For a quantum panicle In a box, the first excited state has zero value at the midpoint position in the box, so that the probability density of finding a particle at this point is exactly zero, Explain what is wrong with the following reasoning: "If the probability of finding a quantum particle at the midpoint is zero, the particle is never at this point. right? How does it come then that the particle can cross this point on its way from the left side to the right side of the box?

For a quantum panicle In a box, the first excited state has zero value at the midpoint position in the box, so that the probability density of finding a particle at this point is exactly zero, Explain what is wrong with the following reasoning: "If the probability of finding a quantum particle at the midpoint is zero, the particle is never at this point. right? How does it come then that the particle can cross this point on its way from the left side to the right side of the box?