Tagesvorbereitungen S&P 500

tradeaholic

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27. Okt. 2013
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Hier mal mein aktueller Trade im S&P 500

Der  ist schon "rafinneriert". Ist aber nioch nicht los gelaufen.

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Die Idee ist denkbar einfach. Der grüne kasten ist das Value vom August. Der Preis ist gerade aktuell voll durchgetraded. Das Value der Vorwoche überlappt noch bisschen lower und diese Woche - in der schon 3 Tage gelaufen sind, schafft ihr Value noch nicht da drüber.

So lange das so bleibt halte ich den Trade.

Schaut man auf den Preischart, könnte man die Idee für ziemlich "daneben" halten. Ich versuche aber Value zu traden und nicht den Preis.

 
Interessant. Hier noch eine Variante mit den Wochenprofilen und dem dazugehörigen Preischart, wenn man nur mit den Profilen nicht ganz klar kommt. Value hat sich diese Woche wieder nach oben geschoben, es verbleiben aber noch zwei Tage. Momentan noch enge Range.

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moin @kurt jetzt drückt Value runter. Es überlappt schon mit letzter Woche. Das konnte ich zwar vorher nicht ahnen, aber ich habe ja den großen Kasten im Trade. So verschachteln die sich und so kann man das nutzen.

Die richtig guten Trades, sehen im Preisbild sowas von fies aus, da bleibt einem die Luft weg. Deswegen sagte ich einleitend "man muss Preis ausblenden" am besten außen vor lassen. Nie wieder anschauen.

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Der ist noch lange nicht fertig, aber er macht mal das was wahrscheinlicher war.

 
Alle Achtung: Wir sind bis zu 2164 durchgerasselt. Der Monatsvalue vom August liegt hinter uns, der Vorwochenvalue ebenfalls. Das war deine Trade-Idee, oder? Wie lange bleibst du nun im Trade drin?

Gruss

Kurt

 
Der DOW ist bei 18268 genau auf der Tageswolke, der S&P ha noch Platz bis 2144 da könnte für das erste genug sein, für den DOW hätte ich die 18138 auf diese warte ich schon lange, mal sehen was er da macht.

@kurt

Ich bin nicht @tradeaholic doch wenn er verschachtelt tradet, so wird er vermutlich auch so aussteigen. Nach dem Motto es ist schwierig das Top und den Boden zu erwischen und beim erfolgreichen traden ist das viel weniger bedeutend als die meisten annehmen.

 
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Der DOW ist bei 18268 genau auf der Tageswolke, der S&P ha noch Platz bis 2144 da könnte für das erste genug sein, für den DOW hätte ich die 18138 auf diese warte ich schon lange, mal sehen was er da macht.

@kurt

Ich bin nicht @tradeaholic doch wenn er verschachtelt tradet, so wird er vermutlich auch so aussteigen. Nach dem Motto es ist schwierig das Top und den Boden zu erwischen und beim erfolgreichen traden ist das viel weniger bedeutend als die meisten annehmen.
richtig ^^

Ich geh meistens raus, wenns dünn wird. Paar Pünktehcn hin- her ist nicht relevant.

 
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Ich bin auch raus bei 2148 das war ein schöner Trade von 2186.

Die 2144 hätten mir sehr gefallen, doch bei dem schönen Wetter verzichte ich gerne auf die 4 Punkte und gehe in den Garten mit meinem Mann ein Glas Wein trinken und lasse Börse, Börse sein.

Ich wünsch allen ein schönes WE.

 
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wow der ist aber reichlich versemmelt... da hab ich mal locker das Doppelte verschekt .p

Siehste mal, koche nur mit Wasser ^^


Na ja, ich habe mit der ganzen Familie einige Spiele gemacht, beim Monopoly Imperium verliere ich immer  :)

Der DOW hat auch die 18138 erreicht da bin ich nun auch raus, im DAX bin ich noch short, das reicht mir noch nicht.

Ich bin gespannt ob der DOW die 18000 dynamisch nimmt, dass würde mir sehr gut gefallen.

 
Ich schreib die Frage mal hier rein.

Es geht um Extended Hours (ETH) und Real trading hours (RTH). Ich weiss ich habe irgendwo ein Bild von TH gesehen welches sich darauf bezieht, darum auf die Gefahr hin, dass sie bereits beantwortet wurde:
Wie handhabt ihr (speziell du TH) das mit den ETH und warum? Einbeziehen oder nicht?

Wenn ich mir so den E-Mini (ES) anschaue mit und ohne sieht das schon etwas unterschiedlich aus. Könntest du zu dem Thema etwas ausführen bitte?

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data:image/png;base64,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

ps: Meine Platform hier ist nicht so toll, hoffe eure Augen halten das aus.

 
Wie handhabt ihr (speziell du TH) das mit den ETH und warum? Einbeziehen oder nicht?

Wenn ich mir so den E-Mini (ES) anschaue mit und ohne sieht das schon etwas unterschiedlich aus. Könntest du zu dem Thema etwas ausführen bitte?


Hi Nixx,

ETH bildet auch Struktur aus. Du kannst z.B. erkennen ob die ETH Session "too long" oder "too short" war. Das hat unmittelbaren Einfluss auf die RTH Session.

Beispiel: ETH Session "too long" dann siehst Du in der RTH Session erstmal ein Liquidating Break. Da Du aber weißt, dass es nur eine Counter Auction in Relation zu ETH war, lässt Du Dich nicht in die Short Falle locken und gehst long, wenn das korrigiert wurde.

