Comvita (CVT.NZ) shares might have a significant move ahead as the Mass Index volatility reading has dropped below 26.5. Mass Index rises above the trigger line (set at 26.5) and the setup line (set at 27). Mass Index then falls below the setup line. When the Mass Index falls below the trigger line, then a reversal of the prior trend is expected. The Mass Index is presented as a useful technical tool that traders might use to time entry into bottoming markets. The Mass Index indicator helps traders identify price reversals based on the difference between the high and low in each interval. When ranges expand to uncommon levels, probabilities start to increase which suggest that the current price action is over-extended. When the Mass Index is used in combination with a 9-period EMA, a “buy” signal can be seen when the EMA shows a downside cross. Alternatively, “sell” signals can be seen when the EMA crosses to the upside.
Interested traders may be keeping an eye on the Williams Percent Range or Williams %R. Williams %R is a popular technical indicator created by Larry Williams to help identify overbought and oversold situations. Investors will commonly use Williams %R in conjunction with other trend indicators to help spot possible stock turning points. Comvita (CVT.NZ)’s Williams Percent Range or 14 day Williams %R currently sits at -88.28. In general, if the indicator goes above -20, the stock may be considered overbought. Alternately, if the indicator goes below -80, this may point to the stock being oversold.
Another technical indicator that might serve as a powerful resource for measuring trend strength is the Average Directional Index or ADX. The ADX was introduced by J. Welles Wilder in the late 1970’s and it has stood the test of time. The ADX is typically used in conjunction with the Plus Directional Indicator (+DI) and Minus Directional Indicator (-DI) to help spot trend direction as well as trend strength. At the time of writing, the 14-day ADX for Comvita (CVT.NZ) is noted at 43.57. Many technical analysts believe that an ADX value over 25 would suggest a strong trend. A reading under 20 would indicate no trend, and a reading from 20-25 would suggest that there is no clear trend signal.
Investors may use various technical indicators to help spot trends and buy/sell signals. Presently, Comvita (CVT.NZ) has a 14-day Commodity Channel Index (CCI) of -75.65. The CCI was developed by Donald Lambert. The assumption behind the indicator is that investment instruments move in cycles with highs and lows coming at certain periodic intervals. The original guidelines focused on creating buy/sell signals when the reading moved above +100 or below -100. Traders may also use the reading to identify overbought/oversold conditions.
Taking a look at other technical levels, the 3-day RSI stands at 32.69, the 7-day sits at 23.2 and the 14-day (most common) is at 26.72. The Relative Strength Index (RSI) is an often employed momentum oscillator that is used to measure the speed and change of stock price movements. When charted, the RSI can serve as a visual means to monitor historical and current strength or weakness in a certain market. This measurement is based on closing prices over a specific period of time. As a momentum oscillator, the RSI operates in a set range. This range falls on a scale between 0 and 100. If the RSI is closer to 100, this may indicate a period of stronger momentum. On the flip side, an RSI near 0 may signal weaker momentum. The RSI was originally created by J. Welles Wilder which was introduced in his 1978 book “New Concepts in Technical Trading Systems”.
Keeping an eye on Moving Averages, the 50-day is 6.97, the 200-day is at 7.61, and the 7-day is 5.97 for Comvita (CVT.NZ). Moving averages have the ability to be used as a powerful indicator for technical stock analysis. Following multiple time frames using moving averages can help investors figure out where the stock has been and help determine where it may be possibly going. The simple moving average is a mathematical calculation that takes the average price (mean) for a given amount of time.