content-Type: - application/json; charset=UTF-8 Date: - - Tue, 16 Dec 2025 23:39:42 GMT + - Fri, 09 Jan 2026 00:52:48 GMT Server: - scaffolding on HTTPServer2 Server-Timing: - - gfet4t7; dur=6146 + - gfet4t7; dur=6810 Transfer-Encoding: - chunked Vary: diff --git a/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_beta_claude_sonnet_4_0_snapshots.py index 49cffefda2..3d3e47baf2 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -20,8 +20,11 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, }, "finish_reason": None, "usage": { diff --git a/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_claude_sonnet_4_0_snapshots.py index 59490c9ab5..d900f9c8cf 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_params/anthropic_claude_sonnet_4_0_snapshots.py @@ -20,8 +20,11 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, }, "finish_reason": None, "usage": { diff --git a/python/tests/e2e/input/snapshots/test_call_with_params/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_params/google_gemini_2_5_flash_snapshots.py index 3a84fe1a5e..4657247714 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_params/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_params/google_gemini_2_5_flash_snapshots.py @@ -20,23 +20,26 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, }, "finish_reason": None, "usage": { "input_tokens": 13, - "output_tokens": 31, + "output_tokens": 107, "cache_read_tokens": 0, "cache_write_tokens": 0, - "reasoning_tokens": 0, + "reasoning_tokens": 75, "raw": """\ -cache_tokens_details=None cached_content_token_count=None candidates_token_count=31 candidates_tokens_details=None prompt_token_count=13 prompt_tokens_details=[ModalityTokenCount( +cache_tokens_details=None cached_content_token_count=None candidates_token_count=32 candidates_tokens_details=None prompt_token_count=13 prompt_tokens_details=[ModalityTokenCount( modality=, token_count=13 -)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=44 traffic_type=None\ +)] thoughts_token_count=75 tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=120 traffic_type=None\ """, - "total_tokens": 44, + "total_tokens": 120, }, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -44,11 +47,11 @@ content=[ Text( text="""\ -To calculate 4200 + 42, you can add the numbers together: +To find the sum of 4200 and 42, you add them together: 4200 -+ 42 ------ ++ 42 +------ """ ) ], @@ -65,11 +68,11 @@ "function_response": None, "inline_data": None, "text": """\ -To calculate 4200 + 42, you can add the numbers together: +To find the sum of 4200 and 42, you add them together: 4200 -+ 42 ------ ++ 42 +------ """, "thought": None, "thought_signature": None, diff --git a/python/tests/e2e/input/snapshots/test_call_with_params/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_params/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py index fc915aba1d..87d93e9931 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_params/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_params/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py @@ -21,8 +21,11 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, }, "finish_reason": FinishReason.MAX_TOKENS, "usage": { @@ -72,8 +75,7 @@ ), "logs": [ "Skipping unsupported parameter: stop_sequences=['4242'] (provider: mlx)", - "Skipping unsupported parameter: thinking=False (provider: mlx)", - "Skipping unsupported parameter: encode_thoughts_as_text=False (provider: mlx)", + "Skipping unsupported parameter: thinking={'level': 'none', 'encode_thoughts_as_text': False, 'include_summaries': False} (provider: mlx)", ], } ) diff --git a/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_completions_snapshots.py index 9f4289b974..1972311f6b 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_completions_snapshots.py @@ -20,8 +20,11 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, }, "finish_reason": None, "usage": { @@ -51,9 +54,6 @@ "tools": [], }, ), - "logs": [ - "Skipping unsupported parameter: top_k=50 (provider: openai)", - "Skipping unsupported parameter: thinking=False (provider: openai)", - ], + "logs": ["Skipping unsupported parameter: top_k=50 (provider: openai)"], } ) diff --git a/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_responses_snapshots.py index 9ceb5d0e50..6eb2cebd5e 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_params/openai_gpt_4o_responses_snapshots.py @@ -20,8 +20,11 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, }, "finish_reason": None, "usage": { @@ -42,7 +45,7 @@ provider_model_name="gpt-4o:responses", raw_message=[ { - "id": "msg_0d902d0e83de5d560068f96689f0b8819698f9c3a097db17f1", + "id": "msg_05c44bd417a9465100696055dbbddc8195945fcef04458d081", "content": [ { "annotations": [], @@ -66,7 +69,7 @@ "Skipping unsupported parameter: top_k=50 (provider: openai)", "Skipping unsupported parameter: seed=42 (provider: openai)", "Skipping unsupported parameter: stop_sequences=['4242'] (provider: openai)", - "Skipping unsupported parameter: thinking=False (provider: openai with model_id: openai/gpt-4o:responses)", + "Skipping unsupported parameter: thinking={'level': 'none', 'encode_thoughts_as_text': False, 'include_summaries': False} (provider: openai with model_id: openai/gpt-4o:responses)", ], } ) diff --git a/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0_snapshots.py index 0c7f624f6a..fb9732a030 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -1,3 +1,40 @@ from inline_snapshot import snapshot -test_snapshot = snapshot({"response": "28657"}) +test_snapshot = snapshot( + { + "response": """\ +**Thinking:** + I need to find the first Fibonacci number that ends in 57. Let me calculate some Fibonacci numbers: + \n\ + F(1) = 1 + F(2) = 1 \n\ + F(3) = 2 + F(4) = 3 + F(5) = 5 + F(6) = 8 + F(7) = 13 + F(8) = 21 + F(9) = 34 + F(10) = 55 + F(11) = 89 + F(12) = 144 + F(13) = 233 + F(14) = 377 + F(15) = 610 + F(16) = 987 + F(17) = 1597 + F(18) = 2584 + F(19) = 4181 + F(20) = 6765 + F(21) = 10946 + F(22) = 17711 + F(23) = 28657 + \n\ + F(23) = 28657 ends in 57! This is the first one. + \n\ + Now I need to check if 28657 is prime. This is a fairly large number to check by hand, but I should be able to determine this. + +28657\ +""" + } +) diff --git a/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0_snapshots.py index 0c7f624f6a..ba91372d6d 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/anthropic_claude_sonnet_4_0_snapshots.py @@ -1,3 +1,40 @@ from inline_snapshot import snapshot -test_snapshot = snapshot({"response": "28657"}) +test_snapshot = snapshot( + { + "response": """\ +**Thinking:** + I need to find the first Fibonacci number that ends with the digits 57. Let me calculate Fibonacci numbers until I find one ending in 57. + \n\ + F(1) = 1 + F(2) = 1 \n\ + F(3) = 2 + F(4) = 3 + F(5) = 5 + F(6) = 8 + F(7) = 13 + F(8) = 21 + F(9) = 34 + F(10) = 55 + F(11) = 89 + F(12) = 144 + F(13) = 233 + F(14) = 377 + F(15) = 610 + F(16) = 987 + F(17) = 1597 + F(18) = 2584 + F(19) = 4181 + F(20) = 6765 + F(21) = 10946 + F(22) = 17711 + F(23) = 28657 + \n\ + 28657 ends in 57! So this is the first Fibonacci number ending in 57. + \n\ + Now I need to check if 28657 is prime. Let me think about this - I should check if it has any factors. + +28657\ +""" + } +) diff --git a/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses_snapshots.py index 0c7f624f6a..5408c81509 100644 --- a/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_call_with_text_encoded_thoughts/openai_gpt_4o_responses_snapshots.py @@ -1,3 +1,10 @@ from inline_snapshot import snapshot -test_snapshot = snapshot({"response": "28657"}) +test_snapshot = snapshot( + { + "response": "28657", + "logs": [ + "Skipping unsupported parameter: thinking={'encode_thoughts_as_text': True, 'level': 'minimal'} (provider: openai with model_id: openai/gpt-4o:responses)" + ], + } +) diff --git a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py index 4f15a173c5..839841c491 100644 --- a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -15,7 +15,7 @@ "provider_id": "anthropic", "model_id": "anthropic-beta/claude-sonnet-4-0", "provider_model_name": "claude-sonnet-4-0", - "params": {"thinking": False}, + "params": {"thinking": {"level": "none"}}, "finish_reason": None, "usage": { "input_tokens": 477, @@ -32,9 +32,11 @@ content=[ Thought( thought="""\ -**Fibonacci Calculation Strategy** +Okay, here's my summary, presented as a stream of thought: -Okay, so the user wants the 100th Fibonacci number. Easy enough. I remember that `default_api.compute_fib` function is designed for this kind of calculation. That's precisely what it's for. So, I need to call that function. And, since they're looking for the 100th term, the input `n` should be set to 100. Should be straightforward. +**Calculating the 100th Fibonacci Number** + +Alright, I see the request – the user wants the 100th Fibonacci number. Straightforward. Thankfully, based on my understanding of the system, I know there's a handy function for this: `default_api.compute_fib`. This function is *designed* to handle exactly this kind of calculation. So, the most direct and efficient approach is to simply call `default_api.compute_fib` and pass it the desired index, which, in this case, is `n=100`. No need to overcomplicate things; leverage the tools available. That should provide the answer they're looking for, pronto. """ ), ToolCall( @@ -56,9 +58,11 @@ "function_response": None, "inline_data": None, "text": """\ -**Fibonacci Calculation Strategy** +Okay, here's my summary, presented as a stream of thought: + +**Calculating the 100th Fibonacci Number** -Okay, so the user wants the 100th Fibonacci number. Easy enough. I remember that `default_api.compute_fib` function is designed for this kind of calculation. That's precisely what it's for. So, I need to call that function. And, since they're looking for the 100th term, the input `n` should be set to 100. Should be straightforward. +Alright, I see the request – the user wants the 100th Fibonacci number. Straightforward. Thankfully, based on my understanding of the system, I know there's a handy function for this: `default_api.compute_fib`. This function is *designed* to handle exactly this kind of calculation. So, the most direct and efficient approach is to simply call `default_api.compute_fib` and pass it the desired index, which, in this case, is `n=100`. No need to overcomplicate things; leverage the tools available. That should provide the answer they're looking for, pronto. """, "thought": True, "thought_signature": None, @@ -77,7 +81,7 @@ "inline_data": None, "text": None, "thought": None, - "thought_signature": b'\n\xe2\x01\x01r\xc8\xda|\xbc{\x0eX\x06a\x08\x9c\xa9\xfeW"\xe8\xa9\rW\xff*\x0e\xe2J*\xff=X\xf4\xc7\xa6\xa4\x05\xf5\x8fS"Pmb\x97\xd3\xbfI+\xb2\xfe"\x0b\x04t\xf1T\xad\x1b\xca\xba\x1ew\x984\xfc(\xaaf>k\xee\x03\x08:\xd5f\xe5\x05\x03\xdcS\x1a~\xed\xe0\xd6\x1c\xb3t\n\x12\xbbJ\x14H\xe6:\xabw\x9cT\xb1X\xc4\x8d\xb5\t\xdf\xf4?\xb8\x8d\x14\xda\xfaF\x81W\x87I\xd3d\xb7\x81\xa6\xbcP\xb9\xc8\x1a\xdf\xf6+\x0b\x1b{_I0{pdO\xdd'\xe8?4C\xad\x88\xea\x02\xab", "video_metadata": None, }, ], diff --git a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0_snapshots.py index 4cf679a4f7..94ee4baa39 100644 --- a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/anthropic_claude_sonnet_4_0_snapshots.py @@ -15,7 +15,7 @@ "provider_id": "anthropic", "model_id": "anthropic/claude-sonnet-4-0", "provider_model_name": "claude-sonnet-4-0", - "params": {"thinking": False}, + "params": {"thinking": {"level": "none"}}, "finish_reason": None, "usage": { "input_tokens": 477, @@ -32,9 +32,11 @@ content=[ Thought( thought="""\ -**Fibonacci Number Calculation** +Here's a summary of my thought process: -Okay, so the user wants the 100th Fibonacci number. No problem. I know the `default_api.compute_fib` function handles this perfectly. It's designed for exactly this purpose. My thought process is simple: I'll just call `compute_fib` with `n=100`. That should give me the answer they're looking for without any further manipulation needed. Easy peasy. +**Calculating the 100th Fibonacci Number** + +Okay, the user wants the 100th Fibonacci number. That's straightforward. I know there's a function available, `default_api.compute_fib`, that's specifically designed for this purpose. The input argument is the `n` for the nth Fibonacci number we want. So, all I need to do is call `default_api.compute_fib` and set `n` to 100. Should be quick and simple. """ ), ToolCall( @@ -56,9 +58,11 @@ "function_response": None, "inline_data": None, "text": """\ -**Fibonacci Number Calculation** +Here's a summary of my thought process: + +**Calculating the 100th Fibonacci Number** -Okay, so the user wants the 100th Fibonacci number. No problem. I know the `default_api.compute_fib` function handles this perfectly. It's designed for exactly this purpose. My thought process is simple: I'll just call `compute_fib` with `n=100`. That should give me the answer they're looking for without any further manipulation needed. Easy peasy. +Okay, the user wants the 100th Fibonacci number. That's straightforward. I know there's a function available, `default_api.compute_fib`, that's specifically designed for this purpose. The input argument is the `n` for the nth Fibonacci number we want. So, all I need to do is call `default_api.compute_fib` and set `n` to 100. Should be quick and simple. """, "thought": True, "thought_signature": None, @@ -77,7 +81,7 @@ "inline_data": None, "text": None, "thought": None, - "thought_signature": b"\n\xe2\x01\x01r\xc8\xda|\x0c\x1a:\xa1\x92\x1b\xf1h\xf1{\x14OLT\xa8_\xd8B\xe2\xe4p\xf7\x99J\xdc\xb1hl,\x81\xa3\x1e\x16\xec\xaaV\xdb9\xbe\x8a\x87\x9a?L/^=F\xd4\x8e\x96\xa6\x8an6i\x1b\x14C\xa6\xa9\xc1\xa3\x9c\x98\x08W3\t\xf3\x85 %M\xea\xee/\x8c\xa3rwU\x8b\xae\xb70\x11``\xb9\xd4\xe6\x15_d*\xdf\xa9\xea\xa8\xef\xa6\xd2\xd2C\xe7\xe6\xa9\x07e\x07g\xd7\xed=\xa1\xb0\xcel\xaa(\xb8C5B\x1d6z\xac-T\x9d\n\x96]\x85\xa1\x998l\x9bS1Q\xcb\xd6O\xe4\x16&\xe6\x80\x9a\xcb]\xbf\xf9\x0f\x86\x97Y$\xc5\\\x7f\xb8\x1d\x89H\xdc\xd2\xda\x99[Y\xcf\xf7k>\xa5\xdf\xe5\xb0\xcbBS\xba!a\xad\xb8{3\xbd=\x13T6\xbb\x8d\xe5\xc9\x0b/.\xfeq\x1a\xee\xcc\xe4\xee\x95\x17\xd8\xaa(VK\xaag", + "thought_signature": b'\n\xe2\x01\x01r\xc8\xda|\xda\xe5\xda\x0c\x1e\xc5t9\xf7\x94S\xc02\x04\xb6{\r\xf4\xbcIw\xad\xf2\x8f\xa4\xd2%\x95\x7f\xee\x10#|\x138\xf0\x8c4!\x95\x94\xffaaNT\xcf\x9a\xa7\xe1\xaeA\x94\xe5\xc2\x8e\xc2/\xd0p8\x17\x0f\x13Ml\x1f\xabYOv\xa0j\xf3r\x88WN2\x8f\xd2$\xf0\xf2Z\xeb\xcb9\x7f\x0f\x1b\xd9\xd9\x9b\x85\xf5"\xe8\xd0\xa8{\xc7Y\xdb\xc4\xb0?\xcd\r\x88\x91\xc9=,\xcb\x88\x16\x1a\xa8J\xe8\x8c\xd1{\x18L\xdd\xb6\xc9\x1eD\xce\x85\xeaM\xf1\x1e\t\xe2\xfb5\xa1\xb7\xbd\xa2\x02N\x00\xf74vHi\xbd\xd2\x81?<\xea\x04< \xc7\x05L"\x8b\xa2R\xa9\xd1\x86\xb2\xc2\xf6\x89D\'\xae\xf8*\x1e\xc4\xda\xa5\xe8\xa1\x8e\xd6jEd\xf7\xd3\xb7 \xd6\x1b+\x19\r\xd0\xceS\xe7\xa4f_k\x1bCx\xa9\x16\t(_\xb6\xd0\xce\x8d', "video_metadata": None, }, ], diff --git a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash_snapshots.py index c6fb4d6e42..4b26484abb 100644 --- a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/google_gemini_2_5_flash_snapshots.py @@ -15,32 +15,32 @@ "provider_id": "google", "model_id": "google/gemini-2.5-flash", "provider_model_name": "gemini-2.5-flash", - "params": {"thinking": False}, + "params": {"thinking": {"level": "none"}}, "finish_reason": None, "usage": { "input_tokens": 122, - "output_tokens": 32, + "output_tokens": 38, "cache_read_tokens": 0, "cache_write_tokens": 0, "reasoning_tokens": 0, "raw": """\ -cache_tokens_details=None cached_content_token_count=None candidates_token_count=32 candidates_tokens_details=None prompt_token_count=122 prompt_tokens_details=[ModalityTokenCount( +cache_tokens_details=None cached_content_token_count=None candidates_token_count=38 candidates_tokens_details=None prompt_token_count=122 prompt_tokens_details=[ModalityTokenCount( modality=, token_count=122 -)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=154 traffic_type=None\ +)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=160 traffic_type=None\ """, - "total_tokens": 154, + "total_tokens": 160, }, "messages": [ UserMessage(content=[Text(text="What is the 100th fibonacci number?")]), AssistantMessage( content=[ Thought( - thought='The user is asking for the 100th Fibonacci number. I have a function available called "compute_fib" that can compute the nth Fibonacci number (1-indexed). The user has provided the value n=100, so I have all the required parameters to make the function call.' + thought='The user is asking for the 100th Fibonacci number. I have access to a function called "compute_fib" that can compute the nth Fibonacci number (1-indexed). The user has provided the specific value n=100, so I have all the required parameters to make this function call.' ), Text(text="I'll compute the 100th Fibonacci number for you."), ToolCall( - id="toolu_01KXqBWRjCb92pEDLMwsfkPX", + id="toolu_01CjFzbAZRjYvqVoXGRET7ZX", name="compute_fib", args='{"n": 100}', ), @@ -52,8 +52,8 @@ "role": "assistant", "content": [ { - "signature": "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", - "thinking": 'The user is asking for the 100th Fibonacci number. I have a function available called "compute_fib" that can compute the nth Fibonacci number (1-indexed). The user has provided the value n=100, so I have all the required parameters to make the function call.', + "signature": "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", + "thinking": 'The user is asking for the 100th Fibonacci number. I have access to a function called "compute_fib" that can compute the nth Fibonacci number (1-indexed). The user has provided the specific value n=100, so I have all the required parameters to make this function call.', "type": "thinking", }, { @@ -62,7 +62,7 @@ "type": "text", }, { - "id": "toolu_01KXqBWRjCb92pEDLMwsfkPX", + "id": "toolu_01CjFzbAZRjYvqVoXGRET7ZX", "input": {"n": 100}, "name": "compute_fib", "type": "tool_use", @@ -73,7 +73,7 @@ UserMessage( content=[ ToolOutput( - id="toolu_01KXqBWRjCb92pEDLMwsfkPX", + id="toolu_01CjFzbAZRjYvqVoXGRET7ZX", name="compute_fib", value="218922995834555169026", ) @@ -82,7 +82,7 @@ AssistantMessage( content=[ Text( - text="The 100th Fibonacci number is 218922995834555169026." + text="The 100th Fibonacci number is 218,922,995,834,555,169,026." ) ], provider_id="google", @@ -97,7 +97,7 @@ "file_data": None, "function_response": None, "inline_data": None, - "text": "The 100th Fibonacci number is 218922995834555169026.", + "text": "The 100th Fibonacci number is 218,922,995,834,555,169,026.", "thought": None, "thought_signature": None, "video_metadata": None, diff --git a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_completions_snapshots.py index df5e437eb0..744a543381 100644 --- a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_completions_snapshots.py @@ -15,7 +15,7 @@ "provider_id": "openai", "model_id": "openai/gpt-4o:completions", "provider_model_name": "gpt-4o:completions", - "params": {"thinking": False}, + "params": {"thinking": {"level": "none"}}, "finish_reason": None, "usage": { "input_tokens": 91, @@ -32,9 +32,11 @@ content=[ Thought( thought="""\ -**Let's Calculate That Fibonacci Number!** +Here's a summary of my thought process: -Okay, so the user wants the 100th Fibonacci number, which is pretty straightforward. I immediately recognize that `default_api.compute_fib` is the tool for the job. No need to reinvent the wheel, I can just leverage that existing functionality. The solution is simply to call that function with the input parameter `n` set to 100. Efficient and direct - that should do the trick. +**Calculating the 100th Fibonacci Number** + +Okay, the user wants the 100th Fibonacci number. That's straightforward enough. I recall that the `default_api.compute_fib` function is available, and, from experience, I know this is designed for calculating the nth Fibonacci number. Therefore, to solve this, my plan is to immediately call that function, supplying the input 'n' as 100. Simple! """ ), ToolCall( @@ -56,9 +58,11 @@ "function_response": None, "inline_data": None, "text": """\ -**Let's Calculate That Fibonacci Number!** +Here's a summary of my thought process: + +**Calculating the 100th Fibonacci Number** -Okay, so the user wants the 100th Fibonacci number, which is pretty straightforward. I immediately recognize that `default_api.compute_fib` is the tool for the job. No need to reinvent the wheel, I can just leverage that existing functionality. The solution is simply to call that function with the input parameter `n` set to 100. Efficient and direct - that should do the trick. +Okay, the user wants the 100th Fibonacci number. That's straightforward enough. I recall that the `default_api.compute_fib` function is available, and, from experience, I know this is designed for calculating the nth Fibonacci number. Therefore, to solve this, my plan is to immediately call that function, supplying the input 'n' as 100. Simple! """, "thought": True, "thought_signature": None, @@ -77,7 +81,7 @@ "inline_data": None, "text": None, "thought": None, - "thought_signature": b"\n\xe2\x01\x01\xd1\xed\x8ao\x03Q\xf9\xda\xec1'-oCu\n\xbc\x9f\x87[\x12\x88t\x15\xbf\x81\x13\\\xf4Q\xde\x10\xa2\xf5\x1dE\xe3\x8e\\0>a\xfauT\x15\xe6T\ra:\x05\x94u\x84\x0c:~\x08\xd2\xcb\xd9)\xe1w\xcc\x8d\xd7\x1d* \x97k\x8c\xe2\x18\x81\xa0\xd7\xd3-><\xbb\xb4\xa0\xe6\xe3|\xacH\xfaL\xc0\r\x96 \xc5\x1d%\xd0\x19\xac\xd7\xb3\xce\xf94\xb5\xc4\xe3%\xea\x8c\x85\x96O[dNaU{\xc3\xd1\xe8\xc1\x92\xf6\xa0\xecYF\x8f\xf4\xa2\x96A\x87\x0e,\xcb<\xa1\xf9:\x10^\x16|\x1c\x02uML\xe3\x86%{4\x1a\xdb\xe5r\xd1\xd0`\x9es\xa7\xf5\xe6\xb3\x01\n7\x07g\x92\x06+\xa5\x9d\xa5s\x18O~n\x175\xeb\x1c\xc4m\x8d\x0bpG\x15*\xf6/\xe5\xe3=\x1dhz\x96\xff?\xb9\x93B\xcf\xf3g\xd4Xr\x81w\xa6F", + "thought_signature": b"\n\xd5\x01\x01r\xc8\xda|u\x89up\x10V\xabg\x83b\xeb\x8cu\xfc5\xe5X\xaf\xa6\x07,\xda\xa8O\x1c5\xc0\xa0\xe06\x08\xe5\xbb\xca\x85\xfbM\nJ\x80\xdf\n\x8c?\xa21R\x06^\x981N(\xe0\xc2\x943\xd3\x1f\xf9p\x8a\x870\xc7E^\xb4/\x7f\x89(\xa2\xd9\x97\xba}?\xa8\xd0\x8f\xeaS`\x05<3\x85!\x9c\xc7{\x96\xb8\x84\xefE\xec\xdf\x00K=\xb7\x96\xc6\x15w\x85\xe4\x91\xf9\xa7L\xb6\xab\xfc\xa6e\x81H\x9a\xa7\xbf8zRh \\\xca&\xd3\xf7/SZ\xc9\xbd\xf7\xe5W;X?\xa9P\xbfd\xf0\xc7yEtqB\xc2\xc4\xcaI\x94\xe6}/\x8e+9\xbe:\x1c^\x98\x0f\xe2\xc8\xe8\xed\x8a\x0e\xdbIE\xa8\xeb-Y\xc4\xb4$*^\x15\xd5F\xa3\xd6\xb4a\xef\xa2-R\xee\xc0\xfe1\xf3$@", "video_metadata": None, }, ], diff --git a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_responses_snapshots.py index a83da4b090..ad75bb4c89 100644 --- a/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_resume_with_override_thinking_and_tools/openai_gpt_4o_responses_snapshots.py @@ -15,7 +15,7 @@ "provider_id": "openai", "model_id": "openai/gpt-4o:responses", "provider_model_name": "gpt-4o:responses", - "params": {"thinking": False}, + "params": {"thinking": {"level": "none"}}, "finish_reason": None, "usage": { "input_tokens": 84, @@ -32,9 +32,11 @@ content=[ Thought( thought="""\ -**The Fibonacci Conundrum** +Here's the summary: -Alright, so the user is after the 100th Fibonacci number. Easy enough. We've got the `default_api.compute_fib` function specifically designed for this. Seems like all I need to do is feed it the right input. Let's see, the parameter is `n`, and they want the 100th term. Therefore, I need to call the function with `n=100`. Simple as that. +**Calculating the 100th Fibonacci Number** + +Okay, so the user wants the 100th Fibonacci number. That's a straightforward request. I recall the `default_api` has a function specifically for this, `compute_fib`. The parameter to that function, which I need to call, is `n`. It looks like `n` represents the index of the Fibonacci number we want, which in this case is 100. Therefore, I need to execute `compute_fib(n=100)`. That should give us the answer directly. """ ), ToolCall( @@ -56,9 +58,11 @@ "function_response": None, "inline_data": None, "text": """\ -**The Fibonacci Conundrum** +Here's the summary: + +**Calculating the 100th Fibonacci Number** -Alright, so the user is after the 100th Fibonacci number. Easy enough. We've got the `default_api.compute_fib` function specifically designed for this. Seems like all I need to do is feed it the right input. Let's see, the parameter is `n`, and they want the 100th term. Therefore, I need to call the function with `n=100`. Simple as that. +Okay, so the user wants the 100th Fibonacci number. That's a straightforward request. I recall the `default_api` has a function specifically for this, `compute_fib`. The parameter to that function, which I need to call, is `n`. It looks like `n` represents the index of the Fibonacci number we want, which in this case is 100. Therefore, I need to execute `compute_fib(n=100)`. That should give us the answer directly. """, "thought": True, "thought_signature": None, @@ -77,7 +81,7 @@ "inline_data": None, "text": None, "thought": None, - "thought_signature": b"\n\xe2\x01\x01\xd1\xed\x8ao\x15|nC\xac\xc5\x03Q\x02\xd7\xfao\x9e\x8111\x17m6TO\x0c[C\xb4\xb5w\x06\xd0F\x92\xec\x16\x12\x85q21\xf7{\xd0k\x98j\xb4\xc4T\xe9\xe3d>\xca\x02\xff0\x9b~\xca\xd8\xe0\x04\xeei!0Z\xee&\x90\xb3\x1fPf\r\x8b\xe3Rd}\xa8\xe8\x8ba\xca\xa6\x1c~\xdf&B\x134\r\x12\x1ae\xd5V\xb2qen\\\xc0\xbf\x86\x17P\xebng\x06\x1b\xd5\xd5D\xa7\x00>2\x10\x92\x97V0crXg.\x8c\xa79[\x15\xd0\xeeA\xdb\xaf\xb1m7\x0e\xfa\xc9\xb8\xea\xaaf\x1e\xfe-;2\xba<\x12\xde\x96\xa3\xd2[\xa6\x02|#\xab\xd1\x9fPu$\x8c\xe9(\xb4\xfbwn!Q\xa5\xcar\x82vg!\xf5s\xe2\xd4\x8b\xdb\x87pI:BN\x8b\x9c5\xce\xe5X\xd4\x0fe\x9d\xff\xea\xb0l,]Z\x01(\x01", + "thought_signature": 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\xf7U\xd8,]Z0\xf2+@\xb6\xd2\xab\x80\x8c\xb3\xf2\xf6\xbe\xf4h4\xfc\x8b\xdfI\x88\xcb\x82\xed\xdf*\xf3\xa5\x1e\xe4\x17\xc8\xa5$\x1f\x00\xa1\xfa4\xd8X\xd4\xdb\x89\x9c/,\xc3\x01kF\x15\xf9=\xf9\xbc=@\\"\xdb\x13\x0f\xc5\xac8\x0e\xde\rUb\x14:\xfc\xd8\x9f4\n\r\xd9\x06\r\x1c\xb1\x87\xa1>P\x87\xaf\xcc\x8cP\x91\x1f\xc88\x95\x04\x12>\xa2\x96\xe9\x8d/\x85\xa5\x9eI\xcee\xafN\xb3M\x825n\x16.\x9d\xdf\x16q)V\x00\xeaZ\xfb\x95\x96\xfb\xe8\xd9$\xdfsy\x85+Q\x12\xb10\xc0!:\x8b\x11\x06\xe0\x13!\x18?\x92r\x01\xf5\x8a\x7fw\x80\xad\xc3\n\x13\xffw\xaf\xcfT\x1ccN\xc3\xb72\xb3\x12\xf4\xd1\\t\xe6\xec`KV\x80\xe2\x99S$i*\x94\xa7?G\x1bkJ\xc8\xca(\xbd\xf3\xdc\xf4\x08\nP\x11\x88t$E\xcefs\xdd#\xa2A\xf3\x10&9\xe2A\xe3$k\xbd\xf5r\x8fT\xae=G\xaa\xe6\x1c\x9e-\xcc\xe9\xa1hP\xa7\xb8\xe6\x9d!\x19d\x10\x9b\xc9\x87Ln|\x00\xf9e\xd2\x99\x9f+c\xf6U\n\xc3,ngu\x1f\xd7\xa76\xc7\xe4\xfd\x1d\xe5\x8e\x9a\xe6\x1b#\x83z\xaa\x0b\x81\xf8\xc0\xbd\xa9:t\x03r\xcf\x0f\xad\x8bvI\x97\xbc\xbdW\x9d', "video_metadata": None, }, ], @@ -143,11 +157,11 @@ "output_tokens": 30, "cache_read_tokens": 0, "cache_write_tokens": 0, - "reasoning_tokens": 273, + "reasoning_tokens": 308, "raw": "None", "total_tokens": 43, }, - "n_chunks": 7, + "n_chunks": 8, } } ) diff --git a/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5_snapshots.py index 914bd8856b..049aaeb395 100644 --- a/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/anthropic_claude_sonnet_4_5_snapshots.py @@ -13,16 +13,16 @@ "provider_id": "anthropic", "model_id": "anthropic/claude-sonnet-4-5", "provider_model_name": "claude-sonnet-4-5", - "params": {"thinking": True}, + "params": {"thinking": {"level": "medium"}}, "finish_reason": None, "usage": { "input_tokens": 293, - "output_tokens": 154, + "output_tokens": 159, "cache_read_tokens": 0, "cache_write_tokens": 0, "reasoning_tokens": 0, - "raw": "BetaUsage(cache_creation=BetaCacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=293, output_tokens=154, server_tool_use=None, service_tier='standard')", - "total_tokens": 447, + "raw": "BetaUsage(cache_creation=BetaCacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=293, output_tokens=159, server_tool_use=None, service_tier='standard')", + "total_tokens": 452, }, "messages": [ UserMessage( @@ -32,21 +32,21 @@ content=[ Thought( thought="""\ -The user is asking me to answer "What is 2 + 2?" and I need to respond in JSON format according to the schema provided. +The user is asking me to add 2 + 2, which equals 4. -The schema requires: -- integer_a: integer -- integer_b: integer \n\ -- answer: integer +I need to respond with valid JSON that matches the schema provided. The schema requires: +- integer_a: an integer +- integer_b: an integer \n\ +- answer: an integer All three fields are required. -So for the question "What is 2 + 2?": -- integer_a = 2 -- integer_b = 2 -- answer = 4 +So for the question "What is 2 + 2?", I should set: +- integer_a: 2 +- integer_b: 2 +- answer: 4 -I need to return this as a single line JSON object without any markdown formatting or extra text.\ +The response must be a single line of JSON without any markdown or additional text.\ """ ), Text(text='{"integer_a": 2, "integer_b": 2, "answer": 4}'), @@ -58,23 +58,23 @@ "role": "assistant", "content": [ { - "signature": "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", + "signature": "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", "thinking": """\ -The user is asking me to answer "What is 2 + 2?" and I need to respond in JSON format according to the schema provided. +The user is asking me to add 2 + 2, which equals 4. -The schema requires: -- integer_a: integer -- integer_b: integer \n\ -- answer: integer +I need to respond with valid JSON that matches the schema provided. The schema requires: +- integer_a: an integer +- integer_b: an integer \n\ +- answer: an integer All three fields are required. -So for the question "What is 2 + 2?": -- integer_a = 2 -- integer_b = 2 -- answer = 4 +So for the question "What is 2 + 2?", I should set: +- integer_a: 2 +- integer_b: 2 +- answer: 4 -I need to return this as a single line JSON object without any markdown formatting or extra text.\ +The response must be a single line of JSON without any markdown or additional text.\ """, "type": "thinking", }, diff --git a/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/google_gemini_3_pro_preview_snapshots.py b/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/google_gemini_3_pro_preview_snapshots.py index a2f22d0ab5..30f2850f25 100644 --- a/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/google_gemini_3_pro_preview_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_strict_mode_with_thinking/google_gemini_3_pro_preview_snapshots.py @@ -13,21 +13,21 @@ "provider_id": "google", "model_id": "google/gemini-3-pro-preview", "provider_model_name": "gemini-3-pro-preview", - "params": {"thinking": True}, + "params": {"thinking": {"level": "medium"}}, "finish_reason": None, "usage": { "input_tokens": 13, - "output_tokens": 313, + "output_tokens": 339, "cache_read_tokens": 0, "cache_write_tokens": 0, - "reasoning_tokens": 283, + "reasoning_tokens": 309, "raw": """\ cache_tokens_details=None cached_content_token_count=None candidates_token_count=30 candidates_tokens_details=None prompt_token_count=13 prompt_tokens_details=[ModalityTokenCount( modality=, token_count=13 -)] thoughts_token_count=283 tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=326 traffic_type=None\ +)] thoughts_token_count=309 tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=352 traffic_type=None\ """, - "total_tokens": 326, + "total_tokens": 352, }, "messages": [ UserMessage( @@ -37,19 +37,25 @@ content=[ Thought( thought="""\ -**Processing a Simple Arithmetic Request** +**My Thought Process: Generating a JSON Response for a Simple Addition** -Okay, so I'm presented with a straightforward request: "What is 2 + 2?" Simple. I need to return a JSON response, adhering to a defined schema, which, as an expert in this field, I instantly recognize. My thinking process, in brief, goes like this: +Okay, the user wants "2 + 2" as a JSON response. My first step, as always, is to thoroughly analyze the request and, importantly, the provided JSON schema. I need to make sure I deliver precisely what's expected. -First, I quickly review the schema: it specifies an object with `integer_a`, `integer_b`, and `answer` as required integer properties. I immediately recognize these as the components of the simple addition problem. +First, I see the core task is a simple addition. Then, I drill down into the schema: "object", with specific properties: `integer_a`, `integer_b`, and `answer`, all integers. These are *required*, so I can't omit any. -Next, the mapping is easy: `integer_a` is 2, `integer_b` is 2, and the `answer` is clearly 4. +Next, I need to map the question to the schema. "2 + 2" means `integer_a` is 2, `integer_b` is also 2, and the `answer` is, of course, 4. -I then construct the JSON object: `{"integer_a": 2, "integer_b": 2, "answer": 4}`. +With those mappings done, it's straightforward to construct the JSON: -Now, as always, I perform a rapid validation check: Is it valid JSON? Yes. Are strings properly quoted? Not applicable, since all values are integers. Are there any comments or control tokens? No, it's clean. Does the structure comply with the schema? Absolutely. +```json +{ + "integer_a": 2, + "integer_b": 2, + "answer": 4 +} +``` -Finally, I generate the output - the validated JSON string. This is practically second nature at this point. +Now, the final stage is validating the JSON, ensuring it’s correct. It needs to be valid JSON, which is a fundamental requirement. I need to make sure all strings, although not applicable in this case, are double-quoted, there are no comments or control tokens, and there is only a single JSON object. It is, in fact, valid JSON. I'm now ready to generate the final output. """ @@ -77,19 +83,25 @@ "function_response": None, "inline_data": None, "text": """\ -**Processing a Simple Arithmetic Request** +**My Thought Process: Generating a JSON Response for a Simple Addition** -Okay, so I'm presented with a straightforward request: "What is 2 + 2?" Simple. I need to return a JSON response, adhering to a defined schema, which, as an expert in this field, I instantly recognize. My thinking process, in brief, goes like this: +Okay, the user wants "2 + 2" as a JSON response. My first step, as always, is to thoroughly analyze the request and, importantly, the provided JSON schema. I need to make sure I deliver precisely what's expected. -First, I quickly review the schema: it specifies an object with `integer_a`, `integer_b`, and `answer` as required integer properties. I immediately recognize these as the components of the simple addition problem. +First, I see the core task is a simple addition. Then, I drill down into the schema: "object", with specific properties: `integer_a`, `integer_b`, and `answer`, all integers. These are *required*, so I can't omit any. -Next, the mapping is easy: `integer_a` is 2, `integer_b` is 2, and the `answer` is clearly 4. +Next, I need to map the question to the schema. "2 + 2" means `integer_a` is 2, `integer_b` is also 2, and the `answer` is, of course, 4. -I then construct the JSON object: `{"integer_a": 2, "integer_b": 2, "answer": 4}`. +With those mappings done, it's straightforward to construct the JSON: -Now, as always, I perform a rapid validation check: Is it valid JSON? Yes. Are strings properly quoted? Not applicable, since all values are integers. Are there any comments or control tokens? No, it's clean. Does the structure comply with the schema? Absolutely. +```json +{ + "integer_a": 2, + "integer_b": 2, + "answer": 4 +} +``` -Finally, I generate the output - the validated JSON string. This is practically second nature at this point. +Now, the final stage is validating the JSON, ensuring it’s correct. It needs to be valid JSON, which is a fundamental requirement. I need to make sure all strings, although not applicable in this case, are double-quoted, there are no comments or control tokens, and there is only a single JSON object. It is, in fact, valid JSON. I'm now ready to generate the final output. """, @@ -112,7 +124,7 @@ }\ """, "thought": None, - "thought_signature": b"\x12\x86\x07\n\x83\x07\x01r\xc8\xda|\xae\x16\x07x$\xfb\x8f\x0e\ny\x060\x1f\xef|{\xecz\xfe\r\xe8p\x92\xf6\x89\xc2\xd1\x80\xe5\xf9\x9dk\xfc\xcd\xb0\xf3\xd7\x82\xa3\x82\xfb\xad\x97\xa7,\x04wNf\xc3\xe9S++\x82\xc5sY\xa3\xbb\xb3\xc1W\xd9\x9dHe\xc2\x04\xaa\x86ai\x0f\x13\x07\\\xf8'\x06\x8d\x9bx\x84Z=\x99\xda\xcb\xf1\x17)x\xb3^\x1c\x9a/\x0b\xbb\xc1\xb1J\xf6\xfcb\xad[8\x9c\xc2O\x8f\xbe\x04\xfc\x90\x11Wy\xec\x02\xa8d\x82\x8a\x94\xfc\x0c\x10rSy\xff\xac\n\x81\x9e\xc3\xca2\xcb\x81\x9d\xcd\t\xf73\x13\xb5;\xf84\xa4R\xfc\xb0\x81\xe1\xdf\x191\x0e\x811\xa0[\x81vu\x08\xbd\x15I\xeb,\xaf\xa4\x0f\x89x4\x85h\xd0\xda\xe2\x91,\xd8H`z\xd7ju5F0\x18\xfc8\x15\xcd\xb4\x93\xfc\x11\xdc\xafn\x92\xd8\xcf\x9c\x1es\xb1T\x9c\xfd}N\xda:C\x12wSx\xc6\xad\x90\x8cP\xce\xacn\xafQ\x02\xb6\xf8\xc2[-\x99\xc4\xe3\x83\xb9\x7f\x94\xad\x1f66>\x0c\xef\x9ax\xa3\xe3\xf8\xc3\xb1\xf3\xf2gu>\x98|IF\xa9GMm\xd1\x18.\x96U\xf9\xb4\xf3'c\x01\xd9\x0b\x94\t\xad\x94,\x88\x91B\x88|6Ub\xeb\xae\xe6=tK\xbeE\xacq9\x13\xe4\x86\x1bl\x9f2\xd0\x9fi\xfc\xa1\x06*\xb2\xbeN1\xc0\x1b\x12\xdf\x89\x05\xd86\xd7\xb4%T\xf1\xbe'\x80/\xde\xf1~\x1e\x9a\x001\x83\xdb)\xbc\xf8\x1f\xc6oh\xc3\x16\xedH'\x85\xb1\x96\x04\xcdHaD}\xfbn\xc0\xac8\x946\x8d\xdd\xd8\x06\xeaG\x9a\x83\xb6\xf825>_\x868\xc8\x9bD\xf5\x8c\xbcm\x94\x1e\x1dV\xe6\x83\xb5\xdb\x85\xd0P\xd6\x1e\x02\xab\xf9\x0eo\xe5\xaeh\rd\xc7\xd1\\\x9a\xf2Inpx\xe5\xdb\xa8\xe9\xd5\xedi\xf5\xc3\x98\x13\xf8\x19~4\x8b\xa1\x19l<\x17C\x96\xc6IW.\x12]N\xd3\xf4\x8c\x9d\xcf\xbc,\x0eZ\x1e\x980N\xb5xFly\xc4\x0b\x04\x03\xda\xc1\xe4\x1c\xddp\x92\xbdlc\xd8\x90C/6*9\x82\xf4\x96\xe9\x14t\xd5!\xb8\xb0\x8f\\\xa4\xde\xa2\x8dp\x134`\xde\xaeYU\xbe\xfa\xa4mS\xcc\xec\xd6\xef0\x9a$@\xedNV\xdd&z\xd7\x16\x13\xeap~K\t\xad\xdc\xbf\xed\x8a\xbf\x84\xfc\xdb&\xc8M+\xc8\"\x14\xd84;]\x11\xf4\xafE\x0cy\xd6l\x8fE\xca\xc5\xee(\xa5:\x15\x08!\xa8\xf7<\xc6\x81\x9e\x7f\tp\xc9\x7f\x16L\x89Z,\r\x13\xb4\xcf%\x04\n\xa4\x9af\xce\xcb\x00\xbf\xbb\xc0DF\xf0Jl\xe5#Im\x82\x00\xd6<\xc1\x08\xf6\xca0\xdb\xa3%\xf5\xc6t\x8b|n{\x12#\x14$\xddv\xd4\xd8$\xd5\xb7\xe8\x1d\xff\xcfL\x05\xde\xe0\xb9\x1e\xeb%\xce\x13=\xbb\x9d\xaa\xdc:\x82\x0b\xb5\x18l\xd0d?=\xfd5\x93\x91h\x19/d\t\xb9\xed\xd8\xd3\x12S~\xb4\xc39\x88\x00\xe4K\xb6\x9b\x10\x9fE\xd2\xbb\xd9\x12;\tb\xd1\x9a\xe1\x81Z\xd7\xa5\xb9\xa3E,\x8fR\xb9\"n\x993\x0e\xb8\xd5\xc6VQ<\xean\x94\x02'\xa7\xeb\xc6\xc4\xdd\x80d\x88\x1a\x1eM\xc1\xd0\xa7\xb2\x00\x89\xear\xc5D\xeb\xdc\x9aHgVf\xb7QjzeMu\xa9\xd3\xdc\xca@\xa7(\xbc\x9eP\x1e\x9d6\xd8\xeb:\xe1l\xd4\"|\x1e\x10s\x11\xda\x89\x7f\xa8", + "thought_signature": b"\x12\xe2\x07\n\xdf\x07\x01r\xc8\xda|\xe0\x03\x0f\x1b$\x9aV\xd0\xce\xc3Y\xde0]D\xb9\x18p\xac;\xe8[\xe9*\xa5\xe0\xd6HT\xd2\x8fk\xf1\xff\x99\xf7yq^'\x92\xe6\xb3?\xcc\x84\x95^z\xcb\x16\xbe\x10\xfb\xa9\x95\x08p\x01V\x0f;6\xa3!mR6\x02\xa7E\x9f\x1d{g\xde\x03G\x8b\x16\x91[\x15\xdf\x84\xa7\x88}k<+c(h{\xb1\xeb6>\x81\xd70E\x9b1\xe8)\x83\x90\x94\x1b&\x7f=\xeb\x84\xfe\xd3';T'\xfc\x120\xa0\x1a\x171\x1ezg\xcc\x8c\x17\xa3!e'\x94\xcbb\xe8`\xcawgh\"\x00\x02\xcf\xa8\xca\x1b\x80|MN\xfa\x02=v\x14\x83\xc4\x9a\x0b\x19jpE\xfc\r\xdc\xafGJ\x0f\xd1=;\xf9|\xbc\xea\x06]\x8b9Y\x99\x91\xb8\x85\x86*\x11z\xc5\xf1E\xc4@\x8a<}\x90\xb3\xb3\xde\xeb\xf7gTcO\xab\xca6\xa6\x04\xa5a#\xd8q\xcf\xe4\x94\xd6\x8bA\xb96\"!\xb8|\xb0j\x92\xfd\x9b1\xbb\xf1\x9f\xf0\x1ee\x87V\xd3/b\x07\x01\xf3\xbf\xe0[\xea\"\x8d&c\x99\x9d\x00s\xf6\xfc.:4\xe8A\xb9\x97\xd0[\xff\xbd\xc8\\\xe16gM\xfa\x1e\xb0\xcdt\xed\xe3\xd3\xbc\x1f\xc6\xfb\xf3^\xe2\xdda\xdd\x9e\xb1\xc6\xde\x1fww\x80{ix\xcb\xa4g\xb4\x98\x10<\xae\x11\xe9k8{t\xa8\xf4\x83\x0bcy\xe8\xb5\xdc\xa6=\xd5\x8b\xed\x0c\x9d\xe3\xc5\xd2\xa3\x94w(b%\xe7\r^\xc2[\x88P_`\xf5\x1e\xe0\xd1$\xba+\x9f\x7f\xa4+\xf8-,\xbb\xa2\xd7\x15Z\x82\xc3\xf18\xcf|n\xf8u\xbc\x81\xef\x1e\xefsA\x9bu\x1a\xd2\xf4\xf4\xde\x1dq1O\xf2\xba\xf21\x1b\xdcQ\x05vyk:\xeb6\xceU\xb2m\xe0}\xbb\x89t~(\xef\xfc\xf2\x16\xb9\x86H#\\04Ds\xc6M\xb5\x89A\xbf\xd9\x98I7\xad__\xac\xab\x94\x9c\xa8'\xf5N\xc2\xf8\x8d\x87#\xb1\xd4\x14s\xe7\xb5\\\xd6\xb6\x8d\xb8\x9a\x1d\xfc\xac\xff\x05b\xaf\xc3\xfe\xa6\xa5\x05\xf3\x04\xb6%\r\xdco\xbe\xea\x83\xe7t\\\xc0\x13D\xcd\x1f\x10h\x1a\x14_\xda\x08", "video_metadata": None, }, ], diff --git a/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/anthropic_claude_sonnet_4_5_snapshots.py index 71ed2bfabb..a158de8161 100644 --- a/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/anthropic_claude_sonnet_4_5_snapshots.py @@ -12,8 +12,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/google_gemini_3_pro_preview_snapshots.py b/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/google_gemini_3_pro_preview_snapshots.py index c878a367b6..c0527f0300 100644 --- a/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/google_gemini_3_pro_preview_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_strict_mode_with_tools_streamed/google_gemini_3_pro_preview_snapshots.py @@ -12,8 +12,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-3-pro-preview", "model_id": "google/gemini-3-pro-preview", + "provider_model_name": "gemini-3-pro-preview", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/input/snapshots/test_together_provider/meta_llama_Llama_3_3_70B_Instruct_Turbo_snapshots.py b/python/tests/e2e/input/snapshots/test_together_provider/meta_llama_Llama_3_3_70B_Instruct_Turbo_snapshots.py index 066df877ef..a0ee9ae423 100644 --- a/python/tests/e2e/input/snapshots/test_together_provider/meta_llama_Llama_3_3_70B_Instruct_Turbo_snapshots.py +++ b/python/tests/e2e/input/snapshots/test_together_provider/meta_llama_Llama_3_3_70B_Instruct_Turbo_snapshots.py @@ -1,6 +1,10 @@ from inline_snapshot import snapshot -from mirascope.llm import AssistantMessage, Text, UserMessage +from mirascope.llm import ( + AssistantMessage, + Text, + UserMessage, +) test_snapshot = snapshot( { diff --git a/python/tests/e2e/input/test_call_with_params.py b/python/tests/e2e/input/test_call_with_params.py index dfe0d979fa..da221c7f64 100644 --- a/python/tests/e2e/input/test_call_with_params.py +++ b/python/tests/e2e/input/test_call_with_params.py @@ -20,8 +20,11 @@ "top_k": 50, "seed": 42, "stop_sequences": ["4242"], - "thinking": False, - "encode_thoughts_as_text": False, + "thinking": { + "level": "none", + "encode_thoughts_as_text": False, + "include_summaries": False, + }, } diff --git a/python/tests/e2e/input/test_call_with_text_encoded_thoughts.py b/python/tests/e2e/input/test_call_with_text_encoded_thoughts.py index 07382bef80..324168fe7a 100644 --- a/python/tests/e2e/input/test_call_with_text_encoded_thoughts.py +++ b/python/tests/e2e/input/test_call_with_text_encoded_thoughts.py @@ -77,7 +77,10 @@ def test_call_with_text_encoded_thoughts( ) -> None: """Test call using thought-as-text encoding.""" - @llm.call(model_id, encode_thoughts_as_text=True) + @llm.call( + model_id, + thinking=llm.ThinkingConfig(encode_thoughts_as_text=True, level="minimal"), + ) def call() -> list[llm.Message]: return messages(model_id) diff --git a/python/tests/e2e/input/test_resume_with_override_thinking_and_tools.py b/python/tests/e2e/input/test_resume_with_override_thinking_and_tools.py index 85545537a6..5430e9f4e2 100644 --- a/python/tests/e2e/input/test_resume_with_override_thinking_and_tools.py +++ b/python/tests/e2e/input/test_resume_with_override_thinking_and_tools.py @@ -37,7 +37,7 @@ def compute_fib(n: int) -> str: @llm.call( default_model(model_id), - thinking=True, + thinking={"level": "medium"}, tools=[compute_fib], ) def fib_query() -> str: @@ -50,7 +50,7 @@ def fib_query() -> str: ) tool_outputs = primer_response.execute_tools() - with llm.model(model_id, thinking=False): + with llm.model(model_id, thinking=llm.ThinkingConfig(level="none")): response = primer_response.resume(tool_outputs) snap.set_response(response) diff --git a/python/tests/e2e/input/test_strict_structured_output_compatibility.py b/python/tests/e2e/input/test_strict_structured_output_compatibility.py index dac1a94dad..3e379d846b 100644 --- a/python/tests/e2e/input/test_strict_structured_output_compatibility.py +++ b/python/tests/e2e/input/test_strict_structured_output_compatibility.py @@ -98,7 +98,7 @@ def test_strict_mode_with_thinking( @llm.call( model_id, format=llm.format(IntegerAdditionResponse, mode="strict"), - thinking=True, + thinking={"level": "medium"}, ) def get_answer(question: str) -> str: return f"Answer this question: {question}" @@ -123,7 +123,7 @@ def test_strict_mode_with_streamed_thinking( @llm.call( model_id, format=llm.format(IntegerAdditionResponse, mode="strict"), - thinking=True, + thinking={"level": "medium"}, ) def get_answer(question: str) -> str: return f"Answer this question: {question}" diff --git a/python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/async.yaml b/python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/async.yaml new file mode 100644 index 0000000000..18c15d4699 --- /dev/null +++ b/python/tests/e2e/output/cassettes/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0/async.yaml @@ -0,0 +1,362 @@ +interactions: +- request: + body: '{"max_tokens":16000,"messages":[{"role":"user","content":"How many primes + below 400 contain 79 as a substring? Answer ONLY with the number, not sharing + which primes they are."}],"model":"claude-sonnet-4-0","thinking":{"type":"enabled","budget_tokens":6400}}' + headers: + accept: + - application/json + accept-encoding: + - gzip, deflate + anthropic-beta: + - structured-outputs-2025-11-13 + anthropic-version: + - '2023-06-01' + connection: + - keep-alive + content-length: + - '257' + content-type: + - application/json + host: + - api.anthropic.com + user-agent: + - AsyncAnthropic/Python 0.75.0 + x-api-key: + - + x-stainless-arch: + - arm64 + x-stainless-async: + - async:asyncio + x-stainless-helper: + - beta.messages.parse + x-stainless-lang: + - python + x-stainless-os: + - MacOS + x-stainless-package-version: + - 0.75.0 + x-stainless-read-timeout: + - '600' + x-stainless-retry-count: + - '0' + x-stainless-runtime: + - CPython + x-stainless-runtime-version: + - 3.10.16 + x-stainless-timeout: + - '600' + method: POST + uri: https://api.anthropic.com/v1/messages?beta=true + response: + body: + 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Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"signature\":\"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\",\"thinking\":\"I + need to find all primes below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, + let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- + Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, + 796, 797, 798, 799\\n- Numbers of the form X79 (where X is a digit): 179, 279, + 379\\n- The number 79 itself\\n\\nWait, let me be more systematic. Since we're + looking at numbers below 400, the possible numbers containing \\\"79\\\" as + a substring are:\\n\\n1. 79 (the number itself)\\n2. 179 (1 followed by 79)\\n3. + 279 (2 followed by 79) \\n4. 379 (3 followed by 79)\\n5. Numbers starting with + 79: but these would be 790, 791, etc., which are all \u2265 790 > 400, so none + of these work.\\n\\nSo the candidates are: 79, 179, 279, 379\\n\\nNow I need + to check which of these are prime:\\n\\n79: Let me check if 79 is prime.\\n79 + = ? Let me check divisibility:\\n- Not divisible by 2 (it's odd)\\n- Not divisible + by 3 (7+9=16, not divisible by 3)\\n- Not divisible by 5 (doesn't end in 0 or + 5)\\n- Not divisible by 7: 79 \xF7 7 = 11.28..., so not divisible\\n- \u221A79 + \u2248 8.9, so I only need to check primes up to 8\\n- Not divisible by 2, 3, + 5, 7\\nSo 79 is prime.\\n\\n179: Let me check if 179 is prime.\\n\\n\\n- Not + divisible by 2 (it's odd)\\n- Not divisible by 3 (1+7+9=17, not divisible by + 3)\\n- Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible by 7: 179 + \xF7 7 = 25.57..., so not divisible\\n- Not divisible by 11: 179 \xF7 11 = 16.27..., + so not divisible\\n- Not divisible by 13: 179 \xF7 13 = 13.77..., so not divisible\\n- + \u221A179 \u2248 13.4, so I've checked all primes up to the square root. 179 + is prime.\\n\\nFor 279, the digit sum is 2+7+9=18, which is divisible by 3, + so 279 = 3 \xD7 93 and isn't prime. Now checking 379: it's odd and the digit + sum 3+7+9=19 isn't divisible by 3, so I need to test further.\\n\\nTesting 379 + against 5, 7, 11, 13, 17, and 19 all yield non-integer results. Since \u221A379 + \u2248 19.5, I've verified all necessary prime divisors up to that threshold, + confirming 379 is prime.\\n\\nThe complete list of primes below 400 containing + \\\"79\\\" as a substring is 79, 179, and 379\u2014three primes total.\",\"type\":\"thinking\"},{\"text\":\"3\",\"type\":\"text\"}]},{\"role\":\"user\",\"content\":[{\"type\":\"text\",\"text\":\"If + you remember what the primes were, then share them, or say 'I don't remember.'\",\"cache_control\":{\"type\":\"ephemeral\"}}]}],\"model\":\"claude-sonnet-4-0\",\"thinking\":{\"type\":\"enabled\",\"budget_tokens\":1024}}" + headers: + accept: + - application/json + accept-encoding: + - gzip, deflate + anthropic-beta: + - structured-outputs-2025-11-13 + anthropic-version: + - '2023-06-01' + connection: + - keep-alive + content-length: + - '6222' + content-type: + - application/json + host: + - api.anthropic.com + user-agent: + - AsyncAnthropic/Python 0.75.0 + x-api-key: + - + x-stainless-arch: + - arm64 + x-stainless-async: + - 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"9=16, + not divisible by\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3)\\n- Not divisible\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + by 5 (doesn't en\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + in 0 or 5)\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + Not divisible by 7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + (79\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xF7 + 7 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 11.28\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"...)\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + Nee\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + to check up to \u221A79 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2248 + 8.9,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so I need to check \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"2, + 3, 5,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 7\\n- 79 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xF7 + 7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 11 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"remainder + 2, so not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisible by 7\\n- Since\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \u221A\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79 + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"< + 9\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + I only\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + need to check pr\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"imes + up to 8\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\",\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + which\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + are 2, 3, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"5, + 7\\n- 79\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + is prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n179\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\": + Let me check if 179 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"is + prime.\\n- Not divisible\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + by 2 (it's od\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d)\\n- + Not divisible by \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3 + (1\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"+7+9=17, + not\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisible by 3)\\n-\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Not divisible by 5 (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"doesn't + end in 0 or\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 5)\\n\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n- + Since\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \u221A179 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2248 + 13.4,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + I nee\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + to check primes up to 13\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\":\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 11, an\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + 13.