Fu Hsi's Basic Binary Math


This design makes it easy to see the two Trigrams that comprise each Hexagram. This work is attributed to Fu Hsi



Music Intro Pg







When the two Trigrams of each Hexagram are replaced
with their corresponding modern numerical value,
this clear and logical pattern emerges.




Music Intro Pg







When the two Trigrams of each Hexagram are replaced
with their corresponding modern numerical value,
this clear and logical pattern emerges.




Music Intro Pg



When each pair of odd and even numbers are connected by one line, this very simple geometric design appears.



Fu Hsi Geom Sq



Fu Hsi Geom Sq



Understanding these few basic concepts, will make the
patterns in the following pages much easier to enjoy.




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Here, each binary hexagram is replaced with the more modern numerical equivalent. Notice the eight numbers in each of the two Long Diagonals total 260, for later comparisons with Magic Squares.


Fu Hsi's numbers







When the Two Trigram Numbers in each Hexagram are added together, the following pattern arises. Notice, for later comparisons, the eight number 9's in one Long Diagonal, total 72. The eight consecutive even numbers in the other Long Diagonal, also total 72.



Fu Hsi Add







When the Two Trigrams in each Hexagram are subtracted from each other, the following pattern arises. Notice - for later comparisons - the eight 0s in one Long Diagonal, of course all total 0. The eight consecutive odd, negative and positive numbers in the other Long Diagonal, also all total 0.


Fu Hsi Subtract


This basic concept can be applied to other Hexagram arrangements, creating more complex and interesting designs.



Fu Hsi Geom Cir



FuHsiCirWithVertSqLines.png








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