Optionen, Optionsscheine, Mini Futures

Ich buche einen Kurs bei Dir !

...ich  komme mir richtig arm vor, wenn ich Deine Analysen sehe .. und mit meinen vergleiche.

Obwohl .. Ich trade ja nicht direktional. Ich handle Vola.
Aber es juckt schon sehr in den Fingern, wenn ich mehr in der Lage wäre, aus den Standardabweichungen bei meinem Ansatz unsymmetrischer zu werden.
Und zwar im Sinne einer höheren Wahrscheinlichkeit  für eine Seite.
Ich verlange ja gar keine "Punktlandung" .. sagen wir einen "Wahrscheinlichkeits-Volumenbereich", der mit Hilfe der Elliot Wellen eine grobe  Näherung bringen könnte.
Eine Wahrscheinlichkeitserhöhung um wenige Prozent wäre sensationell und würde meine Performance ganz erheblich steigern !

Gruss

Don

 
Ich buche einen Kurs bei Dir !

...ich  komme mir richtig arm vor, wenn ich Deine Analysen sehe .. und mit meinen vergleiche.

Obwohl .. Ich trade ja nicht direktional. Ich handle Vola.
Aber es juckt schon sehr in den Fingern, wenn ich mehr in der Lage wäre, aus den Standardabweichungen bei meinem Ansatz unsymmetrischer zu werden.
Und zwar im Sinne einer höheren Wahrscheinlichkeit  für eine Seite.
Ich verlange ja gar keine "Punktlandung" .. sagen wir einen "Wahrscheinlichkeits-Volumenbereich", der mit Hilfe der Elliot Wellen eine grobe  Näherung bringen könnte.
Eine Wahrscheinlichkeitserhöhung um wenige Prozent wäre sensationell und würde meine Performance ganz erheblich steigern !

Gruss

Don
Dann wären wir schon zwei :) ..beim Kurs von Plena

 
Habe mal smi zugekauft, montag wird grün
Du weisst aber schon, dass Montag heikel wird ..
China eröffnet wieder nach Feitertagen - könnte Ernüchterung und Katerstimmung bringen
USA am Montag geschlossen wegen Labour Day - aus dem Grund gehen heute viele US Händler lieber raus, bzw sichern sich nochmals ab.

Gruss
Don
Mir hats meine Kauforder auch ausgelöst: OSMI MAR/16-C 9600 10 @ 105.-

Laufzeit von 3/4 Jahr sollte reichen bis zu neuen ATH :mrgreen:

Don, ich denke die, welche mit leichtem Rucksack ins lange Weekend gehen wollen, steigen dann am Dienstag wieder ein.

 
Ich buche einen Kurs bei Dir !

...ich  komme mir richtig arm vor, wenn ich Deine Analysen sehe .. und mit meinen vergleiche.

Obwohl .. Ich trade ja nicht direktional. Ich handle Vola.
Aber es juckt schon sehr in den Fingern, wenn ich mehr in der Lage wäre, aus den Standardabweichungen bei meinem Ansatz unsymmetrischer zu werden.
Und zwar im Sinne einer höheren Wahrscheinlichkeit  für eine Seite.
Ich verlange ja gar keine "Punktlandung" .. sagen wir einen "Wahrscheinlichkeits-Volumenbereich", der mit Hilfe der Elliot Wellen eine grobe  Näherung bringen könnte.
Eine Wahrscheinlichkeitserhöhung um wenige Prozent wäre sensationell und würde meine Performance ganz erheblich steigern !

Gruss

Don
Danke Don

Ich nehme das als Kompliment.

Wir können uns beim Treffen austauschen:)

Starky, komm doch auch zu unserem Treffen, ich würde mich freuen.