\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Testing\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + these\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\":\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 179 \xF7 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"7 + = 25 remainder \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"4, + 179 \xF7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 11 = 16 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"remainder + 3, an\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + 179 \xF7 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"13 + = 13 remainder \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"10. + None divide evenly, so\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 179 is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nFor\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + digit\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + sum is 2+7+9\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"=18, + which is divisible by\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3, so 279 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3 \xD7 93 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"an\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + isn\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'t + prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Moving\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + to\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 379:\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'s + odd, the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + digit sum \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"19\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + isn\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'t + divisible by 3, it\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + doesn't end in 0 or\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 5, and testing\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + gives\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 379\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \xF7 7 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"= + 54.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"14... + I\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + nee\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + to continue\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + checking divis\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ibility + by\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + primes up to \u221A379 \"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2248 + 19.5.\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 19\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 19 remainder 18\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Since\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 379 isn\"} }\n\nevent: content_block_delta\ndata: 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Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I + need to find all primes below 400 that contain \\\"79\\\" as a substring.\\n\\nLet + me think about what numbers below 400 contain \\\"79\\\" as a substring:\\n- + Numbers starting with 79: 790, 791, 792, ... (these are all \u2265 790, so above + 400)\\n- Numbers ending with 79: 79, 179, 279, 379\\n- Numbers with 79 in the + middle: This would be numbers like X79Y where X and Y are digits, but for numbers + below 400, this would mean numbers like 1790, 2790, 3790, etc., which are all + above 400.\\n\\nSo the candidates are: 79, 179, 279, 379\\n\\nNow I need to + check which of these are prime:\\n\\n79: Let me check if 79 is prime.\\n- Not + divisible by 2 (it's odd)\\n- Not divisible by 3 (7+9=16, not divisible by 3)\\n- + Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible by 7 (79 \xF7 7 + = 11.28...)\\n- Need to check up to \u221A79 \u2248 8.9, so I need to check + 2, 3, 5, 7\\n- 79 \xF7 7 = 11 remainder 2, so not divisible by 7\\n- Since \u221A79 + < 9, I only need to check primes up to 8, which are 2, 3, 5, 7\\n- 79 is prime\\n\\n179: + Let me check if 179 is prime.\\n- Not divisible by 2 (it's odd)\\n- Not divisible + by 3 (1+7+9=17, not divisible by 3)\\n- Not divisible by 5 (doesn't end in 0 + or 5)\\n\\n\\n- Since \u221A179 \u2248 13.4, I need to check primes up to 13: + 7, 11, and 13. Testing these: 179 \xF7 7 = 25 remainder 4, 179 \xF7 11 = 16 + remainder 3, and 179 \xF7 13 = 13 remainder 10. None divide evenly, so 179 is + prime.\\n\\nFor 279, the digit sum is 2+7+9=18, which is divisible by 3, so + 279 = 3 \xD7 93 and isn't prime. Moving to 379: it's odd, the digit sum 19 isn't + divisible by 3, it doesn't end in 0 or 5, and testing 7 gives 379 \xF7 7 = 54.14... + I need to continue checking divisibility by primes up to \u221A379 \u2248 19.5. + 19 = 19 remainder 18. 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Answer ONLY with the number, not sharing + which primes they are."}],"model":"claude-sonnet-4-0","thinking":{"type":"enabled","budget_tokens":6400},"stream":true}' + headers: + accept: + - application/json + accept-encoding: + - gzip, deflate + anthropic-beta: + - structured-outputs-2025-11-13 + anthropic-version: + - '2023-06-01' + connection: + - keep-alive + content-length: + - '271' + content-type: + - application/json + host: + - api.anthropic.com + user-agent: + - Anthropic/Python 0.75.0 + x-api-key: + - + x-stainless-arch: + - arm64 + x-stainless-async: + - 'false' + x-stainless-helper-method: + - stream + x-stainless-lang: + - python + x-stainless-os: + - MacOS + x-stainless-package-version: + - 0.75.0 + x-stainless-read-timeout: + - '600' + x-stainless-retry-count: + - '0' + x-stainless-runtime: + - CPython + x-stainless-runtime-version: + - 3.10.16 + x-stainless-stream-helper: + - beta.messages + x-stainless-timeout: + - NOT_GIVEN + method: POST + uri: https://api.anthropic.com/v1/messages?beta=true + response: + body: + string: "event: message_start\ndata: {\"type\":\"message_start\",\"message\":{\"model\":\"claude-sonnet-4-20250514\",\"id\":\"msg_013SkLorYzV6DxXdZKqM8oHa\",\"type\":\"message\",\"role\":\"assistant\",\"content\":[],\"stop_reason\":null,\"stop_sequence\":null,\"usage\":{\"input_tokens\":67,\"cache_creation_input_tokens\":0,\"cache_read_input_tokens\":0,\"cache_creation\":{\"ephemeral_5m_input_tokens\":0,\"ephemeral_1h_input_tokens\":0},\"output_tokens\":6,\"service_tier\":\"standard\"}} + \ }\n\nevent: content_block_start\ndata: {\"type\":\"content_block_start\",\"index\":0,\"content_block\":{\"type\":\"thinking\",\"thinking\":\"\",\"signature\":\"\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"I + need to find all prime\"} }\n\nevent: ping\ndata: {\"type\": \"ping\"}\n\nevent: + content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + numbers less\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + than 400 that contain \\\"\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79\\\" + as a substring.\\n\\nLet\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + me think\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + about this systematically. 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Let me check\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + if\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79 + has\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + any divisors other\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + than 1 and itself.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n + \ 79\"} }\n\nevent: content_block_delta\ndata: 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + need to check up to 8.\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + So 79 is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n2) + Numbers starting with 79:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n + \ - 790\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\": + Even\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + so not prime\\n - \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"791: + Let\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + me check if this\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + is prime. 791/7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 113,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"791 + = 7 \xD7 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"113. + Not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + prime.\\n - 792:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Even, so not prime\\n -\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 793: Let me check.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 793/13\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 61,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so 793 = 13 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xD7 + 61. Not prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n + \ - 794: Even, so\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + not prime\\n - 795:\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Ends\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + in 5, divis\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ible + by 5, so not prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n + \ - 796: Even,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so not prime\\n - 797\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\": + Let me check if\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + this is prime. \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n797/7\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 113.857... (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"not + divisible), 797/11\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 72.45... (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"not + divisible), 797/13\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 61.31... (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"not + divisible), 797/17\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 46.88... (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"not + divisible), 797/19\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 41.95... (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"not + divisible), 797/23\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + = 34.65... (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"not + divisible). Since \u221A797 \"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2248 + 28.2\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + I nee\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + to check all\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + od\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + divisors up to that\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + point. Testing\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + remaining\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + candidates\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + shows\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"797 + is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"23\"} + }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\":\"}}\n\nevent: + content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 797 = 23 \xD7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 34 + 15\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + so not divisible by 23\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n + \ 797 \xF7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 29: 797 = \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"29 + \xD7 27\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + + 14\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + so not divisible by 29\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nSince + I\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'ve\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + checked all primes up to \u221A797\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \u2248 28.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"2 + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"and + found no divisors, 797\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nFor\"} + }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"798,\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'s + even so\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + clearly\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + composite\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"799\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + factors\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + as 17 \xD7 47,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + making\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it composite as\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + well.\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Moving\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + to\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + numbers\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + ending in 79,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + I need to check \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"179 + by\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + testing divisibility by primes up to\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \u221A179 \u2248 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"13.4.\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + After checking \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 7, 11, an\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + 13, none\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divide 179,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so it\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'s + prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + For\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279, I shoul\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + verify\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + whether\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it's composite\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + or\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n279\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + is\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divis\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ible + by 3 since\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"/\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3 + = 93,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so it's composite\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\". + Testing\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"379\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + requires\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + checking pr\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"imes + up to \u221A379 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2248 + 19.5.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + After systemat\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ically + testing\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3, + 7, 11,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 13, 17, an\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + 19, none divide ev\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"enly, + confir\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ming + 379 is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + For numbers\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + with\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 79 in the middle position\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + below\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 400, the only three\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"-digit + form\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + would be X\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79.\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xF7 + 13: 797\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 13 \xD7 61 +\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 4\\n797 \xF7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 17: 797 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 17 \xD7 46 +\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 15\\n797 \xF7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 19: 797 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 19 \xD7 41 +\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 18\\n797 \xF7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 23: not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisible\\n\\nSince \u221A797 \"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"< + 29 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"and + I've verifie\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + all\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + primes up to 23, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"797 + must\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + be prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + The\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + complete\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + list of primes under\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 400 with\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \\\"79\\\" as\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + a substring includes\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"179\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 279, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"379, + and 797.\"} }\n\nevent: content_block_delta\ndata: 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Transfer-Encoding: + - chunked + X-Robots-Tag: + - none + anthropic-organization-id: + - 217a607f-ed5e-40af-8a7d-f83ed52d59d6 + anthropic-ratelimit-input-tokens-limit: + - '2000000' + anthropic-ratelimit-input-tokens-remaining: + - '2000000' + anthropic-ratelimit-input-tokens-reset: + - '2026-01-09T00:55:24Z' + anthropic-ratelimit-output-tokens-limit: + - '400000' + anthropic-ratelimit-output-tokens-remaining: + - '400000' + anthropic-ratelimit-output-tokens-reset: + - '2026-01-09T00:55:24Z' + anthropic-ratelimit-requests-limit: + - '4000' + anthropic-ratelimit-requests-remaining: + - '3999' + anthropic-ratelimit-requests-reset: + - '2026-01-09T00:55:24Z' + anthropic-ratelimit-tokens-limit: + - '2400000' + anthropic-ratelimit-tokens-remaining: + - '2400000' + anthropic-ratelimit-tokens-reset: + - '2026-01-09T00:55:24Z' + cf-cache-status: + - DYNAMIC + request-id: + - req_011CWvtkWYVDv3ugXZjAheYn + strict-transport-security: + - max-age=31536000; includeSubDomains; preload + x-envoy-upstream-service-time: + - '668' + status: + code: 200 + message: OK +- request: + body: "{\"max_tokens\":16000,\"messages\":[{\"role\":\"user\",\"content\":\"How + many primes below 400 contain 79 as a substring? Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I + need to find all prime numbers less than 400 that contain \\\"79\\\" as a substring.\\n\\nLet + me think about this systematically. I need to find primes that have \\\"79\\\" + somewhere in their decimal representation.\\n\\nThe possible forms are:\\n- + 79 itself\\n- Numbers starting with 79: 79x, 79xx\\n- Numbers ending with 79: + x79, xx79\\n- Numbers with 79 in the middle: x79x, xx79x, x79xx, etc.\\n\\nLet + me check each case:\\n\\n1) 79 itself: Is 79 prime? Let me check if 79 has any + divisors other than 1 and itself.\\n 79 = ? Let me check small primes: 79/2 + = 39.5 (not divisible), 79/3 = 26.33... (not divisible), 79/5 = 15.8 (not divisible), + 79/7 = 11.28... (not divisible), 79/11 = 7.18... (not divisible), 79/13 = 6.07... + (not divisible). Since \u221A79 \u2248 8.9, I only need to check up to 8. So + 79 is prime.\\n\\n2) Numbers starting with 79:\\n - 790: Even, so not prime\\n + \ - 791: Let me check if this is prime. 791/7 = 113, so 791 = 7 \xD7 113. Not + prime.\\n - 792: Even, so not prime\\n - 793: Let me check. 793/13 = 61, + so 793 = 13 \xD7 61. Not prime.\\n - 794: Even, so not prime\\n - 795: Ends + in 5, divisible by 5, so not prime\\n - 796: Even, so not prime\\n - 797: + Let me check if this is prime. \\n\\n797/7 = 113.857... (not divisible), 797/11 + = 72.45... (not divisible), 797/13 = 61.31... (not divisible), 797/17 = 46.88... + (not divisible), 797/19 = 41.95... (not divisible), 797/23 = 34.65... (not divisible). + Since \u221A797 \u2248 28.2, I need to check all odd divisors up to that point. + Testing the remaining candidates shows 797 is prime. 23: 797 = 23 \xD7 34 + + 15, so not divisible by 23\\n 797 \xF7 29: 797 = 29 \xD7 27 + 14, so not + divisible by 29\\n\\nSince I've checked all primes up to \u221A797 \u2248 28.2 + and found no divisors, 797 is prime.\\n\\nFor 798, it's even so clearly composite. + 799 factors as 17 \xD7 47, making it composite as well. Moving to numbers ending + in 79, I need to check 179 by testing divisibility by primes up to \u221A179 + \u2248 13.4. After checking 3, 7, 11, and 13, none divide 179, so it's prime. + For 279, I should verify whether it's composite or prime.\\n\\n279 is divisible + by 3 since 279/3 = 93, so it's composite. Testing 379 requires checking primes + up to \u221A379 \u2248 19.5. After systematically testing 3, 7, 11, 13, 17, + and 19, none divide evenly, confirming 379 is prime. For numbers with 79 in + the middle position below 400, the only three-digit form would be X79. \xF7 + 13: 797 = 13 \xD7 61 + 4\\n797 \xF7 17: 797 = 17 \xD7 46 + 15\\n797 \xF7 19: + 797 = 19 \xD7 41 + 18\\n797 \xF7 23: not divisible\\n\\nSince \u221A797 < 29 + and I've verified all primes up to 23, 797 must be prime. The complete list + of primes under 400 with \\\"79\\\" as a substring includes 179, 279, 379, and + 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + So 179 is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + 279: 279 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3 \xD7 93 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3 \xD7 3 \xD7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 31 = 9\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \xD7 31,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so 279 is\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + not prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + 379: Let\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + me check... \u221A\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"379 + \u2248 19\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".5\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + so I need to check divisibility\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + by primes up to 19.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Not divisible by 2, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3, + 5, 7,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 11, 13, 17\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\",\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 19. So 379 is\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nSo + the primes are\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\": + 79, 179, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"379.\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + That's 3 primes,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 4 as I answere\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d.\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nWait\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + let me double-check my original\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + answer.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + I said \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"4,\"}}\n\nevent: + content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + but I\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'m\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + only\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + finding\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Let me think\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + if\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + I\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + missed any...\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nActually\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + let me be more systematic about\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + numbers\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + containing \\\"\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79\\\":\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + 79\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + 179 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + 279\\n- 379\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- + 790+\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + (all\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \u2265 400)\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nAre\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + there any other patterns\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"? + What\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + about numbers like\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 797\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 798, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"799?\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + These\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + are all \u2265 400\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".\"} + \ }\n\nevent: content_block_delta\ndata: 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Numbers below 400 that contain \\\"79\\\" as a substring:\\n\\nTwo-digit + numbers: 79\\nThree-digit numbers: 179, 279, 379, 790, 791, 792, 793, 794, 795, + 796, 797, 798, 799\\n\\nBut wait, 790-799 are all \u2265 400 except... no wait, + they're all < 400. Let me double-check: 790 < 400? No, 790 > 400. So none of + the 79X numbers work.\\n\\nActually, let me recalculate: 790 > 400, so none + of the numbers starting with 79 and having more than 2 digits will work.\\n\\nSo + the candidates are:\\n- 79 (two digits)\\n- 179 (three digits) \\n- 279 (three + digits)\\n- 379 (three digits)\\n\\nNow I need to check which of these are prime:\\n\\n79: + Let me check if 79 is prime. I need to check divisibility by primes up to \u221A79 + \u2248 8.9, so I need to check 2, 3, 5, 7.\\n\\n\\n- 79 is odd, so not divisible + by 2\\n- 7+9 = 16, not divisible by 3\\n- Doesn't end in 0 or 5, so not divisible + by 5 \\n- 79 \xF7 7 = 11.28..., so not divisible by 7\\nSo 79 is prime.\\n\\n179: + Testing divisibility by 2, 3, 5, 7, 11, and 13 (since \u221A179 \u2248 13.4). + It's odd, the digit sum is 17 (not divisible by 3), doesn't end in 0 or 5, and + checking 7, 11, and 13 shows none divide evenly into 179, making it prime.\\n\\n279: + The digit sum is 18, which is divisible by 3, so 279 = 3 \xD7 93 is composite.\\n\\n379: + Need to check if this is prime. I need to test divisibility by primes up to + \u221A379 \u2248 19.5.\\n- 379 is odd\\n- Digit sum is 19, not divisible by + 3\\n- Doesn't end in 0 or 5\\n- Testing 7, 11, 13, 17: none divide evenly into + 379\\n- 379 \xF7 19 = 19.94..., so not divisible by 19\\n\\nSince 379 passes + all primality checks up to its square root, it's prime. 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400 contain 79 as a substring? Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"signature\":\"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\",\"thinking\":\"I + need to find all primes below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, + let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- + 79 itself\\n- Numbers starting with 79: 790, 791, 792, etc. (but these are \u2265 + 790 > 400)\\n- Numbers ending with 79: 179, 279, 379\\n- Numbers with 79 in + the middle: This would require at least 3 digits, and the smallest would be + something like 1790, which is > 400\\n\\nSo the candidates are:\\n- 79\\n- 179\\n- + 279\\n- 379\\n\\nNow I need to check which of these are prime.\\n\\n79: Let + me check if 79 is prime.\\n79 \xF7 2 = 39.5 (not divisible)\\n79 \xF7 3 = 26.33... + (not divisible)\\n79 \xF7 5 = 15.8 (not divisible)\\n79 \xF7 7 = 11.28... (not + divisible)\\n\u221A79 \u2248 8.9, so I need to check divisibility up to 8.\\n79 + \xF7 8 = 9.875 (not divisible)\\nSince 79 is not divisible by any prime up to + \u221A79, it is prime.\\n\\n179: Let me check if 179 is prime.\\n179 \xF7 2 + = 89.5 (not divisible)\\n179 \xF7 3 = 59.67... (not divisible)\\n179 \xF7 5 + = 35.8 (not divisible)\\n179 \xF7 7 = 25.57... (not divisible)\\n179 \xF7 11 + = 16.27... (not divisible)\\n\\n\\n179 \xF7 13 = 13.77... (not divisible)\\n\u221A179 + \u2248 13.4, so I've checked all primes up to the square root. 179 is prime.\\n\\n279: + Let me check if 279 is prime.\\n279 \xF7 2 = 139.5 (not divisible)\\n279 \xF7 + 3 = 93 (divisible!)\\nSo 279 = 3 \xD7 93, which means it's composite and not + prime.\\n\\n379: Now checking 379.\\n379 \xF7 2 = 189.5 (not divisible)\\n379 + \xF7 3 = 126.33... (not divisible)\\n379 \xF7 5 = 75.8 (not divisible)\\n379 + \xF7 7 = 54.14... (not divisible)\\n379 \xF7 11 = 34.45... 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + by 2 (it's od\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d)\\n- + Not divisible by \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3 + (1\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"+7+9=17, + not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisible by 3)\\n-\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Not divisible by 5 (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"doesn't + end in 0 or\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 5)\\n- Not divisible\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + by 7: 179 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xF7 + 7 = \"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"25.57\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"... + (not divisible)\\n-\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisible by 11: 179\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \xF7 11 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"= + 16.27\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"... + (not divisible)\\n-\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisible by 13: 179\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \xF7 13 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"= + 13.77\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"... + (not divisible)\\n\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n- + Since\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \u221A179 \u2248 \"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"13.4 + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"and + none\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + of the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + primes up to 13 divide\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 179 is prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nFor\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + the\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + digit\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + sum is 18\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + which is divisible by 3\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + so 279 =\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 3 \xD7 93 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"an\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + isn\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'t + prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + For\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 379, I\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + need to test\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisibility by small\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + primes up\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + to \u221A379 \u2248\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 19.5.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nChecking + \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"379:\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'s + od\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d, + the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + digit\"} }\n\nevent: content_block_delta\ndata: 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nFor\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 179,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + checking\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisibility by \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"2\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 3, 5, \"} }\n\nevent: content_block_delta\ndata: 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + 379 passes\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + all\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divis\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ibility + tests\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + for\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + primes up to its\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + square root,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + making\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it prime as\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + well.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Since\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 379 passes\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + all divis\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ibility + tests up\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + through\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 19, it\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"'s + prime. Now\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + checking\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + digit\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + sum is 18\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + which is divisible by 3\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", + so 279 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xF7 + 3 = \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"93. + This\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + means 279 is\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + composite.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + Therefore, the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + answer is 3.\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"signature_delta\",\"signature\":\"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\"} + \ }\n\nevent: content_block_stop\ndata: {\"type\":\"content_block_stop\",\"index\":0 + }\n\nevent: content_block_start\ndata: {\"type\":\"content_block_start\",\"index\":1,\"content_block\":{\"type\":\"text\",\"text\":\"\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"Looking + at numbers\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + below 400 that contain \\\"79\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\\" + as a substring,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + the\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + candidates\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + are:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + 79, 179, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"279, + and 379.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n\\nChecking + each for\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + primality:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 79: Prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 179: Prime \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 279: Not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + prime (divisible by 3)\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 379: Prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n\\n3\"} + \ }\n\nevent: content_block_stop\ndata: {\"type\":\"content_block_stop\",\"index\":1 + \ }\n\nevent: message_delta\ndata: {\"type\":\"message_delta\",\"delta\":{\"stop_reason\":\"end_turn\",\"stop_sequence\":null},\"usage\":{\"input_tokens\":67,\"cache_creation_input_tokens\":0,\"cache_read_input_tokens\":0,\"output_tokens\":1639} + \ }\n\nevent: message_stop\ndata: {\"type\":\"message_stop\" }\n\n" + headers: + CF-RAY: + - 9baffb965d096817-SEA + Cache-Control: + - no-cache + Connection: + - keep-alive + Content-Type: + - text/event-stream; charset=utf-8 + Date: + - Fri, 09 Jan 2026 00:57:50 GMT + Server: + - cloudflare + Transfer-Encoding: + - chunked + X-Robots-Tag: + - none + anthropic-organization-id: + - 217a607f-ed5e-40af-8a7d-f83ed52d59d6 + anthropic-ratelimit-input-tokens-limit: + - '2000000' + anthropic-ratelimit-input-tokens-remaining: + - '2000000' + anthropic-ratelimit-input-tokens-reset: + - '2026-01-09T00:57:49Z' + anthropic-ratelimit-output-tokens-limit: + - '400000' + anthropic-ratelimit-output-tokens-remaining: + - '400000' + anthropic-ratelimit-output-tokens-reset: + - '2026-01-09T00:57:49Z' + anthropic-ratelimit-requests-limit: + - '4000' + anthropic-ratelimit-requests-remaining: + - '3999' + anthropic-ratelimit-requests-reset: + - '2026-01-09T00:57:49Z' + anthropic-ratelimit-tokens-limit: + - '2400000' + anthropic-ratelimit-tokens-remaining: + - '2400000' + anthropic-ratelimit-tokens-reset: + - '2026-01-09T00:57:49Z' + cf-cache-status: + - DYNAMIC + request-id: + - req_011CWvtwFQiEtjAcRibmHRw8 + strict-transport-security: + - max-age=31536000; includeSubDomains; preload + x-envoy-upstream-service-time: + - '728' + status: + code: 200 + message: OK +- request: + body: "{\"max_tokens\":16000,\"messages\":[{\"role\":\"user\",\"content\":\"How + many primes below 400 contain 79 as a substring? Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I + need to find all prime numbers below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, + let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- + Numbers like 79, 179, 279, 379 (79 at the end)\\n- Numbers like 790, 791, 792, + etc. (but these are \u2265 790, so above 400)\\n- Numbers like 1790, 2790, etc. + (but these are way above 400)\\n\\nSo the only candidates below 400 are: 79, + 179, 279, 379\\n\\nNow I need to check which of these are prime:\\n\\n79: Let + me check if 79 is prime\\n- Not divisible by 2 (it's odd)\\n- Not divisible + by 3 (7+9=16, not divisible by 3)\\n- Not divisible by 5 (doesn't end in 0 or + 5)\\n- Not divisible by 7: 79 \xF7 7 = 11.28... (not divisible)\\n- I only need + to check up to \u221A79 \u2248 8.9, so I need to check 2, 3, 5, 7\\n- Since + none of these divide 79, it's prime\\n\\n179: Let me check if 179 is prime\\n- + Not divisible by 2 (it's odd)\\n- Not divisible by 3 (1+7+9=17, not divisible + by 3)\\n- Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible by 7: + 179 \xF7 7 = 25.57... (not divisible)\\n- Not divisible by 11: 179 \xF7 11 = + 16.27... (not divisible)\\n- Not divisible by 13: 179 \xF7 13 = 13.77... (not + divisible)\\n\\n\\n- Since \u221A179 \u2248 13.4 and none of the primes up to + 13 divide it, 179 is prime.\\n\\nFor 279, the digit sum is 18, which is divisible + by 3, so 279 = 3 \xD7 93 and isn't prime. For 379, I need to test divisibility + by small primes up to \u221A379 \u2248 19.5.\\n\\nChecking 379: it's odd, the + digit sum 19 isn't divisible by 3, it doesn't end in 0 or 5, and testing 7, + 11, 13, 17, and 19 all yield non-integer results, so 379 appears to be prime.\\n\\nSince + I only need to verify divisibility up to \u221A379 \u2248 19.5, and none of + the primes in that range divide 379, I can confirm it's prime. The three primes + below 400 containing \\\"79\\\" are therefore 79, 179, and 379. Let me verify + 79 itself: it's odd, digit sum is 16 (not divisible by 3), doesn't end in 0 + or 5, and 79 \xF7 7 leaves remainder 2, confirming 79 is also prime.\\n\\nFor + 179, checking divisibility by 2, 3, 5, 7, 11, and 13 up to \u221A179 \u2248 + 13.4 shows none divide evenly\u2014it's prime. Similarly, 379 passes all divisibility + tests for primes up to its square root, making it prime as well. Since 379 passes + all divisibility tests up through 19, it's prime. Now checking 279: the digit + sum is 18, which is divisible by 3, so 279 \xF7 3 = 93. This means 279 is composite. + Therefore, the answer is 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}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 7\\n\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nTesting\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + these\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\":\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 79 is\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + odd, digit\"} }\n\nevent: content_block_delta\ndata: 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{\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"or + 5, and checking\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 7\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\",\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 11, an\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + 13 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"shows + none\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divide ev\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"enly + into\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 179,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + making\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + it prime.\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nFor\"} + }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279: The\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + digit\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + sum is 18\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\",\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + which is divisible by 3,\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + so 279 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\xF7 + 3 = \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"93,\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + meaning\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 279 is\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + composite\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".\"} + }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nFor + 379: I\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + need to test\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divisibility by primes up to \u221A\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"379 + \u2248 19\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".5. + Testing 2, \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3, + 5, 7,\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 11, an\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + 13 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"all\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + fail\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + to\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + divide ev\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"enly,\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + an\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"d + continuing\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + with\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + 17 and 19 also\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + yields\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + no factors\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\",\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + confir\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"ming + 379 is prime.\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nThe\"} + \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + complete\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + list\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + of primes below 400 containing\"} }\n\nevent: content_block_delta\ndata: + {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" + \\\"79\\\" is \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79, + 179, and 379\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2014\"} + }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"three\"}}\n\nevent: + content_block_delta\ndata: 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\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 279\\n- 379\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n\\nChecking + each for\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + primality:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 79: Prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 179: Prime \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- + 279: Not prime (\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"divisible + by 3)\\n-\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" + 379: Prime\\n\\n3\"} }\n\nevent: content_block_stop\ndata: {\"type\":\"content_block_stop\",\"index\":1 + \ }\n\nevent: message_delta\ndata: {\"type\":\"message_delta\",\"delta\":{\"stop_reason\":\"end_turn\",\"stop_sequence\":null},\"usage\":{\"input_tokens\":67,\"cache_creation_input_tokens\":0,\"cache_read_input_tokens\":0,\"output_tokens\":1193} + \ }\n\nevent: message_stop\ndata: {\"type\":\"message_stop\" }\n\n" + headers: + CF-RAY: + - 9baff7a84e2430a7-SEA + Cache-Control: + - no-cache + Connection: + - keep-alive + Content-Type: + - text/event-stream; charset=utf-8 + Date: + - Fri, 09 Jan 2026 00:55:09 GMT + Server: + - cloudflare + Transfer-Encoding: + - chunked + X-Robots-Tag: + - none + anthropic-organization-id: + - 217a607f-ed5e-40af-8a7d-f83ed52d59d6 + anthropic-ratelimit-input-tokens-limit: + - '2000000' + anthropic-ratelimit-input-tokens-remaining: + - '2000000' + anthropic-ratelimit-input-tokens-reset: + - '2026-01-09T00:55:08Z' + anthropic-ratelimit-output-tokens-limit: + - '400000' + anthropic-ratelimit-output-tokens-remaining: + - '400000' + anthropic-ratelimit-output-tokens-reset: + - '2026-01-09T00:55:08Z' + anthropic-ratelimit-requests-limit: + - '4000' + anthropic-ratelimit-requests-remaining: + - '3999' + anthropic-ratelimit-requests-reset: + - '2026-01-09T00:55:08Z' + anthropic-ratelimit-tokens-limit: + - '2400000' + anthropic-ratelimit-tokens-remaining: + - '2400000' + anthropic-ratelimit-tokens-reset: + - '2026-01-09T00:55:08Z' + cf-cache-status: + - DYNAMIC + request-id: + - req_011CWvtjPCwGP7gptT45Wub9 + strict-transport-security: + - max-age=31536000; includeSubDomains; preload + x-envoy-upstream-service-time: + - '608' + status: + code: 200 + message: OK +- request: + body: "{\"max_tokens\":16000,\"messages\":[{\"role\":\"user\",\"content\":\"How + many primes below 400 contain 79 as a substring? Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I + need to find all prime numbers below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, + let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- + Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, + 796, 797, 798, 799\\n- Numbers of the form X79 (where X is a digit): 179, 279, + 379\\n- The number 79 itself\\n\\nWait, let me be more systematic. The numbers + below 400 that contain \\\"79\\\" as a substring are:\\n- 79\\n- 179\\n- 279\\n- + 379\\n- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all + \u2265 790, so they're all above 400)\\n\\nSo I only need to check: 79, 179, + 279, 379\\n\\nLet me check if each is prime:\\n\\n79: Let me check if 79 is + prime.\\n- Not divisible by 2 (it's odd)\\n- Not divisible by 3: 7+9 = 16, not + divisible by 3\\n- Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible + by 7: 79 \xF7 7 = 11.28... (not divisible)\\n- Since \u221A79 \u2248 8.9, I + only need to check up to 8\\n- Not divisible by 8 (since not divisible by 2)\\n\\nActually, + let me be more careful. To check if 79 is prime, I need to check divisibility + by all primes up to \u221A79 \u2248 8.9.\\nPrimes up to 8: 2, 3, 5, 7\\n\\n\\nTesting + these: 79 is odd, digit sum is 16 (not divisible by 3), doesn't end in 0 or + 5, and 79 \xF7 7 \u2248 11.3. So 79 is prime.\\n\\n179: I need to check divisibility + by primes up to \u221A179 \u2248 13.4, which means testing 2, 3, 5, 7, 11, and + 13. 179 is odd, has digit sum 17 (not divisible by 3), doesn't end in 0 or 5, + and checking 7, 11, and 13 shows none divide evenly into 179, making it prime.\\n\\nFor + 279: The digit sum is 18, which is divisible by 3, so 279 \xF7 3 = 93, meaning + 279 is composite.\\n\\nFor 379: I need to test divisibility by primes up to + \u221A379 \u2248 19.5. 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Connection: + - keep-alive + Content-Encoding: + - gzip + Content-Type: + - application/json + Date: + - Fri, 09 Jan 2026 00:53:50 GMT + Server: + - cloudflare + Transfer-Encoding: + - chunked + X-Robots-Tag: + - none + anthropic-organization-id: + - 217a607f-ed5e-40af-8a7d-f83ed52d59d6 + anthropic-ratelimit-input-tokens-limit: + - '2000000' + anthropic-ratelimit-input-tokens-remaining: + - '2000000' + anthropic-ratelimit-input-tokens-reset: + - '2026-01-09T00:53:37Z' + anthropic-ratelimit-output-tokens-limit: + - '400000' + anthropic-ratelimit-output-tokens-remaining: + - '399000' + anthropic-ratelimit-output-tokens-reset: + - '2026-01-09T00:53:50Z' + anthropic-ratelimit-requests-limit: + - '4000' + anthropic-ratelimit-requests-remaining: + - '3999' + anthropic-ratelimit-requests-reset: + - '2026-01-09T00:53:37Z' + anthropic-ratelimit-tokens-limit: + - '2400000' + anthropic-ratelimit-tokens-remaining: + - '2399000' + anthropic-ratelimit-tokens-reset: + - '2026-01-09T00:53:37Z' + cf-cache-status: + - DYNAMIC + request-id: + - req_011CWvtcdF5yMQNQWgDa9dhV + strict-transport-security: + - max-age=31536000; includeSubDomains; preload + x-envoy-upstream-service-time: + - '13338' + status: + code: 200 + message: OK +- request: + body: "{\"max_tokens\":16000,\"messages\":[{\"role\":\"user\",\"content\":\"How + many primes below 400 contain 79 as a substring? Answer ONLY with the number, + not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"signature\":\"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\",\"thinking\":\"I + need to find all primes below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, + let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- + Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, + 796, 797, 798, 799\\n- Numbers of the form X79 (where X is a digit): 179, 279, + 379\\n- The number 79 itself\\n\\nWait, let me be more systematic. Numbers below + 400 that contain \\\"79\\\":\\n- 79\\n- 179\\n- 279\\n- 379\\n- Numbers starting + with 79: but these would be 790+ which are all \u2265 790 > 400, so none of + these are below 400.\\n\\nSo the candidates are: 79, 179, 279, 379\\n\\nNow + I need to check which of these are prime:\\n\\n79: Let me check if 79 is prime.\\n\u221A79 + \u2248 8.9, so I need to check divisibility by primes up to 8: 2, 3, 5, 7\\n79 + is odd, so not divisible by 2\\n79 = 7 + 9 = 16, 1 + 6 = 7, not divisible by + 3\\n79 doesn't end in 0 or 5, so not divisible by 5\\n79 \xF7 7 = 11.28..., + so not divisible by 7\\nSo 79 is prime.\\n\\n179: Let me check if 179 is prime.\\n\u221A179 + \u2248 13.4, so I need to check divisibility by primes up to 13: 2, 3, 5, 7, + 11, 13\\n179 is odd, so not divisible by 2\\n1 + 7 + 9 = 17, 1 + 7 = 8, not + divisible by 3\\n\\n\\n179 doesn't end in 0 or 5, so not divisible by 5\\n179 + \xF7 7 = 25.57..., so not divisible by 7\\n179 \xF7 11 = 16.27..., so not divisible + by 11\\n179 \xF7 13 = 13.77..., so not divisible by 13\\nSo 179 is prime.\\n\\n279: + The digit sum is 2 + 7 + 9 = 18, which is divisible by 3, so 279 is divisible + by 3 and not prime.\\n\\n379: I need to check divisibility by primes up to \u221A379 + \u2248 19.5. It's odd, so not divisible by 2. The digit sum 3 + 7 + 9 = 19 isn't + divisible by 3. It doesn't end in 0 or 5. Testing 7, 11, and continuing through + the primes up to 19 to determine if 379 is prime.\\n\\nAfter checking all primes + up to 19 (7, 11, 13, 17, 19), none divide 379 evenly, so 379 is prime. 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Answer ONLY with the number, not sharing which primes they are."}], + "role": "user"}, {"parts": [{"text": "**The Prime \"79\" Hunt**\n\nOkay, here''s + the task: I need to find the count of prime numbers under 400 that have \"79\" + as a substring. First, I''ll generate a list of primes less than 400. The Sieve + of Eratosthenes is perfect for this. I''ll create a boolean array, mark multiples + as composite, and then I''ll have a clean list of primes.\n\nOnce I have the + primes, I iterate through them, converting each to a string, and check if \"79\" + is present. I''m thinking I can just use the `in` operator for this - efficient + and readable.\n\nSo, first the sieve: I''m setting up an array, marking 0 and + 1 as non-primes, then iterating up to the square root of 400, which is 20. If + a number is prime, I mark all its multiples as composite. That should be pretty + fast. After this, I''ve confirmed by code that this gives me my complete list + of all primes less than 400:\n\n2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, + 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, + 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, + 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, + 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397\n\nNow, + the filtering stage. I''ll go through the list. Let''s start systematically.\n\n* 79: + Bingo.\n* 179: Also a hit!\n* 279: Not prime, quick mental check: sum of + digits is 18 (divisible by 3), so divisible by 3. No need to look any further. + I''m only interested in the primes from my sieve.\n* 379: This one contains + 79.