How high can numbers go?

[Sonicfan253]

Heres all the number places:
pentillionths
sextillionths
septillionths
octillionths
nonillionths
decillionths
Quadrillionths
Trillionths
Billionths
Millionths
Thousandths
Hundreths
Tenths
. DECIMAL .
Ones
Tens
Hundreds
Thousands
Millions
Billions
Trillions
Quadrilions
pentillions
sextillions
septillions
octillions
nonillions
decillions

For all we know, ther could be Emeraldzillion >_<

Does anybody know numbers higher than quadrillion? If so, then post them here and ill add them to the list.
Otherwise, discuss your wonders, thoughts, and opinions about numbers and how high they go.

NUMBERS NEVER STOP!

[PuppetOfMisery]

Heres all the number places:
Quadrillionths
Billionths
Trillionths
Millionths
Thousandths
Hundreths
Tenths
. DECIMAL .
Ones
Tens
Hundreds
Thousands
Millions
Trillions
Billions
Quadrilions

For all we know, ther could be Emeraldzillion >_<

Does anybody know numbers higher than quadrillion? If so, then post them here and ill add them to the list.
Otherwise, discuss your wonders, thoughts, and opinions about numbers and how high they go.

NUMBERS NEVER STOP!

First of all, swap Trillions with Billions and Billionths with Trillionths

Yeah Numbers never stop. Just make them up like Sonicfan253illion

[Buff_]

Numbers are infinite, or rather ∞.

Higher numbers include googol, and googolplex... and some others that I don't remember.

Googol: 10 (to the power of) 100
Googolplex: 10 (to the power of) googol


Do what LD says..., a trillion is more than a billion.

[YoshiKid54]

The truth is: Numbers never stop. They just don't. Even if you go down to the negative numbers, they don't stop too.

[Sonicfan253]

I already know numbers never stop so basicly you all are telling me nothing.

[YoshiKid54]

Numbers can reach up to like, 999999999999999999999999999999999999999999999. But there is something that turns this topic around.
Decimals. You should know that it is a dot on the number like 5.75. In fraction terms it would be 5 and 3 quarters.
There is thing called recruiting decimals. These numbers have infinite digits and never stop.

Here's an example: 1 divided by 0.33
The answer would be 3.03030303030303030303030303030303. See? They never stop. It is a recruiting number.

If you do not want people to talk about how high numbers go then change the title!

[Sonicfan253]

Lets see if I can get higher! I bet theres an app on the ipod touch for that, if so, im on it!

[YoshiKid54]

I once watched a show about numbers. It says numbers are used for the amount of something.

[TrappedTime]

Amount of atoms in the world?

Anyway,

pentillion
sextillion
septillion
octillion
nonillion
decillion

There, got your higher numbers.

EDIT: my 500th post.

[StarF]

Whe i was in yr 3 i was told a number that looked llike this: 1,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000.
My teacher even told me the nae. But i forgot it lolz