Binary Application Perpetual Motion Machine

Basically I discovered a second person is working on original perpetual motion concepts now. He inspired me to think of a horizontal wheel that is probably more workable than the tilt motor. Although this design requires a fully-rotating smooth gimbol bearing, otherwise the design is one of the simplest and theoretically most functional so far!

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Special Update October 3, 2019:

Perhaps the first workable concept for horizontal wheel perpetual motion, a design by Nathan Coppedge based on a different design by Christopher Antoniou:

My solution if you will hear it is to keep the [horizontal circular track] use 1/2 the inner track with slight upward grade, remove the other half of the track entirely except an outer rib for structural and aesthetic purposes, then mount the heavy ball on a higher pivot using a tether of sorts on the short end with a lighter counterweight rotating on the longer end of the pivot. (The wheel would be in a fixed position). My sense is this would work on momentum if a guide track were used allowing momentum to push the ball up very slightly at the entrance to the upward grade. The ball would gain momentum in both halves of the cycle, due to 1. Sufficient leverage applied during 1/2 mass * distance, and 2. Heavier mass relative to opposing leverage when the support is not present. The near-perfect wheel shape would facilitate the motion in this case, which is an effect I had hardly seen before. In fact it is tempting to try spirals however I think this result is much better.

This is an exciting opportunity for those that want to build perpetual motion.

Added detail: an upward-directed v-shape in the track entrance may facilitate.

• Date of Invention: October 3, 2019
• Note on Authorship: This design by Nathan Coppedge was inspired by a video by Christopher Antoniou, who runs a Youtube channel.
• < 150 % conventional Over-Unity
• Leverage = 1:4
• Ball Mass = > 2.5X to < 5X
• Note: Assumes counterweight mass of 1. The counterweight on the long end suggests a non-standard equation.
• Equation: Unified Heavier Ball Bearing Mass Formula = Long end leverage +1 > ( (long end leverage +1)/2)
• Rare Exception: Unconventional OU Equation due to heavier ball than counterweight: 1/2 Mass of Ball - (Range of Ball) / Full Mass of Ball + 1 * 100. This time assumes sphere has mass of 4.

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