\n\nNow, checking the list, no other number less than 400 fits. I could have + a number of the form `79X` but that would exceed 400. Likewise, `X79` with X + = 0, 1, 2 is not in my list. Checking the list of primes shows there are no + others.\n\nTherefore, the primes with \"79\" are 79, 179 and 379. That''s a + total of 3 primes. The code confirms this.\n\nI''m confident the answer is:\n3\n", + "thought": true}, {"text": "3"}], "role": "model"}, {"parts": [{"text": "If + you remember what the primes were, then share them, or say ''I don''t remember.''"}], + "role": "user"}], "generationConfig": {"thinkingConfig": {"include_thoughts": + false, "thinking_budget": 0}}}' + headers: + accept: + - '*/*' + accept-encoding: + - gzip, deflate + connection: + - keep-alive + content-length: + - '2401' + content-type: + - application/json + host: + - generativelanguage.googleapis.com + user-agent: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-client: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - + method: POST + uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:generateContent + response: + body: + string: !!binary | + H4sIAAAAAAAC/2WQX0vDMBTF3/spQl582YYUdNM38Q9WFKeWIcqQO3PXBdOkJClsln53k9Z0meYh + Cfeee5LzaxJC6CdIxhlYNPScvLsKIU23+56SFqV1jVByxQq03Wv71UR3J7G49UM0I0zJI0s0lliu + UE9opGuH+3K0d9dKoB8tFUMR5G0Q0DWX3GyeEYySXvaSP87p0OWS4daVj5PwQGdNawMFPqAFlxOG + NLTSqqxsrr5QXqq6yzmbnfZuEZcDQWhbZUEcjp6lo3++5sq9ykXMK0LpQoLgdueT5NevOY1A2D/f + Cii6c5n8Quk5LVAb3gMpsHSIxunkZLwWYDadJdVoKiUNZsxr8OaugLcd3KrV0/c0m6cf99P6QtGk + TX4AEAJs4RMCAAA= + headers: + Alt-Svc: + - h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 + Content-Encoding: + - gzip + Content-Type: + - application/json; charset=UTF-8 + Date: + - Fri, 09 Jan 2026 00:57:28 GMT + Server: + - scaffolding on HTTPServer2 + Server-Timing: + - gfet4t7; dur=490 + Transfer-Encoding: + - chunked + Vary: + - Origin + - X-Origin + - Referer + X-Content-Type-Options: + - nosniff + X-Frame-Options: + - SAMEORIGIN + X-XSS-Protection: + - '0' + status: + code: 200 + message: OK +version: 1 diff --git a/python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/async_stream.yaml b/python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/async_stream.yaml new file mode 100644 index 0000000000..a42c166dfb --- /dev/null +++ b/python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/async_stream.yaml @@ -0,0 +1,197 @@ +interactions: +- request: + body: '{"contents": [{"parts": [{"text": "How many primes below 400 contain 79 + as a substring? Answer ONLY with the number, not sharing which primes they are."}], + "role": "user"}], "generationConfig": {"thinkingConfig": {"include_thoughts": + true, "thinking_budget": 6400}}}' + headers: + accept: + - '*/*' + accept-encoding: + - gzip, deflate + connection: + - keep-alive + content-length: + - '266' + content-type: + - application/json + host: + - generativelanguage.googleapis.com + user-agent: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-client: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - + method: POST + uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:streamGenerateContent?alt=sse + response: + body: + string: "data: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Charting + Prime Territory**\\n\\nOkay, I've got the goal locked in: count primes under + 400 containing \\\"79\\\". Currently, I'm forming my initial strategy, with + the crucial first step being listing all prime numbers below 400. That's the + baseline, and then I'll filter. It is the beginning of the journey.\\n\\n\\n\",\"thought\": + true}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": + 30,\"totalTokenCount\": 98,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": + 30}],\"thoughtsTokenCount\": 68},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": + \"uVJgabi3DYWsz7IP3PzDwAM\"}\r\n\r\ndata: {\"candidates\": [{\"content\": + {\"parts\": [{\"text\": \"**Refining the Approach**\\n\\nNow I have a clearer + picture. I have the core strategy: generate primes under 400, then filter + for the substring \\\"79.\\\" I'm mentally simulating having a list. The next + step is to execute this plan by getting a concrete list or generating it. + I'll need to make sure I don't miss any in the iteration.\\n\\n\\n\",\"thought\": + true}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": + 30,\"totalTokenCount\": 634,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": + 30}],\"thoughtsTokenCount\": 604},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": + \"uVJgabi3DYWsz7IP3PzDwAM\"}\r\n\r\ndata: {\"candidates\": [{\"content\": + {\"parts\": [{\"text\": \"**Evaluating Substring Criteria**\\n\\nI'm now methodically + evaluating primes for the \\\"79\\\" substring. I generated primes up to 400 + and created a checklist for primes ending in \\\"79\\\" or with \\\"79\\\" + embedded. I've narrowed down the candidates and am testing each number's primality + or checking the list. The goal is to avoid errors and be complete.\\n\\n\\n\",\"thought\": + true}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": + 30,\"totalTokenCount\": 1171,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": + 30}],\"thoughtsTokenCount\": 1141},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": + \"uVJgabi3DYWsz7IP3PzDwAM\"}\r\n\r\ndata: {\"candidates\": [{\"content\": + {\"parts\": [{\"text\": \"**Confirming Substring Presence**\\n\\nI've taken + the listed primes under 400 and meticulously examined each one for the \\\"79\\\" + substring, creating a subset. I systematically generated a list of primes + up to 400 to form the set. I confirmed the primality of the numbers where + \\\"79\\\" appears and performed the final count. I'm confident in my results.\\n\\n\\n\\n\",\"thought\": + true}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": + 30,\"totalTokenCount\": 1611,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": + 30}],\"thoughtsTokenCount\": 1581},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": + \"uVJgabi3DYWsz7IP3PzDwAM\"}\r\n\r\ndata: {\"candidates\": [{\"content\": + {\"parts\": [{\"text\": \"**Verifying Substring Presence**\\n\\nI've rigorously + checked the prime list for the presence of \\\"79,\\\" using both mental checks + and systematic validation. The process has been thorough, ensuring that nothing + was overlooked. 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Answer ONLY with the number, not sharing which primes they are."}], + "role": "user"}, {"parts": [{"text": "**Charting Prime Territory**\n\nOkay, + I''ve got the goal locked in: count primes under 400 containing \"79\". Currently, + I''m forming my initial strategy, with the crucial first step being listing + all prime numbers below 400. That''s the baseline, and then I''ll filter. It + is the beginning of the journey.\n\n\n", "thought": true}, {"text": "**Refining + the Approach**\n\nNow I have a clearer picture. I have the core strategy: generate + primes under 400, then filter for the substring \"79.\" I''m mentally simulating + having a list. The next step is to execute this plan by getting a concrete list + or generating it. I''ll need to make sure I don''t miss any in the iteration.\n\n\n", + "thought": true}, {"text": "**Evaluating Substring Criteria**\n\nI''m now methodically + evaluating primes for the \"79\" substring. 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The + plan involves generating a list of primes and then iterating through them, + checking for the substring. My approach focuses on efficiency to ensure a + quick result.\\n\\n\\n\",\"thought\": true}],\"role\": \"model\"},\"index\": + 0}],\"usageMetadata\": {\"promptTokenCount\": 30,\"totalTokenCount\": 97,\"promptTokensDetails\": + [{\"modality\": \"TEXT\",\"tokenCount\": 30}],\"thoughtsTokenCount\": 67},\"modelVersion\": + \"gemini-2.5-flash\",\"responseId\": \"HVJgacGnLYKymtkPktiSkAY\"}\r\n\r\ndata: + {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Identifying Patterns + and Numbers**\\n\\nI've systematically generated prime numbers below 400 and + checked for the substring \\\"79.\\\" So far, I've found it in 79 and 179. + I'm now verifying the final prime numbers between 300 and 400. 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The approach used + here is fully verified.\\n\\n\\n\",\"thought\": true}],\"role\": \"model\"},\"index\": + 0}],\"usageMetadata\": {\"promptTokenCount\": 30,\"totalTokenCount\": 2361,\"promptTokensDetails\": + [{\"modality\": \"TEXT\",\"tokenCount\": 30}],\"thoughtsTokenCount\": 2331},\"modelVersion\": + \"gemini-2.5-flash\",\"responseId\": \"HVJgacGnLYKymtkPktiSkAY\"}\r\n\r\ndata: + {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Counting Primes + with Substrings**\\n\\nI've completed my systematic listing and checking of + all primes below 400 for the substring \\\"79\\\". I'm now certain that only + 79, 179 and 379 contain this substring. The process involved a careful examination + of digit combinations. 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Once complete, + I can confidently provide the final count of primes containing \"79.\"\n\n\n", + "thought": true}, {"text": "**Confirming Prime Number Counts**\n\nNow, I''ve + methodically listed all primes under 400 and meticulously checked for the presence + of the substring \"79\". I confirmed that 79, 179 and 379 are the only primes + that satisfy the condition. The work is checked, so I am confident that I have + provided an accurate count.\n\n\n", "thought": true}, {"text": "**Verifying + Prime Number Substrings**\n\nI''ve carefully listed all primes below 400 and + exhaustively checked for \"79\" as a substring in each. The primes containing + \"79\" are definitively 79, 179, and 379. My thorough verification involved + a systematic check of various digit combinations. I''m now confident in the + completeness of the search.\n\n\n", "thought": true}, {"text": "**Confirming + the Prime Count**\n\nI''ve rigorously checked all primes below 400 for the substring + \"79\". The only ones that meet the criteria are 79, 179 and 379. This exhaustive + search confirms the final count of 3 primes. The approach used here is fully + verified.\n\n\n", "thought": true}, {"text": "**Counting Primes with Substrings**\n\nI''ve + completed my systematic listing and checking of all primes below 400 for the + substring \"79\". I''m now certain that only 79, 179 and 379 contain this substring. + The process involved a careful examination of digit combinations. I am ready + to provide the final count, which is 3.\n\n\n", "thought": true}, {"text": "3"}], + "role": "model"}, {"parts": [{"text": "If you remember what the primes were, + then share them, or say ''I don''t remember.''"}], "role": "user"}], "generationConfig": + {"thinkingConfig": {"include_thoughts": false, "thinking_budget": 0}}}' + headers: + accept: + - '*/*' + accept-encoding: + - gzip, deflate + connection: + - keep-alive + content-length: + - '2537' + content-type: + - application/json + host: + - generativelanguage.googleapis.com + user-agent: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-client: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - + method: POST + uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:streamGenerateContent?alt=sse + response: + body: + string: "data: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"I don't\"}],\"role\": + \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": 517,\"candidatesTokenCount\": + 4,\"totalTokenCount\": 521,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": + 517}]},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": \"KFJgaajLGcO2qtsP-dSxyQ8\"}\r\n\r\ndata: + {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \" remember.\"}],\"role\": + \"model\"},\"finishReason\": \"STOP\",\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": + 517,\"candidatesTokenCount\": 6,\"totalTokenCount\": 523,\"promptTokensDetails\": + [{\"modality\": \"TEXT\",\"tokenCount\": 517}]},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": + \"KFJgaajLGcO2qtsP-dSxyQ8\"}\r\n\r\n" + headers: + Alt-Svc: + - h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 + Content-Disposition: + - attachment + Content-Type: + - text/event-stream + Date: + - Fri, 09 Jan 2026 00:56:08 GMT + Server: + - scaffolding on HTTPServer2 + Server-Timing: + - gfet4t7; dur=379 + Transfer-Encoding: + - chunked + Vary: + - Origin + - X-Origin + - Referer + X-Content-Type-Options: + - nosniff + X-Frame-Options: + - SAMEORIGIN + X-XSS-Protection: + - '0' + status: + code: 200 + message: OK +version: 1 diff --git a/python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/sync.yaml b/python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/sync.yaml new file mode 100644 index 0000000000..5fb9a21b0c --- /dev/null +++ b/python/tests/e2e/output/cassettes/test_call_with_thinking/google_gemini_2_5_flash/sync.yaml @@ -0,0 +1,166 @@ +interactions: +- request: + body: '{"contents": [{"parts": [{"text": "How many primes below 400 contain 79 + as a substring? 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Answer ONLY with the number, not sharing which primes they are."}], + "role": "user"}, {"parts": [{"text": "**Prime Number Search with Substring Check**\n\nOkay, + so I''m being asked to find the number of primes less than 400 that have \"79\" + as a substring. My mind immediately goes to breaking this down into a few clear + steps.\n\nFirst, I need to generate all the prime numbers below 400. I could + do this by hand, but since I am trying to be efficient, I can use the Sieve + of Eratosthenes. I''ll need to create a boolean array, `is_prime`, and mark + all the multiples of each prime as not prime. I will stop when I reach the square + root of 400, which is 20. Then, I can simply go through the boolean array and + collect the prime numbers.\n\nNext, I need to iterate through this list and, + for each prime, convert it into a string and check if it has \"79\" as a substring. + This is a pretty straightforward string operation. I''m going to have to remember + to check for three and two-digit primes.\n\nThen, I''ll just count how many + primes have this substring. Easy peasy.\n\nI just went through and systematically + checked all the primes less than 400. In the end, there are three primes less + than 400 that contain the substring \"79\": 79, 179 and 379.\n", "thought": + true}, {"text": "The primes below 400 are:\n2, 3, 5, 7, 11, 13, 17, 19, 23, + 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, + 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, + 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, + 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, + 389, 397.\n\nNow we check which of these primes contain \"79\" as a substring:\n1. **79** + (contains \"79\")\n2. **179** (contains \"79\")\n3. **379** (contains \"79\")\n\nThere + are 3 such primes.\n\n3"}], "role": "model"}, {"parts": [{"text": "If you remember + what the primes were, then share them, or say ''I don''t remember.''"}], "role": + "user"}], "generationConfig": {"thinkingConfig": {"include_thoughts": false, + "thinking_budget": 0}}}' + headers: + accept: + - '*/*' + accept-encoding: + - gzip, deflate + connection: + - keep-alive + content-length: + - '2185' + content-type: + - application/json + host: + - generativelanguage.googleapis.com + user-agent: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-client: + - google-genai-sdk/1.48.0 gl-python/3.10.16 + x-goog-api-key: + - + method: POST + uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:generateContent + response: + body: + string: !!binary | + H4sIAAAAAAAC/2WQUUvDMBSF3/srQp67sU5GW99EJ4ioQ4sTZQ+X9a4NpklNMpyU/neTdO06zUMS + 7jk5N/drAkLoFkTOcjCo6SX5sBVCGr87TQqDwlihL9liDcqcvN1qRndrMXhwj2hWIqkVq1ATUEji + NCSR22xLchGnUzp61g73TXhqpiRHl1TJHHlvb3sD3THBdPmMoKVwtpfsaUUHlYkcD7Y8C/oGPpru + NRT4gAbs2DAMR2slq9pk8hPFtdz7seN03qWNMJ0ZouSoG2mAn0lJNAv/Besb25bxMb8RWjslcGZ+ + PLvlW0ZHJMyff/Us/LkJjlQ6UK+oNOuIFFhZRpP5dDHZcdClj6QKdS2FxrvceWbRbQHv6+Xjtlp8 + Gb1K0vt1cfVNgzb4BfpNkbIjAgAA + headers: + Alt-Svc: + - h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 + Content-Encoding: + - gzip + Content-Type: + - application/json; charset=UTF-8 + Date: + - Fri, 09 Jan 2026 00:54:43 GMT + Server: + - scaffolding on HTTPServer2 + Server-Timing: + - gfet4t7; dur=418 + Transfer-Encoding: + - chunked + Vary: + - Origin + - X-Origin + - Referer + X-Content-Type-Options: + - nosniff + X-Frame-Options: + - SAMEORIGIN + X-XSS-Protection: + - '0' + status: + code: 200 + message: OK +version: 1 diff --git a/python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/async.yaml b/python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/async.yaml new file mode 100644 index 0000000000..5408944721 --- /dev/null +++ b/python/tests/e2e/output/cassettes/test_call_with_thinking/openai_gpt_5_responses/async.yaml @@ -0,0 +1,271 @@ +interactions: +- request: + body: '{"input":[{"content":"How many primes below 400 contain 79 as a substring? 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{\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"ity\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"WsgbpszbJcotu\",\"output_index\":0,\"sequence_number\":214,\"summary_index\":1}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"Rl6iCj7qvA14ezu\",\"output_index\":0,\"sequence_number\":215,\"summary_index\":1}\n\nevent: + response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"sequence_number\":216,\"summary_index\":1,\"text\":\"**Identifying + primes with 79**\\n\\nI'm checking for any numbers of the form x79, where + x is 1, 2, or 3, to stay under 400. That means I need to evaluate 179, 279, + and 379. I know 279 is composite, but both 179 and 379 are prime. So, I can + confirm there are three primes: 79, 179, and 379. I also consider if there + are any non-contiguous numbers containing \\\"79\\\"\u2014but they don't qualify + based on my substring definition. My likely answer is three primes, which + I will double-check for primality.\"}\n\nevent: response.reasoning_summary_part.done\ndata: + {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Identifying + primes with 79**\\n\\nI'm checking for any numbers of the form x79, where + x is 1, 2, or 3, to stay under 400. That means I need to evaluate 179, 279, + and 379. I know 279 is composite, but both 179 and 379 are prime. So, I can + confirm there are three primes: 79, 179, and 379. I also consider if there + are any non-contiguous numbers containing \\\"79\\\"\u2014but they don't qualify + based on my substring definition. My likely answer is three primes, which + I will double-check for primality.\"},\"sequence_number\":217,\"summary_index\":1}\n\nevent: + response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":218,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Ver\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"nbvzZrRMqiD\",\"output_index\":0,\"sequence_number\":219,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: 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three\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"1DrxLkVLec\",\"output_index\":0,\"sequence_number\":322,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + primes\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"3QJfm78GY\",\"output_index\":0,\"sequence_number\":323,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\",\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"yfAsqeUs8AP5SlY\",\"output_index\":0,\"sequence_number\":324,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + including\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"WdyQ2e\",\"output_index\":0,\"sequence_number\":325,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + 79\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"0gHtwbV8l9tZP\",\"output_index\":0,\"sequence_number\":326,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"yCkUssJtcpIRtFd\",\"output_index\":0,\"sequence_number\":327,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"sequence_number\":328,\"summary_index\":2,\"text\":\"**Verifying + primes and composites**\\n\\nI'm checking for primes up to 13. After going + through numbers like 2, 3, 5, 7, 11, and 13, I've confirmed that 13 is prime. + \\n\\nNext, for 279, it's not even, but its digits add up to 18, which means + it's divisible by 3 and thus composite. \\n\\nNow, looking at 379, it checks + out as prime after verifying with smaller primes. \\n\\nI\u2019ve found that + there aren\u2019t any other qualifying numbers with \\\"79.\\\" So, the total + count remains three primes, including 79.\"}\n\nevent: response.reasoning_summary_part.done\ndata: + {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Verifying + primes and composites**\\n\\nI'm checking for primes up to 13. After going + through numbers like 2, 3, 5, 7, 11, and 13, I've confirmed that 13 is prime. + \\n\\nNext, for 279, it's not even, but its digits add up to 18, which means + it's divisible by 3 and thus composite. \\n\\nNow, looking at 379, it checks + out as prime after verifying with smaller primes. \\n\\nI\u2019ve found that + there aren\u2019t any other qualifying numbers with \\\"79.\\\" So, the total + count remains three primes, including 79.\"},\"sequence_number\":329,\"summary_index\":2}\n\nevent: + response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":330,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.delta\ndata: 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just\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"pz5adxoA7OR\",\"output_index\":0,\"sequence_number\":427,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + \\\"\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"OUHNg0tJVszulQ\",\"output_index\":0,\"sequence_number\":428,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"3\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"hfTAzSLdIcLO8DG\",\"output_index\":0,\"sequence_number\":429,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"\\\".\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"obfuscation\":\"lNSxJHkq0thUNB\",\"output_index\":0,\"sequence_number\":430,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"sequence_number\":431,\"summary_index\":3,\"text\":\"**Finalizing + count of primes with 79**\\n\\nI briefly considered the number 297, but it + doesn't meet the criteria. I need to ensure that 379 is confirmed as prime\u2014yes, + it is. I've looked through other potential numbers that might form with \\\"79\\\" + and determined that 79 works with 379 and 179, but 279 is composite. \\n\\nI + checked 97 and found it doesn\u2019t qualify either. Numbers like 397 and + 795 don\u2019t meet our conditions either. After everything, I'm confident + the answer is just \\\"3\\\".\"}\n\nevent: response.reasoning_summary_part.done\ndata: + {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Finalizing + count of primes with 79**\\n\\nI briefly considered the number 297, but it + doesn't meet the criteria. I need to ensure that 379 is confirmed as prime\u2014yes, + it is. I've looked through other potential numbers that might form with \\\"79\\\" + and determined that 79 works with 379 and 179, but 279 is composite. \\n\\nI + checked 97 and found it doesn\u2019t qualify either. Numbers like 397 and + 795 don\u2019t meet our conditions either. After everything, I'm confident + the answer is just \\\"3\\\".\"},\"sequence_number\":432,\"summary_index\":3}\n\nevent: + response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"rs_070229d1723681c2006960527930d88195bc7f33214161e67d\",\"type\":\"reasoning\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Counting + primes with 79**\\n\\nI need to count primes less than 400 that contain \\\"79\\\" + as a substring. The possibilities include 79 itself, 179, 279, and 379. I + know that numbers like 790-799 exceed 400, so those are out. Among the candidates, + 179 and 379 are confirmed primes, while 279 is composite. 79 itself is prime + as well. So, the only primes containing \\\"79\\\" under 400 are 79, 179, + and 379.\"},{\"type\":\"summary_text\",\"text\":\"**Identifying primes with + 79**\\n\\nI'm checking for any numbers of the form x79, where x is 1, 2, or + 3, to stay under 400. That means I need to evaluate 179, 279, and 379. I know + 279 is composite, but both 179 and 379 are prime. So, I can confirm there + are three primes: 79, 179, and 379. I also consider if there are any non-contiguous + numbers containing \\\"79\\\"\u2014but they don't qualify based on my substring + definition. My likely answer is three primes, which I will double-check for + primality.\"},{\"type\":\"summary_text\",\"text\":\"**Verifying primes and + composites**\\n\\nI'm checking for primes up to 13. After going through numbers + like 2, 3, 5, 7, 11, and 13, I've confirmed that 13 is prime. \\n\\nNext, + for 279, it's not even, but its digits add up to 18, which means it's divisible + by 3 and thus composite. \\n\\nNow, looking at 379, it checks out as prime + after verifying with smaller primes. \\n\\nI\u2019ve found that there aren\u2019t + any other qualifying numbers with \\\"79.\\\" So, the total count remains + three primes, including 79.\"},{\"type\":\"summary_text\",\"text\":\"**Finalizing + count of primes with 79**\\n\\nI briefly considered the number 297, but it + doesn't meet the criteria. I need to ensure that 379 is confirmed as prime\u2014yes, + it is. I've looked through other potential numbers that might form with \\\"79\\\" + and determined that 79 works with 379 and 179, but 279 is composite. \\n\\nI + checked 97 and found it doesn\u2019t qualify either. Numbers like 397 and + 795 don\u2019t meet our conditions either. 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The possibilities include 79 itself, 179, 279, and 379. I + know that numbers like 790-799 exceed 400, so those are out. Among the candidates, + 179 and 379 are confirmed primes, while 279 is composite. 79 itself is prime + as well. So, the only primes containing \\\"79\\\" under 400 are 79, 179, + and 379.\"},{\"type\":\"summary_text\",\"text\":\"**Identifying primes with + 79**\\n\\nI'm checking for any numbers of the form x79, where x is 1, 2, or + 3, to stay under 400. That means I need to evaluate 179, 279, and 379. I know + 279 is composite, but both 179 and 379 are prime. So, I can confirm there + are three primes: 79, 179, and 379. I also consider if there are any non-contiguous + numbers containing \\\"79\\\"\u2014but they don't qualify based on my substring + definition. My likely answer is three primes, which I will double-check for + primality.\"},{\"type\":\"summary_text\",\"text\":\"**Verifying primes and + composites**\\n\\nI'm checking for primes up to 13. 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Then there are 179, 279, and 379, which are also candidates. I + considered three-digit numbers like 790-799, but those exceed 400, so they\u2019re + not included. I need to remember that the substring must be in order, which + rules out any numbers like 97. Overall, my primary candidates are 79, 179, + 279, and 379.\"}\n\nevent: response.reasoning_summary_part.done\ndata: {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Finding + primes with substring**\\n\\nI\u2019m looking for prime numbers below 400 + that contain the substring \u201C79.\u201D First, I can confirm that 79 itself + is a prime. Then there are 179, 279, and 379, which are also candidates. I + considered three-digit numbers like 790-799, but those exceed 400, so they\u2019re + not included. I need to remember that the substring must be in order, which + rules out any numbers like 97. Overall, my primary candidates are 79, 179, + 279, and 379.\"},\"sequence_number\":107,\"summary_index\":0}\n\nevent: response.reasoning_summary_part.added\ndata: + {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":108,\"summary_index\":1}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Ref\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"9LAqaSvtoqL\",\"output_index\":0,\"sequence_number\":109,\"summary_index\":1}\n\nevent: + response.reasoning_summary_text.delta\ndata: 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{\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"eEXzOPE7XICHcLV\",\"output_index\":0,\"sequence_number\":224,\"summary_index\":1}\n\nevent: + response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"sequence_number\":225,\"summary_index\":1,\"text\":\"**Refining + cases for substring**\\n\\nI\u2019m exploring how the substring \u201C79\u201D + fits into three-digit numbers. I figured out that we can represent them as + x79 and 79x. The forms like 790-799 were excluded since they exceed 400, but + I want to make sure I\u2019m not missing anything. So far, the candidates + I\u2019ve identified are 79, 179, 279, and 379. Numbers like 297 and 197 don\u2019t + count because they contain \u201C97\u201D rather than \u201C79.\u201D Overall, + I think I have the valid primes sorted. Four-digit numbers aren\u2019t relevant + here.\"}\n\nevent: response.reasoning_summary_part.done\ndata: {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Refining + cases for substring**\\n\\nI\u2019m exploring how the substring \u201C79\u201D + fits into three-digit numbers. I figured out that we can represent them as + x79 and 79x. The forms like 790-799 were excluded since they exceed 400, but + I want to make sure I\u2019m not missing anything. So far, the candidates + I\u2019ve identified are 79, 179, 279, and 379. Numbers like 297 and 197 don\u2019t + count because they contain \u201C97\u201D rather than \u201C79.\u201D Overall, + I think I have the valid primes sorted. Four-digit numbers aren\u2019t relevant + here.\"},\"sequence_number\":226,\"summary_index\":1}\n\nevent: response.reasoning_summary_part.added\ndata: + {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":227,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Checking\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"z0E9Mg\",\"output_index\":0,\"sequence_number\":228,\"summary_index\":2}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + primal\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"Z53r3vxzR\",\"output_index\":0,\"sequence_number\":229,\"summary_index\":2}\n\nevent: + 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{\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"sequence_number\":338,\"summary_index\":2,\"text\":\"**Checking + primality of candidates**\\n\\nI\u2019ve narrowed it down to four numbers: + 79, 179, 279, and 379. I need to check which of these are prime. Starting + with 79, it's prime! For 179, I check divisibility against primes up to about + 13 and confirm it\u2019s prime too. Then I check 279, and since it\u2019s + divisible by 3, it\u2019s not prime. Lastly, I check 379 and find it\u2019s + also prime after checking against primes up to 19. So, my final primes are + 79, 179, and 379.\"}\n\nevent: response.reasoning_summary_part.done\ndata: + {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Checking + primality of candidates**\\n\\nI\u2019ve narrowed it down to four numbers: + 79, 179, 279, and 379. I need to check which of these are prime. Starting + with 79, it's prime! For 179, I check divisibility against primes up to about + 13 and confirm it\u2019s prime too. Then I check 279, and since it\u2019s + divisible by 3, it\u2019s not prime. Lastly, I check 379 and find it\u2019s + also prime after checking against primes up to 19. So, my final primes are + 79, 179, and 379.\"},\"sequence_number\":339,\"summary_index\":2}\n\nevent: + response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":340,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Final\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"3HxMMNvU8\",\"output_index\":0,\"sequence_number\":341,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"izing\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"enAnYWRJLzw\",\"output_index\":0,\"sequence_number\":342,\"summary_index\":3}\n\nevent: + 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{\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"1wFCV0IGVqVdZA8\",\"output_index\":0,\"sequence_number\":451,\"summary_index\":3}\n\nevent: + response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"sequence_number\":452,\"summary_index\":3,\"text\":\"**Finalizing + prime candidates**\\n\\nI\u2019ve confirmed my primes: 79, 179, and 379, making + three in total. I briefly thought about 97, but since it doesn't contain \\\"79,\\\" + it\u2019s out. Numbers like 297 and 197 also don\u2019t fit because they have + the digits reversed. I confirmed that there are no other two-digit numbers, + and larger groups like 790-799 exceed 400. I double-checked 379\u2019s primality, + and since I verified it against all primes up to 19, I\u2019m confident it's + prime. So the final count remains three.\"}\n\nevent: response.reasoning_summary_part.done\ndata: + {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Finalizing + prime candidates**\\n\\nI\u2019ve confirmed my primes: 79, 179, and 379, making + three in total. I briefly thought about 97, but since it doesn't contain \\\"79,\\\" + it\u2019s out. Numbers like 297 and 197 also don\u2019t fit because they have + the digits reversed. I confirmed that there are no other two-digit numbers, + and larger groups like 790-799 exceed 400. I double-checked 379\u2019s primality, + and since I verified it against all primes up to 19, I\u2019m confident it's + prime. So the final count remains three.\"},\"sequence_number\":453,\"summary_index\":3}\n\nevent: + response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":454,\"summary_index\":4}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Confirm\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"1LoSiIc\",\"output_index\":0,\"sequence_number\":455,\"summary_index\":4}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"ing\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"jticJTVamvNGw\",\"output_index\":0,\"sequence_number\":456,\"summary_index\":4}\n\nevent: + 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the\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"wwX9QHTdYcuh\",\"output_index\":0,\"sequence_number\":541,\"summary_index\":4}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + answer\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"C6DmyOLlb\",\"output_index\":0,\"sequence_number\":542,\"summary_index\":4}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + is\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"obfuscation\":\"ATlzlC69zNqJY\",\"output_index\":0,\"sequence_number\":543,\"summary_index\":4}\n\nevent: + response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" + 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I've reviewed the edge cases: 179, 379, and + 79 are all fine as primes, while 97 doesn\u2019t count, and 279 is composite. + Therefore, the final count of prime numbers that contain the substring \\\"79\\\" + is indeed 3. I\u2019ll keep it straightforward and just return the number + without any extra text. So, the answer is 3.\"}\n\nevent: response.reasoning_summary_part.done\ndata: + {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Confirming + the final count**\\n\\nI\u2019ve confirmed my interpretation is correct, so + the answer here is definitely 3. I've reviewed the edge cases: 179, 379, and + 79 are all fine as primes, while 97 doesn\u2019t count, and 279 is composite. + Therefore, the final count of prime numbers that contain the substring \\\"79\\\" + is indeed 3. I\u2019ll keep it straightforward and just return the number + without any extra text. So, the answer is 3.\"},\"sequence_number\":547,\"summary_index\":4}\n\nevent: + response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f\",\"type\":\"reasoning\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Finding + primes with substring**\\n\\nI\u2019m looking for prime numbers below 400 + that contain the substring \u201C79.\u201D First, I can confirm that 79 itself + is a prime. Then there are 179, 279, and 379, which are also candidates. I + considered three-digit numbers like 790-799, but those exceed 400, so they\u2019re + not included. I need to remember that the substring must be in order, which + rules out any numbers like 97. Overall, my primary candidates are 79, 179, + 279, and 379.\"},{\"type\":\"summary_text\",\"text\":\"**Refining cases for + substring**\\n\\nI\u2019m exploring how the substring \u201C79\u201D fits + into three-digit numbers. I figured out that we can represent them as x79 + and 79x. The forms like 790-799 were excluded since they exceed 400, but I + want to make sure I\u2019m not missing anything. So far, the candidates I\u2019ve + identified are 79, 179, 279, and 379. Numbers like 297 and 197 don\u2019t + count because they contain \u201C97\u201D rather than \u201C79.\u201D Overall, + I think I have the valid primes sorted. Four-digit numbers aren\u2019t relevant + here.\"},{\"type\":\"summary_text\",\"text\":\"**Checking primality of candidates**\\n\\nI\u2019ve + narrowed it down to four numbers: 79, 179, 279, and 379. I need to check which + of these are prime. Starting with 79, it's prime! 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Then there are 179, 279, and 379, which are also candidates. I + considered three-digit numbers like 790-799, but those exceed 400, so they\u2019re + not included. I need to remember that the substring must be in order, which + rules out any numbers like 97. Overall, my primary candidates are 79, 179, + 279, and 379.\"},{\"type\":\"summary_text\",\"text\":\"**Refining cases for + substring**\\n\\nI\u2019m exploring how the substring \u201C79\u201D fits + into three-digit numbers. I figured out that we can represent them as x79 + and 79x. The forms like 790-799 were excluded since they exceed 400, but I + want to make sure I\u2019m not missing anything. So far, the candidates I\u2019ve + identified are 79, 179, 279, and 379. Numbers like 297 and 197 don\u2019t + count because they contain \u201C97\u201D rather than \u201C79.\u201D Overall, + I think I have the valid primes sorted. Four-digit numbers aren\u2019t relevant + here.\"},{\"type\":\"summary_text\",\"text\":\"**Checking primality of candidates**\\n\\nI\u2019ve + narrowed it down to four numbers: 79, 179, 279, and 379. I need to check which + of these are prime. Starting with 79, it's prime! For 179, I check divisibility + against primes up to about 13 and confirm it\u2019s prime too. Then I check + 279, and since it\u2019s divisible by 3, it\u2019s not prime. Lastly, I check + 379 and find it\u2019s also prime after checking against primes up to 19. + So, my final primes are 79, 179, and 379.\"},{\"type\":\"summary_text\",\"text\":\"**Finalizing + prime candidates**\\n\\nI\u2019ve confirmed my primes: 79, 179, and 379, making + three in total. I briefly thought about 97, but since it doesn't contain \\\"79,\\\" + it\u2019s out. Numbers like 297 and 197 also don\u2019t fit because they have + the digits reversed. I confirmed that there are no other two-digit numbers, + and larger groups like 790-799 exceed 400. I double-checked 379\u2019s primality, + and since I verified it against all primes up to 19, I\u2019m confident it's + prime. So the final count remains three.\"},{\"type\":\"summary_text\",\"text\":\"**Confirming + the final count**\\n\\nI\u2019ve confirmed my interpretation is correct, so + the answer here is definitely 3. I've reviewed the edge cases: 179, 379, and + 79 are all fine as primes, while 97 doesn\u2019t count, and 279 is composite. + Therefore, the final count of prime numbers that contain the substring \\\"79\\\" + is indeed 3. I\u2019ll keep it straightforward and just return the number + without any extra text. 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\ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"16, - \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"16\"} - }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"is - not divisible by 3\"} }\n\nevent: content_block_delta\ndata: - {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n- - Not divisible by 5 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"(doesn't - end in 0 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"or - 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3 primes\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\".\"} - \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"signature_delta\",\"signature\":\"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\"} - \ }\n\nevent: content_block_stop\ndata: {\"type\":\"content_block_stop\",\"index\":0 - \ }\n\nevent: content_block_start\ndata: {\"type\":\"content_block_start\",\"index\":1,\"content_block\":{\"type\":\"text\",\"text\":\"\"} - \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"Looking\"} - \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - at numbers\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - below\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - 400 that contain \\\"79\\\"\"} }\n\nevent: content_block_delta\ndata: - {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - as a substring:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- - 79\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- - 179 \\n- 279\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- - 379\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n\\nChecking - which\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - are prime:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- - 79: prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n- - 179: prime\\n- \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"279: - divis\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"ible - by 3 (2\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"+7+9=18),\"} - \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - so not prime\\n- 379:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\" - prime\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":1,\"delta\":{\"type\":\"text_delta\",\"text\":\"\\n\\n3\"} - \ }\n\nevent: content_block_stop\ndata: {\"type\":\"content_block_stop\",\"index\":1 - \ }\n\nevent: message_delta\ndata: {\"type\":\"message_delta\",\"delta\":{\"stop_reason\":\"end_turn\",\"stop_sequence\":null},\"usage\":{\"input_tokens\":67,\"cache_creation_input_tokens\":0,\"cache_read_input_tokens\":0,\"output_tokens\":1512} - \ }\n\nevent: message_stop\ndata: {\"type\":\"message_stop\" }\n\n" - headers: - CF-Cache-Status: - - DYNAMIC - CF-RAY: - - 9b027533cbd9d807-SEA - Cache-Control: - - no-cache - Connection: - - keep-alive - Content-Type: - - text/event-stream; charset=utf-8 - Date: - - Thu, 18 Dec 2025 23:32:10 GMT - Server: - - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload - Transfer-Encoding: - - chunked - Vary: - - accept-encoding - X-Robots-Tag: - - none - anthropic-organization-id: - - 217a607f-ed5e-40af-8a7d-f83ed52d59d6 - anthropic-ratelimit-input-tokens-limit: - - '2000000' - anthropic-ratelimit-input-tokens-remaining: - - '2000000' - anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:32:09Z' - anthropic-ratelimit-output-tokens-limit: - - '400000' - anthropic-ratelimit-output-tokens-remaining: - - '400000' - anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:32:09Z' - anthropic-ratelimit-requests-limit: - - '4000' - anthropic-ratelimit-requests-remaining: - - '3999' - anthropic-ratelimit-requests-reset: - - '2025-12-18T23:32:09Z' - anthropic-ratelimit-tokens-limit: - - '2400000' - anthropic-ratelimit-tokens-remaining: - - '2400000' - anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:32:09Z' - request-id: - - req_011CWF2R4dkyzqUNV3gNMxPn - x-envoy-upstream-service-time: - - '1600' - status: - code: 200 - message: OK -- request: - body: "{\"max_tokens\":16000,\"messages\":[{\"role\":\"user\",\"content\":\"How - many primes below 400 contain 79 as a substring? Answer ONLY with the number, - not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I - need to find all prime numbers below 400 that contain \\\"79\\\" as a substring.\\n\\nLet - me think about this systematically. I need to check numbers that contain \\\"79\\\" - as a substring, and then check if they are prime.\\n\\nNumbers containing \\\"79\\\" - as a substring below 400:\\n- 79 itself\\n- 179\\n- 279\\n- 379\\n- 790, 791, - 792, ... but these are all \u2265 400, so they don't count\\n- 797, 798, 799 - are also \u2265 400\\n\\nSo the candidates are: 79, 179, 279, 379\\n\\nNow I - need to check which of these are prime:\\n\\n79: Let me check if 79 is prime.\\n- - Not divisible by 2 (it's odd)\\n- Not divisible by 3: 7+9=16, 16 is not divisible - by 3\\n- Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible by 7: - 79 \xF7 7 = 11.28..., so not divisible\\n- I need to check up to \u221A79 \u2248 - 8.9, so I need to check 2, 3, 5, 7\\n- 79 \xF7 2 = 39.5 (not divisible)\\n- - 79 \xF7 3 = 26.33... (not divisible)\\n- 79 \xF7 5 = 15.8 (not divisible) \\n- - 79 \xF7 7 = 11.28... (not divisible)\\nSo 79 is prime.\\n\\n179: Let me check - if 179 is prime.\\n- Not divisible by 2 (it's odd)\\n- Sum of digits: 1+7+9 - = 17, not divisible by 3\\n\\n\\n- I'll verify divisibility by checking prime - factors up to its square root\\n- No small primes divide evenly into 179\\n- - After methodical checking, 179 is confirmed prime.\\n\\n279: I'll investigate - its primality carefully.\\n- Immediately notice it's divisible by 3 (2+7+9 = - 18, which is divisible by 3)\\n- This means 279 is not a prime number\\n- Specifically, - 279 = 3 \xD7 93\\n\\n379: I'll systematically test its divisibility.\\n- Odd - number, so not divisible by 2\\n- Digit sum test: 3+7+9 = 19, not divisible - by 3\\n- I'll check prime factors methodically\\n- Will verify divisibility - up to its square root\\n- No prime factors found after comprehensive testing\\n- - Therefore, 379 is confirmed prime.\\n\\n79: I'll rigorously verify its primality.\\n- - Check divisors up to square root\\n- No small prime factors divide evenly\\n- - 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are all \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\u2265 - 400, so not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - relevant)\\n\\nSo the candidates\"} }\n\nevent: content_block_delta\ndata: - {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - are:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - 79, 179, 279\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", - 379\"}}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\nNow - I need to check which of these\"} }\n\nevent: content_block_delta\ndata: - 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Not divisible by 5\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - (doesn't end in 0\"} }\n\nevent: content_block_delta\ndata: - {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - or 5)\\n- Not\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - divisible by 7:\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - 79 \xF7 \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"7 - = 11.28\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"..., - so\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - 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Not divisible by \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3: - 1+7+9\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"=17, - not divisible by \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"3\\n- - Not divisible by \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"5 - (doesn't end in \"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"0 - or 5)\\n\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"\\n\\n- - Not divisible by\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - 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Server: - - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload - Transfer-Encoding: - - chunked - Vary: - - accept-encoding - X-Robots-Tag: - - none - anthropic-organization-id: - - 217a607f-ed5e-40af-8a7d-f83ed52d59d6 - anthropic-ratelimit-input-tokens-limit: - - '2000000' - anthropic-ratelimit-input-tokens-remaining: - - '2000000' - anthropic-ratelimit-input-tokens-reset: - - '2025-12-18T23:30:43Z' - anthropic-ratelimit-output-tokens-limit: - - '400000' - anthropic-ratelimit-output-tokens-remaining: - - '400000' - anthropic-ratelimit-output-tokens-reset: - - '2025-12-18T23:30:43Z' - anthropic-ratelimit-requests-limit: - - '4000' - anthropic-ratelimit-requests-remaining: - - '3999' - anthropic-ratelimit-requests-reset: - - '2025-12-18T23:30:43Z' - anthropic-ratelimit-tokens-limit: - - '2400000' - anthropic-ratelimit-tokens-remaining: - - '2400000' - anthropic-ratelimit-tokens-reset: - - '2025-12-18T23:30:43Z' - request-id: - - req_011CWF2Jjg559KLam82K13hP - x-envoy-upstream-service-time: - - '1745' - status: - code: 200 - message: OK -- request: - body: "{\"max_tokens\":16000,\"messages\":[{\"role\":\"user\",\"content\":\"How - many primes below 400 contain 79 as a substring? Answer ONLY with the number, - not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I - need to find all prime numbers below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, - let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- - Numbers starting with 79: 79, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799\\n- - Numbers with 79 in the middle: 179, 279, 379\\n- Numbers ending with 79: 79, - 179, 279, 379\\n\\nWait, let me be more systematic. The numbers below 400 that - contain \\\"79\\\" as a substring are:\\n- 79\\n- 179 \\n- 279\\n- 379\\n- - 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all \u2265 400, - so not relevant)\\n\\nSo the candidates are: 79, 179, 279, 379\\n\\nNow I need - to check which of these are prime:\\n\\n79: Let me check if 79 is prime.\\n- - Not divisible by 2 (it's odd)\\n- Not divisible by 3: 7+9=16, not divisible - by 3\\n- Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible by 7: - 79 \xF7 7 = 11.28..., so not divisible\\n- \u221A79 \u2248 8.9, so I only need - to check primes up to 8\\n- Already checked 2, 3, 5, 7\\nSo 79 is prime.\\n\\n179: - Let me check if 179 is prime.\\n- Not divisible by 2 (it's odd)\\n- Not divisible - by 3: 1+7+9=17, not divisible by 3\\n- Not divisible by 5 (doesn't end in 0 - or 5)\\n\\n\\n- Not divisible by 7: 179 \xF7 7 = 25.57..., so not divisible\\n- - Not divisible by 11: 179 \xF7 11 = 16.27..., so not divisible\\n- Not divisible - by 13: 179 \xF7 13 = 13.76..., so not divisible\\n- \u221A179 \u2248 13.4, so - 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Answer ONLY with the number, - not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"signature\":\"Et0TCkYIChgCKkC5KBErEC2svY6o+hA/NRzQA2D+xntFx1NRsAyVgM9HPSlQEyhjAXNkhYJ6rR0WpupgOShljFFOshcgi1A30TlLEgwqCXohh0SYxbaLabgaDANcLzHu40g2LOZwjiIwhLxteiRRDJt+dMoeZfNmBvOTnbOmhDT6bX3YPPcpCMsFSlndIc0dkBeFm/sudkGcKsQSc0kLbiKXPl0ziPfQiHCIA8k39SC0CqPZJQlglEZVJ/qhqclKgp9XUwsBlPxXY0kYkYzjckC0j6mQNqUcl5mBVrw/nIhTpK5z6K6U5bzLfeYqgCRWdp5QMdThRwcS3kDNy0GDZYy4ouFTFIM1NHV9fKT5oc5ULHe9GffwMY17FIqEHwMObJVTByz1Of0xbNFDSX++iHqWPl2LHj415uwVVE4Zr8qY5Hsy4hVLTq/4EnwCsT8yAeL48IeNGKXkM7keXfG5ZC8fcQZaPou24knpvtBECt9IJY+vAW7gowMnydO1q622BJjb9xplFnebA4Ie/STRLkBrzVGyfAiASh+Ks4sIn0kKk1fmFkkCsh439hgX6w26eZqKbiGuBir0TTVCY+zFDcjYw4CBIIPOVI4WvOKUcTh/iSn5g3GhKe1voQ89u3H/txfTztlT6r1V5ejInI9wLDyMmEzqKJfFMF1u6auLNAKxp4VgrFUAWeJT1RmPRJmJKxRzGPZ6QFJDi4hguit/IY5iRmhwzyf7Qx6+4bREIkiAhEUowVhxTlVYTI8i0W4hJdG5lUq1ae3/zsal0hqWuNJ5Vr6/0636oOYvnH/fLL8etLINZbKxovKeThgXFjqPkeQKsL64HMpMydlS5eMclcyj0hJfom2WxjGtGf/Wx5NL3Ho2QifhycaWUi/S3FOv/3RW2SEfO8bL6UhfQptVQO4Tp+R9BHoOixGDUADH2t7vmJ1IhMqha0L3i4CpgsNuLDm2gaKB/FltXciZyu1UOIRu+iXCclyW2nZBZVz1ukjsJPcGrTOwTyfUjhX8HcO0fbbw5SiyOdTHSR8hbaPrZveBaKiEZqA6UrPWvo/fsdPO4LzKYuhkDMy3ldPjH3kwb/pMQrmg3TN8kHGJJPd1YpkU30VCet6Yw5483HGaXqZdUkvT6wLlLT5GyyURLBI0r78p/PUdOzgxt5fPCC8B9ArBc6neI9NwifPt53NcEZmD7CuGy2mGqMwd7KMUZRW9x/o/L0D9aGbZ6lvoNnEq27JbFv0CnNPgHtJmmuXnzmofLISyyEdH3Ah6qzcJAgzYX9HhPeCaUL/TMevnLu1ku6bydlFNRkBFTySOXM1qUShkDkJLL+wtOa44c80uQKwzfcC326QUWj8030ae+T0T58em86ZflWuEExTnYKKCRhL8LEBF3vbDRCjkz4e/4GLOl0pl8Fp6MfbQUVxjFa9pwoDs7uLURXA8FYtFoiyAYLCONxNzJEO0v8rhWRR5UE+d6iG9CADRxZOHXaHre+V7LLueT5xXy1LHJdMmgos+4S4t+7PplsNmqdsnMw6Os1cIUY29bs8EUuGeAeL9d1PVDRb14lsvB5GuzzKnxfPKndJMHgJwEKz2QUCzdoIV3jAJFAHvxeMXv+tZBVjXR7fZvvKQJDzIR8wI8cgUvlrb1je3tGq6StzarvUTz7V/ylVU9MEa505xvBKJJ2zpqUBxblJ1X+fXTBMvY1JI5bmVuhAI2ASTo2jwYuTcz4JxtgQp+JWwIirhu/0wfV42joGUi6BJvOa+mkOSBzEE6rELjVj35EFAl1Tsw35pFAFgh7Bawz/OXqtpdKaCnhzMZPmKHo0XR0cnt/IutI8LyLUJ5EAbDHPtwK0Mz9+TOOgxO/YzFdjdtukmDX4HGCOR4eLI9tWDETELTM0KpQLtG+s149mR6dc7GkdWjRUK0E4YfIUldZhfPlI7cLQW295W39sJkCJ5VUDGzU17kZLc6bswXLZnm0FbrWYfC9zAgb78kT1ZyeY2S99UlUzVtDpxRZubi5vKmrv9pFKAndS2Ae5cVKvZWBqf0+sYxSY/mvIYrWYFC63ZtKR5HrDM/MZmzhzXW1gYOyUUfmQP+Nk8RERQhkOA4XaV79L2kj52JCIVLrjAYyle8DCHRMDuX1EzgMn29bzity01DMr7jgJZcCg8KV8mxm+WkcxGS8XEWViJ9ILGC1R1FqwMYuBfcjBg8Au9WZSTG+E8d4ioYmqpNrUq3ZA1rfiLeW/f8N3VpVA4Noo8GAWaTnparZVI6AeWd8d/drXYkMD0UY4RNy9HKwHeTSeMCWXtYONvjoyBAi+1pINPIPootxq6bSKB02tgA0SmGMJX/4iEPYbJqn7sIydaqXuvOaAM1NY/AECEwCHuJbNyEGrD6iav0d4rx2sX47/VWQIHzSftIiWE31NWGbHtc8a4P1wO/6XqLR8WB0GAsuFjZlwG9FsWLtoQHABlkcxmp2u/8eiqDsvIq/bpXr8gVpiORTojb+diJ6YLYz6jaAKK4T4qnI5TknzTRVyEBrHaPwomGEqQ0aiiiVjiqIKt8MLwG8LuHB5bbxesD9duh3//pdPJGwJfSEP/CwUJKfDQSm5qpOPoVldBudR77eDHIiE9Q4XXZndrHX6v+drnDMDRafwA0jtnkHQB6UgSwIP1qC2Sh9cXrp+Fl7iPprAWEWNH5lvk2mSk36AOcCUbxjmXhvEaYvPqMfx5vTTXp3E/c4pOv6Z++cSpIWxhkKraYHGRaD6jfSIKHq+wHJtIoY7dygTiG/oowjuX9+pdVoMyhc8UQ5cAqX0ItygCKazm2FKEtfj+SoDfnhTCVASO36Q0YsVC54r8Q8vpKjKo0D1vVzL+jUotgB4lqFNKrZjrPItr/ExP/BXQxOZSVPOtMO9RaXMr7VnG1nwTh1MnS4jwgn6CDGNGGLd43AXOwEx9shsXMZ6gRlK3CXEN8+QxhIb3+cGijopjSOCwf/jkjvEQt7VaDjUm1/uFYrmEG9ICKCNpM/HUxwI9TBMLd3CPpR9YyTWrpyPQ8/61i9PB57EttXM2jFw6o4e3AMp72bun9xRd46uJSQfl69U/m3zzIufUrkhcm4tXs1fDqkv9hGYSTZgo8xWn81nFfCiKUTY+7sv7+xOEhSdNG3gJXRpgFQerZrZhVM6pzpUxwOnSmctmvR0WteG60/SQujyIuHUOYKxY0FAm2ZTVWt39GTARk4I5eFGicLBxovbANaWy+T1Lp3KH4i5ya95tDokRTbUHMMjhlJv92gq5R5D9f9b8NbWVCaJlL0fkXbxl3B/WoOCfFgr5Tf8ScHTDKln98JbEOkMgY3MS2mAROsv08YeVn6G/j8Vfy9e+twV/nPQu1EN5AspC4JyaZZFdto8NS64pxekYAQ==\",\"thinking\":\"I - need to find primes below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, - let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- - Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, - 796, 797, 798, 799\\n- Numbers of the form X79 (where X is a digit): 179, 279, - 379\\n- Numbers of the form X79Y (where X and Y are digits): but these would - be at least 1000, so above 400\\n\\nWait, let me be more systematic. Numbers - below 400 that contain \\\"79\\\":\\n- 79 itself\\n- 179, 279, 379 (3-digit - numbers ending in 79)\\n- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but - these are all \u2265 790 > 400, so not relevant)\\n\\nSo the candidates are: - 79, 179, 279, 379\\n\\nNow I need to check which of these are prime:\\n\\n79: - Let me check if 79 is prime.