Agasti 8 • Isibali-mali se Forex • 44194 izimvo • 5 Comments Ekuchazeni Ukuchasa kunye neNkxaso kunye ne-Pivot Points Calculator kaThomas DeMark
Amanqaku e-pivot ngowona axhathisayo kunye nenkxaso kwaye kukho iindawo ezininzi zokubala zepivot eziphuhlisiwe ukumisela la manqaku epivot. Nangona kunjalo, phantse zonke iikhaltyhuleyitha zepivot zizalathisi ezishiyekileyo kwaye zithintelwe kukusilela kwazo ukuqikelela iintsingiselo zekamva.
Ngokwesiko ukuchasana kunye nemigca yenkxaso izotywe ngokudibanisa phezulu kunye nezantsi kunye nokwandisa imigca ukuya phambili kwiintshukumo zexabiso elizayo. Nangona kunjalo, le ndlela yemveli ayiyonjongo kwaye ayicacanga ngakumbi. Ukuba ucela abantu ababini abohlukeneyo ukuba bazobe ukuxhathisa okanye imigca yenkxaso, uya kuba nemigca emibini eyahlukeneyo. Oku kungenxa yokuba umntu ngamnye unendlela eyahlukileyo yokujonga izinto. Indlela ye-Tom Demark yindlela elula yokuzoba ngokuchanekileyo ngakumbi imigca yentsingiselo, oko kukuthi imigca yenkxaso kunye nokumelana. Ngendlela kaTom Demark, umzobo wemigca yentsingiselo iba nenjongo ngakumbi kwaye imisela ngokuchanekileyo ukuba ngawaphi amanqaku okunxibelelana ukuze aphume nemigca yenkxaso kunye nokuchasa. Ngokwahlukileyo kwezinye ii-pivot point calculators ezinokuzoba imigca ethe tye kuphela emele ukuchasana kunye neendawo zokuxhasa, indlela kaDeMark imisela ukuba ngawaphi amanqaku azakuqhagamshelwa ukumela ukuchasana kunye nenkxaso kunye nokuxela kwangaphambili isalathiso sexabiso elizayo. Indlela yeTom Demark ibeka ubunzima obuninzi kwidatha yamva nje kunexabiso lexabiso leseshini yangaphambili yokurhweba. Imigca yentsingiselo iyabalwa kwaye izotywe ukusuka ekunene ukuya ekhohlo endaweni yendlela yesiqhelo ukusuka ekhohlo ukuya ekunene esetyenziswa sesinye isibali sepivot point. Kwaye, endaweni yokumakisha ukuchasana kunye nenkxaso njenge-R1 kunye ne-S1, u-De Mark ubaphawule njengamanqaku e-TD ebiza umgca odibanisa njengemigca ye-TD. UDeMark usebenzisa oko akubiza ngokuba yinqobo yenyaniso eyona ingcinga esisiseko apho amanqaku eTD amiselwe ngokuchanekileyo.
Iikhrayitheriya zeDeMark zenyaniso zezi zilandelayo:
- Ixabiso lepivot yebango lisezantsi kakhulu kwibar yexabiso leseshoni yangoku kufuneka ibengaphantsi kwexabiso lokuvala leebha ezimbini zangaphambili phambi kwayo.
- Indawo yepivot yexabiso lonikezelo ngokubalulekayo iphezulu kwibar yexabiso leseshoni yangoku kufuneka ibephezulu kunexabiso lokuvala leebha ezimbini zangaphambili phambi kwayo.
- Xa ubala ireyithi ye-TD yomgca wangaphambili kwi-pivot yexabiso leMfuno, ixabiso lokuvala lebha elandelayo kufuneka libe phezulu kunomgca weTD.
- Xa ubala izinga lokuwa kwe-TD-line yePivot yexabiso lePivot, ixabiso lokuvala lebha elandelayo kufuneka libe ngaphantsi kunomgca weTD.
Iikhrayitheriya ezibekwe ngasentla zinokubhideka kancinci ekuqaleni kodwa zenzelwe ukuhluza imigca ezotyiweyo esekwe kwifomula yeDeMark ekubaleni ukuchasana kunye neenkxaso okanye amanqaku epivot:
Ifomula yeDeMark yile ilandelayo:
I-DeMark isebenzisa inombolo yomlingo X ukubala inqanaba eliphezulu lokuchasa kunye nenkxaso ephantsi. Ubala u-X ngolu hlobo lulandelayo: Ukuba Vala < Vula ngoko X = (Phezulu + (Phantsi * 2) + Vala) Ukuba Vala > Vula ke X = ((Phakamileyo * 2) + Phantsi + Vala) Ukuba Vala = Vula ngoko X = ( Phezulu + Phantsi + (Vala * 2)) Ukusebenzisa i-X njengendawo yesalathiso, ubala ukuchasana kunye nenkxaso ngolu hlobo lulandelayo: Inqanaba eliPhezulu le-Resistance R1 = X / 2 – IPivot ephantsi = X / 4 Inqanaba lenkxaso eliphantsi S1 = X / 2 – Phezulu
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