The following theorems present conditions under which triangles are similar. Which is a false condition of the theorem?

1
The corresponding sides of the triangle are proportional and the corresponding angles are not congruent.
2
Side-Side-Side similarity requires the proportionality of all three sides. If all of the sides are proportional, then all of the angles must be congruent.
3
Side-Angle-Side similarly requires the proportionality of two sides and the congruence of the angle between those sides.
4
Angle-Side-Angle similarity requires the congruence of two angles and the side between those angles.

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