Golden Fibonacci Sum - 2.618 การศึกษา

Bitcoin / US Dollar Perpetual Inverse Swap ContractBitMEX

คำอธิบาย

⋅ 19 กุมภา 2019 เวลา 11 นาฬิกา 23 นาที

Golden ratio (Phi is an important number). Phi (1.618) has interesting properties that are commonly found in markets. Today we will have a closer look at the golden sum, it's lesser known (don't find too much about it) and can be calculated by taking sum and multiply it again with 0.618, in this way the golden sum will grow to it's limit of 2.618 as the extensions become smaller and smaller from the initial 1 length.

Mathematically the sum can be calculated with the following additions:

initial length = 1
0.618*1 = 0.618
0.618*0.618 = 0.382
0.618*0.382 = 0.236
0.618*0.236 = 0.1458
0.618*0.1458 = 0.090
... to infinity ...
___________________+
2.618

Hopefully you will find more meaning in the number 2.618 after this explanation and find it more significant in your trades.
-TheTrex

ความคิดเห็น

fisicomin

⋅ 20 กุมภา 2019 เวลา 8 นาฬิกา 30 นาที

Nice chart sir...
Dynamic symmetry (half of a square...) is one of the natural grow process in nature!

TheTrex

⋅ 20 กุมภา 2019 เวลา 8 นาฬิกา 35 นาที

@fisicomin, Thank you fiscomin!

420snoop

⋅ 19 กุมภา 2019 เวลา 11 นาฬิกา 30 นาที

you should look at the idea of 'half' ichimoku is based off of 50% idea; so are HA bars.

45 degrees is half of 90 is half of 180 is half of 360

anyways cool chart I do keep .618 1.618 2.618 and 3.618 on my fibs for sure :)

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