LONG ENTRY
In this analysis we are going to use dynamic symmetry and vectorial expansions to analyze the swings from
point A to C. The naming for the swings are for referencing purposes only and has nothing to do with
harmonic patterns.
Magnitude of swing AB = V(AB) = 575.76 units
576 units is the 4th square of 12 according to Gann squares
Magnitude of swing BC = V(BC) = 221.799 units
Ratio of BC to AB = AB/BC
= 575.76/221.79 = 2.5959
This value is approximately = 2.618,
221.79 x 2.618 = 580.65 units
So AB is 2.618 of BC, ..... V(AB) = 2.618*V(BC)
Magnitude of AC = V(AC) = 404.99 units
V(AB) / V(AC) = 575.76 / 404.99
= 1.42 approx. = 1.4142 ratio
So, V(AB) = 1.4142*V(AC)
That means swing AB is the diagonal of a 404 units sides square inscribed by the vector AC
V(BC) = 221.79 units
V(AC) = 404.99 units
221.79 x 1.809 = 401.218 units, approx. = V(AC)
1.809 is the inverse of 0.5528 ratio
0.809 is the inverse of 1.236
1.236 = 2 golden ratios, thus 0.618 x 2.0 = 1.236
0.5528 is the polar opposite of 0.4472
0.4472 is the inverse of 2.236 which is root 5 rectangle
2.236 is a square plus 2 golden ratios, that is 1 + 0.618 + 0.618 = 2.236
Point C is therefor a node where the ratios converge.
We will expand the swing BC to investigate its internals
As per the swing magnitudes indicated in the sectioning from B to C, we have a linking wave XY
which is the minor correction within BC
V(XC) / V(BY) = 107.39 / 48.32
= 2.222 this value is approx = 2.236 ratio which is a root 5 symmetry
V(YC) / V(BX) = 186.699 / 114.925
= 1.625 approx. = 1.618 ratio
V(BC) / V(BX) = 221.799 / 114.925
= 1.93 approx = 2.0
that is BC = 2.0*BX
Point C is the current support point or anchor point, we can expect a bounce from this level up.
Stop loss must be reasonably tight below this level
Good luck
point A to C. The naming for the swings are for referencing purposes only and has nothing to do with
harmonic patterns.
Magnitude of swing AB = V(AB) = 575.76 units
576 units is the 4th square of 12 according to Gann squares
Magnitude of swing BC = V(BC) = 221.799 units
Ratio of BC to AB = AB/BC
= 575.76/221.79 = 2.5959
This value is approximately = 2.618,
221.79 x 2.618 = 580.65 units
So AB is 2.618 of BC, ..... V(AB) = 2.618*V(BC)
Magnitude of AC = V(AC) = 404.99 units
V(AB) / V(AC) = 575.76 / 404.99
= 1.42 approx. = 1.4142 ratio
So, V(AB) = 1.4142*V(AC)
That means swing AB is the diagonal of a 404 units sides square inscribed by the vector AC
V(BC) = 221.79 units
V(AC) = 404.99 units
221.79 x 1.809 = 401.218 units, approx. = V(AC)
1.809 is the inverse of 0.5528 ratio
0.809 is the inverse of 1.236
1.236 = 2 golden ratios, thus 0.618 x 2.0 = 1.236
0.5528 is the polar opposite of 0.4472
0.4472 is the inverse of 2.236 which is root 5 rectangle
2.236 is a square plus 2 golden ratios, that is 1 + 0.618 + 0.618 = 2.236
Point C is therefor a node where the ratios converge.
We will expand the swing BC to investigate its internals
As per the swing magnitudes indicated in the sectioning from B to C, we have a linking wave XY
which is the minor correction within BC
V(XC) / V(BY) = 107.39 / 48.32
= 2.222 this value is approx = 2.236 ratio which is a root 5 symmetry
V(YC) / V(BX) = 186.699 / 114.925
= 1.625 approx. = 1.618 ratio
V(BC) / V(BX) = 221.799 / 114.925
= 1.93 approx = 2.0
that is BC = 2.0*BX
Point C is the current support point or anchor point, we can expect a bounce from this level up.
Stop loss must be reasonably tight below this level
Good luck
บันทึก
It has been an interesting week for Indices, In this trade price has also reached the 0.618 level of the swing from B to C. We can expect some minor correction from this level, however, we still maintain that the current primary trend is a bull phase with its anchor point at the recent low on 30/10/2020.Trade with care, good luck
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