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Daily Pivot Bullish

Daily Pivot Bullish

5ST and 15M PIVOT Reverse buy sell.(R1,R2,& S1,S2)

5ST and 15M PIVOT Reverse buy sell.(R1,R2,& S1,S2)

Fibonacci Pivot Bullish -Daily

Fibonacci Pivot Bullish -Daily

WEEKLY and monthly PIVOT breakout.

daily candle crossing monthly and weekly pivot breakout scan

Stocks above Pivot Point resistance level - 1 hour

Pivot point (PP) = (High + Low + Close) / 3, Support and resistance levels are then calculated off the pivot point like so: First level support and resistance: First resistance (R1) = (2 x PP) – Low First support (S1) = (2 x PP) – High

RAHM First 15 min pivot/20 SMA/ Bold Candle /0.5%ATR

9.35

Copy - F n O Intraday strategy based in Volume, EMA, Pivot Point and Trend

Multiple ema crossover with price crossing above pivot point with double than weighted volume of 10 period and ADX above 30

PivotLevel R1,Pv & S1 by Seraj

Pivot point (PP) = (High + Low + Close) / 3, Support and resistance levels are then calculated off the pivot point like so: First level support and resistance: First resistance (R1) = (2 x PP) – Low First support (S1) = (2 x PP) – High

Copy - PivotPoint Fibonacci S3

PP => ( H + L + C ) /3 S1 => PP - ( ( H - L ) * .382 ) S2 => PP - ( ( H - L ) * .618 ) S2 => PP - ( ( H - L ) * .1.000 )

KISHORE BANNENI BEARISH OPEN BELOW PIVOT

works well for shorting as swing trades STOPLOSS is close above Highest High of previous 2 days

vsrk—-Postive result stocks above pivot point resistance level and hourly breakout

Pivot point (PP) = (High + Low + Close) / 3, Support and resistance levels are then calculated off the pivot point like so: First level support and resistance: First resistance (R1) = (2 x PP) – Low First support (S1) = (2 x PP) – High

Copy - pivot point monthly
Stocks above Pivot Point resistance level AND CROSSED ABOVE 13 EMA.

Pivot point (PP) = (High + Low + Close) / 3, Support and resistance levels are then calculated off the pivot point like so: First level support and resistance: First resistance (R1) = (2 x PP) – Low First support (S1) = (2 x PP) – High