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1+1=11
| Good [+1]Toggle ReplyLink» Zimmermau5 a répondu le Mon 22 Dec, 2008 @ 3:52pm |
 Coolness: 77475 | 1+1=11 in base 1. Enough said. |
| I'm feeling law school :o right now.. | |
| Good [+1]Toggle ReplyLink» Strik_IX a répondu le Mon 22 Dec, 2008 @ 5:04pm |
 Coolness: 88755 | La base 1 est non existante... le plus bas atteignable est le code binaire... tout ce que ca donnerais c'est une série de 1, ce qui renderais la tache completement ridicule passé le nombre 20... genre. |
| I'm feeling dancehall thrilla right now.. | |
| Good [+1]Toggle ReplyLink» aleph_null a répondu le Tue 23 Dec, 2008 @ 12:30am |
 Coolness: 28210 | My francais est non existante, but did you say that base 1 doesn't exist??? Man, base 1 is the oldest base there is. Base 1 exists and is a well-defined base. Like all other positive integral bases, a number in base 1 can be thought of as a sum of powers of 1. For instance 1001 in base 2 is 2^3 + 2^0 = 9. That we can agree I'm sure.
Then there is base 1, which has a single numeral, which I shall represent by the symbol "1". It just means "one". 111 = 1^1 + 1^1 + 1^1 = 3, for instance. Base 1 is the familiar counting by making scratch marks on a club to count how many apes you killed for brunch. Making five tick marks: 11111 just means [5]_10, that is, five in base ten. To convert from base 1 to base 10, just add up all the tick marks, and to go back, write the number of tick marks. So 6 in base 1 is 111111. Obviously you get it, and I'm just going into detail. But we all know what base 1 is, because all of us use it. I mean, base 1 is the most primitive form of counting. And what's the next number after 1? In base one it's 11. Obviously - two tick marks comes after one tick mark, right? So 1 + 1 = 11. <----this is truth, in base 1. |
| Good [+1]Toggle ReplyLink» Strik_IX a répondu le Tue 23 Dec, 2008 @ 12:42am |
| Coolness: 88755 | Thanks for the enlightenment... So base one does exist, I guess I cant live in denial, it is quite unpractical, the number 60 in base 1 [ .com ] is something else, you should try it :P |
| I'm feeling dancehall thrilla right now.. | |
| Good [+1]Toggle ReplyLink» aleph_null a répondu le Tue 23 Dec, 2008 @ 1:04am |
| Coolness: 28210 | hahaha base 1 is so unpractical. You are right. But you can count in base 2 on your hands. Just look at your hand (I do it palm up) and clench your fist. This is 0.
Then whether your fingers are extended or in your fist represents the 0 or 1 in the base 2 system. For instance, if I look at my hand palm up, and raise only my thumb, that's 2^0 = 1. The next number is your index finger up only, because that's 10 = 2^1 + 0 = 2, and so on. It takes practice but using this improved hand-counting method, you can count from 0 to 2^5-1 (31) on only one hand. Using two hands you can count up to 2^10 -1 = 1023 but using two hands is cumbersome and if you have to count that high, there are better ways than using your hand. But one hand is kinda cool. Warning, however, that representing the number 4 with this base-2 hand counting is the middle finger, and may cause offense to those not familiar with this counting system. |
| Good [+1]Toggle ReplyLink» Nuclear a répondu le Tue 23 Dec, 2008 @ 2:15am |
 Coolness: 2604100 | all your base are belong to us... |
| I'm feeling nuclear right now.. | |
| Good [+1]Toggle ReplyLink» Strik_IX a répondu le Tue 23 Dec, 2008 @ 2:21am |
| Coolness: 88755 | Originally Posted By ALEPH_NULL
hahaha base 1 is so unpractical. You are right. But you can count in base 2 on your hands. Just look at your hand (I do it palm up) and clench your fist. This is 0. Then whether your fingers are extended or in your fist represents the 0 or 1 in the base 2 system. For instance, if I look at my hand palm up, and raise only my thumb, that's 2^0 = 1. The next number is your index finger up only, because that's 10 = 2^1 + 0 = 2, and so on. It takes practice but using this improved hand-counting method, you can count from 0 to 2^5-1 (31) on only one hand. Using two hands you can count up to 2^10 -1 = 1023 but using two hands is cumbersome and if you have to count that high, there are better ways than using your hand. But one hand is kinda cool. Warning, however, that representing the number 4 with this base-2 hand counting is the middle finger, and may cause offense to those not familiar with this counting system. Using one hand you can play with yourself... And you dont need to explain base 2, we've been through this already. |
| I'm feeling dancehall thrilla right now.. | |
| Good [+1]Toggle ReplyLink» giorgio_moisi a répondu le Tue 23 Dec, 2008 @ 11:20am |
 Coolness: 55515 | |
| Good [+1]Toggle ReplyLink» Zimmermau5 a répondu le Sat 27 Dec, 2008 @ 5:20pm |
| Coolness: 77475 | Originally Posted By ALEPH_NULL
My francais est non existante, but did you say that base 1 doesn't exist??? Man, base 1 is the oldest base there is. Base 1 exists and is a well-defined base. Like all other positive integral bases, a number in base 1 can be thought of as a sum of powers of 1. For instance 1001 in base 2 is 2^3 + 2^0 = 9. That we can agree I'm sure. Then there is base 1, which has a single numeral, which I shall represent by the symbol "1". It just means "one". 111 = 1^1 + 1^1 + 1^1 = 3, for instance. Base 1 is the familiar counting by making scratch marks on a club to count how many apes you killed for brunch. Making five tick marks: 11111 just means [5]_10, that is, five in base ten. To convert from base 1 to base 10, just add up all the tick marks, and to go back, write the number of tick marks. So 6 in base 1 is 111111. Obviously you get it, and I'm just going into detail. But we all know what base 1 is, because all of us use it. I mean, base 1 is the most primitive form of counting. And what's the next number after 1? In base one it's 11. Obviously - two tick marks comes after one tick mark, right? So 1 + 1 = 11. <----this is truth, in base 1. Baby, I think I finally catch what you were trying to explain to me that day hehehehe... |
| I'm feeling law school :o right now.. | |
1+1=11
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