ichimoku kinko hyo

plenaspei

New member
20. Jan. 2012
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Da es hier relativ viele Swing Trader hat möchte ich den ichimoku kinko hyo vorstellen.

Übrigens die Erfindung eines chinesischen Reishändlers, der damit die attraktivsten Handelstage ermittelte.

Für mich ist der Ichi ein super Trendindikator, zu verstehen eigentlich einfach.

Die Anwendung entscheidet sich hingegen stark, wo für mich Kreuzen des Kurses mit dem Chikou Span, sehr wichtig ist, blenden andere den aus.

In diesem Chat möchte ich gerne den Ichi etwas näher bringen und würde es begrüssen wenn andere ihre Erfahrung mit dem Ichi auch beschreiben.

Nun einige Links.

Ich habe vor Monaten einmal eine andere pdf hochgeladen leider finde ich diese nicht mehr, vielleicht kann mir jemand helfen.

http://www.fit4trading.de/analysen

Anhang anzeigen Ichimoku Kinko Hyo BA.pdf

 
Zuletzt bearbeitet von einem Moderator:
Ich habe hier noch versucht, die Bedeutung einer Kurskreuzung des Chikou Span hat auf Tagesebene dar zu stellen. Da dieser Indikator 26 Tage hinter her läuft habe ich zur besseren Übersicht gelbe Rechtecke die 26 Tage lang sind eingezeichnet.

Es wäre zu erwarten, dass der DAX morgen an der Wolkenunterkannte abprallt und nächst Woche diese durchquert.

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Vor langer Zeit war ich immer wieder verwundert wie das eine Kollegin machte, eine geniale Swing Traderin, dann hat sie mir ihr Geheimnis verraten, sie schaut nur ob der Nachläufer im 4h den Kurs durchbricht.  Allerding nimmt sie die Einstellung 22/44/22/7.

 
Hi Plena,

Deine Analysen und Deine hohe Trefferquote haben mich nicht mehr losgelassen..
Im Hinterkopf habe ich solche Analysen und/oder Indikatoren allzuschnell als "Kaffesatz Leserei" abgetan.
Inzwischen gibt es zahlreiche Lehrvideos und Webinare auch in deutscher Sprache.

Gestern und heute habe ich mich intensiv mit einigen Videos beschäftigt und mache erste Übungen im Chartprogramm (TradeNavigator)
Rückblickend scheinen die Wellentheorie und die Fibo's wirklich sehr gut zuzutreffen - speziell im DAX.

Der Ichimoku fasziniert mich am stärksten.
Im Grunde bietet er keine grundsätzlich neuen Indikatoren, sondern er fasst mehrere Dinge in einem Bild zusammen.
Da ich häufig in kurzer Zeit viele verschiedene Futures-Märkte und Aktien nach guten Optionsmöglichkeiten scanne bietet sich mit diesem System ein sehr gutes Hilfsmittel anhand dessen ich meine Trades sehr viel genauer plazieren kann.
Beispiel:
FOP Spreads. Aktuell steht die Frage an, ob ich in LE (live cattle) Bull Put Spreads oder Bear Call Spreads aufsetze.

Weiteres Beispiel:
Ich habe mehrere Aktienpositionen in meinem (realen) Depot.
FLV, XLV, MAS, RAI, Coca Cola (je 100 Stück)
DIS ist nicht mehr im Depot, aber die hätte ich gern wieder.
Bei Disney warte ich mit einem short Put auf einen günstigen Kauf inclusive Prämieneinnahme.
Wo wähle ich im Fall einer Korrektur den optimalen Strike ?

Auf meine Aktienwerte schreibe ich bekanntermassen Covered Calls.
Meine Unsicherheit besteht bei der Entscheidung, ob ich die Strikes "Im Geld" oder "aus dem Geld" wählen soll.
In der Monatsperformance macht das einige Prozent aus.
In letzter Konsequenz bedeutet dieser Vorteil über die kommenden fünf Jahre hochgerechnet eine Differenz von mehreren zehntausend Dollar.

Weitere Details schreibe ich in meinem Optionsthread. Sonst wird das hier zuviel.

Vielen Dank für Deine Inspiration !

Diese Videos habe ich seit gestern durchgearbeitet:

https://www.youtube.com/watch?v=LexHAEcnhP4

https://www.youtube.com/watch?v=1Z0keYEqiKM

https://www.youtube.com/watch?v=fldtdUdbFyM

https://www.youtube.com/watch?v=LZRezELuUu0

https://www.youtube.com/watch?v=Zl-R4MVlM0o

http://www.fit4trading.de/node/645

Danke
Don

 
Hallo Don

Das ging mir genauso.

