Tagesvorbereitungen DAX

donblanco · 07. Nov. 2016

tradeaholic schrieb:
Viel Spass ind er Chaos Woche.

Danke für Deinen Beitrag.

Ich sehe eher das Chaos in der Spasswoche

Vorerst bin ich short. Der Poc von Donerstag wurde noch nicht abgeholt.

Da geht noch etwas nach unten

tradeaholic · 07. Nov. 2016

donblanco schrieb:
Da geht noch etwas nach unten

da bin ich mal gespannt... short covering erst shorten wenns fertig ist und so...

donblanco · 07. Nov. 2016

tradeaholic schrieb:
da bin ich mal gespannt.

bin längst wieder raus am Vormittag.

Nullrunde.

Hätte auf Dich hören sollen.

Gruss, Don

tradeaholic · 07. Nov. 2016

donblanco schrieb:
bin längst wieder raus am Vormittag.

Nullrunde.

Hätte auf Dich hören sollen.

Gruss, Don

Naja Gaps gehen in Beide Richtungen. Der ursächliche Grund für das GAP war aber short covering. Auch wenn der Ständer "unsichtbar" ist.

Short Covering nur shorten, wenn Du weißt was passieren kann.

Ich würde sogar erwarten, dass die Meisten Bewegungen diese Woche OTC gemacht werden und wir nur dumm zuschauen. Oder Du haust jeden Aben nen Straddle rein ^^

donblanco · 07. Nov. 2016

tradeaholic schrieb:
Oder Du haust jeden Aben nen Straddle rein ^^

Diese Trading-Strategie habe ich auch angedacht.

Blöd nur, dass die Prämien im Moment irrsinnig hoch sind.

Auch bei den Langläufern.

Jedenfalls im US Markt.

Eurex habe ich keine Daten in der TWS

tradeaholic · 07. Nov. 2016

donblanco schrieb:
Diese Trading-Strategie habe ich auch angedacht.

Blöd nur, dass die Prämien im Moment irrsinnig hoch sind.

Auch bei den Langläufern.

Jedenfalls im US Markt.

Eurex habe ich keine Daten in der TWS

joh das diese Woche überall astronomisch hoch... Da sollte man grad zur Strafe nix traden.

donblanco · 07. Nov. 2016

tradeaholic schrieb:
joh das diese Woche überall astronomisch hoch... Da sollte man grad zur Strafe nix traden.

"Normalwerweise" verkaufe ich weit entfernte Optionen mit 10-er Delta.

Für einen verkauften Call Strike 2200 im ES bekommt man nur 300 Dollar, aber die init. margin sind fast 8000 Dollar.

Irrsinniges Verhältnis 1: 25

Und das bei kurzlaufenden Dez. Optionen

Bei den Puts noch schlimmer

Verstehe daher nicht, dass so viele Forumsteilnehmer so horrend teure Warrants mit so geringer Erfolgswahrscheinlichkeit kaufen.

Wenn schon in diesen Zeiten (mit extrem hohen Preisen der Optionen) eine Richtung traden, dann würde ich doch Futures handeln oder CFD's.

Aber keine Optionen.

Und wenn schon Optionen, dann frühzeitig einsteigen mit Langläufern am Geld. Aber Kurzläufer und aus dem Geld ?

Kapiere ich nicht. Bin vermutlich zu doof für Warrants-Systematik

Vielleicht kann mir das einer erklären ?

tradeaholic · 07. Nov. 2016

donblanco schrieb:
Vielleicht kann mir das einer erklären ?

Weil die optisch billiger sind. Ich kauf immer am Geld, oder leicht aus dem Geld, dafür verkaufe ich (noch) nicht .p

Hab ich mal gemacht und gleich von Dir den Rüffel bekommen :mrgreen:

donblanco · 07. Nov. 2016

tradeaholic schrieb:
Weil die optisch billiger sind.

Don empfiehlt eine Brille

;-)

Leicht aus dem Geld ist okay - da kommt der Volaschub stärker zum Tragen, wenn es in die "richtige" Richtung geht.

tradeaholic · 07. Nov. 2016

donblanco schrieb:
Leicht aus dem Geld ist okay - da kommt der Volaschub stärker zum Tragen, wenn es in die "richtige" Richtung geht.

joh dick aus dem Geld macht ja keinen Sinn, da läuft der Index erstmal 100 Punkte bis die Kontrakte sich mal in den Wind neigen. Total sinnlos...

hab aber schon wieder vergessen, warum Index Puts VERKAUFEN böse ist...

Es war zu billig und ich hab den Put ner armen Sau verkauft .p Was war daran falsch?

nixx · 07. Nov. 2016

donblanco schrieb:
Und wenn schon Optionen, dann frühzeitig einsteigen mit Langläufern am Geld. Aber Kurzläufer und aus dem Geld ?

