Numbers

Description

Numbers are special entities that are shaped like real world numbers, ranging from 0-9. 

Some numbers can merge to become a "merged pair" which can consist of any number of digits, in the image you see a merged pair of two digits forming the number "10".

• Merged pairs have two different types, which are integer pairs and float pairs. Integer pairs do not have any decimal places, as said before the pair "10" is an integer pair. An example of a float pair could be a merged pair with a decimal point. 

• Float pairs only form if a Decimal Point merges with two or more Numbers, the placement of the decimal point is random.

• Operation pairs form when an "operation object" interacts with a number entity, one example is the number "-3" which is an operation part of the subtraction symbol, (which in this context is used for negation).

  • Unary Pairs are one operator pairs, such as "-2".

  • Binary pairs are rare to form as they are a rare mistake in the Mathematical Universe, they are equations that are not instantly solved and leave an operation hanging. One example is "2+3", where on normal circumstances should be "5", but thus through a rare mistake remains in a binary pair form.

There is also a specific type of Number, that consists of the Infinity Symbol which has a really rare chance of forming if divided by 0. It resembles an 8 that is horizontal.

If two numbers are given a caret fruit from Operations Grove's multiplication trees, it will form the product of the exponent, for example 2 to the 4th will become '16'. But a lot like binary pairs, it is rare for an exponent pair to form, which is basically where 2 to the 4th doesn't become 16 and stays locked in a caret position.

Through the lens of a Primality Lens, one can see if a number entity is prime or composite, depending on if it glows red or blue.

Aliquots and combinations with the Prowlerins

Aliquots, or the factors of an integer Number entity, are perceived as unstable when formed upon a number entity coming in contact with Prowlerins.  Remember, they only form if number entities interact with prowlerins, but cannot form with manual items or natural decay.