update cache files for math_via_python_code_with_a_single_agent_ipynb…

integration test
ShoggothAI · Jul 8, 2024 · 52d98ee · 52d98ee
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diff --git a/.../v1_chat_completions/0a55deae9436c9f97720595a12ca582d7b4b42f6720217bbf984b5fde9792992.pkl b/.../v1_chat_completions/0a55deae9436c9f97720595a12ca582d7b4b42f6720217bbf984b5fde9792992.pkl
diff --git a/...05f4c6d228ecdf3edfbf688a2b6d5112c292e.pkl → ...962798a05a937dc8c6c86fb07f60fe302d498.pkl b/...05f4c6d228ecdf3edfbf688a2b6d5112c292e.pkl → ...962798a05a937dc8c6c86fb07f60fe302d498.pkl
diff --git a/...5f17c4eb2039351546dc0df123080d2a02f8b.pkl → ...76c6570dbc352ad385406961e37ac2338e3af.pkl b/...5f17c4eb2039351546dc0df123080d2a02f8b.pkl → ...76c6570dbc352ad385406961e37ac2338e3af.pkl
diff --git a/tests/itest_golden_data/math_via_python_code_with_a_single_agent_ipynb.json b/tests/itest_golden_data/math_via_python_code_with_a_single_agent_ipynb.json
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-"To solve the system of equations:\n\\[ 725x + 727y = 1500 \\]\n\\[ 729x + 731y = 1508 \\]\n\nwe found the values of \\( x \\) and \\( y \\) as follows:\n\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\nTo find \\( x - y \\):\n\n\\[ x - y = -23 - 25 = -48 \\]\n\nThus, the values are:\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\\[ x - y = -48 \\]"
+"To solve the system of linear equations:\n\\[ 725x + 727y = 1500 \\]\n\\[ 729x + 731y = 1508 \\]\n\nWe can use the method of solving simultaneous equations. By solving these equations, we find:\n\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\nTo find \\( x - y \\):\n\\[ x - y = -23 - 25 = -48 \\]\n\nThus, the values are:\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\\[ x - y = -48 \\]"
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		"To solve the system of equations:\n\\[ 725x + 727y = 1500 \\]\n\\[ 729x + 731y = 1508 \\]\n\nwe found the values of \\( x \\) and \\( y \\) as follows:\n\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\nTo find \\( x - y \\):\n\n\\[ x - y = -23 - 25 = -48 \\]\n\nThus, the values are:\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\\[ x - y = -48 \\]"
		"To solve the system of linear equations:\n\\[ 725x + 727y = 1500 \\]\n\\[ 729x + 731y = 1508 \\]\n\nWe can use the method of solving simultaneous equations. By solving these equations, we find:\n\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\nTo find \\( x - y \\):\n\\[ x - y = -23 - 25 = -48 \\]\n\nThus, the values are:\n\\[ x = -23 \\]\n\\[ y = 25 \\]\n\\[ x - y = -48 \\]"