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Paper Folding Five Timesfinnish_translation.jpg

Paperin taittaminen viisi kertaa

paperin_taitto.jpgIn EP‑Calculation the number five is fundamental. You can illustrate this with a simple test: fold an A4 sheet in half as many times as you can, keeping each fold clean and precise. The fifth fold can usually still be done by hand, but beyond that the paper will no longer bend without additional force.

t first you may think the paper can be folded more than five times, but under normal conditions it cannot. Later, with more steps available, we can determine relationships even between different phenomena. This is similar to what we calculate in the examples based on Pascal’s triangle. The calculation reveals the relationship between the foldings and ultimately leads to the Universal Friction Factor 0.03(28).

Time_dilation.jpg1.  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

and the factor 1.03 formulates phenomenas around us.

The number one in front of the comma means well-known and the multiplier appears on the right side of the comma.

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24.11.2011*15:06 (875 - 499)
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