Korrektur im Bullenmarkt oder Trendwende?

cello

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26. Dez. 2011
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In den letzten zwei Wochen war einiges los an den Aktienmärkten. Die Volatilität ist mit Karacho nach oben gesprungen.

Was denkt ihr wie es weitergeht. Ist das nur eine Korrektur im Bullenmarkt? Oder befinden wir uns am Anfang einer Trendwende?

Ich denke, dass die hohe Volatilität uns noch eine Weile begleiten wird. Die erste Schockwelle ist jetzt mal vorbei. Doch es werden weitere folgen. Ich gehe davon aus, dass wir uns in den nächsten Monaten im Bereich der letzten zwei Monate auf und ab bewegen werden. Es wird also ein unangenehmes hin und her - zumindest für Akteure die gerne einem klaren Trend folgen. Solche Zeiten beinhalten aber auch grosse Chancen.

Nach diesem Seitwärtsgeschiebe erwarte ich nochmals eine Welle nach unten, welche noch etwas weiter korrigieren wird als diese Schockwelle letzte Woche. Damit rechne ich aber erst im 2016 oder sogar erst im 2017. Diese Korrektur wird dann nochmals eine wunderbare Chance bieten um langfristig in Aktien einzusteigen. Denn danach wird der Bullenmarkt weitergehen.

In etwa so stelle ich mir das vor:

SPX_Bull Correction_weekly_20150828.PNG

Schlussendlich wird es eh anders kommen :D

Aber meine Votum ist klar -> Korrektur im Bullenmarkt

 
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Was denkt ihr wie es weitergeht. Ist das nur eine Korrektur im Bullenmarkt? Oder befinden wir uns am Anfang einer Trendwende?
Ich möchte mich da nicht festlegen. Am Besten aus meiner Sicht ist verfolgen, was weiter passiert und daraus die Schlüsse ziehen. Beim ES / SPX sehe ich es momentan so: Wir haben oben eine Top-Zone so ab ca. 2050 oder ein wenig tiefer bis zum ATH. Unten ein starkes Reversal im Bereich 1850 mit einer drei-Tages Range von ca 100 Punkten. Beide erachte ich als starke Support- respektive Resist-Zonen. Dazwischen kann alles passieren und gibt keine Antwort auf Deine Frage. Ich warte jetzt einfach mal ab, wie sich die Sache weiterentwickelt.  Aus Deinem Chart ist ersichtlich, dass der letzte Einbruch etwas stärker war als noch Ende 14, die Nervosität nimmt also etwas zu.

 
Aus Deinem Chart ist ersichtlich, dass der letzte Einbruch etwas stärker war als noch Ende 14, die Nervosität nimmt also etwas zu.
Das ist sicher mal gute Erkenntniss. Ich finde es immer wieder faszinierend, wie schnell und dynamisch es nach unten geht, wenn mal ein paar wichtige Supports fallen. Jeder, der schon länger an der Börse ist, kennt dieses Phänomem. Trotzdem ist es fast unmöglich den richtigen Zeitpunkt zu erwischen, um auf solche Abstürze zu setzen.

Per Donnerstag letzter Woche kam auch noch das Death Cross Signal vom SPX. http://www.nzz.ch/finanzen/aktien/todeskreuz-im-sp-500-index-1.18605986

SPX_daily_Death Cross.PNG

Es ist wohl langsam Zeit um wieder einzusteigen :razz:

 
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Hoi Marcello,

Dir war klar, dass der Don darauf eine Replik schreiben muss ?
Frage:
In welches Postauto willst Du einsteigen ?
Aktienbus ?
Novartis Shuttle ?
Meyer-Burger-Bus ?
Subway-to-hell-bus ? - Achtung: Am Londoner Finanzplatz heisste es wie überall in dieser Horror-Stadt: Mind The Gap !!

Man muss nirgends "einsteigen" sondern darf getrost sitzenbleiben - Der Weihnachtsmann mit dem Vola-Geschenk war schon da :)
Unterm Tannenbaum liegen die XIV-Pakete und auf den Zweigen brennen die Lichter .. Auch wenn es die Hüte der Bullen sind.
Süsser die Glocken nie klingen .. als zu der Zeit, wo man den XIV für fast zwanzig Dollar bekommt ...
Traderweihnacht !!

