A space is a connected collection of locations. Spaces can have rules that dictate a regimen to follow within the space. A physical space with no other governing laws than natural laws is called free space. To derive the law, we have to start with a blank slate - free space.
Formal Derivation
1.0 - If we wish to derive the law, we start with the concept of "Free Space"
1.1 - Definition of a Space: The total connection of locations (that can possibly contain elements) bound by a set (or sets) of laws.
1.2 - Rules, when understood among a group of people, act as governing rules over the physical space containing the people accepting them
1.3 - Definition of Free Space: A physical space with no set rules other than the natural laws governing the people within the space.
1.4 - To derive the law, we start with "Free Space."
1.4.1. To derive the law we are to start with a blank slate (i.e. no laws)
1.4.2. "Free Space" is a space with no laws.
1.4.3. To derive the law, we start with the concept of "Free Space."
1.4 - To derive the law, we start with "Free Space."
1.4.1. To derive the law we are to start with a blank slate (i.e. no laws)
1.4.2. "Free Space" is a space with no laws.
1.4.3. To derive the law, we start with the concept of "Free Space."
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