Derivatives
GBPJPY.. Tentative View.. 151.50-7X may provide temp bottom ..IT seems everyone is hitting longs on the GBPJPY; where as it shows some significant drop. It is difficult to chart on smaller time frame; hence weekly is what I'm going with.. 155.2X been a break point could come into retest.. I suspect 151.50-7X could form a temp bottom to get some lift off towards 155.XX. A failure to say 155.5X and we can see new bigger leg down towards 148.XX.
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GBPJPY Weekly -
Alternatively incase this is in no mercy mode; GBPJPY can simply drag all the way down to 148.XX before rebounding. That also would make sense; since as long as traders would think it can't drop any further it would just do the opposite and take most of the traders trading into bias to the butchery, before reversing
GBPCAD - 839X decent looking supp - 830X main suppGBPCAD..
Approaching initial decent supp to 839X but does show fuller channel moves can end up heading for a 830X spot if gets a clean break under 8380-9X..
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GBPCAD 2 hr
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GBPCAD 8 h - Main channel
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GBPCAD 8 hr
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This we were looking on to yesterday and shorted nicely.. Though wish we had it intact now but squared out to 862X we had in mind back then..
EURCAD .. Expecting more fallout...EURCAD..
Yesterday...
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ECAD 30 mins.
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ECAD 30 mins - Present
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EURCAD Daily - Bigger Picture - We may have put in a temporary top and more decline favors.
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EURCAD 4 hr - Play off within channels
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EURCAD 2 hr - 484X been a soft tgt of the drop.
Cross Ladder Quantitative Analysis ExampleUsing the Harmonic Mean (Pythagorean Means), we focus on "three values" using the Cross Ladder Problem by drawing the geometric shape - vectored R/S points. These values are taken from the harmonic mean of "B" "A" "h". The calculation inputs are Log Normal, Exponential, and Skewness. (Arithmetic mean gives higher data points that will error your weight); Harmonic Mean gives equal weight to each data point. This is in part; a computation set in our Optimal Geo-Ratio (OG) Model. One would want to incorporate the Intrinsic/Time Value to carry out the time horizon price target. We typically apply the STDEV*SQRT(45 days/252) equation to the two outcomes. You may use a short cut divisor 1/16 per incremental price input for jump diffusion if preferred, integrated with a Beta stochastic volatility model. Square Time Value and Excess Kurtosis are not shown in this example.
Just remember volatility is the standard deviation of expected returns. Volatility is proportional not directional. Peace.