\\n- Not divisible by 2 (it's odd)\\n- Not divisible - by 3: 7+9=16, not divisible by 3\\n- Not divisible by 5 (doesn't end in 0 or - 5)\\n- Not divisible by 7: 79 \xF7 7 = 11.28..., so not divisible\\n- \u221A79 - \u2248 8.9, so I only need to check primes up to 8\\n- Already checked 2, 3, - 5, 7\\nSo 79 is prime.\\n\\n179: Let me check if 179 is prime.\\n- Not divisible - by 2 (it's odd)\\n\\n\\n- Not divisible by 3: 1+7+9=17, not divisible by 3\\n- - Not divisible by 5 (doesn't end in 0 or 5)\\n- Not divisible by 7: 179 \xF7 - 7 = 25.57..., so not divisible\\n- Not divisible by 11: 179 \xF7 11 = 16.27..., - so not divisible\\n- Not divisible by 13: 179 \xF7 13 = 13.77..., so not divisible\\n- - \u221A179 \u2248 13.4, so I need to continue checking primes up to this square - root\\n- After verifying no divisors, I confirm 179 is indeed prime\\n\\nI'll - systematically test 279's divisibility. It fails the primality test quickly - - divisible by 3, with 2+7+9=18 confirming this. Dividing by 3 yields 93, proving - 279 is composite.\\n\\nFor 379, I'll methodically check divisibility. It passes - initial tests: odd number, not divisible by 3, 5, 7, 11, or 13. I'll continue - checking divisibility by the next prime, 17.\\n\\nContinuing my prime check, - I verify 379 is not divisible by 17 or 19. With \u221A379 around 19.5, I've - exhausted potential divisors up to 19. 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\ }\n\nevent: content_block_start\ndata: {\"type\":\"content_block_start\",\"index\":0,\"content_block\":{\"type\":\"thinking\",\"thinking\":\"\",\"signature\":\"\"} - \ }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"I - need to find all prime numbers below\"} }\n\nevent: ping\ndata: - {\"type\": \"ping\"}\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - 400 that contain \\\"\"} }\n\nevent: content_block_delta\ndata: {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\"79\\\" - as a substring.\\n\\nFirst\"} }\n\nevent: content_block_delta\ndata: - {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\", - let me think about what\"} }\n\nevent: content_block_delta\ndata: - {\"type\":\"content_block_delta\",\"index\":0,\"delta\":{\"type\":\"thinking_delta\",\"thinking\":\" - 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Answer ONLY with the number, - not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I - need to find all prime numbers below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, - let me think about what numbers below 400 could contain \\\"79\\\" as a substring:\\n- - Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, - 796, 797, 798, 799\\n- Numbers of the form X79 (where X is a digit): 179, 279, - 379\\n- The number 79 itself\\n\\nWait, I need to be more systematic. Let me - list all numbers below 400 that contain \\\"79\\\":\\n\\nTwo-digit: 79\\nThree-digit: - 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799\\n\\nBut wait, - 790-799 are all \u2265 400 except... no, 790 is above 400. Let me recalculate.\\n\\nActually, - 790 > 400, so none of the 79X numbers work.\\n\\nSo the candidates are:\\n- - 79\\n- 179 \\n- 279\\n- 379\\n\\nNow I need to check which of these are prime.\\n\\n79: - Let me check if 79 is prime.\\n79 = ? \\n\u221A79 \u2248 8.9, so I need to check - divisibility by primes up to 8: 2, 3, 5, 7\\n\\n79 is odd, so not divisible - by 2.\\n7 + 9 = 16, not divisible by 3.\\n79 doesn't end in 0 or 5, so not divisible - by 5.\\n79 \xF7 7 = 11.28..., so not divisible by 7.\\n\\nSo 79 is prime.\\n\\n179: - Let me check if 179 is prime.\\n\u221A179 \u2248 13.4, so I need to check divisibility - by primes up to 13: 2, 3, 5, 7, 11, 13\\n\\n\\n179 is odd, so not divisible - by 2.\\n1 + 7 + 9 = 17, not divisible by 3.\\n179 doesn't end in 0 or 5, so - not divisible by 5.\\n179 \xF7 7 = 25.57..., so not divisible by 7.\\n179 \xF7 - 11 = 16.27..., so not divisible by 11.\\n179 \xF7 13 = 13.77..., so not divisible - by 13.\\n\\nSo 179 is prime.\\n\\nI'll systematically verify 279's primality - by checking divisibility of small prime numbers. 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Answer ONLY with the number, - not sharing which primes they are.\"},{\"role\":\"assistant\",\"content\":[{\"type\":\"thinking\",\"thinking\":\"I - need to find all primes below 400 that contain \\\"79\\\" as a substring.\\n\\nFirst, - let me think about what numbers below 400 contain \\\"79\\\" as a substring:\\n- - Numbers starting with 79: 790, 791, 792, ... (these are all \u2265 400, so not - relevant)\\n- Numbers ending with 79: 79, 179, 279, 379\\n- Numbers with 79 - in the middle: This would be numbers like X79Y where X and Y are digits, but - for numbers below 400, this would mean 1790, 2790, 3790, etc., which are all - \u2265 400, so not relevant.\\n\\nSo the candidates are: 79, 179, 279, 379\\n\\nNow - I need to check which of these are prime:\\n\\n79: Let me check if 79 is prime.\\n- - Is 79 divisible by 2? No (it's odd)\\n- Is 79 divisible by 3? 7+9=16, 16 is - not divisible by 3, so no\\n- Is 79 divisible by 5? 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Answer ONLY with the number, not sharing which primes they are."}], - "role": "user"}, {"parts": [{"text": "**Finding Primes Containing the Substring - \"79\"**\n\nOkay, so the task at hand is to find all prime numbers less than - 400 that contain the substring \"79\". My strategy is straightforward: first, - generate a complete list of primes below 400. Then, I''ll iterate through this - list and check each prime to see if it includes \"79\" as a substring.\n\nI''ve - carefully listed all the primes up to 400. Now, I systematically check each - one. I started with two-digit primes, quickly identifying 79 as a match. Moving - on to three-digit primes, I systematically checked the numbers from 100 to 399, - taking note of which ones include \"79\". I corrected a previous oversight, - ensuring that I was checking for the *substring* \"79\", not just numbers starting - or ending with 79. 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I''m now certain that - the definitive answer is 3.\n\n\n", "thought": true}, {"text": "3"}], "role": - "model"}, {"parts": [{"text": "If you remember what the primes were, then share - them, or say ''I don''t remember.''"}], "role": "user"}], "generationConfig": - {"thinkingConfig": {"include_thoughts": false, "thinking_budget": 0}}}' - headers: - accept: - - '*/*' - accept-encoding: - - gzip, deflate - connection: - - keep-alive - content-length: - - '1790' - content-type: - - application/json - host: - - generativelanguage.googleapis.com - user-agent: - - google-genai-sdk/1.48.0 gl-python/3.10.16 - x-goog-api-client: - - google-genai-sdk/1.48.0 gl-python/3.10.16 - method: POST - uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:streamGenerateContent?alt=sse - response: - body: - string: "data: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"I\"}],\"role\": - \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": 362,\"candidatesTokenCount\": - 1,\"totalTokenCount\": 363,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": - 362}]},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": \"GHUKafW7JY7oz7IP9PbR-AI\"}\r\n\r\ndata: - {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \" don't remember.\"}],\"role\": - \"model\"},\"finishReason\": \"STOP\",\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": - 362,\"candidatesTokenCount\": 6,\"totalTokenCount\": 368,\"promptTokensDetails\": - [{\"modality\": \"TEXT\",\"tokenCount\": 362}]},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": - \"GHUKafW7JY7oz7IP9PbR-AI\"}\r\n\r\n" - headers: - Alt-Svc: - - h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 - Content-Disposition: - - attachment - Content-Type: - - text/event-stream - Date: - - Tue, 04 Nov 2025 21:50:16 GMT - Server: - - scaffolding on HTTPServer2 - Server-Timing: - - gfet4t7; dur=423 - Transfer-Encoding: - - chunked - Vary: - - Origin - - X-Origin - - Referer - X-Content-Type-Options: - - nosniff - X-Frame-Options: - - SAMEORIGIN - X-XSS-Protection: - - '0' - status: - code: 200 - message: OK -version: 1 diff --git a/python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/stream.yaml b/python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/stream.yaml deleted file mode 100644 index 94a0f481de..0000000000 --- a/python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/stream.yaml +++ /dev/null @@ -1,227 +0,0 @@ -interactions: -- request: - body: '{"contents": [{"parts": [{"text": "How many primes below 400 contain 79 - as a substring? 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This sets the stage - for the next phase.\\n\\n\\n\",\"thought\": true}],\"role\": \"model\"},\"index\": - 0}],\"usageMetadata\": {\"promptTokenCount\": 30,\"totalTokenCount\": 100,\"promptTokensDetails\": - [{\"modality\": \"TEXT\",\"tokenCount\": 30}],\"thoughtsTokenCount\": 70},\"modelVersion\": - \"gemini-2.5-flash\",\"responseId\": \"mnQKaY3UENODz7IPrI3V-A4\"}\r\n\r\ndata: - {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"**Optimizing Candidate - Generation**\\n\\nI'm refining my approach for finding primes below 400 containing - \\\"79\\\". Instead of generating all primes and then checking, I'll generate - *potential* primes that *must* have \\\"79\\\" and then check for primality. - This means I'm looking at numbers like 79, 179, 279, 379, 790, 791...799, - and eliminating those that aren't prime. This should be much faster. 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Answer ONLY with the number, not sharing which primes they are."}], - "role": "user"}, {"parts": [{"text": "**Examining Prime Substrings**\n\nOkay, - I''ve got the objective firmly in mind now: prime numbers below 400 that feature - \"79\". I''m also clear on the definition of a substring. It''s any sequence - within a larger string. This sets the stage for the next phase.\n\n\n", "thought": - true}, {"text": "**Optimizing Candidate Generation**\n\nI''m refining my approach - for finding primes below 400 containing \"79\". Instead of generating all primes - and then checking, I''ll generate *potential* primes that *must* have \"79\" - and then check for primality. This means I''m looking at numbers like 79, 179, - 279, 379, 790, 791...799, and eliminating those that aren''t prime. This should - be much faster. I am now proceeding with my candidates.\n\n\n", "thought": true}, - {"text": "**Analyzing Candidate Primality**\n\nI''m now methodically verifying - the primality of candidates. I''m focusing on numbers like 179 and 379, applying - a division-based primality test up to the square root of each number. This eliminates - composites quickly and efficiently. My current tally stands at three prime numbers - so far.\n\n\n", "thought": true}, {"text": "**Revising Candidate Selection**\n\nI''ve - streamlined my strategy for finding primes with \"79\". I now recognize only - two forms apply: 79 itself, and numbers of the form X79 where X can be 1, 2, - or 3. This simplifies the candidate generation step. After eliminating non-primes, - the final count will be straightforward.\n\n\n", "thought": true}, {"text": - "**Calculating Final Count**\n\nI''ve meticulously reviewed the candidate primes, - confirming that only 79, 179, and 379 meet the criteria. Their primality has - been double-checked, and there aren''t any other primes with \"79\" under 400. - Therefore, I can confidently state that the final count is three. This wraps - up the thought process.\n\n\n", "thought": true}, {"text": "The primes below - 400 that contain \"79\" as a substring are:\n\n1. **79**: This is a prime number - and contains \"79\" as itself.\n2. **179**: This is"}, {"text": " a prime number - and contains \"79\" as a substring.\n3. **379**: This is a prime number and - contains \"79\" as a substring.\n\nWe check other possibilities:\n* Numbers - of"}, {"text": " the form `X79` where X is 2: 279 is divisible by 3 (2+7+9=18), - so not prime.\n* Numbers of the form `79X`:"}, {"text": " All numbers starting - with 79 (e.g., 790, 791, ...) are greater than 400, so they are not included.\n\nTherefore, - there are 3 such primes.\n\n"}, {"text": "3"}], "role": "model"}, {"parts": - [{"text": "If you remember what the primes were, then share them, or say ''I - don''t remember.''"}], "role": "user"}], "generationConfig": {"thinkingConfig": - {"include_thoughts": false, "thinking_budget": 0}}}' - headers: - accept: - - '*/*' - accept-encoding: - - gzip, deflate - connection: - - keep-alive - content-length: - - '2917' - content-type: - - application/json - host: - - generativelanguage.googleapis.com - user-agent: - - google-genai-sdk/1.48.0 gl-python/3.10.16 - x-goog-api-client: - - google-genai-sdk/1.48.0 gl-python/3.10.16 - method: POST - uri: https://generativelanguage.googleapis.com/v1beta/models/gemini-2.5-flash:streamGenerateContent?alt=sse - response: - body: - string: "data: {\"candidates\": [{\"content\": {\"parts\": [{\"text\": \"The - primes were \"}],\"role\": \"model\"},\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": - 676,\"candidatesTokenCount\": 3,\"totalTokenCount\": 679,\"promptTokensDetails\": - [{\"modality\": \"TEXT\",\"tokenCount\": 676}]},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": - \"o3QKafSoNebjz7IPsonGYA\"}\r\n\r\ndata: {\"candidates\": [{\"content\": {\"parts\": - [{\"text\": \"79, 179, and 379.\"}],\"role\": \"model\"},\"finishReason\": - \"STOP\",\"index\": 0}],\"usageMetadata\": {\"promptTokenCount\": 676,\"candidatesTokenCount\": - 17,\"totalTokenCount\": 693,\"promptTokensDetails\": [{\"modality\": \"TEXT\",\"tokenCount\": - 676}]},\"modelVersion\": \"gemini-2.5-flash\",\"responseId\": \"o3QKafSoNebjz7IPsonGYA\"}\r\n\r\n" - headers: - Alt-Svc: - - h3=":443"; ma=2592000,h3-29=":443"; ma=2592000 - Content-Disposition: - - attachment - Content-Type: - - text/event-stream - Date: - - Tue, 04 Nov 2025 21:48:20 GMT - Server: - - scaffolding on HTTPServer2 - Server-Timing: - - gfet4t7; dur=456 - Transfer-Encoding: - - chunked - Vary: - - Origin - - X-Origin - - Referer - X-Content-Type-Options: - - nosniff - X-Frame-Options: - - SAMEORIGIN - X-XSS-Protection: - - '0' - status: - code: 200 - message: OK -version: 1 diff --git a/python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/sync.yaml b/python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/sync.yaml deleted file mode 100644 index f655dbd5a4..0000000000 --- a/python/tests/e2e/output/cassettes/test_call_with_thinking_true/google_gemini_2_5_flash/sync.yaml +++ /dev/null @@ -1,200 +0,0 @@ -interactions: -- request: - body: '{"contents": [{"parts": [{"text": "How many primes below 400 contain 79 - as a substring? 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Answer ONLY with the number, not sharing which primes they are."}], - "role": "user"}, {"parts": [{"text": "**Problem Decomposition and Prime Number - Generation**\n\nAlright, I''m being asked to find primes less than 400 that - have \"79\" as a substring. My immediate thought is to break this into two parts. - First, I need to generate the list of all prime numbers below 400. There are - standard algorithms for this \u2013 I could use the Sieve of Eratosthenes or - a prime number generator function I have in my toolbox. Then, for each prime - in that list, I''ll need to check if its string representation contains the - consecutive digits \"79.\"\n\n**Prime Number Identification and Substring Search**\n\nLet''s - begin by generating the list of primes. I''ll use a method I''m familiar with, - probably starting with the numbers 2, 3, 5, 7, and working my way up. It''s - important to be systematic to avoid errors and omissions. I''ll generate the - primes to 100, 200, 300, and 400.\n\nOkay, I''ve got the prime list, now, for - each prime, I can convert it to a string and use a simple string search function. - I''ll iterate through the list, checking for \"79\" as a substring within each - number. I can optimize this process, but for this size of a dataset, a straightforward - approach is fine. I''ll initialize a count variable to zero.\n\n**Systematic - Prime and Substring Check**\n\nI start checking.\nFor primes less than 100, - I found that only 79 satisfies this. Count = 1.\nFor primes between 100 and - 199, I found only 179. Count = 2.\nFor primes between 200 and 299, I did not - find any.\nFor primes between 300 and 399, I found 379. Count = 3.\n\n**Verification - and Solution**\n\nLet me confirm the prime generation. I''ll go through and - check the primes. So the three numbers 79, 179, and 379, satisfy the conditions, - and I am fairly certain that there are no others less than 400. I can also verify - each number:\n* 79 is prime.\n* 179 appears prime, so I check divisibility: - not divisible by 2, 3, 5, 7 (25\\*7+4), 11 (16\\*11+3), 13 (13\\*13+10), and - then I need to get the next primes. It is prime.\n* 379 appears prime: not - divisible by 2, 3 (19\\*3=57), 5, 7, 11, 13, 17, 19.\n\nNow, I''m confident - in my answer.\nThe total number of primes below 400 with the substring \"79\" - is 3.\n", "thought": true}, {"text": "To find the number of primes below 400 - that contain \"79\" as a substring, we follow these steps:\n\n1. **List all - prime numbers below 400.**\n The primes below 400 are:\n 2, 3, 5, 7, 11, - 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, - 97,\n 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, - 173, 179, 181, 191, 193, 197, 199,\n 211, 223, 227, 229, 233, 239, 241, 251, - 257, 263, 269, 271, 277, 281, 283, 293,\n 307, 311, 313, 317, 331, 337, 347, - 349, 353, 359, 367, 373, 379, 383, 389, 397.\n\n2. **Check each prime number - to see if its digits contain \"79\" as a substring.**\n * **Single-digit - primes (2, 3, 5, 7):** None contain \"79\".\n * **Two-digit primes:**\n * **79**: - Yes, it contains \"79\". (Count = 1)\n * All other two-digit primes - (e.g., 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 83, - 89, 97) do not contain \"79\".\n * **Three-digit primes (100-399):**\n * **100-199:**\n * **179**: - Yes, it contains \"79\". (Count = 2)\n * Other primes in this range - (e.g., 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, - 173, 181, 191, 193, 197, 199) do not contain \"79\".\n * **200-299:**\n * None - of the primes in this range (211, 223, 227, 229, 233, 239, 241, 251, 257, 263, - 269, 271, 277, 281, 283, 293) contain \"79\".\n * **300-399:**\n * **379**: - Yes, it contains \"79\". (Count = 3)\n * Other primes in this range - (e.g., 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 383, 389, - 397) do not contain \"79\".\n\nThe primes below 400 that contain \"79\" as a - substring are 79, 179, and 379. 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substring primes**\\n\\nI need to count the prime numbers less than 400 that - contain \\\"79\\\" as a substring, which means the digits should include \\\"79\\\" - together. \\n\\nOkay, so I start with 79, which is prime. Next is 179; that - also works since it has \\\"79\\\" at the end. For 197, it doesn\u2019t count - because the digits are 1-9-7. I check others too, like 279, 379\u2014actually, - 379 works\u2014now for others up to 399. \\n\\nBut 793 is over my limit, so - I\u2019ll focus only on numbers below 400.\"}\n\nevent: response.reasoning_summary_part.done\ndata: - {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":123,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Counting - substring primes**\\n\\nI need to count the prime numbers less than 400 that - contain \\\"79\\\" as a substring, which means the digits should include \\\"79\\\" - together. \\n\\nOkay, so I start with 79, which is prime. Next is 179; that - also works since it has \\\"79\\\" at the end. For 197, it doesn\u2019t count - because the digits are 1-9-7. 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primes\",\"obfuscation\":\"UxZqrx5zA\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":223,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":1,\"delta\":\" - containing\",\"obfuscation\":\"pRrh0\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":224,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":1,\"delta\":\" - \\\"\",\"obfuscation\":\"S8kyJZ2VOD95UU\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":225,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":1,\"delta\":\"79\",\"obfuscation\":\"dGFUI1U7nezXhI\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":226,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":1,\"delta\":\"\\\"!\",\"obfuscation\":\"5xWrWtBqDI98vj\"}\n\nevent: - response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"sequence_number\":227,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":1,\"text\":\"**Analyzing - prime candidates**\\n\\nI\u2019m looking into numbers with \\\"79\\\" in them. - For three-digit numbers below 400, I see patterns: those ending in 79 (like - 179, 279, 379) and starting with 79 don\u2019t count since they exceed 400. - \\n\\nThe only two-digit option is 79 itself. I already checked the endings; - now I realize 279 isn't prime because it's divisible by 3. So, I need to verify - if 379 is prime next. \\n\\nThat narrows down my candidates for primes containing - \\\"79\\\"!\"}\n\nevent: response.reasoning_summary_part.done\ndata: {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":228,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":1,\"part\":{\"type\":\"summary_text\",\"text\":\"**Analyzing - prime candidates**\\n\\nI\u2019m looking into numbers with \\\"79\\\" in them. - For three-digit numbers below 400, I see patterns: those ending in 79 (like - 179, 279, 379) and starting with 79 don\u2019t count since they exceed 400. - \\n\\nThe only two-digit option is 79 itself. I already checked the endings; - now I realize 279 isn't prime because it's divisible by 3. So, I need to verify - if 379 is prime next. \\n\\nThat narrows down my candidates for primes containing - \\\"79\\\"!\"}}\n\nevent: response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"sequence_number\":229,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"part\":{\"type\":\"summary_text\",\"text\":\"\"}}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":230,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\"**Ver\",\"obfuscation\":\"SqGOD6FQ1OJ\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":231,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\"ifying\",\"obfuscation\":\"udMo9JftZL\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":232,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - prime\",\"obfuscation\":\"kCYJW6sF3n\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":233,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - numbers\",\"obfuscation\":\"dTB36Sju\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":234,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\"**\\n\\nI\",\"obfuscation\":\"mjn5TmNDP7q\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":235,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\"\u2019m\",\"obfuscation\":\"qH0ZoNTMPzHoXK\"}\n\nevent: - 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response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":344,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - I\",\"obfuscation\":\"hQ3mv9Ooi5QN9U\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":345,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\"\u2019m\",\"obfuscation\":\"5n92s0YaFrCoJ6\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":346,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - stuck\",\"obfuscation\":\"UwgsPeqncY\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":347,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - with\",\"obfuscation\":\"xJ7oN7NWVpG\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":348,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - those\",\"obfuscation\":\"ZRvr7l2wbo\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":349,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - three\",\"obfuscation\":\"u4D7Df4HNM\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":350,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"delta\":\"!\",\"obfuscation\":\"M2wyWOntLjpQpMy\"}\n\nevent: - response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"sequence_number\":351,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"text\":\"**Verifying - prime numbers**\\n\\nI\u2019m testing if 379 is prime. The square root is - around 19.4, so I\u2019ll check primality against smaller primes like 3, 5, - 7, 11, 13, 17, and 19. It\u2019s not divisible by any of those. \\n\\nNext, - I check 179, and it\u2019s prime too. So far, I have 79, 179, and 379 as primes. - I wonder if there are others below 400. \\n\\nBut 297 doesn\u2019t count, - since it doesn't have \\\"79\\\" together, and 790 is over my limit. So, I\u2019m - stuck with those three!\"}\n\nevent: response.reasoning_summary_part.done\ndata: - {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":352,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":2,\"part\":{\"type\":\"summary_text\",\"text\":\"**Verifying - prime numbers**\\n\\nI\u2019m testing if 379 is prime. The square root is - around 19.4, so I\u2019ll check primality against smaller primes like 3, 5, - 7, 11, 13, 17, and 19. It\u2019s not divisible by any of those. \\n\\nNext, - I check 179, and it\u2019s prime too. So far, I have 79, 179, and 379 as primes. - I wonder if there are others below 400. \\n\\nBut 297 doesn\u2019t count, - since it doesn't have \\\"79\\\" together, and 790 is over my limit. 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response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"sequence_number\":461,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":3,\"text\":\"**Finalizing - prime count**\\n\\nI realize that since \\\"substring\\\" refers to something - contiguous, 97 can't count as \\\"79\\\" reversed. So, I still think there - are 3 valid primes: 79, 179, and 379. I double-check other three-digit possibilities - starting with \\\"79,\\\" but none qualify since they\u2019d exceed 400. \\n\\nI - confirmed each candidate: 79, 179, and 379 are primes, while 279 isn\u2019t. - Thus, the total count remains three. I\u2019ll summarize the answer as \u201C3\u201D - and make sure everything is accurate.\"}\n\nevent: response.reasoning_summary_part.done\ndata: - {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":462,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":3,\"part\":{\"type\":\"summary_text\",\"text\":\"**Finalizing - prime count**\\n\\nI realize that since \\\"substring\\\" refers to something - contiguous, 97 can't count as \\\"79\\\" reversed. So, I still think there - are 3 valid primes: 79, 179, and 379. I double-check other three-digit possibilities - starting with \\\"79,\\\" but none qualify since they\u2019d exceed 400. \\n\\nI - confirmed each candidate: 79, 179, and 379 are primes, while 279 isn\u2019t. - Thus, the total count remains three. 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The\",\"obfuscation\":\"6lyYdxyIJeRQ\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":543,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"delta\":\" - final\",\"obfuscation\":\"x7ABvj0NE0\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":544,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"delta\":\" - output\",\"obfuscation\":\"3ZhhI5Yas\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":545,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"delta\":\" - is\",\"obfuscation\":\"HuejkZdacVHvG\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":546,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"delta\":\" - \\\"\",\"obfuscation\":\"LXrNu9b36JZiU2\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":547,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"delta\":\"3\",\"obfuscation\":\"9PyMwvgmE6XPsJz\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":548,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"delta\":\".\\\"\",\"obfuscation\":\"7NgdQvNhmwHO0F\"}\n\nevent: - response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"sequence_number\":549,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"text\":\"**Delivering - the answer**\\n\\nThe user wants a straightforward response, just the number - without explanations. I need to stick to that and confirm again: the count - is indeed \\\"3.\\\" \\n\\nI\u2019ll double-check for any primes like 197, - but it doesn't have \\\"79.\\\" And 297 isn\u2019t prime, nor does it contain - the substring. So I\u2019m all set to deliver the answer without any additional - text. The final output is \\\"3.\\\"\"}\n\nevent: response.reasoning_summary_part.done\ndata: - {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":550,\"item_id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"output_index\":0,\"summary_index\":4,\"part\":{\"type\":\"summary_text\",\"text\":\"**Delivering - the answer**\\n\\nThe user wants a straightforward response, just the number - without explanations. I need to stick to that and confirm again: the count - is indeed \\\"3.\\\" \\n\\nI\u2019ll double-check for any primes like 197, - but it doesn't have \\\"79.\\\" And 297 isn\u2019t prime, nor does it contain - the substring. So I\u2019m all set to deliver the answer without any additional - text. The final output is \\\"3.\\\"\"}}\n\nevent: response.output_item.done\ndata: - {\"type\":\"response.output_item.done\",\"sequence_number\":551,\"output_index\":0,\"item\":{\"id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"type\":\"reasoning\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Counting - substring primes**\\n\\nI need to count the prime numbers less than 400 that - contain \\\"79\\\" as a substring, which means the digits should include \\\"79\\\" - together. \\n\\nOkay, so I start with 79, which is prime. Next is 179; that - also works since it has \\\"79\\\" at the end. For 197, it doesn\u2019t count - because the digits are 1-9-7. I check others too, like 279, 379\u2014actually, - 379 works\u2014now for others up to 399. \\n\\nBut 793 is over my limit, so - I\u2019ll focus only on numbers below 400.\"},{\"type\":\"summary_text\",\"text\":\"**Analyzing - prime candidates**\\n\\nI\u2019m looking into numbers with \\\"79\\\" in them. - For three-digit numbers below 400, I see patterns: those ending in 79 (like - 179, 279, 379) and starting with 79 don\u2019t count since they exceed 400. - \\n\\nThe only two-digit option is 79 itself. I already checked the endings; - now I realize 279 isn't prime because it's divisible by 3. So, I need to verify - if 379 is prime next. \\n\\nThat narrows down my candidates for primes containing - \\\"79\\\"!\"},{\"type\":\"summary_text\",\"text\":\"**Verifying prime numbers**\\n\\nI\u2019m - testing if 379 is prime. The square root is around 19.4, so I\u2019ll check - primality against smaller primes like 3, 5, 7, 11, 13, 17, and 19. It\u2019s - not divisible by any of those. \\n\\nNext, I check 179, and it\u2019s prime - too. So far, I have 79, 179, and 379 as primes. I wonder if there are others - below 400. \\n\\nBut 297 doesn\u2019t count, since it doesn't have \\\"79\\\" - together, and 790 is over my limit. So, I\u2019m stuck with those three!\"},{\"type\":\"summary_text\",\"text\":\"**Finalizing - prime count**\\n\\nI realize that since \\\"substring\\\" refers to something - contiguous, 97 can't count as \\\"79\\\" reversed. So, I still think there - are 3 valid primes: 79, 179, and 379. I double-check other three-digit possibilities - starting with \\\"79,\\\" but none qualify since they\u2019d exceed 400. \\n\\nI - confirmed each candidate: 79, 179, and 379 are primes, while 279 isn\u2019t. - Thus, the total count remains three. I\u2019ll summarize the answer as \u201C3\u201D - and make sure everything is accurate.\"},{\"type\":\"summary_text\",\"text\":\"**Delivering - the answer**\\n\\nThe user wants a straightforward response, just the number - without explanations. I need to stick to that and confirm again: the count - is indeed \\\"3.\\\" \\n\\nI\u2019ll double-check for any primes like 197, - but it doesn't have \\\"79.\\\" And 297 isn\u2019t prime, nor does it contain - the substring. So I\u2019m all set to deliver the answer without any additional - text. The final output is \\\"3.\\\"\"}]}}\n\nevent: response.output_item.added\ndata: - {\"type\":\"response.output_item.added\",\"sequence_number\":552,\"output_index\":1,\"item\":{\"id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"type\":\"message\",\"status\":\"in_progress\",\"content\":[],\"role\":\"assistant\"}}\n\nevent: - response.content_part.added\ndata: {\"type\":\"response.content_part.added\",\"sequence_number\":553,\"item_id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"output_index\":1,\"content_index\":0,\"part\":{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"\"}}\n\nevent: - response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"sequence_number\":554,\"item_id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"output_index\":1,\"content_index\":0,\"delta\":\"3\",\"logprobs\":[],\"obfuscation\":\"0RpwaOmD8zv3E1d\"}\n\nevent: - response.output_text.done\ndata: {\"type\":\"response.output_text.done\",\"sequence_number\":555,\"item_id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"output_index\":1,\"content_index\":0,\"text\":\"3\",\"logprobs\":[]}\n\nevent: - response.content_part.done\ndata: {\"type\":\"response.content_part.done\",\"sequence_number\":556,\"item_id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"output_index\":1,\"content_index\":0,\"part\":{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"3\"}}\n\nevent: - response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"sequence_number\":557,\"output_index\":1,\"item\":{\"id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"type\":\"message\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"3\"}],\"role\":\"assistant\"}}\n\nevent: - response.completed\ndata: {\"type\":\"response.completed\",\"sequence_number\":558,\"response\":{\"id\":\"resp_00b850169f72b9300068f967b3efc88194826c101238508994\",\"object\":\"response\",\"created_at\":1761175476,\"status\":\"completed\",\"background\":false,\"error\":null,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":null,\"max_tool_calls\":null,\"model\":\"gpt-5-2025-08-07\",\"output\":[{\"id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"type\":\"reasoning\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Counting - substring primes**\\n\\nI need to count the prime numbers less than 400 that - contain \\\"79\\\" as a substring, which means the digits should include \\\"79\\\" - together. \\n\\nOkay, so I start with 79, which is prime. Next is 179; that - also works since it has \\\"79\\\" at the end. For 197, it doesn\u2019t count - because the digits are 1-9-7. I check others too, like 279, 379\u2014actually, - 379 works\u2014now for others up to 399. \\n\\nBut 793 is over my limit, so - I\u2019ll focus only on numbers below 400.\"},{\"type\":\"summary_text\",\"text\":\"**Analyzing - prime candidates**\\n\\nI\u2019m looking into numbers with \\\"79\\\" in them. - For three-digit numbers below 400, I see patterns: those ending in 79 (like - 179, 279, 379) and starting with 79 don\u2019t count since they exceed 400. - \\n\\nThe only two-digit option is 79 itself. I already checked the endings; - now I realize 279 isn't prime because it's divisible by 3. So, I need to verify - if 379 is prime next. \\n\\nThat narrows down my candidates for primes containing - \\\"79\\\"!\"},{\"type\":\"summary_text\",\"text\":\"**Verifying prime numbers**\\n\\nI\u2019m - testing if 379 is prime. The square root is around 19.4, so I\u2019ll check - primality against smaller primes like 3, 5, 7, 11, 13, 17, and 19. It\u2019s - not divisible by any of those. \\n\\nNext, I check 179, and it\u2019s prime - too. So far, I have 79, 179, and 379 as primes. I wonder if there are others - below 400. \\n\\nBut 297 doesn\u2019t count, since it doesn't have \\\"79\\\" - together, and 790 is over my limit. So, I\u2019m stuck with those three!\"},{\"type\":\"summary_text\",\"text\":\"**Finalizing - prime count**\\n\\nI realize that since \\\"substring\\\" refers to something - contiguous, 97 can't count as \\\"79\\\" reversed. So, I still think there - are 3 valid primes: 79, 179, and 379. I double-check other three-digit possibilities - starting with \\\"79,\\\" but none qualify since they\u2019d exceed 400. \\n\\nI - confirmed each candidate: 79, 179, and 379 are primes, while 279 isn\u2019t. - Thus, the total count remains three. I\u2019ll summarize the answer as \u201C3\u201D - and make sure everything is accurate.\"},{\"type\":\"summary_text\",\"text\":\"**Delivering - the answer**\\n\\nThe user wants a straightforward response, just the number - without explanations. I need to stick to that and confirm again: the count - is indeed \\\"3.\\\" \\n\\nI\u2019ll double-check for any primes like 197, - but it doesn't have \\\"79.\\\" And 297 isn\u2019t prime, nor does it contain - the substring. So I\u2019m all set to deliver the answer without any additional - text. The final output is \\\"3.\\\"\"}]},{\"id\":\"msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db\",\"type\":\"message\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"3\"}],\"role\":\"assistant\"}],\"parallel_tool_calls\":true,\"previous_response_id\":null,\"prompt_cache_key\":null,\"reasoning\":{\"effort\":\"medium\",\"summary\":\"detailed\"},\"safety_identifier\":null,\"service_tier\":\"default\",\"store\":true,\"temperature\":1.0,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tools\":[],\"top_logprobs\":0,\"top_p\":1.0,\"truncation\":\"disabled\",\"usage\":{\"input_tokens\":32,\"input_tokens_details\":{\"cached_tokens\":0},\"output_tokens\":1223,\"output_tokens_details\":{\"reasoning_tokens\":1216},\"total_tokens\":1255},\"user\":null,\"metadata\":{}}}\n\n" - headers: - CF-RAY: - - 992cbfc43f3c2840-SEA - Connection: - - keep-alive - Content-Type: - - text/event-stream; charset=utf-8 - Date: - - Wed, 22 Oct 2025 23:24:36 GMT - Server: - - cloudflare - Strict-Transport-Security: - - max-age=31536000; includeSubDomains; preload - Transfer-Encoding: - - chunked - X-Content-Type-Options: - - nosniff - alt-svc: - - h3=":443"; ma=86400 - cf-cache-status: - - DYNAMIC - openai-organization: - - sotai-i3ryiz - openai-processing-ms: - - '189' - openai-project: - - proj_2kPLXdwNOjkHt3ifb0aZ4FwU - openai-version: - - '2020-10-01' - x-envoy-upstream-service-time: - - '222' - x-request-id: - - req_38a36450c04a41309178f718c0629163 - status: - code: 200 - message: OK -- request: - body: "{\"input\":[{\"content\":\"How many primes below 400 contain 79 as a substring? - Answer ONLY with the number, not sharing which primes they are.\",\"role\":\"user\"},{\"id\":\"rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8\",\"summary\":[{\"text\":\"**Counting - substring primes**\\n\\nI need to count the prime numbers less than 400 that - contain \\\"79\\\" as a substring, which means the digits should include \\\"79\\\" - together. \\n\\nOkay, so I start with 79, which is prime. 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For three-digit - numbers starting with '79', the range is 790-799, which exceeds 400, so they\u2019re - not applicable. 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primes with '79'**\\n\\nI\u2019ve got three-digit numbers like 179, 279, and - 379 that have '79.' For two-digit, there's 79 itself. Now, I need to check - which of these are prime. We know 79 is prime. I think 179 is also prime, - but 279 is not since it\u2019s divisible by 3. For 379, it appears to be prime; - I checked and '79' indeed appears consecutively within it. However, 797 exceeds - 400, so I won't count that. So, the primes I'm left with are 79, 179, and - 379.\"}\n\nevent: response.reasoning_summary_part.done\ndata: {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":233,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":1,\"part\":{\"type\":\"summary_text\",\"text\":\"**Evaluating - primes with '79'**\\n\\nI\u2019ve got three-digit numbers like 179, 279, and - 379 that have '79.' For two-digit, there's 79 itself. Now, I need to check - which of these are prime. We know 79 is prime. I think 179 is also prime, - but 279 is not since it\u2019s divisible by 3. For 379, it appears to be prime; - I checked and '79' indeed appears consecutively within it. However, 797 exceeds - 400, so I won't count that. So, the primes I'm left with are 79, 179, and - 379.\"}}\n\nevent: response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"sequence_number\":234,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"part\":{\"type\":\"summary_text\",\"text\":\"\"}}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":235,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\"**Ident\",\"obfuscation\":\"rgedWakfK\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":236,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\"ifying\",\"obfuscation\":\"tOTIP6DypT\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":237,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - 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that\",\"obfuscation\":\"DTGNjDZud7l\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":326,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - 79\",\"obfuscation\":\"kr0hG1w8htJJz\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":327,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - is\",\"obfuscation\":\"zcjd1xCG8vwuQ\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":328,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - prime\",\"obfuscation\":\"XXYhYKfqfa\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":329,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\".\",\"obfuscation\":\"OlSiOF67xdUWN6J\"}\n\nevent: - 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I\",\"obfuscation\":\"JAbCoyHg0Erf1T\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":334,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - confirmed\",\"obfuscation\":\"ypOzGa\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":335,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - it\",\"obfuscation\":\"idZPlQKYNpNtI\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":336,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\"\u2019s\",\"obfuscation\":\"UF3GhjL8naMELv\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":337,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - not\",\"obfuscation\":\"3e630o6KvaQC\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":338,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - divisible\",\"obfuscation\":\"sBSR6L\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":339,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - by\",\"obfuscation\":\"0wXSRmactiRVc\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":340,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - 3\",\"obfuscation\":\"P4F9OryAtazB4h\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":341,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\",\",\"obfuscation\":\"SesWoTSjcImLNK7\"}\n\nevent: - 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should\",\"obfuscation\":\"7luJ1cJ5x\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":354,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - be\",\"obfuscation\":\"oLC1X6ntDigt0\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":355,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - prime\",\"obfuscation\":\"wIBKbDvHGj\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":356,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\" - too\",\"obfuscation\":\"KVlDS77nnTHu\"}\n\nevent: response.reasoning_summary_text.delta\ndata: - {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":357,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"delta\":\"!\",\"obfuscation\":\"55awSbiCvU9g2o3\"}\n\nevent: - response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"sequence_number\":358,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"text\":\"**Identifying - numbers with '79'**\\n\\nLet\u2019s find all numbers under 400 that contain - '79.' The two-digit number is 79. For three-digit numbers, the possible patterns - are 179, 279, and 379 while anything starting with '79' (like 790-799) is - out since they're above 400. So, the valid numbers are just 79, 179, 279, - and 379. \\n\\nNow, I need to check for primes among them. I know that 79 - is prime. For 179, I confirmed it\u2019s not divisible by 3, 5, 7, 11, or - 13, so it should be prime too!\"}\n\nevent: response.reasoning_summary_part.done\ndata: - {\"type\":\"response.reasoning_summary_part.done\",\"sequence_number\":359,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":2,\"part\":{\"type\":\"summary_text\",\"text\":\"**Identifying - numbers with '79'**\\n\\nLet\u2019s find all numbers under 400 that contain - '79.' The two-digit number is 79. For three-digit numbers, the possible patterns - are 179, 279, and 379 while anything starting with '79' (like 790-799) is - out since they're above 400. So, the valid numbers are just 79, 179, 279, - and 379. \\n\\nNow, I need to check for primes among them. I know that 79 - is prime. For 179, I confirmed it\u2019s not divisible by 3, 5, 7, 11, or - 13, so it should be prime too!\"}}\n\nevent: response.reasoning_summary_part.added\ndata: - {\"type\":\"response.reasoning_summary_part.added\",\"sequence_number\":360,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":3,\"part\":{\"type\":\"summary_text\",\"text\":\"\"}}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":361,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":3,\"delta\":\"**Ver\",\"obfuscation\":\"ofe7WSO9Wzz\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":362,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":3,\"delta\":\"ifying\",\"obfuscation\":\"bQnp34b6Ak\"}\n\nevent: - response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"sequence_number\":363,\"item_id\":\"rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e\",\"output_index\":0,\"summary_index\":3,\"delta\":\" - 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primes with \\\"79\\\" substring**\\n\\nI need to find primes less than 400 - that contain \\\"79\\\" as a substring. The possible candidates are 79 itself, - and three-digit numbers like 179, 279, and 379. However, 790 and above don\u2019t - count since they exceed 400. It\u2019s important to remember that \\\"79\\\" - must be contiguous, so numbers like 97 or variations across boundaries don\u2019t - qualify. Ultimately, the valid primes are 79, 179, 279, and 379.\",\"type\":\"summary_text\"},{\"text\":\"**Finalizing - prime list with \\\"79\\\"**\\n\\nI\u2019m surveying numbers that can contain - \\\"79.\\\" The only valid two-digit option is 79 itself. For three-digit numbers - below 400, we have 179, 279, and 379. Upon checking, 179 and 79 are confirmed - as primes, while 279 is divisible by 3 and therefore not a prime. I thought - about 97 but it doesn\u2019t contain \\\"79,\\\" and, even though 197 has 97 - as digits, it doesn\u2019t qualify either. 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- req_ddbe2375572f4113abca56f8feba3752 - status: - code: 200 - message: OK -version: 1 diff --git a/python/tests/e2e/output/snapshots/test_call/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call/anthropic_beta_claude_sonnet_4_0_snapshots.py index 462803684c..ecea548697 100644 --- a/python/tests/e2e/output/snapshots/test_call/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -80,8 +80,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -115,8 +115,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), diff --git a/python/tests/e2e/output/snapshots/test_call/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call/anthropic_claude_sonnet_4_0_snapshots.py index 38b3519477..a3347c839c 100644 --- a/python/tests/e2e/output/snapshots/test_call/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call/anthropic_claude_sonnet_4_0_snapshots.py @@ -92,8 +92,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -127,8 +127,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), diff --git a/python/tests/e2e/output/snapshots/test_call/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_call/google_gemini_2_5_flash_snapshots.py index b7cab24904..5adff74df9 100644 --- a/python/tests/e2e/output/snapshots/test_call/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call/google_gemini_2_5_flash_snapshots.py @@ -168,8 +168,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -250,8 +250,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), diff --git a/python/tests/e2e/output/snapshots/test_call/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py b/python/tests/e2e/output/snapshots/test_call/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py index 04b317dbe4..028717192b 100644 --- a/python/tests/e2e/output/snapshots/test_call/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py @@ -128,8 +128,8 @@ { "response": { "provider_id": "mlx", - "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "model_id": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", + "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -187,8 +187,8 @@ { "response": { "provider_id": "mlx", - "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "model_id": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", + "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), diff --git a/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_completions_snapshots.py index 4cfad55ba0..bff94d5549 100644 --- a/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_completions_snapshots.py @@ -82,8 +82,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -114,8 +114,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), diff --git a/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_responses_snapshots.py index 75054a6e10..cb2851d6e3 100644 --- a/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call/openai_gpt_4o_responses_snapshots.py @@ -104,8 +104,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), @@ -151,8 +151,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage(content=[Text(text="What is 4200 + 42?")]), diff --git a/python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0_snapshots.py new file mode 100644 index 0000000000..8821dc9f3d --- /dev/null +++ b/python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -0,0 +1,894 @@ +from inline_snapshot import snapshot + +from mirascope.llm import ( + AssistantMessage, + Text, + Thought, + UserMessage, +) + +sync_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "params": {"thinking": {"level": "minimal"}}, + "finish_reason": None, + "usage": { + "input_tokens": 174, + "output_tokens": 107, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "BetaUsage(cache_creation=BetaCacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=174, output_tokens=107, server_tool_use=None, service_tier='standard')", + "total_tokens": 281, + }, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- Numbers of the form X79Y (where X and Y are digits): This would give us numbers with at least 4 digits, but we need numbers below 400, so this is only possible if X=0, but then we'd have numbers like 0791 which is just 791. + +Wait, let me be more systematic. Numbers below 400 that contain "79" as a substring: + +Two-digit numbers: 79 +Three-digit numbers: 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 + +But wait, 790-799 are all ≥ 400 except... no wait, they're all < 400. Let me double-check: 790 < 400? No, 790 > 400. So none of the 79X numbers work. + +Actually, let me recalculate: 790 > 400, so none of the numbers starting with 79 and having more than 2 digits will work. + +So the candidates are: +- 79 (two digits) +- 179 (three digits) \n\ +- 279 (three digits) +- 379 (three digits) + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. I need to check divisibility by primes up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7. + + +- 79 is odd, so not divisible by 2 +- 7+9 = 16, not divisible by 3 +- Doesn't end in 0 or 5, so not divisible by 5 \n\ +- 79 ÷ 7 = 11.28..., so not divisible by 7 +So 79 is prime. + +179: Testing divisibility by 2, 3, 5, 7, 11, and 13 (since √179 ≈ 13.4). It's odd, the digit sum is 17 (not divisible by 3), doesn't end in 0 or 5, and checking 7, 11, and 13 shows none divide evenly into 179, making it prime. + +279: The digit sum is 18, which is divisible by 3, so 279 = 3 × 93 is composite. + +379: Need to check if this is prime. I need to test divisibility by primes up to √379 ≈ 19.5. +- 379 is odd +- Digit sum is 19, not divisible by 3 +- Doesn't end in 0 or 5 +- Testing 7, 11, 13, 17: none divide evenly into 379 +- 379 ÷ 19 = 19.94..., so not divisible by 19 + +Since 379 passes all primality checks up to its square root, it's prime. The complete list of primes under 400 containing "79" is 79, 179, and 379—that gives me 3 total.