When you think about what makes a woman sexy, you may think about breast, legs, and eyes. When you think about what makes a man attractive, you may think about ab muscles, height, and smiles. Scientists, however, have found that these things, while important, do not make as much as a difference in attractiveness as symmetry does.
People actually find even proportions sexy and attractive. Our genes encode our symmetry, but there are environmental factors as well. Things such as stress, hormones, contaminants, temperature and other factors can affect symmetry as well. Most people probably do not realize it, but symmetry can cause signals that make us think a person is strong, healthy, and would make a good mate.
Facial measurements are the focus, but research has proven much of the same thing when it comes to breasts, butts, and thighs. Faces are just what people see the most and, therefore, they get the most attention when it comes to symmetry. When you ask if sexiness is a matter of genetics or environment, the answer is really both. You cannot have good symmetry without certain genetics. But there are plenty of environmental factors as well. However, the genetic background is of the utmost importance.
Proportions of the face is based on various measurements and how they relate to one another. How far apart the eyes are set in relation to the bridge of the nose; the width of the lips in relation to the spread of the chin; and so on.
When thinking of the sexiest couple, you may consider facial proportions for each individual, but their connection with each other in symmetrical ways is important as well. There are many names that come to mind when you think about sexiest couple. Many Hollywood stars probably pop into your head. Studies have shown that Brad Pitt has one of the most symmetrical faces in Hollywood. That is possibly partly why so many people find him attractive. His partner, Angelina Jolie, is also found to be quite symmetrical and proportionate. Together, they make one of the sexiest couples as far as symmetry is concerned.
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