Re: HAha!! I HAVE DONE THE GRAPHICS FOR F.L.T. SIMPLE SOLUTION - Adam style...
- From: Tonico <Tonicopm@xxxxxxxxx>
- Date: Tue, 25 Sep 2007 08:50:45 -0700
On Sep 25, 11:56 am, finite guy <adamle...@xxxxxxxxxxxx> wrote:
On Sep 25, 5:04 pm, Tonico <Tonic...@xxxxxxxxx> wrote:***************************************************************
On Sep 25, 10:49 am, finite guy <adamle...@xxxxxxxxxxxx> wrote:
On Sep 25, 2:45 pm, Tonico <Tonic...@xxxxxxxxx> wrote:
On Sep 25, 2:16 am, finite guy <adamle...@xxxxxxxxxxxx> wrote:
On Sep 25, 5:36 am, Tonico <Tonic...@xxxxxxxxx> wrote:
On Sep 24, 3:12 pm, finite guy <adamle...@xxxxxxxxxxxx> wrote:
Hi
Any of you suckers wanna bet?
We can talk escrow.
Regards
Adam Lewis, Perth.
**********************************************************************
Not only it must be hot and boring like hell in Perth: some virus
causing meningitis idioticus must be on the loose there.
Poor perthians...!
Regards
Tonio
No. At the moment it is cold and wet.
I know what you mean, I 'have' to be an idiot. Compared to some, I
am.
When I was sick I halucinated
***************************************************
There you go: told ya! Poor thing, still sick. Ts,ts,ts!
Regards and feel well soon.
Tonio- Hide quoted text -
- Show quoted text -
I said 'when' I was sick.
You are probably still ill and believe in 'infinite finite'. Infinite
integers...
I am not a rich thing, true. Tsk, tsk, tsk.
Regards also.
Adam.-
*****************************************************************
"To believe in infinite finite"?! These are just your hallucinations,
my boy..."inifnite finite" and nonsense like that: ts,ts,ts.
And you also believe....oh well.
Regards and swallow your medicaments
Tonio- Hide quoted text -
- Show quoted text -
Thanks. I did just take a Panadol.
Are integers (being finite) not considered infinite in quantity?
Regards.
Adam.-
Taking into consideration the way you express yourself, it's crystal
clear not only that you're not a mathematician, but also that you're
not too....uh, how to say it? Well, not too well educated, say.
If you meant to ask whether the set of the integer numbers, aka
Z (from the german word Zahl), Z = {....-3,-2,-1,0,1,2,...} is
infinite, the answer is yes, according to Cantor's definition.
Why? Because the set Z contains a proper subset which has the same
cardinality (again, a notion popped up by Cantor) as Z.
Hopefully that answers your question and sheds some light in that
darkness your knwoledge of basic maths seems to be enveloped.
Regards
Tonio
.
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