Du weisst ja, dass ich Vola handle und dazu unverständliche Produkte benutze, wie VXX, oder XIV und so weiter. Diese Trading-Instrumente sind noch vier Abstraktionsstufen oberhalb der Futures.

.. Das mit den Abstraktionsstufen sollte ich gelegentlich erläutern .. falls es irgendjemanden interessiert (???)
by the way: Gruss an Kurt !

Zurück zu Deinem Post.

Aus Deinem Chart ist ersichtlich, dass der letzte Einbruch etwas stärker war als noch Ende 14, die Nervosität nimmt also etwas zu.
Das ist sicher mal gute Erkenntniss. Ich finde es immer wieder faszinierend, wie schnell und dynamisch es nach unten geht, wenn mal ein paar wichtige Supports fallen. Jeder, der schon länger an der Börse ist, kennt dieses Phänomem. Trotzdem ist es fast unmöglich den richtigen Zeitpunkt zu erwischen, um auf solche Abstürze zu setzen.

Per Donnerstag letzter Woche kam auch noch das Death Cross Signal vom SPX. http://www.nzz.ch/finanzen/aktien/todeskreuz-im-sp-500-index-1.18605986

Anhang anzeigen 10431

Es ist wohl langsam Zeit um wieder einzusteigen :razz:
Eben nur "fast" unmöglich !

Hier die Fakten:

1. Seit Monaten gibt es eine Distributionsphase, in welcher die Institutionellen sukzessive ihre Positionen abbauten und in andere Assets wechselten.

Woran konnte man das erkennen ?
Der Markt stieg an, schnellte aber immer wieder zurück. Stieg erneut, fiel zurück. Die Volumina im Anstieg verringerten sich. Die Volumina in den downmoves wurden etwas grösser. Das aber war gar nicht so offensichtlich.
Der wahre Abverkauf lief im Hintergrund ab über grossvolumige Optionspositionen. Der alleinige Blick auf die Futures-Charts oder auf Indices reicht bestenfalss zum Tellerrand.
Habi geht einen Schritt weiter und er betrachtet zusätzlich die vertikal grafisch dargestellten Volumina auf bestimmten Strikes.
Gleichwohl ist und bleibt es ein Blick nach "hinten" und bleibt ein Versuch, daraus die Fahrtrichtung für die Zukunft vorauszusagen.

(Habi wird es mir meine provokante Art nachsehen .. )

Ein weiterer Trick der "Grossen" sind die Earnings-Termine. In einem übergeordneten (oder erwarteten ) Bärenmarkt werden bereits Wochen vorher über die Presse und die Analüsten positive Nachrichten verbreitet - Banken und Analysten stufen die Aktie herauf auf "strong buy" oder "outperform" und so erscheint es dann in allen Zeitungen und am nächsten Tag sogar in Form von Perry's täglichem Briefing allmorgendlich auch hier im Forum.
Kurz vor den Earnings werden die Kurse hochgekauft, zeitgleich massiv tiefe Putoptionen  aufgebaut.

Beipiel: Disney
Ein Alltime High jagte das nächste - der Anstieg war Schwindel erregend. Alle (ausnahmlsos alle !) Analysten und Komentare schrieben etwas von "outperform" und Kursziel von 137 Dollar.
Die horrenden Werte der Open Interest in den Puts bei Strike 100 sprachen eine ganz andere Sprache. Wer Ohren hatte und Augen, der hat Disney verkauft.
Ich auch. Muss aber gestehen, dass ich zu früh wieder eingestiegen bin.
Über Monate wechselten Assets von "starken Händen ind schwache Hände", wie Altmeister Kostolany es einmal formulierte.
Woran konnte man es noch erkennen ?

- Die Anzahl der verkauften Werte im Vergleich zur Anzahl der ge-kauften Werte
- Die Menge der Ver-kauften Werte im Verglaich zur Menge der ge-kauften Werte ..
Im Macclallen Index ist das sehr schön sichtbar.