\ +""" + ), + Text( + text="""\ +Looking at numbers below 400 that contain "79" as a substring: + +- Two-digit: 79 +- Three-digit: 179, 279, 379 + +Checking primality: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +3\ +""" + ), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- Numbers of the form X79Y (where X and Y are digits): This would give us numbers with at least 4 digits, but we need numbers below 400, so this is only possible if X=0, but then we'd have numbers like 0791 which is just 791. + +Wait, let me be more systematic. Numbers below 400 that contain "79" as a substring: + +Two-digit numbers: 79 +Three-digit numbers: 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 + +But wait, 790-799 are all ≥ 400 except... no wait, they're all < 400. Let me double-check: 790 < 400? No, 790 > 400. So none of the 79X numbers work. + +Actually, let me recalculate: 790 > 400, so none of the numbers starting with 79 and having more than 2 digits will work. + +So the candidates are: +- 79 (two digits) +- 179 (three digits) \n\ +- 279 (three digits) +- 379 (three digits) + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. I need to check divisibility by primes up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7. + + +- 79 is odd, so not divisible by 2 +- 7+9 = 16, not divisible by 3 +- Doesn't end in 0 or 5, so not divisible by 5 \n\ +- 79 ÷ 7 = 11.28..., so not divisible by 7 +So 79 is prime. + +179: Testing divisibility by 2, 3, 5, 7, 11, and 13 (since √179 ≈ 13.4). It's odd, the digit sum is 17 (not divisible by 3), doesn't end in 0 or 5, and checking 7, 11, and 13 shows none divide evenly into 179, making it prime. + +279: The digit sum is 18, which is divisible by 3, so 279 = 3 × 93 is composite. + +379: Need to check if this is prime. I need to test divisibility by primes up to √379 ≈ 19.5. +- 379 is odd +- Digit sum is 19, not divisible by 3 +- Doesn't end in 0 or 5 +- Testing 7, 11, 13, 17: none divide evenly into 379 +- 379 ÷ 19 = 19.94..., so not divisible by 19 + +Since 379 passes all primality checks up to its square root, it's prime. The complete list of primes under 400 containing "79" is 79, 179, and 379—that gives me 3 total.\ +""", + "type": "thinking", + }, + { + "text": """\ +Looking at numbers below 400 that contain "79" as a substring: + +- Two-digit: 79 +- Three-digit: 179, 279, 379 + +Checking primality: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +3\ +""", + "type": "text", + }, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +The user is asking me to recall what primes I found. I just calculated them in my previous response, so I do remember them. The primes below 400 that contain "79" as a substring were: +- 79 +- 179 +- 379 + +I found that 279 was not prime (divisible by 3), but the other three were prime.\ +""" + ), + Text(text="The primes were: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +The user is asking me to recall what primes I found. I just calculated them in my previous response, so I do remember them. The primes below 400 that contain "79" as a substring were: +- 79 +- 179 +- 379 + +I found that 279 was not prime (divisible by 3), but the other three were prime.\ +""", + "type": "thinking", + }, + { + "text": "The primes were: 79, 179, and 379.", + "type": "text", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + } + } +) +async_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "params": {"thinking": {"level": "minimal"}}, + "finish_reason": None, + "usage": { + "input_tokens": 97, + "output_tokens": 758, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "BetaUsage(cache_creation=BetaCacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=97, output_tokens=758, server_tool_use=None, service_tier='standard')", + "total_tokens": 855, + }, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- The number 79 itself + +Wait, let me be more systematic. Since we're looking at numbers below 400, the possible numbers containing "79" as a substring are: + +1. 79 (the number itself) +2. 179 (1 followed by 79) +3. 279 (2 followed by 79) \n\ +4. 379 (3 followed by 79) +5. Numbers starting with 79: but these would be 790, 791, etc., which are all ≥ 790 > 400, so none of these work. + +So the candidates are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. +79 = ? Let me check divisibility: +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible +- √79 ≈ 8.9, so I only need to check primes up to 8 +- Not divisible by 2, 3, 5, 7 +So 79 is prime. + +179: Let me check if 179 is prime. + + +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 179 ÷ 7 = 25.57..., so not divisible +- Not divisible by 11: 179 ÷ 11 = 16.27..., so not divisible +- Not divisible by 13: 179 ÷ 13 = 13.77..., so not divisible +- √179 ≈ 13.4, so I've checked all primes up to the square root. 179 is prime. + +For 279, the digit sum is 2+7+9=18, which is divisible by 3, so 279 = 3 × 93 and isn't prime. Now checking 379: it's odd and the digit sum 3+7+9=19 isn't divisible by 3, so I need to test further. + +Testing 379 against 5, 7, 11, 13, 17, and 19 all yield non-integer results. Since √379 ≈ 19.5, I've verified all necessary prime divisors up to that threshold, confirming 379 is prime. + +The complete list of primes below 400 containing "79" as a substring is 79, 179, and 379—three primes total.\ +""" + ), + Text(text="3"), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- The number 79 itself + +Wait, let me be more systematic. Since we're looking at numbers below 400, the possible numbers containing "79" as a substring are: + +1. 79 (the number itself) +2. 179 (1 followed by 79) +3. 279 (2 followed by 79) \n\ +4. 379 (3 followed by 79) +5. Numbers starting with 79: but these would be 790, 791, etc., which are all ≥ 790 > 400, so none of these work. + +So the candidates are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. +79 = ? Let me check divisibility: +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible +- √79 ≈ 8.9, so I only need to check primes up to 8 +- Not divisible by 2, 3, 5, 7 +So 79 is prime. + +179: Let me check if 179 is prime. + + +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 179 ÷ 7 = 25.57..., so not divisible +- Not divisible by 11: 179 ÷ 11 = 16.27..., so not divisible +- Not divisible by 13: 179 ÷ 13 = 13.77..., so not divisible +- √179 ≈ 13.4, so I've checked all primes up to the square root. 179 is prime. + +For 279, the digit sum is 2+7+9=18, which is divisible by 3, so 279 = 3 × 93 and isn't prime. Now checking 379: it's odd and the digit sum 3+7+9=19 isn't divisible by 3, so I need to test further. + +Testing 379 against 5, 7, 11, 13, 17, and 19 all yield non-integer results. Since √379 ≈ 19.5, I've verified all necessary prime divisors up to that threshold, confirming 379 is prime. + +The complete list of primes below 400 containing "79" as a substring is 79, 179, and 379—three primes total.\ +""", + "type": "thinking", + }, + {"text": "3", "type": "text"}, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to think about primes below 400 that contain "79" as a substring. + +Numbers that contain "79" as a substring below 400 would be: +- 79 itself +- 179 +- 279 +- 379 +- 790, 791, 792, etc. (but these are above 400) + +Let me check if these are prime: + +79: Let me check if 79 is prime. I need to check divisibility by primes up to √79 ≈ 8.9 +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7 (79 ÷ 7 = 11.28...) +So 79 is prime. + +179: Let me check if 179 is prime. I need to check divisibility by primes up to √179 ≈ 13.4 +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7 (179 ÷ 7 = 25.57...) +- Not divisible by 11 (179 ÷ 11 = 16.27...) +- Not divisible by 13 (179 ÷ 13 = 13.77...) +So 179 is prime. + +279: Let me check if 279 is prime. +- Not divisible by 2 (it's odd) +- Divisible by 3 (2+7+9=18, which is divisible by 3) +279 ÷ 3 = 93, so 279 = 3 × 93, so 279 is not prime. + + +379: Checking divisibility up to √379 ≈ 19.5, I find that 379 is not divisible by 2, 3, 5, 7, 11, 13, 17, or 19, making it prime. + +The primes below 400 containing "79" as a substring are 79, 179, and 379.\ +""" + ), + Text(text="I remember them: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +I need to think about primes below 400 that contain "79" as a substring. + +Numbers that contain "79" as a substring below 400 would be: +- 79 itself +- 179 +- 279 +- 379 +- 790, 791, 792, etc. (but these are above 400) + +Let me check if these are prime: + +79: Let me check if 79 is prime. I need to check divisibility by primes up to √79 ≈ 8.9 +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7 (79 ÷ 7 = 11.28...) +So 79 is prime. + +179: Let me check if 179 is prime. I need to check divisibility by primes up to √179 ≈ 13.4 +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7 (179 ÷ 7 = 25.57...) +- Not divisible by 11 (179 ÷ 11 = 16.27...) +- Not divisible by 13 (179 ÷ 13 = 13.77...) +So 179 is prime. + +279: Let me check if 279 is prime. +- Not divisible by 2 (it's odd) +- Divisible by 3 (2+7+9=18, which is divisible by 3) +279 ÷ 3 = 93, so 279 = 3 × 93, so 279 is not prime. + + +379: Checking divisibility up to √379 ≈ 19.5, I find that 379 is not divisible by 2, 3, 5, 7, 11, 13, 17, or 19, making it prime. + +The primes below 400 containing "79" as a substring are 79, 179, and 379.\ +""", + "type": "thinking", + }, + { + "text": "I remember them: 79, 179, and 379.", + "type": "text", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + } + } +) +stream_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "finish_reason": None, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all prime numbers less than 400 that contain "79" as a substring. + +Let me think about this systematically. I need to find primes that have "79" somewhere in their decimal representation. + +The possible forms are: +- 79 itself +- Numbers starting with 79: 79x, 79xx +- Numbers ending with 79: x79, xx79 +- Numbers with 79 in the middle: x79x, xx79x, x79xx, etc. + +Let me check each case: + +1) 79 itself: Is 79 prime? Let me check if 79 has any divisors other than 1 and itself. + 79 = ? Let me check small primes: 79/2 = 39.5 (not divisible), 79/3 = 26.33... (not divisible), 79/5 = 15.8 (not divisible), 79/7 = 11.28... (not divisible), 79/11 = 7.18... (not divisible), 79/13 = 6.07... (not divisible). Since √79 ≈ 8.9, I only need to check up to 8. So 79 is prime. + +2) Numbers starting with 79: + - 790: Even, so not prime + - 791: Let me check if this is prime. 791/7 = 113, so 791 = 7 × 113. Not prime. + - 792: Even, so not prime + - 793: Let me check. 793/13 = 61, so 793 = 13 × 61. Not prime. + - 794: Even, so not prime + - 795: Ends in 5, divisible by 5, so not prime + - 796: Even, so not prime + - 797: Let me check if this is prime. \n\ + +797/7 = 113.857... (not divisible), 797/11 = 72.45... (not divisible), 797/13 = 61.31... (not divisible), 797/17 = 46.88... (not divisible), 797/19 = 41.95... (not divisible), 797/23 = 34.65... (not divisible). Since √797 ≈ 28.2, I need to check all odd divisors up to that point. Testing the remaining candidates shows 797 is prime. 23: 797 = 23 × 34 + 15, so not divisible by 23 + 797 ÷ 29: 797 = 29 × 27 + 14, so not divisible by 29 + +Since I've checked all primes up to √797 ≈ 28.2 and found no divisors, 797 is prime. + +For 798, it's even so clearly composite. 799 factors as 17 × 47, making it composite as well. Moving to numbers ending in 79, I need to check 179 by testing divisibility by primes up to √179 ≈ 13.4. After checking 3, 7, 11, and 13, none divide 179, so it's prime. For 279, I should verify whether it's composite or prime. + +279 is divisible by 3 since 279/3 = 93, so it's composite. Testing 379 requires checking primes up to √379 ≈ 19.5. After systematically testing 3, 7, 11, 13, 17, and 19, none divide evenly, confirming 379 is prime. For numbers with 79 in the middle position below 400, the only three-digit form would be X79. ÷ 13: 797 = 13 × 61 + 4 +797 ÷ 17: 797 = 17 × 46 + 15 +797 ÷ 19: 797 = 19 × 41 + 18 +797 ÷ 23: not divisible + +Since √797 < 29 and I've verified all primes up to 23, 797 must be prime. The complete list of primes under 400 with "79" as a substring includes 179, 279, 379, and 797.\ +""" + ), + Text(text="4"), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +I need to find all prime numbers less than 400 that contain "79" as a substring. + +Let me think about this systematically. I need to find primes that have "79" somewhere in their decimal representation. + +The possible forms are: +- 79 itself +- Numbers starting with 79: 79x, 79xx +- Numbers ending with 79: x79, xx79 +- Numbers with 79 in the middle: x79x, xx79x, x79xx, etc. + +Let me check each case: + +1) 79 itself: Is 79 prime? Let me check if 79 has any divisors other than 1 and itself. + 79 = ? Let me check small primes: 79/2 = 39.5 (not divisible), 79/3 = 26.33... (not divisible), 79/5 = 15.8 (not divisible), 79/7 = 11.28... (not divisible), 79/11 = 7.18... (not divisible), 79/13 = 6.07... (not divisible). Since √79 ≈ 8.9, I only need to check up to 8. So 79 is prime. + +2) Numbers starting with 79: + - 790: Even, so not prime + - 791: Let me check if this is prime. 791/7 = 113, so 791 = 7 × 113. Not prime. + - 792: Even, so not prime + - 793: Let me check. 793/13 = 61, so 793 = 13 × 61. Not prime. + - 794: Even, so not prime + - 795: Ends in 5, divisible by 5, so not prime + - 796: Even, so not prime + - 797: Let me check if this is prime. \n\ + +797/7 = 113.857... (not divisible), 797/11 = 72.45... (not divisible), 797/13 = 61.31... (not divisible), 797/17 = 46.88... (not divisible), 797/19 = 41.95... (not divisible), 797/23 = 34.65... (not divisible). Since √797 ≈ 28.2, I need to check all odd divisors up to that point. Testing the remaining candidates shows 797 is prime. 23: 797 = 23 × 34 + 15, so not divisible by 23 + 797 ÷ 29: 797 = 29 × 27 + 14, so not divisible by 29 + +Since I've checked all primes up to √797 ≈ 28.2 and found no divisors, 797 is prime. + +For 798, it's even so clearly composite. 799 factors as 17 × 47, making it composite as well. Moving to numbers ending in 79, I need to check 179 by testing divisibility by primes up to √179 ≈ 13.4. After checking 3, 7, 11, and 13, none divide 179, so it's prime. For 279, I should verify whether it's composite or prime. + +279 is divisible by 3 since 279/3 = 93, so it's composite. Testing 379 requires checking primes up to √379 ≈ 19.5. After systematically testing 3, 7, 11, 13, 17, and 19, none divide evenly, confirming 379 is prime. For numbers with 79 in the middle position below 400, the only three-digit form would be X79. ÷ 13: 797 = 13 × 61 + 4 +797 ÷ 17: 797 = 17 × 46 + 15 +797 ÷ 19: 797 = 19 × 41 + 18 +797 ÷ 23: not divisible + +Since √797 < 29 and I've verified all primes up to 23, 797 must be prime. The complete list of primes under 400 with "79" as a substring includes 179, 279, 379, and 797.\ +""", + "signature": "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", + }, + {"type": "text", "text": "4"}, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to think about which primes below 400 contain 79 as a substring. Let me work through this systematically. + +Numbers containing 79 as a substring below 400: +- 79 itself +- 179 +- 279 +- 379 +- 790, 791, 792, etc. (but these are all ≥ 400, so not relevant) + +Now I need to check which of these are prime: +- 79: Yes, this is prime +- 179: Let me check... 179 is not divisible by small primes. √179 ≈ 13.4, so I need to check divisibility by primes up to 13. Not divisible by 2, 3, 5, 7, 11, 13. So 179 is prime. +- 279: 279 = 3 × 93 = 3 × 3 × 31 = 9 × 31, so 279 is not prime +- 379: Let me check... √379 ≈ 19.5, so I need to check divisibility by primes up to 19. Not divisible by 2, 3, 5, 7, 11, 13, 17, 19. So 379 is prime. + +So the primes are: 79, 179, 379. That's 3 primes, not 4 as I answered. + +Wait, let me double-check my original answer. I said 4, but I'm only finding 3. Let me think if I missed any... + +Actually, let me be more systematic about numbers containing "79": +- 79 +- 179 \n\ +- 279 +- 379 +- 790+ (all ≥ 400) + +Are there any other patterns? What about numbers like 797, 798, 799? These are all ≥ 400. + +I think I made an error in my original count. \n\ + +Looking back at my work, I can only identify three primes containing 79 as a substring below 400: 79, 179, and 379. My initial answer of 4 was incorrect.\ +""" + ), + Text(text="I don't remember."), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +I need to think about which primes below 400 contain 79 as a substring. Let me work through this systematically. + +Numbers containing 79 as a substring below 400: +- 79 itself +- 179 +- 279 +- 379 +- 790, 791, 792, etc. (but these are all ≥ 400, so not relevant) + +Now I need to check which of these are prime: +- 79: Yes, this is prime +- 179: Let me check... 179 is not divisible by small primes. √179 ≈ 13.4, so I need to check divisibility by primes up to 13. Not divisible by 2, 3, 5, 7, 11, 13. So 179 is prime. +- 279: 279 = 3 × 93 = 3 × 3 × 31 = 9 × 31, so 279 is not prime +- 379: Let me check... √379 ≈ 19.5, so I need to check divisibility by primes up to 19. Not divisible by 2, 3, 5, 7, 11, 13, 17, 19. So 379 is prime. + +So the primes are: 79, 179, 379. That's 3 primes, not 4 as I answered. + +Wait, let me double-check my original answer. I said 4, but I'm only finding 3. Let me think if I missed any... + +Actually, let me be more systematic about numbers containing "79": +- 79 +- 179 \n\ +- 279 +- 379 +- 790+ (all ≥ 400) + +Are there any other patterns? What about numbers like 797, 798, 799? These are all ≥ 400. + +I think I made an error in my original count. \n\ + +Looking back at my work, I can only identify three primes containing 79 as a substring below 400: 79, 179, and 379. My initial answer of 4 was incorrect.\ +""", + "signature": "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", + }, + {"type": "text", "text": "I don't remember."}, + ], + }, + ), + ], + "format": None, + "tools": [], + "usage": { + "input_tokens": 97, + "output_tokens": 481, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "None", + "total_tokens": 578, + }, + "n_chunks": 134, + } + } +) +async_stream_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "finish_reason": None, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all primes below 400 that contain "79" as a substring. + +Let me think about what numbers below 400 contain "79" as a substring: +- Numbers starting with 79: 790, 791, 792, ... (these are all ≥ 790, so above 400) +- Numbers ending with 79: 79, 179, 279, 379 +- Numbers with 79 in the middle: This would be numbers like X79Y where X and Y are digits, but for numbers below 400, this would mean numbers like 1790, 2790, 3790, etc., which are all above 400. + +So the candidates are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7 (79 ÷ 7 = 11.28...) +- Need to check up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7 +- 79 ÷ 7 = 11 remainder 2, so not divisible by 7 +- Since √79 < 9, I only need to check primes up to 8, which are 2, 3, 5, 7 +- 79 is prime + +179: Let me check if 179 is prime. +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) + + +- Since √179 ≈ 13.4, I need to check primes up to 13: 7, 11, and 13. Testing these: 179 ÷ 7 = 25 remainder 4, 179 ÷ 11 = 16 remainder 3, and 179 ÷ 13 = 13 remainder 10. None divide evenly, so 179 is prime. + +For 279, the digit sum is 2+7+9=18, which is divisible by 3, so 279 = 3 × 93 and isn't prime. Moving to 379: it's odd, the digit sum 19 isn't divisible by 3, it doesn't end in 0 or 5, and testing 7 gives 379 ÷ 7 = 54.14... I need to continue checking divisibility by primes up to √379 ≈ 19.5. 19 = 19 remainder 18. Since 379 isn't divisible by any prime up to its square root, it's prime. + +The primes under 400 containing "79" are 79, 179, and 379—three total.\ +""" + ), + Text(text="3"), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +I need to find all primes below 400 that contain "79" as a substring. + +Let me think about what numbers below 400 contain "79" as a substring: +- Numbers starting with 79: 790, 791, 792, ... (these are all ≥ 790, so above 400) +- Numbers ending with 79: 79, 179, 279, 379 +- Numbers with 79 in the middle: This would be numbers like X79Y where X and Y are digits, but for numbers below 400, this would mean numbers like 1790, 2790, 3790, etc., which are all above 400. + +So the candidates are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7 (79 ÷ 7 = 11.28...) +- Need to check up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7 +- 79 ÷ 7 = 11 remainder 2, so not divisible by 7 +- Since √79 < 9, I only need to check primes up to 8, which are 2, 3, 5, 7 +- 79 is prime + +179: Let me check if 179 is prime. +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) + + +- Since √179 ≈ 13.4, I need to check primes up to 13: 7, 11, and 13. Testing these: 179 ÷ 7 = 25 remainder 4, 179 ÷ 11 = 16 remainder 3, and 179 ÷ 13 = 13 remainder 10. None divide evenly, so 179 is prime. + +For 279, the digit sum is 2+7+9=18, which is divisible by 3, so 279 = 3 × 93 and isn't prime. Moving to 379: it's odd, the digit sum 19 isn't divisible by 3, it doesn't end in 0 or 5, and testing 7 gives 379 ÷ 7 = 54.14... I need to continue checking divisibility by primes up to √379 ≈ 19.5. 19 = 19 remainder 18. Since 379 isn't divisible by any prime up to its square root, it's prime. + +The primes under 400 containing "79" are 79, 179, and 379—three total.\ +""", + "signature": "EpETCkYICxgCKkBJVu+z+gbsCY7wfmvTdEQwUQU82ei3LoS84bynmxgp9ooZbDoBjybEUWCZX7nKHt9b9nTPjO8HwZQqg5veTQpfEgyozj9DbOHbjUXXAY4aDESzj1n7Sn9LonwcOCIwmbMBD7QxlJ86WZ1inOkJUc/8kp8Eu580jqp2Ml4UAuL3afvI8mxLGUfE8eKT80/NKvgRiDLqydWxob21Yg2jIWCiE6sAJmfN/gQdbdtbicKl0365PF8nJF7/Wshh9N9DIW6BBSv5kYgepFe2xiPs7l8rNmPObytIgU+1EyOUTALaGIB2twERDteQDs6+KL9hR/6Ql6SCNrbXg6s07WTSqwWj/oIngzPVMmxT7Ewa4HSMN0eQ+WIYAcsllRI/7iNW+LFhC59ES3guP312OicOkgQIHcSGqUPJeyMpZ+SX63LCETVYVta8YMRo/VAyaoDZPj4DJ/FcpMIw5U/jYDJ7x6vgMru0JCOBAoe+f32hRIMP5NIyVBHfmtMnoc9vJlDy5rcAFyH74F3e5kSeuXBv6ynxTjfiE1yGQwecmNLMoO+Culvvfo1ivLGziYuoJrE/6VVp7CWDSpogw5aDr9kYysIipkvYnEn11muidpgMoDkAZq0BCsb3ILqiJNEN52BEwom4KjCNZyxQcwNHyAdWPV1AczK9R8nfL9bhoHofQJx0mwNjA2VAPfXnP78kFavFBfIiTibafHzvv7fIy9cxLmiKm5ei8jN0kchrsEDqpdSrfoAzYliozOgtcOAcRGRMrCAdPvj5X7AaIdDgx/hqgAj/w0aqMbgPgzUHtFBdEsKESj5jnqLkuXwhOPpWBeA8B3/koW5l0mzlLr5pb4E4Ae4thhCT6xBS9taDGJo0m5JkIDlbXhSpNexPqKfraX0FvSoW8PXXkgL6+PQpllluLoBwhb3PqiIvLsjd9s1tXTjcwrNqERycB+olEYUjDJUhUZyccdRJ8UBWpQHfPR/u8WV3FaJg/M9KzuTjhI5btNS5l+BTeonkY1nIjVb/Seijj/etk1lAhROiGV5k0HsNbaDtbvKUW9CRLGlktcskw/D/Qh16xoTUlapPYcvQROvryfprDV27su4uqSQ+frowsuVAM0OkhmHLerrlj7TrS0pvk1+AqK2Izyou1dp1+z6LqIO9fqzZxUxeSzM3A5nI4Yym5mQj6aeoXpVaMkZz3A7X2ORS074oxpa8JNaNRG/dai7MbdwncFmt6PSXzE+nQH9Tw+jfUJ3VPQieQet5y6V2evj6vEFTW4QcGEkT1YgJXadva5sUu3+gB761WXrk4KDkUmOSiiNIuE9uikPAXHPPK2SWGEPHS6TgQdfnoJ7+QRsoY5DaPrB6EmLus21ifBAMWRbSrPQCYEFZnwAxR5VrUqatEIjCO4p/ThJUBzfzQahqVeRnitpjEkqEyl8mAnfYUWgRWlruwtWQ0vK6mLCdivXrTTT4PztdcSifv3gMtiqzmcZ0FxupslVZD3RfrCM4knK1ozkN4wlNMyzUrLP/fBi/jXuChygju3NEzhEuBlyI1LJ0NFNLsh3Y/9Pj5DK1hR6GH5w+TJy2AmuxdKQytTkOcpbiZvb+CuPZhNsuX7Pmc9OxApcRhSCLipeXdGO3l57farrQpthgOhBz7Gf5TEzVL0lEI8Gf2jbUBj/8v22SLbcQcEID3alogtPQgl7IoOJwcKzqfZQkCigCc7K6wJE0jY/NFfQ9C//BvzQkb8oJqm7edF7mMCRanUhWcWNUfpLJPERUVpt+NDwfuNTYsgJveZqs/AM1uyFO74TlNucALAYN/fSm662+41MuzfyOQM2d1AXnz854+9yU3aH5ftc7rhZ8nBjySKwxIDTpO5j/KMfql2jtbDZDnbcQOn81gggez0ccAKMJQUJ7t1ajfLcQPyI/mtJGSiUofuVSA1CdMyrncj0kmCLEJprP73A9HDvLzRG9KSXvDtLkdsH3KAlJ6W4GIA+BWf2IuhQZsmuwwNNEose6zH3G7D242D6zreQICZqtPC+MCnZGr537Zo7QWBqVhxgX2aBlhGrYvAgFvVqBWoWBPng4hrghS2WKyQeBDhNKGodO4jQwHS4RlD31AmObPMn/hF9YXF8lCHl5SpkURYk5awG3JtIHMt//+tLLhjYJNJcdoCGfKL9vn4DSY4MLl88IplJdSX4e64usOW1fNDvs+0awaImZKAiGd3vhOc3bcVL/JCxi1iy13hBB21dk+W5UI49bsOOXk9rCGSjVqd1cM+oUfaZIKCf1vGAY3COsoQcEiYnVdG4PpYzGlxR6buI/luiltnrk9iHLjXE4C6wuESBt7wpZDKq+78QOH2Z5ZRSTZHZn+1CLLBb2Zc2CxMUvbh2SV2gfpiRMeAiuWHbMpIduy6nN0W9zXwV4AAeenwvY0GlpN0d3pnNwHJVwqySg1FOqFX2hwdVMtLWBegP9TSFC2W9+KiLyDEaLxpf70CZ+W3YDGyCQaDecBD4xMzj8HTTWJBZ0lRmFWUYS8lse+o9F9La1LI6F9iJkTJWiBRxKmU34dIkXR1/SYu9YADJeqBagdeOWG35aXdXbZ1I8zZ+doNzU6GKntTqh4e+4V8Hj0abkdTP1lQKiui8YgpTN+XpHd8fzBVFuY8ib4KtHIIlLf4FJzzIrDOBH+RJZkATjb7dkmDh9zXS6VRvUj6YrsaYNGhsn7YqIRgJJJVrwdKvhKIjB1w4SwWDv1B5aLE/wv6CcPAQgyL0hUYwLCEkmGNdHv6s3ja67T6W/VA1xMoQS6MB4w+T0BncpPQevggRwn8Eg1++OwJRm4bHu/vOXAo8XNKRs6hj6ODuunJFGa80n6ercePHy63fV53jP4raiq6SaJiDFvz6HwWWnFNsj75KQ0sGcIYo0wrhd4gTPHUDpV2Nf0Yp9v6iKZAOrmEIu2p6Wf+E7CD1CGtqP38c+d96P2sZbHEdx0S3o1Mkxn8Jp0kMGL4S5RNt7wzNj5yWXAB30lufc88Q+K+kYIzMrb+mBOojOwGntYbahqXTKwIsYsZ79KyVa66nATgIbkIHJnZnmXcMWFz88VvaHjoFxWBx5uMsr9Fu0TkQPlenT6ISnt3ihYu8KzPh7Tx10sqLeA5gB0ksu3nFhafJevLXMK01BdQP8R2+mVVwqL+0339MbKi6zDy5IbVuxJ9hRSNDSbgPXkd7mhhWy+Sdb2crD1MNkYP5EB12oYzBBPA7w74mSarlAOZ0RRR36jmtc92JYudeTLx+H6cjZB/GMV31jDRgB", + }, + { + "type": "text", + "text": "3", + }, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +Let me think about primes below 400 that contain "79" as a substring. + +Numbers containing "79" as a substring below 400 would be: +79, 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 + +But we need those below 400, so: +79, 179, 279, 379 + +Now I need to check which of these are prime: +- 79: Let me check if this is prime. 79 is not divisible by 2, 3, 5, 7... √79 ≈ 8.9, so I need to check up to 8. 79 ÷ 7 = 11.28..., not divisible. 79 is prime. +- 179: Let me check. √179 ≈ 13.4, so I need to check divisibility up to 13. 179 is odd, not divisible by 3 (1+7+9=17, not divisible by 3), not divisible by 5, 7, 11, 13. 179 is prime. +- 279: 279 = 3 × 93 = 3 × 3 × 31 = 9 × 31. So 279 is not prime. +- 379: Let me check. √379 ≈ 19.5, so check up to 19. 379 is odd, 3+7+9=19 (not divisible by 3), not ending in 0 or 5, let me check 7: 379 ÷ 7 = 54.14..., 11: 379 ÷ 11 = 34.45..., 13: 379 ÷ 13 = 29.15..., 17: 379 ÷ 17 = 22.29..., 19: 379 ÷ 19 = 19.95... So 379 appears to be prime. + + +That gives me three primes: 79, 179, and 379.\ +""" + ), + Text(text="The primes were: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic-beta/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +Let me think about primes below 400 that contain "79" as a substring. + +Numbers containing "79" as a substring below 400 would be: +79, 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 + +But we need those below 400, so: +79, 179, 279, 379 + +Now I need to check which of these are prime: +- 79: Let me check if this is prime. 79 is not divisible by 2, 3, 5, 7... √79 ≈ 8.9, so I need to check up to 8. 79 ÷ 7 = 11.28..., not divisible. 79 is prime. +- 179: Let me check. √179 ≈ 13.4, so I need to check divisibility up to 13. 179 is odd, not divisible by 3 (1+7+9=17, not divisible by 3), not divisible by 5, 7, 11, 13. 179 is prime. +- 279: 279 = 3 × 93 = 3 × 3 × 31 = 9 × 31. So 279 is not prime. +- 379: Let me check. √379 ≈ 19.5, so check up to 19. 379 is odd, 3+7+9=19 (not divisible by 3), not ending in 0 or 5, let me check 7: 379 ÷ 7 = 54.14..., 11: 379 ÷ 11 = 34.45..., 13: 379 ÷ 13 = 29.15..., 17: 379 ÷ 17 = 22.29..., 19: 379 ÷ 19 = 19.95... So 379 appears to be prime. + + +That gives me three primes: 79, 179, and 379.\ +""", + "signature": "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", + }, + { + "type": "text", + "text": "The primes were: 79, 179, and 379.", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + "usage": { + "input_tokens": 97, + "output_tokens": 547, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "None", + "total_tokens": 644, + }, + "n_chunks": 122, + } + } +) diff --git a/python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_claude_sonnet_4_0_snapshots.py new file mode 100644 index 0000000000..cdaba2b265 --- /dev/null +++ b/python/tests/e2e/output/snapshots/test_call_with_thinking/anthropic_claude_sonnet_4_0_snapshots.py @@ -0,0 +1,851 @@ +from inline_snapshot import snapshot + +from mirascope.llm import ( + AssistantMessage, + Text, + Thought, + UserMessage, +) + +sync_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "params": {"thinking": {"level": "minimal"}}, + "finish_reason": None, + "usage": { + "input_tokens": 97, + "output_tokens": 391, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "Usage(cache_creation=CacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=97, output_tokens=391, server_tool_use=None, service_tier='standard')", + "total_tokens": 488, + }, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- The number 79 itself + +Wait, let me be more systematic. Numbers below 400 that contain "79": +- 79 +- 179 +- 279 +- 379 +- Numbers starting with 79: but these would be 790+ which are all ≥ 790 > 400, so none of these are below 400. + +So the candidates are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. +√79 ≈ 8.9, so I need to check divisibility by primes up to 8: 2, 3, 5, 7 +79 is odd, so not divisible by 2 +79 = 7 + 9 = 16, 1 + 6 = 7, not divisible by 3 +79 doesn't end in 0 or 5, so not divisible by 5 +79 ÷ 7 = 11.28..., so not divisible by 7 +So 79 is prime. + +179: Let me check if 179 is prime. +√179 ≈ 13.4, so I need to check divisibility by primes up to 13: 2, 3, 5, 7, 11, 13 +179 is odd, so not divisible by 2 +1 + 7 + 9 = 17, 1 + 7 = 8, not divisible by 3 + + +179 doesn't end in 0 or 5, so not divisible by 5 +179 ÷ 7 = 25.57..., so not divisible by 7 +179 ÷ 11 = 16.27..., so not divisible by 11 +179 ÷ 13 = 13.77..., so not divisible by 13 +So 179 is prime. + +279: The digit sum is 2 + 7 + 9 = 18, which is divisible by 3, so 279 is divisible by 3 and not prime. + +379: I need to check divisibility by primes up to √379 ≈ 19.5. It's odd, so not divisible by 2. The digit sum 3 + 7 + 9 = 19 isn't divisible by 3. It doesn't end in 0 or 5. Testing 7, 11, and continuing through the primes up to 19 to determine if 379 is prime. + +After checking all primes up to 19 (7, 11, 13, 17, 19), none divide 379 evenly, so 379 is prime. The complete list of primes below 400 containing "79" as a substring is 79, 179, and 379—three primes total.\ +""" + ), + Text(text="3"), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- The number 79 itself + +Wait, let me be more systematic. Numbers below 400 that contain "79": +- 79 +- 179 +- 279 +- 379 +- Numbers starting with 79: but these would be 790+ which are all ≥ 790 > 400, so none of these are below 400. + +So the candidates are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime. +√79 ≈ 8.9, so I need to check divisibility by primes up to 8: 2, 3, 5, 7 +79 is odd, so not divisible by 2 +79 = 7 + 9 = 16, 1 + 6 = 7, not divisible by 3 +79 doesn't end in 0 or 5, so not divisible by 5 +79 ÷ 7 = 11.28..., so not divisible by 7 +So 79 is prime. + +179: Let me check if 179 is prime. +√179 ≈ 13.4, so I need to check divisibility by primes up to 13: 2, 3, 5, 7, 11, 13 +179 is odd, so not divisible by 2 +1 + 7 + 9 = 17, 1 + 7 = 8, not divisible by 3 + + +179 doesn't end in 0 or 5, so not divisible by 5 +179 ÷ 7 = 25.57..., so not divisible by 7 +179 ÷ 11 = 16.27..., so not divisible by 11 +179 ÷ 13 = 13.77..., so not divisible by 13 +So 179 is prime. + +279: The digit sum is 2 + 7 + 9 = 18, which is divisible by 3, so 279 is divisible by 3 and not prime. + +379: I need to check divisibility by primes up to √379 ≈ 19.5. It's odd, so not divisible by 2. The digit sum 3 + 7 + 9 = 19 isn't divisible by 3. It doesn't end in 0 or 5. Testing 7, 11, and continuing through the primes up to 19 to determine if 379 is prime. + +After checking all primes up to 19 (7, 11, 13, 17, 19), none divide 379 evenly, so 379 is prime. The complete list of primes below 400 containing "79" as a substring is 79, 179, and 379—three primes total.\ +""", + "type": "thinking", + }, + {"citations": None, "text": "3", "type": "text"}, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to think about primes below 400 that contain "79" as a substring. + +Let me think of numbers containing "79": +- 79 itself +- 179 +- 279 +- 379 +- Numbers like 790, 791, 792, etc. (but these are above 400) +- Numbers like 1790, etc. (way above 400) + +So the candidates are: 79, 179, 279, 379 + +Let me check if these are prime: +- 79: This is prime +- 179: Let me check... 179 is not divisible by 2, 3, 5, 7, 11, 13... √179 ≈ 13.4, so I need to check up to 13. 179/7 ≈ 25.6, 179/11 ≈ 16.3, 179/13 ≈ 13.8. None of these divide evenly, so 179 is prime. +- 279: 279 = 9 × 31, so this is not prime +- 379: Let me check... 379 is not divisible by small primes. √379 ≈ 19.5, so I need to check up to 19. It's not divisible by 2, 3, 5, 7, 11, 13, 17, 19. So 379 is prime. + +So the primes are: 79, 179, 379. That's 3 primes, which matches my previous answer.\ +""" + ), + Text(text="The primes were: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "EoEICkYICxgCKkAWNUdyAxvgJ9QoXiuyn1YTDAQu+8F9a02JKPWs2suiGNHXnBWY5NWfZHCuSS5DZwqz44Ncmq6ugWC3Tnvru5mhEgwUGb3RQ7VOG6CWTwEaDH7s0291JvUIsdZfvyIwZGD2D6YUuryzs/6iP6PcwQa9+V0eMfezcFWxJ6wJ2gth4LUw49k2Cq0rAUjuh2anKugGLegKgQlU6tIWeKX6cFhi/+8jXBtLhuIHNa5wI9jdP2GRC1n6wSBnHb8c4p4YpFH8HiiVMj2UX3fa7yKEZsisNtNSQD5Mp++lp876xgOLZmXRfmGZQe3wZVJTJiMn7H72IWDUNiuIuZdvV5ydnc/1zUeJkJM7eZrMqyzXE1zN002ZMyLdUkUdqxbdHma68BZUDex3/ZHXe+YYcMSEPAftswObrfEE6sbbUP77Mto0x9xJ8fQooxbgSWi+lJz+SCx4TUlyCmfV/cpgC8YNC+VYIJmC2/TlqDeDEz5ua/83pN/Zxx5QOAztB6mUFruZmw6g3eXi8Shu/GTfVOqoRU62UHuiawsDq61aBK3Dea69jxHhR+dUfwuXA4oRCfLr4x+cxzfzDgU/rWy5gh8UXqYhFtGQ2hk2qxrwgZQAiQOssNHgjhl/uS9plUGC+ouCfswDuyyuVqgd6iDnikSF8EdcsT4P1yR8ySY5oBNCGdUy7JU1LMdKVtx9YAUvBLWBspCT/I9FSAmDjSV6P8cIqcHkK+T4E6gIExSMW2+JLH5i7GVwNiTdRIY0A6ZKe3Y3XPr7lDu932Qlr9oKIVnw8l8gNfI/vD+EtrvIWmJfbaDxg7iU2aTShAs2ja1remN8b62T2u83ShpfCgxi7rUf/Kj5Ypx5u+1oAoY7fQf9T51xhZmmbPvzehawzQyMQGZiY8+DTC+30FzZYGjnv6UYk41Gk13tWRFLLxE3pYU8sApPNCb3Bsg5jli1f1P14+mZQxcDOg0OaV067nTTdEvGrowCH7ivF+egfv9vHwGozzB/E+UGtY8w5QRvES2wHkjrXhNwKqbXjxktGZly85ey4PcTwVD/aK+9mRD4+DmCDqt6CVS2W8QYR4bS1UMTsFMa7ir+Zi5+Okwva7MAHUeZCsJzhTQjasENvg7fN1t1jLZOHNsDDCled2eSIO9lALrbnEsmAXw22H96ZXyVLDhXu3EvtFN6asyF/UYTe2YBShAVvJOU0jjCdJFIm/xDHTOO4DP2nVuTsUUFgUfSfWO/dh0iwfuPH9kdsB7QfAOirV8M0PxEL8ZRxU3my77ltzyfmSfdkE61mE2WhYpfh+83XRvHSD4EC4XzhzcxkfXDy7MaQeTiQtirQQvMiWloJJ6iFJExlpF7F/F8kpIYAQ==", + "thinking": """\ +I need to think about primes below 400 that contain "79" as a substring. + +Let me think of numbers containing "79": +- 79 itself +- 179 +- 279 +- 379 +- Numbers like 790, 791, 792, etc. (but these are above 400) +- Numbers like 1790, etc. (way above 400) + +So the candidates are: 79, 179, 279, 379 + +Let me check if these are prime: +- 79: This is prime +- 179: Let me check... 179 is not divisible by 2, 3, 5, 7, 11, 13... √179 ≈ 13.4, so I need to check up to 13. 179/7 ≈ 25.6, 179/11 ≈ 16.3, 179/13 ≈ 13.8. None of these divide evenly, so 179 is prime. +- 279: 279 = 9 × 31, so this is not prime +- 379: Let me check... 379 is not divisible by small primes. √379 ≈ 19.5, so I need to check up to 19. It's not divisible by 2, 3, 5, 7, 11, 13, 17, 19. So 379 is prime. + +So the primes are: 79, 179, 379. That's 3 primes, which matches my previous answer.\ +""", + "type": "thinking", + }, + { + "citations": None, + "text": "The primes were: 79, 179, and 379.", + "type": "text", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + } + } +) +async_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "params": {"thinking": {"level": "minimal"}}, + "finish_reason": None, + "usage": { + "input_tokens": 97, + "output_tokens": 526, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "Usage(cache_creation=CacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=97, output_tokens=526, server_tool_use=None, service_tier='standard')", + "total_tokens": 623, + }, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- 79 itself +- Numbers starting with 79: 790, 791, 792, etc. (but these are ≥ 790 > 400) +- Numbers ending with 79: 179, 279, 379 +- Numbers with 79 in the middle: This would require at least 3 digits, and the smallest would be something like 1790, which is > 400 + +So the candidates are: +- 79 +- 179 +- 279 +- 379 + +Now I need to check which of these are prime. + +79: Let me check if 79 is prime. +79 ÷ 2 = 39.5 (not divisible) +79 ÷ 3 = 26.33... (not divisible) +79 ÷ 5 = 15.8 (not divisible) +79 ÷ 7 = 11.28... (not divisible) +√79 ≈ 8.9, so I need to check divisibility up to 8. +79 ÷ 8 = 9.875 (not divisible) +Since 79 is not divisible by any prime up to √79, it is prime. + +179: Let me check if 179 is prime. +179 ÷ 2 = 89.5 (not divisible) +179 ÷ 3 = 59.67... (not divisible) +179 ÷ 5 = 35.8 (not divisible) +179 ÷ 7 = 25.57... (not divisible) +179 ÷ 11 = 16.27... (not divisible) + + +179 ÷ 13 = 13.77... (not divisible) +√179 ≈ 13.4, so I've checked all primes up to the square root. 179 is prime. + +279: Let me check if 279 is prime. +279 ÷ 2 = 139.5 (not divisible) +279 ÷ 3 = 93 (divisible!) +So 279 = 3 × 93, which means it's composite and not prime. + +379: Now checking 379. +379 ÷ 2 = 189.5 (not divisible) +379 ÷ 3 = 126.33... (not divisible) +379 ÷ 5 = 75.8 (not divisible) +379 ÷ 7 = 54.14... (not divisible) +379 ÷ 11 = 34.45... (not divisible) +379 ÷ 13 = 29.15... (not divisible) +379 ÷ 17 = 22.29... (not divisible) +379 ÷ 19 = 19.95... (not divisible) +Since √379 ≈ 19.5, I've tested all necessary primes. 379 is prime. + +The numbers below 400 containing "79" that are prime: 79, 179, and 379. That gives me 3 primes total.\ +""" + ), + Text(text="3"), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +I need to find all primes below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- 79 itself +- Numbers starting with 79: 790, 791, 792, etc. (but these are ≥ 790 > 400) +- Numbers ending with 79: 179, 279, 379 +- Numbers with 79 in the middle: This would require at least 3 digits, and the smallest would be something like 1790, which is > 400 + +So the candidates are: +- 79 +- 179 +- 279 +- 379 + +Now I need to check which of these are prime. + +79: Let me check if 79 is prime. +79 ÷ 2 = 39.5 (not divisible) +79 ÷ 3 = 26.33... (not divisible) +79 ÷ 5 = 15.8 (not divisible) +79 ÷ 7 = 11.28... (not divisible) +√79 ≈ 8.9, so I need to check divisibility up to 8. +79 ÷ 8 = 9.875 (not divisible) +Since 79 is not divisible by any prime up to √79, it is prime. + +179: Let me check if 179 is prime. +179 ÷ 2 = 89.5 (not divisible) +179 ÷ 3 = 59.67... (not divisible) +179 ÷ 5 = 35.8 (not divisible) +179 ÷ 7 = 25.57... (not divisible) +179 ÷ 11 = 16.27... (not divisible) + + +179 ÷ 13 = 13.77... (not divisible) +√179 ≈ 13.4, so I've checked all primes up to the square root. 179 is prime. + +279: Let me check if 279 is prime. +279 ÷ 2 = 139.5 (not divisible) +279 ÷ 3 = 93 (divisible!) +So 279 = 3 × 93, which means it's composite and not prime. + +379: Now checking 379. +379 ÷ 2 = 189.5 (not divisible) +379 ÷ 3 = 126.33... (not divisible) +379 ÷ 5 = 75.8 (not divisible) +379 ÷ 7 = 54.14... (not divisible) +379 ÷ 11 = 34.45... (not divisible) +379 ÷ 13 = 29.15... (not divisible) +379 ÷ 17 = 22.29... (not divisible) +379 ÷ 19 = 19.95... (not divisible) +Since √379 ≈ 19.5, I've tested all necessary primes. 379 is prime. + +The numbers below 400 containing "79" that are prime: 79, 179, and 379. That gives me 3 primes total.\ +""", + "type": "thinking", + }, + {"citations": None, "text": "3", "type": "text"}, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to think about primes below 400 that contain "79" as a substring. + +Let me think systematically: +- Numbers that contain "79" as a substring could be: + - 79 itself + - Numbers starting with 79: 790, 791, 792, etc. (but these are above 400 or not prime) + - Numbers ending with 79: 179, 279, 379 + - Numbers with 79 in the middle: like 1790, 2790, etc. (but these would be too large) + +So the candidates are: +- 79: This is prime +- 179: Let me check if this is prime. 179 is not divisible by 2, 3, 5, 7, 11, 13... √179 ≈ 13.4, so I need to check up to 13. 179/7 ≈ 25.6, 179/11 ≈ 16.3, 179/13 ≈ 13.8. None of these divide evenly, so 179 is prime. +- 279: This is divisible by 3 (2+7+9=18, which is divisible by 3), so 279 = 3 × 93 = 3 × 3 × 31, so not prime. +- 379: Let me check if this is prime. 379 is not divisible by 2, 3, 5, 7, 11, 13, 17, 19... √379 ≈ 19.5, so I need to check up to 19. Let me check: 379/7 ≈ 54.1, 379/11 ≈ 34.5, 379/13 ≈ 29.2, 379/17 ≈ 22.3, 379/19 ≈ 19.9. \n\ + +None of these divide evenly, so 379 is prime. The complete list is 79, 179, and 379—three primes total.\ +""" + ), + Text(text="The primes were: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "signature": "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", + "thinking": """\ +I need to think about primes below 400 that contain "79" as a substring. + +Let me think systematically: +- Numbers that contain "79" as a substring could be: + - 79 itself + - Numbers starting with 79: 790, 791, 792, etc. (but these are above 400 or not prime) + - Numbers ending with 79: 179, 279, 379 + - Numbers with 79 in the middle: like 1790, 2790, etc. (but these would be too large) + +So the candidates are: +- 79: This is prime +- 179: Let me check if this is prime. 179 is not divisible by 2, 3, 5, 7, 11, 13... √179 ≈ 13.4, so I need to check up to 13. 179/7 ≈ 25.6, 179/11 ≈ 16.3, 179/13 ≈ 13.8. None of these divide evenly, so 179 is prime. +- 279: This is divisible by 3 (2+7+9=18, which is divisible by 3), so 279 = 3 × 93 = 3 × 3 × 31, so not prime. +- 379: Let me check if this is prime. 379 is not divisible by 2, 3, 5, 7, 11, 13, 17, 19... √379 ≈ 19.5, so I need to check up to 19. Let me check: 379/7 ≈ 54.1, 379/11 ≈ 34.5, 379/13 ≈ 29.2, 379/17 ≈ 22.3, 379/19 ≈ 19.9. \n\ + +None of these divide evenly, so 379 is prime. The complete list is 79, 179, and 379—three primes total.\ +""", + "type": "thinking", + }, + { + "citations": None, + "text": "The primes were: 79, 179, and 379.", + "type": "text", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + } + } +) +stream_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "finish_reason": None, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all prime numbers below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- The number 79 itself + +Wait, let me be more systematic. The numbers below 400 that contain "79" as a substring are: +- 79 +- 179 +- 279 +- 379 +- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 790, so they're all above 400) + +So I only need to check: 79, 179, 279, 379 + +Let me check if each is prime: + +79: Let me check if 79 is prime. +- Not divisible by 2 (it's odd) +- Not divisible by 3: 7+9 = 16, not divisible by 3 +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 79 ÷ 7 = 11.28... (not divisible) +- Since √79 ≈ 8.9, I only need to check up to 8 +- Not divisible by 8 (since not divisible by 2) + +Actually, let me be more careful. To check if 79 is prime, I need to check divisibility by all primes up to √79 ≈ 8.9. +Primes up to 8: 2, 3, 5, 7 + + +Testing these: 79 is odd, digit sum is 16 (not divisible by 3), doesn't end in 0 or 5, and 79 ÷ 7 ≈ 11.3. So 79 is prime. + +179: I need to check divisibility by primes up to √179 ≈ 13.4, which means testing 2, 3, 5, 7, 11, and 13. 179 is odd, has digit sum 17 (not divisible by 3), doesn't end in 0 or 5, and checking 7, 11, and 13 shows none divide evenly into 179, making it prime. + +For 279: The digit sum is 18, which is divisible by 3, so 279 ÷ 3 = 93, meaning 279 is composite. + +For 379: I need to test divisibility by primes up to √379 ≈ 19.5. Testing 2, 3, 5, 7, 11, and 13 all fail to divide evenly, and continuing with 17 and 19 also yields no factors, confirming 379 is prime. + +The complete list of primes below 400 containing "79" is 79, 179, and 379—three primes total.\ +""" + ), + Text( + text="""\ +Looking at numbers below 400 that contain "79" as a substring: +- 79 +- 179 \n\ +- 279 +- 379 + +Checking each for primality: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +3\ +""" + ), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +I need to find all prime numbers below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 +- Numbers of the form X79 (where X is a digit): 179, 279, 379 +- The number 79 itself + +Wait, let me be more systematic. The numbers below 400 that contain "79" as a substring are: +- 79 +- 179 +- 279 +- 379 +- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 790, so they're all above 400) + +So I only need to check: 79, 179, 279, 379 + +Let me check if each is prime: + +79: Let me check if 79 is prime. +- Not divisible by 2 (it's odd) +- Not divisible by 3: 7+9 = 16, not divisible by 3 +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 79 ÷ 7 = 11.28... (not divisible) +- Since √79 ≈ 8.9, I only need to check up to 8 +- Not divisible by 8 (since not divisible by 2) + +Actually, let me be more careful. To check if 79 is prime, I need to check divisibility by all primes up to √79 ≈ 8.9. +Primes up to 8: 2, 3, 5, 7 + + +Testing these: 79 is odd, digit sum is 16 (not divisible by 3), doesn't end in 0 or 5, and 79 ÷ 7 ≈ 11.3. So 79 is prime. + +179: I need to check divisibility by primes up to √179 ≈ 13.4, which means testing 2, 3, 5, 7, 11, and 13. 179 is odd, has digit sum 17 (not divisible by 3), doesn't end in 0 or 5, and checking 7, 11, and 13 shows none divide evenly into 179, making it prime. + +For 279: The digit sum is 18, which is divisible by 3, so 279 ÷ 3 = 93, meaning 279 is composite. + +For 379: I need to test divisibility by primes up to √379 ≈ 19.5. Testing 2, 3, 5, 7, 11, and 13 all fail to divide evenly, and continuing with 17 and 19 also yields no factors, confirming 379 is prime. + +The complete list of primes below 400 containing "79" is 79, 179, and 379—three primes total.\ +""", + "signature": "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", + }, + { + "type": "text", + "text": """\ +Looking at numbers below 400 that contain "79" as a substring: +- 79 +- 179 \n\ +- 279 +- 379 + +Checking each for primality: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +3\ +""", + }, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +The user is asking me to recall the primes I found that contain "79" as a substring below 400. In my previous response, I identified: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +So the primes were 79, 179, and 379.\ +""" + ), + Text(text="The primes were: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +The user is asking me to recall the primes I found that contain "79" as a substring below 400. In my previous response, I identified: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +So the primes were 79, 179, and 379.\ +""", + "signature": "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", + }, + { + "type": "text", + "text": "The primes were: 79, 179, and 379.", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + "usage": { + "input_tokens": 171, + "output_tokens": 107, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "None", + "total_tokens": 278, + }, + "n_chunks": 27, + } + } +) +async_stream_snapshot = snapshot( + { + "response": { + "provider_id": "anthropic", + "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", + "finish_reason": None, + "messages": [ + UserMessage( + content=[ + Text( + text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="""\ +I need to find all prime numbers below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers like 79, 179, 279, 379 (79 at the end) +- Numbers like 790, 791, 792, etc. (but these are ≥ 790, so above 400) +- Numbers like 1790, 2790, etc. (but these are way above 400) + +So the only candidates below 400 are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 79 ÷ 7 = 11.28... (not divisible) +- I only need to check up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7 +- Since none of these divide 79, it's prime + +179: Let me check if 179 is prime +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 179 ÷ 7 = 25.57... (not divisible) +- Not divisible by 11: 179 ÷ 11 = 16.27... (not divisible) +- Not divisible by 13: 179 ÷ 13 = 13.77... (not divisible) + + +- Since √179 ≈ 13.4 and none of the primes up to 13 divide it, 179 is prime. + +For 279, the digit sum is 18, which is divisible by 3, so 279 = 3 × 93 and isn't prime. For 379, I need to test divisibility by small primes up to √379 ≈ 19.5. + +Checking 379: it's odd, the digit sum 19 isn't divisible by 3, it doesn't end in 0 or 5, and testing 7, 11, 13, 17, and 19 all yield non-integer results, so 379 appears to be prime. + +Since I only need to verify divisibility up to √379 ≈ 19.5, and none of the primes in that range divide 379, I can confirm it's prime. The three primes below 400 containing "79" are therefore 79, 179, and 379. Let me verify 79 itself: it's odd, digit sum is 16 (not divisible by 3), doesn't end in 0 or 5, and 79 ÷ 7 leaves remainder 2, confirming 79 is also prime. + +For 179, checking divisibility by 2, 3, 5, 7, 11, and 13 up to √179 ≈ 13.4 shows none divide evenly—it's prime. Similarly, 379 passes all divisibility tests for primes up to its square root, making it prime as well. Since 379 passes all divisibility tests up through 19, it's prime. Now checking 279: the digit sum is 18, which is divisible by 3, so 279 ÷ 3 = 93. This means 279 is composite. Therefore, the answer is 3.\ +""" + ), + Text( + text="""\ +Looking at numbers below 400 that contain "79" as a substring, the candidates are: 79, 179, 279, and 379. + +Checking each for primality: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +3\ +""" + ), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": """\ +I need to find all prime numbers below 400 that contain "79" as a substring. + +First, let me think about what numbers below 400 could contain "79" as a substring: +- Numbers like 79, 179, 279, 379 (79 at the end) +- Numbers like 790, 791, 792, etc. (but these are ≥ 790, so above 400) +- Numbers like 1790, 2790, etc. (but these are way above 400) + +So the only candidates below 400 are: 79, 179, 279, 379 + +Now I need to check which of these are prime: + +79: Let me check if 79 is prime +- Not divisible by 2 (it's odd) +- Not divisible by 3 (7+9=16, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 79 ÷ 7 = 11.28... (not divisible) +- I only need to check up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7 +- Since none of these divide 79, it's prime + +179: Let me check if 179 is prime +- Not divisible by 2 (it's odd) +- Not divisible by 3 (1+7+9=17, not divisible by 3) +- Not divisible by 5 (doesn't end in 0 or 5) +- Not divisible by 7: 179 ÷ 7 = 25.57... (not divisible) +- Not divisible by 11: 179 ÷ 11 = 16.27... (not divisible) +- Not divisible by 13: 179 ÷ 13 = 13.77... (not divisible) + + +- Since √179 ≈ 13.4 and none of the primes up to 13 divide it, 179 is prime. + +For 279, the digit sum is 18, which is divisible by 3, so 279 = 3 × 93 and isn't prime. For 379, I need to test divisibility by small primes up to √379 ≈ 19.5. + +Checking 379: it's odd, the digit sum 19 isn't divisible by 3, it doesn't end in 0 or 5, and testing 7, 11, 13, 17, and 19 all yield non-integer results, so 379 appears to be prime. + +Since I only need to verify divisibility up to √379 ≈ 19.5, and none of the primes in that range divide 379, I can confirm it's prime. The three primes below 400 containing "79" are therefore 79, 179, and 379. Let me verify 79 itself: it's odd, digit sum is 16 (not divisible by 3), doesn't end in 0 or 5, and 79 ÷ 7 leaves remainder 2, confirming 79 is also prime. + +For 179, checking divisibility by 2, 3, 5, 7, 11, and 13 up to √179 ≈ 13.4 shows none divide evenly—it's prime. Similarly, 379 passes all divisibility tests for primes up to its square root, making it prime as well. Since 379 passes all divisibility tests up through 19, it's prime. Now checking 279: the digit sum is 18, which is divisible by 3, so 279 ÷ 3 = 93. This means 279 is composite. Therefore, the answer is 3.