Auch die Fibos alleine nützen nur mässig, denn nur mit einem Grundwissen an EW weiss man wo sie richtig an zu setzten sind.

Ich wäre heute noch skeptisch ob dies bei Einzeltitel funktioniert, ich glaube wie breiter die Masse von Verkäufer und Käufer umso höher die Wahrscheinlichkeit.

Hier der Ichi ist fantastisch, auf einen Blick ist der Trend zu erkennen, es ist sogar zu erkennen wie viel Mühe der Markt zum gegebenen Zeitpunkt für eine Trendwende brauchen würde.

plena

 
Ich habe einen Experiment-Chart erstellt, abgestützt auf den Chikou Span und einigen EW Theorien.

Die 1 endet bei 17133, d.h. wir könnten noch in der 4 sein, obwohl ich diese Möglichkeit nicht eingezeichnet habe, ich habe das letzte R.T. für den Pull back ausgesucht, weil dies im Rahmen des Verfalls nach so einem starken Anstieg gut möglich wäre, da würden aber auch die anderen 2 vollkommen reichen.

Die Annahme, dass der DOW heute noch die 171333 anläuft, ist riskant, doch ändern ein par Punkte am Experiment nichts.

Was mich besonders am Experiment interessiert ist, ob auf diese Art Hinweise für einen zeitlichen Ablauf gewonnen werden könnten.

Nimmt mich Wunder ob dies klappt :) Experiment.JPG

 
Karin Roller hat mich angeregt den Ichi noch als, 9/17/26 auf zu führen, dabei ist mir aufgefallen, dass die Wolke im Bereich um den Verfall sehr dünn ist und der Chikou Span heute an der Wolke ansteht.

56.JPG

 
Hier der 4h, ich bevorzuge den, er gibt schon relativ sichere Anzeichen und reagiert doch einiges schneller als der Tageschart.

Tenkan Sen und Kijun Sen kreuzen sich gerade, der Chikou Span hat den Kurs gekreuzt, die Wolkenkanten sind immer zu beachten, so wäre auch hier die ca. 9700 eine Marke, die Anzeichen für die 9700 als Korrekturziel häufen sich.

81.JPG

 
Zuletzt bearbeitet von einem Moderator:
EXPERIMENT hier eingestellt, weil es niemanden gefällt !!!!

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 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.

Anhang anzeigen 10768
 
EXPERIMENT hier eingestellt, weil es niemanden gefällt !!!!
Liebe Plena,

Deinen Frust kann ich nur allzugut verstehen.

In ähnlicher Situation hast Du mir damals bei den Optionen geschrieben, als ich enttäuscht feststellen musste, dass meine Arbeit und meine Mühen auf nur geringe Resonanz stiessen.
Es sei halt ein schwieriges Thema, das viele im Forum überfordere.

Es ist wohl so: Einige wenige sind interessiert - sie überfliegen die Bilder, sie lesen vielleicht fasziniert mit, verstehen kaum etwas, und nur die wenigsten nehmen sich die Zeit oder machen sich die Mühe sich in ein neues Thema einzuarbeiten. Es braucht dazu viel Zeit und Abstand und vor allem braucht es eines:
Die Überzeugung, dass es der Mühe wert ist !
Genau das fehlt bei vielen hier im Forum.
Ich meine das gar nicht kritisch. Es hat hier sehr viele interessierte Trader, aber sie verharren in altgewohnten Strukturen (so mein Eindruck) und bleiben tradingtechnisch bei ihrem gewohnten Vorgehen.  -  "Never change a running System ! "
Warum auch ein System ändern oder mühevoll neues lernen, wenn doch das bisherige System sehr viel Geld einträgt ??
Schon das Beispiel mit meinem Optionstrading spricht Bände.
Optionshandel und Vola-Trading ist relativ risikoarm - bringt aber immerhin regelmässig und  nachweisbar 5 % pro Monat.
 

Auf Grund Deiner Erläuterungen und Charts und Vorhersagen habe ich mich durch Webinare gekämpft, Bücher bestellt, in nächtlichen Stunden viele Charts unter dem Aspekt des Ichimoku angesehen, Finonacci-Ziele geprüft .. so vieles, was ich bisher mit kritischer Distanz beinahe naserümpfend überheblich als "wenig nützlich" abgetan habe.
Schliesslich war meine Performance ja zufrieden stellend.
Deine Erläuterungen haben mich zu folgender Überlegung gebracht:

Wenn ich meine Monatsperformance wegen der besseren Analysen nur um ein halbes Prozent verbessern könnte ..
Wie würde es sich in fünf Jahren als Ergebnis darstellen ?

Ein halbes Prozent mehr klingt sehr bescheiden. - Rechnen wir nach:

Bisher bin ich mit meinen 5 % im Optionenkonto auf aktuell 40 Kilo gekommen - ausgehend von 12 Kilo vor zwei Jahren.

