Ein bisschen von allem nach plena

Hui ein Gap up für Morgen?
 Ein Gap für Donnerstag war eigentlich nicht angedacht, eher ein Reversal, welches dann auch eingetroffen ist. Nach einem Gap up für Freitag sah es nach der Donnerstag Bewegung nicht aus, wenn man nur die normalen Hadeslzeiten angeschaut hat. Die FOMC Minutes haben dann das Ganze nach oben gezogen. Wenn man es genau betrachtet, war die Hauptaktivität im ES bereits 10 Minuten vor 8 20 Uhr. Ist manchmal nicht einfach nachzuvollziehen.
 
Die blau-roten Linien, ist das der Supertrend?
Bei IRT heisst er  Volatility Stopist vermutlich das Gleiche wie der Supertrend, Powertrend ist glaube ich auch eine Bezeichnung. Ich finde ihn recht hilfreich, optisch sieht er aber zum Teil besser aus als es effektiv ist. Bei einem Wechsel sind die Preise oft recht weit von der Linie mit der neuen Farbe entfernt, wenn die Preise in die gleiche Richtung weiterziehen wird es schwierig, etwas zu unternehmen. Wenn er in einem Chart mit kleiner Auflösung nicht dreht, geht man besser keine Position in die Gegenrichtung ein.

 
Hui ein Gap up für Morgen?
 Ein Gap für Donnerstag war eigentlich nicht angedacht, eher ein Reversal, welches dann auch eingetroffen ist. Nach einem Gap up für Freitag sah es nach der Donnerstag Bewegung nicht aus, wenn man nur die normalen Hadeslzeiten angeschaut hat. Die FOMC Minutes haben dann das Ganze nach oben gezogen. Wenn man es genau betrachtet, war die Hauptaktivität im ES bereits 10 Minuten vor 8 20 Uhr. Ist manchmal nicht einfach nachzuvollziehen.
Da hast du recht, das macht es auch interessant verschiedene Analysearten zu vergleichen.

Am Freitag vor einer Woche, war ich so bullish und jetzt, ich weiss es nicht, die Anzeichen halten sich bei mir die Waage.

 
Zuletzt bearbeitet von einem Moderator:
‌Ich bin ja kein schlechter Pullbacktrader, doch den Trend trade ich viel zu wenig.

Dabei habe ich mir so viele Techniken zur Trenderkennung angeeignet, ich könnte den Trend min. auf 4 Arten erkennen.

Eigentlich doof, ich sehe die Welle, ahne wo sie endet und warte oft bis sie da ist, statt im Trend ein zu steigen. Doch ich arbeite daran, manchmal denke ich wenn einer traden würde was ich analysiere.
Zu diesem Thema schreibe ich später noch mehr. Ich kann einfach so viel sagen. Analysieren und Traden sind zwei ganz verschiedene Paar Schuhe. Wenn man im Nachhinein einen Chart betrachtet scheint nichts einfacher zu sein als solche Trends. Wenn man es traden will stellt sich immer die Frage, wie tief geht das Pullback, wie lange hält der Trend noch an, hat ein neuer Trend begonnen oder wird es nur ein Pullback? Auch ein Indikator braucht eine gewisse Bewegung, bis ein neuer Trend angezeigt werden kann. Bei einem schnellen Wechsel ist dann ein grosser Teil des neuen Trends bereits vorbei, wenn der Indikator den Wechsel anzeigt. Gerade in diesen Zeiten mit keinem klaren übergeordneten Trend ist es besonders schwierig, ich kämpfe selber auch damit.

Ich habe beim ES im 2500 Volumen Chart einen Zig-Zag mit momentan 12 Ticks laufen. Das führt mir recht gut vor Augen, in welche Richtung die grössere Anzahl Punkte zu holen gewesen wären.

 
Das letzte rote Rechteck aus diesem Chart haben wir immer noch nicht zu 100% retraced. Ich denke, dass es in diesem Bereich doch schwieriger werden dürfte. Der Trend ab 2.10. ist aber noch einigermassen intakt. Tageskerze vom Freitag sieht auch nicht sehr bullisch aus, Vorsicht für weiter Long ist sicher am Platz.