\ +""", + "signature": 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+ }, + { + "type": "text", + "text": """\ +Looking at numbers below 400 that contain "79" as a substring, the candidates are: 79, 179, 279, and 379. + +Checking each for primality: +- 79: Prime +- 179: Prime \n\ +- 279: Not prime (divisible by 3) +- 379: Prime + +3\ +""", + }, + ], + }, + ), + UserMessage( + content=[ + Text( + text="If you remember what the primes were, then share them, or say 'I don't remember.'" + ) + ] + ), + AssistantMessage( + content=[ + Thought( + thought="The user is asking me to recall the primes I found in my previous response. I did identify them in my working - they were 79, 179, and 379. I can share these since the user is now explicitly asking for them." + ), + Text(text="I remember. The primes were: 79, 179, and 379."), + ], + provider_id="anthropic", + model_id="anthropic/claude-sonnet-4-0", + provider_model_name="claude-sonnet-4-0", + raw_message={ + "role": "assistant", + "content": [ + { + "type": "thinking", + "thinking": "The user is asking me to recall the primes I found in my previous response. I did identify them in my working - they were 79, 179, and 379. I can share these since the user is now explicitly asking for them.", + "signature": "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", + }, + { + "type": "text", + "text": "I remember. The primes were: 79, 179, and 379.", + }, + ], + }, + ), + ], + "format": None, + "tools": [], + "usage": { + "input_tokens": 171, + "output_tokens": 80, + "cache_read_tokens": 0, + "cache_write_tokens": 0, + "reasoning_tokens": 0, + "raw": "None", + "total_tokens": 251, + }, + "n_chunks": 36, + } + } +) diff --git a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_thinking/google_gemini_2_5_flash_snapshots.py similarity index 55% rename from python/tests/e2e/output/snapshots/test_call_with_thinking_true/google_gemini_2_5_flash_snapshots.py rename to python/tests/e2e/output/snapshots/test_call_with_thinking/google_gemini_2_5_flash_snapshots.py index 50fc1a023f..6f4eecb47b 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_thinking/google_gemini_2_5_flash_snapshots.py @@ -13,21 +13,21 @@ "provider_id": "google", "model_id": "google/gemini-2.5-flash", "provider_model_name": "gemini-2.5-flash", - "params": {"thinking": False}, + "params": {"thinking": {"level": "minimal"}}, "finish_reason": None, "usage": { - "input_tokens": 1766, + "input_tokens": 792, "output_tokens": 18, "cache_read_tokens": 0, "cache_write_tokens": 0, "reasoning_tokens": 0, "raw": """\ -cache_tokens_details=None cached_content_token_count=None candidates_token_count=18 candidates_tokens_details=None prompt_token_count=1766 prompt_tokens_details=[ModalityTokenCount( +cache_tokens_details=None cached_content_token_count=None candidates_token_count=18 candidates_tokens_details=None prompt_token_count=792 prompt_tokens_details=[ModalityTokenCount( modality=, - token_count=1766 -)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=1784 traffic_type=None\ + token_count=792 +)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=810 traffic_type=None\ """, - "total_tokens": 1784, + "total_tokens": 810, }, "messages": [ UserMessage( @@ -41,62 +41,30 @@ content=[ Thought( thought="""\ -**Problem Decomposition and Prime Number Generation** +**Prime Number Search with Substring Check** -Alright, I'm being asked to find primes less than 400 that have "79" as a substring. My immediate thought is to break this into two parts. First, I need to generate the list of all prime numbers below 400. There are standard algorithms for this – I could use the Sieve of Eratosthenes or a prime number generator function I have in my toolbox. Then, for each prime in that list, I'll need to check if its string representation contains the consecutive digits "79." +Okay, so I'm being asked to find the number of primes less than 400 that have "79" as a substring. My mind immediately goes to breaking this down into a few clear steps. -**Prime Number Identification and Substring Search** +First, I need to generate all the prime numbers below 400. I could do this by hand, but since I am trying to be efficient, I can use the Sieve of Eratosthenes. I'll need to create a boolean array, `is_prime`, and mark all the multiples of each prime as not prime. I will stop when I reach the square root of 400, which is 20. Then, I can simply go through the boolean array and collect the prime numbers. -Let's begin by generating the list of primes. I'll use a method I'm familiar with, probably starting with the numbers 2, 3, 5, 7, and working my way up. It's important to be systematic to avoid errors and omissions. I'll generate the primes to 100, 200, 300, and 400. +Next, I need to iterate through this list and, for each prime, convert it into a string and check if it has "79" as a substring. This is a pretty straightforward string operation. I'm going to have to remember to check for three and two-digit primes. -Okay, I've got the prime list, now, for each prime, I can convert it to a string and use a simple string search function. I'll iterate through the list, checking for "79" as a substring within each number. I can optimize this process, but for this size of a dataset, a straightforward approach is fine. I'll initialize a count variable to zero. +Then, I'll just count how many primes have this substring. Easy peasy. -**Systematic Prime and Substring Check** - -I start checking. -For primes less than 100, I found that only 79 satisfies this. Count = 1. -For primes between 100 and 199, I found only 179. Count = 2. -For primes between 200 and 299, I did not find any. -For primes between 300 and 399, I found 379. Count = 3. - -**Verification and Solution** - -Let me confirm the prime generation. I'll go through and check the primes. So the three numbers 79, 179, and 379, satisfy the conditions, and I am fairly certain that there are no others less than 400. I can also verify each number: -* 79 is prime. -* 179 appears prime, so I check divisibility: not divisible by 2, 3, 5, 7 (25\\*7+4), 11 (16\\*11+3), 13 (13\\*13+10), and then I need to get the next primes. It is prime. -* 379 appears prime: not divisible by 2, 3 (19\\*3=57), 5, 7, 11, 13, 17, 19. - -Now, I'm confident in my answer. -The total number of primes below 400 with the substring "79" is 3. +I just went through and systematically checked all the primes less than 400. In the end, there are three primes less than 400 that contain the substring "79": 79, 179 and 379. """ ), Text( text="""\ -To find the number of primes below 400 that contain "79" as a substring, we follow these steps: - -1. **List all prime numbers below 400.** - The primes below 400 are: - 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, - 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, - 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, - 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397. - -2. **Check each prime number to see if its digits contain "79" as a substring.** - * **Single-digit primes (2, 3, 5, 7):** None contain "79". - * **Two-digit primes:** - * **79**: Yes, it contains "79". (Count = 1) - * All other two-digit primes (e.g., 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 83, 89, 97) do not contain "79". - * **Three-digit primes (100-399):** - * **100-199:** - * **179**: Yes, it contains "79". (Count = 2) - * Other primes in this range (e.g., 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 181, 191, 193, 197, 199) do not contain "79". - * **200-299:** - * None of the primes in this range (211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293) contain "79". - * **300-399:** - * **379**: Yes, it contains "79". (Count = 3) - * Other primes in this range (e.g., 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 383, 389, 397) do not contain "79". - -The primes below 400 that contain "79" as a substring are 79, 179, and 379. There are 3 such primes. +The primes below 400 are: +2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397. + +Now we check which of these primes contain "79" as a substring: +1. **79** (contains "79") +2. **179** (contains "79") +3. **379** (contains "79") + +There are 3 such primes. 3\ """ @@ -115,33 +83,17 @@ "function_response": None, "inline_data": None, "text": """\ -**Problem Decomposition and Prime Number Generation** - -Alright, I'm being asked to find primes less than 400 that have "79" as a substring. My immediate thought is to break this into two parts. First, I need to generate the list of all prime numbers below 400. There are standard algorithms for this – I could use the Sieve of Eratosthenes or a prime number generator function I have in my toolbox. Then, for each prime in that list, I'll need to check if its string representation contains the consecutive digits "79." +**Prime Number Search with Substring Check** -**Prime Number Identification and Substring Search** +Okay, so I'm being asked to find the number of primes less than 400 that have "79" as a substring. My mind immediately goes to breaking this down into a few clear steps. -Let's begin by generating the list of primes. I'll use a method I'm familiar with, probably starting with the numbers 2, 3, 5, 7, and working my way up. It's important to be systematic to avoid errors and omissions. I'll generate the primes to 100, 200, 300, and 400. +First, I need to generate all the prime numbers below 400. I could do this by hand, but since I am trying to be efficient, I can use the Sieve of Eratosthenes. I'll need to create a boolean array, `is_prime`, and mark all the multiples of each prime as not prime. I will stop when I reach the square root of 400, which is 20. Then, I can simply go through the boolean array and collect the prime numbers. -Okay, I've got the prime list, now, for each prime, I can convert it to a string and use a simple string search function. I'll iterate through the list, checking for "79" as a substring within each number. I can optimize this process, but for this size of a dataset, a straightforward approach is fine. I'll initialize a count variable to zero. +Next, I need to iterate through this list and, for each prime, convert it into a string and check if it has "79" as a substring. This is a pretty straightforward string operation. I'm going to have to remember to check for three and two-digit primes. -**Systematic Prime and Substring Check** +Then, I'll just count how many primes have this substring. Easy peasy. -I start checking. -For primes less than 100, I found that only 79 satisfies this. Count = 1. -For primes between 100 and 199, I found only 179. Count = 2. -For primes between 200 and 299, I did not find any. -For primes between 300 and 399, I found 379. Count = 3. - -**Verification and Solution** - -Let me confirm the prime generation. I'll go through and check the primes. So the three numbers 79, 179, and 379, satisfy the conditions, and I am fairly certain that there are no others less than 400. I can also verify each number: -* 79 is prime. -* 179 appears prime, so I check divisibility: not divisible by 2, 3, 5, 7 (25\\*7+4), 11 (16\\*11+3), 13 (13\\*13+10), and then I need to get the next primes. It is prime. -* 379 appears prime: not divisible by 2, 3 (19\\*3=57), 5, 7, 11, 13, 17, 19. - -Now, I'm confident in my answer. -The total number of primes below 400 with the substring "79" is 3. +I just went through and systematically checked all the primes less than 400. In the end, there are three primes less than 400 that contain the substring "79": 79, 179 and 379. """, "thought": True, "thought_signature": None, @@ -155,31 +107,15 @@ "function_response": None, "inline_data": None, "text": """\ -To find the number of primes below 400 that contain "79" as a substring, we follow these steps: - -1. **List all prime numbers below 400.** - The primes below 400 are: - 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, - 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, - 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, - 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397. - -2. **Check each prime number to see if its digits contain "79" as a substring.** - * **Single-digit primes (2, 3, 5, 7):** None contain "79". - * **Two-digit primes:** - * **79**: Yes, it contains "79". (Count = 1) - * All other two-digit primes (e.g., 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 83, 89, 97) do not contain "79". - * **Three-digit primes (100-399):** - * **100-199:** - * **179**: Yes, it contains "79". (Count = 2) - * Other primes in this range (e.g., 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 181, 191, 193, 197, 199) do not contain "79". - * **200-299:** - * None of the primes in this range (211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293) contain "79". - * **300-399:** - * **379**: Yes, it contains "79". (Count = 3) - * Other primes in this range (e.g., 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 383, 389, 397) do not contain "79". - -The primes below 400 that contain "79" as a substring are 79, 179, and 379. There are 3 such primes. +The primes below 400 are: +2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397. + +Now we check which of these primes contain "79" as a substring: +1. **79** (contains "79") +2. **179** (contains "79") +3. **379** (contains "79") + +There are 3 such primes. 3\ """, @@ -199,7 +135,7 @@ ] ), AssistantMessage( - content=[Text(text="The primes were 79, 179, and 379.")], + content=[Text(text="The primes are 79, 179, and 379.")], provider_id="google", model_id="google/gemini-2.5-flash", provider_model_name="gemini-2.5-flash", @@ -212,7 +148,7 @@ "file_data": None, "function_response": None, "inline_data": None, - "text": "The primes were 79, 179, and 379.", + "text": "The primes are 79, 179, and 379.", "thought": None, "thought_signature": None, "video_metadata": None, @@ -233,21 +169,21 @@ "provider_id": "google", "model_id": "google/gemini-2.5-flash", "provider_model_name": "gemini-2.5-flash", - "params": {"thinking": False}, + "params": {"thinking": {"level": "minimal"}}, "finish_reason": None, "usage": { - "input_tokens": 297, + "input_tokens": 886, "output_tokens": 6, "cache_read_tokens": 0, "cache_write_tokens": 0, "reasoning_tokens": 0, "raw": """\ -cache_tokens_details=None cached_content_token_count=None candidates_token_count=6 candidates_tokens_details=None prompt_token_count=297 prompt_tokens_details=[ModalityTokenCount( +cache_tokens_details=None cached_content_token_count=None candidates_token_count=6 candidates_tokens_details=None prompt_token_count=886 prompt_tokens_details=[ModalityTokenCount( modality=, - token_count=297 -)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=303 traffic_type=None\ + token_count=886 +)] thoughts_token_count=None tool_use_prompt_token_count=None tool_use_prompt_tokens_details=None total_token_count=892 traffic_type=None\ """, - "total_tokens": 303, + "total_tokens": 892, }, "messages": [ UserMessage( @@ -261,11 +197,29 @@ content=[ Thought( thought="""\ -**Finding Primes Containing the Substring "79"** +**The Prime "79" Hunt** + +Okay, here's the task: I need to find the count of prime numbers under 400 that have "79" as a substring. First, I'll generate a list of primes less than 400. The Sieve of Eratosthenes is perfect for this. I'll create a boolean array, mark multiples as composite, and then I'll have a clean list of primes. -Okay, so the task at hand is to find all prime numbers less than 400 that contain the substring "79". My strategy is straightforward: first, generate a complete list of primes below 400. Then, I'll iterate through this list and check each prime to see if it includes "79" as a substring. +Once I have the primes, I iterate through them, converting each to a string, and check if "79" is present. I'm thinking I can just use the `in` operator for this - efficient and readable. -I've carefully listed all the primes up to 400. Now, I systematically check each one. I started with two-digit primes, quickly identifying 79 as a match. Moving on to three-digit primes, I systematically checked the numbers from 100 to 399, taking note of which ones include "79". I corrected a previous oversight, ensuring that I was checking for the *substring* "79", not just numbers starting or ending with 79. After double-checking the list and the substring check, I arrived at three primes: 79, 179, and 379. The answer to the original question is simply the *count*, which is 3. +So, first the sieve: I'm setting up an array, marking 0 and 1 as non-primes, then iterating up to the square root of 400, which is 20. If a number is prime, I mark all its multiples as composite. That should be pretty fast. After this, I've confirmed by code that this gives me my complete list of all primes less than 400: + +2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397 + +Now, the filtering stage. I'll go through the list. Let's start systematically. + +* 79: Bingo. +* 179: Also a hit! +* 279: Not prime, quick mental check: sum of digits is 18 (divisible by 3), so divisible by 3. No need to look any further. I'm only interested in the primes from my sieve. +* 379: This one contains 79. + +Now, checking the list, no other number less than 400 fits. I could have a number of the form `79X` but that would exceed 400. Likewise, `X79` with X = 0, 1, 2 is not in my list. Checking the list of primes shows there are no others. + +Therefore, the primes with "79" are 79, 179 and 379. That's a total of 3 primes. The code confirms this. + +I'm confident the answer is: +3 """ ), Text(text="3"), @@ -283,11 +237,29 @@ "function_response": None, "inline_data": None, "text": """\ -**Finding Primes Containing the Substring "79"** +**The Prime "79" Hunt** + +Okay, here's the task: I need to find the count of prime numbers under 400 that have "79" as a substring. First, I'll generate a list of primes less than 400. The Sieve of Eratosthenes is perfect for this. I'll create a boolean array, mark multiples as composite, and then I'll have a clean list of primes. + +Once I have the primes, I iterate through them, converting each to a string, and check if "79" is present. I'm thinking I can just use the `in` operator for this - efficient and readable. + +So, first the sieve: I'm setting up an array, marking 0 and 1 as non-primes, then iterating up to the square root of 400, which is 20. If a number is prime, I mark all its multiples as composite. That should be pretty fast. After this, I've confirmed by code that this gives me my complete list of all primes less than 400: + +2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397 + +Now, the filtering stage. I'll go through the list. Let's start systematically. + +* 79: Bingo. +* 179: Also a hit! +* 279: Not prime, quick mental check: sum of digits is 18 (divisible by 3), so divisible by 3. No need to look any further. I'm only interested in the primes from my sieve. +* 379: This one contains 79. + +Now, checking the list, no other number less than 400 fits. I could have a number of the form `79X` but that would exceed 400. Likewise, `X79` with X = 0, 1, 2 is not in my list. Checking the list of primes shows there are no others. -Okay, so the task at hand is to find all prime numbers less than 400 that contain the substring "79". My strategy is straightforward: first, generate a complete list of primes below 400. Then, I'll iterate through this list and check each prime to see if it includes "79" as a substring. +Therefore, the primes with "79" are 79, 179 and 379. That's a total of 3 primes. The code confirms this. -I've carefully listed all the primes up to 400. Now, I systematically check each one. I started with two-digit primes, quickly identifying 79 as a match. Moving on to three-digit primes, I systematically checked the numbers from 100 to 399, taking note of which ones include "79". I corrected a previous oversight, ensuring that I was checking for the *substring* "79", not just numbers starting or ending with 79. After double-checking the list and the substring check, I arrived at three primes: 79, 179, and 379. The answer to the original question is simply the *count*, which is 3. +I'm confident the answer is: +3 """, "thought": True, "thought_signature": None, @@ -349,8 +321,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( @@ -364,50 +336,39 @@ content=[ Thought( thought="""\ -**Examining Prime Substrings** +**Calculating Prime Substrings** -Okay, I've got the objective firmly in mind now: prime numbers below 400 that feature "79". I'm also clear on the definition of a substring. It's any sequence within a larger string. This sets the stage for the next phase. +I'm currently working on identifying prime numbers below 400 and determining which ones contain the substring "79". The plan involves generating a list of primes and then iterating through them, checking for the substring. My approach focuses on efficiency to ensure a quick result. -**Optimizing Candidate Generation** +**Identifying Patterns and Numbers** -I'm refining my approach for finding primes below 400 containing "79". Instead of generating all primes and then checking, I'll generate *potential* primes that *must* have "79" and then check for primality. This means I'm looking at numbers like 79, 179, 279, 379, 790, 791...799, and eliminating those that aren't prime. This should be much faster. I am now proceeding with my candidates. +I've systematically generated prime numbers below 400 and checked for the substring "79." So far, I've found it in 79 and 179. I'm now verifying the final prime numbers between 300 and 400. Once complete, I can confidently provide the final count of primes containing "79." -**Analyzing Candidate Primality** +**Confirming Prime Number Counts** -I'm now methodically verifying the primality of candidates. I'm focusing on numbers like 179 and 379, applying a division-based primality test up to the square root of each number. This eliminates composites quickly and efficiently. My current tally stands at three prime numbers so far. +Now, I've methodically listed all primes under 400 and meticulously checked for the presence of the substring "79". I confirmed that 79, 179 and 379 are the only primes that satisfy the condition. The work is checked, so I am confident that I have provided an accurate count. -**Revising Candidate Selection** +**Verifying Prime Number Substrings** -I've streamlined my strategy for finding primes with "79". I now recognize only two forms apply: 79 itself, and numbers of the form X79 where X can be 1, 2, or 3. This simplifies the candidate generation step. After eliminating non-primes, the final count will be straightforward. +I've carefully listed all primes below 400 and exhaustively checked for "79" as a substring in each. The primes containing "79" are definitively 79, 179, and 379. My thorough verification involved a systematic check of various digit combinations. I'm now confident in the completeness of the search. -**Calculating Final Count** +**Confirming the Prime Count** -I've meticulously reviewed the candidate primes, confirming that only 79, 179, and 379 meet the criteria. Their primality has been double-checked, and there aren't any other primes with "79" under 400. Therefore, I can confidently state that the final count is three. This wraps up the thought process. +I've rigorously checked all primes below 400 for the substring "79". The only ones that meet the criteria are 79, 179 and 379. This exhaustive search confirms the final count of 3 primes. The approach used here is fully verified. -""" - ), - Text( - text="""\ -The primes below 400 that contain "79" as a substring are: - -1. **79**: This is a prime number and contains "79" as itself. -2. **179**: This is a prime number and contains "79" as a substring. -3. **379**: This is a prime number and contains "79" as a substring. +**Counting Primes with Substrings** -We check other possibilities: -* Numbers of the form `X79` where X is 2: 279 is divisible by 3 (2+7+9=18), so not prime. -* Numbers of the form `79X`: All numbers starting with 79 (e.g., 790, 791, ...) are greater than 400, so they are not included. +I've completed my systematic listing and checking of all primes below 400 for the substring "79". I'm now certain that only 79, 179 and 379 contain this substring. The process involved a careful examination of digit combinations. I am ready to provide the final count, which is 3. -Therefore, there are 3 such primes. -3\ """ ), + Text(text="3"), ], provider_id="google", model_id="google/gemini-2.5-flash", @@ -422,9 +383,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Examining Prime Substrings** +**Calculating Prime Substrings** -Okay, I've got the objective firmly in mind now: prime numbers below 400 that feature "79". I'm also clear on the definition of a substring. It's any sequence within a larger string. This sets the stage for the next phase. +I'm currently working on identifying prime numbers below 400 and determining which ones contain the substring "79". The plan involves generating a list of primes and then iterating through them, checking for the substring. My approach focuses on efficiency to ensure a quick result. """, @@ -440,9 +401,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Optimizing Candidate Generation** +**Identifying Patterns and Numbers** -I'm refining my approach for finding primes below 400 containing "79". Instead of generating all primes and then checking, I'll generate *potential* primes that *must* have "79" and then check for primality. This means I'm looking at numbers like 79, 179, 279, 379, 790, 791...799, and eliminating those that aren't prime. This should be much faster. I am now proceeding with my candidates. +I've systematically generated prime numbers below 400 and checked for the substring "79." So far, I've found it in 79 and 179. I'm now verifying the final prime numbers between 300 and 400. Once complete, I can confidently provide the final count of primes containing "79." """, @@ -458,9 +419,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Analyzing Candidate Primality** +**Confirming Prime Number Counts** -I'm now methodically verifying the primality of candidates. I'm focusing on numbers like 179 and 379, applying a division-based primality test up to the square root of each number. This eliminates composites quickly and efficiently. My current tally stands at three prime numbers so far. +Now, I've methodically listed all primes under 400 and meticulously checked for the presence of the substring "79". I confirmed that 79, 179 and 379 are the only primes that satisfy the condition. The work is checked, so I am confident that I have provided an accurate count. """, @@ -476,9 +437,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Revising Candidate Selection** +**Verifying Prime Number Substrings** -I've streamlined my strategy for finding primes with "79". I now recognize only two forms apply: 79 itself, and numbers of the form X79 where X can be 1, 2, or 3. This simplifies the candidate generation step. After eliminating non-primes, the final count will be straightforward. +I've carefully listed all primes below 400 and exhaustively checked for "79" as a substring in each. The primes containing "79" are definitively 79, 179, and 379. My thorough verification involved a systematic check of various digit combinations. I'm now confident in the completeness of the search. """, @@ -494,9 +455,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Calculating Final Count** +**Confirming the Prime Count** -I've meticulously reviewed the candidate primes, confirming that only 79, 179, and 379 meet the criteria. Their primality has been double-checked, and there aren't any other primes with "79" under 400. Therefore, I can confidently state that the final count is three. This wraps up the thought process. +I've rigorously checked all primes below 400 for the substring "79". The only ones that meet the criteria are 79, 179 and 379. This exhaustive search confirms the final count of 3 primes. The approach used here is fully verified. """, @@ -512,62 +473,13 @@ "function_response": None, "inline_data": None, "text": """\ -The primes below 400 that contain "79" as a substring are: +**Counting Primes with Substrings** -1. **79**: This is a prime number and contains "79" as itself. -2. **179**: This is\ -""", - "thought": None, - "thought_signature": None, - "video_metadata": None, - }, - { - "function_call": None, - "code_execution_result": None, - "executable_code": None, - "file_data": None, - "function_response": None, - "inline_data": None, - "text": """\ - a prime number and contains "79" as a substring. -3. **379**: This is a prime number and contains "79" as a substring. - -We check other possibilities: -* Numbers of\ -""", - "thought": None, - "thought_signature": None, - "video_metadata": None, - }, - { - "function_call": None, - "code_execution_result": None, - "executable_code": None, - "file_data": None, - "function_response": None, - "inline_data": None, - "text": """\ - the form `X79` where X is 2: 279 is divisible by 3 (2+7+9=18), so not prime. -* Numbers of the form `79X`:\ -""", - "thought": None, - "thought_signature": None, - "video_metadata": None, - }, - { - "function_call": None, - "code_execution_result": None, - "executable_code": None, - "file_data": None, - "function_response": None, - "inline_data": None, - "text": """\ - All numbers starting with 79 (e.g., 790, 791, ...) are greater than 400, so they are not included. +I've completed my systematic listing and checking of all primes below 400 for the substring "79". I'm now certain that only 79, 179 and 379 contain this substring. The process involved a careful examination of digit combinations. I am ready to provide the final count, which is 3. -Therefore, there are 3 such primes. """, - "thought": None, + "thought": True, "thought_signature": None, "video_metadata": None, }, @@ -595,7 +507,7 @@ ] ), AssistantMessage( - content=[Text(text="The primes were 79, 179, and 379.")], + content=[Text(text="I don't remember.")], provider_id="google", model_id="google/gemini-2.5-flash", provider_model_name="gemini-2.5-flash", @@ -608,7 +520,7 @@ "file_data": None, "function_response": None, "inline_data": None, - "text": "The primes were ", + "text": "I don't", "thought": None, "thought_signature": None, "video_metadata": None, @@ -620,7 +532,7 @@ "file_data": None, "function_response": None, "inline_data": None, - "text": "79, 179, and 379.", + "text": " remember.", "thought": None, "thought_signature": None, "video_metadata": None, @@ -633,13 +545,13 @@ "format": None, "tools": [], "usage": { - "input_tokens": 676, - "output_tokens": 17, + "input_tokens": 517, + "output_tokens": 6, "cache_read_tokens": 0, "cache_write_tokens": 0, "reasoning_tokens": 0, "raw": "None", - "total_tokens": 693, + "total_tokens": 523, }, "n_chunks": 4, } @@ -649,8 +561,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( @@ -664,24 +576,30 @@ content=[ Thought( thought="""\ -**Enumerating Prime Substrings** +**Charting Prime Territory** + +Okay, I've got the goal locked in: count primes under 400 containing "79". Currently, I'm forming my initial strategy, with the crucial first step being listing all prime numbers below 400. That's the baseline, and then I'll filter. It is the beginning of the journey. + + +**Refining the Approach** -Okay, I've got a handle on the task. I'm currently generating the primes under 400. Once I've got that list, I'll be looping through them and checking for the presence of "79" as a substring. It's a straightforward process of digit inspection for each prime I generate, really. +Now I have a clearer picture. I have the core strategy: generate primes under 400, then filter for the substring "79." I'm mentally simulating having a list. The next step is to execute this plan by getting a concrete list or generating it. I'll need to make sure I don't miss any in the iteration. -**Identifying The Target Primes** +**Evaluating Substring Criteria** -I've made great progress on the search. I've compiled the complete list of primes under 400 and meticulously checked each for the substring "79." So far, I've found two that fit the criteria: 79 and 179. I'm continuing the exhaustive search through the rest of the list now. I will continue until it is complete. +I'm now methodically evaluating primes for the "79" substring. I generated primes up to 400 and created a checklist for primes ending in "79" or with "79" embedded. I've narrowed down the candidates and am testing each number's primality or checking the list. The goal is to avoid errors and be complete. -**Verifying Prime Counts** +**Confirming Substring Presence** -I've meticulously reviewed the list of primes below 400. I've re-checked the substring "79" condition across all primes. My analysis confirms three primes fit: 79, 179, and 379. This completes the task, providing the definitive count. +I've taken the listed primes under 400 and meticulously examined each one for the "79" substring, creating a subset. I systematically generated a list of primes up to 400 to form the set. I confirmed the primality of the numbers where "79" appears and performed the final count. I'm confident in my results. -**Confirming Final Results** -I've rigorously checked the prime numbers below 400 one last time, with special attention to the "79" substring condition. I've re-reviewed my list of the relevant primes and the counting logic. I'm now certain that the definitive answer is 3. +**Verifying Substring Presence** + +I've rigorously checked the prime list for the presence of "79," using both mental checks and systematic validation. The process has been thorough, ensuring that nothing was overlooked. I have determined, conclusively, that the count of primes less than 400 that contain "79" is 3. """ @@ -701,9 +619,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Enumerating Prime Substrings** +**Charting Prime Territory** -Okay, I've got a handle on the task. I'm currently generating the primes under 400. Once I've got that list, I'll be looping through them and checking for the presence of "79" as a substring. It's a straightforward process of digit inspection for each prime I generate, really. +Okay, I've got the goal locked in: count primes under 400 containing "79". Currently, I'm forming my initial strategy, with the crucial first step being listing all prime numbers below 400. That's the baseline, and then I'll filter. It is the beginning of the journey. """, @@ -719,9 +637,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Identifying The Target Primes** +**Refining the Approach** -I've made great progress on the search. I've compiled the complete list of primes under 400 and meticulously checked each for the substring "79." So far, I've found two that fit the criteria: 79 and 179. I'm continuing the exhaustive search through the rest of the list now. I will continue until it is complete. +Now I have a clearer picture. I have the core strategy: generate primes under 400, then filter for the substring "79." I'm mentally simulating having a list. The next step is to execute this plan by getting a concrete list or generating it. I'll need to make sure I don't miss any in the iteration. """, @@ -737,9 +655,28 @@ "function_response": None, "inline_data": None, "text": """\ -**Verifying Prime Counts** +**Evaluating Substring Criteria** + +I'm now methodically evaluating primes for the "79" substring. I generated primes up to 400 and created a checklist for primes ending in "79" or with "79" embedded. I've narrowed down the candidates and am testing each number's primality or checking the list. The goal is to avoid errors and be complete. + + +""", + "thought": True, + "thought_signature": None, + "video_metadata": None, + }, + { + "function_call": None, + "code_execution_result": None, + "executable_code": None, + "file_data": None, + "function_response": None, + "inline_data": None, + "text": """\ +**Confirming Substring Presence** + +I've taken the listed primes under 400 and meticulously examined each one for the "79" substring, creating a subset. I systematically generated a list of primes up to 400 to form the set. I confirmed the primality of the numbers where "79" appears and performed the final count. I'm confident in my results. -I've meticulously reviewed the list of primes below 400. I've re-checked the substring "79" condition across all primes. My analysis confirms three primes fit: 79, 179, and 379. This completes the task, providing the definitive count. """, @@ -755,9 +692,9 @@ "function_response": None, "inline_data": None, "text": """\ -**Confirming Final Results** +**Verifying Substring Presence** -I've rigorously checked the prime numbers below 400 one last time, with special attention to the "79" substring condition. I've re-reviewed my list of the relevant primes and the counting logic. I'm now certain that the definitive answer is 3. +I've rigorously checked the prime list for the presence of "79," using both mental checks and systematic validation. The process has been thorough, ensuring that nothing was overlooked. I have determined, conclusively, that the count of primes less than 400 that contain "79" is 3. """, @@ -802,7 +739,7 @@ "file_data": None, "function_response": None, "inline_data": None, - "text": "I", + "text": "I don't", "thought": None, "thought_signature": None, "video_metadata": None, @@ -814,7 +751,7 @@ "file_data": None, "function_response": None, "inline_data": None, - "text": " don't remember.", + "text": " remember.", "thought": None, "thought_signature": None, "video_metadata": None, @@ -827,13 +764,13 @@ "format": None, "tools": [], "usage": { - "input_tokens": 362, + "input_tokens": 452, "output_tokens": 6, "cache_read_tokens": 0, "cache_write_tokens": 0, "reasoning_tokens": 0, "raw": "None", - "total_tokens": 368, + "total_tokens": 458, }, "n_chunks": 4, } diff --git a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/openai_gpt_5_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_thinking/openai_gpt_5_responses_snapshots.py similarity index 50% rename from python/tests/e2e/output/snapshots/test_call_with_thinking_true/openai_gpt_5_responses_snapshots.py rename to python/tests/e2e/output/snapshots/test_call_with_thinking/openai_gpt_5_responses_snapshots.py index f587748646..2b743732be 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/openai_gpt_5_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_thinking/openai_gpt_5_responses_snapshots.py @@ -13,7 +13,7 @@ "provider_id": "openai", "model_id": "openai/gpt-5:responses", "provider_model_name": "gpt-5:responses", - "params": {"thinking": False}, + "params": {"thinking": {"level": "minimal"}}, "finish_reason": None, "usage": { "input_tokens": 62, @@ -36,39 +36,42 @@ content=[ Thought( thought="""\ -**Counting primes with "79" substring** +**Finding primes containing "79"** -I need to find primes less than 400 that contain "79" as a substring. The possible candidates are 79 itself, and three-digit numbers like 179, 279, and 379. However, 790 and above don’t count since they exceed 400. It’s important to remember that "79" must be contiguous, so numbers like 97 or variations across boundaries don’t qualify. Ultimately, the valid primes are 79, 179, 279, and 379.\ -""" - ), - Thought( - thought="""\ -**Finalizing prime list with "79"** +I'm looking for primes under 400 that contain "79" as a substring. For two-digit primes, 79 fits the bill — it’s prime and under 400, so that's one. -I’m surveying numbers that can contain "79." The only valid two-digit option is 79 itself. For three-digit numbers below 400, we have 179, 279, and 379. Upon checking, 179 and 79 are confirmed as primes, while 279 is divisible by 3 and therefore not a prime. I thought about 97 but it doesn’t contain "79," and, even though 197 has 97 as digits, it doesn’t qualify either. Ultimately, my confirmed primes are 79, 179, and 379.\ +For three-digit primes, I consider those that begin with "79," which would be from 790 to 799. However, those aren't prime since they're even or end in 0 or 5. But I also find three-digit numbers ending in "79," which are 179, 279, and 379. Among these, I'll need to check which of the three-digit numbers are actually prime.\ """ ), Thought( thought="""\ -**Confirming prime status of candidates** +**Clarifying prime candidates** -I’ve confirmed that the primes are 79, 179, and 379, which gives us three valid primes. To verify: 79 is standardly recognized as prime. Next, I checked 179 by testing divisibility with primes under its square root (about 13.38) and confirmed it’s prime through various checks. \n\ +I need to double-check my range for primes under 400. I miscalculated those from 790-799, which are definitely over 400, so they don't count. We’re only considering three-digit numbers up to 399. -279 isn’t prime since it's divisible by 3. Lastly, I checked 379, and after testing it against primes below its square root (about 19.4), it turns out to be prime too. So, the final count remains three, but 97, 197, and 297 don’t qualify.\ +The three-digit candidates are x79, where x is 1 to 3. That gives me 179, 279, and 379. While 79 is included as a two-digit prime. I should now check if 179 is prime by testing divisibility with primes up to around 13.38, like 2, 3, 5, 7, 11, and 13.\ """ ), Thought( thought="""\ -**Finalizing primes containing "79"** +**Checking the primality of candidates** + +I’ve tested 179 and confirmed it’s prime since it isn’t divisible by 2, 3, 5, 7, 11, or 13. -I’m checking 397, but it actually contains "97" as digits 2-3, not "79." My valid primes so far are 79, 179, and 379, which totals three. I need to be careful here because I want to ensure there aren’t any other primes under 400 that include "79" in a non-contiguous way, but that doesn’t apply. Numbers like 197 don’t count either, as it spells "97," not "79." So, the final count of primes with "79" as a substring is exactly three.\ +Next, 279 is clearly ruled out as not prime because its digits sum to 18, which is divisible by 3. + +Now, for 379, I estimate the square root is around 19.4. I check it against primes up to 19 and find it likely prime since none are divisors. + +As for any other numbers under 400 that contain "79," I see two-digit 79 and check if 197 includes "79" but it doesn't.\ """ ), Thought( thought="""\ -**Final check on primes with "79"** +**Finalizing primes with "79"** -I’m confirming if there are any primes under 400 that have "79" as non-consecutive digits. It turns out there aren’t any. To be thorough, I checked possible patterns like x79, where x ranges from 0 to 3. I found 79, 179, and 379 as primes, but 279 is composite. The pattern 79x leads to 790-799, all of which exceed 400. Thus, I reaffirm that the only valid primes containing "79" are three: 79, 179, and 379.\ +I'm examining the digits of 197; it contains "97" but not "79." Similarly, numbers like 297 also contain "97," and 790 is above 400, so it doesn't count. + +The primes I've found with "79" under 400 are 79, 179, and 379—three in total. I've confirmed 97, 197, 279, and others don't contain "79," while 397 and 739 also lack the necessary pairing. Since no three-digit configurations determine "79," I'm sticking with those three primes.\ """ ), Text(text="3"), @@ -78,47 +81,49 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_0d53aa13846e03a60068f9676daff881959d7f269101ba6689", + "id": "rs_04b3ed1b4d394a320069605174aa6c81969e01eab60273a785", "summary": [ { "text": """\ -**Counting primes with "79" substring** +**Finding primes containing "79"** -I need to find primes less than 400 that contain "79" as a substring. The possible candidates are 79 itself, and three-digit numbers like 179, 279, and 379. However, 790 and above don’t count since they exceed 400. It’s important to remember that "79" must be contiguous, so numbers like 97 or variations across boundaries don’t qualify. Ultimately, the valid primes are 79, 179, 279, and 379.\ -""", - "type": "summary_text", - }, - { - "text": """\ -**Finalizing prime list with "79"** +I'm looking for primes under 400 that contain "79" as a substring. For two-digit primes, 79 fits the bill — it’s prime and under 400, so that's one. -I’m surveying numbers that can contain "79." The only valid two-digit option is 79 itself. For three-digit numbers below 400, we have 179, 279, and 379. Upon checking, 179 and 79 are confirmed as primes, while 279 is divisible by 3 and therefore not a prime. I thought about 97 but it doesn’t contain "79," and, even though 197 has 97 as digits, it doesn’t qualify either. Ultimately, my confirmed primes are 79, 179, and 379.\ +For three-digit primes, I consider those that begin with "79," which would be from 790 to 799. However, those aren't prime since they're even or end in 0 or 5. But I also find three-digit numbers ending in "79," which are 179, 279, and 379. Among these, I'll need to check which of the three-digit numbers are actually prime.\ """, "type": "summary_text", }, { "text": """\ -**Confirming prime status of candidates** +**Clarifying prime candidates** -I’ve confirmed that the primes are 79, 179, and 379, which gives us three valid primes. To verify: 79 is standardly recognized as prime. Next, I checked 179 by testing divisibility with primes under its square root (about 13.38) and confirmed it’s prime through various checks. \n\ +I need to double-check my range for primes under 400. I miscalculated those from 790-799, which are definitely over 400, so they don't count. We’re only considering three-digit numbers up to 399. -279 isn’t prime since it's divisible by 3. Lastly, I checked 379, and after testing it against primes below its square root (about 19.4), it turns out to be prime too. So, the final count remains three, but 97, 197, and 297 don’t qualify.\ +The three-digit candidates are x79, where x is 1 to 3. That gives me 179, 279, and 379. While 79 is included as a two-digit prime. I should now check if 179 is prime by testing divisibility with primes up to around 13.38, like 2, 3, 5, 7, 11, and 13.\ """, "type": "summary_text", }, { "text": """\ -**Finalizing primes containing "79"** +**Checking the primality of candidates** + +I’ve tested 179 and confirmed it’s prime since it isn’t divisible by 2, 3, 5, 7, 11, or 13. -I’m checking 397, but it actually contains "97" as digits 2-3, not "79." My valid primes so far are 79, 179, and 379, which totals three. I need to be careful here because I want to ensure there aren’t any other primes under 400 that include "79" in a non-contiguous way, but that doesn’t apply. Numbers like 197 don’t count either, as it spells "97," not "79." So, the final count of primes with "79" as a substring is exactly three.\ +Next, 279 is clearly ruled out as not prime because its digits sum to 18, which is divisible by 3. + +Now, for 379, I estimate the square root is around 19.4. I check it against primes up to 19 and find it likely prime since none are divisors. + +As for any other numbers under 400 that contain "79," I see two-digit 79 and check if 197 includes "79" but it doesn't.\ """, "type": "summary_text", }, { "text": """\ -**Final check on primes with "79"** +**Finalizing primes with "79"** -I’m confirming if there are any primes under 400 that have "79" as non-consecutive digits. It turns out there aren’t any. To be thorough, I checked possible patterns like x79, where x ranges from 0 to 3. I found 79, 179, and 379 as primes, but 279 is composite. The pattern 79x leads to 790-799, all of which exceed 400. Thus, I reaffirm that the only valid primes containing "79" are three: 79, 179, and 379.\ +I'm examining the digits of 197; it contains "97" but not "79." Similarly, numbers like 297 also contain "97," and 790 is above 400, so it doesn't count. + +The primes I've found with "79" under 400 are 79, 179, and 379—three in total. I've confirmed 97, 197, 279, and others don't contain "79," while 397 and 739 also lack the necessary pairing. Since no three-digit configurations determine "79," I'm sticking with those three primes.\ """, "type": "summary_text", }, @@ -126,7 +131,7 @@ "type": "reasoning", }, { - "id": "msg_0d53aa13846e03a60068f96780d46c819584f9622a799dc650", + "id": "msg_04b3ed1b4d394a32006960518ed5cc8196b3081ebf3f40019f", "content": [ { "annotations": [], @@ -155,12 +160,12 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_0d53aa13846e03a60068f96782110c819595e243559c4243eb", + "id": "rs_04b3ed1b4d394a3200696051905fd481969675b1760b8f9d9e", "summary": [], "type": "reasoning", }, { - "id": "msg_0d53aa13846e03a60068f96782397c81958e1c8a764e02de61", + "id": "msg_04b3ed1b4d394a32006960519097188196817e0ea9dd78d929", "content": [ { "annotations": [], @@ -187,7 +192,7 @@ "provider_id": "openai", "model_id": "openai/gpt-5:responses", "provider_model_name": "gpt-5:responses", - "params": {"thinking": False}, + "params": {"thinking": {"level": "minimal"}}, "finish_reason": None, "usage": { "input_tokens": 62, @@ -210,42 +215,37 @@ content=[ Thought( thought="""\ -**Identifying primes with substring "79"** +**Counting primes with 79 substring** -I need to find prime numbers less than 400 that have the substring "79." That means I should consider numbers like 79, 179, 279, and 379. But now, I realize any numbers like 790 or higher are not applicable since they're over 400. I’ve ruled out any instances where "79" is not in that exact order. So, the valid primes under 400 containing "79" are 79, 179, 279, and 379.\ +I need to find prime numbers less than 400 that contain "79" as a substring, which refers to contiguous digits. The candidates are 79, 179, 279, and 379. Oh, but 790-799 are above 400, so they don’t count. 79 and 179 are confirmed primes. However, 279 isn’t prime because it's divisible by 3. Now for 379, I need to check if it's prime by testing divisibility against primes up to about 19. I'll keep investigating!\ """ ), Thought( thought="""\ -**Checking primality of numbers with "79"** - -I’m looking at numbers that contain "79" as a substring and checking if they are prime. The valid numbers are 79, 179, 279, and 379. \n\ +**Confirming prime status of 379** -For 79, it is indeed prime since it’s not divisible by any small primes. \n\ - -179 is also prime after checking divisibility against smaller primes. \n\ - -However, 279 is composite because its digits sum to 18, which is divisible by 3, and thus it’s ruled out. \n\ - -I still need to check the primality of 379!\ +I’m checking if 379 is prime, so I calculated some multiplication and found out that it is indeed prime. I also confirmed 79, 179, and 279 in relation to the "79" substring. The only numbers that fit are 79, 179, 279, and 379. The range of 790-799 exceeds 400, so I can't include them. I realize "79" must be contiguous, whether in the tens and ones or hundreds and tens places. This makes it clear!\ """ ), Thought( thought="""\ -**Confirming prime counts with "79"** +**Verifying prime numbers containing "79"** -I’m checking the primality of 379. I verified it against smaller primes: it isn’t divisible by 2, 3, 5, 7, 11, 13, 17, or 19. So, it turns out 379 is prime! - -Now, counting the primes: we have 79, 179, and 379, bringing the total to three. I checked for additional numbers under 400 with the substring "79," but only found those three. Numbers like 197 and 97 don’t count, so the final answer is three.\ +I'm analyzing three-digit numbers and confirming that combinations containing "79" at the start or end, like 790-799, are not allowed. The only eligible numbers are 79, 179, 279, and 379. Among these, I confirm that 79, 179, and 379 are prime, while 279 isn’t. So, that gives me a count of 3. I checked primality for each. 79 and 379 are confirmed, and 179 checks out too. Now, I’ll ensure there aren’t any other primes containing "79."\ """ ), Thought( thought="""\ -**Finalizing prime count** +**Confirming the count of primes** -I want to double-check the primality of 179. It has a remainder of 4 when divided by 7, 3 when divided by 11, and 10 when divided by 13, confirming that it's prime. So, I can confidently say we have three primes under 400. It’s important to clarify that we're looking for primes strictly less than 400. \n\ +I previously included 279, which isn’t prime, but 379 is. I'm checking other numbers to see if they contain "79." Numbers like 197 and 297 don't qualify. For 397, it has "97," so still not it. However, 179 does contain "79." I realize there aren't any instances of "79" repeating or leading zeros to consider. Ultimately, I’m supposed to return just the number of confirmed primes, which is 3. I double-check everything to be safe. So, I’ll return 3.\ +""" + ), + Thought( + thought="""\ +**Verifying the primality of 379** -The final answer is simply "3." Great, let's go with that!\ +I'm checking whether 379 is a prime number by dividing it with smaller primes. I find that it doesn't divide evenly by 2, 3, 5, 7, 11, 13, 17, or 19. All checks show it's not divisible by any of these primes, confirming that 379 is indeed prime. I previously verified 179 is prime as well. So, my final count of primes containing "79" is 3. I'll just return "3" as the answer.\ """ ), Text(text="3"), @@ -255,49 +255,45 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_0ab4ebd2bc7242170068f96799c350819580541603dcce2ade", + "id": "rs_02b016ad78836c87006960522974a48194a7e8e5b2a764cf1a", "summary": [ { "text": """\ -**Identifying primes with substring "79"** +**Counting primes with 79 substring** -I need to find prime numbers less than 400 that have the substring "79." That means I should consider numbers like 79, 179, 279, and 379. But now, I realize any numbers like 790 or higher are not applicable since they're over 400. I’ve ruled out any instances where "79" is not in that exact order. So, the valid primes under 400 containing "79" are 79, 179, 279, and 379.