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#31 |
The Magister
![]() Join Date: February 15, 2002
Location: Illinois
Posts: 114
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GAndalf had the third ring
the ring controls other rings which led frodo to galadriel, elrond,gandalf, the nazgul,sauron, for that matter, all because of his ring
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You seek the sights that only your memory can see.<br /><br /> <img border=\"0\" alt=\"[1druid]\" title=\"\" src=\"graemlins/1druid.gif\" /> <br /><br />The most powerful in Menzoberranzanspend their days watching over their shoulders, defending against the daggers that would find their backs. Their deaths usually come from the front.<br />-Drizzt Do\'Urden |
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#32 |
Baaz Draconian
![]() Join Date: April 8, 2001
Location: Nottingham, UK
Age: 45
Posts: 786
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<blockquote>quote:</font><hr>Originally posted by MagiK:
Sure 1 is a prime number..it is only divisible by 1 and itself...jsut because it is one doesnt disqualify it. At least thats that the catholic nuns taught me in grade school [img]smile.gif[/img] <hr></blockquote> Webster's New Collegiate Dictionary defines prime as follows. prime \'prim\ n [ME, fr. MF, fem. of prin first, L primus; akin to L prior] 1 : first in time : ORIGINAL 2 a : having no factor except itself and one <3 is a ~ number> b : having no common factor except one <12 and 25 are relatively ~> 3 a : first in rank, authority or significance : PRINCIPAL b : having the highest quality or value <~ television time> Each of Webster's definitions may be applied to this page, but the most operative is 2a: An integer greater than one is prime if its only positive divisors are itself and one (otherwise it is composite). For example: 15 is composite because it has the two prime divisors 3 and 5. Or look at the list here
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#33 |
Elminster
![]() Join Date: March 20, 2001
Location: Hampshire, England
Age: 51
Posts: 428
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<blockquote>quote:</font><hr>Originally posted by MagiK:
Heres an interesting thought: Lets examine the numbers of Rings: 1 ring to rule them all 3 for the Elven Kings 7 for the Dwarf Lords in their Halls of Stone 9 for Mortal Men you will notice we are missing one of the prime numbers...1, 3, 7 and 9 are all primes...but so is 5 so where did the unmentioned 5 rings go? I have the secret..... The Hobbits got the 5 rings, and while the elves and Sauron weren't looking they used their rings to manipulate all the other players in middle earth...they had a huge operation going and made a fortune making book on the battles and the trials of the other races in middle earth....well what do you think?? it could be possible... 5 rings for the Hobbit hustlers in their gambling dens.........could be [img]smile.gif[/img] <hr></blockquote> Well, Middle Earth history mostly ignores the Hobbits so you may have something there [img]smile.gif[/img] .
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[img]\"http://www.shalewyn.com/Images/KrynnWhiteDragon1.gif\" alt=\" - \" /><br />\"Hah!\", thought the white dragon. \"A wand of Ice Storm will never harm me!\"<br />He never did figure out that he was in a CRPG... |
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#34 |
Guest
Posts: n/a
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Im so sad...my theory is blown......somehow no one caught the fact that 9 is NOT a prime number
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#35 | |
Guest
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Quote:
Webster's New Collegiate Dictionary defines prime as follows. prime \'prim\ n [ME, fr. MF, fem. of prin first, L primus; akin to L prior] 1 : first in time : ORIGINAL 2 a : having no factor except itself and one <3 is a ~ number> b : having no common factor except one <12 and 25 are relatively ~> 3 a : first in rank, authority or significance : PRINCIPAL b : having the highest quality or value <~ television time> Each of Webster's definitions may be applied to this page, but the most operative is 2a: An integer greater than one is prime if its only positive divisors are itself and one (otherwise it is composite). For example: 15 is composite because it has the two prime divisors 3 and 5. Or look at the list here</font>[/QUOTE]Well your research is commendable but as of yet, my math prof's haven't docked me any points for using 1 as a prime number [img]smile.gif[/img] sooooooo Im gonna keep my ring theory.....Ill publish it right up there with the "string theory" from my physics class [img]smile.gif[/img] |
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