Is this what you mean.???
yes! And there is no doubt that super sharp knives have no trouble to pass the cut test.
Btw the point is not to produce slices of tomato but to let the edge sink in 1mm (by the weight of the blade), i.e. just enough to prove to oneself that the edge is super sharp and could sink in at any spot
along a circle of longitude. It's best to start this test near the belly of the oval tomato (equator), and not directly at the north pole. When you cut into the tomato flesh like that (scoring, 1mm depth), you produce two opposite 90° edges (
correct!), but when you produce parallel slices of a tomato (
incorrect!), only 1 slice will have 90° edges ((your left tomato part doesn't seem to have a 90° edge, ah never mind)).
Again, for the correct tomato cut test, one does
not produce parallel slices; instead, one litters the skin surface with tens of tiny cuts (cutting length = 7mm),
all at 90° angle of attack, and in all possible cutting directions,
not only along circles of latitude, which was the point of my previous post. And by doing so (
littering), one needs to be dead honest/strict with oneself and realize what the edge manages to do on the tomato skin and what not, compared with a brand-new Gilette razor blade. Cutting at 45°/135° angle of attack, or cutting full parallel slices would be "cheating".
Anyway, it could well be true that small oval cherry tomatoes have a different cutting resistance than a normal big spherical tomato. Check the video at
03:31, the blade fails to cut along the meridian (at 90° angle of attack); and for his other cuts he is cheating, namely by
not cutting at 90° angle of attack!
Good example of how the cutting test should
not be performed (she cuts the green pepper at a very shallow angle instead of at 90° degrees):