Der Vergleich der Historischen Vola und der Impliziten Vola
Hier ein Kommentar von den Jungs bei Ivolatility vom 22. Juni diesen Jahres, zur Einschätzung, dass an den Börsen apokalyptische Reiter mit vollem Tempo auf uns zu galloppieren:

http://www.ivolatility.com/roller/page/trader?entry=volume_15_issue_25_br

Ein weiterer Hinweis war der Indikator von Steve Lentz, der die (vorausschauende) Implizite Vola in den Vergleich mit der historischen Vola und dem gleitenden Durchschnitt setzt:

Klares Signal im Juli, keinerlei Long Trades anzudenken !lentz_1.JPG
 

Jetzt der Mac Clellan Index

Macclellan.JPG
Hier sieht man, wie der breite Markt abverkauft wurd und trotzdem blieb der Index oben.
Vile läuft eben über die Futures.

Eine andere Darstellung geht mit Hilfe der Bollinger, wie ich sie für Futures Spreads Trading nutze.
Ein Short Signal im S&P am 10. Juli !
Das Sinal bedeutet nicht, dass man sofort shorten soll - es ist ein Warnhinweis, keine Long Positionen aizugehen, solange kein gegenteiliges Signal kommt, sondern "das Pulver trocken" bereit zu halten, wenn es abwärts geht und dann die Vola zu verkaufen.

es.PNG

Diese Technik benutzte ich generell für Einstiege oder Trendwechsel in Futures Spreads.

Reicht erstmal, oder ??

Gruss
Don

 
Eben nur "fast" unmöglich !

Hier die Fakten:
Interessante Fakten, danke!

Und trotzdem ist auch dies ein Blick in die Vergangenheit. Klar weiss man jetzt im Nachhinein die Signale vom Juli/August richtig zu deuten. Ich bleibe dabei: Das richtige Timing um auf solche Downmoves zu setzen ist nahezu unmöglich. Nur schon rein statistisch gesehen. Die meiste Zeit steigt die Börse. Die Zeitspanne in der sie fällt ist sehr dünn. Dafür ist die Dynamik viel grösser. Das reizt natürlich. Aber eben...

Trotzdem waren in den letzten Monaten einige Signale alarmierend. Das sehe ich auch so. Leider habe ich es nicht entsprechend umgesetzt.

Auch du hast noch eine Woche vor diesem kleinen Crash nicht daran geglaubt ;-)

 
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hi Marcello,

Ich habe nicht erwartet, dass im dritten Jahr des Präsidentshcaft es tatsäclich zu einem veritablen Crush kömmen würde, weil es bisher nur zwei Ausnahmen gegeben hätte .. (so ähnlich hatte ich es formuliert )
In diesem Sinne habe auch ich nicht die Fakten getradet, sondern mein Vorurteil und meinen -selbstverschuldeten - eingeschränkten Horizont.
Es töstet nicht, dass ich kein Einzelfall bin.
Immerhin habe ich extrem viel daraus gelernt.
Täglich hab ich ein Lern-Video angesehen, z.b. Alan Ellman, oder Dough-TV mit ihren TastyTrade Sendungen
Meine Empfehlung: Unbdingt ansehen !

Auf deutsch gibt es recht wenig. Jens Rabe tut sich positiv hervor.
Wer sich mehr mit Optionen beschäftigen möchte, sollte seinen YouTube Kanal ansehen.
http://www.optionsstrategien.com/
Dort findet man einen guten Eistieg in die Thematik.
Für jene, die sich bereits gut auskennen:
https://www.youtube.com/watch?v=xkVpYuNutzQ

https://www.youtube.com/user/BlueCollarInvestor

Ist das unerlaube Werbung ?

Übrigens: der Lentz-Vola-Indikator blickt nicht in die Vergangenheit, sondern er beziejt insbesondere die prospektive Haltung der Investoren ein, mit Hilfe der impliziten volatilitäten der S&P Optionen.
Weiteres gilt für die Betrachtung des VIX und dessen Derivate und Differenz-Derivate (XIV, VXX etc.)

Gruss
Don

 
In diesem Sinne habe auch ich nicht die Fakten getradet, sondern mein Vorurteil und meinen -selbstverschuldeten - eingeschränkten Horizont.
Es töstet nicht, dass ich kein Einzelfall bin.
Immerhin habe ich extrem viel daraus gelernt.
Naja, normales meschliches Verhalten halt. Die Kunst ist es dieses Verhalten auszuschalten und kaltblütig ohne Emotionen die Fakten bzw. die Strategie zu traden. Ich denke, dir gelingt das normalerweise ganz gut.

