A five by one matrix described (F_Horizontal , F_Vertical , F_{Medial-Lateral} , M_Horizontal , M_Vertical ) is the result of five by seven matrix A multiplied to seven by one matrix B.

Matrix A is described (Position one, one equals seven thousand eight hundred sixty-four ten-thousandths. Position one, two equals zero. Position one, three equals negative seven thousand eight hundred sixty-four ten-thousandths times the cosine of one-third Pi. Position one, four equals zero. Position one, five equals seven thousand eight hundred sixty-four ten-thousandths times the cosine of one-third Pi. Position one, six is zero. Position one seven is negative one thousand, five hundred eighty and four tenths. Position two, one is three thousand nine hundred sixty-six ten thousandths. Position two, two is zero. Position two, three is negative three thousand nine hundred sixty-six ten thousandths times sine of one-third Pi. Position two, four equals zero. Position two, five equals negative three thousand nine hundred sixty-six ten thousandths times the sine of one-third Pi. Position two, six equals zero. Position two, seven is six hundred forty-four and two-thirds. Position three, one equals position three, three equals position three, five equals zero. Position three, two equals three, four, equals three, six equals two thousand, eight hundred sixty-one ten thousandths. Position three, seven equals negative one thousand, seven hundred twenty-one and three tenths. Position four, one equals position four, three