State Street Accumulation Distribution

SSKEX -- USA Fund  

USD 13.31  0.04  0.30%

Investors can use this prediction interface to forecast State Street historic prices and determine the direction of State Street Emerging Markets E future trends based on various well-known forecasting models. However looking at historical price movement exclusively is usually misleading. Macroaxis recommends to always use this module together with analysis of State Street historical fundamentals such as revenue growth or operating cash flow patterns. Also please take a look at Historical Fundamental Analysis of State Street to cross-verify your projections.
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On October 21, 2019 State Street Emerging Markets E had Accumulation Distribution of 0.0077. The accumulation distribution (A/D) indicator shows the degree to which State Street is accumulated by the market over a given period. It uses the quote sensitivity to the highest or lowest daily price of State Street Emerging Markets E to determine if accumulation or reduction is taking place in the market. This value is adjusted by State Street trading volume to give more weight to distributions with higher volume over lower volume.
  Previous Accumulation DistributionAccumulation DistributionTrend
00.0077
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State Street Trading Date Momentum

On October 22 2019 State Street Emerging Markets E was traded for  13.07  at the closing time. The highest daily price throughout the period was 13.07  and the lowest price was  13.07 . There was no trading activity during the period 1.0. Lack of trading volume on 10/22/2019 added to the next day closing price rise. The trading price change to closing price of the next trading day was 0.54% . The trading price change to current closing price is 1.46% .
Accumulation distribution indicator can signal that a trend is either nearing completion, at a continuation, or is about to break-outs. The actual value of this indicator is of no significance. What is significant is the change in value of over time. The formula for A/D of a given trading day can be expressed as follow: ((Close - Low) - (High - Close)) / (High - Low) X Volume
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