How to find the term of $x^3$ in $(1+x)^5(1-x+x^2)^4$?

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How to find the term of $x^3$ in $$(1+x)^5(1-x+x^2)^4?$$ I have been trying a few shortcuts but are useless, can anyone teach me?

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Try to use $$x^3+1=(x+1)(x^2-x+1)$$