Please note the interview with TG3 Trefiletti from Rosario.
The Blog: Federconsumatori GALLIPOLI
staff of Law Firm Basin
Friday, March 12, 2010
The Cost Of Starting A Business
CLASS ACTION: THE FIRST GOAL WILL BE THE BANKS
Please note the interview with TG3 Trefiletti from Rosario.
The Blog: Federconsumatori GALLIPOLI
staff of Law Firm Basin
Please note the interview with TG3 Trefiletti from Rosario.
The Blog: Federconsumatori GALLIPOLI
staff of Law Firm Basin
Tuesday, March 9, 2010
I Shaved Had A Herpes Outbreak
State Council sez.V 29/12/2009 No 8966
The provisional award of a contract in the nature of endoprocedimentale act, effects still quite unstable and temporary.
It therefore, on the one hand, is unfit to produce the lesion of the company not been awarded, which can actually occur only with the final award, which is not a purely confirmatory of the first ( ex multis, CdS, sect. V, July 20, 2009, No. 4527, November 14, 2008, No. 5691, sect. VI, 25 September 2007 No. 4937), and conversely it is equally unfit to generate in the company provisionally awarded a position of advantage or a reasonable (and innocent) expectation that the final award decision and the subsequent signing of the contract, with the result that ' administration that it intends to exercise its right of self-defense than interim award does not have a specific burden of justification on the grounds of public interest public who have given, it being sufficient that it is made clear the reasoning behind the negative determination, through a statement of the factual and objective basis of which found no award (CdS, sect. IV, 31 May 2007, No 2838), could also take account of the overriding reasons imposed by the need to safeguard the public interest (CdS, sect. IV September 15, 2006, No 5374). JUDGEMENT FULL
Friday, March 5, 2010
Order Pocket Fold Envelopes
PHI = 1.618 ..... Φ φ
SACRED GEOMETRY
The harmonic proportions of certain geometric shapes seem to be able to show us certain laws that govern the creative processes of nature.
The Golden Ratio The golden ratio, phi = 1.618 ... (Indicated by the Greek letter PHI) is an irrational number with many curious and mysterious properties:
1 - In the line.
There is one point that divides a line into two segments so that the entire
is the largest segment as the segment is more to the child.
Full = Major = 1.618 ... PHI =
Major minor
2 - In the rectangle
Take a rectangle with sides in golden ratio PHI PHI = 1.618 = AB
AD
If we draw a square inside the rectangle will have less remaining sides in golden ratio
AD = 1.618 PHI = AE
This operation, defined as "recursion", can be repeated a infinite number of times and always get the rectangles with sides in the golden ratio. With a similar process, but the opposite, we can create larger rectangles and the golden ratio PHI would use on a scale of expansive. We can thus see how PHI is a natural harmonic proportion that recreates itself with each successive step.
3 - The Pentagon and Pentangolo
Given a pentagon Regular ABCDE (fig 1) with equal sides and equal angles, draw a diagonal AC combining any two vertices of the pentagon.
dividing the length of the diagonal AC to the length of a side AB, and we value PHI = 1.618 ... Now, draw a second diagonal BC inside the Pentagon. Each diagonal is divided into two parts, and each is related to PHI with each other and with the whole diagonal. By drawing all diagonals of a pentagon, they will form a five-pointed star, or pentangolo, in which appears the Pentagon will be reversed in the golden ratio PHI with the first pentagon!
now Draw the diagonals in the pentagon small inverted to create a new star within which there will be a small pentagon, this time with the point upward.
You can continue to draw diagonal indefinitely. Not only is the golden ratio, PHI, but also forms occur in each step.
Imagine:
infinitely harmonic forms: what kind of vibration waves generated? What
waves / sound generated harmonic forms as the Pentagon and the pentangolo?
The Golden Spiral
Mysteriously, PHI reappears exactly after some numbers of the Fibonacci series (the thirteenth-century Pisan mathematician): 1 1 2 3 5 8 13 21 34 55 89 144 ... in which each number after the second is the sum of these two and the ratio of each number with the previous one gradually converges to a limit of around 1.618 (which is the golden ratio PHI!).
If we transform the sequence of numbers in a series of diagonals that the result is a Fibonacci spiral, which often reappears in the building schemes of nature.
Recently, a French mathematician Jean Claude Perez, confirmed the nature of perfection of the DNA in it architecture of thousands of sequences obeys exactly the Fibonacci series. 
SACRED GEOMETRY
The harmonic proportions of certain geometric shapes seem to be able to show us certain laws that govern the creative processes of nature.
The Golden Ratio The golden ratio, phi = 1.618 ... (Indicated by the Greek letter PHI) is an irrational number with many curious and mysterious properties:
1 - In the line.
There is one point that divides a line into two segments so that the entire
is the largest segment as the segment is more to the child.
Full = Major = 1.618 ... PHI =
Major minor
2 - In the rectangle
Take a rectangle with sides in golden ratio PHI PHI = 1.618 = AB
AD
If we draw a square inside the rectangle will have less remaining sides in golden ratio
AD = 1.618 PHI = AE
This operation, defined as "recursion", can be repeated a infinite number of times and always get the rectangles with sides in the golden ratio. With a similar process, but the opposite, we can create larger rectangles and the golden ratio PHI would use on a scale of expansive. We can thus see how PHI is a natural harmonic proportion that recreates itself with each successive step.
3 - The Pentagon and Pentangolo
Given a pentagon Regular ABCDE (fig 1) with equal sides and equal angles, draw a diagonal AC combining any two vertices of the pentagon.
dividing the length of the diagonal AC to the length of a side AB, and we value PHI = 1.618 ... Now, draw a second diagonal BC inside the Pentagon. Each diagonal is divided into two parts, and each is related to PHI with each other and with the whole diagonal. By drawing all diagonals of a pentagon, they will form a five-pointed star, or pentangolo, in which appears the Pentagon will be reversed in the golden ratio PHI with the first pentagon!
now Draw the diagonals in the pentagon small inverted to create a new star within which there will be a small pentagon, this time with the point upward.
You can continue to draw diagonal indefinitely. Not only is the golden ratio, PHI, but also forms occur in each step.
Imagine:
infinitely harmonic forms: what kind of vibration waves generated? What
waves / sound generated harmonic forms as the Pentagon and the pentangolo?
The Golden Spiral
Mysteriously, PHI reappears exactly after some numbers of the Fibonacci series (the thirteenth-century Pisan mathematician): 1 1 2 3 5 8 13 21 34 55 89 144 ... in which each number after the second is the sum of these two and the ratio of each number with the previous one gradually converges to a limit of around 1.618 (which is the golden ratio PHI!).
If we transform the sequence of numbers in a series of diagonals that the result is a Fibonacci spiral, which often reappears in the building schemes of nature.
Recently, a French mathematician Jean Claude Perez, confirmed the nature of perfection of the DNA in it architecture of thousands of sequences obeys exactly the Fibonacci series.
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