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If you take four dice and roll them, there is a good chance that you will be able to make seven from the resulting numbers. Question is though, can you solve the harder ones?

Regardless of that here's a couple for you to solve here.

6 6 6 4.

1 1 1 1.

(You can use ANY mathematical operator.)

Edited by Links1219955
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So I grabbed some dice to waste some time at work and am stuck on this:

2 2 4 5

Help! :)

[spoiler=Nevermind. Got it :P](5-2)!/2 + 4

(2 MOD (2+4))+5 (I try to keep the digits in the sequence given. More of a challenge.)

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Having trouble with 2222 and 1112. Any thoughts?

⌈(!(2+2))/2⌉+2

The subfactorial of 4 is 9. 9/2 = 4.5. The ceiling of 4.5 is 5. 5 + 2 = 7.

(1+1)# + ⌈1/2⌉

The primorial of 2 is 6. The ceiling of 1/2 is 1. 6+1 = 7.

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I thought of this game while rolling four dice aimlessly. Then I remembered an advertisement that I had seen which goes something like this:

*Lots of brilliant looking smart people in a large semicircle theater kind of thing* *Seven and Three are in large numbers on the flat wall*

*Suddenly one of them goes "Seven!" and then another goes "SEVEN!" and the narrator goes "Here at (car company) we have decided that seven is definatly more, than three. So that why we are giving you our seven year guarantee..."

In short a couple of people shout SEVEN! In an extremely epic manner.

Edited by Links1219955
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