Ich habe in den Jahren wo ich die Börse verfolge gelernt, dass solche schnellen Crashs meisten aus dem nichts kommen. Sprich es sind keine wirklichen News da, welche diese Reaktion auslösen. War ja dieses Mal auch wieder so. Zuerst haben wir den Griechensalat, welcher breit durch die Finanzmedien geschleickt wird, die Börsen reagieren kurz und dann kommt schon wieder der Rebound. Einige Wochen später als sich die Sache wieder beruhigt hat und keiner mehr mit dem Crash rechnet, kommt er plötzlich aus dem nichts. Ist doch immer wieder das gleiche Spiel :cool:

 
Klar ist: Im gelben Rechteck ist ein Impuls und im blauen eine Korrektur.

Die Frage ist was ist das in grünen Rechteck, klar ein Impuls, nur welcher. Der Impuls der A der 4, dann gibt es noch ein Tief, insofern die 5 nicht versagt.

Es könnte aber auch die 1 der 5 sein, dann sahen wir das Tief schon.

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Wenn ich mir den Monatschart ansehe, dann würde ich diese Variante bevorzugen, ich kann genau so gut im ATH fertig zählen.

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Klar ist: Im gelben Rechteck ist ein Impuls und im blauen eine Korrektur.

Die Frage ist was ist das in grünen Rechteck, klar ein Impuls, nur welcher. Der Impuls der A der 4, dann gibt es noch ein Tief, insofern die 5 nicht versagt.

Es könnte aber auch die 1 der 5 sein, dann sahen wir das Tief schon.
Wenn das gelbe Rechteck die 3 ist, dann müsste man wissen, wie Du die 1 und die 2 zählst. Wird man vermutlich hinkriegen,  wenn man die Bewegung vom 20.-27. Juli als 1 nimmt.

Wenn grün ein Impuls ist, dann muss nach der blauen Korrektur nochmals ein Impuls nach oben kommen, sonst gibt es als Ganzes keinen Dreier. Beim oberen blauen Pfeil gibt es mit Sicherheit eine 1-4 Überschneidung, was gemäss Eliott nicht erlaubt ist. Beim unteren blauen Pfeil kommt es drauf an, wie man die Bewegungen vor dem gelben Rechteck zählt

Bei der gelben Variante müsste man das grüne Viereck als ZigZag zählen, eine  alleinige 5-er Welle als Korrektur gibt es nach Elliott nicht.

 
Wenn ich mir den Monatschart ansehe, dann würde ich diese Variante bevorzugen, ich kann genau so gut im ATH fertig zählen.
Wenn diese Variante aktiviert ist, dann kommt es ganz dick.  Es wäre erst die Welle a eines ZiZag. Wenn dieses beendet ist, müsste nach einer Welle b noch einmal ein Impuls oder zumindest ein EDT nach unten folgen. Das wären dann Kurse klar unter 10'000

 
hi habi,

Letzlich ist doch völlig egal, wohin es geht. Solche Spekulationen mögen ganz nett sein und gewisse Szenarien aufzeigen.
Die Richtung ist nicht vorhersehbar.
Die entscheidende Frage ist:
Auf welche Weise gedenkst Du/Ihr daraus Gewinn zu ziehen ?

Für bedeutet es eines: Die Vola bleibt hoch . Zwischenzeitliche Vola-Rückgänge kann man für Gewinnmitnahmen in den XIV's nutzen.
Ansonsten sind es Traum-Zeiten für Short Optionen.
 

Meine Frage:
Wie positioniert sich ein direktionaler Trader für die genannten zwei Szenarien ?
Wo last Ihr Euch short einstoppen und wann ?
Wo lasst ihr Euch long einstoppen und wann ?

und so weiter.

Gruss
Don
 

 
Klar ist: Im gelben Rechteck ist ein Impuls und im blauen eine Korrektur.

Die Frage ist was ist das in grünen Rechteck, klar ein Impuls, nur welcher. Der Impuls der A der 4, dann gibt es noch ein Tief, insofern die 5 nicht versagt.

Es könnte aber auch die 1 der 5 sein, dann sahen wir das Tief schon.
Wenn das gelbe Rechteck die 3 ist, dann müsste man wissen, wie Du die 1 und die 2 zählst. Wird man vermutlich hinkriegen,  wenn man die Bewegung vom 20.-27. Juli als 1 nimmt.

