# Is free energy possible with magnets? – Which Statement About Enzymes Is Not True?

You may not agree with all the concepts explored in this post, but one thing seems clear: free energy is possible. And if you are a scientist and you are concerned about where it has to take place in your equation, you can think hard about the magnet.

What is a magnet?

A magnet is a magnetic object. Its primary characteristics are two positive poles and a magnetic field.

Magnetism has been a scientific pursuit over thousands of years. Until around 1700 CE, most people saw the world in a flat plane. They realized that the earth was not a flat sphere with one side flattened and the other side rising, but an egg with a rim on its bottom, with the sides of the egg meeting up to form a perfect circle. They also realized the magnetic field was generated by the atoms of a liquid iron.

The magnetic field and the atoms of iron are known as the strong magnetic field – also known as Gauss’s field — which arises from the two interacting particles: the nucleus and the core of a magnet.

You’ve probably heard the story of how a magnet is a “magnetometer” and how magnetic fields are created as one moves along a magnetic field lines; but what actually causes a magnetic Field to form?

We often think of the strong magnetic field as the strong pull of an external field on a magnet. This is true, but it’s pretty obvious how magnetic fields and magnets are different: in both cases, the strength of a magnetic field depends on its length – the farther the magnetic field is away, the stronger it is. Also, the strength of the magnetic field depends on the size of the magnet.

If the field lines are parallel, then the force is a straight line with a constant magnitude per unit length. This is the force of gravity.

But if the magnetic fields are not parallel, there is a different kind of force acting on a magnet. The force of gravity is caused by an attraction between a region of force and a region of forceless. This region of force consists of two interacting magnetic forces — the local magnetic field and the local electric field, and if they interact with one another they cause the field to create a force.

Since the distance from the local magnetic field to the local electric field is known, it enables us to calculate the forces.

Here is a simple example. Imagine we have a very big, straight line of steel with the direction of the “p” (which you can

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