Liebe Grüsse

Plena

 
.. und der Don war Wandern .. an der Wald-Emme ..
im grössten Buch der Schweiz

.. im Entlebuch

und Don plant für Dezember ein Seminar für Lomi Lomi Massage
.. was noch um ein vielfaches unverständlicher ist als Don's Optionen
Was das mit Trading zu tun hat ? - Vordergründig: Nichts -  In zweiter Betrachtung: "Die Grundlage"

Wie schrieb Plena früher: "Ich war schon viel zu lange hier .. "

Sie hat rechtI
Auch ich bin zuviel hier, statt bei mir

Don
 

 
Nun sind wir da, da ist Vorsicht geboten.

In 15 min 700 Punkte hoch, Wahnsinn, Don viel Spass mit deinen VXX, ich bin long im DAX, SMI, DOW und WTI.

So ein Selloff ist oft das Ende der Bewegung.

Ich wünsche einen schönen Abend.
Im DAX 10215/10295-10506, doch dieses Ziel ist erst auf dem Schirm, wenn er über das Hoch geht.

Warum konzentrierst du dich nicht auf die C/3 welche die längste ist.

Das ist eigentlich nicht schwer, nach einem Impuls wartest du die Korrektur ab, welche an einem Fibo-RT endet. Das würde viel mehr Ruhe in dein Traden bringen.

Ich habe dies versucht dar zu stellen, du siehst dort auch, dass RSI und MACD trotz einem neuen Hoch nicht das letzte Hoch überbieten, diese Divergenz deutet auf ein baldiges Ende der Bewegung hin.

