ok, I asked this b-4, if a couple is 2, a few is (cant tell ya yet)  what is several?  numerical #'s only?
440938
Several is not a definite number. several is anything more than two, yet it is not a large number.\n\nYou cant say there were several people at the million man march. But you can say that I had several people over for my sleepover.\n\nA few is always thought to be about 3.
708949
ten maybe, little more??
54835
Seven is the correct answer. I'm not sure what kind of source you're looking for, but I've found it in multiple sources.
94278
would like to know what this is for.  Please e-mail me pwacheri777@sbcglobal.net\n\n03, 07, 17, 23, 24, 27, 28 These numbers are significant to my family.\n\nBut I also like: 99, 77, 53, 16, 21, 70, 37
172593
#3 is 4?\nI mean it might be 1??
837543
If I have interpreted you correctly, each of the 49 packages must contain either BBB, BBS, BSS, or SSS.\nThen there are:\n22,100 combinations.\n\nThis is the same as the number of solutions of the equation:\nx1 + x2 + x3 + x4 = 49\nin non-negative integers.\n(i.e., x1 is the number of BBB packages, x2 is the number of BBS, x3 the number of BSS, and x4 the number of SSS)\n\nThis is C(49+4-1, 4-1) = C(52,3) = 52*51*50/(3*2*1) = 22,100.\n\n*************************\nADDITIONAL DETAILS:\nOk, I saw that you reposted this question.  However, you are still missing something or have the numbers or the question incorrect.\n\n285 = 3*5*19 .  This number is not a result formable by the combination function: C(a,b) = a!/[(a-b)!b!]\n\nThe closest would be 286 = C(13,3).  This would be the number of ways that 3 items could be chosen from 13 items.\n\nAlso, as you have it written on the other post, my answer above is still correct.  There are 22,100 ways that 4 different types of items could be distributed into 49 packages.  This assumes that the packages are indistinguishable from each other.  If they weren't, i.e., if BBB in package #1 and BBS in package #2 is different from BBS in #1 and BBB in #2, then the number of combinations is MUCH larger.  (It would be 4^49 ~ 3.2 * 10^29)
1149183
Good question.   I think 3 or 4.
736677
i dont know the exact number \n\nFind out your self
842276
1,2,3,4,6,8,12,16,24,48 \n\nlolz hope this helps :)
636996
About 3 or 4. How bout u?
466640
I'm going to guess four or less?
899443
39 can be devided by 3 people.  Scary.  \n\nBut you get the jist of what is a prime and a square from the other posts.
406960
26, lost count after the 4th threesom.  Do those count as 1 or 2?
297211
as of right now, I would say no. they have 1 2 and 3 listed but no 4.
261209
There is not a specific number that you would say that above it you had too many partners. In life we are all looking for the partner that we will share our life with and until we find that partner we get to know other people and create relationships. If what you mean though is the scenario of having more than one partner at the same time then i am saying that more than one partner is too many.
868097
-\naside from 1,\n2,3,4,6,12
603689
add the numbers\n15\n19\n42\n19\nnext number equals 15..... and each has a 2 and a 7 in it\n\ntry 2742 sounds like a good answer for neopets lenny conundrum answer possibility but not fully sure..... lucidlyinsane