ants continue their path and nature remains to rendezvous with its surprises:
- red strawberries look good
- gathering of aphids on apple
- pumpkins died following an early death
- the rest of the garden
doing well - tomato stakes to look proud
Monday, May 31, 2010
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tuteurzatomatt
ants continue their path and nature remains to rendezvous with its surprises:
- red strawberries look good
- gathering of aphids on apple
- pumpkins died following an early death
- the rest of the garden
doing well - tomato stakes to look proud
ants continue their path and nature remains to rendezvous with its surprises:
- red strawberries look good
- gathering of aphids on apple
- pumpkins died following an early death
- the rest of the garden
doing well - tomato stakes to look proud
Friday, May 21, 2010
Thesis For A Raisin The Sun
when you have pipes ... that we know
plots are regularly watered my faith always the same arm and we will not name, although they deserve. The good news is we finally have a long, long green hose for watering, tonight to see to believe this will be the first test just before the barbeuk géographik.
little crash course in picture how to chop salad
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| gun |
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| rain mode |
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| garden salad |
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| rodent Garden |
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| rodent Garden |
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| the bearded barbeuk Garden |
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| panoramic views of the Department of Geography |
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| Department infested with snakes funny ... |
plots are regularly watered my faith always the same arm and we will not name, although they deserve. The good news is we finally have a long, long green hose for watering, tonight to see to believe this will be the first test just before the barbeuk géographik.
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| Meanwhile for the taste of your eyes two pictures taken May 19 by the king of POPS from its windows ... |
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Wednesday, May 19, 2010
Pinnacle Center Pro 64 Bit
Magic primes
>
If we use an infinite basis for counting, each integer is represented by a single symbol. Thus, very large numbers are not different ones. There would be no quantitative difference between the number "23" and a number "first great".
The quest of large numbers, especially of large prime numbers, is motivated by the fact that the numbers are increasing in physical size as and when they list. We feel that a number is "great" because it is "long". But this length is only due to the use of a finite basis. 
>
If we use an infinite basis for counting, each integer is represented by a single symbol. Thus, very large numbers are not different ones. There would be no quantitative difference between the number "23" and a number "first great".
The quest of large numbers, especially of large prime numbers, is motivated by the fact that the numbers are increasing in physical size as and when they list. We feel that a number is "great" because it is "long". But this length is only due to the use of a finite basis.
Thursday, May 13, 2010
Ati Vista Radeon Xddm
watered plant cabbage plantations
Hello everyone, this week
small hands have planted in the garden of Bamako
a row of tomatoes and a row of fennel.
In the garden were planted by Tehran:
a row of artichokes, a row of red cabbage and several rows of leeks.
But do not worry, we still have a lot of seed planting and a good scope to weed ... See you Monday, May 17th at 13:00 and Tuesday, May 18 at 13:00.
Good bridge! 
Hello everyone, this week
small hands have planted in the garden of Bamako
a row of tomatoes and a row of fennel.
In the garden were planted by Tehran:
a row of artichokes, a row of red cabbage and several rows of leeks.
Good bridge!
Monday, May 10, 2010
Beretta Silver Pigeon 3
Hello SOUPS,
here this morning weeding the garden was made in Bamako and compost strewn Antoine. 12 tomato plants, variety supersteak and pineapple (harvest in July) were planted on an east-west axis. The next hand will be planting on a north-south axis, this will allow us to see how plants evolve according to a different sun. Tomorrow, Tuesday, May 11 RENDEZVOUS at 13:00 in the garden for further adventures ...
goodbye!
ps: do not forget to subscribe to doodle on the calendar Philip
Friday, May 7, 2010
Chistrina Agulara Perfume
tutored projects
tutored Hello!
I hope you all received the email from Philip, who explained in great length the procedures for validation of projects tutored. We have set a
APPOINTMENT Monday, May 10th at 13:00 in the garden to weed and compost rependre Antony. A
Monday so flawlessly and 
tutored Hello!
I hope you all received the email from Philip, who explained in great length the procedures for validation of projects tutored. We have set a
APPOINTMENT Monday, May 10th at 13:00 in the garden to weed and compost rependre Antony. A
Monday so flawlessly and
Monday, May 3, 2010
Pokemon Heartgold Usa Anti Freeze Patch
Still the métamathique
>
quality digital
Do you think that 2 x 2 = 4?
In this case: = II II IIII
what is true quantitatively, but qualitatively false.
Nothing can be equal in quality to a different quality.
Thus, 2 x 3 x 3 does not equal 2, which is easily verified:
2 x 3
III III
3 x 2
II II II
But the expression does not equal formally III III II II II expression is evident. Two units of three different ternary binary units. We handle
symbols quantities regardless of the formal meaning of the symbol, which is qualitative. How to represent
really 6 x 9 expression other than by: IIIIIIIII IIIIIIIII IIIIIIIII
IIIIIIIII IIIIIIIII IIIIIIIII
or (symbolically):
9 9 9 9 9 9
Similarly, for 2 x 6 x 9, we have:
9 9 9 9 9 9 9 9 9
9 9 9
What person has a concrete representation of the product 6 x 19?
