IF YOU MEASURE THIS DIAGRAM CAREFULLY, YOU WILL REALIZE THAT THE LENGTH OF
LINE-SEGMENT B IS LONGER THAN THE LENGTH OF LINE-SEGMENT A.

THIS MEANS THAT WHEN TWO OF THESE TILTIING TRIANGLES ARE POSITIONED NEAR
EACH OTHER, A "DIFFERENCE WEIGHT" ACTING ON THE UPRIGHT END OF ONE TRIANGLE
MIGHT HAVE THE FORCE TO MOVE THE NEXT DIFFERENCE WEIGHT FROM THE LOWER
POSITION TO THE MIDPOINT, VIA A HORIZONTAL PULL.

(A PATENT USING A DIFFERENCE WEIGHT IN THE FORM OF AN INVERTED PENDULUM CAN
BE FOUND
HERE. )

THE MOVEMENT OF THE TRIANGLE ITSELF IS EASY, BECAUSE ALL IT REQUIRES, LIKE
MOST BALANCES, IS MINIMAL WEIGHT DISPLACEMENT.

ACCORDING TO THIS PRINCIPLE, WITH THE CORRECT ARRANGEMENT OF LOW-FRICTION
PULLEYS, THE CYCLE (SAY, INVOLVING THREE OF THESE UNITS SO AS TO MAKE ROOM
FOR THE PULLEY SYSTEM), MAY EVEN BE PERPETUAL.

EXPERIMENTS SHOW THAT INDEED, A FREE FALLING MEMBER CAN PULL ANOTHER
MEMBER (SUPPORTED) THAT IS ROLLING AND HAS EQUAL MASS.

DETAILED DIAGRAMS MAY BE FOUND
HERE. AND EXPERIMENTS HERE.

THIS WAS ONE OF THE MOST ENCOURAGING DISCOVERIES I HAVE FOUND OF THE
POSSIBILITY OF OVER-UNITY, FREE ENERGY, AND PERPETUAL MOTION.

HOWEVER, THERE ARE MORE!

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