thank you!!

[jonny1775]

i am new to this site and to the 300 blackout. i want to say thank you to those that founded this forum. i also want to thank
the moderators too. this is such a great resource for me and many others that come here. in a short time i have already learned
so much that is of great benefit to me.

thank you!!

[tallburnedmidget]

i am new to this site and to the 300 blackout. i want to say thank you to those that founded this forum. i also want to thank
the moderators too. this is such a great resource for me and many others that come here. in a short time i have already learned
so much that is of great benefit to me.

thank you!!

+1

[randyrucker]

+2

[smustian]

+ infinity +1. HAHA Beat that number.

[plant.one]

yea, what they said

[Blowout]

+ infinity +1. HAHA Beat that number.

+ infinity +2 ...

[randyrucker]

+ infinity +1. HAHA Beat that number.

Here is some interesting thoughts on infinity from Wiki:

Georg Cantor formalized many ideas related to infinity and infinite sets during the late 19th and early 20th centuries. In the theory he developed, there are infinite sets of different sizes (called cardinalities).[1] For example, the set of integers is countably infinite, while the infinite set of real numbers is uncountable.[2]

So how can a set of integers be countably infinite, yet real numbers are uncountable ? I think one(1) is an integer so doesn't that mean you can count to infinity +1 ?

[Mrwindow]

+ infinity +1. HAHA Beat that number.

Here is some interesting thoughts on infinity from Wiki:

Georg Cantor formalized many ideas related to infinity and infinite sets during the late 19th and early 20th centuries. In the theory he developed, there are infinite sets of different sizes (called cardinalities).[1] For example, the set of integers is countably infinite, while the infinite set of real numbers is uncountable.[2]

So how can a set of integers be countably infinite, yet real numbers are uncountable ? I think one(1) is an integer so doesn't that mean you can count to infinity +1 ?

I'll try. Real numbers are whole 1,2,3 example there are partial of numbers in between 1.002302450....with numbers so vast in between on into infiniteum. They are countable but would take you lifetimes to do so because there are only so many digits in between say 1 and 2 out to the infinite place from the whole number. Whole numbers are the same but what's beyond a cagillion? ask the Count on Seasame street?

I would say infinity+1 is not an absolute,infinity+infinity X infinity squared might be fun.

[TX Sapper]

+ infinity +1. HAHA Beat that number.

Here is some interesting thoughts on infinity from Wiki:

Georg Cantor formalized many ideas related to infinity and infinite sets during the late 19th and early 20th centuries. In the theory he developed, there are infinite sets of different sizes (called cardinalities).[1] For example, the set of integers is countably infinite, while the infinite set of real numbers is uncountable.[2]

So how can a set of integers be countably infinite, yet real numbers are uncountable ? I think one(1) is an integer so doesn't that mean you can count to infinity +1 ?

I'll try. Real numbers are whole 1,2,3 example there are partial of numbers in between 1.002302450....with numbers so vast in between on into infiniteum. They are countable but would take you lifetimes to do so because there are only so many digits in between say 1 and 2 out to the infinite place from the whole number. Whole numbers are the same but what's beyond a cagillion? ask the Count on Seasame street?

I would say infinity+1 is not an absolute,infinity+infinity X infinity squared might be fun.

This is exactly the kind of discussion I have come to expect from this motley crew! It is entertaining, yet still somehow educational.... a conundrum..

....back on point......thank you to those who organize this vehicle and thank you to those who contribute!

-Sapper

[takiniteasy88]

You lost me at 1