How to play with counter effect, by short or long cushion, in 3-cushion billiards
https://maestrodelbillar.com/2022/02/...

00:00 Introduction
02:03 Short cushion Effect 1 and 2
03:50 Short cushion Effect 3 and 4
06:10 Long cushion Effect 1 and 2
07:35 Long cushion Effect 3 and 4
09:20 Calculate Arrival in Second cushion
12:20 Calculate Arrival in Fourth cushion
13:20 In the next video...

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In this video we reveal the secret of the mysterious game with the opposite effect.
We will learn how to play the following type of caroms…

We start with the basic trajectories, playing on the short cushion, with effect one and two.

This base trajectory shows us that when we play with a reverse spin, and with a lean angle of a diamond.

We managed to neutralize the ball, and therefore it will come out without effect and parallel to the long rail.

With this simple concept you can now perform one of the positions shown at the beginning of the video.

This base trajectory shows us that when we play with two opposing spins, and with a lean angle of two diamonds.

We managed to neutralize the ball, and therefore it will come out without effect and parallel to the long rail.

We continue with the basic trajectories, playing by short cushion, with effect three and four.

This base trajectory shows us that three contrary effects are not enough to neutralize a three-diamond tilt angle.

And in this case there is a gain of half a diamond, measured on the second short rail.

The ball will leave the second short rail, with half of the initial spin.

This base trajectory shows us that four contrary effects are not enough to neutralize a four-diamond tilt angle.

And in this case there is a gain of one diamond, measured on the second short rail.

The ball will leave the second short rail, with half of the initial spin.

This base trajectory shows us that four contrary effects manage to neutralize a tilt angle of three diamonds.

Therefore the ball will return parallel to the long rail. And it will come out of the second short cushion, with half of the initial effect.

Below we present the basic trajectories, playing by long band, with effect one and two.

When we play on the long cushion, the base trajectories have the same behavior as when we play on the short cushion, but with the following consideration:

The angles of inclination are measured in half diamonds, since the distance is exactly half.

This way half a tilt diamond will have a value of one.
And a tilt diamond will have a value of two.

Now let's look at the base trajectories, playing down the long cushion, with spin three and four.

When we play on the long cushion, the base trajectories have the same behavior as when we play on the short cushion, but with the following considerations:

First: The angles of inclination are measured in half diamonds, since the distance is exactly half.

Second: The gains for effects 3 and 4 are measured on the long cushion and also correspond to the half.

Third: Effects 3 and 4 are preserved for angles of inclination equal to or greater than 3.

The gain on the second long rail is equal to half a diamond.

As we saw for the short cushion, four contrary effects manage to neutralize a tilt angle of value 3.

Now we will see how to calculate the arrival in the second rail, playing with maximum effect on the long rail.

This graphical representation shows us what happens when we increase the tilt angle value, relative to the base tilt value of 2 diamonds used for effect 4.

This difference between the values ​​of the angles of inclination, which here is equivalent to the value of the attack, is doubled and the value of the gain of the base trajectory for effect 4 is added to it, to finally obtain the arrival value in the second rail.

In this case we have a tilt angle of 3 diamonds, the base value of the tilt angle for effect 4 is 2 diamonds, therefore the difference between these angles is one diamond.

The base path gain value for effect 4 is half a diamond.

The second rail arrival value is obtained by doubling the attack value and adding the gain value.

The value of the attack is 10, by doubling it we will have a value of 20 and by adding the value of the gain which is 5, we will obtain a value of 25.

To calculate the 4th rail arrival, combine the 2nd rail arrival value with the well-known classical system.