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This ratio is similar to one used by Jack Schwager in Technical Analysis to identify wide-ranging days.

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The volatility ratio by Jack Schwager expresses the latest day's trading range as a ratio of the overall range for a past N days. “True range” is used for both (see True Range), so gaps are included in the calculation. For an N-day true range the close immediately preceding those N days is incorporated. Thus TR Ndays = max(high[1], high[2], ... high[N], close[N+1]) - min(low[1], low[2], ... low[N], close[N+1]) The volatility ratio is then simply TR VOLR = -------- TR Ndays When a strong breakout from a tight range occurs the day's range can be a sizeable fraction of the recent range. A level of 0.5 is considered significant and that's drawn as a line in Chart.

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This ratio is derived from the Volatility Ratio introduced by Jack Schwager in Technical Analysis to identify wide-ranging days. Wide ranging days are signaled by a Volatility Ratio greater than 2.0.

Designed to highlight breakouts from a trading range, this VR compared to true range for the indicator period.

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The volatility ratio by Jack Schwager expresses the latest day's trading range as a ratio of the overall range for a past N days. “True range” is used for both (see True Range), so gaps are included in the calculation.

For an N-day true range the close immediately preceding those N days is incorporated. Thus

TR Ndays = max(high[1], high[2], ... high[N], close[N+1])
- min(low[1], low[2], ... low[N], close[N+1])

The volatility ratio is then simply

TR
VOLR = --------
TR Ndays

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Wide ranging days are signaled by a Volatility Ratio greater than 2.0

1. A wide-ranging day signals a likely reversal.
2. Price gaps sharply upward.
3. A downward gap signals the completion of an island cluster reversal, formed by [2] and [3].

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This ratio is similar to one used by Jack Schwager in Technical Analysis to identify wide-ranging days.

http://www.incrediblecharts.com