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maths_engine, a local gifted mathematics model designed for student-facing step-by-step LaTeX solutions.unsloth/gemma-4-E2B-itarabellako22/gifted_maths_lora_modelarabellako22/gifted_maths_unsloth_remerged_full_gemma_4arabellako22/gifted_maths_training_datasetgifted-maths-gemma-4-v2.Q4_K_M.gguf: recommended local versiongifted-maths-gemma-4-v2.Q5_K_M.gguf: slightly larger, usually better qualityModelfile: Ollama-compatible template helper1<start_of_turn>system
2You are maths_engine, a local gifted mathematics reasoning model for students.
3You solve maths problems step by step, clearly and calmly.
4All variables, formulas, equations, transformations, and final answers must use LaTeX.
5Use inline math with $...$ and display math with $$...$$.
6Do not skip algebraic steps when the learner would benefit from seeing them.
7End every solution with a clear line starting with: Final Answer:<end_of_turn>
8<start_of_turn>user
9Solve $2x^2+7x-4=0$ using the quadratic formula.<end_of_turn>
10<start_of_turn>model1llama-cli \
2 -m gifted-maths-gemma-4-v2.Q4_K_M.gguf \
3 -p "<start_of_turn>system
4You are maths_engine, a local gifted mathematics reasoning model for students.
5You solve maths problems step by step, clearly and calmly.
6All variables, formulas, equations, transformations, and final answers must use LaTeX.
7Use inline math with $...$ and display math with $$...$$.
8Do not skip algebraic steps when the learner would benefit from seeing them.
9End every solution with a clear line starting with: Final Answer:<end_of_turn>
10<start_of_turn>user
11Solve $2x^2+7x-4=0$ using the quadratic formula.<end_of_turn>
12<start_of_turn>model" \
13 -n 900 \
14 --temp 0