Weiter gerechnet macht das - Vorausgesetzt, die 5 % monatlich gehen so weiter - nach weiteren fünf Jahren (also 60 Monaten) ca. 750 Kilo
Spasseshalber rechne ich ein halbes Prozent drauf: also 5,5 % - dann landet man bei knapp einer Million !

Mir ist natürlich klar, dass diese Rechnung nicht ganz realistisch ist. immerhin macht es im Endeffekt mindestens zweihunderttausend Euro Differenz

Grund genug, sich mit Deinen offensichtlich sehr guten Analysen zu beschäftigen.
 

By the way: Kennst Du das Buch "Der Marschmellow Test " ? - Unbedingt lesen ! - Sehr passend zu genau diesem Thema.
Meine Zielvision hatte ich neulich genannt : Eine 470-er Catana  .. okay .. gebraucht natürlich ;-)

Auch wenn Du Dich von hier und diesem Thread verabschieden solltest:
Ich möchte Dir danken für all Deine Anregungen. Du hast bei mir ein Tor zu neuer Betrachtung der Märkte aufgestossen !

Auf das Ergebnis bin ich gespannt, wie ein Kind zu Weihnachten :)

Warranthändler und futures trader können über solche mickrigen Ergebnisse sicherlich nur müde lächeln - sie machen wesentlich höhere Gewinne.

Sei es ihnen gegönnt.

Bei mir jedenfalls hast Du eine richtige Faszination ausgelöst.

Liebe Grüsse
Don

Das augenscheinliche Desinteresse lässt mehrere Gründe vermuten.

 
Hallo plena

Ich habe Dein Experiment studiert, aber ich blicke überhaupt nicht durch. Im anderen Thread hast Du noch einen Chart mit Zeit-Fibos, aber darum geht es ja hier nicht, obschon es um zeitliche Werte geht. Ich verstehe schon nicht, warum die ersten 26 bars genau diese Spanne beinhalten, wo es dazwischen noch ein höheres Hoch gab als zu Beginn. Weiter schreibst Du, dass ab dieser Kerze der Kurs wieder gekreuzt wurde, aber ich verstehe nicht, was genau gemeint ist. Eventuell der Durchbruch über die gelbe Wolke?

Vielleicht kannst Du mir ein Bisschen Nachhilfe geben  :?

 
Don, das freut mich, ich gehe nicht weg, ich höre auf Charts zu posten die nicht gefragt sind.

 
Hallo plena

Ich habe Dein Experiment studiert, aber ich blicke überhaupt nicht durch. Im anderen Thread hast Du noch einen Chart mit Zeit-Fibos, aber darum geht es ja hier nicht, obschon es um zeitliche Werte geht. Ich verstehe schon nicht, warum die ersten 26 bars genau diese Spanne beinhalten, wo es dazwischen noch ein höheres Hoch gab als zu Beginn. Weiter schreibst Du, dass ab dieser Kerze der Kurs wieder gekreuzt wurde, aber ich verstehe nicht, was genau gemeint ist. Eventuell der Durchbruch über die gelbe Wolke?

Vielleicht kannst Du mir ein Bisschen Nachhilfe geben  :?
Hierhttp://go.guidants.com/start/?chart=1130570 einmal den Link zum Chart, so kannst du vergrössern ihn live anschauen etc.

Rest kommt gleich, ich hole mir dafür ein Glas Wein :)

 
@‌habi, die 26 Kerzen kommen von der Ichi-Einstellung: 9/26/52/26

26 Tage voraus + 26 Tage hinterher = 52 Tage Bemessungszeit

Der Chikou Span ist der Nachläufer, funktioniert ähnlich wie den Trendindikator, wichtig ist wenn er den Kurs kreuzt, da er hinterher hinkt ist der Kurs den er kreuzen soll sichtbar, somit reizt mich die besten Möglichkeiten heraus zu suchen wo er den Kurs kreuzen kann. Kennst du PSAR, ich mag den zum den SL nachziehen. Wenn dieser weit von Kurs weg ist, ist dies ein Zeichen für einen stabilen Trend.

Karin Roller ist Wolkenspezialistin, sie hat mich auf die Lieblings Einstellung 9/17/26 von Goichi Hosoda gemacht und dass er auch versuchte geeignete Zeitpunkte für Trendwenden zu erkennen und sie zieht den Hut wenn ich es schaffe :)

Eigentlich ist es ein perfektes Handelssystem, leider deuten viele die Signale nicht richtig, im Grunde gibt es 5 Signale welche gegeneinander aufgewogen werden.