 
Zuletzt bearbeitet von einem Moderator:
50.JPGIch habe im DAX und im DOW gute Zielbereiche für ein Ende der 1, wenn es denn eine ist, im DOW 17133 und im DAX eigentlich die 10176^, das wäre dann nicht schön, doch der DAX ist eh ein Zottel.

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Zuletzt bearbeitet von einem Moderator:
Das letzte rote Rechteck aus diesem Chart haben wir immer noch nicht zu 100% retraced. Ich denke, dass es in diesem Bereich doch schwieriger werden dürfte. Der Trend ab 2.10. ist aber noch einigermassen intakt. Tageskerze vom Freitag sieht auch nicht sehr bullisch aus, Vorsicht für weiter Long ist sicher am Platz.
Also 10177-10228 ist nach deiner Sicht die Obergrenze der Bewegung und oder das Ziel?

 
Ich habe mit der Zeitfibo ein bisschen experimentiert, also das Tief dieser Bewegung am 16.10. um 13.00 Uhr :)

Mit viel Vorsicht geniessen, aber wenn es klapp gebe ich damit an :)

73.JPG

 
Zuletzt bearbeitet von einem Moderator:
Hier der 4h, rote Fibomarken für die down Bewegung, blaue für die Korrekturbewegung, so knapp 9700 sollten es schon werden, absolutes min. denke ich 9888, cool wäre natürlich die 953x.80.JPG

 
[SIZE= 13px]Also 10177-10228 ist nach deiner Sicht die Obergrenze der Bewegung und oder das Ziel?[/SIZE]
 Es ist/war zumindest ein Ziel. Zum einen haben wir dort ein Gap, welches immer noch nicht geschlossen ist, zum andern, war es der Beginn einer grösseren impulsiven Bewegung nach unten. Das Ziel der Bodenformation wurde auch erreicht. Wir hatten bereits Mittwoch Anfang Donnerstag eine etwas grössere Bewegung nach unten, dies konnte man als erstes Zeichen von Schwäche werten.

Übergeordnet ist es mit dem Trend nicht mehr ganz klar. Wir haben das Tief vom 24.8., bei welchem noch am gleichen Tag ein starkes Reversal einsetzte. Dieses wurde am 29.9. noch einmal knapp unterboten. Ende Sept. habe wir so etwas ähnliches wie einen Tripple-Bottom gemacht, wobei das dritte Tief leicht höher liegt. Der grössere Trend nach unten wurde vorerst abgeblockt.

Ab dem Tief vom 2.10. ging es ganz zügig nach oben. Als nächstes stellt sich für mich demnach die Frage, wie stark diese Bewegung korrigiert wird. Wollen wir übergeordnet weiter nach oben, dann sollten wir eigentlich nicht mehr zurück in die Bodenformation von Ende September. So wirklich schöne Supports lassen sich nicht ausmachen, die Wende vom 10.6. sticht mir so als erstes ins Auge.

Snap1.png

 
Ich wurde gebeten mein Experiment noch an einem anderen Ort zu präsentieren, dort bekam ich Heute viele Komplimente, dass ich schon am Wochenende auf wenige Punkte das Hoch vorhersah.

Es geht ja eigentlich darum, dass ich noch in der UP-Bewegung, das Ende der nächsten Downbewegung nicht nur auf den Preis sondern auch auf eine Zeitspanne genau voraussagen will, wenn das klappt ist das genial.

Hier gab es bis anhin keine Bemerkung dazu, ich werde mir darum die Mühe sparen, es hier weiter zu verfolgen.

Eigentlich ist es schon verdammt gut, dass ich am WE schreiben kann der DAX macht min. 9888, der DOW sollte noch bis 17133 und dann runter.

22.JPG

 
Zuletzt bearbeitet von einem Moderator:
Zu Gold ich denke ist bei 1188 oben fertig, könnte etwa 8 Punkte aufzählen warum ich zu dieser Erkenntnis komme, doch lohnt sich das hier nicht.

