lotery numbers?!

[DavideMexia]

Hello

Tomorrow is Lotery Day!

I need set of 6 numbers for the draw tomorrown which respects this conditions:

-not only pairs
-not only impairs
-no consecutive numbers
-the sum of the number must not exceed the sum of the 6 highest numbers.

i want the number to be written in set of 6.
I will use the first set of 6 for the draw tomorrow.

Thank you

[redcrx]

good for you!

[sandyRoe]

13 16 25 27 39 47
There you go. When you win I expect a cheque to my favourite charity.

[mibn2cweus]

Dang, those were the numbers I was gonna use! Not anymore, I don't wanna share . . .

[Buenchico]

Well, I taught maths for 15 years but I've not got a clue what 'pairs' are (in the context of your post) and even Google doesn't appear to have heard of 'impairs'! (Do you mean odd and even numbers, or something different?)

Further, you write about 'the sum of the number' (singular). You can't have a sum of one thing on it's own!

Then you refer to the '6 highest numbers'. Given that you only want 6 numbers anyway, that doesn't make sense either!

If you post a question using the English language (and mathematical terminology) accurately, you might get a sensible answer. Until then, nobody can help you.

Chris

[DavideMexia]

yes, its odd and even.

No, the sum of 6 highest are 49+48+47+46+45+44=279. This is your limit (lololol) in case you dont know.

[sandyRoe]

If you'd said don't give me the 6 highest numbers would that mean the same thing?

[boxtops]

I have no idea what this is about

[sandyRoe]

Try the 6 numbers I gave earlier. They might change your life.

[factor-fiction]

Your conditions rule out only a tiny proportion of the different combinations of numbers

[R1Geezer]

sorry what are pairs and impairs? can you explain your terminology

[chakka35]

Just to be nosy, why do you want such numbers when any six numbers are just as likely to win as any other six? Are you trying to find six that others would not use so that you don't have to share? Just curious.

[nightmare]

There is no way the sum of any 6 numbers (necessarily lower than the 6 highest) can exceed the sum of the 6 highest ones, so why include that as a condition ?