Infinite Mind: Play the Game
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Narrateur(s):
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Gerrod Larkyn
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Auteur(s):
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Stephen Hyne
À propos de cet audio
Play the game of life with an infinite mind.
Concepts of what the mind has been a debated subject throughout the millennia. Science, philosophy, and religion have put their marks on the topic.
Playing any game involves using the mind, or you will lose the game before you start playing. This publication will give the listener a new way of playing the game of life with an infinite mind. There will be a few references in this publication, but I did not write this book in the style of a group of academic essays and theories to prove a philosophy. The mind cannot be a singular abstract theory because everything is beyond the human mind of what we can comprehend. Imagine the lab rat telling the scientist he has made a wrong analyst of the data collected.
The name of this book is Infinite Mind with infinite possibilities and perspectives.
The life we create is what we project from our mind onto reality. THe result is living in the physical bodies of a material universe. Everything is in motion; that means life is developing to different consciousness, or is it contracting to dimensions with infinite possibilities?
The only limit in the universe is human limited thinking that shapes perception by dogma. Having a fixed dogmatic view only limits the mind. For example, quantum theory has turned the tables on Newtonian thought as an empirical foundation of all physics.
The invitation from my research is just a small window of the great infinite mind. We all play the game of life, acting the characters we wish to play in our heads. What stage you wish to act on is your choice.
Excitement of endless stories we have created in the imagination of an infinite mind. We can change the cards in our hands to win the game of life with a new deck or perspective. The cards in a game keep changing with new opportunities to win. Poker players have 2,598,960 opportunities to play five different cards with some wins and some losses.
©2022 Stephen David Hyne (P)2022 Stephen David Hyne