 
@habi

Was wir hier basten findet kaum Anklang, ich weiss wann ich wie einsteigen soll, du auch.

Ich werde meine Charts wieder nach Basiswert posten und das hier bleiben lassen.

An alle, es soll jetzt bitte keiner etwas darauf schreiben, ich werde weiter posten, noch ein bisschen weniger und werde wieder mehr mit Leuten schreiben, die wissen wieviel Arbeit dahinter steckt, Kurse zu bestimmen und sich auch wirklich dafür interessieren, damit Diskussionen stattfinden, denn ich will auch weiter kommen, hier bleibe ich mit meinem Wissen stehen, ausser habi mit seinen Volumencharts, die faszinieren mich:)

Ich habe kein Problem hier, es bringt mir für den Aufwand einfach zu wenig.

Liebe Grüsse

plena

 
Läuft ja schon ganz nett an, Ziel bis morgen unter 9720;)!
Ich schreibe lieber hier weiter, der Beo hat lieber Filme.

Hast du einen Chart zu den 9720?

So kann es auch kommen, allerdings über 10068 ist es richtig bullish.

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Hei plena

sorry habe ich erst jetzt gesehen, dass du hier geschrieben hast.

Netter Thread!

ich bin gerade voll am umziehen und deshalb etwas wenig Zeit am PC für Charts und Foren. Ich schaue aber mal was sich die Tage machen lässt mit Charts hochladen. Zur Info, ich gehe zurzeit stark von tieferen Kursen aus als 9000, Gegend 8500 steuere ich ca. an.

ja grosse Worte ich weiss aber die kleinen ID Bewegungen handle ich zwar aber dafür habe ich def. keine Zeit etwas dazu zu sagen deshalb lieber meine übergeordnete Sicht:)!

lasse mich aber gerne vom Gegenteil überzeugen, wir werden sehen die nächsten Wochen...

ich bin positioniert mit 2 Posis, 10065 und 10175.

 
 Zur Info, ich gehe zurzeit stark von tieferen Kursen aus als 9000, Gegend 8500 steuere ich ca. an.
ja grosse Worte ich weiss aber die kleinen ID Bewegungen handle ich zwar aber dafür habe ich def. keine Zeit etwas dazu zu sagen deshalb lieber meine übergeordnete Sicht:)!
Das sind tatsächlich grosse Worte. Nicht dass ich es für ganz unmöglich halte, aber es würde mich schon sehr interessieren, wie Du zu diesem Schluss kommst. Hoffe, dass Du Zeit findest, etwas hochzuladen.

 
Hei plena

sorry habe ich erst jetzt gesehen, dass du hier geschrieben hast.

Netter Thread!

ich bin gerade voll am umziehen und deshalb etwas wenig Zeit am PC für Charts und Foren. Ich schaue aber mal was sich die Tage machen lässt mit Charts hochladen. Zur Info, ich gehe zurzeit stark von tieferen Kursen aus als 9000, Gegend 8500 steuere ich ca. an.

ja grosse Worte ich weiss aber die kleinen ID Bewegungen handle ich zwar aber dafür habe ich def. keine Zeit etwas dazu zu sagen deshalb lieber meine übergeordnete Sicht:)!

lasse mich aber gerne vom Gegenteil überzeugen, wir werden sehen die nächsten Wochen...

ich bin positioniert mit 2 Posis, 10065 und 10175.
Da habe ich Grundsätzlich nichts dagegen, sehe es im Moment nicht, da gehen die Verkäufer aus und sehe mal wie viele Shorts noch offen sind die glattgestellt werden müssen.

Kennst du den Spruch: Trade was du siehst nicht was du denkst.

Das wahrscheinlichste ist, dass nur die letzte Up-Bewegung korrigiert wird, schön wäre bis zum RT 61.8%.

Wenn das so kommt würde eine 3 oder C aufwärts bis ca. 11400 ohne markante Rücksetzter starten, was in der Jahreszeit üblich wäre.

Viel Spass in deinem neuen zu Hause.

Liebe Grüsse

Glaube mir ich bin schon seit fast 2 Jahren auf der Lauer nach einem 40-50% Abverkauf