Wenn grün ein Impuls ist, dann muss nach der blauen Korrektur nochmals ein Impuls nach oben kommen, sonst gibt es als Ganzes keinen Dreier. Beim oberen blauen Pfeil gibt es mit Sicherheit eine 1-4 Überschneidung, was gemäss Eliott nicht erlaubt ist. Beim unteren blauen Pfeil kommt es drauf an, wie man die Bewegungen vor dem gelben Rechteck zählt

Bei der gelben Variante müsste man das grüne Viereck als ZigZag zählen, eine  alleinige 5-er Welle als Korrektur gibt es nach Elliott nicht.
Hi habi

Wirklich schade, dass du nicht zum Treffen kommst, ich hätte dich sehr gerne kennen gelernt. 

Eine 0815-Bewegung ist dies wirklich nicht, ich hatte einmal eine Diskussion in einem EW-Forum, wo es darum ging, wer den eine Crash zählen kann, im Grunde, jener der die C=3 erkennt, also es gibt viele 1-2 und X, doch traden will ein EWler die C/3.

Also wenn die 4 keine sein kann da sie sich mit der 1 kreuzt, was ist sie dann:)

Mein grösstes Handicap ist die Suche nach Tiefs oder Hochs, du hast bei WTI geschrieben, wo einsteigen, guter Einwand. Im Grunde einfach, dann wenn sich ein Impuls im Rahmen einer B korrigiert hat.

Du scheinst den Trend zu erkennen, da  hinkst du etwas hinterher, es ist bodenständig und die Erfolgsquote ist gut.

 
Hallo habi,

Das wäre zum Beispiel eine Möglichkeit.

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Hallo Don

Das ist EW in der Grundstufe, da geht es nicht um Mathematik, sondern um psychologisches Verhalten der Masse.

Da schreibst du immer wieder, du möchtest etwas darüber lernen, doch macht es nicht den Anschein, dass du dafür offen genug bist. Egal nach welchen Grundlagen versucht wird eine Kursprognose zu stellen, es sind immer NUR Spekulationen. Ich persönlich habe sehr lange EW nicht verstanden, doch war von den Ergebnissen deren die es konnten immer wieder beeindruckt. Unterdessen habe ich gelernt EW für mich so zu nützen, dass es mit meinen diversen Indikatoren harmoniert, das Ergebnis liegt auf der Hand.

Ganz banal könnten die verschiedenen Wellen so angeschaut werden.

Bei einem Impuls:

Die Trendsetter sind verantwortlich für die Welle 1.

Die Ungläubigen, Naiven für die Welle 2.

Die Masse für die 3.

Die Ungeduldigen für die Welle 4.

Die Letzten, am Markt auch als sogenannten Hausfrauen beschmunzelt, für die 5.

Bei einer Korrektur:

Die Ängstlichen für die A.

Die Beharrlichen für die B.

Die Masse für die C.

Wer also clever ist, wartet ab, bis die Ungläubigen oder Beharrlichen eingedeckt sind und versucht mit der Masse mit zu gehen, am sichersten lässt man sich in die Welle 3/C ein stoppen wenn sie über die 1/A hinausgeht, den SL wird unter dem Letzten Hoch/Tief gesetzt, damit kein unnötiges Risiko eingegangen wir, denn es sind nur Spekulationen.

Liebe Grüsse

plena

 
Wenn ich mir den Monatschart ansehe, dann würde ich diese Variante bevorzugen, ich kann genau so gut im ATH fertig zählen.
Wenn diese Variante aktiviert ist, dann kommt es ganz dick.  Es wäre erst die Welle a eines ZiZag. Wenn dieses beendet ist, müsste nach einer Welle b noch einmal ein Impuls oder zumindest ein EDT nach unten folgen. Das wären dann Kurse klar unter 10'000
Hi habi,

Ein Motivwelle zählt 1-5 eine Korrekturwelle A-C.

Du scheinst wie ich auch von allem ein bisschen zu mögen :)

Liebe Grüsse

plena

 
Eine 0815-Bewegung ist dies wirklich nicht, ich hatte einmal eine Diskussion in einem EW-Forum, wo es darum ging, wer den eine Crash zählen kann, im Grunde, jener der die C=3 erkennt, also es gibt viele 1-2 und X, doch traden will ein EWler die C/3.
Hi plenaspei

Ich habe mich mal instensiv mit EW beschäftigt. Lisa war einst eine anerkannte Grösse als EW-Spezialistin, vielleicht hast Du auch schon von Ihr gehört. 

