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positive" if there exists 1 ≤ p ≤ m such that ak ak 1 ... ak p-1 ≥ 0. Remark that an element ak is "1 somewhat-positive" if ak ≥ 0
and an element ak is "2 somewhat-positive" if ak ≥ 0 or if ak ak 1 ≥ 0. That is, for m > 1 an element ak that is “m somewhat
positive” can satisfy ak < 0, so long as there are enough and/or big enough positive terms in ak 1, ... , ak m-1.
Prove that for any 0 < m ≤ n the sum of the m somewhat positive elements of the sequence is non-negative.
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Hello Kitty tanktop
Bunny ears and pink hair
Fawning over Zack Fair
Shooting Duck Hunt
Lolita and steampunk
Says she likes to RP
Always rolls a 20
Gravitation
The organization
Miyazaki movies
Hare hare yukai
So I wish she would
Make me her bishie
I'm loveless til that day
Emo like Sasuke