\ +I need to find prime numbers less than 400 that contain "79" as a substring, which refers to contiguous digits. The candidates are 79, 179, 279, and 379. Oh, but 790-799 are above 400, so they don’t count. 79 and 179 are confirmed primes. However, 279 isn’t prime because it's divisible by 3. Now for 379, I need to check if it's prime by testing divisibility against primes up to about 19. I'll keep investigating!\ """, "type": "summary_text", }, { "text": """\ -**Checking primality of numbers with "79"** - -I’m looking at numbers that contain "79" as a substring and checking if they are prime. The valid numbers are 79, 179, 279, and 379. \n\ +**Confirming prime status of 379** -For 79, it is indeed prime since it’s not divisible by any small primes. \n\ - -179 is also prime after checking divisibility against smaller primes. \n\ - -However, 279 is composite because its digits sum to 18, which is divisible by 3, and thus it’s ruled out. \n\ - -I still need to check the primality of 379!\ +I’m checking if 379 is prime, so I calculated some multiplication and found out that it is indeed prime. I also confirmed 79, 179, and 279 in relation to the "79" substring. The only numbers that fit are 79, 179, 279, and 379. The range of 790-799 exceeds 400, so I can't include them. I realize "79" must be contiguous, whether in the tens and ones or hundreds and tens places. This makes it clear!\ """, "type": "summary_text", }, { "text": """\ -**Confirming prime counts with "79"** +**Verifying prime numbers containing "79"** -I’m checking the primality of 379. I verified it against smaller primes: it isn’t divisible by 2, 3, 5, 7, 11, 13, 17, or 19. So, it turns out 379 is prime! - -Now, counting the primes: we have 79, 179, and 379, bringing the total to three. I checked for additional numbers under 400 with the substring "79," but only found those three. Numbers like 197 and 97 don’t count, so the final answer is three.\ +I'm analyzing three-digit numbers and confirming that combinations containing "79" at the start or end, like 790-799, are not allowed. The only eligible numbers are 79, 179, 279, and 379. Among these, I confirm that 79, 179, and 379 are prime, while 279 isn’t. So, that gives me a count of 3. I checked primality for each. 79 and 379 are confirmed, and 179 checks out too. Now, I’ll ensure there aren’t any other primes containing "79."\ """, "type": "summary_text", }, { "text": """\ -**Finalizing prime count** +**Confirming the count of primes** -I want to double-check the primality of 179. It has a remainder of 4 when divided by 7, 3 when divided by 11, and 10 when divided by 13, confirming that it's prime. So, I can confidently say we have three primes under 400. It’s important to clarify that we're looking for primes strictly less than 400. \n\ +I previously included 279, which isn’t prime, but 379 is. I'm checking other numbers to see if they contain "79." Numbers like 197 and 297 don't qualify. For 397, it has "97," so still not it. However, 179 does contain "79." I realize there aren't any instances of "79" repeating or leading zeros to consider. Ultimately, I’m supposed to return just the number of confirmed primes, which is 3. I double-check everything to be safe. So, I’ll return 3.\ +""", + "type": "summary_text", + }, + { + "text": """\ +**Verifying the primality of 379** -The final answer is simply "3." Great, let's go with that!\ +I'm checking whether 379 is a prime number by dividing it with smaller primes. I find that it doesn't divide evenly by 2, 3, 5, 7, 11, 13, 17, or 19. All checks show it's not divisible by any of these primes, confirming that 379 is indeed prime. I previously verified 179 is prime as well. So, my final count of primes containing "79" is 3. I'll just return "3" as the answer.\ """, "type": "summary_text", }, @@ -305,7 +301,7 @@ "type": "reasoning", }, { - "id": "msg_0ab4ebd2bc7242170068f967b1153c8195a162cecc2604f8db", + "id": "msg_02b016ad78836c87006960523daedc81949c7c4fe2559245a2", "content": [ { "annotations": [], @@ -334,12 +330,12 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_0ab4ebd2bc7242170068f967b2afc08195ad15d0afaf6cec91", + "id": "rs_02b016ad78836c87006960523e6248819485b4d4ed155c0195", "summary": [], "type": "reasoning", }, { - "id": "msg_0ab4ebd2bc7242170068f967b2d81081958962a3e63e620d52", + "id": "msg_02b016ad78836c87006960523e8ff88194a5d679229d27a960", "content": [ { "annotations": [], @@ -364,8 +360,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-5:responses", "model_id": "openai/gpt-5:responses", + "provider_model_name": "gpt-5:responses", "finish_reason": None, "messages": [ UserMessage( @@ -379,36 +375,37 @@ content=[ Thought( thought="""\ -**Counting primes with substring '79'** +**Finding primes with substring** -I need to count prime numbers less than 400 that contain '79' as a substring. This means I’m looking for numbers like 79, 179, and 279, but I realized that 197 doesn't fit because it contains 97 instead. So the valid numbers are 79, 179, 279, and 379. For three-digit numbers starting with '79', the range is 790-799, which exceeds 400, so they’re not applicable. My focus remains on 79, 179, 279, and 379 only.\ +I’m looking for prime numbers below 400 that contain the substring “79.” First, I can confirm that 79 itself is a prime. Then there are 179, 279, and 379, which are also candidates. I considered three-digit numbers like 790-799, but those exceed 400, so they’re not included. I need to remember that the substring must be in order, which rules out any numbers like 97. Overall, my primary candidates are 79, 179, 279, and 379.\ """ ), Thought( thought="""\ -**Evaluating primes with '79'** +**Refining cases for substring** -I’ve got three-digit numbers like 179, 279, and 379 that have '79.' For two-digit, there's 79 itself. Now, I need to check which of these are prime. We know 79 is prime. I think 179 is also prime, but 279 is not since it’s divisible by 3. For 379, it appears to be prime; I checked and '79' indeed appears consecutively within it. However, 797 exceeds 400, so I won't count that. So, the primes I'm left with are 79, 179, and 379.\ +I’m exploring how the substring “79” fits into three-digit numbers. I figured out that we can represent them as x79 and 79x. The forms like 790-799 were excluded since they exceed 400, but I want to make sure I’m not missing anything. So far, the candidates I’ve identified are 79, 179, 279, and 379. Numbers like 297 and 197 don’t count because they contain “97” rather than “79.” Overall, I think I have the valid primes sorted. Four-digit numbers aren’t relevant here.\ """ ), Thought( thought="""\ -**Identifying numbers with '79'** - -Let’s find all numbers under 400 that contain '79.' The two-digit number is 79. For three-digit numbers, the possible patterns are 179, 279, and 379 while anything starting with '79' (like 790-799) is out since they're above 400. So, the valid numbers are just 79, 179, 279, and 379. \n\ +**Checking primality of candidates** -Now, I need to check for primes among them. I know that 79 is prime. For 179, I confirmed it’s not divisible by 3, 5, 7, 11, or 13, so it should be prime too!\ +I’ve narrowed it down to four numbers: 79, 179, 279, and 379. I need to check which of these are prime. Starting with 79, it's prime! For 179, I check divisibility against primes up to about 13 and confirm it’s prime too. Then I check 279, and since it’s divisible by 3, it’s not prime. Lastly, I check 379 and find it’s also prime after checking against primes up to 19. So, my final primes are 79, 179, and 379.\ """ ), Thought( thought="""\ -**Verifying primes and counts** +**Finalizing prime candidates** -For 179, I checked it against several primes and confirmed that it’s indeed prime. As for 279, it’s divisible by 3, so it’s not prime. \n\ - -Then I turned to 379. The square root is about 19.467, so I checked against all prime numbers up to 19 and found that none divide it evenly. Thus, 379 is also prime. \n\ +I’ve confirmed my primes: 79, 179, and 379, making three in total. I briefly thought about 97, but since it doesn't contain "79," it’s out. Numbers like 297 and 197 also don’t fit because they have the digits reversed. I confirmed that there are no other two-digit numbers, and larger groups like 790-799 exceed 400. I double-checked 379’s primality, and since I verified it against all primes up to 19, I’m confident it's prime. So the final count remains three.\ +""" + ), + Thought( + thought="""\ +**Confirming the final count** -So, I have three primes: 79, 179, and 379. I made sure to rule out other numbers containing '79' and concluded that the answer is 3 primes altogether.\ +I’ve confirmed my interpretation is correct, so the answer here is definitely 3. I've reviewed the edge cases: 179, 379, and 79 are all fine as primes, while 97 doesn’t count, and 279 is composite. Therefore, the final count of prime numbers that contain the substring "79" is indeed 3. I’ll keep it straightforward and just return the number without any extra text. So, the answer is 3.\ """ ), Text(text="3"), @@ -418,43 +415,45 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_0322c5b1ca9ff7880068f967837b6c8197a69ef0a078c97a0e", + "id": "rs_0d25b3badaaf1bb800696051d47ba48196a6a41574a39ab48f", "summary": [ { "text": """\ -**Counting primes with substring '79'** +**Finding primes with substring** -I need to count prime numbers less than 400 that contain '79' as a substring. This means I’m looking for numbers like 79, 179, and 279, but I realized that 197 doesn't fit because it contains 97 instead. So the valid numbers are 79, 179, 279, and 379. For three-digit numbers starting with '79', the range is 790-799, which exceeds 400, so they’re not applicable. My focus remains on 79, 179, 279, and 379 only.\ +I’m looking for prime numbers below 400 that contain the substring “79.” First, I can confirm that 79 itself is a prime. Then there are 179, 279, and 379, which are also candidates. I considered three-digit numbers like 790-799, but those exceed 400, so they’re not included. I need to remember that the substring must be in order, which rules out any numbers like 97. Overall, my primary candidates are 79, 179, 279, and 379.\ """, "type": "summary_text", }, { "text": """\ -**Evaluating primes with '79'** +**Refining cases for substring** -I’ve got three-digit numbers like 179, 279, and 379 that have '79.' For two-digit, there's 79 itself. Now, I need to check which of these are prime. We know 79 is prime. I think 179 is also prime, but 279 is not since it’s divisible by 3. For 379, it appears to be prime; I checked and '79' indeed appears consecutively within it. However, 797 exceeds 400, so I won't count that. So, the primes I'm left with are 79, 179, and 379.\ +I’m exploring how the substring “79” fits into three-digit numbers. I figured out that we can represent them as x79 and 79x. The forms like 790-799 were excluded since they exceed 400, but I want to make sure I’m not missing anything. So far, the candidates I’ve identified are 79, 179, 279, and 379. Numbers like 297 and 197 don’t count because they contain “97” rather than “79.” Overall, I think I have the valid primes sorted. Four-digit numbers aren’t relevant here.\ """, "type": "summary_text", }, { "text": """\ -**Identifying numbers with '79'** - -Let’s find all numbers under 400 that contain '79.' The two-digit number is 79. For three-digit numbers, the possible patterns are 179, 279, and 379 while anything starting with '79' (like 790-799) is out since they're above 400. So, the valid numbers are just 79, 179, 279, and 379. \n\ +**Checking primality of candidates** -Now, I need to check for primes among them. I know that 79 is prime. For 179, I confirmed it’s not divisible by 3, 5, 7, 11, or 13, so it should be prime too!\ +I’ve narrowed it down to four numbers: 79, 179, 279, and 379. I need to check which of these are prime. Starting with 79, it's prime! For 179, I check divisibility against primes up to about 13 and confirm it’s prime too. Then I check 279, and since it’s divisible by 3, it’s not prime. Lastly, I check 379 and find it’s also prime after checking against primes up to 19. So, my final primes are 79, 179, and 379.\ """, "type": "summary_text", }, { "text": """\ -**Verifying primes and counts** +**Finalizing prime candidates** -For 179, I checked it against several primes and confirmed that it’s indeed prime. As for 279, it’s divisible by 3, so it’s not prime. \n\ - -Then I turned to 379. The square root is about 19.467, so I checked against all prime numbers up to 19 and found that none divide it evenly. Thus, 379 is also prime. \n\ +I’ve confirmed my primes: 79, 179, and 379, making three in total. I briefly thought about 97, but since it doesn't contain "79," it’s out. Numbers like 297 and 197 also don’t fit because they have the digits reversed. I confirmed that there are no other two-digit numbers, and larger groups like 790-799 exceed 400. I double-checked 379’s primality, and since I verified it against all primes up to 19, I’m confident it's prime. So the final count remains three.\ +""", + "type": "summary_text", + }, + { + "text": """\ +**Confirming the final count** -So, I have three primes: 79, 179, and 379. I made sure to rule out other numbers containing '79' and concluded that the answer is 3 primes altogether.\ +I’ve confirmed my interpretation is correct, so the answer here is definitely 3. I've reviewed the edge cases: 179, 379, and 79 are all fine as primes, while 97 doesn’t count, and 279 is composite. Therefore, the final count of prime numbers that contain the substring "79" is indeed 3. I’ll keep it straightforward and just return the number without any extra text. So, the answer is 3.\ """, "type": "summary_text", }, @@ -462,7 +461,7 @@ "type": "reasoning", }, { - "id": "msg_0322c5b1ca9ff7880068f9679731808197b75d13ae2de5a285", + "id": "msg_0d25b3badaaf1bb800696051eb13d48196bb82d4a6e07260eb", "content": [ { "annotations": [], @@ -491,12 +490,12 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_0322c5b1ca9ff7880068f9679857988197b0db6ead99086fd3", + "id": "rs_0d25b3badaaf1bb800696051ec3a288196a29800d2929bd079", "summary": [], "type": "reasoning", }, { - "id": "msg_0322c5b1ca9ff7880068f9679893288197903c261cea7774dc", + "id": "msg_0d25b3badaaf1bb800696051ec694481969563030f07779377", "content": [ { "annotations": [], @@ -531,8 +530,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-5:responses", "model_id": "openai/gpt-5:responses", + "provider_model_name": "gpt-5:responses", "finish_reason": None, "messages": [ UserMessage( @@ -546,53 +545,38 @@ content=[ Thought( thought="""\ -**Counting substring primes** - -I need to count the prime numbers less than 400 that contain "79" as a substring, which means the digits should include "79" together. \n\ +**Counting primes with 79** -Okay, so I start with 79, which is prime. Next is 179; that also works since it has "79" at the end. For 197, it doesn’t count because the digits are 1-9-7. I check others too, like 279, 379—actually, 379 works—now for others up to 399. \n\ - -But 793 is over my limit, so I’ll focus only on numbers below 400.\ +I need to count primes less than 400 that contain "79" as a substring. The possibilities include 79 itself, 179, 279, and 379. I know that numbers like 790-799 exceed 400, so those are out. Among the candidates, 179 and 379 are confirmed primes, while 279 is composite. 79 itself is prime as well. So, the only primes containing "79" under 400 are 79, 179, and 379.\ """ ), Thought( thought="""\ -**Analyzing prime candidates** - -I’m looking into numbers with "79" in them. For three-digit numbers below 400, I see patterns: those ending in 79 (like 179, 279, 379) and starting with 79 don’t count since they exceed 400. \n\ - -The only two-digit option is 79 itself. I already checked the endings; now I realize 279 isn't prime because it's divisible by 3. So, I need to verify if 379 is prime next. \n\ +**Identifying primes with 79** -That narrows down my candidates for primes containing "79"!\ +I'm checking for any numbers of the form x79, where x is 1, 2, or 3, to stay under 400. That means I need to evaluate 179, 279, and 379. I know 279 is composite, but both 179 and 379 are prime. So, I can confirm there are three primes: 79, 179, and 379. I also consider if there are any non-contiguous numbers containing "79"—but they don't qualify based on my substring definition. My likely answer is three primes, which I will double-check for primality.\ """ ), Thought( thought="""\ -**Verifying prime numbers** +**Verifying primes and composites** -I’m testing if 379 is prime. The square root is around 19.4, so I’ll check primality against smaller primes like 3, 5, 7, 11, 13, 17, and 19. It’s not divisible by any of those. \n\ +I'm checking for primes up to 13. After going through numbers like 2, 3, 5, 7, 11, and 13, I've confirmed that 13 is prime. \n\ -Next, I check 179, and it’s prime too. So far, I have 79, 179, and 379 as primes. I wonder if there are others below 400. \n\ +Next, for 279, it's not even, but its digits add up to 18, which means it's divisible by 3 and thus composite. \n\ -But 297 doesn’t count, since it doesn't have "79" together, and 790 is over my limit. So, I’m stuck with those three!\ -""" - ), - Thought( - thought="""\ -**Finalizing prime count** +Now, looking at 379, it checks out as prime after verifying with smaller primes. \n\ -I realize that since "substring" refers to something contiguous, 97 can't count as "79" reversed. So, I still think there are 3 valid primes: 79, 179, and 379. I double-check other three-digit possibilities starting with "79," but none qualify since they’d exceed 400. \n\ - -I confirmed each candidate: 79, 179, and 379 are primes, while 279 isn’t. Thus, the total count remains three. I’ll summarize the answer as “3” and make sure everything is accurate.\ +I’ve found that there aren’t any other qualifying numbers with "79." So, the total count remains three primes, including 79.\ """ ), Thought( thought="""\ -**Delivering the answer** +**Finalizing count of primes with 79** -The user wants a straightforward response, just the number without explanations. I need to stick to that and confirm again: the count is indeed "3." \n\ +I briefly considered the number 297, but it doesn't meet the criteria. I need to ensure that 379 is confirmed as prime—yes, it is. I've looked through other potential numbers that might form with "79" and determined that 79 works with 379 and 179, but 279 is composite. \n\ -I’ll double-check for any primes like 197, but it doesn't have "79." And 297 isn’t prime, nor does it contain the substring. So I’m all set to deliver the answer without any additional text. The final output is "3."\ +I checked 97 and found it doesn’t qualify either. Numbers like 397 and 795 don’t meet our conditions either. After everything, I'm confident the answer is just "3".\ """ ), Text(text="3"), @@ -602,61 +586,45 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_00b850169f72b9300068f967b4c96481948d13a53c8867e8d8", + "id": "rs_070229d1723681c2006960527930d88195bc7f33214161e67d", "summary": [ { "text": """\ -**Counting substring primes** - -I need to count the prime numbers less than 400 that contain "79" as a substring, which means the digits should include "79" together. \n\ +**Counting primes with 79** -Okay, so I start with 79, which is prime. Next is 179; that also works since it has "79" at the end. For 197, it doesn’t count because the digits are 1-9-7. I check others too, like 279, 379—actually, 379 works—now for others up to 399. \n\ - -But 793 is over my limit, so I’ll focus only on numbers below 400.\ +I need to count primes less than 400 that contain "79" as a substring. The possibilities include 79 itself, 179, 279, and 379. I know that numbers like 790-799 exceed 400, so those are out. Among the candidates, 179 and 379 are confirmed primes, while 279 is composite. 79 itself is prime as well. So, the only primes containing "79" under 400 are 79, 179, and 379.\ """, "type": "summary_text", }, { "text": """\ -**Analyzing prime candidates** - -I’m looking into numbers with "79" in them. For three-digit numbers below 400, I see patterns: those ending in 79 (like 179, 279, 379) and starting with 79 don’t count since they exceed 400. \n\ - -The only two-digit option is 79 itself. I already checked the endings; now I realize 279 isn't prime because it's divisible by 3. So, I need to verify if 379 is prime next. \n\ +**Identifying primes with 79** -That narrows down my candidates for primes containing "79"!\ +I'm checking for any numbers of the form x79, where x is 1, 2, or 3, to stay under 400. That means I need to evaluate 179, 279, and 379. I know 279 is composite, but both 179 and 379 are prime. So, I can confirm there are three primes: 79, 179, and 379. I also consider if there are any non-contiguous numbers containing "79"—but they don't qualify based on my substring definition. My likely answer is three primes, which I will double-check for primality.\ """, "type": "summary_text", }, { "text": """\ -**Verifying prime numbers** +**Verifying primes and composites** -I’m testing if 379 is prime. The square root is around 19.4, so I’ll check primality against smaller primes like 3, 5, 7, 11, 13, 17, and 19. It’s not divisible by any of those. \n\ +I'm checking for primes up to 13. After going through numbers like 2, 3, 5, 7, 11, and 13, I've confirmed that 13 is prime. \n\ -Next, I check 179, and it’s prime too. So far, I have 79, 179, and 379 as primes. I wonder if there are others below 400. \n\ - -But 297 doesn’t count, since it doesn't have "79" together, and 790 is over my limit. So, I’m stuck with those three!\ -""", - "type": "summary_text", - }, - { - "text": """\ -**Finalizing prime count** +Next, for 279, it's not even, but its digits add up to 18, which means it's divisible by 3 and thus composite. \n\ -I realize that since "substring" refers to something contiguous, 97 can't count as "79" reversed. So, I still think there are 3 valid primes: 79, 179, and 379. I double-check other three-digit possibilities starting with "79," but none qualify since they’d exceed 400. \n\ +Now, looking at 379, it checks out as prime after verifying with smaller primes. \n\ -I confirmed each candidate: 79, 179, and 379 are primes, while 279 isn’t. Thus, the total count remains three. I’ll summarize the answer as “3” and make sure everything is accurate.\ +I’ve found that there aren’t any other qualifying numbers with "79." So, the total count remains three primes, including 79.\ """, "type": "summary_text", }, { "text": """\ -**Delivering the answer** +**Finalizing count of primes with 79** -The user wants a straightforward response, just the number without explanations. I need to stick to that and confirm again: the count is indeed "3." \n\ +I briefly considered the number 297, but it doesn't meet the criteria. I need to ensure that 379 is confirmed as prime—yes, it is. I've looked through other potential numbers that might form with "79" and determined that 79 works with 379 and 179, but 279 is composite. \n\ -I’ll double-check for any primes like 197, but it doesn't have "79." And 297 isn’t prime, nor does it contain the substring. So I’m all set to deliver the answer without any additional text. The final output is "3."\ +I checked 97 and found it doesn’t qualify either. Numbers like 397 and 795 don’t meet our conditions either. After everything, I'm confident the answer is just "3".\ """, "type": "summary_text", }, @@ -664,7 +632,7 @@ "type": "reasoning", }, { - "id": "msg_00b850169f72b9300068f967cac6b08194a3d0922427ac66db", + "id": "msg_070229d1723681c2006960528bccb88195ac718c52f86035e0", "content": [ { "annotations": [], @@ -693,12 +661,12 @@ provider_model_name="gpt-5:responses", raw_message=[ { - "id": "rs_00b850169f72b9300068f967cc559c8194a05a106b3f51420e", + "id": "rs_070229d1723681c2006960528c99a0819599276d1365d33bde", "summary": [], "type": "reasoning", }, { - "id": "msg_00b850169f72b9300068f967ccb18081949c250217c44c88b7", + "id": "msg_070229d1723681c2006960528d580c8195941c8f829a61d944", "content": [ { "annotations": [], diff --git a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0_snapshots.py deleted file mode 100644 index b3e0637270..0000000000 --- a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ /dev/null @@ -1,819 +0,0 @@ -from inline_snapshot import snapshot - -from mirascope.llm import ( - AssistantMessage, - Text, - Thought, - UserMessage, -) - -sync_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "model_id": "anthropic-beta/claude-sonnet-4-0", - "provider_model_name": "claude-sonnet-4-0", - "params": {"thinking": False}, - "finish_reason": None, - "usage": { - "input_tokens": 68, - "output_tokens": 8, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "BetaUsage(cache_creation=BetaCacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=68, output_tokens=8, server_tool_use=None, service_tier='standard')", - "total_tokens": 76, - }, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all primes below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- The number 79 itself - -Wait, I need to be more systematic. Let me list all numbers below 400 that contain "79": - -Two-digit: 79 -Three-digit: 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 - -Wait, 790+ are all ≥ 400, so I don't need those. - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -Factors to check: 2, 3, 5, 7 (since √79 ≈ 8.9) -79 ÷ 2 = 39.5 (not divisible) -79 ÷ 3 = 26.33... (not divisible) -79 ÷ 5 = 15.8 (not divisible) -79 ÷ 7 = 11.28... (not divisible) -So 79 is prime. - -179: Let me check if 179 is prime. -Factors to check: 2, 3, 5, 7, 11, 13 (since √179 ≈ 13.4) -179 ÷ 2 = 89.5 (not divisible) - - -179 ÷ 3 = 59.67... (not divisible) -179 ÷ 5 = 35.8 (not divisible) -179 ÷ 7 = 25.57... (not divisible) -179 ÷ 11 = 16.27... (not divisible) -179 ÷ 13 = 13.77... (not divisible) -So 179 is also prime. - -I'll continue checking the remaining candidates systematically, testing divisibility by potential factors up to the square root of each number.\ -""" - ), - Text(text="3"), - ], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "signature": "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", - "thinking": """\ -I need to find all primes below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- The number 79 itself - -Wait, I need to be more systematic. Let me list all numbers below 400 that contain "79": - -Two-digit: 79 -Three-digit: 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 - -Wait, 790+ are all ≥ 400, so I don't need those. - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -Factors to check: 2, 3, 5, 7 (since √79 ≈ 8.9) -79 ÷ 2 = 39.5 (not divisible) -79 ÷ 3 = 26.33... (not divisible) -79 ÷ 5 = 15.8 (not divisible) -79 ÷ 7 = 11.28... (not divisible) -So 79 is prime. - -179: Let me check if 179 is prime. -Factors to check: 2, 3, 5, 7, 11, 13 (since √179 ≈ 13.4) -179 ÷ 2 = 89.5 (not divisible) - - -179 ÷ 3 = 59.67... (not divisible) -179 ÷ 5 = 35.8 (not divisible) -179 ÷ 7 = 25.57... (not divisible) -179 ÷ 11 = 16.27... (not divisible) -179 ÷ 13 = 13.77... (not divisible) -So 179 is also prime. - -I'll continue checking the remaining candidates systematically, testing divisibility by potential factors up to the square root of each number.\ -""", - "type": "thinking", - }, - { - "text": "3", - "type": "text", - }, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[Text(text="I don't remember.")], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "text": "I don't remember.", - "type": "text", - } - ], - }, - ), - ], - "format": None, - "tools": [], - } - } -) -async_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "model_id": "anthropic-beta/claude-sonnet-4-0", - "provider_model_name": "claude-sonnet-4-0", - "params": {"thinking": False}, - "finish_reason": None, - "usage": { - "input_tokens": 154, - "output_tokens": 17, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "BetaUsage(cache_creation=BetaCacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=154, output_tokens=17, server_tool_use=None, service_tier='standard')", - "total_tokens": 171, - }, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -Let me think about this systematically. Numbers containing "79" as a substring could be: -- 79 itself -- Numbers of the form 79X (790, 791, 792, 793, 794, 795, 796, 797, 798, 799) -- Numbers of the form X79 (179, 279, 379) -- Numbers of the form X79Y (but these would be at least 1790, which is above 400) - -Wait, let me be more careful. Numbers below 400 that contain "79" as a substring: - -1) 79 itself -2) Numbers starting with 79: 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 790, which is above 400) -3) Numbers ending with 79: 179, 279, 379 -4) Numbers with 79 in the middle: these would need to be at least 3-digit numbers of the form A79B, so at least 1790, which is above 400. - -So the candidates are: 79, 179, 279, 379. - -Now let me check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9 = 16, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- We only need to check up to √79 ≈ 8.9, so we need to check 2, 3, 5, 7, and 8 is not prime. - - -- 79 is prime. - -I confirm 79 is indeed a prime number after carefully checking its divisibility. - -Continuing the primality check for 179, I verify it's not divisible by key small primes. Checking up to its square root confirms 179 is prime. - -For 279, I quickly determine it's not prime since it's divisible by 3, with 279 equaling 3 × 93. - -Examining 379, I begin investigating its potential divisors, noting it's an odd number not immediately divisible by 2 or 3. - -Systematically testing divisors up to its square root, I find no factors. Each division yields a non-integer result: 7, 11, 13, 17, and 19 do not divide 379 evenly. - -Reaching √379, I conclude 379 is indeed prime. - -Identifying the pattern, I recognize three primes containing "79": 79, 179, and 379. - -Carefully examining potential two-digit and three-digit configurations below 400, I confirm these are the only valid primes matching the substring criteria. - -Specifically, the numbers 79, 179, and 379 qualify as prime, while 279 is divisible by 3. By systematically checking each candidate number's divisibility and range constraints, I've determined there are precisely 3 primes containing "79" under 400.\ -""" - ), - Text( - text="""\ -Looking for primes below 400 that contain "79" as a substring. - -The candidates are: -- 79 -- 179 \n\ -- 279 -- 379 - -Checking primality: -- 79: prime -- 179: prime -- 279: divisible by 3 (2+7+9=18), so not prime -- 379: prime - -3\ -""" - ), - ], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "signature": 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- "thinking": """\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -Let me think about this systematically. Numbers containing "79" as a substring could be: -- 79 itself -- Numbers of the form 79X (790, 791, 792, 793, 794, 795, 796, 797, 798, 799) -- Numbers of the form X79 (179, 279, 379) -- Numbers of the form X79Y (but these would be at least 1790, which is above 400) - -Wait, let me be more careful. Numbers below 400 that contain "79" as a substring: - -1) 79 itself -2) Numbers starting with 79: 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 790, which is above 400) -3) Numbers ending with 79: 179, 279, 379 -4) Numbers with 79 in the middle: these would need to be at least 3-digit numbers of the form A79B, so at least 1790, which is above 400. - -So the candidates are: 79, 179, 279, 379. - -Now let me check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9 = 16, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- We only need to check up to √79 ≈ 8.9, so we need to check 2, 3, 5, 7, and 8 is not prime. - - -- 79 is prime. - -I confirm 79 is indeed a prime number after carefully checking its divisibility. - -Continuing the primality check for 179, I verify it's not divisible by key small primes. Checking up to its square root confirms 179 is prime. - -For 279, I quickly determine it's not prime since it's divisible by 3, with 279 equaling 3 × 93. - -Examining 379, I begin investigating its potential divisors, noting it's an odd number not immediately divisible by 2 or 3. - -Systematically testing divisors up to its square root, I find no factors. Each division yields a non-integer result: 7, 11, 13, 17, and 19 do not divide 379 evenly. - -Reaching √379, I conclude 379 is indeed prime. - -Identifying the pattern, I recognize three primes containing "79": 79, 179, and 379. - -Carefully examining potential two-digit and three-digit configurations below 400, I confirm these are the only valid primes matching the substring criteria. - -Specifically, the numbers 79, 179, and 379 qualify as prime, while 279 is divisible by 3. By systematically checking each candidate number's divisibility and range constraints, I've determined there are precisely 3 primes containing "79" under 400.\ -""", - "type": "thinking", - }, - { - "text": """\ -Looking for primes below 400 that contain "79" as a substring. - -The candidates are: -- 79 -- 179 \n\ -- 279 -- 379 - -Checking primality: -- 79: prime -- 179: prime -- 279: divisible by 3 (2+7+9=18), so not prime -- 379: prime - -3\ -""", - "type": "text", - }, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[Text(text="I remember them: 79, 179, and 379.")], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "text": "I remember them: 79, 179, and 379.", - "type": "text", - } - ], - }, - ), - ], - "format": None, - "tools": [], - } - } -) -stream_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", - "model_id": "anthropic-beta/claude-sonnet-4-0", - "finish_reason": None, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers starting with 79: 79, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers with 79 in the middle: 179, 279, 379 -- Numbers ending with 79: 79, 179, 279, 379 - -Wait, let me be more systematic. The numbers below 400 that contain "79" as a substring are: -- 79 -- 179 \n\ -- 279 -- 379 -- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 400, so not relevant) - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9=16, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- √79 ≈ 8.9, so I only need to check primes up to 8 -- Already checked 2, 3, 5, 7 -So 79 is prime. - -179: Let me check if 179 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 1+7+9=17, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) - - -- Not divisible by 7: 179 ÷ 7 = 25.57..., so not divisible -- Not divisible by 11: 179 ÷ 11 = 16.27..., so not divisible -- Not divisible by 13: 179 ÷ 13 = 13.76..., so not divisible -- √179 ≈ 13.4, so I need to check primes up to 13 -- Already checked 2, 3, 5, 7, 11, 13 -So 179 is prime. - -I'll systematically verify 279's primality by checking divisibility and using the square root method to limit my search range. -- Odd number, so not divisible by 2 -- Divisibility test for 3 reveals 2+7+9=18, which means 279 is divisible by 3 -- Factorization shows 279 = 3 × 93 = 3 × 3 × 31 = 9 × 31 -Therefore, 279 is composite. - -I'll methodically test 379's primality: -- Odd number, so not divisible by 2 -- Sum of digits (3+7+9=19) indicates not divisible by 3 -- Not divisible by 5 since it doesn't end in 0 or 5 -- Checked divisibility by 7, 11, 13, 17, 19 - none divide evenly -- √379 ≈ 19.47, so I'll continue checking primes up to this value -- No prime factors found -Thus, 379 is prime. - -The substring "79" appears in three prime numbers: 79, 179, and 379. - -Total count: 3 primes.\ -""" - ), - Text(text="3"), - ], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "type": "thinking", - "thinking": """\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers starting with 79: 79, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers with 79 in the middle: 179, 279, 379 -- Numbers ending with 79: 79, 179, 279, 379 - -Wait, let me be more systematic. The numbers below 400 that contain "79" as a substring are: -- 79 -- 179 \n\ -- 279 -- 379 -- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 400, so not relevant) - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9=16, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- √79 ≈ 8.9, so I only need to check primes up to 8 -- Already checked 2, 3, 5, 7 -So 79 is prime. - -179: Let me check if 179 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 1+7+9=17, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) - - -- Not divisible by 7: 179 ÷ 7 = 25.57..., so not divisible -- Not divisible by 11: 179 ÷ 11 = 16.27..., so not divisible -- Not divisible by 13: 179 ÷ 13 = 13.76..., so not divisible -- √179 ≈ 13.4, so I need to check primes up to 13 -- Already checked 2, 3, 5, 7, 11, 13 -So 179 is prime. - -I'll systematically verify 279's primality by checking divisibility and using the square root method to limit my search range. -- Odd number, so not divisible by 2 -- Divisibility test for 3 reveals 2+7+9=18, which means 279 is divisible by 3 -- Factorization shows 279 = 3 × 93 = 3 × 3 × 31 = 9 × 31 -Therefore, 279 is composite. - -I'll methodically test 379's primality: -- Odd number, so not divisible by 2 -- Sum of digits (3+7+9=19) indicates not divisible by 3 -- Not divisible by 5 since it doesn't end in 0 or 5 -- Checked divisibility by 7, 11, 13, 17, 19 - none divide evenly -- √379 ≈ 19.47, so I'll continue checking primes up to this value -- No prime factors found -Thus, 379 is prime. - -The substring "79" appears in three prime numbers: 79, 179, and 379. - -Total count: 3 primes.\ -""", - "signature": "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", - }, - {"type": "text", "text": "3"}, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[Text(text="I don't remember.")], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [{"type": "text", "text": "I don't remember."}], - }, - ), - ], - "format": None, - "tools": [], - "usage": { - "input_tokens": 68, - "output_tokens": 8, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "None", - "total_tokens": 76, - }, - "n_chunks": 4, - } - } -) -async_stream_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", - "model_id": "anthropic-beta/claude-sonnet-4-0", - "finish_reason": None, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -Let me think about this systematically. I need to check numbers that contain "79" as a substring, and then check if they are prime. - -Numbers containing "79" as a substring below 400: -- 79 itself -- 179 -- 279 -- 379 -- 790, 791, 792, ... but these are all ≥ 400, so they don't count -- 797, 798, 799 are also ≥ 400 - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9=16, 16 is not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- I need to check up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7 -- 79 ÷ 2 = 39.5 (not divisible) -- 79 ÷ 3 = 26.33... (not divisible) -- 79 ÷ 5 = 15.8 (not divisible) \n\ -- 79 ÷ 7 = 11.28... (not divisible) -So 79 is prime. - -179: Let me check if 179 is prime. -- Not divisible by 2 (it's odd) -- Sum of digits: 1+7+9 = 17, not divisible by 3 - - -- I'll verify divisibility by checking prime factors up to its square root -- No small primes divide evenly into 179 -- After methodical checking, 179 is confirmed prime. - -279: I'll investigate its primality carefully. -- Immediately notice it's divisible by 3 (2+7+9 = 18, which is divisible by 3) -- This means 279 is not a prime number -- Specifically, 279 = 3 × 93 - -379: I'll systematically test its divisibility. -- Odd number, so not divisible by 2 -- Digit sum test: 3+7+9 = 19, not divisible by 3 -- I'll check prime factors methodically -- Will verify divisibility up to its square root -- No prime factors found after comprehensive testing -- Therefore, 379 is confirmed prime. - -79: I'll rigorously verify its primality. -- Check divisors up to square root -- No small prime factors divide evenly -- Confirmed as a prime number through careful testing. - -179: Methodical divisibility investigation reveals: -- Passes all divisibility checks -- No factors found up to square root -- Definitively prime. - -279: Quick divisibility analysis shows: -- Sum of digits divisible by 3 -- Factors exist -- Not a prime number. - -379: Systematic primality testing confirms: -- Survives divisibility tests against multiple potential divisors -- No factors discovered -- Verified as prime. - -Primes with "79" substring below 400: 79, 179, and 379. - -Total count: 3 primes.\ -""" - ), - Text( - text="""\ -Looking at numbers below 400 that contain "79" as a substring: -- 79 -- 179 \n\ -- 279 -- 379 - -Checking which are prime: -- 79: prime -- 179: prime -- 279: divisible by 3 (2+7+9=18), so not prime -- 379: prime - -3\ -""" - ), - ], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "type": "thinking", - "thinking": """\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -Let me think about this systematically. I need to check numbers that contain "79" as a substring, and then check if they are prime. - -Numbers containing "79" as a substring below 400: -- 79 itself -- 179 -- 279 -- 379 -- 790, 791, 792, ... but these are all ≥ 400, so they don't count -- 797, 798, 799 are also ≥ 400 - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9=16, 16 is not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- I need to check up to √79 ≈ 8.9, so I need to check 2, 3, 5, 7 -- 79 ÷ 2 = 39.5 (not divisible) -- 79 ÷ 3 = 26.33... (not divisible) -- 79 ÷ 5 = 15.8 (not divisible) \n\ -- 79 ÷ 7 = 11.28... (not divisible) -So 79 is prime. - -179: Let me check if 179 is prime. -- Not divisible by 2 (it's odd) -- Sum of digits: 1+7+9 = 17, not divisible by 3 - - -- I'll verify divisibility by checking prime factors up to its square root -- No small primes divide evenly into 179 -- After methodical checking, 179 is confirmed prime. - -279: I'll investigate its primality carefully. -- Immediately notice it's divisible by 3 (2+7+9 = 18, which is divisible by 3) -- This means 279 is not a prime number -- Specifically, 279 = 3 × 93 - -379: I'll systematically test its divisibility. -- Odd number, so not divisible by 2 -- Digit sum test: 3+7+9 = 19, not divisible by 3 -- I'll check prime factors methodically -- Will verify divisibility up to its square root -- No prime factors found after comprehensive testing -- Therefore, 379 is confirmed prime. - -79: I'll rigorously verify its primality. -- Check divisors up to square root -- No small prime factors divide evenly -- Confirmed as a prime number through careful testing. - -179: Methodical divisibility investigation reveals: -- Passes all divisibility checks -- No factors found up to square root -- Definitively prime. - -279: Quick divisibility analysis shows: -- Sum of digits divisible by 3 -- Factors exist -- Not a prime number. - -379: Systematic primality testing confirms: -- Survives divisibility tests against multiple potential divisors -- No factors discovered -- Verified as prime. - -Primes with "79" substring below 400: 79, 179, and 379. - -Total count: 3 primes.\ -""", - "signature": "EoEYCkYIChgCKkAFpxkt7kLUtVc1D2NfIVkxJegZgwGDuIUXWcKfmaAse891cxcfTUicxlnZKKnjG7SiL+p8o/aRsjZLHoiEk1wEEgwAMFcrCZHPme9SLh0aDCxqM+QBo7mf8UbfpiIwiE7HdWNiBmzcabqYxGVgPJLrhy+VAJy+OtZRmrrMFX2YsduZCIsggY662a7BPbjQKugW/OnXxfNiRdYeyAz3wtfloG0LluWoOzcSPOkrRFO0QEHccN+W4s47yHC9+9cvpvp6mdZl+2gAGCxO07RxzIIWswJF+k2RAUdVyBwDtJFmbOPBPKdmUsuXma6Ma/Cq1GLRGWfMx2Il3t9Bf8BuZ1m7T8Yx6nnpqQ0N68mGEBnTrT3gimUA0DzdLAFUebEJGyrUTgy22eZCd4Udh7AaLfu3q0cuRQvqtde+UlGdi/1yDTW2kPGvYz+ZS8uiSKtj681sZSFu81+oeb95LxocZhbY5CD/hAbUL9Cbc2Fmn9CGkynQe2ZkFs3wxRdKOq1q64HrqS6b3Urs+hRuupYEVMAe7fCuJk7tYHmEKLaq+syOoUoaF4pEER72+OfNOaVRGCfupRQqltQWH6KMdjRwNbOBWjrRaiHkjvGz7x66oYPnOi2+MwJNgLmkWZ7ZURZi5ROrTR52Uo/uZ8N8S5RVqT+1x1+YNtyR1yQio2iNzYsLkBPBCXFzd5V0EAw+2uG38sk73m8DmKrvRrRVuLs20iGKOhacfCv0HtqDnfWAG+wJhotUuEmAeLd2bKODUzzV4DgefVQzGfNTM4c0ak1RPbrF61nWZgQ69EY0+0D34q04IQSdADpW+brohQFdDgyoq/4p/7u6cCwzTzWgMNqaxIJ79gyCKITrlc1+m4OLZ7K7k4xhn9SPMIylWzi8fc+MJbzLInAtRLfCRmAtzidCBWSkZ/kP3gaTM2lwoUD+HAVADoafVNDEoaieO3zivgJB788DBdFE/lpXuwTTYMbgxhF3SmYyGIzSuXhBNTRCdG1Sffglum+nOas+svGL/027r5dRoRYrIxs267X4Brejp90j4M96TYqjdH7ZEhU5slHxnhN1XkHr670L/JVq15ibdxvlP2TYrY2z/hQU8lnNaV9ATvqY+E1PCbodFXPZ11IrC99vanyCcIWPsShLDwNYvGSH1AgPRSSHgBUE7qPS7XuVChTmd/wlZipnTsqDGNtu1slM+3SbUJNilyf/i+U9yE8IvnLK5UAaY5PsT7msJXc6T9XXa+83KhLijh2Nu6enQePmH8qWRYM4QX/m2nY4WuvXmq7HGad/2dLKPlr4IycOhS+OZ+laB5jTcEewoPNWC/FZLNNgOVJRLpyHjyXoo0+zWO9ndYbMc1ICVRtTo2IOcGsGyH5nxeVeOYwCdd5nedo898T5PxeRxRotyMxCa9FE8RMgovixhRwivW28/7xZPQEWPk3Quk0qQyiEhTySY5Q5zaOMrwlp9KzEcar84xWPiRl/vsTN4m74maFKNAXtWAq0TTuKN/fPqgbWYnA7wVfiGiE73IGn2yY9jKkXiwGgksqeqKK4UnzJGVuxLC20LfmBTNIG7jIPOS/StvcuBIDv2907Xhjg8vt0eo5W61LloalIBRkV7p3UskueP+UobGgXbKYoupQVigE28i0CuiU9sOB/DZoC/K8A4DCpEuG0EE8m3MOT0FwAqQcW1pQjiLUugCy7upJ6P2ShbPN6BHwMcVgLRU+OR/VMJAi6Cpled2GR6n7YPSwcf+SzhbC+UyOImyFQ7stc4pClJbb+SXJ+Q4dq3/MbKA6XQlY8qzLR+PVe9prok/htfBZQz2rFv1JC+r7qm8EAxRDcxkGtB6YoyMlh/IAKqKkWLroYKP5BqLsO9HcCeFWBAps5tGUZfVIx3on88Oc2XgW5ELvSdcazH2GsS6IoaVUDRehsJl2I6dCMblFw9SSsTk8LdD4Ij4jQdfsgRJk+XvGVlcwIhin6ljgOd4C5UI8HckzO093insMj8Po+IHdAo4iaRWo1XMo2R7KQYQ75WjJXTw1v3V6XY8KYBX5Hs5ydvbdjK6Uwjh6HgbDIpUfZa1kULVVO0VaO+Nskq6FeV+l7morVa1CqCsw7CRgN+ST6zL6WywQmOOPZ0qJ5Eym9DnSEucOnMlRqereiXIFOcwOGYZTRJs/TfekOV3I3Xg8xvppofA/6adxqZRPbJfxa9gs979ff5DP4EUTFojE7XPwN96lv6svLVcieyYjyqWYHKg/V8ul11EbZ2aPX8hSGi/M6rQhUFS7j5KLZwqZhi1Kny0VcNMLrUuYNZuxHTR95YbG7GihaVWB4tYAzu3Msi39iya21EYbXGDEOoK+w4l3OTuGheRi/YYeY/lZXqHbYEReeXpDEMbZdMTfEj4wYLNFWUv8NLyEYRFRy9qsYRi9Xgd5aPSxaT1VHMZWoV9E9p4P8+YRZwhU4qjUNu1Nh+Z9CSrVGNGR3rrFCKFJZXBl8e2lcsZfsMrsZBc8VgmK/0y/ShLlh5ocrptrNtoI1vUMt1ge3CYnK0m1XsU7Xh2zZnnPOWJptQvlBaPBN7Y3SvTmDqAMG17Kqe17+H/1i6/2sn7VmG6IqnWKvjxAPI6lYS7LoaoojJGr2NDWa9bxkGKdvGESieFgUIJBLBiGzi1r3+lCMeFDx/F4AJh16BcC+XoODlBPKKTrPzYxErpskIGf/rtWybknoK0u1k9YLUAst/NX7XhRaD23oNmpFwPWHzjw+4LDAhkicFagozfGrY8E+epDRQIzOMBvPtfZzUQORDYyjw01d69IPcY9SPKLCjDelDOdU3AAvcBtuTE3ZrMBHW9W5l/iVRY3HSHw8K4Mlox0GOTozJ2tBJsXHLP08v3KWI+Q6kIAgRuw3gTvHfe7Vzo+7A1aGuy1/PDcF6ZbgVICpv4BNkCcFFDskKYbOG+HWs30PVyWXezxVhTTr/j3eqqXAIR01PtJNsmNTGTaqwOhwBSzHmyp9xDuETkfgdX0/csO5V9pctSFrVLsvvVIJlkrNnXbLpZftquUJrRfgyPWNsetYb+fwvllay7uslKCNn/4qXi+ygJlk3hSZsjRJYBzIjKTHfmNOV+KGvpi6ji9u5zLInD7W480TU3bFArE7m1oJkhBfivXaCuI0caA62SB1yYK2rWTWg4XM3l9tXeikk6X3H7flbCF58Xq0rqbSRyWVj3Stht2u65CxvmDxThx0GPe9/FJqynT8SqCRGiN/PfFwNFgcqedrcp7yJoxROlO159ofofscNp+qJlPhKzeDC7fR+DN6BjHj+mdh14AQihJ7m3muWb6O/WxdmuykqNcmvGhhfbj5sOu5+11oKkK8Wx9S6+5/QJQMcVhfrjOQNMm5w2AFcXpc19alyxJt81wEkCpUK6SUh1anMLrWND6KRn6iTXVbKpkejMlTKLmDoPWO2/o0TyTUf6NtDy9dgLuM55qLIU5m6GJQSW/VNjTrIMYMXHCiVudPnl8B6XoDex5ZUT4z/bZAqVnWUjtE+e0cFqGJRbQDx8ic6ysL6QvMxy3O/xte9ZnsDck4t4/ETpJE8tGbCVMC6J0a3IaVa57mJ5BzwPZ0w/hEFr/Ayu1+kh/zFEkXSwxZHOTEKo3Xf+VTOSNAtWaoxty3lyNdP0XTWnhL1RNL8Y9NKBZUO7DBDcoIrKeYgt6e+2jVYqmr/eYK5Ym3hgbUk/YMPm+OJpr5PwLJUHZz/T3TWz9qi2JbWTzHEL+lxfSqmiGc96abzIOkiEJGeoDiiG01LoSxLScm39TVuYtkTCmqdVYzEN4Qoza3DjbQN+7HKxB1DnlkDr/IgRGMnUWL0HF4p8z06h75qMqvBdZRWC6HMGqaxSjbpcaGqvAC0RRoQo9Hlv6ZCYgN3jc2GzUzlNHxR4HUP6xLUtGjOMflVMZZxYOqjomPn1dGJi0Cxm3BPb0CuTqGmgsMMc7vWdW/CYB1cHAkJ1wFst8tMjLEP+uWp11cFfqdJBmXpkRCD17DGT+9swC7ifmZVtFSXmMxZAF/va3fibU8ImLX9BH/aCY4wCtrrzB2/BiiIJTJPk2+dU1vV82Usc942lA8aLmuIwklfMPBWnlKEhM6HLIEQhgB", - }, - { - "type": "text", - "text": """\ -Looking at numbers below 400 that contain "79" as a substring: -- 79 -- 179 \n\ -- 279 -- 379 - -Checking which are prime: -- 79: prime -- 179: prime -- 279: divisible by 3 (2+7+9=18), so not prime -- 379: prime - -3\ -""", - }, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[ - Text(text="I remember. The primes were: 79, 179, and 379.") - ], - provider_id="anthropic", - model_id="anthropic-beta/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "type": "text", - "text": "I remember. The primes were: 79, 179, and 379.", - } - ], - }, - ), - ], - "format": None, - "tools": [], - "usage": { - "input_tokens": 149, - "output_tokens": 21, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "None", - "total_tokens": 170, - }, - "n_chunks": 10, - } - } -) diff --git a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_claude_sonnet_4_0_snapshots.py deleted file mode 100644 index b7ddf2c519..0000000000 --- a/python/tests/e2e/output/snapshots/test_call_with_thinking_true/anthropic_claude_sonnet_4_0_snapshots.py +++ /dev/null @@ -1,740 +0,0 @@ -from inline_snapshot import snapshot - -from mirascope.llm import ( - AssistantMessage, - Text, - Thought, - UserMessage, -) - -sync_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "model_id": "anthropic/claude-sonnet-4-0", - "provider_model_name": "claude-sonnet-4-0", - "params": {"thinking": False}, - "finish_reason": None, - "usage": { - "input_tokens": 147, - "output_tokens": 21, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "Usage(cache_creation=CacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=147, output_tokens=21, server_tool_use=None, service_tier='standard')", - "total_tokens": 168, - }, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all prime numbers less than 400 that contain "79" as a substring. - -First, let me think about what numbers could contain "79" as a substring and be less than 400: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- The number 79 itself - -Since we're looking at numbers below 400, the numbers of the form 79X are all above 400 except... wait, let me be more careful. - -Actually, 79X where X is a digit gives us: 790, 791, 792, 793, 794, 795, 796, 797, 798, 799. All of these are above 400, so none qualify. - -So I need to consider: -1. The number 79 itself -2. Numbers of the form X79 where X is 1, 2, or 3 (to stay below 400): 179, 279, 379 - -Let me check if each of these is prime: - -1. 79: Let me check if 79 is prime. - - Is 79 divisible by 2? No (it's odd) - - Is 79 divisible by 3? 7 + 9 = 16, 16 is not divisible by 3, so no - - Is 79 divisible by 5? No (doesn't end in 0 or 5) - - Is 79 divisible by 7? 79 ÷ 7 = 11.28..., so no - - Is 79 divisible by 11? 79 ÷ 11 = 7.18..., so no - - Since √79 < 9, I only need to check primes up to 8, so I've checked enough. - - 79 is prime. - -2. 179: I'll systematically test its divisibility by checking small prime numbers. - - It's odd and not divisible by 2, 3, 5, 7, or 11. - - After checking up to its square root, I confirm 179 is prime. - -3. 279: I quickly determine its primality by divisibility tests. - - The number is even and divisible by 3. - - 279 breaks down as 3 × 93, confirming it's not prime. - -4. 379: I systematically test divisibility. - - Odd number, not divisible by common small primes. - - Checked divisors up to its square root, revealing no factors. - - 379 appears to be prime. - -I explore potential number patterns involving 79. Considering substrings and systematic constraints, only three numbers emerge: 79, 179, 279, and 379. These represent the limited subset of numbers less than 400 containing "79". - -Analyzing each candidate reveals interesting prime characteristics. 79 itself is prime. 179 and 379 also prove prime. 279 breaks the pattern, divisible by 3 and 93. \n\ - -My investigation concludes with a precise finding: three primes exist below 400 featuring "79" as a substring.\ -""" - ), - Text( - text="""\ -Looking at numbers below 400 that contain "79" as a substring: - -The possible numbers are: -- 79 -- 179 \n\ -- 279 -- 379 - -Checking each for primality: -- 79: prime -- 179: prime -- 279: not prime (divisible by 3) -- 379: prime - -3\ -""" - ), - ], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "signature": 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- "thinking": """\ -I need to find all prime numbers less than 400 that contain "79" as a substring. - -First, let me think about what numbers could contain "79" as a substring and be less than 400: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- The number 79 itself - -Since we're looking at numbers below 400, the numbers of the form 79X are all above 400 except... wait, let me be more careful. - -Actually, 79X where X is a digit gives us: 790, 791, 792, 793, 794, 795, 796, 797, 798, 799. All of these are above 400, so none qualify. - -So I need to consider: -1. The number 79 itself -2. Numbers of the form X79 where X is 1, 2, or 3 (to stay below 400): 179, 279, 379 - -Let me check if each of these is prime: - -1. 79: Let me check if 79 is prime. - - Is 79 divisible by 2? No (it's odd) - - Is 79 divisible by 3? 7 + 9 = 16, 16 is not divisible by 3, so no - - Is 79 divisible by 5? No (doesn't end in 0 or 5) - - Is 79 divisible by 7? 79 ÷ 7 = 11.28..., so no - - Is 79 divisible by 11? 79 ÷ 11 = 7.18..., so no - - Since √79 < 9, I only need to check primes up to 8, so I've checked enough. - - 79 is prime. - -2. 179: I'll systematically test its divisibility by checking small prime numbers. - - It's odd and not divisible by 2, 3, 5, 7, or 11. - - After checking up to its square root, I confirm 179 is prime. - -3. 279: I quickly determine its primality by divisibility tests. - - The number is even and divisible by 3. - - 279 breaks down as 3 × 93, confirming it's not prime. - -4. 