Compilations Pertaining To Random Access Problematic Probabilities-Double Set Game (D.2.50)- Book 2 Vol. 3

Synthesis Postulates Of the Hybridization Polymerization of Matrix Poly-Plextics Informatics.

By:

Siafa B Neal

Format:

Paperback / softback

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Description

This book describes the Double Set game played on an Advance game board, Model III, the Longitudinal Star Gate 14 Model. This book uses Diagrams, Illustrations, Drawings and Photos to describe the game and the movement of the chess pieces. In order to win this Double Set game a player needs to Checkmate his/her opponent's(s') Kings twice. Equations or Statements of the movement of the chess pieces are used to describe the movement of the chess pieces on the game board. The rules of engagement for the Advance chess Double Set game is similar to the rules of play for conventional chess. In this double set game two chess sets are used instead of a single chess set. In this game, a chess player may challlenge two other chess players using a single chess set each or may challlenge a single chess player using double Chess sets. The Double Set game may involve a maximium of three chess players or a minimum of just two chess players.

Author Biography:

The Etiquettes of conventional chess was taught to me by my late father, David Franklin Neal, Sr. I have been playing chess since I was a child. The game became boring to me later on and I needed to find newer ways of making conventional chess more interesting and complicated. Thus, I decided to create Advance chess game boards using different types of models to play the games on. Some of my hobbies include: reading, writing, photography, painting, and computers. Some of the sports that I engage in include: biking, soccer, tennis, swimming, yoga, horse-back riding, karate, taekwondo (self defense) and walking.

Release date Australia

September 30th, 2019

Author

Siafa B Neal

Audience

General (US: Trade)

Illustrations

138 illustrations

Pages

186

Dimensions

216x279x10

ISBN-13

9781970160659

Product ID

31911834

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