Is there a secret to making money betting on horses? Can everything be reduced to a single simple number? There is a number, often referred to as “The golden mean, “found throughout nature and geometry. It has been studied for thousands of years and some believe that it is the key to all things in the universe, if used correctly, that is.

The number is also known as the Fibonacci ratio gold Golden ratio. The number is 1.61803398874989. As a ratio, it is used as a key to find the natural amount of increase or ratio between two numbers and that is why horse racing handicappers who use numbers and statistics to evaluate runners in a race often look for that ratio between numbers. .

From the golden ratio is a rough number, people looking for it often shorten it to 1.618 or even just 1.6. It has been found in nature in the ratio of branches and stems in plants and in the human body in the circulatory system, in fact, it appears everywhere.

The reasoning behind its appeal is that if nature and the universe use it so often as a model for very well-functioning systems, it must be a powerful number with special properties. Since horses are animals and part of the natural world, some assume that they improve according to the golden ratio and often lose their shape accordingly.

The equation for the golden mean is A + B is for A as A is for B.

While you can find that relationship in many places, finding it in the rate of improvement in training or racing may indicate a horse that is perfect for running the race of a lifetime, or it may simply mean that you can expect to improve. therefore again. Assuming it doesn’t bounce, of course, but then again, would a horse that is improving to the perfect ratio bounce?

When using the number, do not use the total speed figure or the race time, but rather use the difference in real time with the torque (which will work as a constant in this case) and compare the improvement or decrease between races . after subtracting the for time.

When you find that the horse is improving according to the golden ratio, it may be reasonable to assume that it will continue to do so until it reaches its limit.