Billar Tres Bandas ►Old Man System скачать в хорошем качестве

Billar Tres Bandas ►Old Man System

▶ https://maestrodelbillar.com - With this system you don't need "GRAY HAIR" to make this family of carambola. Billiard Books👉http://bit.ly/36dla6R Fundamentals👉http://bit.ly/3iKS3wA Systems Zero Effect👉http://bit.ly/39ZpXdb Long Cushion Systems👉http://bit.ly/3oe3ZYR Short Cushion Systems👉http://bit.ly/3qV4rx3 Bricole Systems👉http://bit.ly/3pj7w9A Special Systems👉http://bit.ly/3iLxKzc #maestrodelbillar #oldies #tresbandas In this video we present the old man system. It receives this name, because they say that "gray hair" is needed to make this type of carambola. With this system you will not have to wait to have “gray hairs”, to execute this family of positions, with security and confidence, in three cushion billiards, We will see how to determine the amount of ball to hit, and the effect to use. Let's see the system when balls 1 and 2 are facing each other. At the end of the video, we will see the system when balls 1 and 2 are tilted. The oldies system allows us to select the amount of ball to take and the effect to use, when we play ball, short cushion, long cushion and short cushion. Having this possibility is very important for the positional game (performing series), since we can vary the amount of ball to take and thus place ball 2 in a fertile area that facilitates the next carom. The numbering of the first rail corresponds to the position of ball 2. For the ball hit, the 12-part technique is used. Each part adds 1 point. As shown in the graphic to the right. The diagram on the left shows the values ​​assigned to each effect. The total value added by the value of the ball 2 and the value of the arrival in third rail, must coincide with the sum of the values ​​of the ball hit and the effect. In this example we have: A value of 4 for ball 2. A value of 4.5, which we can approximate to 5, for the third cushion arrival. Thus we will have a total value of 9. We must select a combination of ball hit and effect, which add up to a total of 9. In this case we have selected a value for the ball hit of 4 and an effect value of 5. Another possibility could be, a ball hit value of 3 and an effect value of 6. Let's look at the oldies' system, when balls one and two are tilted. The formula and mechanics is the same as previously seen, only a new variable is included, called angle, which corresponds to the angle of inclination, measured in diamonds, that exists between balls 1 and 2. This value can be positive or negative, depending on the direction of the tilt angle. In the image we have: A value of one for ball 2 A third band arrival value of 4.5, which we can approximate to 5 A value for the tilt angle of a positive one. Thus we will have a total value of 7. One option is to use a value of 3 for the ball hit and a value of 4 for effect.