IDK, with only GP's comment and the image for context, and some earlier familiarity with the concept of embeddings, I'd put the apple... somewhere near the middle of the picture, nowhere near any of the lettered placement points. To me, the apple fits about equally to all the clusters, excepting bottom-left one, where I couldn't figure out the relationship in few seconds.
EDIT: in some sense, the whole idea and usefulness of embedding comes from it working like the inverse of this kind of "intelligence"/"logic" tests - tests that ask you to which, out of several groups, a new symbol belongs. Usually there are couple competing answers, but the test has you guess the one that's the Right One. Embedding is about subverting this - it's about telling the test giver, "you know what, it actually belongs to all of them", and adding enough dimensions to the problem space that you can have all the groups be far away, from each other, and the new thing close to all of them - to each along a different dimension.
EDIT: in some sense, the whole idea and usefulness of embedding comes from it working like the inverse of this kind of "intelligence"/"logic" tests - tests that ask you to which, out of several groups, a new symbol belongs. Usually there are couple competing answers, but the test has you guess the one that's the Right One. Embedding is about subverting this - it's about telling the test giver, "you know what, it actually belongs to all of them", and adding enough dimensions to the problem space that you can have all the groups be far away, from each other, and the new thing close to all of them - to each along a different dimension.