In base 9:
6 x (2 x 9) + 1)
99 99 99 99 99 99
1 1 1 1 1 1
In base 10:
6 x (10 +9)
10 10 10 10 10 10
9 9 9 9 9 9
Both digital forms I) 6 x (2 x 9) + 1) and II) 6 x (10 +9) are not similar, although their "statement" is identical (as many units in both cases). The expression
6 x 9 can be represented by a single and unchanging symbol below (6 x 9) + 1, which corresponds to the base 55.
This same expression (6 x 9) can be written as such only from the base 10. In less than 10 bases, "9" did not ever written "9" Base
10: 6 x 9
Base 9: 6 x 10 8
Base: 6 x (10 + 1) Base 7
: 6 x (10 +2)
Base 6: 10 x (10 +3)
Base 5: 11 x (10 +4)
Base 4: 12 x (10 +11)
Base 3 20 x (10 + 20 )
Base 2: 110 x (10 +111)
Equation 6 x 9 = 54 is a specific agreement to base 10. In base 11 (where 10 = A), it becomes: 6 x 9 = 50. We are obsessed with
the need for a quantitative result, neglecting the fact that it can also be a "result" in the process.
No decimal number is in base unary (base 1), only reports of integers.
For example (using Roman numerals for brevity):
XXII / VII (22 / 7)
It follows that there is not, for the IP number, writing to his absolute decimal since the principle of decimal places is conditioned by that of relativity bases.
NB: if the total "base 10" is part of himself (See article "about the empty set" on this blog), then every element of the set contains virtually all "base 10".
other words, the existence of a single digit on the ten implies the existence of all others, rendering obsolete any use of the whole plot. Thus, operations such as: 6 x 12 = 105 (base 7) or 13: 3 = 3 (base 6) would be meaningless, the Indian numerals were created to train all that we know and no other.
Only the creation of symbols specific to a given base would ensure the validity of that basis.
>
quality digital
Do you think that 2 x 2 = 4?
In this case: = II II IIII
what is true quantitatively, but qualitatively false.
Nothing can be equal in quality to a different quality.
Thus, 2 x 3 x 3 does not equal 2, which is easily verified:
2 x 3
III III
3 x 2
II II II
But the expression does not equal formally III III II II II expression is evident. Two units of three different ternary binary units. We handle
symbols quantities regardless of the formal meaning of the symbol, which is qualitative. How to represent
really 6 x 9 expression other than by: IIIIIIIII IIIIIIIII IIIIIIIII
IIIIIIIII IIIIIIIII IIIIIIIII
or (symbolically):
9 9 9 9 9 9
Similarly, for 2 x 6 x 9, we have:
9 9 9 9 9 9 9 9 9
9 9 9
What person has a concrete representation of the product 6 x 19?
In base 9:
6 x (2 x 9) + 1)
99 99 99 99 99 99
1 1 1 1 1 1
In base 10:
6 x (10 +9)
10 10 10 10 10 10
9 9 9 9 9 9
Both digital forms I) 6 x (2 x 9) + 1) and II) 6 x (10 +9) are not similar, although their "statement" is identical (as many units in both cases). The expression
6 x 9 can be represented by a single and unchanging symbol below (6 x 9) + 1, which corresponds to the base 55.
This same expression (6 x 9) can be written as such only from the base 10. In less than 10 bases, "9" did not ever written "9" Base
10: 6 x 9
Base 9: 6 x 10 8
Base: 6 x (10 + 1) Base 7
: 6 x (10 +2)
Base 6: 10 x (10 +3)
Base 5: 11 x (10 +4)
Base 4: 12 x (10 +11)
Base 3 20 x (10 + 20 )
Base 2: 110 x (10 +111)
Equation 6 x 9 = 54 is a specific agreement to base 10. In base 11 (where 10 = A), it becomes: 6 x 9 = 50. We are obsessed with
the need for a quantitative result, neglecting the fact that it can also be a "result" in the process.
No decimal number is in base unary (base 1), only reports of integers.
For example (using Roman numerals for brevity):
XXII / VII (22 / 7)
It follows that there is not, for the IP number, writing to his absolute decimal since the principle of decimal places is conditioned by that of relativity bases.
NB: if the total "base 10" is part of himself (See article "about the empty set" on this blog), then every element of the set contains virtually all "base 10".
other words, the existence of a single digit on the ten implies the existence of all others, rendering obsolete any use of the whole plot. Thus, operations such as: 6 x 12 = 105 (base 7) or 13: 3 = 3 (base 6) would be meaningless, the Indian numerals were created to train all that we know and no other.
Only the creation of symbols specific to a given base would ensure the validity of that basis.
Saturday, May 1, 2010
L.o.l.i..c.o.n. Online
Nicolas Hulot
>
It is more likely to flee by a clairvoyant that pessimism by blind optimism. 
>
It is more likely to flee by a clairvoyant that pessimism by blind optimism.
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