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- (x[t] - x0) == a*(x'[t])^2 + b*x'[t] + c
- $Assumptions = a [Element] Reals && b [Element] Reals && c [Element] Reals
- sol = DSolve[{-l0 + x[t]== a*(x'[t])^2 + b*x'[t] + c, x[0] == l0}, x[t], t]
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