Optionen, Optionsscheine, Mini Futures

t15 · 18. Sep. 2015

Starky108 schrieb:
.... und dann kommt die neue Währung....

Bin eigentlich deiner Meinung... aber ich denke zuerst wird nochmals richtig Geldgedruckt. Also alles was wir bisher sahen ist nix... es wird noch "besser".

Leiden werden die "normalen" Menschen die eh nicht viel haben, Jobs werden verlagert Immobilien und Land wird unbezahlbar... und die Kurse steigen weiter... obwohl wenn man nix gemacht hätte vor fast 10Jahren hätte man "Heute" die Rezession vorbei, Krise überstanden und würde besser da stehen... wie MF schon sagte wir arbeiten zurzeit an der Fallhöhe ;-) *leider*

freak · 18. Sep. 2015

tja das wars dann wohl mit meinem call :-(

Obwohl MACD auf dem SMI sieht nicht schlecht aus, gibt es eine zuverlässige Methode. um die Trendwende zu erkennen?

Starky108 · 18. Sep. 2015

ja t15 so sehe ich das auch....

Nun zu heute vörbörse sieht eher nach verkauf aus....Aber Hexensabatt ACHTUNG

gestern wurde die Zone 10320/350 schön angelaufen, dann kamm das grosse sell off ;-)

es bleibt spannend

Meerkat · 18. Sep. 2015

Meerkat schrieb:
Meerkat schrieb:

Macht jemand einen SMI Forecast für morgen?

Zum Vergrößern anklicken....

-0,9% :mrgreen:

Gut gemacht. Dank dir hab ich mit meinem SMI Put gut geschlafen.

Chreguw · 18. Sep. 2015

Kaqufpreise!

Starky108 · 18. Sep. 2015

yeeb ami futs stehen fest wollen nach oben

aussie · 18. Sep. 2015

Hallo zusammen,

Ich brauch mal eure Unterstützung:

bin z.zt mit EK 0.23 bei PGHFF dabei und rechne mit weiter steigenden Kursen bei PGHN. Gem. Warant Chooser von SQ müsste ich eigentlich nun auf UIPGH wechseln um die Laufzeit zu verlängern (PGHFF 12/15, UIPGH 6/16). Wann ist denn der beste Zeitpunkt dafür, wenn ich von weiterhin steigenden Kursen ausgehe (auch in den nächsten Monaten). Der Warrant Chooser verwirrt mich total, da ich eigentlich davon ausgehe, dass ich jetzt noch in PGHFF bleiben sollte und erst so spät wie möglich umschichten sollte. Die Modellierung mit WC sagt aber, dass ich schon bei kleinen Kurssteigerungen von PGHN mit UIPGH den grösseren Gewinn hätte als mit PGHFF - obwohl die Griechen eigentlich das Gegenteil aussagen? - Kann jemand meine Verwirrung lösen?

Thx - Aussie!

Starky108 · 18. Sep. 2015

scheint so als ob jemand nicht möchte das der dax inte 10100 fällt :sad: ....langsam denke ich das wir heute noch ziemlich hoch rauf klettern

oder er wird einfach eingeklemmt zwischen 10100 und 10140..1030 abwarten

plenaspei · 18. Sep. 2015

plenaspei schrieb:
AW: börse aktuell 16.09.20152015 16.09
Hallo
Ich versuche es das nächste Mal übersichtlicher zu gestallten, die 10145 passt nicht mehr, da es heute Morgen nicht direkt zur 1021x gelaufen ist. Dadurch wurde die Bewegung schwieriger zu zählen und die Eintrittswahrscheinlichkeit wird dann auch geringer. Im 5min. habe ich vom heutigen Hoch bis 10213 die A, als 1-2, dann 1-5 mit Erweiterung in Welle 3, die B hat Armin im Webi getradet, übergeordnet bin ich wie Du auf die 10171 gekommen, doch wenn es dabei bleibt dann sieht das nicht schön aus, zumindest im 5min. Chart, da fehlt eine C, gut bis 10135, 10087 (10009).
Im Moment sieht es aber nicht so aus als ob die 10135/10087/10009 noch kommen würde, ich muss mich um meine Familie kümmern und werde vieleicht später nochmals Zeit finden.

die 10009, könnten evt. ein Long Einstieg sein, Frau Yellen und die Hexen machen es mir wirklich nicht einfach.