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2i8yZp02Xt8+hIDy1NNm2aE3qddJL9CuxikfXrq/VPu+IeWfTEQTl1n2UO67PHkj/9+ZAc+vk+03T5tL3OtkQ6HYqa/YrnVpjj580/JI+9dEjO3RaRnb/Ybz7Q11BD+7Xpsqdmv7f+328clu+tCsvu/95f7fxiefvq7750U6W8/XiFRO/aJ+v+94B8f2VYgjGHaIxw8UeV8vqTB83j0v2W/rZCrv2g+n5++9TGbqyUVXMOmH30dw/7VCfSOlaXCudxf3lP/N/ZEDWfl1gXbI2Y8/P+Pvqc1xTv7xhvv2Qk+9zVpNfF7NcPm7+hd4z+nWpGOifyXBOp+XzW59qp7XF495Ps9R7vsdb89+Vdg/p79Pfp3/r/LQ/Ln589JA+8ccTdCwAAAABwImlJQJ/Piam0VKC5NT+rpt4GAABoZrQc3uuvi4wbJ/LVrzolAU891d0YY8UKka99TeTpp0UOH3aaLo8dK/Lhh+5OrvffF7n3XpE9e0Ryc50W0996/yEpb+WTPXYbuNOS1+YdNGFEq0oxTZf/+seDcsYX8UOEtl9GZdbrh+XUvZZcP761fNa2ZiRxfIZvs+SOt49Ix8PRqvNL5Ip1lfLyUwflwq1OuNRvlyWPvnRILtlsPwDXlaVhee3Jg/IvmyrN41IaRj3xwiG5fP3R/TQsePFPB2XQDufxfu2jSvmDvc9XaoQoOvLpV68dNs9PyN4U73c2huHbI/KbVw6Z8/P+Pvo307+dZ+hnEXnzD8f+HWvul6xkn7tYGtQ8+NfDMvXvX5q/odJj9O90qf0ce070udZXXddOso8jGcn++/rWmrC5Br2wVP/Wv3v5kHzT7gcAAAAANA6dokCDq3A4LJbl5lT2TfR38xdHTznr4uiwYcPsfYDMV15e7i4B2YfrG9kspdf3Y49Fo+ecE43Onh2NduwYjYZC0ejvfx+N2q+SjnH4cDT6gx84+z3/fDQaDjtNl7VPt+k+FRXR6He+49zXo49Go5GIc3yi/v37o9FvfjMaPe20aPSVV47e79tvR6P9+kWjt9zirO/cGY2ee240Om2ac8wPf+hs/+AD5348+ph0P91feb9Xm72sL/0W2u1Nu33qNl321r+0W+z5mZeKC6u3Nq9IdN7XTNQX/YXur38z3V+fi3btnHNU3mMbPToa/egjp0+f22XLnMdbcz99PMuXO/f1l784z6s+HuU9Dv19U6ZEo7t2xf+diej96LHxWo3na572uc9X1fOuf7df/SoaPXjQ+Tvr/en5eX+fJK+PpK/vZJ+7Gn/f6Lp10ehXvhKN3nOPc056jF4jgwZFoz/+cb3ONaHanktten6lpc6+Nc/PW9f9fvrTxNdOMo9D1XG9J/3vS6+nr33N6XvnHeectm2LRq+91jnXuq4vGLw+AQAAAFBfZw0cEB1w5hnm9oz+9nsy+z0Y5QEBAEDzpXN53nyzyLXXinz96yIPPCBSWupujLF9u8h774n85Cci3/ymSDDoNF3WvrfeEtmyxd3ZNnCgyP/3/+nYdrfDVbNf73flSpEZM0Quu+zo/V54oVNK8O23RXbvdvZVX34p8otfiPz1ryLPPefc3wlkxovFO+84Sr4iUqgLOgeZ7q9lEM87z2wz2rYV+fOfRd54Q8f7O6PZ7rpL5Ec/cp4rLaVYWXn0OZg8WWToUOe+Lr3Uedw/+IF7Z678fJFbb3XKLsb+zkjEiUway/e+55y3loRs2dKZ90xLQ+ocaPv21f/6qEuyz11NoZBIixbOPG2/+Y3ImjUi/fuLrFol8qtfOed0os/1eOjfcerUxNdOMo8jGcn++9qwwRkFqc/xBRc459S9uzNasl8/984AAAAAAI3Bsiz7LX3UfrvmvNez35EBAAA0U/rhuIZA+kH4z3/u9P37v4t8+qmz7NFSgBoU6IftvpiSebqsfRogaHDi0Q/YvZKAsWr26+/ZtEnkhz907iu2ad/OnSK7drk722bPFrn7bpHPPhMpKXE7Txwz5Wu8845j3aki5e6yoSFD584iH3/sPFdKA0ANI3r1csIwDQWWLXO26ePSEE6fN33+zjrL6a9NzefP+50aThw65HYmcO65zvPpjJ052v7+d5GTT3Z3EvnOd77jLsUYOdIJqzz6QnrYMJFPPhH5/PP6Xx/JSOa5q0nLWl51lROmaSikoWaXLiJ33OGcpzoR55roudRWViZy5pnujgkk+jt6104yjyMZyf770t+r5zNokHugS39nXY8FAAAAAHDcIhHLhFWWFbXfUtrvKW2EVgAAoPk6+2yRSZOcEEI/GNeRFUuWiPz61/FHsiRLR8foB+M1JepPVrduzugTHYFUWOh82H6c4p2FiSqSPL+I/SrSeTmZgI5g0VFsmzeL3HijM/+XjvDRUS0aehyPhj5/J5peN3pOJ9rxPtzG8yQAALfjSURBVHd6Pnfe6Ywg+ta3RFq1cuZV00BWw7gdO9wdm1hdf8d0eRw64kp/NwAAAACgUVhWxARXfr+vak4rQisAAADPhAkit90m8uCDIn/8ozNyROkH123aOKObvD6ly9p3vOGFjuQ47TSRoiLnvmq2mqNWrrvOKXN2001OsPHb39Yeruk566gVHVESMzLHPluxtzQuHRGzbp3I44+LzJkjcs01zsghHUkTG7bp86bP3wcfuB1pSP/Gsc/zkSMiixc7IaKO0jrR10eyz108GrRo+bvnnxfZu1dk40aRH/9Y5J13RNavb7xr+USr63EkI9l/X/pvpLxcZPVq90CXjmhcscJdAQAAAACcaH5/wH4LWj2mIrQCAADw6Af2OrLl/POdUmTeB9Y6v81Xvyryy1+KzJ/vBBjadFn7hgxx9qkv/bBcy8z91385H8brfeqH6RpM6JxJw4c7pe9qOuMM5zz/7/+cebli6YgU/ZA/lpbAW7TIvPC7xm4r7dbObm/a7Rtu0+VGoSPXtHSfZTkl73QEUexj0udNn7+HH3aeb91v7VonpNE5nOKVwUu1J58UeeIJJ6zSx6JhoYaaY8eKdOzYeNdHXc9dTTofVU6OM1LwwAGn7J7+3j59nPPUbY11ridSMo/DE+969yT776tvX2dZR1pqGKnPt/brfwOSDcgAAAAAAPWmI6x0pJXP56sKrwitAAAAYp1yisisWc7yLbc48+LofEYaoOjtlVc6c2Fp02Xt0w/F27Z1jqkPPeY//sMZCTVqlHOfOsJE5zH6859FJk92zqcmLa2mZQ11Dp6HHnI+2Pfoh+w6euSRR5z1ggJnHiP7XLX8n86QNeXaa0Uuv9xsrqioME3ncoo7n9OYGs1LuOpKubzA4H/+xxnZo6N3tATjm+6BOm+SBgj6HOjj1OdAyzXqfnr++jgmTnQCi6Z2/fXONeGNUtK/mQabWqZR/xb1uT40kNFj9DaRZJ+7mvQY/Z16fu3aOb9Hj9ew6+tfd+aSqs+52q6//n37bp6T3r0XSHGx/TdSOteUzkGl9x+vaeD4xRfOvscjmcfhqXm9x0r239dJJzkhsN7XBRc4z3ePHk5ZRgAAAABAo/HCKg2uLP0CoY3QCgAAoKahQ4/Ob/Xf/+2M0NC5hP72t6Nz7GjT8EdHZhzvHE1q9GgnjPDuVz9Yv+gikddec4Ip/cA+Hi1NN2WKyEsvOfsqHfnzjW+IhMMiH37o3F5yicijj4r06+fcv5YW1MekYUAddBLU2KZiAy5dTkgDAw169HHpY9Lfrcv6WPUcVq06OjfR174m8qc/OWGF0ltd16AhHWhg9JvfOCGhPo4f/lDkD3+oHiieyOujPs9dLO+46dOd60P17i1y//0i//u/TvCjkjzXsrIKmTu37JjlRpfs44h3vdeU7L8v3f7ii0evQf1b60hGbx0AAAAAcMJpWFVZWWmCK++7mT77Nvro/MUyY8YM6d6yXJbWLDEDZKC9e/dKhw4d3DUgu3B9I5txfaeWfqPJC6OSUd/9UZ25vjU4ueceZxRZ7Hxlaai8PCwdOxa5a5qX9ZXCwnx3rRnQYFDnkNO57m6/3e1EIvz3GwAAAEB9DTproAmunNAqKh+UrmGkFQAAAJAyWoJOS9Sddprbkb5yc0Py+OPDZfToznLddXkydWpfd0uWWbNGJC9P7AeoyYvTp7e/+IXIypVO2UoAAAAAwAmnQZUGVuFwWCzL+ZIsoRUAAACQKlp27u67j5a4S3OTJuVJcXGBzJ07XPLyctzeLKMBopYM1PnhcnOdkoF6++CDIt/+tjPPFQAAAADghNOKLjqXVSgUkmiUOa0AAAAANHcaIGpAFTuHlt7qHFoPP+zMsQUAAAAAaBQaWumIq2AwaNYJrQAAAAA0b506OSPgPv1U61M4t7feKpKTpaPLAAAAACAN6HxWGlZpaUBvDm1CKwAAAAAAAAAAAKSUZUVMcOX3a5nAaqGVz7kBAAAAEvC+9QQAAAAAANBQfn9AAoHqY6sYaQUAAAA0E2VlFXL99e/LRRcVy9y5ZW4vAAAAAACppyOsdKSVz+erCq8IrQAAAIBmorBwgwmriot3mvCqvDzsbgEAAAAAILW8sEqDK8uyTB+hFQAAANBM1Aypysu/dJcAAAAAAEgtDasqKytNcOXNSEBoBQAAADQTkyblyWmntTHL112XJ3l5OWYZAAAAAIBU07DK53PLAvp9zq3+cBYBAAAAZLOCgs5SVnaZRKNXydy5w91eAAAAAABSLxqNmuAqHA6LZTlDrRhpBQAAAGQ45qYCAAAAAGQandNK57IKhUISjR4zpxXjrQAAAIBMM2HCEunYsUh6914gxcU73V4AAAAAANKfhlY64ioYDJp1RloBAAAAGaqsrEKKirZVLc+dW2aWAQAAAABId5GIZcIqLQ2owZUitAIAAAAyVG5uC3fJkZsbcpcAAAAAAEhvlhUxwZXfr2UCCa0AAACAjKYh1eOPD5fRozvLTTf1lZkzB7pbAAAAAABIb35/QAKB6jEVoRUAAACQwSZNypPi4gIpLMxnpBUAAAAAIGPoCCsdaeXz+arCK+enz/wEAAAAkC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Für mich nur eine Korrektur bis ca. 10506, wenn so viel zusammen passt, dann erhöht dies die Wahrscheinlichkeit.