Du sprichst die grosse Problematik der Bewegung vom 18.-24.8. an. Solche Bewegungen sind immer ganz schwierig zu zählen. Ab dem 20.7. bringt man das einigermassen hin, aber mit der ganzen Seitwärtsbewegung davor wird es extrem schwierig.  Jetzt könnte man noch eine 5 erwarten, weil aber die Bewegung am 24.8. so gross war und das Reversal ebenso stark sind die Chancen gut, dass wir es mit einer verkürzten Welle 5 zu tun haben. Die ganze EW-Theorie ist so komplex und zudem zeitaufwendig, dass ich es etwas zurückgestellt habe. Der ganze Mechanismus mit Impuls und Korrektur, oder Action - Reaction hat für ich immer noch eine grosse Bedeutung.

Gehen wir den Verlauf nochmals kurz durch. Wir hatten im grünen Kasten eine impulsive Bewegung nach oben gefolgt von einer impulsiven Bewegung (roter Kasten) nach unten. Wäre nicht das ganze Seitwärtsgeplänkel davor könnte man sagen, einer letzten Impulswelle nach oben folgte eine erste Impulswelle nach unten. So bin ich aber eher davon ausgegangen, dass es noch etwas weiter nach oben geht, zumal das grüne Viereck nicht zu 100% retraced wurde. In der Nachbetrachtung lässt sich einfach sagen, dass man einen Short im oberen Bereich der blauen Konsolidierung hätte plazieren können mit einem Stop entweder über dem dunkelroten Bereich oder über dem ATH. Ich wage nun zu behaupten, dass man nicht mit einer derart starken Bewegung nach unten rechnen konnte, auch wenn man es nie ausschliessen kann.

Das Analysieren ist das eine, es zu traden und den Mut zu haben es zu traden wenn man die nachfolgende Bewegung noch nicht sieht ist eine viel delikatere Aufgabe.

Snap1.png

 
Mein grösstes Handicap ist die Suche nach Tiefs oder Hochs, du hast bei WTI geschrieben, wo einsteigen, guter Einwand. Im Grunde einfach, dann wenn sich ein Impuls im Rahmen einer B korrigiert hat
Das Tief bei WTI war wirklich nicht einfach zu finden. Die impulsive Bewegung Ende 24.8. Anfang 25.8. war nur eine untergeordnete, dass es danach gleich so hoch geht konnte man auch nicht unbedingt erwarten. Deine Einschätzung mit einer 5-er Welle nach unten war ja richtig nur ging die v der 5 etwas weiter nach unten als von Dir gedacht. Oft geht es nach einer ersten nenneswerten Gegenbewegung nochmals unten, das war hier auch nicht der Fall

 
Hi habi

Das Elliott Wave booklet von Lisa Contiu habe ich gelesen :)

Ich bin der Meinung,  wenn einer seriös traden will kommt er an einem Grundwissen von EW nicht vorbei, ich bin keineswegs eine Spezialistin. Mir hilft EW zum ein und aussteigen, die Richtung erkenne ich damit nicht. Doch sind MOB-Marken schon eine sehr grosse Hilfe.

Auf Grund der Fibomarken und mit etwas EW-Wissen lässt sich auch ein vernümftiges Moneymanagement planen, was ich noch viel wichtiger finde wie den Prozentsatz der Gewinntrades zu optimieren. Leider wird darüber viel zu wenig geschreiben

Der Mt. Chart oben basiert nicht auf EW sondern auf meinen Indikatoren, von denen schreibe ich hier seit April.

 
Auf Grund der Fibomarken und mit etwas EW-Wissen lässt sich auch ein vernümftiges Moneymanagement planen, was ich noch viel wichtiger finde wie den Prozentsatz der Gewinntrades zu optimieren. Leider wird darüber viel zu wenig geschreiben.
Habe in diesem Zusammenhang grad diesen gefunden, gefällt mir ganz gut:

Man kann Geld verdienen, ohne Recht zu haben. Man kann aber auch keinerlei Geld verdienen, obwohl man Recht hatte! Am wichtigsten ist jedoch, möglichst wenig Geld zu verlieren – egal, ob man Recht hatte oder nicht! 
 
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