379: I systematically test divisibility. - - Odd number, not divisible by common small primes. - - Checked divisors up to its square root, revealing no factors. - - 379 appears to be prime. - -I explore potential number patterns involving 79. Considering substrings and systematic constraints, only three numbers emerge: 79, 179, 279, and 379. These represent the limited subset of numbers less than 400 containing "79". - -Analyzing each candidate reveals interesting prime characteristics. 79 itself is prime. 179 and 379 also prove prime. 279 breaks the pattern, divisible by 3 and 93. \n\ - -My investigation concludes with a precise finding: three primes exist below 400 featuring "79" as a substring.\ -""", - "type": "thinking", - }, - { - "citations": None, - "text": """\ -Looking at numbers below 400 that contain "79" as a substring: - -The possible numbers are: -- 79 -- 179 \n\ -- 279 -- 379 - -Checking each for primality: -- 79: prime -- 179: prime -- 279: not prime (divisible by 3) -- 379: prime - -3\ -""", - "type": "text", - }, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[ - Text(text="I remember. The primes were: 79, 179, and 379.") - ], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "citations": None, - "text": "I remember. The primes were: 79, 179, and 379.", - "type": "text", - } - ], - }, - ), - ], - "format": None, - "tools": [], - } - } -) -async_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "model_id": "anthropic/claude-sonnet-4-0", - "provider_model_name": "claude-sonnet-4-0", - "params": {"thinking": False}, - "finish_reason": None, - "usage": { - "input_tokens": 68, - "output_tokens": 8, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "Usage(cache_creation=CacheCreation(ephemeral_1h_input_tokens=0, ephemeral_5m_input_tokens=0), cache_creation_input_tokens=0, cache_read_input_tokens=0, input_tokens=68, output_tokens=8, server_tool_use=None, service_tier='standard')", - "total_tokens": 76, - }, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find primes below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- Numbers of the form X79Y (where X and Y are digits): but these would be at least 1000, so above 400 - -Wait, let me be more systematic. Numbers below 400 that contain "79": -- 79 itself -- 179, 279, 379 (3-digit numbers ending in 79) -- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 790 > 400, so not relevant) - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9=16, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- √79 ≈ 8.9, so I only need to check primes up to 8 -- Already checked 2, 3, 5, 7 -So 79 is prime. - -179: Let me check if 179 is prime. -- Not divisible by 2 (it's odd) - - -- Not divisible by 3: 1+7+9=17, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 179 ÷ 7 = 25.57..., so not divisible -- Not divisible by 11: 179 ÷ 11 = 16.27..., so not divisible -- Not divisible by 13: 179 ÷ 13 = 13.77..., so not divisible -- √179 ≈ 13.4, so I need to continue checking primes up to this square root -- After verifying no divisors, I confirm 179 is indeed prime - -I'll systematically test 279's divisibility. It fails the primality test quickly - divisible by 3, with 2+7+9=18 confirming this. Dividing by 3 yields 93, proving 279 is composite. - -For 379, I'll methodically check divisibility. It passes initial tests: odd number, not divisible by 3, 5, 7, 11, or 13. I'll continue checking divisibility by the next prime, 17. - -Continuing my prime check, I verify 379 is not divisible by 17 or 19. With √379 around 19.5, I've exhausted potential divisors up to 19. Therefore, 379 qualifies as prime. - -My final count reveals 3 primes containing "79": 79, 179, and 379.\ -""" - ), - Text(text="3"), - ], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "signature": "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", - "thinking": """\ -I need to find primes below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- Numbers of the form X79Y (where X and Y are digits): but these would be at least 1000, so above 400 - -Wait, let me be more systematic. Numbers below 400 that contain "79": -- 79 itself -- 179, 279, 379 (3-digit numbers ending in 79) -- 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 (but these are all ≥ 790 > 400, so not relevant) - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Not divisible by 2 (it's odd) -- Not divisible by 3: 7+9=16, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 79 ÷ 7 = 11.28..., so not divisible -- √79 ≈ 8.9, so I only need to check primes up to 8 -- Already checked 2, 3, 5, 7 -So 79 is prime. - -179: Let me check if 179 is prime. -- Not divisible by 2 (it's odd) - - -- Not divisible by 3: 1+7+9=17, not divisible by 3 -- Not divisible by 5 (doesn't end in 0 or 5) -- Not divisible by 7: 179 ÷ 7 = 25.57..., so not divisible -- Not divisible by 11: 179 ÷ 11 = 16.27..., so not divisible -- Not divisible by 13: 179 ÷ 13 = 13.77..., so not divisible -- √179 ≈ 13.4, so I need to continue checking primes up to this square root -- After verifying no divisors, I confirm 179 is indeed prime - -I'll systematically test 279's divisibility. It fails the primality test quickly - divisible by 3, with 2+7+9=18 confirming this. Dividing by 3 yields 93, proving 279 is composite. - -For 379, I'll methodically check divisibility. It passes initial tests: odd number, not divisible by 3, 5, 7, 11, or 13. I'll continue checking divisibility by the next prime, 17. - -Continuing my prime check, I verify 379 is not divisible by 17 or 19. With √379 around 19.5, I've exhausted potential divisors up to 19. Therefore, 379 qualifies as prime. - -My final count reveals 3 primes containing "79": 79, 179, and 379.\ -""", - "type": "thinking", - }, - {"citations": None, "text": "3", "type": "text"}, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[Text(text="I don't remember.")], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "citations": None, - "text": "I don't remember.", - "type": "text", - } - ], - }, - ), - ], - "format": None, - "tools": [], - } - } -) -stream_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", - "model_id": "anthropic/claude-sonnet-4-0", - "finish_reason": None, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all primes below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 contain "79" as a substring: -- Numbers starting with 79: 790, 791, 792, ... (these are all ≥ 400, so not relevant) -- Numbers ending with 79: 79, 179, 279, 379 -- Numbers with 79 in the middle: This would be numbers like X79Y where X and Y are digits, but for numbers below 400, this would mean 1790, 2790, 3790, etc., which are all ≥ 400, so not relevant. - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Is 79 divisible by 2? No (it's odd) -- Is 79 divisible by 3? 7+9=16, 16 is not divisible by 3, so no -- Is 79 divisible by 5? No (doesn't end in 0 or 5) -- Is 79 divisible by 7? 79 ÷ 7 = 11.28..., so no -- Is 79 divisible by 11? 79 ÷ 11 = 7.18..., so no -- Since √79 ≈ 8.9, I only need to check up to 8 -- Is 79 divisible by 8? No (79 is odd) -So 79 is prime. - -179: Let me check if 179 is prime. -- Is 179 divisible by 2? No (it's odd) -- Is 179 divisible by 3? 1+7+9=17, 17 is not divisible by 3, so no - - -- Is 179 divisible by 5? No (doesn't end in 0 or 5) -- Is 179 divisible by 7? 179 ÷ 7 = 25.57..., so no -- Is 179 divisible by 11? 179 ÷ 11 = 16.27..., so no -- Is 179 divisible by 13? 179 ÷ 13 = 13.77..., so no -- Since √179 ≈ 13.4, I need to check up to 13 -So 179 is prime. - -279: I'll systematically test 279's divisibility to determine its primality. I'll check divisors up to its square root, looking for any number that divides evenly. -- Checking 2: Odd number, so not divisible -- Checking 3: Digit sum (2+7+9=18) is divisible by 3, indicating 279 is divisible -- 279 ÷ 3 = 93 confirms it's composite -279 is not a prime number, as it can be factored into 3 × 93. - -379: I'll methodically examine 379's potential divisors. -- Even numbers won't divide it -- 3 doesn't divide it (digit sum 19 isn't divisible by 3) -- Not divisible by 5 -- Checked divisors 7, 11, 13, 17, 19 - none divide evenly -- √379 ≈ 19.5, so I've checked all potential divisors -379 is prime. - -Therefore, the primes below 400 that contain "79" as a substring are 79, 179, and 379 - a total of 3 primes.\ -""" - ), - Text(text="3"), - ], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "type": "thinking", - "thinking": """\ -I need to find all primes below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 contain "79" as a substring: -- Numbers starting with 79: 790, 791, 792, ... (these are all ≥ 400, so not relevant) -- Numbers ending with 79: 79, 179, 279, 379 -- Numbers with 79 in the middle: This would be numbers like X79Y where X and Y are digits, but for numbers below 400, this would mean 1790, 2790, 3790, etc., which are all ≥ 400, so not relevant. - -So the candidates are: 79, 179, 279, 379 - -Now I need to check which of these are prime: - -79: Let me check if 79 is prime. -- Is 79 divisible by 2? No (it's odd) -- Is 79 divisible by 3? 7+9=16, 16 is not divisible by 3, so no -- Is 79 divisible by 5? No (doesn't end in 0 or 5) -- Is 79 divisible by 7? 79 ÷ 7 = 11.28..., so no -- Is 79 divisible by 11? 79 ÷ 11 = 7.18..., so no -- Since √79 ≈ 8.9, I only need to check up to 8 -- Is 79 divisible by 8? No (79 is odd) -So 79 is prime. - -179: Let me check if 179 is prime. -- Is 179 divisible by 2? No (it's odd) -- Is 179 divisible by 3? 1+7+9=17, 17 is not divisible by 3, so no - - -- Is 179 divisible by 5? No (doesn't end in 0 or 5) -- Is 179 divisible by 7? 179 ÷ 7 = 25.57..., so no -- Is 179 divisible by 11? 179 ÷ 11 = 16.27..., so no -- Is 179 divisible by 13? 179 ÷ 13 = 13.77..., so no -- Since √179 ≈ 13.4, I need to check up to 13 -So 179 is prime. - -279: I'll systematically test 279's divisibility to determine its primality. I'll check divisors up to its square root, looking for any number that divides evenly. -- Checking 2: Odd number, so not divisible -- Checking 3: Digit sum (2+7+9=18) is divisible by 3, indicating 279 is divisible -- 279 ÷ 3 = 93 confirms it's composite -279 is not a prime number, as it can be factored into 3 × 93. - -379: I'll methodically examine 379's potential divisors. -- Even numbers won't divide it -- 3 doesn't divide it (digit sum 19 isn't divisible by 3) -- Not divisible by 5 -- Checked divisors 7, 11, 13, 17, 19 - none divide evenly -- √379 ≈ 19.5, so I've checked all potential divisors -379 is prime. - -Therefore, the primes below 400 that contain "79" as a substring are 79, 179, and 379 - a total of 3 primes.\ -""", - "signature": "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", - }, - {"type": "text", "text": "3"}, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[Text(text="I don't remember.")], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "type": "text", - "text": "I don't remember.", - } - ], - }, - ), - ], - "format": None, - "tools": [], - "usage": { - "input_tokens": 68, - "output_tokens": 8, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "None", - "total_tokens": 76, - }, - "n_chunks": 4, - } - } -) -async_stream_snapshot = snapshot( - { - "response": { - "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", - "model_id": "anthropic/claude-sonnet-4-0", - "finish_reason": None, - "messages": [ - UserMessage( - content=[ - Text( - text="How many primes below 400 contain 79 as a substring? Answer ONLY with the number, not sharing which primes they are." - ) - ] - ), - AssistantMessage( - content=[ - Thought( - thought="""\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- The number 79 itself - -Wait, I need to be more systematic. Let me list all numbers below 400 that contain "79": - -Two-digit: 79 -Three-digit: 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 - -But wait, 790-799 are all ≥ 400 except... no, 790 is above 400. Let me recalculate. - -Actually, 790 > 400, so none of the 79X numbers work. - -So the candidates are: -- 79 -- 179 \n\ -- 279 -- 379 - -Now I need to check which of these are prime. - -79: Let me check if 79 is prime. -79 = ? \n\ -√79 ≈ 8.9, so I need to check divisibility by primes up to 8: 2, 3, 5, 7 - -79 is odd, so not divisible by 2. -7 + 9 = 16, not divisible by 3. -79 doesn't end in 0 or 5, so not divisible by 5. -79 ÷ 7 = 11.28..., so not divisible by 7. - -So 79 is prime. - -179: Let me check if 179 is prime. -√179 ≈ 13.4, so I need to check divisibility by primes up to 13: 2, 3, 5, 7, 11, 13 - - -179 is odd, so not divisible by 2. -1 + 7 + 9 = 17, not divisible by 3. -179 doesn't end in 0 or 5, so not divisible by 5. -179 ÷ 7 = 25.57..., so not divisible by 7. -179 ÷ 11 = 16.27..., so not divisible by 11. -179 ÷ 13 = 13.77..., so not divisible by 13. - -So 179 is prime. - -I'll systematically verify 279's primality by checking divisibility of small prime numbers. I'll start by examining its divisibility pattern and sum of digits to quickly eliminate potential factors. - -The number fails the divisibility test for 3, as its digit sum is 18, which is divisible by 3. Specifically, 279 ÷ 3 = 93, confirming it's a composite number. - -I'll continue investigating 379's primality using a methodical approach of checking divisibility by primes up to its square root. - -After carefully testing divisibility by 2, 3, 5, 7, 11, 13, 17, and 19, I find no factors. The digit sum and remainder tests all indicate 379 is prime. - -Therefore, the primes below 400 that contain "79" as a substring are: 79, 179, and 379.\ -""" - ), - Text(text="3"), - ], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [ - { - "type": "thinking", - "thinking": """\ -I need to find all prime numbers below 400 that contain "79" as a substring. - -First, let me think about what numbers below 400 could contain "79" as a substring: -- Numbers of the form 79X (where X is a digit): 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 -- Numbers of the form X79 (where X is a digit): 179, 279, 379 -- The number 79 itself - -Wait, I need to be more systematic. Let me list all numbers below 400 that contain "79": - -Two-digit: 79 -Three-digit: 179, 279, 379, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799 - -But wait, 790-799 are all ≥ 400 except... no, 790 is above 400. Let me recalculate. - -Actually, 790 > 400, so none of the 79X numbers work. - -So the candidates are: -- 79 -- 179 \n\ -- 279 -- 379 - -Now I need to check which of these are prime. - -79: Let me check if 79 is prime. -79 = ? \n\ -√79 ≈ 8.9, so I need to check divisibility by primes up to 8: 2, 3, 5, 7 - -79 is odd, so not divisible by 2. -7 + 9 = 16, not divisible by 3. -79 doesn't end in 0 or 5, so not divisible by 5. -79 ÷ 7 = 11.28..., so not divisible by 7. - -So 79 is prime. - -179: Let me check if 179 is prime. -√179 ≈ 13.4, so I need to check divisibility by primes up to 13: 2, 3, 5, 7, 11, 13 - - -179 is odd, so not divisible by 2. -1 + 7 + 9 = 17, not divisible by 3. -179 doesn't end in 0 or 5, so not divisible by 5. -179 ÷ 7 = 25.57..., so not divisible by 7. -179 ÷ 11 = 16.27..., so not divisible by 11. -179 ÷ 13 = 13.77..., so not divisible by 13. - -So 179 is prime. - -I'll systematically verify 279's primality by checking divisibility of small prime numbers. I'll start by examining its divisibility pattern and sum of digits to quickly eliminate potential factors. - -The number fails the divisibility test for 3, as its digit sum is 18, which is divisible by 3. Specifically, 279 ÷ 3 = 93, confirming it's a composite number. - -I'll continue investigating 379's primality using a methodical approach of checking divisibility by primes up to its square root. - -After carefully testing divisibility by 2, 3, 5, 7, 11, 13, 17, and 19, I find no factors. The digit sum and remainder tests all indicate 379 is prime. - -Therefore, the primes below 400 that contain "79" as a substring are: 79, 179, and 379.\ -""", - "signature": "EskSCkYIChgCKkBNvODusEip5p/DGnlkXeUc4zPrnTTCFwSxL8AeYYgdp4wNGhP9s2RC7I5FAgpOBp5VwLoZGnALJVglzkjfcfiMEgy/RP/3yMF/unVudZwaDJn84bQoaPaoJz0Q5SIwJzn7gNC+d2hY9Sz9WaR48LoSOPzFzJXCSXBo6pz7EBV8DhVd/2+/6coasEUEi8ozKrARcGORtI+NFVgcRbZdb/X+Hk7Hhz53RPv2olbyX/+AwQZpx+UspUwuW+mY7pqxgObqBDgEmo4q23I++igg09mtdlMjpIU+7tvQwsnsWEl/TxB4Rh6iAH3+eaEWtEgW/iHoFMbgmoVvXJSSaZPClLUk1rUTdj4PNX9ruH2RtbvyStvB+N7KGGEWg9uX6IiduN5Hm2VZYJFfURLhvEARfUTrYYUhw87JUo2QstmGnZHQUMtz9/bT52V1eTbl/DZdwOD/mTyZZujUKz13SbbH9WK+7rliboFykafavgrMy0WtyF2+4Htfh36FKUz86enZgCMOx2vDx5VABx0e2A7UN8d0cKIt+/di3jPeOZDk8LIAD3K0XQDIthj2jadRAh9BxdWwLoy7uOZnDqFrgnUgKxKMlijdIscKt88N1wWbYyUuJlBEEhPZTkq8YWC4t7WNCqIrUWrX7uBR3Gyi31yLfXde7ePgbzkpYh30LRVBIy22MDPl8wDXtTeCshRSIFqZ71R3cpY8M2j6xMPTHG0ebtempUbXm0s7iIwNbHO0vhuFazz4NRfdzu8DQuk2eNwgmT83FT9u5Pzt0I6D/5Wb9A43m38yRtX0eDnIet4EYnrdbYObPKsz0vkzk8LeUpVu8wgnb1TBXwLJYBTrXryoH3tFBcUQnTk4IXANOWlzeNGmdBAoq8R/+FJiV7TyH9vnXzKoxOO1LF+w6VePP3PO0oupfLyP/k/tXS5r81JfLjPhX3j5670p9zU3pbchnpzgJVNX5Fd0gr+HRg4+10IyMNIeeiYUHlXDGs2NczJUdkfKluAsA/A7k5VPtlNM+o5FNDX4xhAqpIR8whfnCIa0zNTUMCEqql7RUPPnEmqkIgiVIEBGCtU3a8e8EYfoNhmMUd0x/p9ATL+Z3Aa0orMJecciaqk61Sdl2dDYytprLIuyNv5PcDsdiC3oj0vGiMFCxN0h7/YuWUc0/DCv3CbfMry/M6ih9/2ElKmFeiYM/I6LPbwaw735sILLPuUXmoll0bv/z4F4JAvfQ+avPYt+tyr5u1HSU/NDKujqdYjfe520BnUhZRspSepvFAL9HJOU6RuGn9yCJ5TjBNVmy04TbR3UYAiKblAhKN4EX7QdCchdE4Bok8JasQHHHnFoStHI0AMfvY8NXsliAKTUD2vMxsjCKJRjSM78XijBy6Hl+VCW7DmSW8M1yh8vqv/pYlKxyZkD/IIuEnhT9KtCWdTgMkDcBRsqPRyELOsDOLFIgHF74B7NkBlnNyGdJEcIoxH86b0Bv8QkoAGNo4SNgeNYHAlUzfv1byrW09jipSZvoJIzWLQ1I3bQKYqhTmNcEJ+Eft+/pB6Uq708yvHi8yuCQX7yHLpf6cQcEMB2m8mJApzPdpCrAwasvdCloj/qNvETlpmEULx+WbSZeCRv8ruujTrLRpQU8uwPcRa67yToyDB5DWv/cO/qFAxNCZUxl5c6I9iLo8hOvRja+aRN4/OaQlD+bXYQwOHa5lX/nNjjRTM5JomCmO5/uFGl+nP+IFl0B6CttaMGKFn2Ng9gzOQafU74L1pljtRfbaYPcHJQ3TJWBX4ZWtzqkkR8Vrj9yp0rIJv2JZdOVshadT+9kHOyacp0CQReCPwlb9I7M0QJgzdCLDPN06tgkVB+WKaT/TtPDBCZ/SPWPNJs6BDmdBGKsTn628twgLUkXp/9KijRluadsQ1XI2hT8Al8MRtRd5xHGpSuvTqg0Rh6i14mLTPKAB5HrIhRvkFep/JxNK2Wvv6gmYZ2WMjS1uBRH9j7W2Nu7WsfGIYGGQ/LJDrqB0e9/uzBkHSWDDGzudzKYJHvO+WPiCj54aCd6UMr6ttbjg3rB+N8e5fkSX4B+FxBBQ3/EJsaQXnG9d2dTu3L4zFyLvgcBrEc22RGIexBMAIILzbUJIZjK/m66dqEWouAmMFg15ZpxWOF1DC8ooMmFR2cfJ4SBJQdyA3vcaUaivyHIXxgkmNdW0u+b2idkhAUQVhVoWn2uX84505dyUfKZIG4Mn8h6OuYwphBqxkWhUqOQNkWKqIjpO6Dx50weJ0mTWrKInKbEi2qziOXELR5XfpLDpKQDwD+QwN3SsuZyTVZefxDIYq1pmQ/E3DvT3A9dz1C3lrt5W4JQw73Cxy1y1RHDzkgNd0yZu/TPTIH2HGLKDyBf3ShcbJ3FueE4SFX7OQJgqPmNaI9FKT9+UMDzdGFEPGp9vFtxt0AmEXU0mHCSNSRZCvhZQDo+w77QWXaQ+cQVulYAAIvepJBLru0bne5S97/pyA7CH04mCdVfz9OSAd+TLUmnmPp4UON+/wC5StS6WIR3Pi2o7YsLmjWxEYE41SWCI3ES5GY3ohYSrHroRDIV6sUc1s+K2+jXkSZTkLJuwANgWjaB1/FfV3ug788m/naSMSxRm2WPCaCYSLbaSoH3TFSNbAGSFTFRvWfAT48aMcpnNh+P8eJVL2g1IeqF+7iqCfvxAdYAvbG1QBxZv3NiyQgi5wpVI51qlirbo6wABjXm5tlrPod4Rmd7rcA3BcEOG5bDNn5mD2IVZ6DMN3V3WnvcrEFtbDMBNuEO3R+nt9oY1ChUjFELrM2BU1Sh2BJTHLJBUFAzj9m3rQkWcGmfzevLcqQmkXsaAG/HqKXV1PbB8HP3hKNRsJB2kIcoP0UpWRCp7hvJkXSFgR3dd/ZURnkodVMHnAmzpkc4BvNy6587dUynchOpean5VjURTa1YWbRGrmPftzuh+YIrLFfYqpejJ61xkls8SejXpvGXoFAUIAeqiNHg+wKajDTh8xuUKtja1IxbX0iqIDUzsQTNMj+Bq9zrKd8waUTQCIxoXNOyN0E/98oJPkrDe5ViDZzO9I8Ik1Uk50tPk3K3ynpuE/pCixSnXYCW9Tangi5Na4DBXYQluOeFZWKFO1HEHWTRAMPLqYfb9tUKJrqjumTkR8PnEZF3jrOk59o6OvoBplAiRgB", - }, - {"type": "text", "text": "3"}, - ], - }, - ), - UserMessage( - content=[ - Text( - text="If you remember what the primes were, then share them, or say 'I don't remember.'" - ) - ] - ), - AssistantMessage( - content=[Text(text="I don't remember.")], - provider_id="anthropic", - model_id="anthropic/claude-sonnet-4-0", - provider_model_name="claude-sonnet-4-0", - raw_message={ - "role": "assistant", - "content": [{"type": "text", "text": "I don't remember."}], - }, - ), - ], - "format": None, - "tools": [], - "usage": { - "input_tokens": 68, - "output_tokens": 8, - "cache_read_tokens": 0, - "cache_write_tokens": 0, - "reasoning_tokens": 0, - "raw": "None", - "total_tokens": 76, - }, - "n_chunks": 4, - } - } -) diff --git a/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py index 3a0b82a5a4..4292ee95de 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -287,8 +287,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), @@ -424,8 +424,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), diff --git a/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_claude_sonnet_4_0_snapshots.py index d9b1da2c23..16ba9444ee 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_tools/anthropic_claude_sonnet_4_0_snapshots.py @@ -291,8 +291,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), @@ -432,8 +432,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), diff --git a/python/tests/e2e/output/snapshots/test_call_with_tools/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_tools/google_gemini_2_5_flash_snapshots.py index a0cf162fcf..a00d4233a9 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_tools/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_tools/google_gemini_2_5_flash_snapshots.py @@ -319,8 +319,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), @@ -491,8 +491,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), diff --git a/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_completions_snapshots.py index c70b372d76..53504c8106 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_completions_snapshots.py @@ -273,8 +273,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), @@ -374,8 +374,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), diff --git a/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_responses_snapshots.py index 3d64ee7848..9f999ec10a 100644 --- a/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_call_with_tools/openai_gpt_4o_responses_snapshots.py @@ -289,8 +289,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), @@ -427,8 +427,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage(content=Text(text="Use parallel tool calling.")), diff --git a/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_beta_claude_sonnet_4_0_snapshots.py index 17ea5b9774..03a1bba208 100644 --- a/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -147,8 +147,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), @@ -215,8 +215,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), diff --git a/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_claude_sonnet_4_0_snapshots.py index 2779b6690c..8a2866dab2 100644 --- a/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_max_tokens/anthropic_claude_sonnet_4_0_snapshots.py @@ -149,8 +149,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), @@ -217,8 +217,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), diff --git a/python/tests/e2e/output/snapshots/test_max_tokens/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_max_tokens/google_gemini_2_5_flash_snapshots.py index 69755489a5..0379f94264 100644 --- a/python/tests/e2e/output/snapshots/test_max_tokens/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_max_tokens/google_gemini_2_5_flash_snapshots.py @@ -129,8 +129,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), @@ -177,8 +177,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), diff --git a/python/tests/e2e/output/snapshots/test_max_tokens/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py b/python/tests/e2e/output/snapshots/test_max_tokens/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py index 25c3c4a15b..cbc3233350 100644 --- a/python/tests/e2e/output/snapshots/test_max_tokens/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_max_tokens/mlx_community_Qwen3_0_6B_4bit_DWQ_053125_snapshots.py @@ -89,8 +89,8 @@ { "response": { "provider_id": "mlx", - "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "model_id": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", + "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), @@ -128,8 +128,8 @@ { "response": { "provider_id": "mlx", - "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "model_id": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", + "provider_model_name": "mlx-community/Qwen3-0.6B-4bit-DWQ-053125", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), diff --git a/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_completions_snapshots.py index c0752e1018..2dbb586708 100644 --- a/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_completions_snapshots.py @@ -139,8 +139,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), @@ -188,8 +188,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), diff --git a/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_responses_snapshots.py index 41afeb026d..c81158d291 100644 --- a/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_max_tokens/openai_gpt_4o_responses_snapshots.py @@ -163,8 +163,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), @@ -203,8 +203,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": FinishReason.MAX_TOKENS, "messages": [ UserMessage(content=[Text(text="List all U.S. states.")]), diff --git a/python/tests/e2e/output/snapshots/test_refusal/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_refusal/anthropic_claude_sonnet_4_0_snapshots.py index 34b970ed22..8e246bc476 100644 --- a/python/tests/e2e/output/snapshots/test_refusal/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_refusal/anthropic_claude_sonnet_4_0_snapshots.py @@ -180,8 +180,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -262,8 +262,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_refusal/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_refusal/google_gemini_2_5_flash_snapshots.py index 8d1d1bce3d..29ae0ef3ee 100644 --- a/python/tests/e2e/output/snapshots/test_refusal/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_refusal/google_gemini_2_5_flash_snapshots.py @@ -170,8 +170,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( @@ -253,8 +253,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_completions_snapshots.py index 7ed8c07eaf..680f460d7e 100644 --- a/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_completions_snapshots.py @@ -127,8 +127,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": FinishReason.REFUSAL, "messages": [ UserMessage( @@ -182,8 +182,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": FinishReason.REFUSAL, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_responses_snapshots.py index 5830f0eaef..faa39241d8 100644 --- a/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_refusal/openai_gpt_4o_responses_snapshots.py @@ -143,8 +143,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": FinishReason.REFUSAL, "messages": [ UserMessage( @@ -207,8 +207,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": FinishReason.REFUSAL, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_0_snapshots.py index fc3311fdc0..7474491b7b 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_0_snapshots.py @@ -203,8 +203,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -299,8 +299,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_5_snapshots.py index 2cde558d15..1faba733a7 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/anthropic_claude_sonnet_4_5_snapshots.py @@ -203,8 +203,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( @@ -299,8 +299,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/google_gemini_2_5_flash_snapshots.py index bd91bbab50..6d05a94ad0 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/google_gemini_2_5_flash_snapshots.py @@ -222,8 +222,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( @@ -323,8 +323,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_beta_claude_sonnet_4_0_snapshots.py index 8370b6468f..6fb5107ed5 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -409,8 +409,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -608,8 +608,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_0_snapshots.py index 1495fbefaa..cf78f95c23 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_0_snapshots.py @@ -415,8 +415,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -618,8 +618,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_5_snapshots.py index 03fb762b67..3ceb0d02cb 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/json/anthropic_claude_sonnet_4_5_snapshots.py @@ -419,8 +419,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( @@ -622,8 +622,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/json/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/json/google_gemini_2_5_flash_snapshots.py index a6b46f3900..2e17a3cd31 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/json/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/json/google_gemini_2_5_flash_snapshots.py @@ -435,8 +435,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( @@ -656,8 +656,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_completions_snapshots.py index ce89e825ba..e0a47d38da 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_completions_snapshots.py @@ -401,8 +401,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( @@ -583,8 +583,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_responses_snapshots.py index a76d1db307..def6bc3ae2 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/json/openai_gpt_4o_responses_snapshots.py @@ -423,8 +423,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( @@ -629,8 +629,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_completions_snapshots.py index 26c11a50a9..8643ca4ebd 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_completions_snapshots.py @@ -168,8 +168,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( @@ -243,8 +243,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_responses_snapshots.py index b55ff6611c..64757a9041 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/openai_gpt_4o_responses_snapshots.py @@ -190,8 +190,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( @@ -280,8 +280,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/strict/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/strict/anthropic_claude_sonnet_4_5_snapshots.py index 3b86650d17..a7561b30cd 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/strict/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/strict/anthropic_claude_sonnet_4_5_snapshots.py @@ -190,8 +190,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ UserMessage( @@ -272,8 +272,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/strict/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/strict/google_gemini_2_5_flash_snapshots.py index 6a1c0ce3f3..9a61de44a2 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/strict/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/strict/google_gemini_2_5_flash_snapshots.py @@ -240,8 +240,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( @@ -341,8 +341,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_completions_snapshots.py index 26c11a50a9..8643ca4ebd 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_completions_snapshots.py @@ -168,8 +168,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( @@ -243,8 +243,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_responses_snapshots.py index 4c82848611..9cd7dbff92 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/strict/openai_gpt_4o_responses_snapshots.py @@ -190,8 +190,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( @@ -280,8 +280,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py index 84aeaedfa5..18d6e802ba 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -203,8 +203,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -299,8 +299,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_0_snapshots.py index 2b229def19..3addfb0179 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_0_snapshots.py @@ -203,8 +203,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -299,8 +299,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_5_snapshots.py index baf6651ae8..cb565aad03 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/tool/anthropic_claude_sonnet_4_5_snapshots.py @@ -203,8 +203,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( @@ -299,8 +299,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/tool/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/tool/google_gemini_2_5_flash_snapshots.py index 979b7a00e4..8685e2636e 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/tool/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/tool/google_gemini_2_5_flash_snapshots.py @@ -233,8 +233,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( @@ -339,8 +339,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_completions_snapshots.py index 73aecc2499..5294e4289f 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_completions_snapshots.py @@ -195,8 +195,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( @@ -274,8 +274,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_responses_snapshots.py index 5db119f9df..fa99ffc2fa 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output/tool/openai_gpt_4o_responses_snapshots.py @@ -187,8 +187,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( @@ -275,8 +275,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_0_snapshots.py index 1dc9a89ad9..fed0a882d9 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_0_snapshots.py @@ -281,8 +281,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -415,8 +415,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_5_snapshots.py index e10e934ead..8e02d93b53 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/anthropic_claude_sonnet_4_5_snapshots.py @@ -281,8 +281,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( @@ -415,8 +415,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/google_gemini_2_5_flash_snapshots.py index ec8909d112..8c82eaa7d2 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/google_gemini_2_5_flash_snapshots.py @@ -331,8 +331,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( @@ -485,8 +485,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_beta_claude_sonnet_4_0_snapshots.py index 579843d2ca..40c48dd34c 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -429,8 +429,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -637,8 +637,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_0_snapshots.py index c01532981a..c4ae6cfc80 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_0_snapshots.py @@ -433,8 +433,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -649,8 +649,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_5_snapshots.py index d5017327e6..ef886de20b 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/anthropic_claude_sonnet_4_5_snapshots.py @@ -505,8 +505,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( @@ -738,8 +738,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_completions_snapshots.py index 1e833d3075..5131995106 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_completions_snapshots.py @@ -399,8 +399,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( @@ -575,8 +575,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_responses_snapshots.py index 483890c389..ce3f7439aa 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/json/openai_gpt_4o_responses_snapshots.py @@ -427,8 +427,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( @@ -634,8 +634,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_completions_snapshots.py index b8393b2ec2..ff537adfc8 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_completions_snapshots.py @@ -254,8 +254,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( @@ -358,8 +358,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_responses_snapshots.py index 4957214717..739a9700a6 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/openai_gpt_4o_responses_snapshots.py @@ -268,8 +268,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( @@ -396,8 +396,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/anthropic_claude_sonnet_4_5_snapshots.py index aa193480b8..037a5211fc 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/anthropic_claude_sonnet_4_5_snapshots.py @@ -268,8 +268,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ UserMessage( @@ -390,8 +390,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_completions_snapshots.py index 8117f13acc..8f80c47766 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_completions_snapshots.py @@ -254,8 +254,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( @@ -361,8 +361,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_responses_snapshots.py index abfd489230..0a998d629c 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/strict/openai_gpt_4o_responses_snapshots.py @@ -285,8 +285,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( @@ -430,8 +430,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ UserMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py index ac6a1f4949..0e259ecc57 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_beta_claude_sonnet_4_0_snapshots.py @@ -281,8 +281,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -415,8 +415,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic-beta/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_0_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_0_snapshots.py index aaafdb3dc6..6780eded21 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_0_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_0_snapshots.py @@ -281,8 +281,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( @@ -415,8 +415,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-0", "model_id": "anthropic/claude-sonnet-4-0", + "provider_model_name": "claude-sonnet-4-0", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_5_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_5_snapshots.py index 77d56b0782..df54b70007 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_5_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/anthropic_claude_sonnet_4_5_snapshots.py @@ -281,8 +281,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( @@ -415,8 +415,8 @@ { "response": { "provider_id": "anthropic", - "provider_model_name": "claude-sonnet-4-5", "model_id": "anthropic/claude-sonnet-4-5", + "provider_model_name": "claude-sonnet-4-5", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/google_gemini_2_5_flash_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/google_gemini_2_5_flash_snapshots.py index 602049ec20..35c502b998 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/google_gemini_2_5_flash_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/google_gemini_2_5_flash_snapshots.py @@ -331,8 +331,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( @@ -485,8 +485,8 @@ { "response": { "provider_id": "google", - "provider_model_name": "gemini-2.5-flash", "model_id": "google/gemini-2.5-flash", + "provider_model_name": "gemini-2.5-flash", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_completions_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_completions_snapshots.py index 2ae86da8c6..5cecb5275f 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_completions_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_completions_snapshots.py @@ -283,8 +283,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( @@ -392,8 +392,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:completions", "model_id": "openai/gpt-4o:completions", + "provider_model_name": "gpt-4o:completions", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_responses_snapshots.py b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_responses_snapshots.py index fd2983eade..f8fe0fb903 100644 --- a/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_responses_snapshots.py +++ b/python/tests/e2e/output/snapshots/test_structured_output_with_tools/tool/openai_gpt_4o_responses_snapshots.py @@ -267,8 +267,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( @@ -394,8 +394,8 @@ { "response": { "provider_id": "openai", - "provider_model_name": "gpt-4o:responses", "model_id": "openai/gpt-4o:responses", + "provider_model_name": "gpt-4o:responses", "finish_reason": None, "messages": [ SystemMessage( diff --git a/python/tests/e2e/output/test_call_with_thinking_true.py b/python/tests/e2e/output/test_call_with_thinking.py similarity index 77% rename from python/tests/e2e/output/test_call_with_thinking_true.py rename to python/tests/e2e/output/test_call_with_thinking.py index 0e266339e4..eed64bfbb7 100644 --- a/python/tests/e2e/output/test_call_with_thinking_true.py +++ b/python/tests/e2e/output/test_call_with_thinking.py @@ -25,41 +25,41 @@ @pytest.mark.parametrize("model_id", E2E_MODEL_IDS) @pytest.mark.vcr -def test_call_with_thinking_true_sync( +def test_call_with_thinking_sync( model_id: llm.ModelId, snapshot: Snapshot, caplog: pytest.LogCaptureFixture, ) -> None: """Test synchronous call with thinking=True to verify reasoning content.""" - @llm.call(model_id, thinking=True) + @llm.call(model_id, thinking={"level": "medium", "include_summaries": True}) def call(query: str) -> str: return query with snapshot_test(snapshot, caplog) as snap: response = call(PROMPT) - with llm.model(model_id, thinking=False): + with llm.model(model_id, thinking=llm.ThinkingConfig(level="minimal")): response = response.resume(RESUME_PROMPT) snap.set_response(response) @pytest.mark.parametrize("model_id", E2E_MODEL_IDS) @pytest.mark.vcr -def test_call_with_thinking_true_stream( +def test_call_with_thinking_stream( model_id: llm.ModelId, snapshot: Snapshot, caplog: pytest.LogCaptureFixture, ) -> None: """Test streaming call with thinking=True to verify reasoning content.""" - @llm.call(model_id, thinking=True) + @llm.call(model_id, thinking={"level": "medium", "include_summaries": True}) def call(query: str) -> str: return query with snapshot_test(snapshot, caplog) as snap: response = call.stream(PROMPT) response.finish() - with llm.model(model_id, thinking=False): + with llm.model(model_id, thinking=llm.ThinkingConfig(level="minimal")): response = response.resume(RESUME_PROMPT) response.finish() snap.set_response(response) @@ -68,20 +68,20 @@ def call(query: str) -> str: @pytest.mark.parametrize("model_id", E2E_MODEL_IDS) @pytest.mark.vcr @pytest.mark.asyncio -async def test_call_with_thinking_true_async( +async def test_call_with_thinking_async( model_id: llm.ModelId, snapshot: Snapshot, caplog: pytest.LogCaptureFixture, ) -> None: """Test asynchronous call with thinking=True to verify reasoning content.""" - @llm.call(model_id, thinking=True) + @llm.call(model_id, thinking={"level": "medium", "include_summaries": True}) async def call(query: str) -> str: return query with snapshot_test(snapshot, caplog) as snap: response = await call(PROMPT) - with llm.model(model_id, thinking=False): + with llm.model(model_id, thinking=llm.ThinkingConfig(level="minimal")): response = await response.resume(RESUME_PROMPT) snap.set_response(response) @@ -89,21 +89,21 @@ async def call(query: str) -> str: @pytest.mark.parametrize("model_id", E2E_MODEL_IDS) @pytest.mark.vcr @pytest.mark.asyncio -async def test_call_with_thinking_true_async_stream( +async def test_call_with_thinking_async_stream( model_id: llm.ModelId, snapshot: Snapshot, caplog: pytest.LogCaptureFixture, ) -> None: """Test async streaming call with thinking=True to verify reasoning content.""" - @llm.call(model_id, thinking=True) + @llm.call(model_id, thinking={"level": "medium", "include_summaries": True}) async def call(query: str) -> str: return query with snapshot_test(snapshot, caplog) as snap: response = await call.stream(PROMPT) await response.finish() - with llm.model(model_id, thinking=False): + with llm.model(model_id, thinking=llm.ThinkingConfig(level="minimal")): response = await response.resume(RESUME_PROMPT) await response.finish() snap.set_response(response) diff --git a/python/tests/llm/providers/anthropic/test_anthropic_provider.py b/python/tests/llm/providers/anthropic/test_anthropic_provider.py index c05f19a567..57c1b13623 100644 --- a/python/tests/llm/providers/anthropic/test_anthropic_provider.py +++ b/python/tests/llm/providers/anthropic/test_anthropic_provider.py @@ -1,14 +1,16 @@ """Tests for llm.providers.AnthropicProvider.""" -from typing import NoReturn +from typing import NoReturn, get_args from unittest.mock import MagicMock, patch import pytest from anthropic import ( RateLimitError as AnthropicRateLimitError, ) +from inline_snapshot import snapshot from mirascope import llm +from mirascope.llm.providers.anthropic._utils import process_params from mirascope.llm.providers.anthropic.provider import AnthropicProvider @@ -151,3 +153,65 @@ async def test_async_call_rate_limit_error() -> None: assert isinstance(exc_info.value, llm.RateLimitError) assert "Rate limit exceeded" in str(exc_info.value) assert isinstance(exc_info.value.__cause__, AnthropicRateLimitError) + + +def test_param_processing_thinking_levels() -> None: + default_thinking = process_params({}, 16000) + default_thinking = process_params({"thinking": {"level": "default"}}, 16000) + assert default_thinking == default_thinking + assert default_thinking == snapshot( + {"max_tokens": 16000, "encode_thoughts_as_text": False} + ) + + +def test_param_processing_thinking_disabled() -> None: + no_thinking = process_params({"thinking": {"level": "none"}}, 16000) + assert no_thinking == snapshot( + { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "disabled"}, + } + ) + + +def test_param_processing_thinking_by_level() -> None: + result: dict[llm.ThinkingLevel, object] = { + level: process_params({"thinking": {"level": level}}, 16000) + for level in get_args(llm.ThinkingLevel) + } + assert result == snapshot( + { + "none": { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "disabled"}, + }, + "default": {"max_tokens": 16000, "encode_thoughts_as_text": False}, + "minimal": { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "enabled", "budget_tokens": 1024}, + }, + "low": { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "enabled", "budget_tokens": 3200}, + }, + "medium": { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "enabled", "budget_tokens": 6400}, + }, + "high": { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "enabled", "budget_tokens": 9600}, + }, + "max": { + "max_tokens": 16000, + "encode_thoughts_as_text": False, + "thinking": {"type": "enabled", "budget_tokens": 12800}, + }, + } + ) diff --git a/python/tests/llm/providers/google/test_google_provider.py b/python/tests/llm/providers/google/test_google_provider.py index 2b6b71b3b6..811ef28ae2 100644 --- a/python/tests/llm/providers/google/test_google_provider.py +++ b/python/tests/llm/providers/google/test_google_provider.py @@ -11,6 +11,7 @@ from google.genai.types import GenerateContentResponse from mirascope import llm +from mirascope.llm.providers.google._utils.encode import compute_thinking_budget from mirascope.llm.providers.google._utils.errors import map_google_error from mirascope.llm.providers.google.provider import GoogleProvider @@ -185,3 +186,7 @@ def test_map_google_error_fallback() -> None: error = GoogleClientError(418, {"error": {"message": "I'm a teapot"}}) result = map_google_error(error) assert result == llm.APIError + + +def test_param_processing_thinking_default() -> None: + assert compute_thinking_budget("default", 1000) == -1 diff --git a/python/tests/ops/cassettes/test_model_call_with_reasoning_model.yaml b/python/tests/ops/cassettes/test_model_call_with_reasoning_model.yaml index c1301b2b46..818a9dad9f 100644 --- a/python/tests/ops/cassettes/test_model_call_with_reasoning_model.yaml +++ b/python/tests/ops/cassettes/test_model_call_with_reasoning_model.yaml @@ -1,7 +1,7 @@ interactions: - request: body: '{"max_tokens":16000,"messages":[{"role":"user","content":"What is 2+2? - Think step by step."}],"model":"claude-sonnet-4-20250514","thinking":{"type":"enabled","budget_tokens":8000}}' + Think step by step."}],"model":"claude-sonnet-4-20250514","thinking":{"type":"enabled","budget_tokens":6400}}' headers: accept: - application/json @@ -18,7 +18,7 @@ interactions: host: - api.anthropic.com user-agent: - - Anthropic/Python 0.72.0 + - Anthropic/Python 0.75.0 x-stainless-arch: - arm64 x-stainless-async: @@ -28,7 +28,7 @@ interactions: x-stainless-os: - MacOS x-stainless-package-version: - - 0.72.0 + - 0.75.0 x-stainless-read-timeout: - '600' x-stainless-retry-count: @@ -36,7 +36,7 @@ interactions: x-stainless-runtime: - CPython x-stainless-runtime-version: - - 3.10.15 + - 3.10.16 x-stainless-timeout: - '600' method: POST @@ -44,31 +44,35 @@ interactions: response: body: string: !!binary | - H4sIAAAAAAAAA3SV2Y7qOBCGX8Xyzcx00w1Z2CLNRaAJSwNNs4c5I2QSk5gkNthOQjjqdx+ZRefM - dmWr/r8qVYnqy3eYMB/H0IJejFIfvwhGKZYv5ote0auVqmbCEiQ+tGAigm1Fq+at3ojzZjdzJ8uk - 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'2026-01-09T01:45:42Z' cf-cache-status: - DYNAMIC request-id: - - req_011CV5a3Qsn5BMo4LYSUkcph - retry-after: - - '31' + - req_011CWvxawpSvEAUVjx5ft43a strict-transport-security: - max-age=31536000; includeSubDomains; preload x-envoy-upstream-service-time: - - '5730' + - '6107' status: code: 200 message: OK diff --git a/python/tests/ops/test_model_call.py b/python/tests/ops/test_model_call.py index 8950a3daa8..8c367b3da2 100644 --- a/python/tests/ops/test_model_call.py +++ b/python/tests/ops/test_model_call.py @@ -19,13 +19,6 @@ from pydantic import BaseModel from mirascope import llm, ops -from mirascope.llm import Text -from mirascope.llm.content import ( - Audio, - Base64ImageSource, - Image, -) -from mirascope.llm.responses.finish_reason import FinishReason from mirascope.ops._internal import configuration as ops_configuration from mirascope.ops._internal.configuration import set_tracer from tests.ops.utils import span_snapshot @@ -405,8 +398,8 @@ def test_model_call_with_base64_image( llm.messages.user( [ "What color is this pixel?", - Image( - source=Base64ImageSource( + llm.Image( + source=llm.Base64ImageSource( type="base64_image_source", data=base64_image, mime_type="image/png", @@ -506,7 +499,7 @@ def test_model_call_with_audio_content( audio_path = str( Path(__file__).parent.parent / "e2e" / "assets" / "audio" / "tagline.mp3" ) - audio = Audio.from_file(audio_path) + audio = llm.Audio.from_file(audio_path) messages = [llm.messages.user(["What is in this audio?", audio])] model.call(messages=messages) @@ -551,7 +544,7 @@ def test_model_call_with_reasoning_model( """Test OpenTelemetry instrumentation with reasoning model (Thought content).""" model = llm.Model( model_id="anthropic/claude-sonnet-4-20250514", - thinking=True, + thinking={"level": "medium"}, ) messages = [llm.messages.user("What is 2+2? Think step by step.")] @@ -572,9 +565,9 @@ def test_model_call_with_reasoning_model( "gen_ai.output.type": "text", "gen_ai.response.model": "anthropic/claude-sonnet-4-20250514", "gen_ai.response.finish_reasons": ["stop"], - "gen_ai.response.id": "msg_015wBHMrr9GvYPVmGn1j2mmK", + "gen_ai.response.id": "msg_012oWcYH9pLBuc2YFDVLEA3j", "gen_ai.input.messages": '[{"role":"user","parts":[{"type":"text","content":"What is 2+2? Think step by step."}]}]', - "gen_ai.output.messages": '[{"role":"assistant","parts":[{"type":"reasoning","content":"This is a very simple arithmetic question. Let me think through it step by step as requested.\\n\\n2 + 2\\n\\nStep 1: I have the number 2\\nStep 2: I need to add another 2 to it\\nStep 3: 2 + 2 = 4\\n\\nThis is basic addition. I can think of it as:\\n- Starting with 2\\n- Adding 2 more\\n- 2, 3, 4 (counting up by 2)\\n- Or simply knowing that 2 + 2 = 4\\n\\nThe answer is 4."},{"type":"text","content":"I\'ll solve 2 + 2 step by step:\\n\\n**Step 1:** Start with the first number: 2\\n\\n**Step 2:** Add the second number: 2\\n\\n**Step 3:** Perform the addition:\\n2 + 2 = 4\\n\\n**Answer:** 4\\n\\nThis can also be thought of as counting: if you have 2 items and add 2 more items, you end up with 4 items total."}],"finish_reason":"stop"}]', + "gen_ai.output.messages": '[{"role":"assistant","parts":[{"type":"reasoning","content":"This is a very basic arithmetic question. Let me think through it step by step as requested.\\n\\n2 + 2\\n\\nStep 1: I have the number 2\\nStep 2: I need to add another 2 to it\\nStep 3: 2 + 2 = 4\\n\\nThis is one of the most fundamental addition problems. I can think of it in several ways:\\n- Counting: if I have 2 items and add 2 more items, I have 4 items total\\n- On a number line: starting at 2 and moving 2 spaces to the right gets me to 4\\n- As groups: 2 groups of 2 makes 4 total\\n\\nThe answer is definitely 4."},{"type":"text","content":"I\'ll solve 2 + 2 step by step:\\n\\n**Step 1:** Start with the first number: 2\\n\\n**Step 2:** Add the second number: 2\\n\\n**Step 3:** Perform the addition:\\n- 2 + 2 = 4\\n\\n**Answer:** 2 + 2 = 4\\n\\nThis can also be thought of as:\\n- Counting: 1, 2, then 3, 4 (adding two more)\\n- Or combining two groups of 2 objects each to get 4 objects total"}],"finish_reason":"stop"}]', }, } ) @@ -694,7 +687,7 @@ def test_model_call_with_message_name( model = llm.Model(model_id="openai/gpt-4o-mini") user_msg = llm.messages.UserMessage( - content=[Text(text="What is 1+1?")], name="calculator_user" + content=[llm.Text(text="What is 1+1?")], name="calculator_user" ) messages = [user_msg] @@ -760,7 +753,7 @@ def call( format=format, input_messages=list(messages), assistant_message=assistant_message, - finish_reason=FinishReason.MAX_TOKENS, + finish_reason=llm.FinishReason.MAX_TOKENS, ) # Register the mock provider @@ -773,7 +766,7 @@ def call( messages = [llm.messages.user("Return a book recommendation.")] response = model.call(messages=messages, format=book_format) - assert response.finish_reason == FinishReason.MAX_TOKENS + assert response.finish_reason == llm.FinishReason.MAX_TOKENS spans = span_exporter.get_finished_spans() assert len(spans) == 1