Ich habe schöne Charts gezeichnet, doch klappt es mit dem Einfügen nicht mehr.

Ja ich bin nicht so geschickt mit dem PC, doch kann ich Charts zeichnen, mir ist das jetzt eindeutig zu kompliziert und zu zeitaufwändig, ich mache mal blau.

Also wir sind in der 4 der 4, die 5 der 4 bis ca. 10506, dann die 5 der 5 mit einem neuen Tief.
Es wird wohl wie jedes Mal eine Übertreibung geben, also deren Ende abwarten und die Korrektur traden.

Hi Starky, das hat sich nicht geändert, es läuft sehr wahrscheinlich seit dem Tief die 4, nun die C der aufwärts, bis 10506, das wäre schön und dann ein neues Tief, mindesten 8886, weiter will ich noch nicht schreiben :)

Ab 10800 muss ich mich damit anfreunden, dass die 4 im Tief fertig war und die 5 mit einem neuen ATH läuft.

Das freut mich Don, es ist gar nicht so schwer, nur ein par Grundregeln:)
 
Ich mag mich noch daran erinnern wie dieses Forum zu Stande kam, ich wurde damals wie viele im Cash Forum eingeladen mich hier zu registrieren. Ich glaube das war zwischen Weihnachten und Neujahr 2011.

Als ich durch Zufall im Frühling wieder einmal hier reinschaute, fand ich es etwas traurig. Früher hatte es Trader hier, denen ich gerne folgte, Psy und Don haben damals im Cashforum  mein Interesse an der Charttechnik geweckt.

Ich habe mich entschlossen mit möglichst guten Beiträgen Interesse zu wecken, in der Hoffnung das sich dieses Forum wieder etwas mehr belebt.

Obwohl einige meiner Analysen wirklich ins Schwarze treffen, z. Bsp. am 24. Aug. das Ziel 10506 wurde heute erreicht, dass waren über 1000 Dax-Punkte, ist es mir nicht gelungen, das Interesse an der Chartanalyse zu wecken.

Auch wenn da einige einen Kurs bei mir wollen, die Skepsis so gross, dass es keinen Spass mehr macht.

Liebe Grüsse

plena

 
Wieso mit Strike 9000?

So gewonnen so zerronnen Heute... ich lasse mal stehen, erwarte höhere Kurse...

 
Hi Chreguw, bist du da?

Da hat er sich die 8842 geholt, wäre besser für eine bullishe Entwicklung wenn er da nicht drunter fällt.

Der DAX unter 10234 ist dann auch kritisch.

Gut wäre für die Bullen wenn der DOW bei 16423 jetzt drehen würde.

Wenn es nicht hält kann es sehr schnell und heftig werden, ich meine nicht nur 100-200 Punkte sondern neue Tiefs.

 
Zuletzt bearbeitet von einem Moderator: