Luck and friends increase complexity of Cardinals

Luck has known of the four previous cardinals for longer then he knows of these ones, because in general the amount of cardinals is unknown, while the amount of potential ideas produced by Ypoc or other in mathematical addition is absurd because it is an operator. Ypoc is technically addition, in that you add one thing with another to create a new number.

None the less, this is not the only one and some other operations contain difference, for example inver is not minus because it doesn't remove the concept it inverts it. Minus is actually different and closer to the number like Ita but is an operator, but the number in a math operation is not quite an operator and Ita is the number. Their are many alien operators in math which can have relevance in this complexioned version of cardinals.

For example Aver represents a new one few hear of unless they know string theory in computing, which is concatination:

4#4 = 4#4 is an example of how you would apply concatenation, but its usefulness is related not to the equal sign in this case.

This above topic is the basis for what is called Meaning Math in my view, and is the idea of treating known and unknown operators as keys or cardinals to other perspectives. Below are a list of words with symbols ascribed:


  • Ita = "
  • Inver = |
  • Ypoc = +
  • Aver = #
  • Minus = -
  • Split = /
  • denom = !
  • average = ?
  • exponent = ^
If you know how math functions and the relationship to meaning, which can best be described as highly subjective references, which result in different modifications of view then you may understand how this functions. Below are a few examples of the operators in use, Ita is replaced with a word and equal means its result ( I may even be case specifically wrong in this math ):

Faith + Beauty = A faith built of the basis of beauty

Science / Plants = The Sciences of not plants

Information ? Split = Divided information

Pressure ^ Paper = Pressure * Paper regress of: The inverse necessity of paper, times itself in amount of paper. ( maybe as i have not figured out multiplication ) 

These are examples of it in action, but multiplication is possibly something other then a shortcut of addition as in math and may instead represent the count of the system, as while it is apparently possible to multiply number in its natural addition and base values that are common in meaning math its base values are uncommon and thus it cannot be possible to shortcut to knowledge unknown, without first knowing the knowledge base. Saying that you can count your way to absurd multiples. To better understand:

1 = 1 

Faith can equal 1 metaphorically
Wisdom can equal 1 metaphorically

Thus in meaning math's uncommon base set and not in math's common base set

1≢ 1

As such this shows one other fashion in which the cardinals can be said to function and I will show one more here, which functions almost completely  different and it should be noted now, that these cardinal concepts can be applied to themselves making the result of number of amount of cardinals absurd in potential.

Color Meanings in image relations


Color meaning in image relations is a multilayered cardinal that uses both color, meaning, order and relationships to an image, to create a concept.

While you can use any operator with this, I will only use addition and inversion. To begin I list the meanings of the colors:

  • Red = Passion
  • Yellow = Wealth
  • Blue = Hope
Then following from left to right, I arrange the whole meanings:

Lightshade passion, wealthy impoverished home into hope storm and the hope lighter clouds casting shadow on the passion trees. 

Then I attempt to translate this more poetic word salad into sense:

The study of the effect beneficial and negative on and by ourselves in limit on other things.

This is the base way to do it, but their is some freedom in what is used and it is a more artistic and a less mathematical form of doing what is called the Cardinals. None the less it should be noted that while exploring these many potential concepts these things create, they carry little end goal without the application of an end goal.

As such this is the final part of this topic, before a more spirosophic approach is the creation, goal, case and reference.

Their are other cardinals...

This is Ern, he is of the world of deviation where people just aren't the same and they respect their differences in peculiar ways.






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