For the Blasius flat-plate problem Eqs, (7.21) to (7.23), does a two-dimensional stream function (x, y) exist?

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For the Blasius flat-plate problem Eqs, (7.21) to (7.23), does a two-dimensional stream function ψ(x, y) exist? If so, determine the correct dimensionless form for ψ, assuming that ψ = 0 at the wall, y = 0.
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