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Create arcs with E and D as their centers and a radius greater than 1 by 2 DE so that they cross at F.
Create a ray that now connects B and F and extends it. Therefore, the necessary angle bisector is BF.
To create a 60∘ angle at a given ray's starting point, take a ray AB with an initial point of A. From there, draw another ray AC so that ∠BAC=60∘. The actions that need to be taken are as follows:
Using A as the center, sketch an arc that intersects the ray AB at point D. Now, draw two arcs that intersect at a point, let's say E, using A and D as the centers and AD as the radius.
Connect AE and extend it to point C on the AC ray. Therefore, CAB=60∘.