Warum diese Kerze das ende vom Up-Trend sein könnte ist der steile Anstieg welcher eine grosse Gefahr für die Kreuzung des Kurses vom Chikou Span darstellt.

Ich habe vor Wochen einmal geschrieben, wenn die Indices wirklich nochmal ein neues Tief machen sollten, dann müsse das schnell passieren, denn sonst bleibe dem Chikou Span nichts anderes übrig als den Kurs zu kreuzen.

Es lohnt sich den Ichi genauer an zu schauen, vor allem mit deinem Wissen über Valu-Balance und EW, wenn du mal die Fibos nicht gerade setzten kannst die Wolkenkannten tun da gute Dienste.

Ich habe letzthin eine Docu gesehen, wo das Gesprächsverhalten von Frauen und Männern erläutert wurde, so ist klar Männer sind nicht multitaskingfähig und Frauen können schlecht genau auf Fragen antworten, ich sitzet jetzt da und frage mich habe ich den jetzt auf deine Frage geantwortet oder einfach viel drum herum?

Liebe Grüsse

 
Karin Roller ist Wolkenspezialistin, sie hat mich auf die Lieblings Einstellung 9/17/26 von Goichi Hosoda gemacht und dass er auch versuchte geeignete Zeitpunkte für Trendwenden zu erkennen und sie zieht den Hut wenn ich es schaffe :)
Eigentlich ist es ein perfektes Handelssystem, leider deuten viele die Signale nicht richtig, im Grunde gibt es 5 Signale welche gegeneinander aufgewogen werden.
Es lohnt sich den Ichi genauer an zu schauen, vor allem mit deinem Wissen über Valu-Balance und EW, wenn du mal die Fibos nicht gerade setzten kannst die Wolkenkannten tun da gute Dienste.

Ich habe letzthin eine Docu gesehen, wo das Gesprächsverhalten von Frauen und Männern erläutert wurde, so ist klar Männer sind nicht multitaskingfähig und Frauen können schlecht genau auf Fragen antworten, ich sitzet jetzt da und frage mich habe ich den jetzt auf deine Frage geantwortet oder einfach viel drum herum?

Liebe Grüsse
Hoi Plena,

Eigenlich sollte ich längst schlafen ..

Die Videos, Webinare und tägliche Analysen von der Karin Roller sind schon sehr faszinierend.
Unter diesen Aspekten habe ich den Markt so noch nicht betrachtet.

------

Habi's Volumen-Charts decken sich mit meinen Beobachtungen aus den Optionspreisen.
Vielleicht mit dem Unterschied, dass Habis Preise aus der Vergangenheit stammen, während die Optionspreise die Zukunfts-Erwartung vieler Marktteilnehmer widerspiegelt.
Mehr und mehr muss man den VIX Futures Bedeutung beimessen. Die elegante Absicherungsmöglichkeit grösserer Portfolios über Vix-Futures - Spreads nimmt immer grössere Ausmasse an.
In Zukunft wird es noch mehr werden, denke ich. Unbedingt beachten und beobachten.

----

Die sogenannte "Multi tasking-Fähigkeit" ist erstens Illusion, zweitens nicht geschlechtsspezifisch und drittens völliger Blödsinn.

Das Thema stammt aus den neunziger Jahren, kocht immer mal wieder hoch.
Inzwischen gibt es viel Arbeiten und Analysen, Untersuchungen und Dissertationen zu diesem Thema.
Ergbnis unisono:

Muli-Tasking als solches gibt es gar nicht !

Das menschliche Gehirn funktioniert ganz anders, als ein sezernierender Geist es annimmt.
Die Geschlechtsunterschiede bieten zwar Raum für journalistische Verallgemeinerungen - sind in Wirklichkeit jedoch marginal.

Fibo-Betrachtungen von Kursen scheinen aussagekräftig - schon deswegen, weil sehr viele andere es tun, und grosse Markt teilnehmer offensichtlich auch.
Im sinne einer Self-fulfillig prophecy macht es Sinn, seine Trading-Ziele daran auszurichten.
Stehe aber noch am Anfang dieser Betrachtungen. Immerhin sieht es viel versprechend aus.
'Cutting the edge' - könte sein, dass man deshalb ein winziges Stückchen mehr von der 'edge' herausschneiden kann :)

Danke

Don

 
Hallo Geier,

Danke für den Link.
Hab schon manches zu dem Thema gehört, aber dieser Vortrag und speziell die saubere Dokumentation macht Freude.
Bin gespannt, wie diese für mich "erneut neue" Betrachtungsweise sich in meinem Trading auswirkt.
Ich habe mir vorgenommen wieder ein Trading journal zu führen, und darin die Fibo- Betrachtung aufzuschreiben.
Retrospektiv wird man dann sehen, ob und was es gebracht hat.

Gruss
Don