Paper Folding Five Times
 In EP-Calculation number five is important. Please, make a test. Take a normal copy paper. The size you normal use and fold the paper. Halve the paper as DIN size A4 to A5 etc. You can do this five times, but you need more than bare hands to fold the paper over five times. In calculation it is possible to determine things five to six steps like the Pascal's triangle shows.
At first you think that you can fold the paper more than five times, but it is not possible in normal condition. Later we have more steps and we can determine things even between different phenomenas. This a little like we have calculated in Pascal's triangle examples. The calculation shows the relationship between foldings and finally the Universal Friction Factor 0,03(28).
1. 1 /2 = 0,5 (5,0)
2. 0,5 /2 = 0,25 (2,5)
3. 0,25 /2 = 0,125 (1,25)
4. 0,125 (/2) = 0,062 (0,63)
5. 0,062 /2 = 0,03125 (0,315)
 The Universal Friction Factor 1.03(28) derivates from formula E = m c2. You know the formula, but the factor 1.03 formulates phenomenas around us. This is something you are not familiar.
The number one in front of a comma means known and the multiplier appears to the right of the comma.
1 x 1 =1. The factor is behind the comma 1 x 1.03 = 1.03 etc. Fold the paper and you understand this.
24.11.2011*15:06 (875 - 499)
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