Complex Integral of $ f(z)=z\cdot \exp(z^2)$

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Any hint for calculating the integral of $ f(z)=z\cdot \exp(z^2)$?

  1. on $r=[i, i+2]$,

  2. on $t=\{x+ix^2:0\leq x\leq 1\}$

thx!

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Hint: try the substitution $w=z^2$.