Außer Struktur ist mir noch das ETH High und Low wichtig. Die werden oft kurz angecheckt. Ich blende beide Sessions vor dem Trading ein, schau mir Struktur an, markiere High und Low und dann blende ich ETH wieder aus.

Ich bin mir ziemlich sicher, dass muss nicht alles sein was da drin steckt, aber so mache ich das. ^^

 
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Wie handhabt ihr (speziell du TH) das mit den ETH und warum?


Vielleicht kann ich mich da auch noch äussern, auch wenn vor allem TH's Meinung gefragt wurde. Ich verwende für die  US e-minis Volumencharts und habe auch Volumenprofile, welche im Tagesprofil die full Session abbilden.

Machen wir uns nochmal ein paar Gedanken, wie die TPO- und Volumenprofile gebildet werden.

Bei den TPO's wird der Preisbereich jeder halben Stunde einem Buchstaben zugewiesen. Da die ETH Session ab Mitternacht (CH-Zeit) bis zur Eröffnung der RTH 15,5 Stunden dauert werden in dieser Zeitperiode entsprechend mehr Bereiche generiert als in der RTH, welche nur 6.5 Std dauert bis 22 Uhr. Das führt dazu, dass der POC in den Beispielen von nixx immer im Bereich der ETH liegt, während er in der RTH Session auf der gegenüberliegenden Seite der Range liegt.  Zu berücksichtigen ist auch, dass in der ETH Session, obschon sie viel länger dauert, etwa 5-10 mal weniger Kontrakte gehandelt werde als in der RTH.

Bei den TPO Profilen würde ich die die RTH separat betrachten und auf die von TH erwähnten Bereiche achten.

Bei den Volumenprofilen wird das gehandelte Volumen pro Preis dargestellt, unabhängig von der zeitlichen Komponente. Das führt dazu, dass die Volumenprofile in der ETH Session wesentlich dünner sind, wo sie sich nicht mit der RTH überlappen. Der Übergang von der ETH- zur RTH Session erfolgt unterbruchslos, lediglich die Intesität ändert. Ich habe deshalb die ETH Session blau unterlegt, damit ich sie schnell optisch von der RTH unterscheiden kann. Die IB bestimme ich ab Beginn der RTH.

Ein Profil nur für die RTH habe ich dann schnell erstellt, wenn ich ein solches möchte. Innerhalb des Tagesgeschehens mache ich oft auch Profile von Teilbewegungen des Tages.

Wer welche Profile bevorzugt ist vermutlich auch eine Frage, mit welchen man seine Erfahrungen gemacht hat. Oder man beachtet beide, wie zum Teil in TH's Charts zu erkennen ist. Die Struktur ist aus beiden ersichtlich, wenn auch mit Abweichungen. Daraus zieht man seine Erkenntnisse und das ist wohl das wichtigste beim Studium des Market Profiles.

Hier ein Beispiel von den drei Tagen, welche nixx abgebildet hat.

Snap6.png

 
Schön wie am Mittwoch und Donnerstag jeweils die POCs vom Vortag abgeholt wurden, bevor es weiter runter ging.

Kann man die POCs generell als Wendepunkt in Betracht ziehen? Oder nur als Anziehungspunkt?

ES1! 30min

mCFvnjO3


Der POC vom Donnerstag bei 2'095.25 steht noch nackt da.

 
Kann man die POCs generell als Wendepunkt in Betracht ziehen? Oder nur als Anziehungspunkt?


Da können "Dinge" Passieren. Es gibt dazu keine generellen Regeln. Wenn Du weißt dass er da ist, dann kannst du schauen was genua da pssiert, was wahrscheinlicher ist und entsprechend was machen.

Ich schaue immer was passiert, wenn ein virgin poc geholt wird.

 
Zuletzt bearbeitet von einem Moderator:
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Kann man die POCs generell als Wendepunkt in Betracht ziehen? Oder nur als Anziehungspunkt?


Der POC, oder in Deinem Fall der VPOC ist nur ein Preis in einem Cluster von mehreren Preisen. Ich betrachte meistens den ganzen Cluster, wobei diese nicht immer ganz einfach abzugrenzen sind. Der Donnerstag hat zwei ausgeprägtere Bereiche gebildet. Im unteren Bereich hat es inkl. ONS dreimal nach unten abgedreht. Als es darüber ging, war es Support, wobei vermutlich die kleine Konso kurz vor 16 Uhr eine grössere Rolle gespielt hat. Der low volume Bereich in der Mitte hat eine untergeordnete Rolle gespielt. Betrachtet man sich nur das blaue Profil vom Do von oben nach unten, dann hatten wir dort einen LVN in der blauen Zone. Ziehe ich es zurück bis zum Beginn der RTH, dann ist dieser Bereich nicht so leer wegen den beiden Spitzen nach unten. Aus dem Preischart sehe ich aber, dass es beim Ausbruch nach unten an dieser Stelle kräftig nach unten ging, deshalb habe ich das Profil so angelegt. Solche Sachen sieh man zum Teil erst im Nachhinein.

Ganz oben ging es nur an die Unterkante des oberen Bereichs. Was danach folgte konnte durchaus als bullische Flagge interpretiert werden, bis es nach unten ausbrach. Dies war beim YM besser zu antizipieren.

Snap8.png

 
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