Aarex's Abbreviation System

Aarex's Abbreviation System (AAS) is an abbreviation system created by Aarex.

Tier 1 (up to 10^3,003)

Lets get started. A number followed by an abbreviation means a number multiplied by this abbreviation's multiplier. Below this sentence, there is a conversion list. Each item looks like this: "[abbreviation] -> x[multiplier]"

• k -> x1,000
• M -> x1,000,000
• B -> x1,000,000,000
• T -> x1,000,000,000,000
• Qa -> x1,000,000,000,000,000
• Qi -> x1,000,000,000,000,000,000
• Sx -> x10^21
• Sp -> x10^24
• Oc (not confused with 0) -> x10^27
• N -> x10^30
• D -> x10^33
• UD -> x10^36
• DD -> x10^39
• TD -> x10^42
• QaD -> x10^45
• QiD -> x10^48

See this pattern for last 3 items? If you put D after an abbreviation, it multiplies a number by 10^30 instead of 1,000. Lets continue.

• Vg -> x10^63
• UVg -> x10^66
• DVg -> x10^69

Vg series is similar to D series, but it starts at 10^63 instead of 10^33. Tg series starts at 10^93, Qg series starts at 10^123, etc. Lets fill up all abbreviations up to x10^303.

• D -> x10^33
• Vg -> x10^63
• Tg -> x10^93
• Qg -> x10^123
• Qq -> x10^153
• Sg -> x10^183
• Su -> x10^213
• Og -> x10^243
• Ng -> x10^273

And finally, Ce means it multiplies a number by 10^303. After Ce are UCe, DCe, TCe, etc. But there is a conflict for 10^309 and 10^333. They are abbreviated as 1DCe. To solve this, let change the abbreviation of x10^309 to DuCe. This list shows few abbreviations below x10^603:

• Ce -> x10^303
• UCe -> x10^306
• DuCe -> x10^309
• TCe -> x10^312
• DCe -> x10^333
• VgCe -> x10^363

Define Dc as x10^603, UDc as x10^606, DuDc as x10^609 (so there will be no conflict for x10^633), etc. To fill abbreviations up to 10^3,003, let Ce be after k and Dc be after Ce. Then there are Tc (-> x10^903), Qc (-> x10^1,203), Qu (-> x10^1,503), Sc (-> x10^1,803), St (-> x10^2,103), Oc (-> x10^2,403), and then Nc (-> x10^2,703).

The limit of tier 1 numbers is approximately 999*10^3,000, or 999NNgNc.

Tier 2 (up to 10^(3*10^3,000+3))

To start tier 2, define Mi as the multiplier of 10^3,003. To go further, the multiplier of 10^3,003 is actually MiU, not UMi, the multiplier of 10^3,006 is actually MiDu, not DuMi, etc. After MiNNg is MiCe (-> x10^3,303).