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Ichimoku Kinko Hyo

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Ichimoku Kinko Hyo is a versatile technical indicator used to identify trends, support and resistance, gauge momentum, and to generate buy or sell signals. The name of the indicator translates into “one look equilibrium chart”.

Must read: What Is Technical Analysis?

The indicator reflects on all of the above parameters by taking multiple averages into consideration and plotting them on a chart, and the interpretation of the chart is factual in nature, i.e., it remains the same irrespective of the time frame.

Originally developed by a Japanese journalist – Goichi Hosoda in 1960s, the indicator provides more data points as compared to the traditional candlestick chart, and it could be applied on any type of chart, irrespective to the chart’s own data points, i.e., the chart could be a bar chart, a candlestick chart, or a simple line chart.

While at first glance the indicator could seem intimidating and highly technical to novice traders or investors. However, the indicator is relatively easy, and once a trader understands the nitty-gritty of its derivation and implications, it could become quite handy to gauge the market sentiment.

Moving Parts of Ichimoku Kinko Hyo

The Ichimoku Kin Hyo mainly contains two short-term moving averages- the conversion line (kenkan sen) and the base line (Kijun sen), one medium-term average – Leading Span A (senkou span A), one long-term moving average – Leading Span B (senkou span B), and a historical closing plot – Lagging Span (chikou span).

Derivation of Components

  • The conversion line of the indicator is derived by taking the mean value of 9-period high and low.
  • Likewise, the base line of the indicator is derived by taking the mean value of 26-period high and low.
  • The leading Span A is typically the mean value of the conversion line and the base line.
  • The leading Span B is the mean value of 52-period high and low.
  • And the lagging Span is the close plot of 26-period in the past.
  • Cloud 1 – Span A crosses above Span B.
  • Cloud 2 – Span A crosses below Span B.

In the definition, we mentioned that the Ichimoku Kin Hyo is factual in nature; thus, in the derivation section, we have used PH and PL notions. The period here could take any from, such as daily, weekly, monthly. So, if we are applying Ichimoku kin Hyo on the daily chart, the PH and PL notion would consider 9-day high and 9-day low.

Likewise, if are applying the Ichimoku Kin Hyo indicator on a weekly chart, the PH and PL notion would consider 9-week high and 9-week low, and so on.

Interpretation

For interpreting signals from the Ichimoku, the first thing which should be considered is the crossover between the conversion line and the base line along with relative position of Span A and Span B.

  • When the conversion line crosses above the base line from below, it is typically considered as a positive signal, and when the conversion line crosses the base line below from above, it is considered as a negative signal.
  • Furthermore, if the positive crossover between the conversion line and the base line takes place above Span A, it reflects on the strength of the trend towards upward.
  • Likewise, if the negative crossover between the conversion line and the base line takes place below Span B, it reflects on the strength of the trend towards downward.
  • Ideally, if Span A trades above Span B, the trend is considered to be an uptrend.
  • Likewise, if Span A trades below Span B, the trend is considered to be a downtrend.
  • The behaviour of the cloud as either support or resistance depends upon the relative position of the price with respect to the cloud.
  • For example, if the price of an asset is trading below cloud, the cloud acts as the resistance zone for the price.
  • Likewise, if the price of an asset is trading above cloud, the cloud acts as the support zone for the price.

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