Restwell Street     Medical Centre
Stack exchange log in | careers | chat | meta | about | faq stack overflow questions tags users badges unanswered ask question grundy's game dividing a pile into two unequal piles up vote 1 down vote favorite 1 i have come across a problem. cheap viagra There are n piles of stones where the ith pile has xi stones in it. viagra online Alice and bob play the following game: a. viagra without a doctor prescription Alice starts, and they alternate turns. Ingredients to make viagra B. viagra for sale for women In a turn, a player can choose any one of the piles of stones and divide the stones in it into any number of unequal piles such that no two of the piles you create should have the same number of stones. viagra canada fast delivery For example, if there 8 stones in a pile, it can be divided into one of these set of piles: (1,2,5), (1,3,4), (1,7), (2,6) or (3,5). how to use 100mg viagra C. The player who cannot make a move (because all the remaining piles are indivisible) loses the game. Mixing viagra viagra Given the starting set of piles, who wins the game assuming both players play optimally? buy cheap viagra Most important statement-"the answer should be alice if alice wins else the answer is bob. taking both viagra and viagra " now my question is that if we have only one pile of 8 stones initially, the actual answer is bob. But as far as i think, if alice breaks the initial set of 8 stones into two piles of 7 and 1 ie, 8->7+1 then there is not way that bob could win if alice plays with best strategy(optimally). real viagra pill Yet the answer is bob. viagra online Can someone help me out to find out why the answer is bob? buy viagra I think the statement which i have marked as most important above matters a lot in this answer but i am not able to figure it out yet. Viagra viagra samples Can anyone help? safe site to order viagra You can refer to this link which shows the exactly same illustration on wikipedia of "grundy's game" any elementary idea is also appreciated. much viagra normal dose Algorithm theory divide share | improve this question edited mar 21 at 5:53 waynn lue 3,431 4 11 24 asked mar 20 at 16:57 sushant 23 6 100% accept rate the wikipedia article you cited specifically says alice can win with a starting pile of 8. buy cheap viagra Who says the answer is supposed to be bob in this case? viagra for sale – jerry coffin mar 20 at 17:05 i think your description of grundy's game differs from wikipedia's. how to use 100mg viagra In yours, you can divide a pile of stones into any number of unequal piles, for example 8 -> 1,2,5. effects taking viagra alcohol In wikipedia's version, you may only divide a pile of stones into exactly two unequal pile. buy viagra Restwell Street Medical Centre 9708 2937                                                             Book online press below
The Centre is located at Shop 2&3/19 Restwell Street
Medical Centre Bankstown
 
We provide a comprehensive family practice dealing 
with a whole range of areas from antenatal to geriatrics

Telephone Number 02 97082937
Email: info@restwellstreetmedicalcentre.com.au

You can also book online, Please press below


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Restwell Street Medical Centre -ABN  64843371832

2&3/19 Restwell street Bankstown NSW 2200

email:  info@restwellstreetmedicalcentre.com.au         

 

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