Einzige was ich momentan noch machen würde sind Put- oder Call-Spreads sofern die Skewness oder der Vola Smile stark ausgeprägt ist. Dann hast das Long Leg sogar noch etwas billiger, cappst allerdings den max P&L. Jetzt noch einsteigen auf einen bekannten Catalyst hin und somit dafür viel bezahlen... :rolling:

tradeaholic · 07. Nov. 2016

nixx schrieb:
Einzige was ich momentan noch machen würde sind Put- oder Call-Spreads sofern die Skewness oder der Vola Smile stark ausgeprägt ist. Dann hast das Long Leg sogar noch etwas billiger, cappst allerdings den max P&L. Jetzt noch einsteigen auf einen bekannten Catalyst hin und somit dafür viel bezahlen..

aeh.... WTF ?

Ich versteh nur Bahnhof

Bitte üerbsetzen!

donblanco · 07. Nov. 2016

nixx schrieb:
Einzige was ich momentan noch machen würde sind Put- oder Call-Spreads

Ja, habe ich auch in Erwägung gezogen.

Beispiel ein Bear Call Spread von 2190 bis 2040

Als Short/Seitwärts Strategie gar nicht schlecht, aber ich sitze schon mit dickem Short-Fass im Bus.

Will keins mehr draufsatteln.

Auf der Put-Seite bringt er wenig, bzw. Risiko zu hoch.

Und im wirlichen Krisenfall bekommt man sie nicht mehr richtig gerollt.

tradeaholic · 07. Nov. 2016

donblanco schrieb:
bin längst wieder raus am Vormittag.

Nullrunde.

Da hst Du es aber ernsthaft voll drauf gehabt. Die Meisten haben heute Geld verloren. Zieh Dir das hier mal rein:

Der Wahnsinn, ich wüsste gerne was die Kollegen hier dazu meinen ^^

donblanco · 07. Nov. 2016

Don's Poc gefällt mir am besten

;-)

tradeaholic schrieb:
Ich versteh nur Bahnhof

Bitte üerbsetzen

Mach ich gelegentlich, im Don-Thread mit seinen Optionen.

tradeaholic · 07. Nov. 2016

donblanco schrieb:
Mach ich gelegentlich, im Don-Thread mit seinen Optionen.

Bin mal gespannt ob deine SKEWNESS mich zum SMILEN bringt, wenn Du das LONG LEG erklärst und den fetten P&L präsentierst.

Der CATALYST ist bestimmt nicht zu verachten.

Sorry @nixx ich bin zu doof dafür

nixx · 07. Nov. 2016

:?

Skewness usw. hier am Beispiel Put auf SPY

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

Optionen werden zügig teurer weiter Out of TM. somit Long Leg1 (Put näher ATM) und Short Leg2 (weiter OTM) um so das Vega und Theta etwas zu neutralisieren. Ziel wäre somit ein Fall bis zum tieferen Strike und da entweder schliessen oder auslaufen lassen. P&L pro Option ist dann Differenz Strikes - Kosten, darum Capped. Ein Smile haben wir nicht, die Calls sind nicht so stark nachgefragt, darum ist die Implied Vola nur gegen unten erhöht => Hedging usw. => daher würde Don's Short Callspread eher Sinn machen oben. Bei einer Krise wirds dann wertlos ausgebucht.

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

Wollte dies nur kurz reinwerfen um aufzuzeigen, dass es Möglichkeiten gibt die bereits angestiegene Vola bzw. den positionierten Markt zu nutzen, falls man eine direktionale Meinung hat. Dies kommt halt mit gewissen Kosten (Capped P&L, und anderen).

Don und ich könnten mit diesen Themen endlos weiter machen, gehört aber nicht so hier rein

Überlasse das auch gerne dem Don, er strukturiert alles so schön.

Catalyst = Auslöser, für Bewegung. Ein bekannter Auslöser der wie Earnings usw, welcher für Vola sorgen wird lässt die implied Volas steigen und die Optionen teurer werden. Darum macht es nicht viel Sinn kurz vorher noch gross long Optionen zu gehen. Schon gar nicht Warrants.

tradeaholic · 07. Nov. 2016

nixx schrieb:
Skewness usw. hier am Beispiel Put auf SPY

Super, danke Dir. Muss ich mal bei euch in die Lehre ^^

donblanco · 07. Nov. 2016

tradeaholic schrieb:
Muss ich mal bei euch in die Lehre ^^

Kein Problem.

Kannst gern auf mich zukommen.

Ist leider viel Fleissarbeit.

Aber das ist Dir ja nicht fremd

Die Sache ist eher .. ein emotionales, bzw. charakterliches Ding. Eine Typfrage.

Short Options trading geht über einen Zeitraum von Wochen.

Wer lieber schnelles Trading macht und den kurzen time frame liebt, der kann sich nur schwer umstellen.

Ich habe damals lange gebraucht, eine relaxte Haltung zu erarbeiten.

Inzwischen habe ich sie.

Vielleicht zu viel ---

tradeaholic · 08. Nov. 2016

Keine Ahnung was der Dax machen will. Open ist unchanged, in range, in value.

Unten ist weniger los wie oben. High Low und Poc gestern sind die Referenzen für heute. Drauf achten wie sich Value verschiebt, mehr kann man nicht machen.

Tagesvorbereitungen DAX

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