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  • and term-1: TeX pattern-expression " θ 4 ( 2 z | 2 τ ) = A θ 3 ( z | τ ) θ 4 ( z | τ ) Jacobi-theta-tau 4 2 𝑧 2 𝜏 𝐴 Jacobi-theta-tau 3 𝑧 𝜏 Jacobi-theta-tau 4 𝑧 𝜏 {\displaystyle{\displaystyle\theta_{4}\left(2z\middle|2\tau\right)=A\theta_{3}% \left(z\middle|\tau\right)\theta_{4}\left(z\middle|\tau\right)}} " with 0 results.

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⧼term 1⧽