Starky108 · 18. Sep. 2015

Mann/Frau sollte auch an solchen Tag einfach nichts traden

k:

Starky108 · 18. Sep. 2015

long bei 1017 erwischt mal sehen

Meerkat · 18. Sep. 2015

Wenn sich die Sache bewegt, ist es doch erst interessant ...

Sonst noch jemand mit dabei auf der SMI-Talfahrt?

Starky108 · 18. Sep. 2015

Wenn sich die Sache bewegt, ist es doch erst interessant ...

Sonst noch jemand mit dabei auf der SMI-Talfahrt?

Nach Übertreibungen erfolgen Übertreibungen auch us futs sehen ziemlich stabil aus...soweit...sonst wird es halt ein scalp

Meerkat · 18. Sep. 2015

bin z.zt mit EK 0.23 bei PGHFF dabei und rechne mit weiter steigenden Kursen bei PGHN. Gem. Warant Chooser von SQ müsste ich eigentlich nun auf UIPGH wechseln um die Laufzeit zu verlängern (PGHFF 12/15, UIPGH 6/16). Wann ist denn der beste Zeitpunkt dafür, wenn ich von weiterhin steigenden Kursen ausgehe (auch in den nächsten Monaten). Der Warrant Chooser verwirrt mich total, da ich eigentlich davon ausgehe, dass ich jetzt noch in PGHFF bleiben sollte und erst so spät wie möglich umschichten sollte. Die Modellierung mit WC sagt aber, dass ich schon bei kleinen Kurssteigerungen von PGHN mit UIPGH den grösseren Gewinn hätte als mit PGHFF - obwohl die Griechen eigentlich das Gegenteil aussagen? - Kann jemand meine Verwirrung lösen?

Wllkommen im Klub, aussi

Ich würde im DP-Simulator für die zwei OS ein paar Eckpunkte eingeben. z.B. jeweils für 1. des Monats und einer oder mehreren Annahmen, wo der Kurs des Underlying dann steht. Alles schön in ein Excel, Kurve generieren und dann bekommst vermutlich auch ein "Gefühl" für die beiden.

donblanco · 18. Sep. 2015

ja, ich.
Und zwar mit meinem verkauften Call auf MBTN
.. die Perry-Story...
Vermute aber, Du hast etwas anderes gemeint.
Don

plenaspei · 18. Sep. 2015

Die 9927 sind perfekt, jetzt kann ich fertig zählen und bin auch long, doch glaube ich, dass ist nur eine Korrektur, der Welle von 105xx.
Ich traue dem ganzen noch nicht und habe den SL auf EP.

Meerkat · 18. Sep. 2015

Da gehts aber zügig "s'Loch ab" (it goes the hole down)

plenaspei · 18. Sep. 2015

MOB 9860 hat gehalten, da wären jetzt 1005x ein gutes Anlaufziel.

Eigentlich sieht es nicht positiv aus, doch es hat sich in den letzten Stunden im MACD eine Divergenz entwickelt, was für ein Ende der laufenden Welle spricht.

Das war eine 5-wellige 3 oder C, ich habe keinen blassen Schimmer und einige Longs im Depot

plenaspei · 20. Sep. 2015

plenaspei schrieb:
Wenn er unter 10131 fällt wären das die Zielmarken, 9852/68 noch heute, das wäre ja schon ein toller 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

Für die 9852/68 musste ich viel länger warten als gedacht.

Hier so 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wie ich denke dass es kurzfristig weiter geht, 10054 sollten mind. drin sein, evt. auch mehr von der pinken Welle.

freak · 21. Sep. 2015

Wenn sich die Sache bewegt, ist es doch erst interessant ...

Sonst noch jemand mit dabei auf der SMI-Talfahrt?

hab jetzt mein call mit -80% verkauft und werde auch auf dem put zug springen...

aber dieses mal mit etwas mehr laufzeit

Optionen, Optionsscheine, Mini Futures

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donblanco

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