I have found the following Fibonacci levels

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All fans of Fibonacci tools surely know that the proportions of the “golden section” were used to calculate Fibonacci levels. But I decided to dig deeper and understand how these levels were calculated. As a result, the first thing that surprised me was the information, that in technical analysis rounded values ​​of the “golden section” are used. In fact, the golden section is not the value 1.618, but 1.61803398874989, in addition, the figure has an inverse value, 0.618033988749895 (in Fibonacci tools, it is the level 0.618). It does not seem to be important, since the values ​​are only rounded to ten thousandths. However, all other Fibonacci levels are calculated based on the direct and inverse golden section of values, and these derived values ​​have much more significant deviations.

As a result of my own calculations,: Definition        Worth Inverse gold value 1.127838486 Inverse gold value 1.27201965 golden section 1.618033989 Inverse gold value 2.058171027 golden section 2.618033989 Обратное Peru Mobile Number List  золотое значение 3.330190677 Golden section +1 3.618033989 golden section 4.236067977 Golden section +1 4.618033989 Inverse gold value 5.388361704 Golden section +1 5.618033989 Golden section +1 6.618033989 golden section 6.854101966 Golden section +1 7.618033989 Golden section +1 8.618033989 Inverse gold value 8.718552381 Golden section +1 9.618033989 Golden section +1 10.61803399 golden section 11.09016994 Inverse gold value 14.



Golden section 17.94427191 Inverse gold value 22.82546647 golden section 29.03444185 Inverse gold value 36.93238055 golden section 46.97871376 golden section 76.01315562 They are divided into three types: Level, identified according to the golden section Golden section level + one (this level often works in practice) Level, identified according to the inverse gold section These levels are obviously more numerous than the tools allow, so when constructing Fibonacci arcs, it is important to identify those levels, which will indicate future changes more accurately. As with any other technical analysis tool, the relevance of signals is checked against the retrospective chart, i.e. against historical data. To do this, when building the arcs, the levels must be selected, which show the past changes with greater precision. Although this rule is not 100% accurate, like any other rule in technical analysis, in practice, that arc is the most important key point, which marked the strongest trend change in the past.