Fibonacci Power Levels
Power structures are often described as pyramidal. Within Nature, patterns are repeated and repeatable. One such sequence was described by Fibonacci. 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610, 987, 1597… Fibonacci power levels are best demonstrated by example. The entire British population is represented by 650 Members of Parliament who sit in the House of Commons. The closest number in the Fibonacci sequence to this number 650 is 610. No doubt as this system evolves the number will likely tend towards the optimal 610. In terms of power level, 610 is quite somewhere along the Fibonacci sequence. 610 is the 16th number in the sequence. Even if the first two power levels are ignored as they are not human, that would still make 610 the 14th Fibonacci power level. This demonstrates what a sham a so-called democratic institution represents, as within an individual country, the people’s representatives confer at what must be considered merely an administrative level of power. Following the Fibonacci power level upwards, it could be predicted that the number of members of the leading political party sitting in the House of Commons should hold a comfortable majority and consist somewhere near the 13th Fibonacci power level number of 377 shitting members. The so-called cabinet consists of the Prime Minister and 22 ministers. This is close to the 7th Fibonacci power level number 21 but even this is somewhat down the power level structure.
The Urban Dictionary Tee
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| Size | Length | Width |
|---|---|---|
| XS | 27" | 16½" |
| S | 28" | 18" |
| M | 29" | 20" |
| L | 30" | 22" |
| XL | 31" | 24" |
| 2XL | 32" | 26" |
| 3XL | 33" | 28" |
| Size | Length | Width |
|---|---|---|
| XS | 69 cm | 42 cm |
| S | 71 cm | 46 cm |
| M | 74 cm | 51 cm |
| L | 76 cm | 56 cm |
| XL | 79 cm | 61 cm |
| 2XL | 81 cm | 66 cm |
| 3XL | 84 cm | 71 cm |