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- There are three states of existence: **Void**, **Something**, and **Infinity**.
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- Everything that can be measured or counted can be described as a state between **Void** and **Infinity**.
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- **Void** can be represented with the character **0**, or with the words **zero**, **nil**, **null**, or **void**. This is the absence of value.
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- **Something** can be represented with the character **1**, or with the words **one**, **thing**, or **something**. This is the state that exists between Void and Infinity.
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- **Infinity** can be represented with the character **∞**, or the words **infinity**, **infinite**, or **everything**. This has immeasurable value.
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- Numbers represent a sum, grouping, or combination of **Void**, **Something**, and **Infinity**.
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- When measuring things that exist, we can use **numbers**. Numbers are composed of description of a state and a **direction**.
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- A positive value moves the amount we are describing further from **Void** toward **Infinity**.
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- A negative value moves a value the amount we are describing further from **Inftinity** toward **Void**.
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- **Void** and **Void** grouped together will have no value and are the same as **Void** alone.
- (0 0) = 0
- (~~0~~ 0) = 0
- (0) = 0
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- **Void** and **Something** grouped together will have the same value as **Something** alone.
- (0 1) = 1
- (~~0~~ 1) = 1
- (1) = 1
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- **Void** and **Infinity** grouped together will have the same value as **Infinity** alone.
- (0 ∞) = ∞
- (~~0~~ ∞) = ∞
- (∞) = ∞
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- Something and Something grouped together are the integers. We use characters like 2 to represent Something and Something, or 3 to represent Something and Something and Something.
- (1 1) = 2
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- Something and Infinity grouped together will have the same value as Infinity alone.
- (1 ∞) = ∞
- (~~1~~ ∞) = ∞
- (∞) = ∞
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- Infinity and Infinity grouped together will have the same value as Infinity alone.
- (∞ ∞) = ∞
- (~~∞~~ ∞) = ∞
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- Even though we can't measure or count Infinity, we can still reason with it to uncover truths and relationships that are true whenever or wherever tested.
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- Because any value we can describe has the same amount as that same value combined with Void, Void is ever-present and just as incalculable as Infinity.
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- Addition is the grouping of representations of states together and moving the number you are describing from void toward infinity by that amount.
- 2 + 2 = ((1 1) (1 1))
- 2 + 2 = (1 1 1 1)
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- Subtraction is the grouping of representations of states together and moving the number you are describing from infinity toward void by that amount.
- 4 - 2 = ((1 1 1 1) -1 -1)
- 4 - 2 = ((1 1) ~~(1 1)~~ ~~(-1 -1)~~)
- 4 - 2 = (1 1)
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- Multiplication is a shorthand for addition. Multiplication by a fraction is a shorthand for division.
- 2 * 2 = (2 2)
- 2 * 2 = ((1 1) (1 1))
- 2 * 2 = (1 1 1 1)
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- Division is multiplication by a fraction.
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- Fractions are the states between Void and Something.
- 0 <--- 1 : (1 1) ---> 1 : ∞
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- Decimals are numbers that represent a grouping of integers and fractions.
- (1 5/10) = 1.5
- (1 1/2) = 1.5
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- The Number Line is a linear representation of possible states between negative infinity, negative something, void, something, and infinity.
- ```
- -∞ <------- -1 --------- 0 --------- 1 -------> ∞
- integers fractions fractions integers
- ```
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